From f063dee9f82049e8d0b1129baf92523988637591 Mon Sep 17 00:00:00 2001
From: lovebird <cgoflyn@gmail.com>
Date: Sat, 9 Mar 2024 14:15:58 +0100
Subject: [PATCH] Updating - injection/katbot-pro-mega-beta

---
 .../katbot-pro-mega-beta/cad-report.json      |     1 +
 .../cad/200_Brackets_x2_8mm_INOX.SLDPRT       |     3 +
 .../cad/400_Injector-700-36.SLDASM            |     3 +
 .../cad/400_Spring-Slide.SLDASM               |     3 +
 .../cad/400_Spring-Slide.STEP                 |     3 +
 .../cad/403_MountPlate_x2_5mm_INOX.SLDPRT     |     3 +
 .../cad/540_MiddlePlate_x2_1mm_INOX.SLDPRT    |     3 +
 .../cad/608-2Z-SKF.SLDPRT                     |     3 +
 .../cad/700_Brackets.SLDASM                   |     3 +
 .../cad/900_FloorMount.SLDPRT                 |     3 +
 .../cad/900_FloorMount.STEP                   |     3 +
 .../katbot-pro-mega-beta/cad/CAM-Slide.SLDPRT |     3 +
 .../cad/Global-Katbot-Pro.JPG                 |     3 +
 .../cad/Global-Katbot-Pro.SLDASM              |     3 +
 .../cad/Global-Katbot-Pro.json                |   244 +
 .../cad/Global-Katbot-Pro.step                |     3 +
 .../cad/Global-Katbot-Pro.x_t                 |     3 +
 .../cad/Spring-Slide.SLDASM                   |     3 +
 .../150_Shields/150_ExtrusionShield.SLDASM    |     3 +
 .../150_Shields/151_Shield_x1_1mm_INOX.SLDPRT |     3 +
 .../152_ShieldCap_x2_1mm_INOX.SLDPRT          |     3 +
 .../cad/components/500_Base/500_Base.SLDASM   |     3 +
 .../500_Base/520_Belt_x2_1mm_INOX.SLDPRT      |     3 +
 ...20mm Bearing SKF 6004 (RS 286-7631).SLDPRT |     3 +
 .../components/650_barrel_35/400_Drive.SLDASM |     3 +
 .../401_BarrelMount_x1_8mm_FERRO.SLDPRT       |     3 +
 .../650_barrel_35/600_Transmission.SLDASM     |     3 +
 .../components/650_barrel_35/Barrel.SLDPRT    |     3 +
 .../650_barrel_35/BarrelAssembly.SLDASM       |     3 +
 .../650_barrel_35/Heat_band_35.SLDPRT         |     3 +
 .../cad/components/650_barrel_35/Hub.SLDPRT   |     3 +
 .../components/650_barrel_35/HubAxle.SLDPRT   |     3 +
 .../components/650_barrel_35/Nozzle.SLDASM    |     3 +
 .../components/650_barrel_35/Plunger.SLDPRT   |     3 +
 .../650_barrel_35/Round_Bar_Handle.SLDPRT     |     3 +
 .../components/650_barrel_35/bracket.SLDPRT   |     3 +
 .../components/800_Column/820_Pillar.SLDPRT   |     3 +
 .../820_TransmissionSlide-CNC.SLDPRT          |     3 +
 .../800_Column/830_SpringSlide.SLDPRT         |     3 +
 .../14201.SLDPRT                              |     3 +
 ...8 Stainless Steel Socket Head Screw.SLDPRT |     3 +
 ...osion-Resistant Cup-Point Set Screw.SLDPRT |     3 +
 .../KnobBig small hole.SLDPRT                 |     3 +
 .../ViseAssem2022.SLDASM                      |     3 +
 .../backstop 1 chopped.SLDPRT                 |     3 +
 .../backstop 2.SLDPRT                         |     3 +
 .../bottomplate.SLDPRT                        |     3 +
 .../bushing3.SLDPRT                           |     3 +
 .../leadscrew.SLDPRT                          |     3 +
 .../movablejaw2.SLDPRT                        |     3 +
 .../washer.SLDPRT                             |     3 +
 .../cad/components/handwheel/handwheel.SLDPRT |     3 +
 .../cad/components/handwheel/rod.SLDPRT       |     3 +
 .../hopper/701_Hopper_x1_1mm_INOX.SLDPRT      |     3 +
 .../misc/grip/McMaster - M2.5x10.SLDPRT       |     3 +
 .../cad/components/misc/grip/ODI Clamp.SLDPRT |     3 +
 .../components/misc/grip/ODI End Cap.SLDPRT   |     3 +
 .../misc/grip/ODI Ruffian Assembly.SLDASM     |     3 +
 .../misc/grip/ODI Ruffian Grip.SLDPRT         |     3 +
 .../components/spring/Pressure Spring.sldprt  |     3 +
 .../cad/components/spring/Spring-Guide.SLDPRT |     3 +
 .../cad/global-katbot-pro.html                |  8367 +++
 .../102_BarrelInsulationCap_x2_1mm_INOX.DXF   |  3986 ++
 .../102_BarrelInsulation_x2_1mm_INOX.DXF      | 49398 ++++++++++++++++
 .../cad/laser/200_Brackets_x2_8mm_INOX.DXF    |  3386 ++
 .../laser/401_BarrelMount_x1_8mm_FERRO.DXF    |  3334 ++
 .../cad/laser/403_MountPlate_x2_5mm_INOX.DXF  |  4260 ++
 .../cad/laser/520_Belt_x2_1mm_INOX.DXF        |  5936 ++
 .../cad/laser/540_MiddlePlate_x2_1mm_INOX.DXF |  3334 ++
 .../cad/laser/701_HopperM_x1_1mm_INOX.DXF     |  3932 ++
 .../cad/laser/701_Hopper_x1_1mm_INOX.DXF      |  9342 +++
 injection/katbot-pro-mega-beta/config.json    |    28 +
 injection/katbot-pro-mega-beta/config.yaml    |    19 +
 .../drawings/dimensions.SLDDRW                |   Bin 0 -> 6918336 bytes
 .../drawings/dimensions.jpg                   |     3 +
 .../drawings/dimensions.pdf                   |     3 +
 .../drawings/dimensions_raw.jpg               |     3 +
 .../drawings/dimensions_raw_data.xml          |   325 +
 .../Stainless/1mm/kb-pro-361_ShieldCap_x2.DXF |  4002 ++
 .../Stainless/1mm/kb-pro-362_ShieldSeg_x2.DXF |  6014 ++
 .../1mm/kb-pro-102_BarrelInsulationCap_x2.DXF |  3986 ++
 .../1mm/kb-pro-102_BarrelInsulation_x2.DXF    | 49398 ++++++++++++++++
 .../en/Stainless/1mm/kb-pro-520_Belt_x2.DXF   |  5936 ++
 .../1mm/kb-pro-540_MiddlePlate_x2.DXF         |  3334 ++
 .../Stainless/1mm/kb-pro-701_HopperM_x1.DXF   |  3932 ++
 .../en/Stainless/1mm/kb-pro-701_Hopper_x1.DXF |  9342 +++
 .../5mm/kb-pro-403_MountPlate_x2.DXF          |  4260 ++
 .../Stainless/8mm/kb-pro-200_Brackets_x2.DXF  |  3386 ++
 .../Steel/8mm/kb-pro-401_BarrelMount_x1.DXF   |  3334 ++
 .../-380/INOX/1mm/kb-pro-361_ShieldCap_x2.DXF |  4002 ++
 .../-380/INOX/1mm/kb-pro-362_ShieldSeg_x2.DXF |  6014 ++
 .../FERRO/8mm/kb-pro-401_BarrelMount_x1.DXF   |  3334 ++
 .../1mm/kb-pro-102_BarrelInsulationCap_x2.DXF |  3986 ++
 .../1mm/kb-pro-102_BarrelInsulation_x2.DXF    | 49398 ++++++++++++++++
 .../laser/es/INOX/1mm/kb-pro-520_Belt_x2.DXF  |  5936 ++
 .../es/INOX/1mm/kb-pro-540_MiddlePlate_x2.DXF |  3334 ++
 .../es/INOX/1mm/kb-pro-701_HopperM_x1.DXF     |  3932 ++
 .../es/INOX/1mm/kb-pro-701_Hopper_x1.DXF      |  9342 +++
 .../es/INOX/5mm/kb-pro-403_MountPlate_x2.DXF  |  4260 ++
 .../es/INOX/8mm/kb-pro-200_Brackets_x2.DXF    |  3386 ++
 .../media/build/DSC01876.JPG                  |     3 +
 .../katbot-pro-mega-beta/media/christine.jpeg |   Bin 0 -> 209350 bytes
 .../media/gallery/latest.jpg                  |     3 +
 .../katbot-pro-mega-beta/media/lovecats.jpg   |     3 +
 .../katbot-pro-mega-beta/media/source.png     |     3 +
 .../media/tests/VID_20230518_110722.mp4       |     3 +
 injection/katbot-pro-mega-beta/parts.xlsx     |   Bin 0 -> 6288 bytes
 injection/katbot-pro-mega-beta/readme.md      |    40 +
 .../renderings/perspective-vintage-deluxe.jpg |     3 +
 .../renderings/perspective.jpg                |     3 +
 .../resources/edrawings.html                  |  8367 +++
 injection/katbot-pro-mega-beta/specs.xlsx     |   Bin 0 -> 5776 bytes
 .../templates/shared/body.md                  |    21 +
 113 files changed, 298375 insertions(+)
 create mode 100644 injection/katbot-pro-mega-beta/cad-report.json
 create mode 100644 injection/katbot-pro-mega-beta/cad/200_Brackets_x2_8mm_INOX.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/400_Injector-700-36.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/400_Spring-Slide.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/400_Spring-Slide.STEP
 create mode 100644 injection/katbot-pro-mega-beta/cad/403_MountPlate_x2_5mm_INOX.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/540_MiddlePlate_x2_1mm_INOX.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/608-2Z-SKF.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/700_Brackets.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/900_FloorMount.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/900_FloorMount.STEP
 create mode 100644 injection/katbot-pro-mega-beta/cad/CAM-Slide.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/Global-Katbot-Pro.JPG
 create mode 100644 injection/katbot-pro-mega-beta/cad/Global-Katbot-Pro.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/Global-Katbot-Pro.json
 create mode 100644 injection/katbot-pro-mega-beta/cad/Global-Katbot-Pro.step
 create mode 100644 injection/katbot-pro-mega-beta/cad/Global-Katbot-Pro.x_t
 create mode 100644 injection/katbot-pro-mega-beta/cad/Spring-Slide.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/150_Shields/150_ExtrusionShield.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/150_Shields/151_Shield_x1_1mm_INOX.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/150_Shields/152_ShieldCap_x2_1mm_INOX.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/500_Base/500_Base.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/500_Base/520_Belt_x2_1mm_INOX.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/20mm Bearing SKF 6004 (RS 286-7631).SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/400_Drive.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/401_BarrelMount_x1_8mm_FERRO.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/600_Transmission.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/Barrel.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/BarrelAssembly.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/Heat_band_35.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/Hub.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/HubAxle.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/Nozzle.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/Plunger.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/Round_Bar_Handle.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/650_barrel_35/bracket.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/800_Column/820_Pillar.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/800_Column/820_TransmissionSlide-CNC.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/800_Column/830_SpringSlide.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/14201.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/92196A344_18-8 Stainless Steel Socket Head Screw.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/92313A534_Super-Corrosion-Resistant Cup-Point Set Screw.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/KnobBig small hole.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/ViseAssem2022.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/backstop 1 chopped.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/backstop 2.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/bottomplate.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/bushing3.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/leadscrew.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/movablejaw2.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/clamping/tool-maker-s-vise-2022-stainless-steel-1.snapshot.3/washer.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/handwheel/handwheel.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/handwheel/rod.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/hopper/701_Hopper_x1_1mm_INOX.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/misc/grip/McMaster - M2.5x10.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Clamp.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI End Cap.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Ruffian Assembly.SLDASM
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Ruffian Grip.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/spring/Pressure Spring.sldprt
 create mode 100644 injection/katbot-pro-mega-beta/cad/components/spring/Spring-Guide.SLDPRT
 create mode 100644 injection/katbot-pro-mega-beta/cad/global-katbot-pro.html
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/102_BarrelInsulationCap_x2_1mm_INOX.DXF
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/102_BarrelInsulation_x2_1mm_INOX.DXF
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/200_Brackets_x2_8mm_INOX.DXF
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/401_BarrelMount_x1_8mm_FERRO.DXF
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/403_MountPlate_x2_5mm_INOX.DXF
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/520_Belt_x2_1mm_INOX.DXF
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/540_MiddlePlate_x2_1mm_INOX.DXF
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/701_HopperM_x1_1mm_INOX.DXF
 create mode 100644 injection/katbot-pro-mega-beta/cad/laser/701_Hopper_x1_1mm_INOX.DXF
 create mode 100644 injection/katbot-pro-mega-beta/config.json
 create mode 100644 injection/katbot-pro-mega-beta/config.yaml
 create mode 100644 injection/katbot-pro-mega-beta/drawings/dimensions.SLDDRW
 create mode 100644 injection/katbot-pro-mega-beta/drawings/dimensions.jpg
 create mode 100644 injection/katbot-pro-mega-beta/drawings/dimensions.pdf
 create mode 100644 injection/katbot-pro-mega-beta/drawings/dimensions_raw.jpg
 create mode 100644 injection/katbot-pro-mega-beta/drawings/dimensions_raw_data.xml
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/350_Shields/-380/Stainless/1mm/kb-pro-361_ShieldCap_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/350_Shields/-380/Stainless/1mm/kb-pro-362_ShieldSeg_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-102_BarrelInsulationCap_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-102_BarrelInsulation_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-520_Belt_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-540_MiddlePlate_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-701_HopperM_x1.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-701_Hopper_x1.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Stainless/5mm/kb-pro-403_MountPlate_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Stainless/8mm/kb-pro-200_Brackets_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/en/Steel/8mm/kb-pro-401_BarrelMount_x1.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/350_Shields/-380/INOX/1mm/kb-pro-361_ShieldCap_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/350_Shields/-380/INOX/1mm/kb-pro-362_ShieldSeg_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/FERRO/8mm/kb-pro-401_BarrelMount_x1.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-102_BarrelInsulationCap_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-102_BarrelInsulation_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-520_Belt_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-540_MiddlePlate_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-701_HopperM_x1.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-701_Hopper_x1.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/INOX/5mm/kb-pro-403_MountPlate_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/laser/es/INOX/8mm/kb-pro-200_Brackets_x2.DXF
 create mode 100644 injection/katbot-pro-mega-beta/media/build/DSC01876.JPG
 create mode 100644 injection/katbot-pro-mega-beta/media/christine.jpeg
 create mode 100644 injection/katbot-pro-mega-beta/media/gallery/latest.jpg
 create mode 100644 injection/katbot-pro-mega-beta/media/lovecats.jpg
 create mode 100644 injection/katbot-pro-mega-beta/media/source.png
 create mode 100644 injection/katbot-pro-mega-beta/media/tests/VID_20230518_110722.mp4
 create mode 100644 injection/katbot-pro-mega-beta/parts.xlsx
 create mode 100644 injection/katbot-pro-mega-beta/readme.md
 create mode 100644 injection/katbot-pro-mega-beta/renderings/perspective-vintage-deluxe.jpg
 create mode 100644 injection/katbot-pro-mega-beta/renderings/perspective.jpg
 create mode 100644 injection/katbot-pro-mega-beta/resources/edrawings.html
 create mode 100644 injection/katbot-pro-mega-beta/specs.xlsx
 create mode 100644 injection/katbot-pro-mega-beta/templates/shared/body.md

diff --git a/injection/katbot-pro-mega-beta/cad-report.json b/injection/katbot-pro-mega-beta/cad-report.json
new file mode 100644
index 000000000..0637a088a
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad-report.json
@@ -0,0 +1 @@
+[]
\ No newline at end of file
diff --git a/injection/katbot-pro-mega-beta/cad/200_Brackets_x2_8mm_INOX.SLDPRT b/injection/katbot-pro-mega-beta/cad/200_Brackets_x2_8mm_INOX.SLDPRT
new file mode 100644
index 000000000..e865e8d55
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/200_Brackets_x2_8mm_INOX.SLDPRT
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:a3627e313ce936a25f41b3c48845b4bf3e52bec4fad36fb640887ce8c9ee9e08
+size 124386
diff --git a/injection/katbot-pro-mega-beta/cad/400_Injector-700-36.SLDASM b/injection/katbot-pro-mega-beta/cad/400_Injector-700-36.SLDASM
new file mode 100644
index 000000000..817951df5
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/400_Injector-700-36.SLDASM
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:49fb22d4cbf1fe9a95171e7a2a4a4445aecd61233413655f18d2894d3d23baae
+size 6776540
diff --git a/injection/katbot-pro-mega-beta/cad/400_Spring-Slide.SLDASM b/injection/katbot-pro-mega-beta/cad/400_Spring-Slide.SLDASM
new file mode 100644
index 000000000..5959f23ae
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/400_Spring-Slide.SLDASM
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:3e98099b42f71f67a4a82d9b321409e4261dfdf6229ebb07028cea1ad83391ee
+size 3789510
diff --git a/injection/katbot-pro-mega-beta/cad/400_Spring-Slide.STEP b/injection/katbot-pro-mega-beta/cad/400_Spring-Slide.STEP
new file mode 100644
index 000000000..ae9eb8355
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/400_Spring-Slide.STEP
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:efe5908849b99de13e3df7bc66cdaddce751d9e15611856aad23d00c78a90544
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diff --git a/injection/katbot-pro-mega-beta/cad/403_MountPlate_x2_5mm_INOX.SLDPRT b/injection/katbot-pro-mega-beta/cad/403_MountPlate_x2_5mm_INOX.SLDPRT
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+  },
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+  },
+  {
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+  },
+  {
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+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\katbot-pro-mega-beta\\cad\\components\\clamping\\tool-maker-s-vise-2022-stainless-steel-1.snapshot.3\\backstop 2.SLDPRT",
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+  },
+  {
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+  },
+  {
+    "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\katbot-pro-mega-beta\\cad\\components\\clamping\\tool-maker-s-vise-2022-stainless-steel-1.snapshot.3\\92196A344_18-8 Stainless Steel Socket Head Screw.SLDPRT",
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+  },
+  {
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+    "Description": "Fixed Jaw "
+  },
+  {
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+  },
+  {
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+  },
+  {
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+  {
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+]
\ No newline at end of file
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diff --git a/injection/katbot-pro-mega-beta/cad/components/hopper/701_Hopper_x1_1mm_INOX.SLDPRT b/injection/katbot-pro-mega-beta/cad/components/hopper/701_Hopper_x1_1mm_INOX.SLDPRT
new file mode 100644
index 000000000..4d8ab8d61
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/components/hopper/701_Hopper_x1_1mm_INOX.SLDPRT
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:8cb9c12d2cc9033d353cb2a3adfaf723978fde24fe436a5833579adb1b3baa71
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diff --git a/injection/katbot-pro-mega-beta/cad/components/misc/grip/McMaster - M2.5x10.SLDPRT b/injection/katbot-pro-mega-beta/cad/components/misc/grip/McMaster - M2.5x10.SLDPRT
new file mode 100644
index 000000000..2d02c60ae
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/components/misc/grip/McMaster - M2.5x10.SLDPRT	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:58e346457cab8f91937cfe17ed899c20524cf70779b9b12dd1ffc5b352c7519b
+size 821760
diff --git a/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Clamp.SLDPRT b/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Clamp.SLDPRT
new file mode 100644
index 000000000..10fe0d8f1
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Clamp.SLDPRT	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:362ca1d55f49b8c968b82f1c3a0977d47fd2272251edf3620f5f8662e7edb595
+size 16214809
diff --git a/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI End Cap.SLDPRT b/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI End Cap.SLDPRT
new file mode 100644
index 000000000..a6c292417
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI End Cap.SLDPRT	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:45bc7ae209add4dbe28714b4b4ecd3e2658ac06757abc59ff71001a2d4f47790
+size 458268
diff --git a/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Ruffian Assembly.SLDASM b/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Ruffian Assembly.SLDASM
new file mode 100644
index 000000000..dd528f566
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Ruffian Assembly.SLDASM	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
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diff --git a/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Ruffian Grip.SLDPRT b/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Ruffian Grip.SLDPRT
new file mode 100644
index 000000000..70513dee6
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/components/misc/grip/ODI Ruffian Grip.SLDPRT	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
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diff --git a/injection/katbot-pro-mega-beta/cad/components/spring/Pressure Spring.sldprt b/injection/katbot-pro-mega-beta/cad/components/spring/Pressure Spring.sldprt
new file mode 100644
index 000000000..9faa4c2d3
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/components/spring/Pressure Spring.sldprt	
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:b19b1f61af8f0fd8195b5ce686c6a321fb0299f37e319568b8ac81e73eca6f82
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diff --git a/injection/katbot-pro-mega-beta/cad/components/spring/Spring-Guide.SLDPRT b/injection/katbot-pro-mega-beta/cad/components/spring/Spring-Guide.SLDPRT
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index 000000000..c272b5484
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/components/spring/Spring-Guide.SLDPRT
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+version https://git-lfs.github.com/spec/v1
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+size 50693
diff --git a/injection/katbot-pro-mega-beta/cad/global-katbot-pro.html b/injection/katbot-pro-mega-beta/cad/global-katbot-pro.html
new file mode 100644
index 000000000..ddda8c255
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/global-katbot-pro.html
@@ -0,0 +1,8367 @@
+<!DOCTYPE html>
+<html lang="en">
+<head>
+    <style>
+        html {
+            height: 100%;
+            width: inherit;
+            margin: 0px;
+        }
+
+        body {
+            box-sizing: border-box;
+            height: inherit;
+            width: inherit;
+            margin: 0px;
+            overflow: hidden;
+        }
+body {
+    position: relative;
+}
+
+.edrawings-hr {
+    margin-top: 7px;
+    margin-bottom: 7px;
+
+    border-top-width: 1px;
+    border-top-style: solid;
+    border-top-color: gray;
+}
+
+.edrawings-viewer-regular {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 0;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: lightgray;
+    visibility: visible;
+    background-color: white;
+}
+
+.edrawings-viewer-timeout {
+    position: relative;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    opacity: 0.5;
+
+    -webkit-filter: blur(5px);
+    -moz-filter: blur(5px);
+    -o-filter: blur(5px);
+    -ms-filter: 'alpha(opacity=0)';
+    filter: blur(5px);
+}
+
+.edrawings-viewer-ondrop {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 10px;
+    border-color: gray;
+    border-radius: 15px;
+    border-width: 10px;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: gray;
+    opacity: 0.5;
+
+    -webkit-filter: blur(5px);
+    -moz-filter: blur(5px);
+    -o-filter: blur(5px);
+    -ms-filter: 'alpha(opacity=0)';
+    filter: blur(5px);
+}
+
+.edrawings-viewer-dropsuccess {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 3px;
+    border-color: green;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: green;
+    visibility: visible;
+}
+
+.edrawings-viewer-dropfail {
+    box-sizing: border-box;
+    position: relative;
+
+    border: 3px;
+    border-color: red;
+    border-style: dashed;
+
+    padding: 0;
+
+    width: 100%;
+    height: 100%;
+
+    stroke: red;
+    visibility: visible;
+}
+
+#edrawings-viewer {
+    box-sizing: border-box;
+    position: relative;
+    padding: 0;
+    width: 100%;
+    height: 100%;
+    overflow: hidden;
+    -ms-touch-action: none;
+}
+
+.edrawings-drop-title {
+    margin-left: auto;
+    margin-right: auto;
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+    border: none;
+    border-radius: 5px;
+    border-color: gray;
+    border-width: 3px;
+
+    width: inherit;
+    height: inherit;
+
+    align-content: stretch;
+
+    font-family: "Arial";
+    font-size: 30px;
+
+    text-decoration-color: lightgray;
+    text-emphasis-color: lightgray;
+    text-align: center;
+
+    vertical-align: middle;
+}
+
+.edrawings-canvas-border {
+    border: solid 1px #969696;
+}
+
+#edrawings-canvas {
+    box-sizing: border-box;
+    position: absolute;
+    margin: 0;
+    padding: 0;
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-logo {
+    z-index: 100;
+
+    top: 1px;
+    left: 10px;
+
+    margin-top: 2px;
+    height: 40px;
+    width: 44px;
+
+    vertical-align: middle;
+}
+
+.edrawings-disabled {
+    background-color: #969696;
+}
+
+#edrawings-backtolist {
+    z-index: 100;
+    position: absolute;
+
+    top: 10px;
+    right: 10px;
+
+    cursor: pointer;
+}
+
+.edrawings-list-selected {
+    color: black;
+    background-color: rgba(149, 211, 11, 0.5);
+}
+
+.edrawings-button-links {
+    text-indent: 50px;
+    font-family: Arial;
+    font-size: 16px;
+    line-height: 30px;
+}
+
+.edrawings-list-title {
+    display: block;
+    top: 70%;
+
+    text-decoration-color: rgb(160,160,160);
+    font-family: "Book Antiqua", "Palatino Linotype", Georgia, serif;
+    font-size: 25px;
+}
+
+.edrawings-view-orientation {
+    width: 180px;
+}
+
+.edrawings-bar {
+    height: 44px;
+    color: rgb(66,66,66);
+}
+
+.edrawings-top-bar {
+    position: absolute;
+    z-index: 100;
+
+    width: 100%;
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar {
+    width: 100%;
+}
+
+#edrawings-top-bar-content {
+    position: absolute;
+    z-index: 100;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+    line-height: 50px;
+    vertical-align: middle;
+}
+
+#edrawings-top-bar.edrawings-out-of-view #edrawings-top-bar-content,
+#edrawings-top-bar-content.edrawings-out-of-view {
+    top: -10000px;
+}
+
+.edrawings-top-bar-left {
+    display: inline-block;
+    z-index: 100;
+
+    /* IE has no support of unset */
+    /* font-size: unset;*/
+    font-size: medium; /* default is either medium or 16px */
+
+    text-align: right;
+    vertical-align: inherit;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tool-bar {
+    position: absolute;
+    z-index: 100;
+
+    left: 0px;
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* bottom gap */
+    padding: 0px;
+    padding-bottom: 2px;
+
+    width: auto;
+    height: 100%;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-tool-bar.edrawings-out-of-view {
+    left: -10000px;
+}
+
+.edrawings-bottom-centered-icons {
+    display: block; /* inline-block; */
+    position: relative;
+
+    left: 0;
+    top: 0;
+
+    width: 50px;
+    height: 100%;
+
+    text-align: center;
+}
+
+.edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: none;
+    width: inherit;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    display: block;
+}
+
+.edrawings-tool-bar.edrawings-collided {
+    /* Keep 3 arrows visible + gap with bottom-bar */
+    /* top-arrow height + top-arrow padding + bottom-arrow padding + bottom-arrow height + gap height with bottom-bar */
+    min-height: calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -o-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -webkit-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -moz-calc((10px + 10px) + (10px + 10px) + 2px);
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: block;
+    position: relative;
+    margin-left: 1px;
+
+    padding-top: 2px;
+    padding-bottom: 8px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper:nth-child(2) {
+    position: absolute;
+    bottom: 0px;
+
+    padding-top: 8px;
+    padding-bottom: 2px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    position: absolute;
+
+    /* top-arrow height + top-arrow padding */
+    top: calc(10px + 10px);
+    top: -o-calc(10px + 10px);
+    top: -webkit-calc(10px + 10px);
+    top: -moz-calc(10px + 10px);
+
+    /* Keep 2 arrows visible */
+    /* 100% - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px) - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow-x: hidden;
+    overflow-y: hidden;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-tool-bar-content {
+    /* top-arrow height + top-arrow padding */
+    top: 0px;
+
+    /* 100% - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-tool-bar-content {
+    /* 100% - (top-arrow height + top-arrow padding) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-icon-set {
+    position: absolute;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon-set.right {
+    right: 1px;
+}
+
+.edrawings-icon-set.left {
+    left: 1px;
+}
+
+.edrawings-icon-set.center {
+    left: 160px;
+}
+
+.edrawings-icon-set.label {
+    right: 40px;
+    
+    text-align: center;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-sheets-control {
+    display: inline-block;
+
+    margin: 0;
+
+    border-color: gray;
+    border-style: solid;
+    border-width: 1px;
+
+    width: 44px;
+
+    text-align: center;
+    line-height: 48px;
+}
+
+.edrawings-sheets-wrap {
+    display: block;
+
+    text-align: center;
+    float: left;
+}
+
+.edrawings-sheets-arrow {
+    display: inline-block;
+
+    height: 35px;
+
+    cursor: pointer;
+    vertical-align: middle;
+}
+
+#edrawings-sheets-index {
+    display: inline-block;
+    width: 40px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    text-align: right;
+}
+
+#edrawings-sheets-number {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+#edrawings-sheets-name {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+.edrawings-tool-button {
+    display: none;
+
+    float: none; /* left; */
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon {
+    width: 40px;
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+/* Override for buttons used to invoke some plugin.  Initially set so the
+ * button doesn't display.  The plugin will remove this when it loads. */
+.edrawings-icon-plugin {
+    display: none !important;
+}
+
+.edrawings-help-icon {
+    width: auto;
+    height: auto;
+}
+
+.edrawings-tree-button {
+    display: inline-block;
+
+    margin: 0 1px 0 1px;
+
+    -webkit-border-radius: 0;
+    border-radius: 0;
+
+    padding: 1px 1px 1px 1px;
+
+    width: 72px;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    text-align: center;
+
+    -moz-appearance: button; /* Firefox */
+    -webkit-appearance: none; /* Safari and Chrome */
+    -ms-appearance: button;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-button:hover {
+    -moz-box-shadow: 0 0 1px #000;
+    -webkit-box-shadow: 0 0 1px #000;
+    -ms-box-shadow: 0 0 1px #000; 
+    box-shadow: 0 0 1px #000; 
+}
+
+.edrawings-hud-icon {
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-dd-icon {
+    height: 40px;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-icon {
+    display: inline-block;
+
+    width: 40px;
+    height: 40px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-tree-icon-small {
+    width: 30px;
+    height: 30px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-component-tree-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-tree-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-layer-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-configurations-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAUklEQVR4AWMYIWAUjIK0/yAI5zUAeQjYQA0DG6jgQlRXobtymBqICMPBayACDFIDKQajBhJO8lQxkEwX4obossPKQGwyg9dABKC9gSMDjIJRAAD/Xkq3wBMe1wAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAAAAACpleexAAAAAnRSTlMAAHaTzTgAAAAqSURBVHgBYxgkYBSkQcCoQsoDD86gXCGUQWWFYD71FBJWhACjCgcAjAIA9ApZp1n0r6IAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-up-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAHlJREFUeNpiYBgFdAFpaWkGIEyMWkZiDANS+6Fcx1mzZl0g20AkwwSgQh8IGcpIgmEMxBjKSILLGIhxKSOx3oSyCXqfkZQwIyZMGUmNAELqGMmJTXzqmbCoJ5g0oHKOaJGlAGIwoSl4QEzixWJoIpC/YbRMGaQAIMAAtThb6yHjpQ0AAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-down-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-measure-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-move-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
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+}
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+    background-repeat: no-repeat;
+}
+
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+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-reset-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAbklEQVR4Ae3S1QGAMBADUEa4KbNWR2CU26j6hUvdEqgB74tlZma4QNm2AIKwmlIcUIDAbsXB5IZj03Byw5FpOLnhxBaPwSnTLRnOBZJHLpA8csHknrsnf4D33Ibk37/1fTev9QluTioGJzhWZmY0NQRDvwgtG/kAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-display-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xy-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAOVBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayjpaiPkJJyc3N+f4BqamqqJyNyAAAADHRSTlMAn2CAMM/vjxDfQL8Um++KAAAAiklEQVR42u3SOQrEMAxAUcl7Mt/Z7n/YAafxgAXuUkx+J3igQpK3p4p4YjcnZ8AAhG7mUkNmcj+yHbEMocf/wFrPFOZg3RG7HtYxVJ2DCjoDFUCnVoPIP0I3Bx24ATRluF+YvUFbqr9fOKSzQVPiRdspSzw2xOoDfgXWdv7LhArkBcdS2oIkbw/1BfJICJSB8ppdAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-yz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAANlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax+f4Byc3OPkJKjpahqamoZp5c7AAAAC3RSTlMAYJ+AMM/vEI8gv5CbchoAAACESURBVHgB7co1goRAAEXB187sR+9/WCTCoaPRrbj490omMgtyChyynZh5SZ4DKdStmFGo4ICPVVmKGU6OA2rKzFjOcZYVrc2LVrI50WpkMyJI8HPRZMbxmdPYCI3wh2+OVfTgFXD2/KG2DgkeMSaczh/qLJCCPFP840w0TDSaoiz/XmkAIxQH1+Tt7LAAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAATlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayfoaNqamp+f4CLjI12d3iTlJajpahubm9RPhSbAAAAEHRSTlMAEO/fcGCfIL9Qz4+vMIBAyBlmdwAAAKpJREFUeAHt0FVixDAMBNCRzJBksrz3v2iZW6XM78dsAT7MPxEskgwZVUdBFlgCo/KURgZYOkkXgiPZYVGy4VQj1Q7dWXGqsgcsKAlIBSaewoVKz4onDazXM3LAU5Kq4FI0ypZ688lEcnpGjuIY6ATvQrxzXrAkRd3t9zuNCZaS15vVfGq1WedixDxuD/Olw/b4RAbtNOZ8x2kG7S0X7dBmMW9oj9Hwr/LvBNYsC8+9SE3LAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-flip-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAS1BMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayPkJJ2d3iTlJZubm9+f4CbnJ+HiImfoaOjpahqamrhCtCDAAAADXRSTlMAML+fIBBg79+vUM+ARJfGnQAAAJ9JREFUeF7t0DkSg0AMRNHZYBhMi325/0kNXQQOwCLCDvjxK5Uk8wc92QQke8FFrEVdJrgQHJIKgWBMAHRIcg16sJc+0dNlKqSkU6HxdCpkd8PSAa7UVJYXXQ3UXZF/OyVUsWlFAJG2iVU4YdajH0QI14Ye3h45h3ESBgibRrgDuG03y0fztunJvQuH7uMW3q6suS+oHb6frL+ST/xtT28xMwnaHjgv3AAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-normal-to-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-show-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-capping-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAA/0lEQVR4Ae2WNVrEUBRGswSWwpLSoFVocJcGLXF3lw2wABxGq6lweRUV+n6cuOs933fG5SSTzH0CQRAEESNKS0s3uW8uyLyIG5CkqseZucWjxeW1fTsOjYxlKioqnxHpdpyIDx6fnD61G4cNwwa2d3RdexH45oYNDY0MsV4F7uj4ZuYzEBdYoI4sFIHyY66nt7/wHRlEYN7MMYfIwAI7OrsuIL/dqnfMUSAF+hC4i0i5gQfW1NYxjL+W1rZrhMrFezB7A/2bQYjW7MXzXwsDKbBAE4qORh3NYpmIa2hsuuO3jwKfxXK/j1nEcYtCGchl3GIBhHHBKo8jCIIgCO95B4EAabVr8iggAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-ambient-occl-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-view-perspective-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAv0lEQVR4Ae3SN2HFMBRG4QvBEAxFBMLB08FhGp68hUAAiMAj8HrvvaZHGdMTl5vJOv/+SS5S4Xw+AmLcl22LchFbLnSov9sUhyuCGSwPDKl/4WxukICUZ1bUv+WSnCAxW/Y0f+JygRi6XBhS/5nLDBJieWZK/XcuO+h+nSXJD179OEfyf+C1Njgh1gRv2BJoggciET2whhXRA1PuMZpgnVRED8z+OTKCWX+XjKClK6IJ3mN0QSt5w/26UHy+6vUKl36Y+t8j6wgAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-top-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGRJREFUeNrt0jEOACEIRFFB2Psf2Vh9DRBLi3UaMplX0l7uRm1P7T4hHRhc99WplU58dc1KNyEOGNyEOGBw4rgC2h5tJQznH/D8PUA1DS1CFloGWWgpZKGlkIWWQtO0nb/n5WoGRVYCyHKZWfQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-bottom-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGJJREFUeNrt0jEOgEAQQlFkuf+ZjYYGJ9hauL+YDckrF7tvo7IXl6s6Kld1UK7qoFzVQbmqgx5rpoyocDz/gVRUIbWOO11niQXaGdoNaGdYHWRnWB1kZ1gdZGc4XP89u087AYU9AsErcYY9AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-iso-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAABFUlEQVRIx+3VMYrCQBTGcY/gETyCFxmwtBwQ/qVnsLG3TZVuKpstBSGlTaq1CoJjE0UQRJGAQhiLxLA77sLEsCzLzvf1Px6veK/V8vH5n6GNRKORtJtjHUYcyUhJyTgyovM61iXEcGJDUnbDCUNItz7WIyLnwLrCHl1zICei545JNDd2rJ6wR1fsuKGRbqDBfDmbPafBuIJD5tb2PrbYZMLUHRQIBiguZKSfsJSMKzGKgKAeKBD0mbAv91ns7UxESFC2Nlh0zJKcnC2zimoECgRvvFtYQ1ARe/B3wbETOHMFJZo9E/rfgiERZ+fjUJ2vC4rBE6iIudY6X9aBnTOswCnJiwfWegFLFmi2DV/AjzwpH5+/mTucZKNXzpS9jQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-left-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKADEIRFFj5v5nXlwWfkRMm2Iz3YdXiXZ3dq68jcvVuqm1XK0bWp2pdQFxwOIC4oDFDeEaqDy3Fo53MsRv4FRaC6f8K65eIC4KVyAuCldgOApXYDgKV6C8rf333B3dA9R7AsFLYzWAAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-right-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGtJREFUeNrt0jsKwCAURFE/k+x/yWGqqwwvbYp4Gxk4WIjt9G1Dey9uX6UbWtdU6ZpW11U6QxwwnCEOGK4JV0Bt2VVwP/qPIL/ncncJ/ercOL0S4rxwAXFeuIB2LFxAOxYuoEasAorsTp/2AOmRAshYQsZnAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-front-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAElBMVEUAAACnqaxmZmaho6aanJ5mZmaqrsCzAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKwCAQRNGJ+u9/5cAKC0OYtCnib2TgYSHq9G0D78X5im7gKzrhKzrhKzrhKzohX8/whiK8qrUP9Cc4145dhHPNvrFePcB2F9GJdgWjE+UaRifKNYxOlGv4cPn3nD7tBviOA4JNk8CMAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-back-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGdJREFUeNrt0jEOwCAMQ1ECvv+ZW6YPctKVoVhisPzEgGg3Z9O158MFGUBzXasbKl3T6kKlmxAHNDchDmiuCVdA7RlRwvdwo+JP0H+PQ17dmkEWmkMWWgpZaClkoaWQhZZDkelujuYBId4DDxYOWdcAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-face-normal-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAd0lEQVR4Ae3UqQFDIRCE4W0wPaCmJxQN0AN1pIHch47hWJ2LB+PYf/wnRyxrweBQfuw5wh2x/7ijklwuoXA5j8LlFKRyClK5brD8mnLbwd3XFfilQAMDFwy4IfFA5YIIC4w9XD8Y8VKOBSrnRGhgL9f/Nk7Wy7Iqn6rCLmvdSsYAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-noedges-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAfElEQVR4Ae3MsRWBMRRHcbVWrc4IwApZAv4DQJcBVOCrMsA3ixlsIwu8c26OdHn39r+J53WZ9rqaL+u5m77mH8W2XOYg4zgIOQ5CjoOQo6C2GsxH5XowKJqfHXTwP/CheUuQchDkHAIT5wiYNMUYAGu5As4UzNeF6y/P+wEUsnm0iCPwyQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrr-icon {
+    background-image: url(data:image/png;base64,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+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrv-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-wireframe-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAcUlEQVR4Ae2UNxaAIBQEPaoV9z+BqTGu80NHWDPzdhrAaaTDjJS5rHSkdHEGuuMiFtbtz5VZUKdKxCydKBGzdVeJGYcXyqULCPlrCNsRxv82INTLmBkLdYUZC3WFGQhlhRkLdYUZCv8rxPJ/m/4yMrIBq4zf/wX11xQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-refresh-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-leftmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-single-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-pan-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-rightmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-double-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoom-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAADJElEQVRYhe2YTWgTQRTH/zORQJRCTknAQ5IeCoaIQimUohItaokIgicPxV7Cu9lSPOmhIqIXKVZBmJ70VC+K1CRgQRsohJZS8KPspdA2B6FpCw2IBEoz46FbSNeazG7SLYX8bjtf78fwdvbNMqUUjhv8qAWc0JJ2i5a0W7Sk3aIlbRciukBEYbvzjkyaiJIAsgCm7IofibQp/A5AG4AO2BR3XdoivIct8RMNBPcDSAA4b+n6JoT4WGPqJQAfAIQAXDfbPgNYA9AP4Em92MxulUdEfinlMGNsiDHWVi6XF/f6PB7PKa/XG1VK/WaMjQohHtVYJwFg2ny8LITI6TrY2mkiikgp0wAiGxsbk/l8fnJra+tP9ZhwOByIx+O9gUBgJJVK3eacXxRClOzEqYd2ThORXyn1Y2dn52QulxvMZDITVmEAKBQK65lMZmJubm4IQFRKOWOmkvvSUspPlUqlnM1mHxQKhfV64w3DWJ6fn38IIKqUetmQpQUtaSJKcM4vGIYxdtDu/g/DMJaXlpbGGGP9RGR9YR2jJS2lvF8ulxcXFhZ+2g2Qz+dnt7e3V5RSw/b1DkZLmnN+o1gsfnEapFQqzSqlrjid/49PvQFEFAGAYrG44jTI2traIuf8tNP5VnR2OgLs5mezgjaKzjm9CgCxWKy9GeJENAXgqqV5mogA4JUQ4l69NerutBBiFQCCwWDUgSMAIBQKxaWUv8z1rmH3s21lREcY0D89MsFgsFdfcz9+v7+bMfZ171kI0Yf94iNCiMe66+meHs99Pl+8s7PzrL7qLj09Pd1erzfKGButbjfF38OmMGCjYEqlUjNSyo50Oj2o+4GJxWLtXV1dzxhjq+Pj4zE7YrXQ/oxzzm96PB5fMpl8Gg6HA/XGVwl7GWNniOhNQ6ZV2CpNq6u8zc3NelXeHaVUhTHmqep+K4QYcFXaFNetp18D6ANwzrJEw+K2pasholuocXMxS9IcmizekLQOhyF+6Bdb89aSAPDd0nXX6cvpym28hrgjXPuFcIC44/Q49Jy2Yub4gBDihdM1XJduBq2/pm7RknaLlrRbHEvpvyisYT+oEp1yAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-scrollmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-spread-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoomtofit-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAADSUlEQVRYhe2YsWvbQBSHf3eUgChGOgwm4MFWRjWBgIfaBUPizoWirW2GJFC0ZuiUv6FDO4oOLe3QJZhOmkOnxGAIbaNRRpsqCnKxQ5CMdR0iUcW4bSSlCgF/m9A76dPj3dPdEc45bhv0pgWysJAuioV0USyki2IhXRS3UvpO3gdomrbOOd/lnDcopQ8AIAzDUwAnlNIDXdc/5bacgWRde2iaVuecvyeEtIMgGAyHwyPP8wYAwBiTJUlqLi0tyWEYnlJKt3RdP7lR6Si7n6fT6blpmq/7/f7XeXG1Wq3SarX2BEFYBbCj6/q7nL4AMkhHGf4ymUx+GIax73neWXxPVdU9AOh2u6+SY1RV3RNFsQNgU9f1w7zSqSci5/z9dDo9nycsimJHFMVOLB/T7XZfjcfjY875h7zCqaU1TVsnhLRN03ydFFYUZcX3/e+u6350Xfej7/vfFUVZSY7t9XpvOOdM07TtvNKpugfnfHcymQySNawoyoppmpZpmtZsfHwPAGzbdkej0XGpVHoB4F0e6VSZ5pw3hsPhUXytquqeLMv3/xQvy/L9ZKk4jnNEKb2XTfU3qaQppQ/itpaYXH8lWeO+75/9K/5KHlkHCoIgp4lljN3N+q5ZUkmHYXjKGJMBwDCM/SAIBv8aEwTBYLbT5CVtpk9KpdIaAHied2YYxr7jON/+FOw4zrekcLVabUa/+Fyk6h6U0gNBEJ7VarWKbduu53ln/X7/a6PRWFteXl6dFU52GcbYXcZYh1L6Mq90qkzruv4pDMPTVqt16edhWZYlSVKzUqk8qVQqTyRJalqWdakFttvtp4QQALj0t/zv0gBAKd0SBGE12criUgmCYDCvhjc3Nx+Wy+VHhBAKoJ5XOuuCaRvA2/F4fNzr9d7Ytu0CFyUQf0R83W63n5bL5UeJ4T8BbORZ9eVZmm5wzj9wztloNDp2HOco2Yer1WqTMdYhhCDKsHBd4pmlI3EJwOMwDJ/HG4CYaB19gIsargM4BCAmQjKL55JOg6Zp67gm8cL2iJHYBi5EY0QAh9EHXZlCN7bXJV74bvwv4vWrPuNGjhDmiO+k2bUXNhHnEZVEPe0xw41KZ+VWnjAtpItiIV0UC+miWEgXxS8grLGEy7JlFwAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-doubleclickmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-doubletap-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-animate-play-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-animate-pause-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-modelview-panel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAAOklEQVRYw+3RsQkAIBADQKfNHG6ujYVYPyJ4B6nSBNIaAABwSZKeZKz0iq564NhT0X038O2LAQCAwwRu3mM9TFEHdQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-text-icon {
+    background-image: 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); 
+    background-repeat: no-repeat;
+    width: 296px;
+    height: 65px;
+}
+
+.edrawings-settings-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAUBJREFUOBHtUztuwkAQ9fcAHADK9EmZKg2kgStQWrItUeUYaaLIttxyBppAT5s+JTlADrCSzXtoZzVirUSBlpVGO/PmzfPs7jgIbuvaGwj/EijL8s4Y80lemqb3VVV9/VYzKJjn+ajrujUKt7BJ3/cvFAnD8BXbATaLomjZNM0Pcb0SHYhPMYjMEdPcEmEC9oMLl7ROdA4wRuFO4QadbWjAjMLZvbc8Qd4ZiseWaZIkeWrbdkGjD1xEJ+SeK3qCfAA5GoQ/6rreSxF9YozJkceSPHdPUCcv8T3BOI4f0AVfk108F0XxKML0iTEmh2MkOdkHxybLshUIb5bER5FjUiwlDmyFe323HLd5HVry1DEggK7mNGAnMZubKY5zB+eQQ2tncYdOxhBzgw3/G9iUHKeinMEjq3zw319P1978y27gCHu5f826KKpeAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-close-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-search-cancel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAwklEQVR4Ae3TSbHGIBAE4CcBCUhAUk6tAwdIiAQkRQISsqeLP+tUhncKfcr6VbP91Xw0NTBoENGjhS1FRTRwaNUoEnp4GN5bJYo+B+AQ0KFTDB89W8WZCnCvmrJNz6H2vwAMPHokGea3Nuj5rGcrly1ULwPZJgc51IUyfCoB2WYH7hExyDapIMj8FwhbFgz5QvFQyhfl5CkXSr5t9m12eb1tzo+WYlH2qAYUoCpwj+rBPbrfNklMCLYN11qPkqqp+UwGB/PZo0yUDCQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-transparent {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsSAAALEgHS3X78AAAC+ElEQVRYhe2Yz0vbYBjH35g0YZKYtlC0WNe1hTKElm69eJo6PIuwgXrabSn+B/sL9h8Uspvs4A47jN2HdngZmE50xDFo7EaFQrCpaWExJX3HAwaK21x+rXjI95j3zft+8k2e75OEwBij26yJW00XAgagENCvQkC/uvWAVBCLCIIQRQitRSKRZ4PBYIkkyTeWZb0QRbHpd23PneQ6FMdxSjwe/zE1NXXearUKmqblgwD1DFipVIYYY2J6evpLNps9oGnaHB3v9/ucoijlK1DJsqynXkD9OIgZhuldXl5yPM/3MpnMLs/zbRhTVTXXbrcf6LoeGw6HiKZp3TAM3oujvgAXFxdfqao602g0lgGUZVnLMIwJgGIYRksmk5/n5uYa6HdHHYO6KhJBEEokSVYwxmv2sUQi0U4kEjsAenJysgoXfOXovu0oiGXZXj6fP1AUhVZVdYMgiHUnKeIIcGtr6wPGuEhRFBWNRlvJZHL/+Pj4yegcAJVlGc3Pz78HRw8PD1cBdHZ29pOu66lut5vu9/t3GIb5GYvFvmqadt/J3o4AMcaP4bZxHNdLpVIKz/Pnf5s76iiAyrK8AlCTk5Pfy+VynWXZPsyr1WrBAQLcdWf+dY4NWqvVni8sLLx2so9nQPQHZwiC8LqnK7nuJDboWOj+Ry8Gh4NcL5BebCsej3dkWV6FAM/lcrvg9ui4YRjs2dnZQ6hogiAcBbBjQAhayLKb5hQKhbcXFxczp6enyzYoHG80Go9GYwYqGmMcXBWTJClKkiTEYrFv2WxWugkUwrlUKu3YoKZpwm1Pe40ZR89gtVqtIIQyuq7XJUnaPDo6WgJHbzrHBoXOAjFTLBY/2nBu5LhIoG9Wq9VNt6B+5bqKxw3qOWbGBeo7B92AmqZJN5vNfL1eXyEIwtHzGPjPI0EQ7pEk+dKyrA2oenj/S6fTe51O526v18tGIpG9wWCwjRB6J4pid+yA10GHw+E6RVE1N1BjAQxK4Ye7X4WAfhUC+lUI6EsIoV/Hp+HRHSufqgAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAyUlEQVR4Ae3URwGEMBCF4ZUQCUgYSZx+HTiIBCQgaSUgYba/bfThRoYL9Ut74VSq1EGLRE2H01LtRXXUGG0YpcdpSLqu7mjeDvpnrzAy5+vhAVC96u5Uxh53V5Z64xqqY3q2FqR59QYfQtaD/pq3/cDHvLW7gYpI/49gONVqcOCeYqNdEwMVGwVc6CYwfwMkGpx+ITjUsnplH/vbF4HqzTD6oNKq9R6eo2CAEBoHh9E4OIzGwAEUf//LFZsQ6h+xSQFwIDbHqVKlLj7wxnPfv/GjAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-transparent {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsSAAALEgHS3X78AAAC7ElEQVRYhe3YT2vTYBwH8CdN0uCWNM0gzLEuNRkUGVocvayepuw8Bh50J0+a0nfgK/AdBHIcCnoU75uLG4iwlLFJEaG1usI6ypbaBM1amkeezUDZoeYfZYd8L4EmzfMhz+/3PGkxCCG4zklca10MjCAxMGxiYNhceyARxU1kWU4DANZIknza7/eXcRx/OxgMXqiq2gh778A7yVUUwzD1qampn6lU6rTZbN41DCMXBTQwsFQqORBCbHp6+oskSXvJZLI3fN6yLKZerxf+QT8pinI/yDiBpxjhKIoyT05O7ti2nRVF8QPLsi10rt1uz7darUXTNLlEIgEhhMWg44SqwaWlpTftdvtmrVZ7sL+/v0rTdM+2bdJxHEBRlCEIwtbc3FxN07TnYwHKsnwPx/EShHDN/Yzn+RbP8xfQarW6KknSJkIFBQUClsvlTQhhniAIIp1ON2dmZnYPDw8fDV+DoOgYJc4zEEL4EE0bwzBmJpOpsyx7GiViVDwBEW5hYeG9W2ssy5rjAnreSdAUoqZAUNu2AYZhnr53dHQ0Dy7r91YQoO8udpvif6jj4+PF8/NztMyg0vhlmub3crnse+GOZKtzgzA7OzvP0DGVShmiKG7xPH/RNEMLty9opC8LBEH8dhwHm5yctARB2HVxKDRNm7lcbo/n+cZgMHiCYVjd0z29Do6eABpk1DXFYvH18MKNmml2dvZzt9vNdDqdrGVZNyiK+sNx3FfDMG5HBsRxXNV1XeY47pskSfoo6PDCjaDVanUFoSYmJn4UCoUKTdMWuk7TNE9AT1OsKEoJACB2u92KruvrBwcHy+iJjvqO2/Xgckt8lc/nP7o4P/Fcg6igFUVZ9wsNG99NMm5o4C4eFzT0MuMH2uv1ko1GI1epVFYwDPNUj5H/eYS2NBzHX6K1DnU9eqPOZrPbZ2dngmmaEkmS2/1+fwMA8E5V1c7YgVehjuM8JghC84MaCzCqxD/cwyYGhk0MDJsYGCoAgL/QkqyRhiR6EQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFFmlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgKE1hY2ludG9zaCkiIHhtcDpDcmVhdGVEYXRlPSIyMDE4LTA0LTIwVDExOjU2OjUyLTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0wNC0yMFQxMTo1NzowNy0wNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxOC0wNC0yMFQxMTo1NzowNy0wNDowMCIgZGM6Zm9ybWF0PSJpbWFnZS9wbmciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDozYjE5Y2FjYi0zZmYxLTRjYWUtODZlOC1jNGY5MGZkNzBmNWQiIHhtcE1NOkRvY3VtZW50SUQ9InhtcC5kaWQ6M2IxOWNhY2ItM2ZmMS00Y2FlLTg2ZTgtYzRmOTBmZDcwZjVkIiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9InhtcC5kaWQ6M2IxOWNhY2ItM2ZmMS00Y2FlLTg2ZTgtYzRmOTBmZDcwZjVkIj4gPHhtcE1NOkhpc3Rvcnk+IDxyZGY6U2VxPiA8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY3JlYXRlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDozYjE5Y2FjYi0zZmYxLTRjYWUtODZlOC1jNGY5MGZkNzBmNWQiIHN0RXZ0OndoZW49IjIwMTgtMDQtMjBUMTE6NTY6NTItMDQ6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAoTWFjaW50b3NoKSIvPiA8L3JkZjpTZXE+IDwveG1wTU06SGlzdG9yeT4gPC9yZGY6RGVzY3JpcHRpb24+IDwvcmRmOlJERj4gPC94OnhtcG1ldGE+IDw/eHBhY2tldCBlbmQ9InIiPz4msfHDAAAAnklEQVRYhe2YSw6AIBBDB+NZ4UxwWVzpSvlMMdakbyvBRymYGGqtxsz2tUAPCaJIEEWCKPSC+8iglNJ1m5dSgudF3g8CfYISRBnqYI8Y42PBvJ09WSK4QuSJacFWWq1nZuZaAH0H6QWnt/iua52thaBPcIngWyfY7AcJLrsHzdpJ5pxdc9InKEEUCaJIEIVeMOj3G4gEUSSIIkEUesEDFyYg8ESgp2YAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFIGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoTWFjaW50b3NoKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDUtMTVUMTI6NDk6MDMtMDQ6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE4LTA1LTE2VDA4OjUzOjQzLTA0OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE4LTA1LTE2VDA4OjUzOjQzLTA0OjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjk3MzhlYzQ1LWYyYjUtNGEyYy1hYzUzLTAyNDliYTY3MDUxOCIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDo5NzM4ZWM0NS1mMmI1LTRhMmMtYWM1My0wMjQ5YmE2NzA1MTgiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo5NzM4ZWM0NS1mMmI1LTRhMmMtYWM1My0wMjQ5YmE2NzA1MTgiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjcmVhdGVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjk3MzhlYzQ1LWYyYjUtNGEyYy1hYzUzLTAyNDliYTY3MDUxOCIgc3RFdnQ6d2hlbj0iMjAxOC0wNS0xNVQxMjo0OTowMy0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+MCXPfwAAALFJREFUWIXtmLsOwyAMRU3VD00W809ekj91lwwVilTjGyjDPRILAnEkP0AUd5eVef1b4BcURKEgCgVRKIhCQZR3dGGtFbm0dzM7vyfCbwB3Dw1VTQmqql9jy5w7K8S7iBytZIQpgld4U5LTiiQrGS4ShJv8PUTkjOwdLmhmpZ3rKbjl+yAFUSiIMqyKs1djy9A2c9diRNhm5tIV4t68eiIPCz+PQCiIQkEUCqJQEGV5wQ8SxXDRRWVnjAAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsTAAALEwEAmpwYAAAFIGlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPD94cGFja2V0IGJlZ2luPSLvu78iIGlkPSJXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQiPz4gPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxNDAgNzkuMTYwNDUxLCAyMDE3LzA1LzA2LTAxOjA4OjIxICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczp4bXBNTT0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLyIgeG1sbnM6c3RFdnQ9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9zVHlwZS9SZXNvdXJjZUV2ZW50IyIgeG1wOkNyZWF0b3JUb29sPSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoTWFjaW50b3NoKSIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDUtMTVUMTM6MjU6MTctMDQ6MDAiIHhtcDpNb2RpZnlEYXRlPSIyMDE4LTA1LTE2VDA4OjU1OjE4LTA0OjAwIiB4bXA6TWV0YWRhdGFEYXRlPSIyMDE4LTA1LTE2VDA4OjU1OjE4LTA0OjAwIiBkYzpmb3JtYXQ9ImltYWdlL3BuZyIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjdhM2JkMzVlLTJmYjQtNDEwMS04YWJlLTU4ZDg4MWUyYWMzNCIgeG1wTU06RG9jdW1lbnRJRD0ieG1wLmRpZDo3YTNiZDM1ZS0yZmI0LTQxMDEtOGFiZS01OGQ4ODFlMmFjMzQiIHhtcE1NOk9yaWdpbmFsRG9jdW1lbnRJRD0ieG1wLmRpZDo3YTNiZDM1ZS0yZmI0LTQxMDEtOGFiZS01OGQ4ODFlMmFjMzQiPiA8eG1wTU06SGlzdG9yeT4gPHJkZjpTZXE+IDxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjcmVhdGVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOjdhM2JkMzVlLTJmYjQtNDEwMS04YWJlLTU4ZDg4MWUyYWMzNCIgc3RFdnQ6d2hlbj0iMjAxOC0wNS0xNVQxMzoyNToxNy0wNDowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTggKE1hY2ludG9zaCkiLz4gPC9yZGY6U2VxPiA8L3htcE1NOkhpc3Rvcnk+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiA8P3hwYWNrZXQgZW5kPSJyIj8+2PEDgwAAAhRJREFUWIXt1r9rFEEYxvHPJqImWghRNOoREyQWFlqaIljYmjZ/woitdUrxXxCmEOvUtoc/UbAQxUZSSCCQNB5ikCAxyVnMHAbNJZvshVyxDwy7d/vyznefmffdKdrttn7WwFED7KUasKpqwKqqAauqBqyqY2WCiqIQQhjBo15MGmO8V/YLVgowJ22FEOD1Abk6mt5PcN8vcQ1YVX0PWLpI9tBpXMW5nPM7PmC9auKqgKNo4Ez+/Q0bOItbeFUx/4EAj+MyxlHksYxF/MwxE5KjHY1K7p7EyKEAhhAaOfltbEpOLeHrDuHD20AbGMxjAz9CCLOYLzNvqSIJIUxiLgP9ypMtS26O/hN+ExcyzIRkwiJe4nn+/06ZeSnv4AxaeCi5+ABj0gtuYUhydUTajwNYzS+0UhZmJ5VtM5NoxhjXYoxL+CS5+AJruJLHqTze4v0OcGP52uo1IMmNjlpoS21kHb/xRNpXq7jYJcc1nMfjwwBsbLsfyoCk6mzGGN/FGJv44v992dFntPIq9BSwhSkIIQzn+84ybWJhW+wCTnTJsyIVSWmVLZJ53A8hzEkt5BLe7BI/uB+I3VTKwRjjR2nfjEt7aAvXpbPdsNRaOrohOTjdZexLRZmTbVEUXZ+FEGZwF8+kNjOFpzHGd7vlLHuirgyYIWf9bb7NGOOeX4meAh6l+v48WANWVQ1YVTVgVdWAVfUHEQaCdo3QjqkAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-list-option {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-select-face-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-edge-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-vertex-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-hole-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-point-to-point-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
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+    background-image: 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+}
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+}
+
+.edrawings-markup-bezier-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-markup-image-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-button-text {
+    margin: 0;
+    width: 69px;
+
+    font-size: 9px;
+    font-family: sans-serif;
+
+    overflow: auto;
+    word-wrap: break-word;
+    color: darkgray;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-button {
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-hud-button.active-button {
+    margin-top: -1px;
+    border-color: rgba(140, 140, 140, 1.0);
+    border-top: 4px solid #b1cb52;
+    border-bottom-color: #f5f5f5;
+    background-color:  #f5f5f5;
+}
+
+#edrawings-button-zoomtofit.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140,140,140,1.0);
+}
+
+#edrawings-button-help.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140, 140, 140, 1.0);
+}
+
+.bottom-button {
+    display: inline-block;
+
+    margin-left: 5px;
+
+    border-width: 1px;
+    border-color: rgba(255, 0, 0, 0.0);
+    border-style: solid;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-tool-button.bottom-button {
+    margin: 0px 5px;
+}
+
+.edrawings-tool-button.active-button {
+    border-color: rgba(140, 140, 140, 1.0);
+    border-right-color: #f5f5f5;
+    background-color: #f5f5f5;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button {
+    margin: 0px 2px;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button.active-button {
+    margin: 0px;
+    border-left: 4px solid #b1cb52;
+    border-right-width: 1px;
+
+    width: 46px; /* calc(44px + 2px); */
+}
+
+#edrawings-button-reset.edrawings-tool-button {
+    /* Make this like edrawings-hud-button */
+    float: none;
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+#edrawings-button-reset.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+}
+
+#edrawings-button-move.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+    border-right-width: 1px;
+}
+
+.bottom-menu-button {
+    margin-left: 0;
+    margin-right: 0;
+}
+
+.hud-menu-button {
+    border-style: solid;
+    border-width: 1px;
+    border-color: rgba(255,255,255, 0.0);
+
+    width: 40px;
+    height: 40px;
+
+    text-align: center;
+    line-height: 40px;
+}
+
+.hover-active-button:hover {
+    background-color:rgba(243, 243, 243, 1.0);
+
+    border-width: 1px;
+    border-color: rgba(140, 140, 140, 1);
+    border-style: solid;
+}
+
+.active-button { 
+
+    border-width: 1px;
+    border-color: rgba(183,183,183,1.0);
+    border-style: solid;
+}
+
+.state-on-button {
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-width: 1px;
+    border-style: solid;
+}
+
+#edrawings-file {
+    position: absolute;
+    z-index: 200;
+
+    width: 200px;
+}
+
+#edrawings-button-file-open {
+    height: 40px;
+    display: inline-block;
+}
+
+#edrawings-button-component-tree {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-button-configurations {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-menu {
+    z-index: 110;
+
+    margin: 0px;
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    overflow: auto;
+
+    background-color: #f5f5f5;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+    opacity: 0.9;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-hud-menu-table {
+    border: 0 solid black;
+    border-collapse: collapse;
+    border-spacing: 0 0;
+}
+
+.edrawings-on-state {
+    background-color: rgba(200, 200, 200, 0.8);
+}
+
+.item-text {
+    cursor: pointer;
+}
+
+.item-tree-text {
+    pointer-events: none;
+    display: inline-block;
+
+    width: calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -o-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -webkit-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -moz-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+
+    white-space: nowrap;
+    text-overflow: ellipsis;
+    overflow: hidden;
+
+    background: none;
+    cursor: pointer;
+    line-height: 40px;
+    vertical-align: middle;
+    text-align: left;
+
+    font-family: Arial;
+    font-size: 12px;
+    font-weight: bold;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-debug-menu #edrawings-debug-list.edrawings-submenu-list .item-tree-text,
+.item-tree-text.edrawings-root {
+    width: calc(100% - (5px + 15px) - 40px - 10px);
+    width: -o-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -webkit-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -moz-calc(100% - (5px + 15px) - 40px - 10px);
+}
+
+.edrawings-submenu {
+    z-index: 99;
+    left: 50px; /* calc(0px + 50px); */
+
+    margin: 0px;
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-submenu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-menu-header {
+    padding: 0;
+
+    width: 100%;
+    height: 41px;
+    line-height: 41px;
+}
+
+.edrawings-menu-title {
+    display: inline-block;
+    position: relative;
+
+    margin-left: 10px;
+    margin-right: 10px;
+
+    width: auto;
+
+    font-family: "Segoe UI";
+    font-size: 17px;
+    font-weight: 600;
+
+    text-align: left;
+    color: #333333;
+}
+
+.edrawings-menu-setting {
+    right: 34px;
+    visibility: hidden;
+}
+
+.edrawings-hud-menu-close, .edrawings-menu-close {
+    right: 10px;
+}
+
+.edrawings-menu-icon {
+    position: absolute;
+
+    top: 11px;
+
+    padding: 0;
+
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-menu-head-button {
+    width: 20px;
+}
+
+.edrawings-submenu-list {
+    position: relative;
+    margin-right: 2px;
+    margin-left: 2px;
+
+    width: calc(100% - (2 * 2px));
+    width: -o-calc(100% - (2 * 2px));
+    width: -webkit-calc(100% - (2 * 2px));
+    width: -moz-calc(100% - (2 * 2px));
+
+    /* calc(100% - edrawings-menu-header height) */
+    height: calc(100% - 41px);
+    height: -o-calc(100% - 41px);
+    height: -webkit-calc(100% - 41px);
+    height: -moz-calc(100% - 41px);
+
+    overflow: auto;
+}
+
+#edrawings-component-tree-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    width: -o-calc(100% - 12px);
+    width: -webkit-calc(100% - 12px);
+    width: -moz-calc(100% - 12px);
+
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+#edrawings-debug-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+.edrawings-menu-search {
+    position: relative;
+
+    margin-left: 8px;
+    margin-right: 8px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+    border-color: #757575;
+
+    background-color: white;
+}
+
+#component-search-control {
+    position: absolute; 
+
+    bottom: 8px; 
+    right: 5px; 
+
+    height: 20px;
+}
+
+.edrawings-menu-search-icon {
+    display: inline-block;
+    position: absolute;
+
+    top: 0;
+    width: 34px;
+
+    color: rgb(100, 100, 100);
+    vertical-align: middle;
+}
+
+.edrawings-menu-search-input {
+    display: block;
+
+    right: 0;
+    left: 12px;
+
+    border: none;
+    outline: none;
+
+    /* padding-left: 35px; */
+    padding-left: 34px;
+
+    width: calc(100% - 12px - 34px);
+    width: -o-calc(100% - 12px - 34px);
+    width: -webkit-calc(100% - 12px - 34px);
+    width: -moz-calc(100% - 12px - 34px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+.edrawings-menu-search-input::-webkit-input-placeholder { 
+    /* Chrome/Opera/Safari */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input::-moz-placeholder { 
+    /* Firefox 19+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-ms-input-placeholder { 
+    /* IE 10+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-moz-placeholder { 
+    /* Firefox 18- */
+    color: lightgray;
+}
+
+.edrawings-menu-search-cancel {
+    position: absolute;
+
+    bottom: 12px;
+    right: 10px;
+
+    margin: 0;
+    padding: 0;
+
+    width: 15px;
+    height: 15px;
+
+    color: rgb(100, 100, 100);
+    cursor: default;
+}
+
+#edrawings-component-tree-menu .component-tools {
+    position: absolute;
+
+    bottom: 0;
+
+    padding-top: 5px;
+    padding-bottom: 5px;
+
+    width: 99%;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    float: left;
+}
+
+.clearfix {
+    clear: both;
+}
+
+#edrawings-animations-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    left: 0;
+    bottom: 46px;
+
+    padding: 3px;
+
+    width: 140px;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+/*=================================================================*/
+/* edrawings-menu CSS                                              */
+
+.edrawings-menu {
+    z-index: 99;
+
+    left: 50px; /* calc(0px + 50px); */
+
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* (bottom gap + bottom-bar height) */
+    bottom: 52px; /* calc(2px + 50px); */
+
+    margin: 0 auto;
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0;
+
+    width: auto;
+    min-width: 321px;
+    max-width: 500px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* overflow-x: auto; */
+    overflow-x: hidden;
+    overflow-y: hidden;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 50px));
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-menu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-submenu.edrawings-collapsible,
+.edrawings-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+    background-color: transparent;
+    /* IE has no support of unset */
+    /* cursor: unset; */
+    cursor: default;
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* bottom: auto; */
+    /* height: auto; */
+    overflow-x: visible;
+    overflow-y: hidden;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    z-index: 100;
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+
+    /* The width of the edrawings-menu-panel-arrow-collapse */
+    min-width: calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    max-width: calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    background-color: transparent;
+}
+
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-bar height + top gap) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse),
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse) {
+    display: none;
+}
+
+/* End edrawings-menu CSS                                          */
+/*=================================================================*/
+
+#edrawings-animations-menu .header {
+    margin-bottom: 3px;
+    padding-left: 3px;
+}
+
+.edrawings-on-state {
+    background-color: rgb(200, 200, 200);
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item {
+    position: relative;
+    width: 100%;
+    height: 40px;
+    line-height: 40px;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+
+    vertical-align: middle;
+    color: #333333;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item:first-child {
+    border-top: none;
+}
+
+.edrawings-submenu-list .debug-struct {
+    height: 30px;
+}
+
+.edrawings-submenu-list-item.hidden {
+    color: rgba(128, 128, 128, 0.6);
+}
+
+.edrawings-submenu-list-item-button {
+    display: inline-block;
+    position: absolute;
+    cursor: pointer;
+
+    top: 10px;
+    right: 10px;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list-item-button.edrawings-root {
+    display: none;
+}
+
+.edrawings-hud-arrow {
+    display: inline-block;
+    position: relative;
+
+    top: -10px;
+    left: -5px;
+
+    border-style: solid;
+    border-width: 6.1px 3.5px 0 3.5px;
+    border-color: #2a2a2a transparent transparent transparent;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-tree-arrow-space-common {
+    display: inline-block;
+
+    margin: 0;
+    padding-left: 5px;
+
+    width: 15px;
+    height: 15px;
+
+    vertical-align: middle;
+}
+
+.edrawings-tree-arrow {
+    line-height: 15px;
+    background-color: rgba(255, 255, 255, 0);
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-position-x: 50%;
+}
+
+.edrawings-tree-space {
+    background: none;
+}
+
+.edrawings-panel-initial-left-padding {
+}
+
+#edrawings-hud-controls-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    top: 37px;
+    left: 200px;
+
+    width: 42px;
+}
+
+/*=================================================================*/
+/* #edrawings-hud-shaded-menu CSS                                  */
+
+#edrawings-hud-shaded-menu {
+    padding: 2px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+@-moz-document url-prefix() {
+    #edrawings-hud-view-settings-menu.edrawings-collided,
+    #edrawings-hud-shaded-menu.edrawings-collided {
+        /* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+        padding-right: 18px;
+    }
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+/* End #edrawings-hud-shaded-menu CSS                              */
+/*=================================================================*/
+
+#edrawings-hud-help-menu {
+    position: fixed;
+    z-index: 100;
+
+    top: 50%;
+    left: 50%;
+
+    border-style: solid;
+    border-width: 1px;
+
+    width: 279px;
+
+
+    font-size: 13px;
+    font-family: Arial;
+
+    -webkit-transform: translate(-50%, -50%);
+    transform: translate(-50%, -50%);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-version {
+    margin: 5px;
+    padding: 10px;
+}
+
+#sizer {
+    margin: 0 auto;
+
+    width: 279px;
+
+    background: #666666 repeat-x 0 0;
+
+    -webkit-border-radius: 10px;
+    -moz-border-radius: 10px;
+    -khtml-border-radius: 10px;
+    border-radius: 10px;
+
+    -webkit-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -moz-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -khtml-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    box-shadow: 0 5px 12px rgba(0,0,0,.4);
+}
+
+fieldset { 
+    border: 0; 
+
+    padding-bottom: 9px;
+}
+
+label, legend { 
+    display: block; 
+    cursor: pointer; 
+
+    line-height: 20px;  
+
+    text-shadow: 0 -1px 0 rgba(0,0,0,.2); 
+
+    font: 14px/18px 'HelveticaNeue-Light', 'Helvetica Neue', Arial, Helvetica, sans-serif; 
+    font-weight: bold; 
+    text-align: center; 
+
+    color: dark-gray;
+}
+
+/*=================================================================*/
+/* Section CSS                                                     */
+
+#edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px) */
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    width: auto;
+    height: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-section-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+}
+
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-section-menu table {
+    border-collapse: collapse;
+}
+
+/* End Section CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Explode CSS                                                     */
+
+#edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    width: 41px;
+
+    /* height of the slider
+       See #edrawings-explode-slider */
+    height: calc(170px + (2 * 15px) + (2 * 1px));
+    height: -o-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -webkit-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -moz-calc(170px + (2 * 15px) + (2 * 1px));
+
+    min-height: calc((2 * 15px) + (2 * 1px));
+    min-height: -o-calc((2 * 15px) + (2 * 1px));
+    min-height: -webkit-calc((2 * 15px) + (2 * 1px));
+    min-height: -moz-calc((2 * 15px) + (2 * 1px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-menu.edrawings-collapsible {
+    width: auto;
+
+    /* border height + height of the slider */
+    height: calc(2px + 170px + 30px + 2px);
+    height: -o-calc(2px + 170px + 30px + 2px);
+    height: -webkit-calc(2px + 170px + 30px + 2px);
+    height: -moz-calc(2px + 170px + 30px + 2px);
+
+    min-height: calc(2px + 30px + 2px);
+    min-height: -o-calc(2px + 30px + 2px);
+    min-height: -webkit-calc(2px + 30px + 2px);
+    min-height: -moz-calc(2px + 30px + 2px);
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-slider {
+    z-index: 100;
+
+    margin-top: 15px;
+    margin-bottom: 15px;
+    margin-left: 12px;
+    margin-right: 12px;
+
+    border: #c5c5c5 1px solid;
+    border-radius: 4px;
+
+    padding-left: 2px;
+
+    /* content-box, so minus margin and padding */
+    /* height: 170px; */
+    height: calc(100% - 2 * 15px - 2 * 1px);
+    height: -o-calc(100% - 2 * 15px - 2 * 1px);
+    height: -webkit-calc(100% - 2 * 15px - 2 * 1px);
+    height: -moz-calc(100% - 2 * 15px - 2 * 1px);
+
+    font-size: 18px; /* for some reason, the font size controls the width
+                         of the slider bar... */
+}
+
+/* Rail border */
+#edrawings-explode-slider {
+    border: #a2a2a2 1px solid;
+
+    background: #ffffff;
+}
+
+/* Add more padding to the arrow buttons. */
+.slide-bar-button {
+    display: none; /* off for 2019 release */
+
+    padding: 5px 0;
+}
+ 
+/* Darken slider handle */
+.ui-slider-handle {
+    border: 1px solid #aeaeae;
+    border-radius: 4px;
+
+    background: #aeaeae;
+}
+
+/* Center slider handle on rail. */
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em; 
+}
+ 
+/* Slider handle hover colors */
+.ui-slider-handle .ui-state-hover {
+    border: 1px solid #c3c3c3; 
+    background: #c3c3c3; 
+}
+ 
+.ui-slider-range {
+    background: #cccccc;
+}
+
+.ui-dialog {
+    border-color: rgba(140,140,140,1.0);
+    border: 1px;
+    border-style: solid;
+
+    background-color: rgba(232, 232, 232, 1.0);
+    color: rgb(130,130,130);
+
+    font-family: sans-serif;
+    font-weight: normal;
+}
+
+.ui-dialog-buttonpane {
+    background-color: rgba(232, 232, 232, 1.0);
+}
+
+/* End Explode CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Measure CSS                                                     */
+
+#edrawings-measure-panel {
+    bottom: auto;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 14px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collapsed,
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collided {
+    /* bottom: calc(2px + 50px); */
+    height: 100%;
+}
+
+#edrawings-measure-submenu-list {
+    position: relative;
+    margin: 10px;
+    padding: 2px;
+    min-height: 50px;
+    /* 100% - edrawings-menu-header - edrawings-measure-filters - edrawings-measure-unit - edrawings-measure-messages */
+    max-height: calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -o-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -webkit-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -moz-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    background-color: #FFFFFF;
+    -webkit-touch-callout: none;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-measure-entities-remove {
+    display: inline-block;
+    position: absolute;
+    right: 10px;
+    vertical-align: middle;
+
+    /* cross.png (used by edrawings-close-icon) is 20x20 */
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-measure-entities-info {
+    display: inline-block;
+    pointer-events: none;
+}
+
+.edrawings-measure-entities-type {
+    pointer-events: none;
+    white-space: pre-wrap;
+}
+
+/* End Measure CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Markup CSS                                                      */
+
+#edrawings-markup-menu {
+    /* height: auto; */
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 15px;
+}
+
+/* End Markup CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Debug CSS                                                       */
+
+#edrawings-debug-menu {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-size: 15px;
+    font-family: Arial;
+}
+
+#edrawings-console-debug-categories {
+    /* Copied from edrawings-menu-search-input */
+    display: block;
+    border: none;
+
+    width: calc(100% - 2px);
+    width: -o-calc(100% - 2px);
+    width: -webkit-calc(100% - 2px);
+    width: -moz-calc(100% - 2px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+/* End Debug CSS                                                   */
+/*=================================================================*/
+
+.edrawings-inactive {
+    pointer-events: none;
+}
+
+.edrawings-common-panel-props {
+    position: absolute;
+    box-shadow: none;
+
+    border: 1px solid gray;
+
+    cursor: pointer;
+    font-size: 14px;
+}
+
+/*=================================================================*/
+/* shortcut CSS                                                    */
+
+#edrawings-shortcut-menu {
+    background-color: rgba(255, 255, 255, 0.9);
+    z-index: 100;
+}
+
+.edrawings-shortcut-menu-text {
+    font-size: 12px;
+    font-family: Arial;
+    font-weight: bold;
+
+    color: rgb(130,130,130);
+    text-align: left;
+}
+
+.edrawings-shortcut-hide-show::before {
+    content: "Hide/Show";
+}
+
+.edrawings-shortcut-transp-solid::before {
+    content: "Transparent/Solid";
+}
+
+.edrawings-shortcut-isolate::before {
+    content: "Hide Others";
+}
+
+.edrawings-shortcut-show-all::before {
+    content: "Show All";
+}
+
+.edrawings-shortcut-measure-remove::before {
+    content: "Remove";
+}
+
+.edrawings-shortcut-measure-clear::before {
+    content: "Clear";
+}
+
+/* End shortcut CSS                                                */
+/*=================================================================*/
+
+#edrawings-preview-window {
+    box-shadow: none;
+    display: none;
+    position: absolute;
+    z-index: 1000;
+
+    border: 1px solid gray;
+
+    background-color: rgba(255, 255, 255, 0.9);
+
+    font-size: 14px;
+    cursor: pointer;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.inputfile {
+    position: absolute;
+    z-index: -1;
+
+    width: 0.1px;
+    height: 0.1px;
+
+    overflow: hidden;
+
+    opacity: 0;
+}
+
+.button {
+    border-color: rgb(100,100,100);
+    border-style: solid;
+    border-width: thin;
+
+    padding: 4px 12px 4px 12px;
+
+    background-color: #EEEEEE;
+    color: rgb(100,100,100);
+
+    font: 11px Arial;
+}
+
+.edrawings-bottom-label {
+    display: table-cell;
+
+    width: 90px;
+
+    color: darkgray;
+
+    font-size: 14px;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    text-align: center;
+    vertical-align: middle;
+}
+
+#edrawings-custom-cursor-rotate {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select3.png");
+}
+
+#edrawings-custom-cursor-pan {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select2.png");
+}
+
+#edrawings-custom-cursor-zoom {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/zoom1.png");
+}
+
+.unselectable {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    cursor: default;
+}
+
+/* Required for jquery.ui.touch-punch.js.  Without this, touch doesn't work
+ * on IE/Edge
+ */
+.ui-draggable {
+    -ms-touch-action: none;
+    touch-action: none;
+}
+
+#edrawings-fileopen-background {
+    position: absolute;
+    pointer-events: none;
+
+    left: 0;
+    top: 0;
+
+    border-style: solid;
+    border-color: rgba(255,255,255,0);
+
+    width: 100%;
+    height: 100%;
+}
+
+#fileopen-group {
+    position: absolute;
+
+    top: 50%;
+    left: 50%;
+
+    margin-left: -175px;
+    margin-right: auto;
+    margin-top: -200px;
+    margin-bottom: auto;
+
+    width: 350px;
+    height: 400px;
+
+    color: rgb(120,120,120);
+
+    font-family: arial;
+    font-weight: bold;
+}
+
+.fileopen-block {
+    display: flex;
+
+    justify-content: center;
+
+    margin-top: 20px;
+    margin-bottom: 20px;
+}
+
+.fileopen-block-item {
+    align-self: center;
+}
+
+#fileopen-drop-block-background {
+    border-style: dashed;
+    border-radius: 10px;
+
+    height: 150px;
+}
+
+#edrawings-drop-block.edrawings-viewer-regular {
+    display: none;
+    position: absolute;
+    z-index: 10;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: 350px;
+    height: 150px;
+
+    background-color: rgba(255, 255, 255, 0.0);
+}
+
+#fileopen-drop-instr {
+    z-index: 50;
+}
+
+#edrawings-drop-block.edrawings-viewer-ondrop {
+    position: absolute;
+    z-index: 10;
+
+    top: 0;
+    left: 0;
+
+    margin: 5px;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: calc(100% - 20px);
+    width: -o-calc(100% - 20px);
+    width: -webkit-calc(100% - 20px);
+    width: -moz-calc(100% - 20px);
+
+    height: calc(100% - 20px);
+    height: -o-calc(100% - 20px);
+    height: -webkit-calc(100% - 20px);
+    height: -moz-calc(100% - 20px);
+
+    background: rgba(255,255,255,0.9);
+}
+
+#stream_viewer_link {
+    color: blue;
+    text-decoration: underline;
+}
+
+.fileopen-button-block {
+    pointer-events: all;
+}
+
+.edrawings-layer-checkbox-style {
+    display: inline-block;
+
+    margin-right: 10px;
+
+    line-height: 14px;
+
+    vertical-align: middle;
+
+    cursor: pointer;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.bottom-bar {
+    position: absolute;
+    z-index: 2;
+
+    bottom: 0;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    white-space: nowrap;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+}
+
+/*=================================================================*/
+/* #edrawings-config-tab-list CSS                                  */
+
+#edrawings-config-tab-list {
+    display: inline-block;
+
+    height: 100%;
+    line-height: 44px;
+
+    white-space: nowrap;
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-config-tab-list.edrawings-fullwidth {
+    width: 100%;
+}
+
+#edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap) - (1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-left:not(.edrawings-removed-arrow-right) #edrawings-config-tab-list.edrawings-compressed,
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-right:not(.edrawings-removed-arrow-left) #edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap)/(1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+/* End #edrawings-config-tab-list CSS                              */
+/*=================================================================*/
+
+.bottom-bar:not(.edrawings-compressed-tab-list) .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+
+    background-color: rgba(100, 100, 100, 0.1);
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper {
+    position: relative;
+
+    top: -2px;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+    border-right: 1px solid white;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: 44px; /* inherit; */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper:nth-child(4) {
+    border-left: 1px solid white;
+    /* IE has no support of unset */
+    /* border-right: unset; */
+    border-right-width: 0px;
+
+    padding-left: 8px;
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-config-tab-list:not(.edrawings-compressed) ~ .edrawings-sheets-control {
+    display: none;
+}
+
+.edrawings-config-tab {
+    display: inline-block;
+    position: relative;
+    z-index: 0;
+
+    border-top: none;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+
+    border-right-color: lightgray;
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    padding: 0 5px;
+
+    width: auto;
+    min-width: 76px;
+
+    height: 44px; /* 50px * .88 = 44px */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    text-align: center;
+
+    font-size: medium; /* Default value is either medium or 16px */
+
+    cursor: default;
+}
+
+/* #edrawings-config-tab-list.edrawings-compressed .edrawings-config-tab {
+    height: 30px;
+} */
+
+.config-tab-text {
+    margin-left: 5px;
+    margin-right: 5px;
+
+    font-family: arial;
+    font-size: 14px;
+
+    pointer-events: none;
+}
+
+.active-modelview {
+    z-index: 0;
+    top: -2px;
+
+    margin-left: -1px;
+
+    border-top-color: white;
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    border-left-color: rgba(140,140,140,1.0);
+    border-left-style: solid;
+    border-left-width: 1px;
+
+    border-right-color: rgba(140,140,140,1.0);
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    border-color: rgba(140,140,140,1.0);
+
+    height: calc(88% + 2px); /* 50 * .88 = 44 */
+
+    background-color: white;
+}
+
+
+#edrawings-config-tab-list .edrawings-config-tab.active-modelview:first-child {
+    /* IE has no support of unset */
+    /* margin-left: unset; */
+    margin-left: 0px;
+}
+
+.edrawings-measure-unit {
+    margin: 10px;
+}
+
+.measure-unit-selector {
+    display: inline-block;
+
+    /* Substract width of measure-unit-item-name */
+    width: calc(100% - 90px);
+    width: -o-calc(100% - 90px);
+    width: -webkit-calc(100% - 90px);
+    width: -moz-calc(100% - 90px);
+
+    height: auto;
+
+    background-color: #FFFFFF;
+    vertical-align: middle;
+}
+
+.edrawings-measure-unit-item {
+    position: relative;
+
+    margin: 0px;
+
+    height: 30px;
+    line-height: 30px;
+}
+
+.measure-unit-item-name {
+    display: inline-block;
+    margin-left: 6px;
+    width: 80px;
+    
+    text-align: left;
+    vertical-align: middle;
+
+    /* white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis; */
+
+    font-family: Arial;
+    font-size: 14px;
+    font-weight: normal;
+}
+
+#edrawings-markup-view-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    min-height: 150px;
+    max-height: calc(100% - 45px);
+    max-height: -o-calc(100% - 45px);
+    max-height: -webkit-calc(100% - 45px);
+    max-height: -moz-calc(100% - 45px);
+
+    overflow: auto;
+
+    background-color: white;
+}
+
+.edrawings-markup-view-name {
+    pointer-events: none;
+}
+
+.markup-mode {
+    pointer-events: none;
+}
+
+.edrawings-icon.markup-mode {
+    margin: auto;
+}
+
+.markup-op {
+    pointer-events: none;
+}
+
+.edrawings-measure-messages {
+    margin: 10px;
+    border: rgb(140, 140, 140) 1px solid;
+    padding: 10px 6px;
+
+    min-height: 150px;
+    max-height: 200px;
+
+    overflow-y: auto;
+
+    background-color: #FFFFFF;
+
+    -webkit-touch-callout: text;
+    -webkit-user-select: text;
+    -khtml-user-select: text;
+    -moz-user-select: text;
+    -ms-user-select: text;
+    user-select: text;
+}
+
+.edrawings-measure-entities-list-item {
+    margin: 2px;
+    border-bottom: #cacaca 1px solid;
+    padding: 10px 6px;
+}
+
+.edrawings-measure-entities-list-item:last-child {
+    border-bottom: none;
+}
+
+#edrawings-measure-entities-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    background-color: white;
+}
+
+#edrawings-measure-result {
+    white-space: pre-wrap;
+}
+
+/*=================================================================*/
+/* navigation CSS                                                  */
+
+#edrawings-button-confignav {
+    display: block;
+    margin: 0;
+    float: none;
+}
+
+#edrawings-config-navigation {
+    /* Need this z-index to show on top of tool-bar */
+    z-index: 100;
+
+    bottom: 50px;
+    right: 0px;
+    /* IE has no support of unset */
+    /* left: unset; */
+    left: auto;
+    /* top: unset; */
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -o-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -moz-calc(100% - (50px + 2px) - (0px + 50px));
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed,
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+/* End navigation CSS                                              */
+/*=================================================================*/
+
+.measure-filter-image {
+    pointer-events: none;
+}
+
+.edrawings-icon.measure-filter-image {
+    margin: auto;
+}
+
+.edrawings-disabled-button {
+    pointer-events: none;
+
+    opacity: 0.3;
+    filter: alpha(opacity = 30); /* For IE8 and earlier */
+}
+
+.edrawings-menu-info {
+    display: inline-block;
+    position: absolute;
+
+    right: 45px;
+    top: 2px;
+
+    font-family: "Segoe UI";
+    font-size: 12px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-logo-block {
+    display: inline-block;
+
+    margin-left: 5px;
+    margin-right: 4px;
+
+    width: auto;
+}
+
+#edrawings-fileload-block {
+    display: inline-block;
+}
+
+#edrawings-filename-block {
+    display: inline-block;
+    padding-right: 8px; /* width of the arrow padding */
+    width: auto;
+
+    overflow: hidden;
+    white-space: nowrap;
+
+    text-align: left;
+    vertical-align: middle;
+}
+
+.edrawings-collided-hud-bar #edrawings-filename-block {
+    /* logo-block: (5px + 44px)
+       fileload-block: 40px
+       font-size: 2px (multiply by # of items)
+       2 edrawings-hud-button (reset and fullscreen): 2 * 46px
+       1 arrow from hud-bar: 1 * (10px + 10px);
+       margin-right from hud-bar: 2px;
+       right from hud-bar: 0px;
+    */
+    max-width: calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -o-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -webkit-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -moz-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+}
+
+#edrawings-filename {
+    position: relative;
+
+    top: 0;
+
+    line-height: 22px;
+
+    text-align: center;
+}
+
+#edrawings-filename-text {
+    display: block;
+
+    width: 100%;
+
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    font-family: arial;
+    font-size: small;
+}
+
+#config-tab-border {
+    position: absolute;
+    z-index: 0;
+
+    border-top-color: rgba(140,140,140,1.0);
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    top: 0;
+
+    width: 100%;
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.edrawings-custom-redline {
+    position: absolute;
+}
+
+.edrawings-markupdiv-image {
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-measure-filters {
+    margin: 4px 10px;
+}
+
+#edrawings-layer-control-all {
+    height: auto;
+}
+
+.slide-bar-button {
+    margin: auto;
+
+    text-align: center;
+}
+
+.edrawings-bar-icon {
+    margin: auto;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+}
+
+.help-table-button {
+    width: 85px;
+
+    height: 60px;
+    line-height: 70px;
+
+    text-align: center;
+}
+
+.edrawings-help-grid {
+    border-width: 1px;
+    border-bottom-style: solid;
+
+    width: 279px;
+}
+
+.edrawings-help-table {
+    margin-top: 8px;
+    margin-bottom: 8px;
+
+    border-collapse: collapse;
+
+    width: 100%;
+}
+
+.help-column-first {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.help-column-second {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em;
+}
+
+.section-button {
+    margin: 3px;
+}
+
+.bottom-button.section-button {
+    display: block;
+}
+
+#edrawings-button-shaded {
+    width: 48px;
+}
+
+.edrawings-arrow-wrapper {
+    display: inline-block;
+
+    width: auto;
+    height: auto;
+
+    text-align: center;
+}
+
+.edrawings-arrow-up {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-bottom: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-up,
+.edrawings-arrow-up.edrawings-disabled {
+    display: none;
+
+    border-bottom: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-down {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-top: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-down,
+.edrawings-arrow-down.edrawings-disabled {
+    display: none;
+
+    border-top: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-left {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-right: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-left,
+.edrawings-arrow-left.edrawings-disabled {
+    display: none;
+
+    border-right: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-right {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-left: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-right,
+.edrawings-arrow-right.edrawings-disabled {
+    display: none;
+
+    border-left: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+#edrawings-hud-bar {
+    display: block;
+    position: absolute;
+
+    top: 0px;
+    right: 0px;
+
+    margin-right: 2px;
+
+    width: auto;
+    height: inherit; /* 46px; */
+}
+
+.edrawings-hud-bar-content {
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+}
+
+#edrawings-hud-bar .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided {
+    /* Keep the arrows visible */
+    /* (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    min-width: calc((10px + 10px) + (10px + 10px));
+    min-width: -o-calc((10px + 10px) + (10px + 10px));
+    min-width: -webkit-calc((10px + 10px) + (10px + 10px));
+    min-width: -moz-calc((10px + 10px) + (10px + 10px));
+
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    white-space: nowrap;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper {
+    display: block;
+    position: absolute;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper:nth-child(2) {
+    right: 0px;
+
+    padding-left: 8px;
+
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.edrawings-tool-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper.edrawings-disabled-button {
+    display: none;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-hud-bar-content {
+    display: block;
+    position: absolute;
+
+    /* Make room for the arrows */
+    /* (left-arrow width + left-arrow padding) */
+    left: calc(10px + 10px);
+    left: -o-calc(10px + 10px);
+    left: -webkit-calc(10px + 10px);
+    left: -moz-calc(10px + 10px);
+
+    /* 100% - (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px) - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow: hidden;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-hud-bar-content {
+    left: 0px;
+
+    /* 100% - (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-hud-bar-content {
+    /* 100% - (left-arrow width + left-arrow padding) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-ui-hide {
+    display: none;
+}
+
+#edrawings-button-fs {
+    background-repeat: no-repeat;
+    background-position-y: 3px;
+    background-image: url(data:image/png;base64,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);
+}
+
+.edrawings-button-fs-restore {
+    background-image: url(data:image/png;base64,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) !important;
+}
+
+.edrawings-tree-expanded {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwwAADsMBx2+oZAAAALtJREFUOE/tkL0RgzAMhXHuTM0oZIMwQjZwClwnk5DaLuINMgLZIBmFGhdGzxYQCF1avjudnmSdfpzt/I9gH9Fav+H7vq+cc11MMkqpIs/zFtoYc4xJ4sB+pCArpZTPFM5wriRDzcSiQQjhTK4TQpxomyZl42YNciQ7rplYnADqulZU/ICm4gv8d2ytddAjPw0AT7+Sjf+Ate90+y2FM5sNAG3S8tqY/KLJVXxYsf7ECe89bv3AWO9skmUDwnw8r6UK7XsAAAAASUVORK5CYII=);
+}
+
+.edrawings-dialog-no-close .ui-dialog-titlebar-close {
+    display: none;
+}
+
+.edrawings-info-title .ui-dialog-title {
+    content: "Information";
+    font-weight: 600;
+}
+
+.edrawings-warn-title .ui-dialog-title {
+    content: "Warning";
+    font-weight: 600;
+}
+
+.edrawings-error-title .ui-dialog-title {
+    content: "Error";
+    font-weight: 600;
+}
+
+.edrawings-server-unsupported-file-type::after {
+    content: "Can not load " attr(data-file) ".  It is an unsupported file type.";
+}
+
+.edrawings-server-ajax-failure::after {
+    content: "Server unavailable.  Please try again.  If the failure persists, please report this message to customer support.";
+}
+
+.edrawings-server-load-failure-1::after {
+    content: "Model viewing failed.  Please reload and try again.  If the failure persists, please report the information below to customer support.";
+}
+
+.edrawings-server-load-failure-2::after {
+    margin-top: 20px;
+    white-space: pre;
+    content: "\AServer: " attr(data-server-id);
+}
+
+.edrawings-server-load-failure-3::after {
+    content: "Model ID: " attr(data-model-cache-name);
+}
+
+.edrawings-server-url-inaccessible::after {
+    content: "Cannot access file URL: " attr(data-file-url);
+    white-space: nowrap;
+}
+
+.edrawings-server-websocket-create-failure::after {
+    content: "Could not establish streaming connection for viewer.";
+}
+
+.edrawings-unable-process-file::after {
+    content: "Unable to complete processing of this file.";
+}
+
+.edrawings-viewer-load-failure::after {
+    content: "Failed to load model in the viewer: " attr(data-error-message);
+    white-space: nowrap;
+}
+
+.edrawings-glcontextlost::after {
+    content: "Your browser or device does not have the resources to display the viewer.";
+}
+
+.edrawings-unknown-error::after {
+    content: "An error occurred.  Please try again.";
+}
+
+.edrawings-unknown-license-error::after {
+    content: "A licensing error occurred.  Please try again.";
+}
+
+.edrawings-license-version-mismatch-error::after {
+    content: "There is a license version mismatch.";
+}
+
+.edrawings-no-licenses-error::after {
+    content: "We're sorry, no licenses are available at this time. Please close an existing session of eDrawings Web Viewer and try again later.";
+}
+
+.edrawings-license-server-connection-error::after {
+    content: "The license server is not reachable. Please confirm that the server is configured correctly and that the license server is running.";
+}
+
+.edrawings-license-expired-error::after {
+    content: "Your license has timed out due to inactivity, license has been returned to the server.";
+}
+
+.edrawings-debug-node-matrices::after {
+    content: "Show Matrices";
+}
+
+#edrawings-configurations-menu .edrawings-menu-title::after {
+    content: "Configurations";
+}
+
+/*=================================================================*/
+/* Loading CSS                                                     */
+
+#WaitBanner {
+    position: fixed;
+    z-index: 9999;
+    top: calc((100% - 65px - 24px)/ 2 - 5px);
+    left: calc((100% - 296px) / 2);
+    padding: 5px;
+    clear: both;
+    background-color: rgba(255, 255, 255, 0.85);
+}
+
+.edrawings-loading-logo-dark-text {
+    display: block;
+    position: relative;
+    margin: auto;
+    overflow: auto;
+    background-color: transparent;
+}
+
+.edrawings-loading-spin {
+    display: block;
+    position: relative;
+    top: 10px; 
+    margin: auto;
+    width: 24px; /* 1.5x larger */
+    height: 24px;
+    overflow: auto;
+    background-image: url(data:image/gif;base64,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); 
+    background-size: contain;
+    background-color: transparent;
+    
+}
+
+/* Loading CSS                                                     */
+/*=================================================================*/
+
+/*=================================================================*/
+/* ticker CSS                                                      */
+
+@keyframes edrawings-ticker-animation {
+    0% {
+        -webkit-transform: translate3d(0, 0, 0);
+        transform: translate3d(0, 0, 0);
+        visibility: visible;
+    }
+
+    100% {
+        -webkit-transform: translate3d(-66.667%, 0, 0);
+        transform: translate3d(-66.667%, 0, 0);
+    }
+}
+
+/* The current state of edrawings-ticker-wrapper is a full width tooltip without any animation */
+.edrawings-ticker-wrapper {
+    box-sizing: content-box;
+    position: fixed;
+    z-index: 101;
+
+    border: 1px solid rgba(140,140,140,1.0);
+
+    width: 100%;
+
+    height: 24px;
+    line-height: 24px;
+
+    overflow: hidden;
+
+    background-color: rgba(255, 255, 255, 1.0);
+    color: black;
+
+    font-family: Arial;
+    font-size: 12px;
+    text-align: center;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation {
+    padding-left: 0px; /* 100px; */
+
+    width: 100px;
+
+    /* IE has support of unset */
+    /* text-align: unset; */
+    text-align: left;
+}
+
+.edrawings-ticker {
+    display: inline-block;
+    white-space: nowrap;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation .edrawings-ticker {
+    padding-right: 0px; /* 100%; */
+
+    -webkit-animation-iteration-count: infinite;
+    animation-iteration-count: infinite;
+
+    -webkit-animation-timing-function: linear;
+    animation-timing-function: linear;
+
+    -webkit-animation-name: edrawings-ticker-animation;
+    animation-name: edrawings-ticker-animation;
+
+    -webkit-animation-duration: 7s;
+    animation-duration: 7s;
+}
+
+/* End ticker CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* edrawings-menu-panel-wrapper CSS                                */
+
+.edrawings-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+    left: 0px;
+    top: 0px;
+    border: 1px solid gray;
+
+    /* Make room for the edrawings-menu-panel-arrow-collapse */
+    width: calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -o-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -webkit-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -moz-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    cursor: pointer;
+    opacity: 0.9;
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+
+    /* substract the border width */
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    /* substract the border width */
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    opacity: 0.9; 
+    cursor: pointer;
+}
+
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+    padding: 2px;
+
+    height: auto;
+
+    /* substract the border height and padding height */
+    max-height: calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -o-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -moz-calc(100% - (2 * 1px) - (2 * 2px));
+
+    overflow: auto;
+    background-color: #f5f5f5;
+    cursor: pointer;
+    text-align: center;
+    opacity: 0.9;
+}
+
+/* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+@-moz-document url-prefix() {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {     
+        padding-right: 18px;
+    }
+}
+
+/* For IE Edge, need non-zero padding-right for outward vertical scrollbar. */
+@supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {      
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+/* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+#edrawings-measure-panel.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* IE has no support of unset */
+    /* height: unset; */
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-measure-panel.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 2px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-measure-panel.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 16px;
+    }
+}
+
+#edrawings-markup-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* Make room for the edrawings-menu-panel-arrow-collapse button */
+    left: calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -o-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -webkit-calc(16px + (2 * 1px) + (2 * 1px) -1px);
+    left: -moz-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+    height: 100%;
+    overflow: hidden;
+}
+
+/* End edrawings-menu-panel-wrapper CSS                            */
+/*=================================================================*/
+
+#edrawings-component-tree-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-debug-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-button-confignav.active-button img.edrawings-icon#edrawings-button-confignav-g {
+    transform: rotate(90deg);
+}
+
+/*=================================================================*/
+/* edrawings-menu-panel-arrow-collapse CSS                         */
+
+.edrawings-menu-panel-arrow-collapse {
+    position: absolute;
+    z-index: 99;
+
+    top: 0px;
+    right: 0px;
+
+    /* margin-right: calc(-16px - (2 * 1px) - (2 * 1px)); */
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0px 1px;
+
+    width: 16px;
+
+    height: 41px; /* match the height of the panel header */
+    line-height: 44px;
+
+    vertical-align: middle;
+
+    background-color: #f5f5f5;
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position-y: 50%;
+
+    transform: rotate(180deg);
+
+    opacity: 0.9;
+    cursor: pointer;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    z-index: 99;
+
+    height: 44px; /* match the height of the bottom-button edrawings-tool-button */
+
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    left: 0px;
+    /* IE has no support of unset */
+    /* right: unset; */
+    right: auto;
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    /* substract height and border */
+    top: calc(100% - 41px - (2 * 1px));
+    top: -o-calc(100% - 41px - (2 * 1px)); 
+    top: -webkit-calc(100% - 41px - (2 * 1px)); 
+    top: -moz-calc(100% - 41px - (2 * 1px)); 
+    height: 41px; /* Match to the panel header height */
+    transform: rotate(180deg);
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    right: calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -o-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -webkit-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -moz-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    right: 0px;
+}
+
+/* End edrawings-menu-panel-arrow-collapse CSS                     */
+/*=================================================================*/
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar {
+    padding-bottom: 0px;
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* (bottom gap + bottom-bar height) */
+    bottom: 0px; /* calc(0px + 0px); */
+}
+
+/* edrawings-menu left + edrawings-menu max-width */
+/* calc((2px + 50px) + 500px) */
+@media screen and (max-width: 552px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        max-width: calc(100% - (0px + 50px) - 2px);
+        max-width: -o-calc(100% - (0px + 50px) - 2px);
+        max-width: -webkit-calc(100% - (0px + 50px) - 2px);
+        max-width: -moz-calc(100% - (0px + 50px) - 2px);
+    }
+}
+
+/* edrawings-menu left + edrawings-menu min-width */
+/* calc((0px + 50px) + 321px) */
+@media screen and (max-width: 371px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        width: calc(100% - (0px + 50px) - 2px);
+        width: -o-calc(100% - (0px + 50px) - 2px);
+        width: -webkit-calc(100% - (0px + 50px) - 2px);
+        width: -moz-calc(100% - (0px + 50px) - 2px);
+
+        /* edrawings-tree-arrow-space-common + 
+           edrawings-tree-icon + 
+           5px item-tree-text width for ellipsis + 
+           edrawings-submenu-list-item-button + 
+           menu panel collapse button +
+           padding on the right */
+        min-width: calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -o-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -webkit-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -moz-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+    }
+}
+
+@media screen and (max-height: 400px) {
+    .bottom-bar {
+        display: none;
+    }
+
+    .edrawings-menu {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px; /* calc(0px + 0px); */ /* This is the gap height now */
+        
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px)));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar {
+        padding-bottom: 0px;
+    }
+
+    .edrawings-tool-bar,
+    .edrawings-hud-menu,
+    #edrawings-section-menu,
+    #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-config-navigation {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px;
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 50px; /* calc(50px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 0px; /* calc(0px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+}
+
+/* Window Edge 16 and 17, not Window IE 11, stops sending resize event when width reaches below 372px */
+@media screen and (max-width: 372px) {
+    @supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+        /* (-ms-accelerator:true): IE Edge 12+ CSS */
+        /* (-ms-ime-align: auto): IE Edge 16+ CSS */
+        /* The rest is similar to the behavior of having 
+            #edrawings-top-bar.edrawings-out-of-view
+            #edrawings-left-bar.edrawings-out-of-view
+            .bottom-bar.edrawings-ui-hide */
+        #edrawings-top-bar-content {
+            top: -10000px;
+        }
+
+        .edrawings-tool-bar {
+            top: 0px;
+            left: -10000px;
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar {
+            display: none;
+        }
+
+        .edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            top: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            left: -9950px; /* calc(-10000px + 50px); */
+        }
+
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px)*/
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        #edrawings-hud-shaded-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        #edrawings-section-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-explode-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-config-navigation {
+            bottom: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+    }
+}
+
+/*! jQuery UI - v1.11.4 - 2018-08-29
+* http://jqueryui.com
+* Includes: core.css, draggable.css, resizable.css, button.css, dialog.css, menu.css, slider.css, tooltip.css, theme.css
+* To view and modify this theme, visit http://jqueryui.com/themeroller/?ffDefault=Arial%2CHelvetica%2Csans-serif&fsDefault=1em&fwDefault=normal&cornerRadius=3px&bgColorHeader=e9e9e9&bgTextureHeader=flat&borderColorHeader=dddddd&fcHeader=333333&iconColorHeader=444444&bgColorContent=ffffff&bgTextureContent=flat&borderColorContent=dddddd&fcContent=333333&iconColorContent=444444&bgColorDefault=f6f6f6&bgTextureDefault=flat&borderColorDefault=c5c5c5&fcDefault=454545&iconColorDefault=777777&bgColorHover=ededed&bgTextureHover=flat&borderColorHover=cccccc&fcHover=2b2b2b&iconColorHover=555555&bgColorActive=007fff&bgTextureActive=flat&borderColorActive=003eff&fcActive=ffffff&iconColorActive=ffffff&bgColorHighlight=fffa90&bgTextureHighlight=flat&borderColorHighlight=dad55e&fcHighlight=777620&iconColorHighlight=777620&bgColorError=fddfdf&bgTextureError=flat&borderColorError=f1a899&fcError=5f3f3f&iconColorError=cc0000&bgColorOverlay=aaaaaa&bgTextureOverlay=flat&bgImgOpacityOverlay=0&opacityOverlay=30&bgColorShadow=666666&bgTextureShadow=flat&bgImgOpacityShadow=0&opacityShadow=30&thicknessShadow=5px&offsetTopShadow=0px&offsetLeftShadow=0px&cornerRadiusShadow=8px
+* Copyright jQuery Foundation and other contributors; Licensed MIT */
+
+.ui-helper-hidden{display:none}.ui-helper-hidden-accessible{border:0;clip:rect(0 0 0 0);height:1px;margin:-1px;overflow:hidden;padding:0;position:absolute;width:1px}.ui-helper-reset{margin:0;padding:0;border:0;outline:0;line-height:1.3;text-decoration:none;font-size:100%;list-style:none}.ui-helper-clearfix:before,.ui-helper-clearfix:after{content:"";display:table;border-collapse:collapse}.ui-helper-clearfix:after{clear:both}.ui-helper-clearfix{min-height:0}.ui-helper-zfix{width:100%;height:100%;top:0;left:0;position:absolute;opacity:0;filter:Alpha(Opacity=0)}.ui-front{z-index:100}.ui-state-disabled{cursor:default!important}.ui-icon{display:block;text-indent:-99999px;overflow:hidden;background-repeat:no-repeat}.ui-widget-overlay{position:fixed;top:0;left:0;width:100%;height:100%}.ui-draggable-handle{-ms-touch-action:none;touch-action:none}.ui-resizable{position:relative}.ui-resizable-handle{position:absolute;font-size:0.1px;display:block;-ms-touch-action:none;touch-action:none}.ui-resizable-disabled .ui-resizable-handle,.ui-resizable-autohide 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.ui-button-icon-primary{left:.5em}.ui-button-text-icon-secondary .ui-button-icon-secondary,.ui-button-text-icons .ui-button-icon-secondary,.ui-button-icons-only .ui-button-icon-secondary{right:.5em}.ui-buttonset{margin-right:7px}.ui-buttonset .ui-button{margin-left:0;margin-right:-.3em}input.ui-button::-moz-focus-inner,button.ui-button::-moz-focus-inner{border:0;padding:0}.ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.ui-dialog .ui-dialog-titlebar{padding:.4em 1em;position:relative}.ui-dialog .ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.ui-dialog .ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.ui-dialog .ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:none;overflow:auto}.ui-dialog .ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 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+
+    </style>
+    <title></title>
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <meta http-equiv="X-UA-Compatible" content="IE=11" /> 
+</head>
+
+<body>
+    <div id="edrawings-viewer" class="edrawings-viewer-regular">
+        <div id="edrawings-top-bar"
+             class="top-bar edrawings-ui-main edrawings-ui-hide">
+            <div id="edrawings-top-bar-content">
+                <div id="edrawings-logo-block"
+                     class="edrawings-top-bar-left">
+                  <div id="edrawings-logo"
+                       class="edrawings-logo-icon unselectable">
+                  </div>
+                </div>
+                <div id="edrawings-filename-block"
+                     class="edrawings-top-bar-left">
+                    <span id="edrawings-filename-text"
+                          class="unselectable">
+                        eDrawings
+                    </span>
+                </div>
+                <div id="edrawings-hud-bar"
+                     class="edrawings-top-bar-left">
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-left"></div>
+                    </div>
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-right"></div>
+                    </div>
+                    <div class="edrawings-hud-bar-content">
+                        <!-- Reset actually has the behavior of a tool button so
+                             use that as the class type instead of the HUD button
+                             class. -->
+                        <div id="edrawings-button-reset"
+                             class="edrawings-tool-button edrawings-reset-icon edrawings-icon edrawings-ui-hide"
+                             title="Reset">
+                        </div>
+                        <div id="edrawings-button-animate"
+                             class="edrawings-hud-button edrawings-animate-play-icon edrawings-icon edrawings-ui-hide"
+                             title="Animate Views">
+                        </div>
+                        <div id="edrawings-button-zoomtofit"
+                             class="edrawings-hud-button edrawings-zoomtofit-icon edrawings-hud-icon"
+                             title="Zoom to Fit">
+                        </div>
+                        <div id="edrawings-button-view-settings"
+                             class="edrawings-hud-button edrawings-view-settings-icon edrawings-hud-icon"
+                             title="View Settings">
+                        </div>
+                        <div id="edrawings-button-view"
+                             class="edrawings-hud-button edrawings-view-icon edrawings-hud-dd-icon"
+                             title="Views orientation">
+                        </div>
+                        <div id="edrawings-button-shaded"
+                             class="edrawings-hud-button edrawings-display-icon edrawings-hud-dd-icon"
+                             title="Display">
+                        </div>
+                        <div id="edrawings-button-help"
+                             class="edrawings-hud-button edrawings-help-icon edrawings-hud-icon"
+                             title="Help">
+                        </div>
+                        <div id="edrawings-button-fs"
+                             class="edrawings-hud-button edrawings-hud-icon"
+                             title="Fullscreen">
+                        </div>
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-config-bar" class="bottom-bar edrawings-ui-hide">
+<div id="config-tab-border"></div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-left"></div>
+</div>
+<div id="edrawings-config-tab-list" class="edrawings-fullwidth">
+</div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-right"></div>
+</div>
+<div id="edrawings-button-sheets"
+     class="edrawings-sheets-control">
+    <div id="edrawings-button-confignav"
+         class="edrawings-tool-button bottom-button edrawings-modelview-panel-icon edrawings-icon"
+         title="All">
+    </div>
+</div>
+        </div>
+
+        <div id="edrawings-left-bar"
+             class="edrawings-ui-main edrawings-tool-bar edrawings-ui-hide">
+            <div class="edrawings-bottom-centered-icons">
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-up"></div>
+                </div>
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-down"></div>
+                </div>
+                <div class="edrawings-tool-bar-content">
+                    <div id="edrawings-button-component-tree"
+                        class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-component-tree-icon edrawings-icon" 
+                         title="Components">
+                    </div>
+                    <div id="edrawings-button-sheet-tree"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-sheet-tree-icon edrawings-icon" 
+                         title="Sheets">
+                    </div>
+                    <div id="edrawings-button-layer-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-layer-icon edrawings-icon" 
+                         title="Layers">
+                    </div>
+                    <div id="edrawings-button-configurations"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-configurations-icon edrawings-icon"
+                         title="Configurations">
+                    </div>
+                    <div id="edrawings-button-explode"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-explode-icon edrawings-icon"
+                         title="Explode">
+                    </div>
+                    <div id="edrawings-button-section"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-section-icon edrawings-icon"
+                         title="Section Views">
+                    </div>
+                    <div id="edrawings-button-measure"
+                         class="edrawings-tool-button bottom-button edrawings-disabled-button edrawings-icon-plugin edrawings-ui-hide edrawings-measure-icon edrawings-icon"
+                         title="Measure">
+                    </div>
+                    <div id="edrawings-button-move"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-move-icon edrawings-icon"
+                         title="Move">
+                    </div>
+                    <div id="edrawings-button-annot-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-annot-icon edrawings-icon"
+                         title="Annotations">
+                    </div>
+                    <div id="edrawings-button-markup"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-markup-icon edrawings-icon"
+                         title="Markup">
+                    </div>
+                    <div id="edrawings-button-tables-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-table-icon edrawings-icon"
+                         title="Tables">
+                    </div>
+                    <div id="edrawings-button-debug"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-debug-icon edrawings-icon"
+                         title="Debug">
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-section-menu" class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+            <div class="edrawings-menu-panel-wrapper">
+                <div id="edrawings-section-xy-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xy-icon edrawings-icon" title="X/Y Plane">
+                </div>
+                <div id="edrawings-section-yz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-yz-icon edrawings-icon" title="Y/Z Plane">
+                </div>
+
+                <div id="edrawings-section-xz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xz-icon edrawings-icon" title="X/Z Plane">
+                </div>
+
+                <div id="edrawings-section-flip-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-flip-icon edrawings-icon" title="Flip">
+                </div>
+
+                <div id="edrawings-section-normal-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-normal-to-icon edrawings-icon" title="View the from Section Plane">
+                </div>
+
+                <div id="edrawings-section-show-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-show-icon edrawings-icon" 
+                     style="display: none"
+                     title="Show Section Plane">
+                </div>
+
+                <hr />
+
+                <div id="edrawings-section-capping-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-capping-icon edrawings-icon" title="Enable Capping">
+                </div>
+            </div>
+            <div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-explode-menu" 
+             class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div id="edrawings-explode-up" 
+         class="slide-bar-button edrawings-explode-up edrawings-bar-icon"
+         title="Explode Up">
+    </div>
+    <div id="edrawings-explode-slider"></div>
+    <div id="edrawings-explode-down" 
+         class="slide-bar-button edrawings-explode-down edrawings-bar-icon"
+         title="Explode Down">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-measure-panel" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Measure</div>
+        <div id="edrawings-measure-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-measure-filters">
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-face-button" title="Select Face">
+            <div id="edrawings-measure-face-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-face-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-edge-button" title="Select Edge">
+            <div id="edrawings-measure-edge-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-edge-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-vertex-button" title="Select Vertex">
+            <div id="edrawings-measure-vertex-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-vertex-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-delta-button"
+             id="edrawings-measure-delta-button" title="XYZ Measurements">
+            <div id="edrawings-measure-delta-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-show-xyz-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-pickpoint-button"
+             id="edrawings-measure-pickpoint-button" title="Point-to-Point">
+            <div id="edrawings-measure-pickpoint-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-point-to-point-icon">
+            </div>
+        </div>
+    </div>
+    <div class="edrawings-measure-unit">
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-distant-unit" class="measure-unit-item-name">
+                Distance:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-distant-unit">
+                <option value="millimeter">Millimeters</option>
+                <option value="centimeter">Centimeters</option>
+                <option value="meter">Meters</option>
+                <option value="inch">Inches</option>
+                <option value="foot">Feet</option>
+                <option value="footAndInch">Feet and Inches</option>
+            </select>
+        </div>
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-angle-unit" class="measure-unit-item-name">
+                Angle:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-angle-unit">
+                <option value="degree">Degrees</option>
+                <option value="radian">Radians</option>
+            </select>
+        </div>
+    </div>
+    <div id="edrawings-measure-submenu-list" class="edrawings-measure-messages">
+    </div>
+    <div class="edrawings-measure-messages">
+        <span id="edrawings-measure-result">
+        </span>
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-markup-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-component-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title edrawings-comp-count">Components</div>
+        <div id="edrawings-component-tree-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-component-tree-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-menu-search">
+        <input id="edrawings-search-component-input" class="edrawings-menu-search-input" placeholder="Enter text to filter list">
+        <div id="component-search-cancel" class="edrawings-menu-search-cancel edrawings-search-cancel-icon"></div>
+    </div>
+    <div id="edrawings-component-tree-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-debug-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-sheet-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Sheets</div>
+        <div id="edrawings-sheet-tree-setting"
+             class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon">
+        </div>
+        <div id="edrawings-sheet-tree-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-sheet-tree-list" class="edrawings-submenu-list"></div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-layer-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Layers</div>
+        <div id="edrawings-layer-control-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-layer-control-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div id="edrawings-layer-control-all" class="edrawings-submenu-list">
+    </div>
+    <div id="edrawings-layer-control-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-annot-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-tables-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-hud-view-settings-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide"
+             style="top: 57px; left: 1365px">
+            <table class="edrawings-hud-menu-table">
+                <tbody>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-ambient-occlusion"
+                                 class="hud-menu-button edrawings-view-ambient-occl-icon edrawings-icon" title="Ambient Occlusion">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-perspective"
+                                 class="hud-menu-button edrawings-view-perspective-icon edrawings-icon" title="Perspective">
+                            </div>
+                        </td>
+                    </tr>
+                </tbody>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-view-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-top"
+                             class="hud-menu-button hover-active-button edrawings-icon edrawings-view-top-icon"
+                              title="Top">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-iso"
+                             class="hud-menu-button hover-active-button edrawings-view-iso-icon edrawings-icon"
+                             title="Isometric">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-view-left"
+                             class="hud-menu-button hover-active-button edrawings-view-left-icon edrawings-icon"
+                             title="Left">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-front"
+                             class="hud-menu-button hover-active-button edrawings-view-front-icon edrawings-icon"
+                             title="Front">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-right"
+                             class="hud-menu-button hover-active-button edrawings-view-right-icon edrawings-icon"
+                             title="Right">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-back"
+                             class="hud-menu-button hover-active-button edrawings-view-back-icon edrawings-icon"
+                             title="Back">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-bottom"
+                             class="hud-menu-button hover-active-button edrawings-view-bottom-icon edrawings-icon"
+                             title="Bottom">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-face-normal-button"
+                             class="hud-menu-button hover-active-button edrawings-view-face-normal-icon edrawings-icon edrawings-inactive"
+                             title="View from Selected Face">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+        <div id="edrawings-hud-shaded-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-full"
+                             class="hud-menu-button edrawings-shaded-icon edrawings-icon"
+                             title="Shaded With Edges">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-noedges"
+                             class="hud-menu-button edrawings-shaded-noedges-icon edraings-icon"
+                             title="Shaded">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrr"
+                             class="hud-menu-button edrawings-hlrr-icon edrawings-icon"
+                             title="Hidden Lines Removed">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrv"
+                             class="hud-menu-button edrawings-hlrv-icon edrawings-icon"
+                             title="Hidden Lines Visible">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-wireframe"
+                             class="hud-menu-button edrawings-wireframe-icon edrawings-icon"
+                             title="Wireframe">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-help-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <div id="edrawings-hud-help-close" class="edrawings-hud-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+            <div class="edrawings-help-grid">
+                <table class="edrawings-help-table">
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-refresh-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-leftmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-single-swipe-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-pan-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-rightmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-double-swipe-icon edrawings-icons edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoom-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-scrollmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-spread-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoomtofit-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-doubleclickmouse-icon edrawings-icon edrawingshelp-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-doubletap-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                </table>
+            </div>
+            <div id="edrawings-version"></div>
+        </div>
+
+        <div id="edrawings-configurations-menu" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+        <div id="edrawings-config-navigation" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+
+        <ul id="edrawings-shortcut-menu" class="edrawings-common-panel-props edrawings-ui-hide"></ul>
+
+        <div id="edrawings-dialog-panel" class="edrawings-dialog-panel">
+<div id="edrawings-dialog-panel-text">
+</div> 
+        </div>
+
+        <div id="viewerContainer">
+            <div id="edrawings-canvas"></div>
+        </div>
+
+        <div class="edrawings-ticker-wrapper edrawings-ui-hide">
+            <div class="edrawings-ticker"></div>
+        </div>
+    </div>
+
+    <div id="WaitBanner">
+        <div id="spin" class="edrawings-loading-spin">
+        </div>
+        <div class="edrawings-loading-logo-dark-text edrawings-logo-text-icon">
+        </div>
+    </div>
+
+    <div id="edrawings-file">
+    </div>
+
+    <div id="edrawings-fileopen-background" class="edrawings-ui-hide">
+    </div>
+
+    <div id="TimeoutBanner" class="edrawings-ui-hide"
+         style="margin-top: -65%">
+        <table style="width: 100%; height: 100%">
+            <tr style="vertical-align: central">
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+g=c.get("Guid");if(void 0!==g&&(this._topic.guid=g,this._topic.topicType=c.get("TopicType")||c.get("Status"),this._topic.topicStatus=c.get("TopicStatus")||c.get("VerbalStatus"),b=b.firstElementChild,null!==b))for(;null!==b;){var a=b.localName;if(null===a)break;c=this._getChildData(b);g=this._getElementAttributes(b);switch(a){case "BimSnippet":void 0===this._topic.bimSnippets&&(this._topic.bimSnippets=[]);a=c.get("Reference");var k=g.get("SnippetType");void 0!==a&&void 0!==k&&(a={snippetType:k,reference:a},
+g.get("isExternal")&&(a.isExternal="true"===g.get("isExternal")),c.get("ReferenceSchema")&&(a.referenceSchema=c.get("ReferenceSchema")),this._topic.bimSnippets.push(a));break;case "DocumentReference":void 0===this._topic.documentReferences&&(this._topic.documentReferences=[]);g={};c.get("Guid")&&(g.guid=c.get("Guid"));c.get("isExternal")&&(g.isExternal="true"===c.get("isExternal"));c.get("Description")&&(g.description=c.get("Description"));c.get("ReferencedDocument")&&(g.referencedDocument=c.get("ReferencedDocument"));
+this._topic.documentReferences.push(g);break;case "RelatedTopic":void 0===this._topic.relatedTopics&&(this._topic.relatedTopics=[]);c=c.get("Guid");void 0!==c&&this._topic.relatedTopics.push({guid:c});break;case "ReferenceLink":b.textContent&&(this._topic.referenceLink=b.textContent);break;case "Title":b.textContent&&(this._topic.title=b.textContent);break;case "Priority":b.textContent&&(this._topic.priority=b.textContent);break;case "Index":b.textContent&&(this._topic.index=parseInt(b.textContent,
+10));break;case "Labels":b.textContent&&(void 0===this._topic.labels&&(this._topic.labels=[]),this._topic.labels.push(b.textContent));break;case "CreationDate":b.textContent&&(this._topic.creationDate=new Date(b.textContent));break;case "CreationAuthor":b.textContent&&(this._topic.creationAuthor=b.textContent);break;case "ModifiedDate":b.textContent&&(this._topic.modifiedDate=new Date(b.textContent));break;case "ModifiedAuthor":b.textContent&&(this._topic.modifiedAuthor=b.textContent);break;case "DueDate":b.textContent&&
+(this._topic.dueDate=new Date(b.textContent));break;case "AssignedTo":b.textContent&&(this._topic.assignedTo=b.textContent);break;case "Description":b.textContent&&(this._topic.description=b.textContent);break;case "Stage":b.textContent&&(this._topic.stage=b.textContent)}b=b.nextElementSibling}};n.prototype._parseComment=function(b){var c=new Date,g="",a="",k,e=this._getElementAttributes(b).get("Guid");if(e){b=b.firstElementChild;if(null!==b)for(;null!==b;){var d=b.localName;if(null===d)break;switch(d){case "Date":b.textContent&&
+(c=new Date(b.textContent));break;case "Author":b.textContent&&(g=b.textContent);break;case "Comment":b.textContent&&(a=b.textContent);break;case "Viewpoint":var n=this._getElementAttributes(b).get("Guid");break;case "ModifiedDate":b.textContent&&(k=new Date(b.textContent));break;case "ModifiedAuthor":if(b.textContent)var f=b.textContent}b=b.nextElementSibling}c=new l(e,c,g,a,n,k,f);this._comments.set(e,c)}};n.prototype._parseViewpoint=function(b){var c=this._getElementAttributes(b).get("Guid");if(void 0!==
+c){var g=this._getChildData(b);b=g.get("Viewpoint");var a=g.get("Snapshot");g=g.get("Index");this.addViewpoint(c,b,a,g)}};n.prototype.addViewpoint=function(b,c,g,a){this._viewpoints.set(b,new k(b,c,g,a))};n.prototype._getChildData=function(b){var c=new Map;for(b=b.firstElementChild;null!==b;){var g=b.localName,a=null;null===b.firstElementChild&&(a=b.textContent);null!==g&&null!==a&&c.set(g,a);b=b.nextElementSibling}return c};n.prototype._getElementAttributes=function(b){b=b.attributes;for(var c=new Map,
+g=0;g<b.length;++g){var a=b[g];c.set(a.name,a.value)}return c};return n}();d.BCFMarkup=n})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e){this._filename=a;this._data=e}d.createFromImage=function(a,e){e=d.snapshotDataFromImage(e);return new d(a,e)};d.prototype.getFilename=function(){return this._filename};d.prototype.getData=function(){return this._data};d.prototype.getUrl=function(){var a=new Blob([this._data],{type:"image/png"});return URL.createObjectURL(a,{oneTimeOnly:!0})};d.snapshotDataFromImage=function(a){return d._convertDataURIToBinary(a.src)};d._convertDataURIToBinary=function(a){var e=
+a.indexOf(";base64,")+8;a=window.atob(a.substring(e));e=new Uint8Array(a.length);for(var c=0;c<a.length;c++){var b=a[c].charCodeAt(0);e[c]=b}return e};return d}();d.BCFSnapshot=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){this._viewpointMap=new Map;this._snapshotMap=new Map;this._viewer=b;this._topicId=c;this._bcfDataId=a;this._bcfFilename=e}f.createTopic=function(a,e,c,b,g){void 0===g&&(g=null);return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p,q,h,u,t;return __generator(this,function(r){switch(r.label){case 0:return k=d.UUID.create(),l=new f(e,c,k,a),n=l.addMarkup("markup.bcf",null),n.setTopicTitle(b),m="viewpoint.bcfv",[4,d.BCFViewpoint.createViewpoint(a,
+m,g)];case 1:return p=r.sent(),l.setViewpoint(m,p),q="snapshot.png",(u=null!==g?g.getSnapshotImage():null)?[3,3]:[4,a.takeSnapshot()];case 2:u=r.sent(),r.label=3;case 3:return h=u,t=d.BCFSnapshot.createFromImage(q,h),l.setSnapshot(q,t),[2,l]}})})};f.prototype.getTopicId=function(){return this._topicId};f.prototype.addMarkup=function(a,e){return this._markup=new d.BCFMarkup(a,e,this)};f.prototype.getMarkup=function(){return this._markup};f.prototype.addViewpoint=function(a,e,c,b,g){e=new d.BCFViewpoint(a,
+e,c,b,g,this._viewer);this.setViewpoint(a,e);return e};f.prototype.setViewpoint=function(a,e){this._viewpointMap.set(a,e)};f.prototype.getViewpointMap=function(){return this._viewpointMap};f.prototype.getViewpoint=function(a){return this._viewpointMap.get(a)||null};f.prototype.addSnapshot=function(a,e){e=new d.BCFSnapshot(a,e);this.setSnapshot(a,e)};f.prototype.setSnapshot=function(a,e){this._snapshotMap.set(a,e)};f.prototype.getSnapshotMap=function(){return this._snapshotMap};f.prototype.getSnapshot=
+function(a){return this._snapshotMap.get(this._massageSnapshotFilename(a))||null};f.prototype._massageSnapshotFilename=function(a){if("viewpoint.bcfv"===a)return"snapshot.png";var e=a.split(".");return"bcfv"===e[1]?e[0]+".png":a};return f}();d.BCFTopic=h})(Communicator||(Communicator={}));
+(function(d){function h(b){return b?"true":"false"}function f(b,c){b=b.createElement("Component");b.setAttribute("IfcGuid",c.ifcGuid);c.originatingSystem&&b.setAttribute("OriginatingSystem",c.originatingSystem);c.authoringToolId&&b.setAttribute("AuthoringToolId",c.authoringToolId);return b}function a(b){return 1===b.length?"0"+b:b}function e(b,c){c=c?a(Math.round(c).toString(16)):"";var g=a(Math.round(b.r).toString(16)),k=a(Math.round(b.g).toString(16));b=a(Math.round(b.b).toString(16));return""+
+c+g+k+b}function c(b,c,a){var g=b.createElement("X"),k=b.createElement("Y");b=b.createElement("Z");g.innerHTML=a.x.toString();k.innerHTML=a.y.toString();b.innerHTML=a.z.toString();c.appendChild(g);c.appendChild(k);c.appendChild(b)}var b=function(){function b(b,c,g,a,e,f){this._version=d.BCFVersion.Unknown;this._components={};this._lines=[];this._clippingPlanes=[];this._viewer=f;this._filename=b;this._version=g;this._modelBounding=a;this._unitScale=1E3/e;this._parseDocument(c)}b.createViewpoint=function(c,
+g,a){void 0===a&&(a=null);return __awaiter(this,void 0,void 0,function(){var k,e,l,n,f,h,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:return k=function(b){var c=[];b.forEach(function(b){for(var g=null;null!==b&&null===g;)g=e.getNodeGenericId(b),b=e.getNodeParent(b);null!==g&&c.push(g)});return c},e=c.model,l=e.getAbsoluteRootNode(),[4,c.model.getVisibilityState(l)];case 1:return n=m.sent(),[4,e.getNodeColorMap(l,d.ElementType.Faces)];case 2:return f=m.sent(),[4,e.getModelBounding(!0,
+!1)];case 3:return h=m.sent(),v=e.getNodeUnitMultiplier(l),w=new b(g,null,d.BCFVersion.v2_1,h,v,c),w.setDefaultVisibility(n.defaultVisibility),z=n.visibilityExceptions,x=[],z.forEach(function(b){x.push(b)}),y=k(x),w.setVisibilityExceptions(y),A=c.selectionManager.getResults(),B=A.map(function(b){return b.getNodeId()}),D=k(B),w.setSelection(D),C=new Map,0<f.size&&f.forEach(function(b,c){c=e.getNodeGenericId(c);if(null!==c){var g=C.get(b);void 0===g&&(g=new Set,C.set(b,g));g.add(c)}}),w.setColors(C),
+w.setCamera(c.view.getCamera()),null!==a&&(E=b._markupRedlineToBcf(a.getMarkup(),c.view),w.setLines(E)),[2,w]}})})};b._markupRedlineToBcf=function(b,c){var g=function(b){b=c.projectPoint(b);return c.unprojectPoint(d.Point2.fromPoint3(b),0)},a=function(b,c,g){for(var a=2*Math.PI/g,k=[],e=0;e<=g;e++){var l=e*a;k.push(new d.Point2(b.x+Math.cos(l)*c,b.y+Math.sin(l)*c))}return k},k=function(b){for(var c=0;c<b.length-1;++c){var g=b[c],a=b[c+1];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],
+l.push(g))}},e=function(b){for(var c=0;c<b.length;++c){var g=b[c],a=b[(c+1)%b.length];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],l.push(g))}},l=[];b.forEach(function(b){if(b instanceof d.Markup.Redline.RedlinePolyline){var l=b.getPoints().map(g);k(l)}else if(b instanceof d.Markup.Redline.RedlineCircle){l=b.getCenter();var n=b.getRadiusPoint();b=d.Point2.fromPoint3(c.projectPoint(l));l=d.Point2.fromPoint3(c.projectPoint(n));l=d.Point2.subtract(l,b).length();l=a(b,l,40).map(function(b){return c.unprojectPoint(b,
+0)});e(l)}else b instanceof d.Markup.Redline.RedlineRectangle&&(l=b.getPoint1(),n=b.getPoint2(),b=d.Point2.fromPoint3(c.projectPoint(l)),n=d.Point2.fromPoint3(c.projectPoint(n)),l=[],l.push(c.unprojectPoint(b,0)),l.push(c.unprojectPoint(new d.Point2(b.x,n.y),0)),l.push(c.unprojectPoint(n,0)),l.push(c.unprojectPoint(new d.Point2(n.x,b.y),0)),e(l))});return l};b.prototype._parseDocument=function(b){if(null!==b){b=b.documentElement;var c=b.attributes.getNamedItem("Guid");null!==c&&(this._viewpointGuid=
+c.value);for(b=b.firstElementChild;null!==b;){c=b.localName;if(null===c)break;switch(c){case "Components":this._version>=d.BCFVersion.v2_1?this._parseComponents(b):this._parseComponentsV2_0(b);break;case "OrthogonalCamera":this._parseOrthogonalCamera(b);break;case "PerspectiveCamera":this._parsePerspectiveCamera(b);break;case "Lines":this._parseLines(b);break;case "ClippingPlanes":this._parseClippingPlanes(b)}b=b.nextElementSibling}}};b.prototype._exportComponents=function(b){var c=b.createElement("Components"),
+g=b.createElement("ViewSetupHints"),a=this._components.viewSetupHints;a&&(c.setAttribute("SpacesVisible",h(a.spacesVisible)),c.setAttribute("SpaceBoundariesVisible",h(a.spaceBoundariesVisible)),c.setAttribute("OpeningsVisible",h(a.openingsVisible)));c.appendChild(g);var k=b.createElement("Selection");(g=this._components.selection)&&g.forEach(function(c){k.appendChild(f(b,c))});c.appendChild(k);g=b.createElement("Visibility");a=this._components.defaultVisibility;var d=this._components.visibilityExceptions;
+if(void 0!==a&&void 0!==d){g.setAttribute("DefaultVisibility",h(a));var r=b.createElement("Exceptions");d.forEach(function(c){r.appendChild(f(b,c))});g.appendChild(r)}c.appendChild(g);var u=b.createElement("Coloring");(g=this._components.coloring)&&g.forEach(function(c){var g=b.createElement("Color");g.setAttribute("Color",e(c.color,c.alpha));c.components.forEach(function(c){g.appendChild(f(b,c))});u.appendChild(g)});c.appendChild(u);return c};b.prototype._exportOrthogonalCamera=function(b,g){var a=
+b.createElement("OrthogonalCamera"),k=b.createElement("CameraViewPoint"),e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("ViewToWorldScale");b.innerHTML=g.viewToWorldScale.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportPerspectiveCamera=function(b,g){var a=b.createElement("PerspectiveCamera"),k=b.createElement("CameraViewPoint"),
+e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("FieldOfView");b.innerHTML=g.fieldOfView.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportLines=function(b){var g=b.createElement("Lines");this._lines.forEach(function(a){var k=b.createElement("Line"),e=b.createElement("StartPoint"),d=b.createElement("EndPoint");c(b,e,a.startPoint);
+c(b,d,a.endPoint);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype._exportClippingPlanes=function(b){var g=b.createElement("ClippingPlanes");this._clippingPlanes.forEach(function(a){var k=b.createElement("ClippingPlane"),e=b.createElement("Location"),d=b.createElement("Direction");c(b,e,a.location);c(b,d,a.direction);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype.export=function(){var b=document.implementation.createDocument("","",null),c=b.createElement("VisualizationInfo");
+c.appendChild(this._exportComponents(b));void 0!==this._viewpointGuid&&c.setAttribute("Guid",this._viewpointGuid);this._orthogonalCamera?c.appendChild(this._exportOrthogonalCamera(b,this._orthogonalCamera)):this._perspectiveCamera&&c.appendChild(this._exportPerspectiveCamera(b,this._perspectiveCamera));0<this._lines.length&&c.appendChild(this._exportLines(b));0<this._clippingPlanes.length&&c.appendChild(this._exportClippingPlanes(b));b.appendChild(c);return b};b.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._activateCamera(),[4,this._activateComponentsVisibility()];case 1:return b.sent(),[4,this._activateMarkup()];case 2:return b.sent(),[4,this._activateCuttingPlanes()];case 3:return b.sent(),this._activateSelected(),[4,this._activateColors()];case 4:return b.sent(),[2]}})})};b.prototype._activateCamera=function(){var b=this.getCamera();null!==b&&this._viewer.view.setCamera(b,800)};b.prototype._activateComponentsVisibility=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,c=this._getDefaultVisibility(),g=b.getNodeIdsByGenericIds(this.getVisibilityExceptions()),g.length?[4,b.setNodesVisibility([-2],c)]:[3,3];case 1:return a.sent(),[4,b.setNodesVisibility(g,!c)];case 2:return a.sent(),[3,5];case 3:return[4,b.reset()];case 4:a.sent(),a.label=5;case 5:return[2]}})})};b.prototype._activateMarkup=function(){return __awaiter(this,
+void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.lineManager,[4,b.removeAllLines()];case 1:k.sent();c=[];for(g=0;g<this._lines.length;++g)a=this._lines[g],e=new d.Markup.Line.LineMarkup(this._viewer,a.startPoint.copy().scale(1E3),a.endPoint.copy().scale(1E3)),c.push(b.addLine(e));return[4,Promise.all(c)];case 2:return k.sent(),[2]}})})};b.prototype._activateCuttingPlanes=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,a,e,f,h,u,t,v;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.getModelBounding(!0,!1)];case 1:return c=k.sent(),g=this._viewer.cuttingManager,[4,g.deactivateCuttingSections(!0)];case 2:k.sent(),a=0,k.label=3;case 3:if(!(a<this._clippingPlanes.length))return[3,7];e=g.getCuttingSection(a);return[4,e.clear()];case 4:return k.sent(),f=this._clippingPlanes[a],h=f.location.copy().scale(1E3),u=f.direction.normalize(),t=d.Plane.createFromPointAndNormal(h,u),
+v=g.createReferenceGeometryFromFaceNormal(u,h,c),[4,e.addPlane(t,v)];case 5:k.sent(),k.label=6;case 6:return++a,[3,3];case 7:return[4,g.activateCuttingSections()];case 8:return k.sent(),[2]}})})};b.prototype._activateSelected=function(){var b=this._getGenericIdsFromComponents(this._components.selection);if(b){b=this._viewer.model.getNodeIdsByGenericIds(b);this._viewer.selectionManager.clear();for(var c=0;c<b.length;++c)this._viewer.selectionManager.selectNode(b[c],d.SelectionMode.Add)}};b.prototype._activateColors=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.resetNodesColor()];case 1:k.sent();if(void 0===this._components.coloring)return[3,3];c=new Map;g=function(g){var k=a._components.coloring[g];g=a._getGenericIdsFromComponents(k.components);b.getNodeIdsByGenericIds(g).forEach(function(b){c.set(b,k.color)})};a=this;for(e=0;e<this._components.coloring.length;++e)g(e);return[4,this._viewer.model.setNodesColors(c)];
+case 2:k.sent(),k.label=3;case 3:return[2]}})})};b.prototype.getFilename=function(){return this._filename};b.prototype.getViewpointGuid=function(){return this._viewpointGuid||null};b.prototype._fromBCFPerspectiveCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Perspective);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);
+b=d.Util.degreesToRadians(b.fieldOfView);b=Math.tan(b/2);b*=2*d.Point3.subtract(g.getTarget(),g.getPosition()).length();g.setWidth(b);g.setHeight(b);return g};b.prototype._fromBCFOrthogonalCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Orthographic);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);b=b.viewToWorldScale*this._unitScale*
+2;g.setWidth(b);g.setHeight(b);return g};b.prototype.getCamera=function(){var b=this._modelBounding.extents().length();return this._perspectiveCamera?this._fromBCFPerspectiveCamera(this._perspectiveCamera,b/40):this._orthogonalCamera?this._fromBCFOrthogonalCamera(this._orthogonalCamera,b):null};b.prototype.setCamera=function(b){b.getProjection()===d.Projection.Perspective?(this._perspectiveCamera=this._toBCFPerspectiveCamera(b),this._orthogonalCamera=void 0):(this._orthogonalCamera=this._toBCFOrthogonalCamera(b),
+this._perspectiveCamera=void 0)};b.prototype._toBCFOrthogonalCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/this._unitScale);b=b.getWidth()/(2*this._unitScale);return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,viewToWorldScale:b}};b.prototype._toBCFPerspectiveCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/
+this._unitScale);var k=b.getWidth();b=d.Point3.subtract(b.getTarget(),b.getPosition()).length();b=d.Util.radiansToDegrees(2*Math.atan(k/(2*b)));return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,fieldOfView:b}};b.prototype.setDefaultVisibility=function(b){this._components.defaultVisibility=b};b.prototype._getDefaultVisibility=function(){return void 0!==this._components.defaultVisibility?this._components.defaultVisibility:!0};b.prototype.setVisibilityExceptions=function(b){b=b.map(function(b){return{ifcGuid:b}});
+this._components.visibilityExceptions=b};b.prototype.getVisibilityExceptions=function(){return this._getGenericIdsFromComponents(this._components.visibilityExceptions)};b.prototype.setColors=function(b){var c=[];b.forEach(function(b,g){var a=[];b.forEach(function(b){a.push({ifcGuid:b})});c.push({color:g,components:a})});this._components.coloring=c};b.prototype.getColors=function(){var b=new Map,c=this._components.coloring;void 0!==c&&c.forEach(function(c){var g=c.color.copy(),a=new Set;c.components.map(function(b){a.add(b.ifcGuid)});
+b.set(g,a)});return b};b.prototype.setLines=function(b){var c=this;this._lines=[];b.forEach(function(b){b={startPoint:b[0].copy(),endPoint:b[1].copy()};c._lines.push(b)})};b.prototype.getLines=function(){var b=[];this._lines.forEach(function(c){b.push([c.startPoint.copy(),c.endPoint.copy()])});return b};b.prototype.setClippingPlanes=function(b){var c=this;this._clippingPlanes=[];b.forEach(function(b){b={location:b[0].copy(),direction:b[1].copy()};c._clippingPlanes.push(b)})};b.prototype.getClippingPlanes=
+function(){var b=[];this._clippingPlanes.forEach(function(c){b.push([c.location.copy(),c.direction.copy()])});return b};b.prototype.setSelection=function(b){b=b.map(function(b){return{ifcGuid:b}});this._components.selection=b};b.prototype.getSelection=function(){var b=[],c=this._components.selection;void 0!==c&&c.forEach(function(c){b.push(c.ifcGuid)});return b};b.prototype._getGenericIdsFromComponents=function(b){if(!b)return[];for(var c=[],g=0;g<b.length;++g)c.push(b[g].ifcGuid);return c};b.prototype._parseComponentsV2_0=
+function(b){console.assert(this._version<=d.BCFVersion.v2_0);var c=[],g=[],a=[],k=!0;for(b=b.firstElementChild;null!==b;){var e=b.localName;if(null===e)break;switch(e){case "Component":var f=b.attributes,h=f.getNamedItem("IfcGuid");e=f.getNamedItem("Selected");var t=f.getNamedItem("Visible");f=f.getNamedItem("Color");null!==h&&h.value&&(h={ifcGuid:h.value},null!==e&&"true"===e.value&&c.push(h),k=!1,null!==t&&"false"===t.value||g.push(h),null!==f&&f.value&&a.push(this._colorFromArgb(f.value,[h])))}b=
+b.nextElementSibling}this._components={defaultVisibility:k,selection:c,visibilityExceptions:g,coloring:a}};b.prototype._parseComponents=function(b){console.assert(this._version>=d.BCFVersion.v2_1);b=b.firstElementChild;for(var c={spacesVisible:!1,spaceBoundariesVisible:!1,openingsVisible:!1},g=[],a=!0,k=[],e=[];null!==b;){var f=b.localName;if(null===f)break;var h=b.attributes;switch(f){case "ViewSetupHints":f=h.getNamedItem("SpacesVisible");var t=h.getNamedItem("SpaceBoundariesVisible");h=h.getNamedItem("OpeningsVisible");
+null!==f&&(c.spacesVisible="true"===f.value);null!==t&&(c.spaceBoundariesVisible="true"===t.value);null!==h&&(c.openingsVisible="true"===h.value);break;case "Selection":g=this._getComponents(b);break;case "Visibility":(h=h.getNamedItem("DefaultVisibility"))&&(a="true"===h.value);h=b.firstElementChild;null!==h&&(k=this._getComponents(h));break;case "Coloring":e=this._getColoring(b)}b=b.nextElementSibling}this._components={viewSetupHints:c,selection:g,defaultVisibility:a,visibilityExceptions:k,coloring:e}};
+b.prototype._getCameraData=function(b){var c=[];for(b=b.firstElementChild;null!==b;)switch(b.nodeName){case "FieldOfView":case "ViewToWorldScale":b=b.textContent;null!==b&&c.push(parseFloat(b));b=null;break;default:c.push(this._getPoint(b)),b=b.nextElementSibling}return c};b.prototype._parseOrthogonalCamera=function(b){b=this._getCameraData(b);4===b.length&&(this._orthogonalCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],viewToWorldScale:b[3]})};b.prototype._parsePerspectiveCamera=
+function(b){b=this._getCameraData(b);4===b.length&&(this._perspectiveCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],fieldOfView:b[3]})};b.prototype._parseLines=function(b){for(b=b.firstElementChild;null!==b;)this._lines.push(this._getLine(b)),b=b.nextElementSibling};b.prototype._parseClippingPlanes=function(b){for(b=b.firstElementChild;null!==b;)this._clippingPlanes.push(this._getClippingPlane(b)),b=b.nextElementSibling};b.prototype._getClippingPlane=function(b){b=b.firstElementChild;
+var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{location:c,direction:g}};b.prototype._getLine=function(b){b=b.firstElementChild;var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{startPoint:c,endPoint:g}};b.prototype._getPoint=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.firstChild;null!==g&&c.push(parseFloat(g.wholeText));
+b=b.nextElementSibling}console.assert(3===c.length);return new d.Point3(c[0],c[1],c[2])};b.prototype._colorFromArgb=function(b,c){c={color:d.Color.black(),components:c};for(var g=[],a=0;a<b.length;a+=2){var k=b.substr(a,2);g.push(parseInt(k,16))}3===g.length?c.color.set(g[0],g[1],g[2]):4===g.length&&(c.alpha=g[0],c.color.set(g[1],g[2],g[3]));return c};b.prototype._getColoring=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes.getNamedItem("Color"),a=this._getComponents(b);
+g&&a.length&&c.push(this._colorFromArgb(g.value,a));b=b.nextElementSibling}return c};b.prototype._getComponents=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes,a=g.getNamedItem("IfcGuid"),k=g.getNamedItem("OriginatingSystem");g=g.getNamedItem("AuthoringToolId");null!==a&&(a={ifcGuid:a.value},null!==k&&(a.originatingSystem=k.value),null!==g&&(a.authoringToolId=g.value),c.push(a));b=b.nextElementSibling}return c};return b}();d.BCFViewpoint=b})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){function d(a,e,c){this.x=a;this.y=e;this.z=c}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;return this};d.prototype.set=function(a,e,c){this.x=a;this.y=e;this.z=c;return this};d.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z};d.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;this.z+=a.z;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=
+a.y;this.z-=a.z;return this};d.prototype.copy=function(){return new d(this.x,this.y,this.z)};d.fromJson=function(a){return new d(a.x,a.y,a.z)};d.construct=function(a){return d.fromJson(a)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y,z:this.z}};d.prototype.forJson=function(){return this.toJson()};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z};d.prototype.equalsWithTolerance=function(a,e){return this.x-
+a.x<e&&this.x-a.x>-e&&this.y-a.y<e&&this.y-a.y>-e&&this.z-a.z<e&&this.z-a.z>-e};d.prototype.isAxis=function(){return 1===Math.abs(this.x)&&0===this.y&&0===this.z||0===this.x&&1===Math.abs(this.y)&&0===this.z||0===this.x&&0===this.y&&1===Math.abs(this.z)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y+this.z*this.z};d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;return this};d.prototype.normalize=
+function(){return this.scale(1/this.length())};d.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;return this};d.zero=function(){return new d(0,0,0)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y,a.z+e.z)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y,a.z-e.z)};d.dot=function(a,e){return a.x*e.x+a.y*e.y+a.z*e.z};d.cross=function(a,e){return new d(a.y*e.z-a.z*e.y,a.z*e.x-a.x*e.z,a.x*e.y-a.y*e.x)};d.distance=function(a,e){return d.subtract(e,a).length()};d.scale=function(a,
+e){return a.copy().scale(e)};d.createFromArray=function(a){return new d(a[0],a[1],a[2])};return d}();d.Point3=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.loadIdentity()}f.prototype.loadIdentity=function(){this.m=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];return this};f.prototype.isIdentity=function(){var a=this.m;return 1===a[0]&&0===a[1]&&0===a[2]&&0===a[3]&&0===a[4]&&1===a[5]&&0===a[6]&&0===a[7]&&0===a[8]&&0===a[9]&&1===a[10]&&0===a[11]&&0===a[12]&&0===a[13]&&0===a[14]&&1===a[15]};f.prototype.equals=function(a){for(var e=0;16>e;++e)if(this.m[e]!==a.m[e])return!1;return!0};f.prototype.equalsWithTolerance=function(a,
+e){e=Math.abs(e);for(var c=0;16>c;++c)if(Math.abs(this.m[c]-a.m[c])>e)return!1;return!0};f.prototype.setScaleComponent=function(a,e,c){this.m[0]=a;this.m[5]=e;this.m[10]=c;return this};f.prototype.setTranslationComponent=function(a,e,c){this.m[12]=a;this.m[13]=e;this.m[14]=c;return this};f.prototype.copy=function(){var a=new f;a.m=this.m.slice();return a};f.prototype.assign=function(a){for(var e=0;e<a.m.length;e++)this.m[e]=a.m[e];return this};f.prototype.scale=function(a){for(var e=0;16>e;e++)this.m[e]*=
+a;return this};f.prototype.transform=function(a,e){if(void 0===e)return e=d.Point3.zero(),this.transform(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12],a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13],a.x*this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14])};f.prototype.transform4=function(a,e){if(void 0===e)return e=d.Point4.zero(),this.transform4(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12]*a.w,a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13]*a.w,a.x*
+this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14]*a.w,a.x*this.m[3]+a.y*this.m[7]+a.z*this.m[11]+this.m[15]*a.w)};f.prototype.transformArray=function(a,e){for(var c=0;c<a.length;c++){var b=a[c];b=new d.Point3(b.x*this.m[0]+b.y*this.m[4]+b.z*this.m[8]+this.m[12],b.x*this.m[1]+b.y*this.m[5]+b.z*this.m[9]+this.m[13],b.x*this.m[2]+b.y*this.m[6]+b.z*this.m[10]+this.m[14]);e[c]=b}};f.prototype.transformBox=function(a){if(a.isDegenerate())return d.Box.invalid();a=a.getCorners();for(var e=0;e<a.length;e++){var c=
+a[e];this.transform(c,c)}e=new d.Box(a[0],a[0]);for(var b=1;b<a.length;++b)c=a[b],e.addPoint(c);return e};f.prototype.transpose=function(){var a=this.m[1];this.m[1]=this.m[4];this.m[4]=a;a=this.m[2];this.m[2]=this.m[8];this.m[8]=a;a=this.m[3];this.m[3]=this.m[12];this.m[12]=a;a=this.m[6];this.m[6]=this.m[9];this.m[9]=a;a=this.m[7];this.m[7]=this.m[13];this.m[13]=a;a=this.m[11];this.m[11]=this.m[14];this.m[14]=a;return this};f.createFromArray=function(a){var e=new f;e.m=a.slice();return e};f.createFromOffAxisRotation=
+function(a,e){var c=Math.PI/180*e;e=Math.sin(c);c=Math.cos(c);var b=new f;a=a.copy().normalize();var g=1-c,k=g*a.x*a.y,d=g*a.x*a.z,n=g*a.y*a.z;b.m[0]=g*a.x*a.x+c;b.m[1]=e*a.z+k;b.m[2]=d-e*a.y;b.m[3]=0;b.m[4]=k-e*a.z;b.m[5]=g*a.y*a.y+c;b.m[6]=e*a.x+n;b.m[7]=0;b.m[8]=e*a.y+d;b.m[9]=n-e*a.x;b.m[10]=g*a.z*a.z+c;b.m[11]=0;b.m[12]=0;b.m[13]=0;b.m[14]=0;b.m[15]=1;return b};f.createFromBasis=function(a,e,c){var b=new f;b.m[0]=a.x;b.m[1]=a.y;b.m[2]=a.z;b.m[4]=e.x;b.m[5]=e.y;b.m[6]=e.z;b.m[8]=c.x;b.m[9]=c.y;
+b.m[10]=c.z;return b};f.multiply=function(a,e){var c=new f;c.m[0]=a.m[0]*e.m[0]+a.m[1]*e.m[4]+a.m[2]*e.m[8]+a.m[3]*e.m[12];c.m[1]=a.m[0]*e.m[1]+a.m[1]*e.m[5]+a.m[2]*e.m[9]+a.m[3]*e.m[13];c.m[2]=a.m[0]*e.m[2]+a.m[1]*e.m[6]+a.m[2]*e.m[10]+a.m[3]*e.m[14];c.m[3]=a.m[0]*e.m[3]+a.m[1]*e.m[7]+a.m[2]*e.m[11]+a.m[3]*e.m[15];c.m[4]=a.m[4]*e.m[0]+a.m[5]*e.m[4]+a.m[6]*e.m[8]+a.m[7]*e.m[12];c.m[5]=a.m[4]*e.m[1]+a.m[5]*e.m[5]+a.m[6]*e.m[9]+a.m[7]*e.m[13];c.m[6]=a.m[4]*e.m[2]+a.m[5]*e.m[6]+a.m[6]*e.m[10]+a.m[7]*
+e.m[14];c.m[7]=a.m[4]*e.m[3]+a.m[5]*e.m[7]+a.m[6]*e.m[11]+a.m[7]*e.m[15];c.m[8]=a.m[8]*e.m[0]+a.m[9]*e.m[4]+a.m[10]*e.m[8]+a.m[11]*e.m[12];c.m[9]=a.m[8]*e.m[1]+a.m[9]*e.m[5]+a.m[10]*e.m[9]+a.m[11]*e.m[13];c.m[10]=a.m[8]*e.m[2]+a.m[9]*e.m[6]+a.m[10]*e.m[10]+a.m[11]*e.m[14];c.m[11]=a.m[8]*e.m[3]+a.m[9]*e.m[7]+a.m[10]*e.m[11]+a.m[11]*e.m[15];c.m[12]=a.m[12]*e.m[0]+a.m[13]*e.m[4]+a.m[14]*e.m[8]+a.m[15]*e.m[12];c.m[13]=a.m[12]*e.m[1]+a.m[13]*e.m[5]+a.m[14]*e.m[9]+a.m[15]*e.m[13];c.m[14]=a.m[12]*e.m[2]+
+a.m[13]*e.m[6]+a.m[14]*e.m[10]+a.m[15]*e.m[14];c.m[15]=a.m[12]*e.m[3]+a.m[13]*e.m[7]+a.m[14]*e.m[11]+a.m[15]*e.m[15];return c};f.prototype.inverseAndDeterminant=function(){var a=this.m[4]*this.m[9]-this.m[5]*this.m[8],e=this.m[4]*this.m[10]-this.m[6]*this.m[8],c=this.m[4]*this.m[11]-this.m[7]*this.m[8],b=this.m[4]*this.m[13]-this.m[5]*this.m[12],g=this.m[4]*this.m[14]-this.m[6]*this.m[12],k=this.m[4]*this.m[15]-this.m[7]*this.m[12],d=this.m[5]*this.m[10]-this.m[6]*this.m[9],n=this.m[5]*this.m[11]-
+this.m[7]*this.m[9],m=this.m[5]*this.m[14]-this.m[6]*this.m[13],p=this.m[5]*this.m[15]-this.m[7]*this.m[13],h=this.m[6]*this.m[11]-this.m[7]*this.m[10],r=this.m[6]*this.m[15]-this.m[7]*this.m[14],u=this.m[8]*this.m[13]-this.m[9]*this.m[12],t=this.m[8]*this.m[14]-this.m[10]*this.m[12],v=this.m[8]*this.m[15]-this.m[11]*this.m[12],w=this.m[9]*this.m[14]-this.m[10]*this.m[13],z=this.m[9]*this.m[15]-this.m[11]*this.m[13],x=this.m[10]*this.m[15]-this.m[11]*this.m[14],y=new f;y.m[0]=this.m[5]*x-this.m[6]*
+z+this.m[7]*w;y.m[1]=this.m[2]*z-this.m[3]*w-this.m[1]*x;y.m[2]=this.m[1]*r-this.m[2]*p+this.m[3]*m;y.m[3]=this.m[2]*n-this.m[3]*d-this.m[1]*h;y.m[4]=this.m[6]*v-this.m[7]*t-this.m[4]*x;y.m[5]=this.m[0]*x-this.m[2]*v+this.m[3]*t;y.m[6]=this.m[2]*k-this.m[3]*g-this.m[0]*r;y.m[7]=this.m[0]*h-this.m[2]*c+this.m[3]*e;y.m[8]=this.m[4]*z-this.m[5]*v+this.m[7]*u;y.m[9]=this.m[1]*v-this.m[3]*u-this.m[0]*z;y.m[10]=this.m[0]*p-this.m[1]*k+this.m[3]*b;y.m[11]=this.m[1]*c-this.m[3]*a-this.m[0]*n;y.m[12]=this.m[5]*
+t-this.m[6]*u-this.m[4]*w;y.m[13]=this.m[0]*w-this.m[1]*t+this.m[2]*u;y.m[14]=this.m[1]*g-this.m[2]*b-this.m[0]*m;y.m[15]=this.m[0]*d-this.m[1]*e+this.m[2]*a;a=this.m[0]*y.m[0]-this.m[1]*-y.m[4]+this.m[2]*y.m[8]-this.m[3]*-y.m[12];if(0===a)return[null,0];y.scale(1/a);return[y,a]};f.inverse=function(a){return a.inverseAndDeterminant()[0]};f.prototype.upperLeft3x3Determinant=function(){return this.m[0]*(this.m[5]*this.m[10]-this.m[9]*this.m[6])-this.m[4]*(this.m[1]*this.m[10]-this.m[9]*this.m[2])+this.m[8]*
+(this.m[1]*this.m[6]-this.m[5]*this.m[2])};f.prototype.normalMatrix=function(){var a=this.copy().setTranslationComponent(0,0,0).inverseAndDeterminant()[0];return a?a.transpose():null};f.prototype.toJson=function(){return this.m.slice()};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){return f.createFromArray(a)};f.construct=function(a){return f.fromJson(a)};f.toMatrix12=function(a){return[a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10],a[12],a[13],a[14]]};f.xAxisRotation=
+function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[5]=a;e.m[6]=-c;e.m[9]=c;e.m[10]=a;return e};f.yAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[2]=c;e.m[8]=-c;e.m[10]=a;return e};f.zAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[1]=-c;e.m[4]=c;e.m[5]=a;return e};return f}();d.Matrix=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e,c){this.r=a;this.g=e;this.b=c}d.prototype.assign=function(a){this.set(a.r,a.g,a.b);return this};d.prototype.copy=function(){return new d(this.r,this.g,this.b)};d.prototype.equals=function(a){return this.r===a.r&&this.g===a.g&&this.b===a.b};d.prototype.set=function(a,e,c){this.r=a;this.g=e;this.b=c};d.prototype.setFromFloat=function(a,e,c){this.r=Math.round(255*a);this.g=Math.round(255*e);this.b=Math.round(255*c)};d.prototype.fromFloatArray=function(a){return this.setFromFloat(a[0],
+a[1],a[2])};d.prototype.getFloatArray=function(){return[this.r/255,this.g/255,this.b/255]};d.prototype.toFloatArray=function(a){a[0]=this.r/255;a[1]=this.g/255;a[2]=this.b/255};d.fromJson=function(a){return new d(a.r,a.g,a.b)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{r:this.r,g:this.g,b:this.b}};d.prototype.forJson=function(){return this.toJson()};d.createFromFloat=function(a,e,c){var b=d.black();b.setFromFloat(a,e,c);return b};d.createFromFloatArray=
+function(a){var e=d.black();e.fromFloatArray(a);return e};d.red=function(){return new d(255,0,0)};d.green=function(){return new d(0,255,0)};d.blue=function(){return new d(0,0,255)};d.yellow=function(){return new d(255,255,0)};d.white=function(){return new d(255,255,255)};d.black=function(){return new d(0,0,0)};return d}();d.Color=h;h=function(){return function(d,a){this.top=d;this.bottom=a}}();d.VerticalGradient=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.LowerLeftCorner;this._instanceKeys=[];this._firstAttachment=this._enabled=!1;this._sceneReadyCompleted=d.Util.OpenPromise.create();this._geometryCreated=!1;this._viewer=a;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,
+void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._createViewport(),this._updateVisibility(),[4,this._createGeometry()];case 1:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){var c,b,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();c=this._viewer.model;b=0;for(g=this._instanceKeys;b<g.length;b++)a=
+g[b],e=c._getNodeFromInstanceInc(!0,0,a,!0),c._preventNodeDeletion(e);return[2]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.AxisTriad&&e._onViewportSet()}})}f.prototype.setAxisColor=function(a,
+e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();switch(a){case d.Axis.X:c=this._instanceKeys[0];b=this._instanceKeys[3];break;case d.Axis.Y:c=this._instanceKeys[1];b=this._instanceKeys[4];break;case d.Axis.Z:c=this._instanceKeys[2];b=this._instanceKeys[5];break;default:return[2]}g=this._getScEngine();g.setPartColor([0,c],d.ElementType.Faces,e);g.setPartColor([0,b],d.ElementType.Lines,
+e);return[2]}})})};f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(e){switch(e.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return e.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();return Promise.resolve()};
+f.prototype._updateVisibility=function(){this._enabled&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.AxisTriad};f.prototype._updateViewport=
+function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.AxisTriad,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(f._fieldSize);e.setHeight(f._fieldSize);
+e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.AxisTriad,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.AxisTriad),c=a._getViewportSize(d.BuiltinOverlayIndex.AxisTriad);a=a.getViewportAnchor(d.BuiltinOverlayIndex.AxisTriad);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,
+e,c,b,g,k,l;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=[this._createAxis(f._xRotMatrix,0,f._xColor),this._createAxis(f._yRotMatrix,1,f._yColor),this._createAxis(f._zRotMatrix,2,f._zColor),this._createAxisLabel(d.Axis.X,f._xColor,3),this._createAxisLabel(d.Axis.Y,f._yColor,4),this._createAxisLabel(d.Axis.Z,f._zColor,5)];return[4,Promise.all(a)];case 1:e=n.sent();this._onCameraUpdate();c=[];b=0;for(g=e;b<g.length;b++)k=g[b],c.push(0,k);l=this._getScEngine();
+l.setPartVisibility(c,!0,!0);this._createGeomCallbacks();this._geometryCreated=!0;return[2]}})})};f.prototype._createGeomCallbacks=function(){var a=this;this._viewer.setCallbacks({camera:function(){a._onCameraUpdate()}})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var e=this._viewer.overlayManager._toPixelPoint(this._viewportSize),c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+e.x&&a.y<=c.y+e.y};f.prototype._getOverlayOffset=
+function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype.getSelectionAxis=function(a){console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.AxisTriad)return null;var e=
+this._viewer.model;a=a.getNodeId();e=e._gatherInstanceIncsFromNodeIds([a],1);if(2!==e.length||0!==e[0])return null;e=e[1];for(a=0;a<this._instanceKeys.length;++a)if(this._instanceKeys[a]===e)switch(a%3){case 0:return d.Axis.X;case 1:return d.Axis.Y;case 2:return d.Axis.Z}return null};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,n;return __generator(this,function(f){switch(f.label){case 0:e=this.getSelectionAxis(a);if(null===e)return[2];c=
+this._viewer.model;b=this._viewer.view;switch(e){case d.Axis.X:g=34;break;case d.Axis.Y:g=68;break;case d.Axis.Z:g=24}return[4,c.getModelBounding(!0,!1)];case 1:return k=f.sent(),l=b.getCamera(),n=this._alignedFitBounding(g,!1,!1,k),l.equals(n)&&(n=this._alignedFitBounding(g,!0,!1,k)),[2,b._setCameraPromise(n,d.DefaultTransitionDuration)]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e,c,b,g,k){return __awaiter(this,void 0,void 0,
+function(){var l,n,f,p,h;return __generator(this,function(m){switch(m.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return l=m.sent(),n=new d.MeshInstanceData(l),n.setCreationFlags(k|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.Invisible),n.setOverlayIndex(d.BuiltinOverlayIndex.AxisTriad),n.setFaceColor(c),n.setLineColor(b),n.setMatrix(g),f=this._getScEngine(),[4,f.createMeshInstance(n)];
+case 2:return p=m.sent(),h=p[1],this._instanceKeys[e]=h,[2,h]}})})};f.prototype._createAxis=function(a,e,c){var b=d.Util.generateConeCylinderMeshData(.2,20,2,.4,.5,.1);return this._createInstance(b,e,c,d.Color.black(),a,d.MeshInstanceCreationFlags.None)};f.prototype._createAxisLabel=function(a,e,c){var b=new d.MeshData;b.setFaceWinding(d.FaceWinding.Clockwise);var g=new d.Matrix;a===d.Axis.X?(b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,.25,0,.15,-.25,0]),g.setTranslationComponent(3.1,
+0,0)):a===d.Axis.Y?(b.addPolyline([-.15,.25,0,0,0,0]),b.addPolyline([0,0,0,.15,.25,0]),b.addPolyline([0,0,0,0,-.3125,0]),g.setTranslationComponent(0,3.1,0)):a===d.Axis.Z&&(b.addPolyline([-.15,.25,0,.15,.25,0]),b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,-.25,0,.15,-.25,0]),g.setTranslationComponent(0,0,3.1));return this._createInstance(b,c,d.Color.black(),e,g,d.MeshInstanceCreationFlags.ScreenOriented)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();
+a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(f._fieldSize);a.setHeight(f._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.AxisTriad,a)};f.prototype._alignedFitBounding=function(a,e,c,b){var g=d.Point3.subtract(b.max,b.min).length();b=d.Point3.add(d.Point3.scale(b.min,.5),d.Point3.scale(b.max,.5));var k=new d.Point3(b.x,b.y,b.z+g);k=d.Point3.subtract(b,
+k);var l=-k.length();c=c?-1:1;0===a?(a=new d.Point3(0,c,0),e&&k.negate()):(e&&(l=-l),0!==(a&2)?k=new d.Point3(l,0,0):0!==(a&4)?k=new d.Point3(0,l,0):(console.assert(0!==(a&8)),k=new d.Point3(0,0,l)),0!==(a&16)?a=new d.Point3(c,0,0):0!==(a&32)?a=new d.Point3(0,c,0):(console.assert(0!==(a&64)),a=new d.Point3(0,0,c)));e=d.Point3.subtract(b,k);c=this._viewer.view.getCamera();return d.Camera.create(e,b,a,c.getProjection(),g,g,c.getNearLimit())};f._xRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(0,
+0,1),-90);f._yRotMatrix=new d.Matrix;f._zRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(1,0,0),90);f._xColor=new d.Color(168,56,59);f._yColor=new d.Color(96,166,50);f._zColor=new d.Color(41,81,185);f._fieldSize=8;return f}();d.AxisTriad=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){this._id=0;this._bcfMap=new Map;this._viewer=a}f.prototype._getId=function(){return++this._id};f.prototype.getBCFMap=function(){return this._bcfMap};f.prototype.getBCFData=function(a){return this._bcfMap.get(a)||null};f.prototype.removeBCFData=function(a){this._bcfMap.delete(a);this._viewer.trigger("bcfRemoved",a)};f.prototype.createBCFData=function(a){var e=this._getId();a=new d.BCFData(a,e);this._bcfMap.set(e,a);this._viewer.trigger("bcfLoaded",a.getId(),
+a.getFilename());return a};f.prototype.addBCFFromFile=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this.createBCFData(a),[4,new JSZip.external.Promise(function(b,c){JSZipUtils.getBinaryContent(a,function(g,a){g?c(g):b(a)})})];case 1:return c=b.sent(),[4,this._loadBCFData(c,e)];case 2:return b.sent(),[2]}})})};f.prototype.addBCFFromBuffer=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,
+function(b){switch(b.label){case 0:return c=this.createBCFData(e),[4,this._loadBCFData(a,c)];case 1:return b.sent(),[2]}})})};f.prototype._getVersion=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g;return __generator(this,function(k){switch(k.label){case 0:return e=a.file("bcf.version"),null!==e?[3,1]:[2,d.BCFVersion.v1_0];case 1:return[4,this._getDocument(e)];case 2:c=k.sent();b=c.documentElement;g=b.firstElementChild;if(null!==g&&null!==g.textContent)switch(g.textContent){case "2.0 RC":return[2,
+d.BCFVersion.v2_0];case "2.1":return[2,d.BCFVersion.v2_1]}return[2,d.BCFVersion.Unknown]}})})};f.prototype._loadBCFData=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l,n,f,p,h,r=this;return __generator(this,function(m){switch(m.label){case 0:return c=this._viewer.model,[4,c.getModelBounding(!0,!1)];case 1:return b=m.sent(),g=c.getNodeUnitMultiplier(c.getAbsoluteRootNode()),k=e.getId(),l=e.getFilename(),[4,JSZip.loadAsync(a)];case 2:return n=m.sent(),p=(f=e).setVersion,[4,
+this._getVersion(n)];case 3:return p.apply(f,[m.sent()]),h=[],n.forEach(function(c){return __awaiter(r,void 0,void 0,function(){var a,f,m,p,q,r,u,t,C,E,F,H,G,J,K,I,L;return __generator(this,function(v){switch(v.label){case 0:a=d.Util.OpenPromise.create();h.push(a);f=this._getFileType(c);if(f!==d.BCFFileType.Markup&&f!==d.BCFFileType.Snapshot&&f!==d.BCFFileType.Viewpoint)return[3,7];m=c.split("/");p=m[0];q=m[1];r=e.getTopic(p);null===r&&(r=new d.BCFTopic(k,l,p,this._viewer),e.addTopic(p,r));if(!q.length)return[3,
+7];u=n.file(c);if(null===u)return[3,7];t=f;switch(t){case d.BCFFileType.Markup:return[3,1];case d.BCFFileType.Viewpoint:return[3,3];case d.BCFFileType.Snapshot:return[3,5]}return[3,7];case 1:return E=(C=r).addMarkup,F=[q],[4,this._getDocument(u)];case 2:return E.apply(C,F.concat([v.sent()])),[3,7];case 3:return G=(H=r).addViewpoint,J=[q],[4,this._getDocument(u)];case 4:return G.apply(H,J.concat([v.sent(),e.getVersion(),b,g])),[3,7];case 5:return I=(K=r).addSnapshot,L=[q],[4,u.async("uint8array")];
+case 6:return I.apply(K,L.concat([v.sent()])),[3,7];case 7:return a.resolve(),[2]}})})}),[4,d.Util.waitForAll(h)];case 4:return m.sent(),this._viewer.trigger("bcfLoaded",k,l),[2]}})})};f.prototype._getDocument=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return e=new DOMParser,b=(c=e).parseFromString,[4,a.async("text")];case 1:return[2,b.apply(c,[g.sent(),"application/xml"])]}})})};f.prototype._getFileType=function(a){if("/"===
+a.slice(-1))return d.BCFFileType.TopicFolder;a=a.split(".");console.assert(2===a.length);switch(a[1]){case "bcf":return d.BCFFileType.Markup;case "bcfv":return d.BCFFileType.Viewpoint;case "png":return d.BCFFileType.Snapshot;case "version":return d.BCFFileType.Version;case "xsd":return d.BCFFileType.Schema;case "bcfp":return d.BCFFileType.Project}return d.BCFFileType.Unknown};return f}();d.BCFManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){void 0===a&&(a=d.Point3.zero());void 0===e&&(e=d.Point3.zero());this.min=a.copy();this.max=e.copy()}f.prototype.copy=function(){return new f(this.min,this.max)};f.prototype.equals=function(a){return this.min.equals(a.min)&&this.max.equals(a.max)};f.prototype.center=function(){var a=d.Point3.add(this.min,this.max);a.scale(.5);return a};f.prototype.extents=function(){return d.Point3.subtract(this.max,this.min)};f.prototype.addBox=function(a){a.isDegenerate()||
+(this.addPoint(a.min),this.addPoint(a.max))};f.prototype.addPoint=function(a){a.x<this.min.x&&(this.min.x=a.x);a.y<this.min.y&&(this.min.y=a.y);a.z<this.min.z&&(this.min.z=a.z);a.x>this.max.x&&(this.max.x=a.x);a.y>this.max.y&&(this.max.y=a.y);a.z>this.max.z&&(this.max.z=a.z)};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{min:this.min.toJson(),max:this.max.toJson()}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.min);
+a=d.Point3.fromJson(a.max);return new f(e,a)};f.construct=function(a){return f.fromJson(a)};f.prototype.getCorners=function(){var a=[];a[0]=this.min.copy();a[1]=this.min.copy();a[2]=this.min.copy();a[1].x=this.max.x;a[2].y=this.max.y;a[3]=a[2].copy();a[3].x=this.max.x;a[4]=a[0].copy();a[5]=a[1].copy();a[6]=a[2].copy();a[7]=a[3].copy();a[4].z=this.max.z;a[5].z=this.max.z;a[6].z=this.max.z;a[7].z=this.max.z;return a};f.invalid=function(){return new f(new d.Point3(Number.POSITIVE_INFINITY,Number.POSITIVE_INFINITY,
+Number.POSITIVE_INFINITY),new d.Point3(Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY))};f.prototype.isDegenerate=function(){return this.min.x>this.max.x||this.min.y>this.max.y||this.min.z>this.max.z};return f}();d.Box=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){var a=this;this._aliasMap=new Map;this._callbackMap=new Map;this._activeTriggerDepth=0;this._pendingClearUnboundFilteredNames=new Set;this._aliasMap.set("sceneRendered","frameDrawn");this.bind({selectionArray:function(c){a._triggerDeprecatedSelectionCallback(c)},incrementalSelectionBatchBegin:function(){return a.unsafeTrigger("volumeSelectionBatchBegin")},incrementalSelectionBatchEnd:function(){return a.unsafeTrigger("volumeSelectionBatchEnd")},
+incrementalSelectionEnd:function(){return a.unsafeTrigger("volumeSelectionEnd")},visibilityChanged:function(c,b){a.unsafeTrigger("partsVisibilityShown",c);a.unsafeTrigger("partsVisibilityHidden",b)}})}a.prototype._triggerDeprecatedSelectionCallback=function(a){if(0===a.length)this.unsafeTrigger("selection",[d.Event.NodeSelectionEvent._createNull()]);else if(100>=a.length)this.unsafeTrigger("selection",a);else{var c=0;for(a=h.chunkify(a,100);c<a.length;c++)this.unsafeTrigger("selection",a[c])}};a.prototype._filterName=
+function(a){var c=this._aliasMap.get(a);return void 0===c?a:c};a.prototype.bind=function(a,c){for(var b=0,g=Object.keys(a);b<g.length;b++){var k=g[b],e=a[k];if("function"===typeof e){k=this._filterName(k);var d=this._callbackMap.get(k);void 0===d?this._callbackMap.set(k,[e]):c?d.unshift(e):d.push(e)}}};a.prototype.unbind=function(a){for(var c=0,b=Object.keys(a);c<b.length;c++){var g=b[c],k=this._filterName(g),e=this._callbackMap.get(k);if(void 0!==e){g=a[g];for(var d=0;d<e.length;d++)e[d]===g&&(e[d]=
+null,this._pendingClearUnboundFilteredNames.add(k))}}this._clearUnboundCallbacks()};a.prototype._clearUnboundCallbacks=function(){var a=this;0!==this._pendingClearUnboundFilteredNames.size&&0===this._activeTriggerDepth&&(this._pendingClearUnboundFilteredNames.forEach(function(c){var b=a._callbackMap.get(c);void 0!==b&&(b=b.filter(function(b){return null!==b}),0===b.length?a._callbackMap.delete(c):a._callbackMap.set(c,b))}),this._pendingClearUnboundFilteredNames.clear())};a.prototype.promiseTrigger=
+function(a,c){for(var b=[],g=2;g<arguments.length;g++)b[g-2]=arguments[g];return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(k){switch(k.label){case 0:console.assert(a!==c),k.label=1;case 1:return k.trys.push([1,3,4,5]),[4,this._unsafePromiseTrigger(a,b)];case 2:return k.sent(),[3,5];case 3:return g=k.sent(),console.log("Rejected promise in '"+a+"' callback:"),console.log(g),[3,5];case 4:return null!==c&&this.unsafeTrigger(c,b),[7];case 5:return[2]}})})};a.prototype._unsafePromiseTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);var g=[];if(void 0!==b){++this._activeTriggerDepth;for(var k=0;k<b.length;k++){var e=b[k];if(null!==e)try{g.push(e.apply(null,c))}catch(n){console.log("Unhandled exception in '"+a+"' callback:"),console.log(n)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}return d.Util.waitForAll(g)};a.prototype.trigger=function(a){for(var c=[],b=1;b<arguments.length;b++)c[b-1]=arguments[b];this.unsafeTrigger(a,c)};a.prototype.unsafeTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);if(void 0!==b){++this._activeTriggerDepth;for(var g=0;g<b.length;g++){var k=b[g];if(null!==k)try{k.apply(null,c)}catch(l){console.log("Unhandled exception in '"+a+"' callback:"),console.log(l)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}};return a}();h.CallbackManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(a){a[a.LoadModel=0]="LoadModel";a[a.CreateNode=1]="CreateNode";a[a.CreateInstance=2]="CreateInstance";a[a.CreatePmi=3]="CreatePmi"})(d.NodeSource||(d.NodeSource={}));(function(a){a[a.Desktop=0]="Desktop";a[a.Mobile=1]="Mobile"})(d.ScreenConfiguration||(d.ScreenConfiguration={}));(function(a){a[a.Faces=0]="Faces";a[a.Lines=1]="Lines";a[a.Points=2]="Points"})(d.ElementType||(d.ElementType={}));(function(a){a[a.Orthographic=0]="Orthographic";a[a.Perspective=1]="Perspective"})(d.Projection||
+(d.Projection={}));(function(a){a[a.Top=0]="Top";a[a.Bottom=1]="Bottom";a[a.Left=2]="Left";a[a.Right=3]="Right";a[a.Front=4]="Front";a[a.Back=5]="Back";a[a.Iso=6]="Iso";a[a.TopRightFront=7]="TopRightFront";a[a.TopLeftFront=8]="TopLeftFront";a[a.TopLeftBack=9]="TopLeftBack";a[a.TopRightBack=10]="TopRightBack";a[a.TopBack=11]="TopBack";a[a.TopFront=12]="TopFront";a[a.TopLeft=13]="TopLeft";a[a.TopRight=14]="TopRight";a[a.BottomRightBack=15]="BottomRightBack";a[a.BottomLeftBack=16]="BottomLeftBack";a[a.BottomLeftFront=
+17]="BottomLeftFront";a[a.BottomRightFront=18]="BottomRightFront";a[a.BottomFront=19]="BottomFront";a[a.BottomBack=20]="BottomBack";a[a.BottomLeft=21]="BottomLeft";a[a.BottomRight=22]="BottomRight";a[a.RightBottomBack=23]="RightBottomBack";a[a.RightBottomFront=24]="RightBottomFront";a[a.RightTopFront=25]="RightTopFront";a[a.RightTopBack=26]="RightTopBack";a[a.RightTop=27]="RightTop";a[a.RightBottom=28]="RightBottom";a[a.RightFront=29]="RightFront";a[a.RightBack=30]="RightBack";a[a.LeftBottomFront=
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+(function(d){d=d.Internal||(d.Internal={});d=d.CameraFlags||(d.CameraFlags={});d[d.None=0]="None";d[d.Position=1]="Position";d[d.Target=2]="Target";d[d.Up=4]="Up";d[d.Width=8]="Width";d[d.Height=16]="Height";d[d.Projection=32]="Projection";d[d.NearLimit=64]="NearLimit"})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._position=new d.Point3(0,0,1);this._target=d.Point3.zero();this._up=new d.Point3(0,1,0);this._height=this._width=0;this._projection=d.Projection.Orthographic;this._nearLimit=.01;this._cameraFlags=d.Internal.CameraFlags.None}f.prototype._clearFlags=function(){this._cameraFlags=d.Internal.CameraFlags.None};f.prototype._getFlags=function(){return this._cameraFlags};f.prototype.copy=function(){return f.create(this._position,this._target,this._up,this._projection,
+this._width,this._height,this._nearLimit)};f.prototype.setPosition=function(a){this._position.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Position};f.prototype.getPosition=function(){return this._position.copy()};f.prototype.setTarget=function(a){this._target.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Target};f.prototype.getTarget=function(){return this._target.copy()};f.prototype.setUp=function(a){this._up.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Up};f.prototype.getUp=
+function(){return this._up.copy()};f.prototype.setWidth=function(a){this._width=a;this._cameraFlags|=d.Internal.CameraFlags.Width};f.prototype.getWidth=function(){return this._width};f.prototype.setHeight=function(a){this._height=a;this._cameraFlags|=d.Internal.CameraFlags.Height};f.prototype.getHeight=function(){return this._height};f.prototype.setProjection=function(a){this._projection=a;this._cameraFlags|=d.Internal.CameraFlags.Projection};f.prototype.getProjection=function(){return this._projection};
+f.prototype.setNearLimit=function(a){this._nearLimit=a;this._cameraFlags|=d.Internal.CameraFlags.NearLimit};f.prototype.getNearLimit=function(){return this._nearLimit};f.prototype.equals=function(a){return this._position.equals(a._position)&&this._target.equals(a._target)&&this._up.equals(a._up)&&this._width===a._width&&this._height===a._height&&this._projection===a._projection&&this._nearLimit===a._nearLimit};f.prototype.dolly=function(a){this._position.subtract(a);this._target.subtract(a)};f.prototype.getCameraPlaneIntersectionPoint=
+function(a,e){var c=d.Point3.subtract(this._position,this._target).normalize();c=d.Plane.createFromPointAndNormal(this._target,c);a=e.raycastFromPoint(a);if(null===a)return null;e=d.Point3.zero();return c.intersectsRay(a,e)?e:null};f.prototype.getViewMatrix=function(a){return a._getScEngine().getViewMatrix(this)};f.prototype.getProjectionMatrix=function(a){return a._getScEngine().getProjectionMatrix(this)};f.prototype.getFullMatrix=function(a){return a._getScEngine().getFullCameraMatrix(this)};f.prototype.getMatrixFromCamera=
+function(){var a=d.Point3.subtract(this.getTarget(),this.getPosition()).normalize(),e=this.getUp().normalize();e=d.Point3.cross(e,a);var c=d.Point3.cross(a,e);return d.Matrix.createFromBasis(e,c,a)};f.create=function(a,e,c,b,g,k,d){var l=new f;l._position.assign(a);l._target.assign(e);l._up.assign(c);l._projection=b;l._width=g;l._height=k;void 0!==d&&(l._nearLimit=d);return l};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{position:this._position.toJson(),
+target:this._target.toJson(),up:this._up.toJson(),width:this._width,height:this._height,projection:this._projection,nearLimit:this._nearLimit,className:"Communicator.Camera"}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.position),c=d.Point3.fromJson(a.target),b=d.Point3.fromJson(a.up);return f.create(e,c,b,a.projection,a.width,a.height,a.nearLimit)};f.construct=function(a){return f.fromJson(a)};f.prototype.transform=function(a){if(a.isIdentity())return this.copy();
+var e=Math.abs(this._width),c=Math.abs(this._height),b=this.getUp().normalize().scale(c);c=d.Point3.subtract(this._position,this._target);var g=d.Point3.cross(b,c).normalize().scale(e);e=this.getTarget();g=d.Point3.add(e,g);b=d.Point3.add(e,b);var k=d.Point3.add(e,c);a.transform(e,e);a.transform(g,g);a.transform(b,b);a.transform(k,k);a=d.Point3.subtract(g,e);c=d.Point3.subtract(b,e);b=d.Point3.subtract(k,e);b=d.Point3.add(e,b);g=c.copy().normalize();a=a.length();c=c.length();0>this._width&&(a=-a);
+0>this._height&&(c=-c);return f.create(b,e,g,this._projection,a,c,this._nearLimit)};return f}();d.Camera=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){var g=this;this._cuttingSections=[];this._isInit=!1;this._standinGeometryPickable=!0;this._cappingFaceColor=d.Color.createFromFloat(.5,.5,.5);this._cappingLineColor=d.Color.createFromFloat(.5,.5,.5);this._cappingIdleCallbackEnabled=!1;this._cappingIdlePromise=null;this._conservativeIsCappingIdle=!1;this._viewer=a;this._model=e;this._callbackManager=c;this._engine=b;a.setCallbacks({cappingIdle:function(b){(g._conservativeIsCappingIdle=b)&&null!==g._cappingIdlePromise&&
+(g._cappingIdlePromise.resolve(),g._cappingIdlePromise=null)},_resetAssemblyTreeBegin:function(){null!==g._cappingIdlePromise&&(g._cappingIdlePromise.reject(new d.CommunicatorError("Model became reset.")),g._cappingIdlePromise=null);return Promise.resolve()}})}f.prototype.createReferenceGeometryFromAxis=function(a,e){var c=[];switch(a){case d.Axis.X:c.push(new d.Point3(0,e.max.y,e.min.z));c.push(new d.Point3(0,e.max.y,e.max.z));c.push(new d.Point3(0,e.min.y,e.max.z));c.push(new d.Point3(0,e.min.y,
+e.min.z));break;case d.Axis.Y:c.push(new d.Point3(e.min.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.max.z));c.push(new d.Point3(e.min.x,0,e.max.z));break;case d.Axis.Z:c.push(new d.Point3(e.min.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.min.y,0)),c.push(new d.Point3(e.min.x,e.min.y,0))}return c};f.prototype.createReferenceGeometryFromFaceNormal=function(a,e,c){var b=[],g=(new d.Plane).setFromPointAndNormal(e,a).d;g=
+e.copy().add(d.Point3.scale(a,g));e=c.center();e=d.Point3.add(e,d.Point3.scale(a,d.Point3.dot(a,d.Point3.subtract(g,e))));c=c.extents().length()/2;g=d.Point3.subtract(e,g);var k=d.Point3.cross(a,g),l=g.copy().scale(-1),f=k.copy().scale(-1);a=d.Point3.add(g,k).normalize().scale(c).add(e);k=d.Point3.add(l,k).normalize().scale(c).add(e);l=d.Point3.add(l,f).normalize().scale(c).add(e);e=d.Point3.add(g,f).normalize().scale(c).add(e);b.push(a);b.push(k);b.push(l);b.push(e);return b};f.prototype.activateCuttingSections=
+function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)a.push(c[e].activate());return d.Util.waitForAll(a)};f.prototype.deactivateCuttingSections=function(a){void 0===a&&(a=!1);for(var e=[],c=0,b=this._cuttingSections;c<b.length;c++){var g=b[c];a?e.push(g.clear()):e.push(g.deactivate())}return d.Util.waitForAll(e)};f.prototype.setCuttingPlaneColor=function(a){for(var e=0,c=this._cuttingSections;e<c.length;e++)c[e].setColor(a);return Promise.resolve()};f.prototype.setCappingFaceColor=function(a){this._cappingFaceColor=
+a?a.copy():null;return this._engine.setCappingFaceColor(this._cappingFaceColor)};f.prototype.getCappingFaceColor=function(){return this._cappingFaceColor?this._cappingFaceColor.copy():null};f.prototype.setCappingLineColor=function(a){this._cappingLineColor=a?a.copy():null;return this._engine.setCappingLineColor(this._cappingLineColor)};f.prototype.getCappingLineColor=function(){return this._cappingLineColor?this._cappingLineColor.copy():null};f.prototype.getCuttingSection=function(a){return this._isInit&&
+a<this._cuttingSections.length?this._cuttingSections[a]:null};f.prototype.getCuttingSectionCapacity=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingPlanesPerSection:0};f.prototype.getCuttingSectionCount=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingSections:0};f.prototype.getCuttingSectionFromNodeId=function(a){if(null!==a)for(var e=0,c=this._cuttingSections;e<c.length;e++){var b=c[e];if(0<=b._getInstanceNodeIds().indexOf(a))return b}return null};
+f.prototype.setStandinGeometryPickable=function(a){this._standinGeometryPickable=a;var e=this._gatherStandinGeometryIds();this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,e,!a);return Promise.resolve()};f.prototype.getStandinGeometryPickable=function(){return this._standinGeometryPickable};f.prototype._setStandinGeometryVisible=function(a){var e=this,c=this._gatherStandinGeometryIds(),b=this._model._gatherInstanceIncsFromNodeIds(c);this._engine.pauseRendering(function(){e._engine.setPartVisibility(b,
+a,!1)})};f.prototype.setCappingDelay=function(a){this._engine.setCappingDelay(a)};f.prototype.delayCapping=function(){this._engine.delayCapping()};f.prototype.enableCappingIdleCallback=function(a){a!==this._cappingIdleCallbackEnabled&&(this._cappingIdleCallbackEnabled=a,this._conservativeIsCappingIdle=!1,a||null===this._cappingIdlePromise||(this._cappingIdlePromise.reject(new d.CommunicatorError("Capping idle callback became disabled.")),this._cappingIdlePromise=null));return this._engine.enableCappingIdleCallback(a)};
+f.prototype.waitForCappingIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(!this._cappingIdleCallbackEnabled)throw console.assert(null===this._cappingIdlePromise),new d.CommunicatorError("Capping idle callback is not enabled.");if(this._conservativeIsCappingIdle)return[2];null===this._cappingIdlePromise&&(this._cappingIdlePromise=d.Util.OpenPromise.create());return[2,this._cappingIdlePromise]})})};f.prototype.setCappingGeometryVisibility=function(a){return this._engine.setCappingGeometryVisibility(a)};
+f.prototype.getCappingGeometryVisibility=function(){return this._engine.getCappingGeometryVisibility()};f.prototype.getActiveCuttingSectionCount=function(){var a=0;if(this._cuttingLimits)for(var e=0;e<this._cuttingLimits.maxCuttingSections;e++){var c=this.getCuttingSection(e);null!==c&&c.isActive()&&(a+=c.getCount())}return a};f.prototype._init=function(){if(!this._isInit){this._cuttingLimits=this._engine.getCuttingSectionLimits();for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=new d.CuttingSection(this._viewer,
+this._model,this._callbackManager,this,this._engine);this._cuttingSections.push(e)}this._isInit=!0}};f.prototype._isInitialized=function(){return this._isInit};f.prototype.refreshPlaneGeometry=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=c[e],g=0;g<b.getCount();g++){var k=b.getPlane(g);null!==k&&a.push(b.updatePlane(g,k,new d.Matrix,!1,!1))}return d.Util.waitForAll(a)};f.prototype.hasActiveCuttingSection=function(){if(this._cuttingLimits)for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=
+this.getCuttingSection(a);if(null!==e&&e.isActive())return!0}return!1};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],e=0;e<this._cuttingSections.length;e++)a[e]=this._cuttingSections[e].toJson();return{cuttingSections:a,cappingGeometryVisibility:this.getCappingGeometryVisibility(),cappingFaceColor:this.getCappingFaceColor(),cappingLineColor:this.getCappingLineColor(),pickable:this.getStandinGeometryPickable()}};f.prototype.forJson=function(){return this.toJson()};
+f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:e=d.Internal.deepClone(a);c=[];b=e.cuttingSections;for(g=0;g<b.length;g++)k=b[g],l=this._cuttingSections[g],c.push(l.fromJson(k));this.setStandinGeometryPickable(e.pickable);c.push(this.setCappingGeometryVisibility(e.cappingGeometryVisibility));c.push(this.setCappingFaceColor(d.Color.fromJson(e.cappingFaceColor)));c.push(this.setCappingLineColor(d.Color.fromJson(e.cappingLineColor)));
+return[4,Promise.all(c)];case 1:return f.sent(),[2,this._callbackManager.promiseTrigger("_cuttingSectionsLoaded",null)]}})})};f.prototype._gatherStandinGeometryIds=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=0,g=c[e]._getInstanceNodeIds();b<g.length;b++)a.push(g[b]);return a};return f}();d.CuttingManager=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,k){this._container=a;this._canvasContainerElement=c;this._markupSvgElement=b;this._redlineSvgElement=g;this._redlineElement=k}a.prototype.getCanvasContainerElement=function(){return this._canvasContainerElement};a.prototype.getMarkupSvgElement=function(){return this._markupSvgElement};a.prototype.getRedlineSvgElement=function(){return this._redlineSvgElement};a.prototype.getRedlineElement=function(){return this._redlineElement};a.prototype.shutdown=
+function(){this._container.removeChild(this._markupSvgElement);this._container.removeChild(this._redlineSvgElement);this._container.removeChild(this._redlineElement);this._container.removeChild(this._canvasContainerElement)};a.createFromElement=function(e){var c=e.id;0===c.length&&(c=d.UUID.create());var b=c+"-canvas-container",g=c+"-svg",k=c+"-redline-svg";c+="-redline";var l=document.createElement("div");l.id=b;l.style.width="100%";l.style.height="100%";l.style.position="absolute";l.tabIndex=-1;
+l.classList.add("webviewer-canvas");l.oncontextmenu=function(){return!1};e.appendChild(l);b=a._createSvgElement(g);e.appendChild(b);k=a._createSvgElement(k);e.appendChild(k);g=document.createElement("div");g.id=c;g.style.position="absolute";g.style.width="100%";g.style.height="100%";g.style.pointerEvents="none";e.appendChild(g);return new a(e,l,b,k,g)};a.createFromId=function(a){a=document.getElementById(a);return null===a?null:this.createFromElement(a)};a._createSvgElement=function(a){var c=document.createElementNS("http://www.w3.org/2000/svg",
+"svg");c.id=a;c.style.width="100%";c.style.height="100%";c.style.position="absolute";c.style.pointerEvents="none";c.style.overflow="hidden";c.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink","http://www.w3.org/1999/xlink");return c};return a}();h.DomElements=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+var __extends=this&&this.__extends||function(){var d=function(h,f){d=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(a,d){a.__proto__=d}||function(a,d){for(var c in d)d.hasOwnProperty(c)&&(a[c]=d[c])};return d(h,f)};return function(h,f){function a(){this.constructor=h}d(h,f);h.prototype=null===f?Object.create(f):(a.prototype=f.prototype,new a)}}();
+(function(d){var h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(Error);d.CommunicatorError=h;var f=function(a){function c(b){b=a.call(this,"Invalid index ("+b+").")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InvalidIndexError=f;f=function(a){function c(){var b=a.call(this,"Selection invalidated.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.SelectionInvalidatedError=
+f;f=function(a){function c(){var b=a.call(this,"Internal logic error.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InternalLogicError=f;f=function(a){function c(b){var g=a.call(this,"Invalid node ("+b+").")||this;Object.setPrototypeOf(g,c.prototype);g.nodeId=b;return g}__extends(c,a);return c}(h);d.InvalidNodeIdError=f;f=function(a){function c(b,g){for(var k=[],e=2;e<arguments.length;e++)k[e-2]=arguments[e];k.push(g);e=[];for(var f=0;f<k.length;f++){var m=k[f];
+switch(m){case 0:e.push(d.NodeType.DrawingSheet,d.NodeType.PartInstance,d.NodeType.AssemblyNode);break;case 1:e.push(d.NodeType.BodyInstance);e.push(d.NodeType.PmiBody);e.push(d.NodeType.ViewFrame);break;case 2:e.push(d.NodeType.BodyInstance);break;case 3:e.push(d.NodeType.CadView);break;default:d.Util.TypeAssertNever(m)}}e.sort();k=[];for(f=0;f<e.length;f++)k.push(d.NodeType[e[f]]);k=a.call(this,"Expected node ("+b+") to be of "+(1===k.length?"type ("+k[0]+")":"types "+k)+".")||this;Object.setPrototypeOf(k,
+c.prototype);k.nodeId=b;k.expectedTypes=e;return k}__extends(c,a);return c}(h);d.InvalidNodeTypeError=f;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.LoadError=f;var a=function(a){function c(){var b=a.call(this,"Load cancelled.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(f);d.LoadCancelledError=a;f=function(a){function c(b){b=a.call(this,"Missing model: '"+b+"'.")||this;Object.setPrototypeOf(b,
+c.prototype);return b}__extends(c,a);return c}(f);d.MissingModelError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.ParseError=h;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.AssemblyDataParseError=f;d.MetaDataParseError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);
+d.XmlParseError=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c){var b=this;this._explodeActive=!1;this._explodeMagnitude=0;this._model=a;this._engine=d;c.bind({_modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){this.stop();return[2]})})}})}d.prototype.start=function(a,d){this.getActive()&&this.stop();return this._doExplode(a,d)};d.prototype.setMagnitude=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return 0<
+a&&!this._explodeActive?[4,this.start()]:[3,2];case 1:return d.sent(),[3,3];case 2:0===a&&this._explodeActive&&this.stop(),d.label=3;case 3:return this._explodeActive?(this._explodeMagnitude=a,[2,this._engine.setExplodeMagnitude(a)]):[2]}})})};d.prototype.stop=function(){this._engine.stopExplode();this._explodeMagnitude=0;this._explodeActive=!1;this._engine.setExplodeMagnitude(0);return Promise.resolve()};d.prototype.getMagnitude=function(){return this._explodeMagnitude};d.prototype.getActive=function(){return this._explodeActive};
+d.prototype._doExplode=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b;return __generator(this,function(g){switch(g.label){case 0:return this._explodeActive=!0,c=void 0!==a&&0<a.length?this._model._gatherInstanceIncsFromNodeIds(a):[],d?[3,2]:[4,this._model.getModelBounding(!0,!1)];case 1:return b=g.sent(),this._engine.startExplode(c,b.center()),[3,3];case 2:this._engine.startExplode(c,d),g.label=3;case 3:return[2]}})})};return d}();d.ExplodeManager=h})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){function a(){this._obscuredLineColor=d.Color.black();this._obscuredLineOpacity=.2;this._visibleLineColor=d.Color.black();this._visibleLineOpacity=1;this._backgroundColor=d.Color.white()}a.prototype.getObscuredLineColor=function(){return this._obscuredLineColor.copy()};a.prototype.setObscuredLineColor=function(a){this._obscuredLineColor.assign(a)};a.prototype.getObscuredLineOpacity=function(){return this._obscuredLineOpacity};a.prototype.getObscuredLineTransparency=function(){return this.getObscuredLineOpacity()};
+a.prototype.setObscuredLineOpacity=function(a){0<=a&&1>=a&&(this._obscuredLineOpacity=a)};a.prototype.setObscuredLineTransparency=function(a){this.setObscuredLineOpacity(a)};a.prototype.getVisibleLineColor=function(){return this._visibleLineColor.copy()};a.prototype.setVisibleLineColor=function(a){this._visibleLineColor.assign(a)};a.prototype.getVisibleLineOpacity=function(){return this._visibleLineOpacity};a.prototype.getVisibleLineTransparency=function(){return this.getVisibleLineOpacity()};a.prototype.setVisibleLineOpacity=
+function(a){0<=a&&1>=a&&(this._visibleLineOpacity=a)};a.prototype.setVisibleLineTransparency=function(a){this.setVisibleLineOpacity(a)};a.prototype.getBackgroundColor=function(){return this._backgroundColor.copy()};a.prototype.setBackgroundColor=function(a){this._backgroundColor.assign(a)};return a}();h.HiddenLineSettings=f})(d.Settings||(d.Settings={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.isMouseEventType=function(a){switch(a){case d.EventType.MouseDown:return!0;case d.EventType.MouseMove:return!0;case d.EventType.MouseUp:return!0;case d.EventType.Mousewheel:return!0;case d.EventType.TouchStart:return!1;case d.EventType.TouchMove:return!1;case d.EventType.TouchEnd:return!1;case d.EventType.KeyDown:return!1;case d.EventType.KeyUp:return!1;case d.EventType.ViewOrientationChange:return!1}};var f=function(){function a(){this._date=new Date;this._handled=!1}
+a.prototype.getHandled=function(){return this._handled};a.prototype.setHandled=function(a){this._handled=a};a.prototype.getDate=function(){return this._date};return a}();h.InputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(a){function d(c,b,g){b=a.call(this)||this;b._keyCode=c;b._eventType=g;return b}__extends(d,a);d.prototype.getKeyCode=function(){return this._keyCode};d.prototype.getEventType=function(){return this._eventType};return d}(d.InputEvent);d.KeyInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function e(c,b){this._callbackManager=c;this._operatorManager=b;this._contextEventChecker=new a(this._callbackManager)}e.prototype.injectMouseDownEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Down);b=d.EventType.MouseDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseDownEvent(c)};e.prototype.injectMouseMoveEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,
+b,g,a,e,d.MouseInputType.Move);b=d.EventType.MouseMove;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectMouseUpEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Up);b=d.EventType.MouseUp;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseUpEvent(c)};e.prototype.injectMousewheelEvent=function(c,b,g,a,e){c=new d.Event.MouseWheelInputEvent(c,
+b,g,a,e,d.MouseInputType.Wheel);b=d.EventType.Mousewheel;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyDownEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Down);b=d.EventType.KeyDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyUpEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Up);b=d.EventType.KeyUp;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectTouchStartEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchStart;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchStartEvent(c)};e.prototype.injectTouchMoveEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchMove;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchMoveEvent(c)};e.prototype.injectTouchEndEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.End);b=d.EventType.TouchEnd;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchEndEvent(c)};e.prototype.injectViewOrientationChangeEvent=function(){this._operatorManager._injectViewOrientationChangeEvent()};return e}();h.EventDispatcher=
+f;var a=function(){function a(c){this._contextMenuMouseButton=d.Button.Right;this._contextMenuPositionStart=d.Point2.zero();this._touchTimer=new d.Util.Timer;this._activeTouchCount=0;this._initialPosition=d.Point2.zero();this._callbackManager=c}a.prototype.onMouseDownEvent=function(c){c.getHandled()||this._contextMenuPositionStart.assign(c.getPosition())};a.prototype.onMouseUpEvent=function(c){if(!c.getHandled()){var b=c.getPosition();c.getButton()===this._contextMenuMouseButton&&this._contextMenuPositionStart.equals(b)&&
+this._callbackManager.trigger("contextMenu",b,c.getModifiers())}};a.prototype.onTouchStartEvent=function(c){var b=this,g=c.getPosition().copy();0===this._activeTouchCount&&(this._initialPosition=g);++this._activeTouchCount;c.getHandled()||this._touchTimer.set(600,function(){b._callbackManager.trigger("contextMenu",g,d.KeyModifiers.None)})};a.prototype.onTouchMoveEvent=function(c){if(!this._touchTimer.isIdle(0)){c=d.Point2.subtract(this._initialPosition,c.getPosition());c=Math.abs(c.squaredLength());
+var b=.02*window.outerHeight;c>b*b&&this._touchTimer.clear()}};a.prototype.onTouchEndEvent=function(c){0<this._activeTouchCount&&--this._activeTouchCount;this._touchTimer.clear()};return a}()})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d){this.x=a;this.y=d}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=a.y;return this};d.prototype.scale=function(a){this.x*=a;this.y*=a;return this};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y};d.prototype.set=function(a,d){this.x=a;this.y=d;return this};d.prototype.copy=function(){return new d(this.x,
+this.y)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y}};d.prototype.forJson=function(){return this.toJson()};d.fromJson=function(a){return new d(a.x,a.y)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y)};d.distance=function(a,e){return d.subtract(e,
+a).length()};d.zero=function(){return new d(0,0)};d.fromPoint3=function(a){return new d(a.x,a.y)};return d}();d.Point2=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.top=this.left=0}}(),a=function(){function a(c,b){this._isFirefox=this._isIE=!1;this._canvas=null;this._canvasEventFunctions=new Map;this._documentEventFunctions=new Map;this._pointerEventsEnabled=!0;this._captureInput=this._dragStarted=this._eventsBound=this._processInput=!1;this._elementOffset=new f;this._pointerUp=!1;this._buttons=d.Buttons.None;this._eventDispatcher=c;this._timeoutMonitor=b;this._document=document;c=navigator.userAgent.toLowerCase();
+this._isIE=0<=c.indexOf("trident")||0<=c.indexOf("edge");this._isFirefox=-1<c.indexOf("firefox")}a.prototype._tryLockEventDispatcher=function(){return a._activeEventDispatcherLocked&&a._activeEventDispatcher!==this._eventDispatcher?!1:(this._calculateElementOffset(),a._activeEventDispatcher=this._eventDispatcher,a._activeOffset=this._elementOffset,a._activeEventDispatcherLocked=!0)};a.prototype._unlockEventDispatcher=function(){a._activeEventDispatcherLocked=!1};a.prototype.shutdown=function(){this.unbindEvents()};
+a.prototype.setDocument=function(c){this._unbindDocumentEvents();this._document=c;this._initDocumentEvents()};a.prototype.setOptions=function(c){c.hasOwnProperty("usePointerEvents")&&this.setPointerEventsEnabled(!!c.usePointerEvents)};a.prototype.elementResize=function(){this._calculateElementOffset()};a.prototype.setPointerEventsEnabled=function(c){this._pointerEventsEnabled=c};a.prototype.getPointerEventsEnabled=function(){return this._pointerEventsEnabled};a.prototype._browserSupportsPointerEvents=
+function(){return window.hasOwnProperty("PointerEvent")};a.prototype._usePointerEvents=function(){return this._browserSupportsPointerEvents()&&this._pointerEventsEnabled&&this._isIE};a.prototype._calculateElementOffset=function(){if(null!==this._canvas){var c=this._canvas.getBoundingClientRect();this._elementOffset.left=c.left;this._elementOffset.top=c.top}};a.prototype._initDocumentEvents=function(){var c=this;this._usePointerEvents()?(this._bindDocumentEvent("pointermove",function(b){c._processDocumentPointerMove(b)}),
+this._bindDocumentEvent("pointerup",function(b){c._processDocumentPointerUp(b)})):(this._bindDocumentEvent("mousemove",function(b){c._processDocumentMouseMove(b)}),this._bindDocumentEvent("mouseup",function(b){c._processDocumentMouseUp(b)}))};a.prototype._initCanvasEvents=function(){var c=this;this._usePointerEvents()?(this._bindCanvasEvent("pointerdown",function(b){c._processPointerDown(b)}),this._bindCanvasEvent("pointermove",function(b){c._processPointerMove(b)}),this._bindCanvasEvent("pointerup",
+function(b){c._processPointerUp(b)}),this._bindCanvasEvent("pointerenter",function(b){c._processPointerEnter(b)}),this._bindCanvasEvent("pointerleave",function(b){c._processPointerLeave(b)})):(this._bindCanvasEvent("mousedown",function(b){c._processMouseDown(b)}),this._bindCanvasEvent("mousemove",function(b){c._processMouseMove(b)}),this._bindCanvasEvent("mouseup",function(b){c._processMouseUp(b)}),this._bindCanvasEvent("mouseenter",function(b){c._processMouseEnter(b)}),this._bindCanvasEvent("mouseleave",
+function(b){c._processMouseLeave(b)}),this._bindCanvasEvent("touchstart",function(b){c._processTouchStart(b)}),this._bindCanvasEvent("touchmove",function(b){c._processTouchMove(b)}),this._bindCanvasEvent("touchend",function(b){c._processTouchEnd(b)}),this._bindCanvasEvent("touchcancel",function(b){c._processTouchEnd(b)}));this._isFirefox?this._bindCanvasEvent("DOMMouseScroll",function(b){c._processMousewheel(b)}):this._bindCanvasEvent("mousewheel",function(b){c._processMousewheel(b)});this._bindCanvasEvent("keydown",
+function(b){c._processKeyDownEvent(b)});this._bindCanvasEvent("keyup",function(b){c._processKeyUpEvent(b)})};a.prototype.bindEvents=function(c){this._eventsBound||(this._canvas=c,this._processInput=!0,this._initCanvasEvents(),this._initDocumentEvents(),this._eventsBound=!0,this._tryLockEventDispatcher())};a.prototype._bindDocumentEvent=function(c,b){if(null!==this._document){var g=this._documentEventFunctions.get(c);void 0!==g&&this._document.removeEventListener(c,g);this._documentEventFunctions.set(c,
+b);this._document.addEventListener(c,b)}};a.prototype._bindCanvasEvent=function(c,b){if(null!==this._canvas){var g=this._canvasEventFunctions.get(c);void 0!==g&&this._canvas.removeEventListener(c,g);this._canvasEventFunctions.set(c,b);this._canvas.addEventListener(c,b)}};a.prototype._unbindDocumentEvents=function(){var c=this;this._documentEventFunctions.forEach(function(b,g){c._document.removeEventListener(g,b)});this._documentEventFunctions.clear()};a.prototype._unbindCanvasEvents=function(){var c=
+this;null!==this._canvas&&(this._canvasEventFunctions.forEach(function(b,g){c._canvas.removeEventListener(g,b)}),this._canvasEventFunctions.clear());console.assert(0===this._canvasEventFunctions.size)};a.prototype.unbindEvents=function(){this._unbindCanvasEvents();this._unbindDocumentEvents();this._eventsBound=this._processInput=!1;a._activeEventDispatcher===this._eventDispatcher&&this._unlockEventDispatcher()};a.prototype._convertEventCoordsToTargetCoords=function(c,b){var g=null!==a._activeOffset?
+a._activeOffset:this._elementOffset;return new d.Point2(c-g.left,b-g.top)};a.prototype.focusInput=function(c){null!==this._canvas&&(c?this._canvas.focus():this._canvas.blur())};a.prototype._setButtons=function(c){c.buttons&&(this._buttons=c.buttons)};a.prototype._processMouseDown=function(c){if(this._tryLockEventDispatcher()){switch(c.button){case 0:this._buttons|=d.Buttons.Left;break;case 1:this._buttons|=d.Buttons.Middle;break;case 2:this._buttons|=d.Buttons.Right}c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g);this._dragStarted=!0}}};a.prototype._processMouseMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY);c=this._getEventModifiers(c);null!==a._activeEventDispatcher&&a._activeEventDispatcher.injectMouseMoveEvent(b.x,
+b.y,d.Button.None,this._buttons,c)}};a.prototype._processMouseUp=function(c){this._unlockEventDispatcher();switch(c.button){case 0:this._buttons&=~d.Buttons.Left;break;case 1:this._buttons&=~d.Buttons.Middle;break;case 2:this._buttons&=~d.Buttons.Right}c.preventDefault();c.stopPropagation();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,
+b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1}};a.prototype._processMousewheel=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);this._eventDispatcher.injectMousewheelEvent(b.x,b.y,this._isFirefox?0<c.detail?-1:1:0<c.wheelDelta?1:-1,this._buttons,g)}};a.prototype._processDocumentMouseMove=
+function(c){this._dragStarted&&this._captureInput&&this._processMouseMove(c)};a.prototype._processDocumentMouseUp=function(c){this._dragStarted&&this._captureInput&&this._processMouseUp(c)};a.prototype._processMouseLeave=function(c){this._unlockEventDispatcher();this._dragStarted&&(this._captureInput=!0)};a.prototype._processMouseEnter=function(c){this._tryLockEventDispatcher()&&this._dragStarted&&(this._captureInput=!1)};a.prototype._isFunctionKey=function(c){return 112<=c.which&&123>=c.which};a.prototype._processKeyDownEvent=
+function(c){this._isFunctionKey(c)||c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyDownEvent(c.which,b)}};a.prototype._processKeyUpEvent=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyUpEvent(c.which,b)}};a.prototype._processTouchStart=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchStartEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processTouchMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchMoveEvent(g.identifier,
+a.x,a.y,this._buttons)}};a.prototype._processTouchEnd=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchEndEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processPointerDown=function(c){if(this._tryLockEventDispatcher()&&(this._setButtons(c),c.preventDefault(),this._timeoutMonitor.resetTimeout(),
+this._processInput)){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);"mouse"===c.pointerType?a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchStartEvent(c.pointerId,b.x,b.y,this._buttons);this._pointerUp=!1}};a.prototype._processPointerMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();this._setButtons(c);if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher&&("mouse"===c.pointerType?a._activeEventDispatcher.injectMouseMoveEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchMoveEvent(c.pointerId,b.x,b.y,this._buttons))}};a.prototype._processPointerUp=function(c){this._unlockEventDispatcher();this._setButtons(c);c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);"mouse"!==c.pointerType||this._pointerUp?"touch"===c.pointerType&&this._eventDispatcher.injectTouchEndEvent(c.pointerId,b.x,b.y,this._buttons):null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1;this._pointerUp=!0}};a.prototype._processPointerEnter=function(c){this._pointerUp||(this._captureInput=
+!1)};a.prototype._processPointerLeave=function(c){this._pointerUp||(this._captureInput=!0)};a.prototype._processDocumentPointerMove=function(c){!this._pointerUp&&this._captureInput&&this._processPointerMove(c)};a.prototype._processDocumentPointerUp=function(c){!this._pointerUp&&this._captureInput&&this._processPointerUp(c)};a.prototype._getEventModifiers=function(c){var b=d.KeyModifiers.None;c.altKey&&(b|=d.KeyModifiers.Alt);c.ctrlKey&&(b|=d.KeyModifiers.Control);c.shiftKey&&(b|=d.KeyModifiers.Shift);
+c.metaKey&&(b|=d.KeyModifiers.Command);return b};a._activeEventDispatcher=null;a._activeEventDispatcherLocked=!1;a._activeOffset=null;return a}();h.InputMonitor=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Directional=0]="Directional"})(d.LightType||(d.LightType={}));(function(d){d[d.World=0]="World";d[d.Camera=1]="Camera"})(d.LightSpace||(d.LightSpace={}));var h=function(){return function(d,a,e,c){this.type=d;this.space=a;this.position=e;this.color=c}}();d.Light=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(){}d.prototype.exportMarkup=function(){return[]};d.prototype.loadData=function(a){a;return Promise.resolve([])};return d}();d.MarkupTypeManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.removeAllLines()];case 1:return b.sent(),[2]}})})}});return b}__extends(a,f);a.prototype.addLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._markupArray.push(a),
+[4,a.updateLine()];case 1:return c.sent(),this._callbackManager.trigger("lineCreated",a),[2]}})})};a.prototype.removeLine=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:c=0,b.label=1;case 1:return c<this._markupArray.length?this._markupArray[c].getId()!==a.getId()?[3,3]:[4,a.removeLine()]:[3,4];case 2:b.sent(),this._markupArray.splice(c,1),this._callbackManager.trigger("lineDeleted",a),b.label=3;case 3:return c++,[3,1];case 4:return[2]}})})};
+a.prototype.removeAllLines=function(){for(var a=this,c=[],b=function(b){var d=g._markupArray[b];c.push(d.removeLine().then(function(){a._callbackManager.trigger("lineDeleted",d)}));g._markupArray.splice(b,1)},g=this,k=this._markupArray.length-1;0<=k;k--)b(k);return d.Util.waitForAll(c)};a.prototype.getAllLines=function(){return this._markupArray.slice(0)};a.prototype.removeLastLine=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return 0<
+this._markupArray.length?[4,this.removeLine(this._markupArray[this._markupArray.length-1])]:[3,2];case 1:a.sent(),a.label=2;case 2:return[2]}})})};a.prototype.getLineByNodeId=function(a){for(var c=0,b=this._markupArray;c<b.length;c++){var g=b[c],d=g.getNodeId();if(null!==d&&d===a)return g}return null};a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){switch(c.label){case 0:return a instanceof d.Markup.Line.LineMarkup?[4,this.addLine(a)]:[3,2];case 1:return c.sent(),this._callbackManager.trigger("lineLoaded",a),[2,!0];case 2:return[2,!1]}})})};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof Promise?b.push(k.then(function(b){return c._handleLoadLine(b)})):b.push(this._handleLoadLine(k)))}}return Promise.all(b)};
+return a}(d.MarkupTypeManager);d.LineManager=h})(Communicator||(Communicator={}));var __decorate=this&&this.__decorate||function(d,h,f,a){var e=arguments.length,c=3>e?h:null===a?a=Object.getOwnPropertyDescriptor(h,f):a,b;if("object"===typeof Reflect&&"function"===typeof Reflect.decorate)c=Reflect.decorate(d,h,f,a);else for(var g=d.length-1;0<=g;g--)if(b=d[g])c=(3>e?b(c):3<e?b(h,f,c):b(h,f))||c;return 3<e&&c&&Object.defineProperty(h,f,c),c};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l){this._markupTypeMap=new Map;this._domElements=a;this._callbackManager=b;this._viewer=l;this._sheetManager=g;this._sheetManager.setMarkupManager(this);this._noteTextManager=k;this._renderer=new d.Internal.SVG.SVGMarkupRenderer;this._itemManager=new d.Internal.MarkupItemManager(this._callbackManager,this._domElements,this._renderer);this._viewManager=new d.Internal.MarkupViewManager(this._viewer,this._itemManager,this._callbackManager,l.explodeManager,
+l.cuttingManager,this._sheetManager);this._measurementManager=e;this._lineManager=c}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","MarkupManager",d);return b.apply(this,c)};return c};f.prototype.registerMarkupTypeManager=function(a,d){this._markupTypeMap.set(a,d)};f.prototype.createMarkupView=function(a,d,c,b,g){void 0===d&&(d=!0);void 0===c&&(c=null);void 0===b&&(b=null);void 0===
+g&&(g=null);var k=this._viewer.sheetManager.getActiveSheetId();return this._viewManager.createView(a,d,k,c,b,g).getUniqueId()};f.prototype.getMarkupView=function(a){return this._viewManager.getView(a)};f.prototype.getMarkupViewKeys=function(){return this._viewManager.getViewKeys()};f.prototype.activateMarkupViewWithPromise=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._viewManager.activateView(a,
+e)]})})};f.prototype.activateMarkupView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._viewManager.deprecatedActivateView(a,e)};f.prototype.getActiveMarkupView=function(){return this._itemManager.getActiveView()};f.prototype.deleteMarkupView=function(a){return this._viewManager.deleteView(a)};f.prototype.registerMarkup=function(a){a=this._itemManager.registerMarkupItem(a);this.updateLater();return a};f.prototype.unregisterMarkup=function(a){this._itemManager.unregisterMarkupItem(a);
+this.updateLater()};f.prototype.addMarkupElement=function(a){var e=d.UUID.create();a.id=e;this._domElements.getRedlineElement().appendChild(a);return e};f.prototype.removeMarkupElement=function(a){for(var d=this._domElements.getRedlineElement(),c=0;c<d.children.length;c++){var b=d.children.item(c);null!==b&&b.id===a&&d.removeChild(b)}};f.prototype.refreshMarkup=function(){this.updateLater()};f.prototype.updateLater=function(){this._itemManager.updateLater()};f.prototype.pickMarkupItem=function(a){return this._itemManager.pick(a)};
+f.prototype.getPickTolerance=function(){return this._itemManager.getPickTolerance()};f.prototype.setPickTolerance=function(a){return this._itemManager.setPickTolerance(a)};f.prototype.selectMarkup=function(a){this._itemManager.select(a)};f.prototype.getSelectedMarkup=function(){return this._itemManager.getSelected()};f.prototype.exportMarkup=function(){var a={views:this._viewManager.exportMarkup(),notes:this._noteTextManager.exportMarkup(),measurement:this._measurementManager.exportMarkup(),lines:this._lineManager.exportMarkup()};
+this._markupTypeMap.forEach(function(d,c){a[c]=d.exportMarkup()});return a};f.prototype.loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){"string"===typeof a&&(a=JSON.parse(a));return[2,this._loadMarkupData(a)]})})};f.prototype._loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){e=[];a.hasOwnProperty("views")&&(c=this._viewManager.loadData(a.views).then(d.Internal.all),e.push(c));
+a.hasOwnProperty("notes")&&(c=this._noteTextManager.loadData(a.notes).then(d.Internal.all),e.push(c));a.hasOwnProperty("measurement")&&(c=this._measurementManager.loadData(a.measurement).then(d.Internal.all),e.push(c));a.hasOwnProperty("lines")&&(c=this._lineManager.loadData(a.lines).then(d.Internal.all),e.push(c));this._markupTypeMap.forEach(function(b,c){a.hasOwnProperty(c)&&(b=b.loadData(a[c]).then(d.Internal.all),e.push(b))});return[2,Promise.all(e).then(d.Internal.all)]})})};f.prototype.getRenderer=
+function(){return this._renderer};f.prototype._shutdown=function(){this._itemManager.shutdown();this._renderer._clear()};f.prototype._update=function(){this._itemManager.update()};f.prototype._setActiveMarkupView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._itemManager.setActiveView(a)]})})};f.prototype._getItemManager=function(){return this._itemManager};__decorate([f.deprecated],f.prototype,"activateMarkupView",null);return f}();d.MarkupManager=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._color=new d.Color(0,0,0);b._edgeColor=new d.Color(0,0,0);b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){b.removeAllMeasurements()}});return b}__extends(a,f);a.prototype.addMeasurement=function(a){this._markupArray.push(a);var c=this._viewer.markupManager.registerMarkup(a);a._setId(c);return c};a.prototype.finalizeMeasurement=function(a){this._callbackManager.trigger("measurementCreated",a)};
+a.prototype.removeMeasurement=function(a){for(var c=0;c<this._markupArray.length;c++)if(this._markupArray[c]._getId()===a._getId()){this._markupArray.splice(c,1);this._viewer.markupManager.unregisterMarkup(a._getId());this._callbackManager.trigger("measurementDeleted",a);break}};a.prototype.removeAllMeasurements=function(){for(var a=this._markupArray.length-1;0<=a;a--){var c=this._markupArray[a];this._viewer.markupManager.unregisterMarkup(c._getId());this._markupArray.splice(a,1);this._callbackManager.trigger("measurementDeleted",
+c)}};a.prototype.getAllMeasurements=function(){return this._markupArray.slice(0)};a.prototype.removeLastMeasurement=function(){0<this._markupArray.length&&this.removeMeasurement(this._markupArray[this._markupArray.length-1])};a.prototype.setMeasurementColor=function(a){this._color.assign(a)};a.prototype.getMeasurementColor=function(){return this._color.copy()};a.prototype.setMeasurementEdgeColor=function(a){this._edgeColor.assign(a)};a.prototype.getMeasurementEdgeColor=function(){return this._edgeColor.copy()};
+a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadMeasurement=function(a){return a instanceof d.Markup.Measure.MeasureMarkup?(this.addMeasurement(a),this._callbackManager.trigger("measurementLoaded",a),!0):!1};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof
+Promise?b.push(k.then(function(b){return c._handleLoadMeasurement(b)})):b.push(Promise.resolve(this._handleLoadMeasurement(k))))}}return Promise.all(b)};return a}(d.MarkupTypeManager);d.MeasureManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._faceMeshData=[];this._pointMeshData=[];this._polylineMeshData=[];this._faceWinding=d.FaceWinding.CounterClockwise;this._isManifold=this._backfacesEnabled=!1}f.prototype.addFaces=function(a,e,c,b,g){void 0===g&&(g=0);this._faceMeshData.push(new d.Internal.FaceMeshData(a,e,c,b,g))};f.prototype.addPoints=function(a,e,c){void 0===c&&(c=0);this._pointMeshData.push(new d.Internal.PointMeshData(a,e,c))};f.prototype.addPolyline=function(a,e,c){void 0===c&&
+(c=0);this._polylineMeshData.push(new d.Internal.PolylineMeshData(a,e,c))};f.prototype.clear=function(){this._faceMeshData.length=0;this._pointMeshData.length=0;this._polylineMeshData.length=0};f.prototype.setFaceWinding=function(a){this._faceWinding=a};f.prototype.getFaceWinding=function(){return this._faceWinding};f.prototype.setBackfacesEnabled=function(a){this._backfacesEnabled=a};f.prototype.getBackfacesEnabled=function(){return this._backfacesEnabled};f.prototype.setManifold=function(a){this._isManifold=
+a};f.prototype.isManifold=function(){return this._isManifold};f.prototype._getFaceData=function(){return this._faceMeshData};f.prototype._getPointData=function(){return this._pointMeshData};f.prototype._getPolylineData=function(){return this._polylineMeshData};return f}();d.MeshData=h;h=function(){function f(a,e,c,b,g,k,l){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=
+d.MeshInstanceCreationFlags.None;this._overlayIndex=0;a&&(this._meshId=a.slice());e&&(this._matrix=e.copy());c&&(this._instanceName=c);b&&(this._faceColor=b.copy());g&&(this._lineColor=g.copy());k&&(this._pointColor=k.copy());l&&(this._creationFlags=l)}f.prototype.copy=function(){var a=new f(this.getMeshId(),this.getMatrix(),this.getInstanceName(),this.getFaceColor(),this.getLineColor(),this.getPointColor(),this.getCreationFlags());a.setPointOpacity(this.getOpacity());a.setLineOpacity(this.getLineOpacity());
+a.setOpacity(this.getOpacity());a.setOverlayIndex(this.getOverlayIndex());return a};f.prototype.clear=function(){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=d.MeshInstanceCreationFlags.None;this._overlayIndex=0};f.prototype.getMeshId=function(){return null!==this._meshId?this._meshId.slice():null};f.prototype.getMeshKey=function(){return this.getMeshId()};f.prototype.setMeshId=
+function(a){this._meshId=a.slice()};f.prototype.setMeshKey=function(a){this.setMeshId(a)};f.prototype.getMatrix=function(){return null!==this._matrix?this._matrix.copy():null};f.prototype.getCreationFlags=function(){return this._creationFlags};f.prototype.setCreationFlags=function(a){this._creationFlags=a};f.prototype.setMatrix=function(a){this._matrix=a.copy()};f.prototype.getInstanceName=function(){return this._instanceName};f.prototype.setInstanceName=function(a){this._instanceName=a};f.prototype.setFaceColor=
+function(a){this._faceColor=a.copy()};f.prototype.getFaceColor=function(){return null!==this._faceColor?this._faceColor.copy():null};f.prototype.setLineColor=function(a){this._lineColor=a.copy()};f.prototype.getLineColor=function(){return null!==this._lineColor?this._lineColor.copy():null};f.prototype.setPointColor=function(a){this._pointColor=a.copy()};f.prototype.getPointColor=function(){return null!==this._pointColor?this._pointColor.copy():null};f.prototype.setPointOpacity=function(a){this._pointOpacity=
+a};f.prototype.getPointOpacity=function(){return this._pointOpacity};f.prototype.setLineOpacity=function(a){this._lineOpacity=a};f.prototype.getLineOpacity=function(){return this._lineOpacity};f.prototype.setOpacity=function(a){this._faceOpacity=a};f.prototype.setTransparency=function(a){this._faceOpacity=a};f.prototype.getOpacity=function(){return this._faceOpacity};f.prototype.getTransparency=function(){return this._faceOpacity};f.prototype.setOverlayIndex=function(a){this._overlayIndex=a};f.prototype.getOverlayIndex=
+function(){return this._overlayIndex};return f}();d.MeshInstanceData=h})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(a,d,c,b,g){void 0===g&&(g=0);this.vertexData=a;this.normalData=d;this.rgba32data=c;this.uvData=b;this.bits=g}}();d.FaceMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PolylineMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PointMeshData=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){function a(a){console.assert(a!==d.invalidNodeId);return a>d.invalidNodeId}d.invalidNodeId=-1;d.isAuthoredId=a;d.getAuthoredId=function(d){console.assert(a(d));return d};d.getRuntimeId=function(e,c){return a(e)?d.towardInclusionContext(c).toRuntimeId(e):e}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d.DefaultTransitionDuration=400;d.EmptyModelName="_empty";d.InvalidNodeId=d.Internal.Tree.invalidNodeId;var h=function(){function f(a,e){var c=this;this._pmiColor=d.Color.black();this._pmiColorOverride=!1;this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;this._firstModelRootId=d.InvalidNodeId;this._engine=a;this._callbackManager=e;this._callbackManager.bind({_firstModelLoaded:function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){this._firstModelRootId=
+b[0];return[2]})})},_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;return[2]})})}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","Model",d);return b.apply(this,c)};return c};f.prototype._setModelStructure=function(a){console.assert(void 0===this._modelStructure);this._modelStructure=
+a};f.prototype.getClientDimensions=function(){return this._engine.getClientDimensions()};f.prototype.setViewAxes=function(a,e){if(a.isAxis()&&e.isAxis()&&!a.equals(e))this._viewAxes.frontVector=a,this._viewAxes.upVector=e,this._callbackManager.trigger("viewAxes",a,e),this._viewAxesSet=!0;else throw new d.CommunicatorError("The upVector and frontVector must be unique, cardinal axes.");};f.prototype.viewAxesHaveBeenSet=function(){return this._viewAxesSet};f.prototype.getViewAxes=function(){return this._viewAxes};
+f.prototype.getModelBounding=function(a,e,c){void 0===c&&(c=!1);return __awaiter(this,void 0,void 0,function(){var b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:b=new d.Box,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._engine.getModelBounding(a,e,c)];case 2:return b=f.sent(),[3,4];case 3:return g=f.sent(),k=!1,SC.isError(g)&&(l=SC.getStateFailure(g),1===l&&(k=!0)),console.assert(k),[3,4];case 4:return[2,b]}})})};f.prototype._preventNodeDeletion=function(a){return this._modelStructure.preventNodeDeletion(a)};
+f.prototype._preventMeshDeletion=function(a){console.assert(0===a[0]);return this._modelStructure.preventMeshDeletion(a[1])};f.prototype._getNodeFromInstanceInc=function(a,d,c,b){return this._modelStructure.getNodeFromInstanceInc(a,d,c,b)};f.prototype.getNodesBounding=function(a,d){var c=7,b=!1,g=!1;void 0!==d&&(!1===d.bodyInstance&&(c&=-2),!1===d.pmiBody&&(c&=-3),!1===d.viewFrame&&(c&=-5),d.ignoreInvisible&&(b=!0),d.tightBounding&&(g=!0));return this._modelStructure.getBounding(a,c,b,g)};f.prototype.getNodeRealBounding=
+function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(0===e.length)throw new d.CommunicatorError("Cannot get bounding of node without geometry.");return[2,this._engine.getDrawnPartsBounding(e)]})})};f.prototype.setNodesVisibilities=function(a,e){void 0===e&&(e=null);a=d.Internal.fromIntegerMap(a);return this._modelStructure.setVisibilitiesByMap(a,e)};f.prototype.setNodesVisibility=
+function(a,d,c){void 0===c&&(c=null);return this._modelStructure.setVisibilitiesByValue(a,d,c)};f.prototype.resetNodesVisibility=function(){return this._modelStructure.resetAllVisibilities()};f.prototype.getVisibilityState=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InvalidNodeIdError(a);return[2,d.Internal.Tree.getVisibilityState(e)]})})};f.prototype.resetNodesTransform=function(){return this._modelStructure.resetAllTransforms()};
+f.prototype.reset=function(){return this._modelStructure.reset()};f.prototype.clear=function(){return this._modelStructure.clear()};f.prototype.setNodesFaceColor=function(a,d){this._setNodesFaceColor(a,d);return Promise.resolve()};f.prototype._setNodesFaceColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Faces,e)};f.prototype._unsetNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartColor(a,e)};f.prototype.unsetNodesFaceColor=function(a){this._unsetNodesColor(a,d.ElementType.Faces);return Promise.resolve()};f.prototype.setNodesLineColor=function(a,d){this._setNodesLineColor(a,d);return Promise.resolve()};f.prototype._setNodesLineColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Lines,e)};
+f.prototype.unsetNodesLineColor=function(a){this._unsetNodesColor(a,d.ElementType.Lines);return Promise.resolve()};f.prototype.setNodesHighlighted=function(a,e){if(0===a.length)return Promise.resolve();a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightParts(a,e);return Promise.resolve()};f.prototype.getNodesHighlighted=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartHighlighted(a):
+Promise.resolve([])};f.prototype.setNodesColors=function(a,e){var c=this;void 0===e&&(e=!1);var b=new Set,g=new Map,k=function(a,k){a=c._modelStructure.lookupAnyTreeNode(a);if(null!==a&&(a=d.Internal.Tree.gatherInstanceIncsSync(a,7,!1,b,d.Internal.Tree.WalkRestriction.None),0<a.length)){k=(k.r<<16)+(k.g<<8)+k.b;var e=g.get(k);e?g.set(k,e.concat(a)):g.set(k,a)}};if(a instanceof Map)a.forEach(function(b,c){k(c,b)});else for(var l=0,f=Object.keys(a);l<f.length;l++){var m=parseInt(f[l],10);k(m,a[m])}g.forEach(function(b,
+g){g=new d.Color(g>>16,(g&65280)>>8,g&255);c._engine.setPartColor(b,d.ElementType.Faces,g);e&&c._engine.setPartColor(b,d.ElementType.Lines,g)});return Promise.resolve()};f.prototype.getPmiTopologyReferences=function(a){var e=[],c=function(b,c,g){var a=new d.RefOnTopoItem;a.bodyId=b;a.subElementType=c;a.subElementIndex=g;return a};a=this._modelStructure.getPmiTopologyReferences(a);if(null!==a)for(var b=0;b<a.length;b++){for(var g=a[b],k=g.body.getRuntimeId(),l=0,f=g.faceIds;l<f.length;l++)e.push(c(k,
+d.PmiTopoRef.Face,f[l]));l=0;for(g=g.edgeIds;l<g.length;l++)e.push(c(k,d.PmiTopoRef.Edge,g[l]))}return 0===e.length?null:e};f.prototype.getPmis=function(){return this._modelStructure.getPmis()};f.prototype.getPMIs=function(){return this.getPmis()};f.prototype.getPmiType=function(a){return this._modelStructure.getPmiType(a)};f.prototype.getPMIType=function(a){return this.getPmiType(a)};f.prototype.getPmiSubtype=function(a){return this._modelStructure.getPmiSubType(a)};f.prototype.getPMISubtype=function(a){return this.getPmiSubtype(a)};
+f.prototype.setPmiColor=function(a){this._pmiColor.assign(a)};f.prototype.setPMIColor=function(a){this.setPmiColor(a)};f.prototype.getPmiColor=function(){return this._pmiColor.copy()};f.prototype.getPMIColor=function(){return this.getPmiColor()};f.prototype.setPmiColorOverride=function(a,d){(this._pmiColorOverride=a)?this._modelStructure.setPmiColor(this._pmiColor,d):this._modelStructure.resetPmiColor(d);return Promise.resolve()};f.prototype.setPMIColorOverride=function(a){return this.setPmiColorOverride(a)};
+f.prototype.getPmiColorOverride=function(){return this._pmiColorOverride};f.prototype.getPMIColorOverride=function(){return this.getPmiColorOverride()};f.prototype.computeMinimumBodyBodyDistance=function(a,e){var c=this._modelStructure.lookupAnyBody(a);if(null===c)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(e);if(null===a)throw new d.InvalidNodeTypeError(e,1);e=c.getInstanceInc();c=a.getInstanceInc();return this._engine.computeMininimumBodyBodyDistance(e,c)};f.prototype.computeMinimumFaceFaceDistance=
+function(a,e,c,b){var g=this._modelStructure.lookupAnyBody(a);if(null===g)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(c);if(null===a)throw new d.InvalidNodeTypeError(c,1);c=g.getInstanceInc();g=a.getInstanceInc();return this._engine.computeMininimumFaceFaceDistance([c[0],c[1]],e,[g[0],g[1]],b)};f.prototype.computeMinimumFaceRayDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceRayDistance(a,
+e,c)};f.prototype.computeMinimumFaceLineDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceLineDistance(a,e,c)};f.prototype.setNodeFaceColor=function(a,d,c){this._setNodeFaceColor(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceColor=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);2===a.length&&this._engine.setElementColor(a,
+d.ElementType.Faces,e,1,c)};f.prototype._unsetElementColor=function(a,d,c){a=this._getInstanceIncFromSingleLeafNode(a);this._engine.unsetElementColor(a,d,c,1)};f.prototype.unsetNodeFaceColor=function(a,e){this._unsetElementColor(a,d.ElementType.Faces,e);return Promise.resolve()};f.prototype.setNodeFaceHighlighted=function(a,d,c){this._setNodeFaceHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],
+7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Faces,e,1,c)};f.prototype._getElementHighlighted=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementHighlighted(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceHighlighted=function(a,e){return this._getElementHighlighted(a,
+d.ElementType.Faces,e)};f.prototype.setNodeLineColor=function(a,d,c){this._setNodeLineColor(a,d,c);return Promise.resolve()};f.prototype._setNodeLineColor=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.setElementColor(a,d.ElementType.Lines,e,1,c)};f.prototype.unsetNodeLineColor=function(a,e){this._unsetElementColor(a,d.ElementType.Lines,e);return Promise.resolve()};f.prototype.setNodeLineHighlighted=function(a,
+d,c){this._setNodeLineHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeLineHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Lines,e,1,c)};f.prototype.getNodeLineHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Lines,e)};f.prototype.setNodePointHighlighted=function(a,d,c){this._setNodePointHighlighted(a,d,c);return Promise.resolve()};
+f.prototype._setNodePointHighlighted=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.highlightElements(a,d.ElementType.Points,e,1,c)};f.prototype.getNodePointHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Points,e)};f.prototype.resetNodesColor=function(){this._engine.resetColors();return Promise.resolve()};f.prototype.setNodesOpacity=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartOpacity(a,e)};f.prototype.setNodesTransparency=function(a,d){this.setNodesOpacity(a,d);return Promise.resolve()};f.prototype.getNodesHaveTransparency=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getPartHasTransparency(a):Promise.resolve([])};f.prototype.setNodesOpacities=function(a){var e=this;a=d.Internal.fromIntegerMap(a);var c=new Set;
+a.forEach(function(b,g){g=e._modelStructure.lookupAnyTreeNode(g);null!==g&&(g=d.Internal.Tree.gatherInstanceIncsSync(g,1,!1,c,d.Internal.Tree.WalkRestriction.None),0<g.length&&e._engine.setPartOpacity(g,b))})};f.prototype.setNodesTransparencies=function(a){this.setNodesOpacities(a);return Promise.resolve()};f.prototype.resetModelOpacity=function(){this._engine.resetOpacity();this._callbackManager.trigger("_resetOpacity")};f.prototype.resetModelTransparency=function(){this.resetModelOpacity();return Promise.resolve()};
+f.prototype.resetModelHighlight=function(){this._engine.clearHighlight();return Promise.resolve()};f.prototype.resetNodesOpacity=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartOpacity(a)};f.prototype.resetNodesTransparency=function(a){this.resetNodesOpacity(a);return Promise.resolve()};f.prototype._getNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);
+return 0<a.length?this._engine.getPartColor(a,e):Promise.resolve([])};f.prototype._getNodesEffectiveColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getEffectivePartColor(a,e):Promise.resolve([])};f.prototype.getNodesFaceColor=function(a){return this._getNodesColor(a,d.ElementType.Faces)};f.prototype.getNodesEffectiveFaceColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Faces)};f.prototype.getNodesLineColor=
+function(a){return this._getNodesColor(a,d.ElementType.Lines)};f.prototype.getNodesEffectiveLineColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Lines)};f.prototype.getNodeColorMap=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=this._modelStructure.lookupAnyTreeNode(a);if(null!==c)return[2,d.Internal.Tree.getNodeColorMap(c,this._engine,e)];throw new d.InvalidNodeIdError(a);})})};f.prototype.getNodesOpacity=function(a){return Promise.resolve(this._getNodesOpacity(a))};
+f.prototype.getNodesTransparency=function(a){return this.getNodesOpacity(a)};f.prototype._getNodesOpacity=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartOpacity(a):[]};f.prototype.getNodesEffectiveOpacity=function(a,d){return(a=this._getInstanceIncsFromLeafNodes(a))&&0<a.length?this._engine.getEffectivePartOpacity(a,d):Promise.resolve([])};f.prototype.getNodesEffectiveTransparency=function(a,d){return this.getNodesEffectiveOpacity(a,d)};f.prototype._getNodeElementColor=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementColor(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype._getNodeEffectiveElementColor=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getEffectiveElementColor(b,
+d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeEffectiveFaceColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeLineColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Lines,e)};f.prototype.getNodeEffectiveLineColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Lines,e)};f.prototype.getOutOfHierarchy=
+function(a){return this._modelStructure.isOutOfHierarchy(a)};f.prototype.getAbsoluteRootNode=function(){return this._modelStructure.getAbsoluteRootNodeId()};f.prototype.getRootNode=function(){return this.getAbsoluteRootNode()};f.prototype.getNodeChildren=function(a,d){return this._modelStructure.getChildIds(a,d||!1)};f.prototype.getNodesInstancingSamePart=function(a){return this._modelStructure.getPartReferrers(a)};f.prototype.getUnitMultiplier=function(){var a=this._firstModelRootId!==d.InvalidNodeId?
+this._firstModelRootId:this.getAbsoluteRootNode();return this.getNodeUnitMultiplier(a)};f.prototype.getNodeUnitMultiplier=function(a){return this._modelStructure.getUnit(a)};f.prototype.createCadView=function(a,d,c,b,g,k,l,f,m){b||(b=[]);g||(g=[]);k||(k=[]);l||(l=[]);void 0===f&&(f=null);void 0===m&&(m=null);a=this._modelStructure.createCadView(a,d,c,b,g,k,l,f,m);null!==a&&this._callbackManager.trigger("cadViewCreated",a,d);return a};f.prototype.createCADView=function(a,d,c,b,g,k,l,f,m){return this.createCadView(a,
+d,c,b,g,k,l,f,m)};f.prototype.getCadViewMap=function(){return this._modelStructure.getCadViewMap()};f.prototype.getCadViews=function(){return d.Internal.toIntegerMap(this.getCadViewMap())};f.prototype.getCADViews=function(){return this.getCadViews()};f.prototype.activateCadView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._modelStructure.activateCadView(a,e)};f.prototype.activateCADView=function(a,d){return this.activateCadView(a,d)};f.prototype.getCadViewPmis=function(a){return this._modelStructure.getCadViewPmis(a)};
+f.prototype.getCADViewPMIs=function(a){return this.getCadViewPmis(a)};f.prototype.cadConfigurationsEnabled=function(){return this._modelStructure.cadConfigurationsEnabled()};f.prototype.getCadConfigurations=function(){return this._modelStructure.getCadConfigurations()};f.prototype.getCADConfigurations=function(){return this.getCadConfigurations()};f.prototype.getDefaultCadConfiguration=function(){return this._modelStructure.getDefaultCadConfiguration()};f.prototype.getCADDefaultConfiguration=function(){return this.getDefaultCadConfiguration()};
+f.prototype.getActiveCadConfiguration=function(){return this._modelStructure.getActiveCadConfiguration()};f.prototype.getCADActiveConfiguration=function(){return this.getActiveCadConfiguration()};f.prototype.activateCadConfiguration=function(a){return this._modelStructure.activateCadConfiguration(a)};f.prototype.activateCADConfiguration=function(a){return this.activateCadConfiguration(a)};f.prototype.activateDefaultCadConfiguration=function(){return this._modelStructure.activateDefaultCadConfiguration()};
+f.prototype.activateCADDefaultConfiguration=function(){return this.activateDefaultCadConfiguration()};f.prototype.getEdgeCount=function(a){return this._modelStructure.getEdgeCount(a)};f.prototype.getEdgeAttributes=function(a,d){return this._modelStructure.getEdgeAttributes(a,d)};f.prototype.getEdgeProperty=function(a,d){return this._modelStructure.getEdgeProperty(a,d)};f.prototype.getFaceCount=function(a){return this._modelStructure.getFaceCount(a)};f.prototype.getFaceAttributes=function(a,d){return this._modelStructure.getFaceAttributes(a,
+d)};f.prototype.getFaceProperty=function(a,d){return this._modelStructure.getFaceProperty(a,d)};f.prototype.setEdgeProperty=function(a,d,c){this._modelStructure.setEdgeProperty(a,d,c)};f.prototype.setFaceProperty=function(a,d,c){this._modelStructure.setFaceProperty(a,d,c)};f.prototype.getNodeMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);
+if(0===e.length)throw new d.CommunicatorError("Node does not refer to a mesh instance");if(2<e.length)throw new d.CommunicatorError("Node refers to multiple mesh instances");c=e;return[4,this._engine.getInstancesMeshData(c)];case 1:return b=g.sent(),[2,this._engine.getMeshData(b)]}})})};f.prototype.getNodeMatrix=function(a){return this._modelStructure.getMatrix(a)};f.prototype.setNodeMatrix=function(a,d,c){void 0===c&&(c=!1);return this._modelStructure.setMatrix(a,d,c)};f.prototype.resetNodeMatrixToInitial=
+function(a){return this._modelStructure.resetToInitialMatrix(a)};f.prototype.getNodeNetMatrix=function(a){return this._modelStructure.getNetMatrix(a)};f.prototype.getNodeParent=function(a){return this._modelStructure.getParentId(a)};f.prototype.getNodeType=function(a){return this._modelStructure.getType(a)};f.prototype.getNodeProperties=function(a){return this._modelStructure.getProperties(a)};f.prototype.addPropertyToNode=function(a,d,c){return this._modelStructure.addProperty(a,d,c)};f.prototype.setPhysicalProperties=
+function(a,d,c,b){return this._modelStructure.setPhysicalProperties(a,d,c,b)};f.prototype.requestNodes=function(a){return this._modelStructure.requestNodes(a)};f.prototype.getNodeName=function(a){return this._modelStructure.getName(a)||null};f.prototype.getNodeExchangeId=function(a){return this._modelStructure.getNodeExchangeId(a)};f.prototype.getFilters=function(){return this._modelStructure.getFilters()};f.prototype.getFilterName=function(a){return this._modelStructure.getFilterName(a)};f.prototype.getFiltersWithNode=
+function(a){return this._modelStructure.getFiltersWithNode(a)};f.prototype.getNodesFromFiltersId=function(a){return this._modelStructure.getNodesFromFilterIds(a)};f.prototype.getLayers=function(){return this._modelStructure.getLayers()};f.prototype.getUniqueLayerNames=function(){return this._modelStructure.getUniqueLayerNames()};f.prototype.getLayerName=function(a){return this._modelStructure.getLayerName(a)};f.prototype.getLayerIdsFromName=function(a){return this._modelStructure.getLayerIdsFromName(a)};
+f.prototype.getNodeLayerId=function(a){return this._modelStructure.getNodeLayerId(a)};f.prototype.getNodesFromLayer=function(a,d){return this._modelStructure.getRuntimeNodesFromLayer(a,d)};f.prototype.getNodesFromLayers=function(a,d){return this._modelStructure.getRuntimeNodesFromLayers(a,d)};f.prototype.getNodesFromLayerName=function(a,d){return this._modelStructure.getNodesFromLayerName(a,d)};f.prototype.getNodeVisibility=function(a){return this._modelStructure.isVisible(a)};f.prototype.getBranchVisibility=
+function(a){a=this._modelStructure.getBranchVisibility(a);if(2===a)return d.BranchVisibility.Shown;if(1===a)return d.BranchVisibility.Hidden;console.assert(3===a);return d.BranchVisibility.Mixed};f.prototype.getDataFromIds=function(a){return this._engine.getDataFromIds(a)};f.prototype.getDataFromKeys=function(a){return this.getDataFromIds(a)};f.prototype.createMesh=function(a,d){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._engine.createMesh(a)];case 1:return c=b.sent(),d&&d.doNotDelete&&this._preventMeshDeletion(c),[2,c]}})})};f._flatArrayToPairArray=function(a){for(var d=[],c=0;c<a.length;c+=2)d.push([a[c],a[c+1]]);return d};f._pairArrayToFlatArray=function(a){for(var d=[],c=0;c<a.length;c++){var b=a[c];d.push(b[0],b[1])}return d};f.prototype.getMeshIds=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None),[4,this._engine.getInstancesMeshData(e)];case 1:return c=b.sent(),[2,f._flatArrayToPairArray(c)]}})})};f.prototype.replaceMesh=function(a,d){return this._engine.replaceMesh(a,d)};f.prototype.createMeshInstance=function(a,d,c,b){void 0===d&&(d=null);c||(c=!1);b||(b=!1);return this._createMeshInstance(a,d,c,b)};f.prototype._createMeshInstance=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,f,m,p,h,r;return __generator(this,function(n){switch(n.label){case 0:g=
+a.getMatrix();k=null!==g||null!==e;l=a.getCreationFlags();console.assert(!e||!b,"Out of hierarchy instances should not have a parent node.");f=null===e||this.getNodeVisibility(e);m=a;if(k||!f)m=a.copy(),m.setCreationFlags(l|d.MeshInstanceCreationFlags.Invisible);return[4,this._engine.createMeshInstance(m)];case 1:p=n.sent();h=this._modelStructure.createMeshInstance(p[0],p[1],a.getInstanceName(),e,c,b);if(!k)return[3,3];r=g?g:new d.Matrix;return[4,this.setNodeMatrix(h,r,!0)];case 2:n.sent(),0===(l&
+d.MeshInstanceCreationFlags.Invisible)&&f&&this._engine.setPartVisibility(p,!0,!0),n.label=3;case 3:return null===e?[3,5]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[h],d.NodeSource.CreateInstance)];case 4:n.sent(),n.label=5;case 5:return[2,h]}})})};f.prototype.createPmiInstance=function(a,e,c,b,g){return __awaiter(this,void 0,void 0,function(){var k,l,f,m,p,h,r,u;return __generator(this,function(n){switch(n.label){case 0:void 0===g&&(g=null);k=[];l=0;for(f=b;l<f.length;l++){m=
+f[l];p=this._modelStructure.lookupBodyInstance(m.bodyId);if(null===p)throw new d.InvalidNodeIdError(m.bodyId);h=d.Internal.Tree.ReferenceOnTopology.fromBodyInstance(p,m.subElementType,m.subElementIndex);k.push(h)}return[4,this._engine.createMeshInstance(a)];case 1:return r=n.sent(),u=this._modelStructure.createPmiInstance(r[0],r[1],e,c,k,a.getInstanceName(),g),null===g?[3,3]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[u],d.NodeSource.CreatePmi)];case 2:n.sent(),n.label=
+3;case 3:return[2,u]}})})};f.prototype.createPMIInstance=function(a,d,c,b,g){return this.createPmiInstance(a,d,c,b,g)};f.prototype.createImage=function(a,d){return this._engine.createImage(a,d)};f.prototype.deleteImages=function(a){return this._engine.destroyImages(f._pairArrayToFlatArray(a))};f.prototype.setNodesTexture=function(a,d){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.setTexture(a,d)};f.prototype.unsetNodesTexture=function(a){a=this._getInstanceIncsFromLeafNodes(a);this._engine.unsetTexture(a)};
+f.prototype.deleteMeshes=function(a){return this._engine.destroyMeshes(f._pairArrayToFlatArray(a))};f.prototype.deleteMeshInstances=function(a){var e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None),c=[];if(0<e.length){for(var b=0;b<a.length;b++)c.push(this._modelStructure.deleteNode(a[b]));c.push(this._engine.destroyLocalInstances(e))}return d.Util.waitForAll(c)};f.prototype._obtainLoadSubtreeConfig=function(a){if(a[0]instanceof d.LoadSubtreeConfig)var e=
+a[0];else e=new d.LoadSubtreeConfig,e.additionalMatrix=a[0]||null,e.allowMissingExternalModels=!!a[1];return e.copy()};f.prototype.loadSubtreeFromXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);
+c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromScsXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);
+return this._modelStructure.loadSubtreeFromScsXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromModel=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromStream(a,d,c)};f.prototype.loadSubtreeFromScsFile=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsFile(a,d,c)};f.prototype.loadSubtreeFromScsBuffer=
+function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsBuffer(a,d,c)};f.prototype.loadSubtreeFromUrl=function(a,d){return this.loadSubtreeFromXmlFile(a,d)};f.prototype.loadSubtreeFromXML=function(a,d){return this.loadSubtreeFromXmlBuffer(a,d)};f.prototype.switchToModel=function(a){this._callbackManager.trigger("modelLoadBegin");return this._modelStructure.switchToModel(a)};f.prototype.createNode=function(a,
+e,c,b,g,k){void 0===a&&(a=null);void 0===c&&(c=null);void 0===b&&(b=null);if(void 0===g||null===g)g=!0;a=this._modelStructure.createNode(a,e,c,b,g,k);null!==a&&(e=this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[a],d.NodeSource.CreateNode),e);return a};f.prototype.deleteNode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._modelStructure.deleteNode(a)];case 1:return d.sent(),this._callbackManager.trigger("subtreeDeleted",
+[a]),[2]}})})};f.prototype.createPart=function(a){void 0===a&&(a=null);return this._modelStructure.createPart(a)};f.prototype.setPart=function(a,d){return void 0===a||null===a||void 0===d||null===d?!1:this._modelStructure.setPart(a,d)};f.prototype.createAndAddRepresentationItem=function(a,d){if(void 0===a||null===a)return null;void 0===d&&(d=null);return this._modelStructure.createAndAddRepItem(a,d)};f.prototype.createAndAddBody=function(a,d){return this.createAndAddRepresentationItem(a,d)};f.prototype.getLowestAvailableNodeId=
+function(){return this._modelStructure.getLowestAvailableNodeId()};f.prototype.getLowestAvailableNodeID=function(){return this.getLowestAvailableNodeId()};f.prototype.setInstanceModifier=function(a,d,c){this._setInstanceModifier(a,d,c,7);return Promise.resolve()};f.prototype._setInstanceModifier=function(a,e,c,b){e=this._modelStructure.gatherInstanceIncsFromNodeIds(e,b,d.Internal.Tree.WalkRestriction.None);0<e.length&&this._engine.setInstanceModifier(a,e,c)};f.prototype.getSCInstanceKey=function(a){a=
+this._modelStructure.lookupBodyInstance(a);return null!==a?a.getInstanceInc():null};f.prototype.getNodeIDFromSCInstanceKey=function(a,d){return this._modelStructure.getNodeFromInstanceInc(!1,a,d,!1)};f.prototype.getPrimaryModelKey=function(){return this._engine.getPrimaryModelKey()};f.prototype.getPrimaryModelId=function(){return this.getPrimaryModelKey()};f.prototype.getAssociatedModelKey=function(a){a=this._modelStructure.getAssociatedModelKey(a);return Promise.resolve(a)};f.prototype.hasDepthRange=
+function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.hasDepthRange(a)};f.prototype.setDepthRange=function(a,d,c){this._setDepthRange(a,d,c);return Promise.resolve()};f.prototype._setDepthRange=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.setDepthRange(a,e,c)};f.prototype.unsetDepthRange=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetDepthRange(a)};
+f.prototype._gatherInstanceIncsFromNodeIds=function(a,e){void 0===e&&(e=7);return this._modelStructure.gatherInstanceIncsFromNodeIds(a,e,d.Internal.Tree.WalkRestriction.None)};f.prototype._getInstanceIncsFromLeafNodes=function(a){for(var e=[],c=0;c<a.length;c++){var b=this._modelStructure.gatherInstanceIncsFromNodeIds([a[c]],7,d.Internal.Tree.WalkRestriction.None);if(2===b.length)e.push(b[0],b[1]);else throw new d.CommunicatorError("Non-leaf node encountered");}return e};f.prototype._getInstanceIncFromSingleLeafNode=
+function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(2===a.length)return a;throw new d.CommunicatorError("Non-leaf node encountered");};f.prototype.setMeshLevel=function(a,d){this._modelStructure.setMeshLevel(a,d);return Promise.resolve()};f.prototype.setEnableAutomaticUnitScaling=function(a){return this._modelStructure.setEnableAutomaticUnitScaling(a)};f.prototype.setBehaviorInitiallyHidden=function(a){return this._modelStructure.setBehaviorInitiallyHidden(a)};
+f.prototype.isDrawing=function(){return this._modelStructure.isACadDrawing()};f.prototype.isMeasurable=function(){return this._modelStructure.isMeasurable()};f.prototype.getModelFileNameFromNode=function(a){return this._modelStructure.getModelFileNameFromNode(a)};f.prototype.getModelFileTypeFromNode=function(a){return this._modelStructure.getModelFileTypeFromNode(a)};f.prototype.getNodeGenericType=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodeGenericId=function(a){return this._modelStructure.getNodeGenericId(a)};
+f.prototype.registerBimNodes=function(a,e,c){void 0===c&&(c=null);return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=this._modelStructure.lookupAnyTreeNode(a);if(null===b)return[2];"boolean"===typeof c&&(c=c?"TYPE":null);return[2,d.Internal.Tree.registerBimNodes(e,this._engine,this._modelStructure,b,c)]})})};f.prototype.getGenericTypeIdMap=function(){return this._modelStructure.getGenericTypeIdMap()};f.prototype.getIfcNodeIds=function(){return this.getGenericTypeIdMap()};
+f.prototype.getIfcTypeByNodeId=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodesByGenericType=function(a){return this._modelStructure.getNodesByGenericType(a)};f.prototype.getNodesByIfcType=function(a){return this.getNodesByGenericType(a)};f.prototype.getGenericTypes=function(){return this._modelStructure.getGenericTypes()};f.prototype.getIfcTypes=function(){return this.getGenericTypes()};f.prototype.hasEffectiveGenericType=function(a,d){return this._modelStructure.hasEffectiveGenericType(a,
+d)};f.prototype.registerIfcNodes=function(a,e){void 0===e&&(e=null);return this.registerBimNodes(a,d.Internal.Tree.ifcAttributeToBimMask,e)};f.prototype.isAnnotationView=function(a){return this._modelStructure.isAnnotationView(a)};f.prototype.setNodesCullingVector=function(a,d,c,b){this._setNodesCullingVector(a,d,c,b);return Promise.resolve()};f.prototype._setNodesCullingVector=function(a,e,c,b){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return this._engine.setCullingVector(a,
+e,c,b)};f.prototype.unsetNodesCullingVectors=function(a){this._unsetNodesCullingVectors(a);return Promise.resolve()};f.prototype._unsetNodesCullingVectors=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetCullingVector(a)};f.prototype.getNodesCullingVectors=function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.getCullingVector(a)};f.prototype.getNodeIdOffset=function(a){return this._modelStructure.getIdOffset(a)};
+f.prototype.isNodeLoaded=function(a){return this._modelStructure.isNodeLoaded(a)};f.prototype.triangulatePolygon=function(a,e){e=d.Internal.toVec3(e);return this._engine.triangulatePolygon(a,e)};f.prototype.setNodesLinePattern=function(a,d,c,b){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.setLinePattern(a,d,c,b)};f.prototype.unsetNodesLinePattern=function(a){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.unsetLinePattern(a)};f.prototype._hwfAwaitAssemblyTreeReady=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c;return __generator(this,function(b){switch(b.label){case 0:a=this.getAbsoluteRootNode();e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InternalLogicError;c=d.Internal.Tree.towardLoadContext(e);return[4,d.Internal.Tree.WalkerAsync.forceLazyPromises(c)];case 1:return b.sent(),[4,d.Internal.Tree.markContextsLoaded([c])];case 2:return b.sent(),[2]}})})};f.prototype.getNodeUserDataIndices=function(a){return this._modelStructure.getUserDataIndices(a)};
+f.prototype.getNodeUserData=function(a,d){return this._modelStructure.getUserData(a,d)};f.prototype.getNodeIdsByGenericIds=function(a){for(var d=[],c=0;c<a.length;c++){var b=this._modelStructure.getNodeByGenericId(a[c]);null!==b&&d.push(b)}return d};f.prototype.getNodeIdsByIfcGuids=function(a){return this.getNodeIdsByGenericIds(a)};f.prototype._getModelStructure=function(){return this._modelStructure};f.prototype.isWithinExternalModel=function(a){return this._modelStructure.isWithinExternalModel(a)};
+f.prototype._firstAssemblyDataHeader=function(){return this._modelStructure.firstAssemblyDataHeader()};__decorate([f.deprecated],f.prototype,"getPMIs",null);__decorate([f.deprecated],f.prototype,"getPMIType",null);__decorate([f.deprecated],f.prototype,"getPMISubtype",null);__decorate([f.deprecated],f.prototype,"setPMIColor",null);__decorate([f.deprecated],f.prototype,"getPMIColor",null);__decorate([f.deprecated],f.prototype,"setPMIColorOverride",null);__decorate([f.deprecated],f.prototype,"getPMIColorOverride",
+null);__decorate([f.deprecated],f.prototype,"setNodesTransparency",null);__decorate([f.deprecated],f.prototype,"setNodesTransparencies",null);__decorate([f.deprecated],f.prototype,"resetModelTransparency",null);__decorate([f.deprecated],f.prototype,"resetNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesEffectiveTransparency",null);__decorate([f.deprecated],f.prototype,"getRootNode",null);__decorate([f.deprecated],
+f.prototype,"getUnitMultiplier",null);__decorate([f.deprecated],f.prototype,"createCADView",null);__decorate([f.deprecated],f.prototype,"getCadViews",null);__decorate([f.deprecated],f.prototype,"getCADViews",null);__decorate([f.deprecated],f.prototype,"activateCADView",null);__decorate([f.deprecated],f.prototype,"getCADViewPMIs",null);__decorate([f.deprecated],f.prototype,"getCADConfigurations",null);__decorate([f.deprecated],f.prototype,"getCADDefaultConfiguration",null);__decorate([f.deprecated],
+f.prototype,"getCADActiveConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADDefaultConfiguration",null);__decorate([f.deprecated],f.prototype,"getDataFromKeys",null);__decorate([f.deprecated],f.prototype,"createPMIInstance",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromUrl",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromXML",null);__decorate([f.deprecated],f.prototype,"createAndAddBody",
+null);__decorate([f.deprecated],f.prototype,"getLowestAvailableNodeID",null);__decorate([f.deprecated],f.prototype,"getSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getNodeIDFromSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelId",null);__decorate([f.deprecated],f.prototype,"getIfcNodeIds",null);__decorate([f.deprecated],f.prototype,"getIfcTypeByNodeId",null);__decorate([f.deprecated],f.prototype,
+"getNodesByIfcType",null);__decorate([f.deprecated],f.prototype,"getIfcTypes",null);__decorate([f.deprecated],f.prototype,"getNodeIdsByIfcGuids",null);return f}();d.Model=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.UpperRightCorner;this._dimension=3;this._fieldSize=8;this._instanceKeys=[];this._enabled=!1;this._textImageId=null;this._selectionFaceColor=new d.Color(76,186,240);this._outlineColor=new d.Color(17,94,133);this._lastSelectedNodes=[];this._nodeIds=
+[];this._adjacentFaces=[];this._preserveModelUp=!0;this._cameraRotation=0;this._lastFaceIndex=this._lastCamera=this._lastOrientation=null;this._textWidths=[];this._sceneReadyCompleted=d.Util.OpenPromise.create();this._firstAttachment=this._geometryCreated=this._texturesReady=!1;this._viewer=a;this._fontSize=25;this._fontInfo=this._fontSize+"px Arial";this._textureSize=512;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._createViewport()];case 1:return c.sent(),this._updateVisibility(),[4,this._createGeometry()];case 2:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._sceneReadyCompleted];case 1:return c.sent(),[2,this._setTextures()]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=
+!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},camera:function(){e._onCameraUpdate()},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.NavCube&&e._onViewportSet()},transitionEnd:function(){e._onCameraUpdate()},viewAxes:function(){e._updateOrientationMatrices()},_resetOpacity:function(){e._viewer.model.setNodesOpacity(e._nodeIds.slice(1),0)},viewOrientation:function(c){e._lastOrientation=c;e._cameraRotation=
+0;e._lastCamera=e._viewer.view.getCamera()}})}f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return d.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();
+return Promise.resolve()};f.prototype.setPreserveModelUp=function(a){this._preserveModelUp=a};f.prototype.getPreserveModelUp=function(){return this._preserveModelUp};f.prototype._updateVisibility=function(){this._enabled&&this._texturesReady&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,
+!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.NavCube};f.prototype._setTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g;return __generator(this,function(k){switch(k.label){case 0:if(!this._textImageId||0<this._nodeIds.length||0>=this._instanceKeys.length)return[2];a=this._viewer.model;d=0;for(c=this._instanceKeys;d<c.length;d++)b=c[d],g=a._getNodeFromInstanceInc(!0,0,b,!0),this._nodeIds.push(g),
+a._preventNodeDeletion(g);a.setNodesOpacity(this._nodeIds.slice(1),0);return[4,a.setNodesTexture([this._nodeIds[0]],{imageId:this._textImageId})];case 1:return k.sent(),this._texturesReady=!0,this._updateVisibility(),[2]}})})};f.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.NavCube,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};
+f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(this._fieldSize);e.setHeight(this._fieldSize);e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.NavCube,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.NavCube),c=a._getViewportSize(d.BuiltinOverlayIndex.NavCube);
+a=a.getViewportAnchor(d.BuiltinOverlayIndex.NavCube);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=this._initializeTextures();e=0;c=[];c.push(this._createCube(e++,this._dimension));b=[];b.push(this._makeRotationMatrixX(-.5*
+Math.PI));b.push(this._makeRotationMatrixX(.5*Math.PI));b.push(this._makeRotationMatrixY(.5*Math.PI));b.push(this._makeRotationMatrixY(-.5*Math.PI));b.push(this._makeRotationMatrixZ(.5*Math.PI));b.push(this._makeRotationMatrixZ(-.5*Math.PI));g=this._dimension/4;k=this._dimension/2;l=[];f=new d.Point3(0,0,0);m=new d.Point3(0,0,0);p=new d.Point3(0,0,0);for(h=0;h<b.length;h++)r=this._dimension,u=b[h],t=!1,h===b.length-1&&(t=!0,f.z+=this._dimension+.02),m=new d.Point3(.5*r-g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+
+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),
+c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-k,m.z),c.push(this._createSelectionFace(e++,
+m,p,u,t,f,l));for(v=0;v<l.length;v++){w=Math.floor(v/9);z=[];x=l[v];for(y=0;y<x.length;y+=2)for(A=x[y],B=x[y+1],D=0;D<l.length;D++)if(C=Math.floor(D/9),C!==w)for(E=l[D],F=0;F<E.length;F+=2)H=E[F],G=E[F+1],this._isSameEdge(A,B,H,G)&&z.push(D);this._adjacentFaces.push(z)}return[4,Promise.all(c)];case 1:J=n.sent();this._updateOrientationMatrices();this._onCameraUpdate();K=[];I=0;for(L=J;I<L.length;I++)M=L[I],K.push(0,M);N=this._getScEngine();N.setPartVisibility(K,!0,!0);this._geometryCreated=!0;return[2,
+a]}})})};f.prototype._createTexture=function(a,e){a=a.getImageData(0,0,e,e).data;e=new ArrayBuffer(e*e*3);e=new Uint8Array(e);for(var c=0,b=0;b<a.length;b+=4)e[c]=a[b],e[c+1]=a[b],e[c+2]=a[b],c+=3;return this._viewer.model.createImage({format:d.ImageFormat.Rgb24,data:e,width:this._textureSize,height:this._textureSize})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var d=this._viewer.overlayManager._toPixelPoint(this._viewportSize),
+c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+d.x&&a.y<=c.y+d.y};f.prototype._getOverlayOffset=function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype._onNoSelection=function(){this._enabled&&0<this._lastSelectedNodes.length&&
+(this._viewer.model.setNodesOpacity(this._lastSelectedNodes,0),this._lastSelectedNodes.length=0)};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){switch(c.label){case 0:console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.NavCube)return this._onNoSelection(),[2];e=this._getFaceIndexFromNodeId(a.getNodeId());return e<this._nodeIds.length&&0<e?[4,this._setViewOrientation(e)]:
+[3,2];case 1:c.sent(),c.label=2;case 2:return[2]}})})};f.prototype.onMoveSelection=function(a){var e=this;console.assert(this._enabled);if(null!==a&&a.isFaceSelection()&&a.overlayIndex()===d.BuiltinOverlayIndex.NavCube){var c=a.getNodeId(),b=this._getFaceIndexFromNodeId(c)-1;0<=b&&c!==this._nodeIds[0]&&this._viewer.pauseRendering(function(){var g=e._viewer.model;g.setNodesOpacity(e._lastSelectedNodes,0);e._lastSelectedNodes.length=0;e._lastSelectedNodes.push(c);console.assert(b<e._adjacentFaces.length);
+for(var a=0,d=e._adjacentFaces[b];a<d.length;a++){var f=e._getNodeIdFromFaceIndex(d[a]+1);e._lastSelectedNodes.push(f)}g.setNodesOpacity(e._lastSelectedNodes,1)})}else this._onNoSelection()};f.prototype._getViewOrientationFromFaceIndex=function(a){switch(a){case 1:a=d.ViewOrientation.LeftBottomBack;break;case 2:a=d.ViewOrientation.LeftBottomFront;break;case 3:a=d.ViewOrientation.LeftTopFront;break;case 4:a=d.ViewOrientation.LeftTopBack;break;case 5:a=d.ViewOrientation.LeftTop;break;case 6:a=d.ViewOrientation.LeftBottom;
+break;case 7:a=d.ViewOrientation.LeftFront;break;case 8:a=d.ViewOrientation.LeftBack;break;case 9:a=d.ViewOrientation.Left;break;case 10:a=d.ViewOrientation.RightTopBack;break;case 11:a=d.ViewOrientation.RightTopFront;break;case 12:a=d.ViewOrientation.RightBottomFront;break;case 13:a=d.ViewOrientation.RightBottomBack;break;case 14:a=d.ViewOrientation.RightBottom;break;case 15:a=d.ViewOrientation.RightTop;break;case 16:a=d.ViewOrientation.RightFront;break;case 17:a=d.ViewOrientation.RightBack;break;
+case 18:a=d.ViewOrientation.Right;break;case 19:a=d.ViewOrientation.BackTopRight;break;case 20:a=d.ViewOrientation.BackBottomRight;break;case 21:a=d.ViewOrientation.BackBottomLeft;break;case 22:a=d.ViewOrientation.BackTopLeft;break;case 23:a=d.ViewOrientation.BackLeft;break;case 24:a=d.ViewOrientation.BackRight;break;case 25:a=d.ViewOrientation.BackBottom;break;case 26:a=d.ViewOrientation.BackTop;break;case 27:a=d.ViewOrientation.Back;break;case 28:a=d.ViewOrientation.FrontBottomRight;break;case 29:a=
+d.ViewOrientation.FrontTopRight;break;case 30:a=d.ViewOrientation.FrontTopLeft;break;case 31:a=d.ViewOrientation.FrontBottomLeft;break;case 32:a=d.ViewOrientation.FrontLeft;break;case 33:a=d.ViewOrientation.FrontRight;break;case 34:a=d.ViewOrientation.FrontTop;break;case 35:a=d.ViewOrientation.FrontBottom;break;case 36:a=d.ViewOrientation.Front;break;case 37:a=d.ViewOrientation.BottomRightFront;break;case 38:a=d.ViewOrientation.BottomLeftFront;break;case 39:a=d.ViewOrientation.BottomLeftBack;break;
+case 40:a=d.ViewOrientation.BottomRightBack;break;case 41:a=d.ViewOrientation.BottomBack;break;case 42:a=d.ViewOrientation.BottomFront;break;case 43:a=d.ViewOrientation.BottomLeft;break;case 44:a=d.ViewOrientation.BottomRight;break;case 45:a=d.ViewOrientation.Bottom;break;case 46:a=d.ViewOrientation.TopLeftBack;break;case 47:a=d.ViewOrientation.TopRightBack;break;case 48:a=d.ViewOrientation.TopRightFront;break;case 49:a=d.ViewOrientation.TopLeftFront;break;case 50:a=d.ViewOrientation.TopFront;break;
+case 51:a=d.ViewOrientation.TopBack;break;case 52:a=d.ViewOrientation.TopRight;break;case 53:a=d.ViewOrientation.TopLeft;break;case 54:a=d.ViewOrientation.Top;break;default:a=d.ViewOrientation.Front}return a};f.prototype._setViewOrientation=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h,r,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return e=this._viewer.view,c=this._getViewOrientationFromFaceIndex(a),[4,e.getViewOrientationCamera(c,void 0,this._preserveModelUp)];
+case 1:b=n.sent();g=!1;console.assert(0<=a-1);console.assert(a-1<this._adjacentFaces.length);k=this._adjacentFaces[a-1];l=0;for(f=k;l<f.length;l++)if(m=f[l],p=m+1,p===this._lastFaceIndex){g=!0;break}this._lastFaceIndex=a;h=null!==this._lastCamera&&this._lastCamera.equals(e.getCamera());this._cameraRotation=(r=this._lastOrientation===c||g)&&h?this._preserveModelUp?(this._cameraRotation+90)%360:90:0;this._lastOrientation=c;0<this._cameraRotation&&(u=d.Point3.subtract(b.getPosition(),b.getTarget()).normalize(),
+t=d.Matrix.createFromOffAxisRotation(u,this._cameraRotation),v=b.getUp(),t.transform(v,v),b.setUp(v));return[4,e.fitWorld(d.DefaultTransitionDuration,b)];case 2:return n.sent(),this._lastCamera=e.getCamera(),[2]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return c=
+f.sent(),b=new d.MeshInstanceData(c),b.setCreationFlags(d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.Invisible),b.setOverlayIndex(d.BuiltinOverlayIndex.NavCube),g=this._getScEngine(),[4,g.createMeshInstance(b)];case 2:return k=f.sent(),l=k[1],this._instanceKeys[e]=l,[2,l]}})})};f.prototype._createCube=function(a,e){for(var c=[],b=[],g=[],k=[],l=this._textWidths[0],
+f=0,m=this._textWidths;f<m.length;f++){var p=m[f];p>l&&(l=p)}l+=10;c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));f=22/this._textureSize;m=82/this._textureSize;
+f=1-f;m=1-m;var h=(l-this._textWidths[0])/2;p=-(h/this._textureSize);h=(this._textWidths[0]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*
+e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[1])/2;p=-(h/this._textureSize);h=(this._textWidths[1]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[2])/2;p=-(h/this._textureSize);h=(this._textWidths[2]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;h=
+(l-this._textWidths[3])/2;p=-(h/this._textureSize);h=(this._textWidths[3]+h)/this._textureSize;g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[4])/2;p=-(h/this._textureSize);h=(this._textWidths[4]+h)/this._textureSize;g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,
+0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));f-=60/this._textureSize;m-=60/this._textureSize;h=(l-this._textWidths[5])/2;p=-(h/this._textureSize);h=(this._textWidths[5]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));e=new d.MeshData;e.setFaceWinding(d.FaceWinding.CounterClockwise);
+l=[];m=[];p=[];for(f=h=0;f<c.length;f++){var r=c[f];l.push(r.x);l.push(r.y);l.push(r.z);r=b[f];m.push(r.x);m.push(r.y);m.push(r.z);r=g[f];p.push(r.x);p.push(r.y);if(18<=l.length){r=[[0,255,0,255],[0,255,0,255],[255,0,0,255],[255,0,0,255],[0,0,255,255],[0,0,255,255]][h];for(var u=[],t=0;6>t;t++)u.push(r[0]),u.push(r[1]),u.push(r[2]),u.push(r[3]);e.addFaces(l,m,new Uint8Array(u),p);l=[];m=[];p=[];++h}}l=[];c=new Uint8Array(4*k.length);for(f=0;f<k.length;f++)b=k[f],l.push(b.x),l.push(b.y),l.push(b.z),
+b=4*f,c[b]=this._outlineColor.r,c[b+1]=this._outlineColor.g,c[b+2]=this._outlineColor.b,c[b+3]=255;e.addPolyline(l,c);return this._createInstance(e,a)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(this._fieldSize);a.setHeight(this._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.NavCube,
+a)};f.prototype._updateOrientationMatrices=function(){var a=this._viewer.model.getViewAxes(),e=a.upVector.copy(),c=a.frontVector.copy(),b=d.Point3.cross(e,c.copy().scale(-1));a=new d.Matrix;a.m[0]=-c.x;a.m[1]=-c.y;a.m[2]=-c.z;a.m[4]=b.x;a.m[5]=b.y;a.m[6]=b.z;a.m[8]=e.x;a.m[9]=e.y;a.m[10]=e.z;e=this._getScEngine();c=[];b=0;for(var g=this._instanceKeys;b<g.length;b++)c.push(0,g[b]);e.setInstancesMatrix(c,a)};f.prototype._createSelectionFace=function(a,e,c,b,g,k,l){var f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);
+var m=[];this._createQuad(e,c,m,b,k,g);e=[];c=[];b=[];for(k=0;k<m.length;k++){var p=m[k];e.push(p.x);e.push(p.y);e.push(p.z);c.push(0);c.push(0);c.push(-1);b.push(this._selectionFaceColor.r);b.push(this._selectionFaceColor.g);b.push(this._selectionFaceColor.b);b.push(128)}k=[];p=[this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255,this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255];f.addFaces(e,c,new Uint8Array(b));e=[];g?(e.push(m[4].x,m[4].y,m[4].z),e.push(m[5].x,
+m[5].y,m[5].z)):(e.push(m[0].x,m[0].y,m[0].z),e.push(m[1].x,m[1].y,m[1].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[1].x,m[1].y,m[1].z);e.push(m[2].x,m[2].y,m[2].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[3].x,m[3].y,m[3].z);e.push(m[4].x,m[4].y,m[4].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));
+e=[];g?(e.push(m[3].x,m[3].y,m[3].z),e.push(m[2].x,m[2].y,m[2].z)):(e.push(m[5].x,m[5].y,m[5].z),e.push(m[3].x,m[3].y,m[3].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));l.push(k);return this._createInstance(f,a)};f.prototype._createQuad=function(a,e,c,b,g,k){void 0===k&&(k=!1);a=new d.Point3(a.x,a.y,a.z);e=new d.Point3(e.x,e.y,e.z);g&&(a.x+=g.x,a.y+=g.y,a.z+=g.z,e.x+=g.x,e.y+=g.y,e.z+=g.z);g=c.length;var l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);
+c.push(l);l=new d.Point3(a.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);if(k)for(b=0;3>b;b++)k=g+b,a=c[g+b],a=new d.Point3(a.x,a.y,a.z),e=g+(6-b-1),c[k].x=c[e].x,c[k].y=c[e].y,c[k].z=c[e].z,c[e].x=a.x,c[e].y=a.y,c[e].z=a.z};f.prototype._makeRotationMatrixX=function(a){var e=Math.cos(a);a=
+Math.sin(a);var c=new d.Matrix;c.m[5]=e;c.m[6]=-a;c.m[9]=a;c.m[10]=e;return c};f.prototype._makeRotationMatrixY=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[2]=a;c.m[8]=-a;c.m[10]=e;return c};f.prototype._makeRotationMatrixZ=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[1]=-a;c.m[4]=a;c.m[5]=e;return c};f.prototype._getFaceIndexFromNodeId=function(a){for(var d=0;d<this._nodeIds.length;d++)if(this._nodeIds[d]===a)return d;return-1};f.prototype._getNodeIdFromFaceIndex=
+function(a){return this._nodeIds[a]};f.prototype._isSameEdge=function(a,e,c,b){var g=d.Point3.subtract(a,c).squaredLength()+d.Point3.subtract(e,b).squaredLength();a=d.Point3.subtract(e,c).squaredLength()+d.Point3.subtract(a,b).squaredLength();return.03>Math.min(g,a)};f.prototype._initializeTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=document.createElement("canvas");a.width=this._textureSize;a.height=
+this._textureSize;d=a.getContext("2d");c=2*(this._fontSize+5);d.beginPath();d.rect(0,0,this._textureSize,this._textureSize);d.fillStyle="gray";d.fill();d.fillStyle="black";d.font=this._fontInfo;for(b=0;b<f._faceTexts.length;b++)g=f._faceTexts[b],d.fillText(g,0,c*(b+1)),k=d.measureText(g),this._textWidths.push(k.width);return[4,this._createTexture(d,this._textureSize)];case 1:return this._textImageId=l=e.sent(),[2]}})})};f._faceTexts="LEFT RIGHT FRONT BACK BOTTOM TOP".split(" ");return f}();d.NavCube=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._operatorStack=[];this._operators=new Map;this._customOperatorIdCount=0;this._customOperatorIdIndex=1E4;this._eventSequencePromise=Promise.resolve();this._events=[];this._viewer=a;this._viewer.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){var c,b=this;return __generator(this,function(g){c=[];this._operators.forEach(function(g,a){g=b._deactivateOperator(a);void 0!==g&&c.push(g);g=b._activateOperator(a);
+void 0!==g&&c.push(g)});return[2,d.Util.waitForAll(c)]})})}})}f.prototype._shutdown=function(){for(;void 0!==this.pop(););};f.prototype._registerOperator=function(a,d){this._operators.set(a,d)};f.prototype.registerCustomOperator=function(a){var d=this._customOperatorIdIndex+this._customOperatorIdCount++;this._operators.set(d,a);return d};f.prototype.unregisterCustomOperator=function(a){a>=this._customOperatorIdIndex&&this._operators.delete(a)};f.prototype.replaceOperator=function(a,d){d=this.getOperator(d);
+return null!==d?(this._operators.set(a,d),!0):!1};f.prototype.indexOf=function(a){for(var d=this.size()-1;0<=d;d--)if(this._operatorStack[d]===a)return d;return-1};f.prototype.push=function(a){return this._isValid(a)&&!this._contains(a)?(this._operatorStack.push(a),this._activateOperator(a),!0):!1};f.prototype.set=function(a,d){var c=this._operatorStack[d];return a===c?!1:this._isValid(a)&&!this._contains(a)?(this._deactivateOperator(c),this._activateOperator(a),this._operatorStack[d]=a,!0):!1};f.prototype.pop=
+function(){var a=this._operatorStack.pop();void 0!==a&&this._deactivateOperator(a);return a};f.prototype.remove=function(a){var d=this.indexOf(a);-1!==d&&(this._operatorStack.splice(d,1),this._deactivateOperator(a))};f.prototype.peek=function(){return 0<this.size()?this._operatorStack[this.size()-1]:d.OperatorId.Invalid};f.prototype.clear=function(){for(var a=this.size()-1;0<=a;a--)this.pop()};f.prototype.size=function(){return this._operatorStack.length};f.prototype.getOperator=function(a){a=this._operators.get(a);
+return void 0!==a?a:null};f.prototype._injectEvent=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:c=this.size()-1,k.label=1;case 1:if(!(0<=c))return[3,37];b=this._operators.get(this._operatorStack[c]);if(void 0===b)return[3,33];g=e;switch(g){case d.EventType.KeyDown:return[3,2];case d.EventType.KeyUp:return[3,5];case d.EventType.MouseDown:return[3,8];case d.EventType.MouseMove:return[3,11];case d.EventType.MouseUp:return[3,
+14];case d.EventType.Mousewheel:return[3,17];case d.EventType.TouchStart:return[3,20];case d.EventType.TouchMove:return[3,23];case d.EventType.TouchEnd:return[3,26];case d.EventType.ViewOrientationChange:return[3,29]}return[3,32];case 2:return b.onKeyDown?[4,b.onKeyDown(a)]:[3,4];case 3:k.sent(),k.label=4;case 4:return[3,33];case 5:return b.onKeyUp?[4,b.onKeyUp(a)]:[3,7];case 6:k.sent(),k.label=7;case 7:return[3,33];case 8:return b.onMouseDown?[4,b.onMouseDown(a)]:[3,10];case 9:k.sent(),k.label=10;
+case 10:return[3,33];case 11:return b.onMouseMove?[4,b.onMouseMove(a)]:[3,13];case 12:k.sent(),k.label=13;case 13:return[3,33];case 14:return b.onMouseUp?[4,b.onMouseUp(a)]:[3,16];case 15:k.sent(),k.label=16;case 16:return[3,33];case 17:return b.onMousewheel?[4,b.onMousewheel(a)]:[3,19];case 18:k.sent(),k.label=19;case 19:return[3,33];case 20:return b.onTouchStart?[4,b.onTouchStart(a)]:[3,22];case 21:k.sent(),k.label=22;case 22:return[3,33];case 23:return b.onTouchMove?[4,b.onTouchMove(a)]:[3,25];
+case 24:k.sent(),k.label=25;case 25:return[3,33];case 26:return b.onTouchEnd?[4,b.onTouchEnd(a)]:[3,28];case 27:k.sent(),k.label=28;case 28:return[3,33];case 29:return b.onViewOrientationChange?[4,b.onViewOrientationChange()]:[3,31];case 30:k.sent(),k.label=31;case 31:return[3,33];case 32:d.Util.TypeAssertNever(e),k.label=33;case 33:return a.getHandled()?e!==d.EventType.MouseUp&&e!==d.EventType.TouchEnd?[3,35]:[4,this._stopInteraction()]:[3,36];case 34:k.sent(),k.label=35;case 35:return[3,37];case 36:return c--,
+[3,1];case 37:return[2]}})})};f.prototype.injectEvent=function(a,d){return __awaiter(this,void 0,void 0,function(){var c=this;return __generator(this,function(b){this._events.push({event:a,eventType:d});this._eventSequencePromise=this._eventSequencePromise.then(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._injectNextEvent()];case 1:return b.sent(),[2]}})})});return[2,this._eventSequencePromise]})})};f.prototype._injectNextEvent=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){switch(g.label){case 0:a=this._events.shift();if(void 0===a)return[2];e=a.eventType;if(e===d.EventType.MouseMove||e===d.EventType.TouchMove)for(;0<this._events.length;)if(c=this._events[0],c.eventType===e)a=c,this._events.shift();else break;g.label=1;case 1:return g.trys.push([1,3,,4]),[4,this._injectEvent(a.event,a.eventType)];case 2:return g.sent(),[3,4];case 3:return b=g.sent(),console.log(b),
+[3,4];case 4:return[2]}})})};f.prototype._stopInteraction=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){a=[];for(e=this.size()-1;0<=e;e--)(c=this._operators.get(this._operatorStack[e]))&&c.stopInteraction&&(b=c.stopInteraction(),void 0!==b&&a.push(b));return[2,d.Util.waitForAll(a)]})})};f.prototype._injectViewOrientationChangeEvent=function(){for(var a=this.size()-1;0<=a;a--){var d=this._operators.get(this._operatorStack[a]);if(void 0!==
+d&&d.onViewOrientationChange)d.onViewOrientationChange()}};f.prototype._isValid=function(a){return this._operators.has(a)||a===d.OperatorId.None};f.prototype._contains=function(a){return-1!==this.indexOf(a)};f.prototype._activateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onActivate)return a.onActivate()};f.prototype._deactivateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onDeactivate)return a.onDeactivate()};return f}();d.OperatorManager=h})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){return function(a,c,b,g){this.x=a;this.xUnit=c;this.y=b;this.yUnit=g}}();d.OverlayUnitPoint=h;var f=function(){function a(c,b,g){this._anchor=c;this._position=b;this._size=g}a.prototype.getAnchor=function(){return this._anchor};a.prototype.getPosition=function(){return this._position};a.prototype.getSize=function(){return this._size};return a}(),a=function(){function a(c,b){this._viewer=c;this._engine=b;this._viewports=[];for(c=0;c<=this.maxIndex();c++)this._viewports.push(null)}a.prototype.maxIndex=
+function(){return d.BuiltinOverlayIndex.First-1};a.prototype.setViewport=function(c,b,g,a,e,n,m,p,q,r){if(0===c)throw new d.CommunicatorError("Index 0 is reserved and may not be used to specify an overlay.");if(0>c)throw new d.CommunicatorError("Invalid index "+c+" specified when setting viewport.");if(a===d.OverlayUnit.ProportionOfOtherDimension&&n===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both x and y may not be set proportional to each other");if(p===d.OverlayUnit.ProportionOfOtherDimension&&
+r===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both width and height may not be set proportional to each other");this._validateUnit(g,a,"x");this._validateUnit(e,n,"y");this._validateUnit(m,p,"width");this._validateUnit(q,r,"height");var k=new h(g,a,e,n),l=new h(m,p,q,r);k=new f(b,k,l);this._viewports[c]=k;this._engine.setOverlayViewport(c,b,g,a,e,n,m,p,q,r);this._viewer._getCallbackManager().trigger("overlayViewportSet",c);return Promise.resolve()};a.prototype._getViewportPosition=
+function(c){c=this._viewports[c];return null===c?null:c.getPosition()};a.prototype.getViewportPixelPosition=function(c){c=this._viewports[c];if(null===c)return null;c=c.getPosition();return this._toPixelPoint(c)};a.prototype._getViewportSize=function(c){c=this._viewports[c];return null===c?null:c.getSize()};a.prototype.getViewportPixelSize=function(c){c=this._viewports[c];if(null===c)return null;c=c.getSize();return this._toPixelPoint(c)};a.prototype.getViewportAnchor=function(c){c=this._viewports[c];
+return null===c?null:c.getAnchor()};a.prototype.setVisibility=function(c,b){this._engine.setOverlayVisibility(c,b);return Promise.resolve()};a.prototype.destroy=function(c){this._engine.destroyOverlay(c);this._viewports[c]=null;return Promise.resolve()};a.prototype.addNodes=function(c,b){b=this._viewer.model._gatherInstanceIncsFromNodeIds(b);0<b.length&&this._engine.addNodesToOverlay(b,c);return Promise.resolve()};a.prototype.setCamera=function(c,b){this._engine.setOverlayCamera(c,b);return Promise.resolve()};
+a.prototype._getOverlayOffset=function(c,b){var g=this._viewer.view.getCanvasSize(),a=d.Point2.zero();if(c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.UpperRightCorner||c===d.OverlayAnchor.RightCenter)a.x=g.x-b.x;else if(c===d.OverlayAnchor.Center||c===d.OverlayAnchor.TopCenter||c===d.OverlayAnchor.BottomCenter)a.x=.5*(g.x-b.x);if(c===d.OverlayAnchor.LowerLeftCorner||c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.BottomCenter)a.y=g.y-b.y;else if(c===d.OverlayAnchor.Center||
+c===d.OverlayAnchor.LeftCenter||c===d.OverlayAnchor.RightCenter)a.y=.5*(g.y-b.y);return a};a.prototype._toPixelPoint=function(c){var b=this._viewer.view.getCanvasSize(),g=d.Point2.zero(),a=!1;switch(c.xUnit){case d.OverlayUnit.Pixels:g.x=c.x;break;case d.OverlayUnit.ProportionOfCanvas:g.x=b.x*c.x;break;case d.OverlayUnit.ProportionOfOtherDimension:a=!0}switch(c.yUnit){case d.OverlayUnit.Pixels:g.y=c.y;break;case d.OverlayUnit.ProportionOfCanvas:g.y=b.y*c.y;break;case d.OverlayUnit.ProportionOfOtherDimension:g.y=
+g.x*c.y}a&&(g.x=c.x*c.y);return g};a.prototype._validateUnit=function(c,b,g){if(b!==d.OverlayUnit.Pixels&&(0>c||1<c))throw new d.ParseError("value for "+g+" should be between 0.0 and 1.0 when specifying non pixel value");};return a}();d.OverlayManager=a})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.None=0]="None";d[d.Floor=1]="Floor";d[d.Wall=2]="Wall";d[d.Door=4]="Door"})(d.BimMask||(d.BimMask={}));var h=function(){function f(a){void 0===a&&(a=d.SelectionMask.Face);this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=d.SelectionMask.None;this.restrictLinesAndPointsToSelectedFaceInstances=this.oneEntityPerTypePerInstance=this.respectDepthRange=!0;this.restrictToOverlays=this.ignoreOverlays=this.ignoreCappingGeometry=
+this.enableProximityFaces=!1;this.selectionMask=a}Object.defineProperty(f.prototype,"allowFaces",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Face)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Face,a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowLines",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Line)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Line,
+a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowPoints",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Point)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Point,a)},enumerable:!0,configurable:!0});return f}();d.PickConfig=h;h=function(){return function(f){void 0===f&&(f=d.SelectionMask.All);this.mustBeFullyContained=!1;this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=
+d.SelectionMask.None;this.ignoreCuttingSections=this.allowPoints=this.allowLines=this.allowFaces=!0;this.ignoreUnrequestedInstances=this.onlyStreamedInstances=!1;this.allowFaces=0!==(f&d.SelectionMask.Face);this.allowLines=0!==(f&d.SelectionMask.Line);this.allowPoints=0!==(f&d.SelectionMask.Point)}}();d.IncrementalPickConfig=h})(Communicator||(Communicator={}));var SC;
+(function(d){d.UnspecifiedMeasurementUnit=0;d.isError=function(d){return"object"===typeof d&&null!==d&&!0};d.getStateFailure=function(d){d=d.data;return"object"===typeof d&&null!==d&&"scStateFailure"in d?d.scStateFailure:null}})(SC||(SC={}));
+(function(d){(function(h){function f(b){return null!==b?d.Color.createFromFloatArray(b):b}function a(b){return h.mapInPlace(b,f)}var e;(function(b){b[b.Add=0]="Add";b[b.Update=1]="Update"})(e||(e={}));var c=function(){return function(b){this.promise=h.OpenPromise.create();this.ids=b}}(),b=function(){function b(b,c){this._engineReadyPromise=h.OpenPromise.create();this._sessionStartedPromise=h.OpenPromise.create();this._connectionlessEmpty=!1;this._uri="ws://localhost:9999";this._streamingMode=d.StreamingMode.Default;
+this._rendererType=d.RendererType.Client;this._memoryLimit=this._meshLevel=0;this._boundingPreviewMode=d.BoundingPreviewMode.All;this._streamCutoffScale=1;this._loadFinished=!1;this._statistics=new h.StatisticMap;this._cachedElementCount=this._cachedTriangleCount=null;this._windowSize=new d.Point2(0,0);this._cuttingSectionToKeyMap=new Map;this._cappingQuantizationGranularity=-1E4;this._cappingMaterialDirty=this._cappingGeometryVisibility=this._cappingLinesEnabled=this._cappingFacesEnabled=!0;this._cappingDelayTimeoutId=
+null;this._cappingDelay=500;this._requestBatchCountByType=[];this._pendingRequestsByType=[];this._xRayMaterials=[];this._callbackManager=b;this._applyOptions(c);for(b=0;1>b;++b)this._requestBatchCountByType.push(0),this._pendingRequestsByType.push([])}b.prototype.getNetworkModelName=function(){console.assert(1===this._sessionType);if(void 0!==this._model)return this._model;throw new d.InternalLogicError;};b.prototype.logMessage=function(b){console.log(b)};b.prototype.setTimeout=function(b,c){return setTimeout(b,
+c)};b.prototype.sleep=function(b){return d.Util.sleep(b)};b.prototype.getScsInfo=function(){console.assert(2===this._sessionType);return void 0!==this._buffer?this._buffer:/^wss?:\/\//i.test(this._uri)?null:this._uri};b.prototype._applyOptions=function(b){void 0!==b.empty&&(this._connectionlessEmpty=b.empty);void 0!==b.endpointUri&&(this._uri=b.endpointUri);b.model&&(this._model=b.model);void 0!==b.sessionToken&&(this._sessionToken=b.sessionToken);void 0!==b.buffer&&(this._buffer=b.buffer);void 0!==
+b.streamingMode&&(this._streamingMode=b.streamingMode);void 0!==b.rendererType&&(this._rendererType=b.rendererType);void 0!==b.defaultMeshLevel&&(this._meshLevel=b.defaultMeshLevel);void 0!==b.memoryLimit&&(this._memoryLimit=b.memoryLimit);void 0!==b.boundingPreviewMode&&(this._boundingPreviewMode=b.boundingPreviewMode);void 0!==b.streamCutoffScale&&this._setStreamCutoffScale(b.streamCutoffScale)};b.prototype.start=function(b,c){var a=this;this._canvasContainer=b;this._initOptions=c;_SC.createInstance({container:b,
+onReady:function(b){a._onEngineReady(b)},onError:function(b){a._callbackManager.trigger("modelLoadFailure",a._model||"","failed to load engine: "+b)},enginePath:c.enginePath});return!0};b.prototype.setPickTolerance=function(b){this._scSelectionManager.setPickTolerance(b)};b.prototype.getPickTolerance=function(){return this._scSelectionManager.getPickTolerance()};b.prototype._onEngineReady=function(b){var c=this;this._sc=b;this._sessionType=0;this._matrixCache=new h.ScMatrixCache(this);this._materialCache=
+new h.ScMaterialCache(this);this._scSelectionManager=new h.ScSelectionManager(this._sc);this.resize();this._callbackManager.bind({_firstBoundingReady:function(){return c._regenerateCapping()}});this._sc.setEventHandler("session_started",function(){var b=function(){c._callbackManager.unbind(a);return c._sessionStartedPromise},a={_sessionStarted:function(){return c._onSessionStarted()},_assemblyTreeReady:b,_modelSwitched:b};c._callbackManager.bind(a);c._sessionStartedPromise.resolve(c._callbackManager.promiseTrigger("_sessionStarted",
+null))});this._sc.setEventHandler("announce_model",function(b,a,g){c._callbackManager.trigger("_announceModel",a,g)});this._sc.setEventHandler("first_instance",function(){c._callbackManager.trigger("_firstInstance")});this._sc.setEventHandler("inclusion",function(b,a,g,d){c._callbackManager.trigger("_inclusion",a,g,d)});this._sc.setEventHandler("remap_model",function(b,a,g,d){c._callbackManager.trigger("_remapModel",a,g,d)});this._sc.setEventHandler("remap_inclusion",function(b,a,g,d,k){c._callbackManager.trigger("_remapInclusion",
+a,g,d,k)});this._sc.setEventHandler("capping_idle",function(b,a,g){c._callbackManager.trigger("cappingIdle",a,g)});this._sc.setEventHandler("stream_active",this._initOptions.streamingActivated);this._sc.setEventHandler("stream_idle",this._initOptions.streamingDeactivated);this._sc.setEventHandler("open_model_failed",function(b,a){switch(a.reason){case "UNKNOWN_MODEL":b="Unknown model";break;case "BAD_NETWORK_VERSION":b="Client/Server network version mismatch";break;case "BAD_STREAM_VERSION":case "BAD_STORE_VERSION":b=
+"Unsupported file version";break;default:b="Internal Error"}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("missing_model",function(b,a,g){c._callbackManager.trigger("_missingModel",a,g);c._callbackManager.trigger("missingModel",g)});this._sc.setEventHandler("bad_data",function(b,a){switch(a.type){case "TRUNCATED_BLOCK":b="Failed to parse truncated data block.";break;case "ZFRAME_DECOMPRESS_FAILED":b="Failed to decompress data.";break;case "UNMATCHED_CODE":b=
+"Unknown opcode.";break;case "STORE_VERSION_MISMATCHED":b="Store version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "STREAM_VERSION_MISMATCHED":b="Stream version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "PARSE_BOUNDING_TREE_FAILED":b="Failed to parse bounding tree.";break;default:b="Unknown error."}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("socket_open_failed",function(){c._callbackManager.trigger("modelLoadFailure",
+c._model||"","WebSocket connection failed.")});this._sc.setEventHandler("post_draw",function(b,a,g,d){c._syncedCamera=g;c._statistics=a;c._initOptions.renderComplete();c._fillStatTotalCounts();b=c._fromScCamera(g);c._callbackManager.trigger("frameDrawn",b,d)});this._sc.setEventHandler("priority_meta_data_sent",function(b,a,g){c._initOptions.priorityMetaDataSent(a,g)});this.setAllowHighDpi(!0);this._sc.setEventHandler("meta_data",function(b,a,g,d){0>a&&(a+=4294967296);c._callbackManager.trigger("_metaData",
+a,g,d)});this._sc.setEventHandler("draw_complete",function(){c._callbackManager.trigger("_drawComplete")});this._sc.setEventHandler("webgl_context_lost",function(){c._callbackManager.trigger("webGlContextLost")});this._sc.setEventHandler("websocket_connection_closed",function(){c._callbackManager.trigger("websocketConnectionClosed")});this._initOptions.engineReady(this._sessionStartedPromise);this._engineReadyPromise.resolve()};b.prototype.loadFinished=function(){return this._loadFinished};b.prototype.resetCachedStatistics=
+function(){this._cachedTriangleCount=this._cachedElementCount=null};b.prototype.setAmbientOcclusionEnabled=function(b){this._sc.setAmbientOcclusionEnabled(b)};b.prototype.setAmbientOcclusionRadius=function(b){this._sc.setAmbientOcclusionRadius(b)};b.prototype.setLightingEnabled=function(b){this._sc.setLightingEnabled(b)};b.prototype._fillStatTotalCounts=function(){null!==this._cachedElementCount&&null!==this._cachedTriangleCount&&(this._statistics.total_element_count=this._cachedElementCount,this._statistics.total_triangle_count=
+this._cachedTriangleCount)};b.prototype._updateCachedStats=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a;return __generator(this,function(g){switch(g.label){case 0:return b=this._sc.getElementCount(),c=this._sc.getTriangleCount(),[4,Promise.all([b,c])];case 1:return a=g.sent(),this._cachedElementCount=a[0],this._cachedTriangleCount=a[1],this._fillStatTotalCounts(),[2]}})})};b.prototype._toVector3=function(b){var c=[0,0,0];b.toArray(c);return c};b.prototype.startExplode=function(b,
+c){this.delayCapping();this._sc.startExplode(b,this._toVector3(c))};b.prototype.setExplodeMagnitude=function(b){this._callbackManager.trigger("explode",b);this.delayCapping();this._sc.explode(b)};b.prototype.stopExplode=function(){this.delayCapping();this._sc.resetExplode()};b.prototype.getStatistics=function(b){void 0===b&&(b=!1);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return!b||this.loadFinished()?[3,2]:[4,this._updateCachedStats()];
+case 1:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 2:return this.loadFinished()&&null===this._cachedTriangleCount?[4,this._updateCachedStats()]:[3,4];case 3:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 4:return this._fillStatTotalCounts(),[2,this._statistics]}})})};b.prototype.setStreamIdleMarker=function(){return this._sc.setStreamIdleMarker()};b.prototype.hasDepthRange=function(b){return this._sc.MeshInstance.hasDepthRange(b)};b.prototype.setDepthRange=
+function(b,c,a){this._sc.MeshInstance.setDepthRange(b,c,a)};b.prototype.unsetDepthRange=function(b){this._sc.MeshInstance.unsetDepthRange(b)};b.prototype.setDefaultDepthRange=function(b,c){this._sc.setDefaultDepthRange(b,c)};b.prototype._getScPlaneArray=function(b){for(var c=[],a=0;a<b.getCount();a++){var g=b.getPlane(a);if(null!==g){var d=[];g.normal.toArray(d);d[3]=g.d;c.push(d)}}return c};b.prototype.getCuttingSectionLimits=function(){return this._sc.cuttingSectionLimits()};b.prototype._addCuttingSection=
+function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(!this._cuttingSectionToKeyMap.has(b)),a=4294967295,g=this._getScPlaneArray(b),0<g.length?[4,this._sc.addCuttingSection(g)]:[3,2];case 1:a=l.sent();if(4294967295===a)throw k=c===e.Add?"add":"update",new d.CommunicatorError("Failed to "+k+" cutting section.");l.label=2;case 2:return console.assert(!this._cuttingSectionToKeyMap.has(b)),this._cuttingSectionToKeyMap.set(b,
+a),c===e.Add&&this._callbackManager.trigger("addCuttingSection",b),[2]}})})};b.prototype.addCuttingSection=function(b){return this._addCuttingSection(b,e.Add)};b.prototype.removeCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];this._cuttingSectionToKeyMap.delete(b);this._callbackManager.trigger("removeCuttingSection");return 4294967295===c?[2]:[2,this._sc.removeCuttingSections([c])]})})};
+b.prototype.removeAllCuttingSections=function(){this._cuttingSectionToKeyMap.clear();this._callbackManager.trigger("removeCuttingSection");return this._sc.removeAllCuttingSections()};b.prototype.updateCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];if(4294967295===c)return[2,this._addCuttingSection(b,e.Update)];a=this._getScPlaneArray(b);return[2,
+this._sc.replaceCuttingSection(a,c)]})})};b.prototype.setCappingDelay=function(b){this._cappingDelay=b};b.prototype.enableCappingIdleCallback=function(b){return this._sc.setCappingIdleHookEnabled(b)};b.prototype.delayCapping=function(){var b=this;null===this._cappingDelayTimeoutId?this._sc.pauseCapping():clearTimeout(this._cappingDelayTimeoutId);this._cappingDelayTimeoutId=setTimeout(function(){b._cappingDelayTimeoutId=null;b._sc.resumeCapping()},this._cappingDelay)};b.prototype.setCappingGeometryVisibility=
+function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){console.assert(void 0!==this._cappingLineMaterialId);console.assert(void 0!==this._cappingFaceMaterialId);if(this._cappingGeometryVisibility!==b||this._cappingMaterialDirty){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=null);this._cappingMaterialDirty=!1;if(this._cappingGeometryVisibility=b)return c=this._cappingLinesEnabled?this._cappingLineMaterialId:
+[0,4294967295],a=this._cappingFacesEnabled?this._cappingFaceMaterialId:[0,4294967295],[2,this._sc.enableCapping(c,a,this._cappingQuantizationGranularity)];this._sc.disableCapping()}return[2]})})};b.prototype._regenerateCapping=function(){this._cappingMaterialDirty=!0;return this.setCappingGeometryVisibility(this._cappingGeometryVisibility)};b.prototype.getCappingGeometryVisibility=function(){return this._cappingGeometryVisibility};b.prototype.setDiffuseColor=function(b,c){return this._sc.Material.setDiffuseColor(b,
+c)};b.prototype._toRgb=function(b){var c=[0,0,0];b.toFloatArray(c);return c};b.prototype._toRgba=function(b,c){c=[0,0,0,c];b.toFloatArray(c);return c};b.prototype.setCappingFaceColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingFacesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingFaceMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};
+b.prototype.setCappingLineColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingLinesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingLineMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};b.prototype._onSessionStarted=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a,g,e,f,h,u,t=this;return __generator(this,
+function(k){switch(k.label){case 0:this._sc.suspendDrawing();this._sc.setDrawMode(1);this._sc.setHighlightedInstanceFilter(3);this._sc.setUnhighlightedFilter(0);this._sc.setHighlightMode(1);this._sc.setAntiAliasingMode(1);b=[];b.push(this._matrixCache.init());c=[.5,.5,.5,1];a=function(){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(b){this._cappingMaterialDirty=!0;return void 0!==this._cappingFaceMaterialId&&void 0!==this._cappingLineMaterialId?[2,this.setCappingGeometryVisibility(this.getCappingGeometryVisibility())]:
+[2]})})};b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingFaceMaterialId=b,[2,a()]}})})}));b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingLineMaterialId=b,
+[2,a()]}})})}));g=function(c){e._xRayMaterials[c]=[];for(var a=function(a){b.push(e.createMaterial().then(function(b){t._xRayMaterials[c][a]={id:b,color:null}}))},g=0,k=[d.ElementType.Faces,d.ElementType.Lines,d.ElementType.Points];g<k.length;g++)a(k[g])};e=this;f=0;for(h=[d.XRayGroup.Selected,d.XRayGroup.Unselected];f<h.length;f++)u=h[f],g(u);return[4,Promise.all(b)];case 1:return k.sent(),this._initOptions.sceneReady(),this._sc.resumeDrawing(),[2]}})})};b.prototype.isInit=function(){return void 0!==
+this._sc};b.prototype.setRemoteEndpoint=function(b,c){this._uri=b;this._model=c};b.prototype.getSessionType=function(){return this._sessionType};b.prototype._awaitEmptyLoad=function(){var b=this,c=h.OpenPromise.create(),a={_attached:function(g){b._callbackManager.unbind(a);0===g?c.resolve():c.reject(new d.InternalLogicError)}};this._callbackManager.bind(a);return c};b.prototype.loadEmpty=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._engineReadyPromise];case 1:c.sent();try{if(0!==this._sessionType)throw new d.LoadError("Incompatible load types.");b=this._awaitEmptyLoad();this._sessionType=this._connectionlessEmpty||void 0!==this._buffer||void 0===this._model?this._loadEmptyScs():this._loadEmptyNetwork();return[2,b]}catch(n){throw this._callbackManager.trigger("modelLoadFailure",this._model||"",n.message),n;}}})})};b.prototype._loadEmpty=function(b){var c=this;console.assert(void 0===b.XHRonprogress);console.assert(void 0===
+b.XHRonerror);console.assert(void 0===b.XHRonloadend);b.XHRonprogress=function(b){c._callbackManager.trigger("XHRonprogress",b)};b.XHRonerror=function(b){c._callbackManager.trigger("XHRonerror",b)};b.XHRonloadend=function(b,a,g){c._callbackManager.trigger("XHRonloadend",b,a,g)};return this._sc.load(b)};b.prototype._loadEmptyScs=function(){console.assert(void 0===this._model);var b={empty:!0};this._streamingMode===d.StreamingMode.OnDemand&&(b.streamInstancesOnDemand=!0);return this._loadEmpty(b)};
+b.prototype._loadEmptyNetwork=function(){console.assert(void 0!==this._model);var b={model:d.EmptyModelName,uri:this._uri,serverSideRendering:this._rendererType===d.RendererType.Server,meshLevel:this._meshLevel,streamCutoffScale:this._streamCutoffScale};void 0!==this._sessionToken&&(b.sessionToken=this._sessionToken);0<this._memoryLimit&&(b.limitMiB=this._memoryLimit);(this._boundingPreviewMode&d.BoundingPreviewMode.Model)===d.BoundingPreviewMode.Model&&(b.streamModelBoundingPreviews=!0);(this._boundingPreviewMode&
+d.BoundingPreviewMode.Instance)===d.BoundingPreviewMode.Instance&&(b.streamInstanceBoundingPreviews=!0);(this._boundingPreviewMode&d.BoundingPreviewMode.Ejected)===d.BoundingPreviewMode.Ejected&&(b.streamEjectedBoundingPreviews=!0);switch(this._streamingMode){case d.StreamingMode.OnDemand:b.streamInstancesOnDemand=!0;break;case d.StreamingMode.All:b.streamCulled=!0,b.streamMetaDataOnIdle=!0}return this._loadEmpty(b)};b.prototype.setProjection=function(b){var c=this.getCamera();c.getProjection()!==
+b&&(c.setProjection(b),this.setCamera(c))};b.prototype.getViewMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.viewMatrix())};b.prototype.getProjectionMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.projectionMatrix())};b.prototype.getFullCameraMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.fullMatrix())};b.prototype.getSynchedViewMatrix=
+function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.viewMatrix()):new d.Matrix};b.prototype.getSynchedProjectionMatrix=function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.projectionMatrix()):new d.Matrix};b.prototype.getPrimaryModelKey=function(){return this._sc.primaryModelKey()};b.prototype.getPartsBounding=function(b,c,a){return this.getBounding(b,c,!1,a)};b.prototype.getDrawnPartsBounding=function(b){return __awaiter(this,void 0,void 0,
+function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,this._sc.MeshInstance.getDrawnWorldSpaceBounding(b)];case 1:return c=g.sent(),a=new d.Box,a.min.fromArray(c.min),a.max.fromArray(c.max),[2,a]}})})};b.prototype.getBounding=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k,e;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getWorldSpaceBounding(b,c,a,g)];case 1:return k=l.sent(),e=new d.Box,e.min.fromArray(k.min),
+e.max.fromArray(k.max),[2,e]}})})};b.prototype.getClientDimensions=function(){var b=this._sc.container;return[b.clientWidth,b.clientHeight]};b.prototype.getModelBounding=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this.getBounding([],b,c,a)]})})};b.prototype.pickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickFromScreen(b,c,a)]})})};b.prototype.pickAllFromScreen=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickAllFromScreen(b,c,a)]})})};b.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.compositePickFromScreen(b,c,a)]})})};b.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,
+this._scSelectionManager.beginScreenAreaSelection(b,c,a)]})})};b.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginRayDrillSelection(b,c,a)]})})};b.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginConvexPolyhedronSelection(b,c,a)]})})};b.prototype.beginSphereSelection=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginSphereSelection(b,c,a)]})})};b.prototype.endIncrementalSelection=function(b){this._scSelectionManager.endIncrementalSelection(b)};b.prototype.advanceIncrementalSelection=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._scSelectionManager.advanceIncrementalSelection(b,!1)]})})};b.prototype.flushMetaDataCache=
+function(){this._sc.flushMetaDataCache()};b.prototype.safeGetMetaDatas=function(b,c){for(var a=[],g=0;g<c.length;g++)a.push(b,c[g]);return this.getDataFromIds(a).then(h.identity,function(){return null})};b.prototype.safeGetMetaData=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,this.safeGetMetaDatas(b,[c])];case 1:return a=g.sent(),null!==a?[2,a[0]]:[2,null]}})})};b.prototype.safeLoadMetaDatas=function(b){return this.getDataFromIds(b).then(h.nop,
+h.nop)};b.prototype.getDataFromIds=function(b){if(0===this._requestBatchCountByType[0])return this._getDataFromIds(b);b=new c(b);this._pendingRequestsByType[0].push(b);return b.promise};b.prototype._getDataFromIds=function(b){return this._sc.getMetaData(b)};b.prototype.pickFromRay=function(b,c){return this._scSelectionManager.pickFromRay(b,c)};b.prototype.pickAllFromRay=function(b,c){return this._scSelectionManager.pickAllFromRay(b,c)};b.prototype.updateCamera=function(b){var c=b._getFlags(),a=this._sc.getCamera();
+(c&h.CameraFlags.Position)===h.CameraFlags.Position&&a.setPosition(this._toVector3(b.getPosition()));(c&h.CameraFlags.Target)===h.CameraFlags.Target&&a.setTarget(this._toVector3(b.getTarget()));(c&h.CameraFlags.Up)===h.CameraFlags.Up&&a.setUpVector(this._toVector3(b.getUp()));this._setCamera(a);return this.getCamera()};b.prototype._toProjection=function(b){switch(b){default:case d.Projection.Orthographic:return 1;case d.Projection.Perspective:return 0}};b.prototype._toCamera=function(b){var c=this._sc.getCamera();
+c.reset(this._toProjection(b.getProjection()),this._toVector3(b.getPosition()),this._toVector3(b.getTarget()),this._toVector3(b.getUp()),b.getWidth(),b.getHeight());c.setNearLimit(b.getNearLimit());return c};b.prototype.setCamera=function(b){b=this._toCamera(b);this._setCamera(b)};b.prototype._setCamera=function(b){this.delayCapping();this._sc.setCamera(b)};b.prototype.setInstancesMatrix=function(b,c){this._sc.MeshInstance.setAnonymousMatrix(b,c.m)};b.prototype.setMatrices=function(b,c){this._sc.requestMeshInstances(b,
+!1,!0);for(var a=0;a<c.length;a++)this._sc.MeshInstance.setAnonymousMatrix([b[2*a],b[2*a+1]],c[a].m)};b.prototype.highlightParts=function(b,c){this._sc.MeshInstance.setHighlighted(b,c);this._sc.MeshInstance.setXRay(b,c)};b.prototype.highlightElements=function(b,c,a,g,d){c=this._toElementType(c);this._sc.MeshInstance.setElementHighlighted(b,c,a,g,d);this._sc.MeshInstance.setElementXRay(b,c,a,g,d)};b.prototype.getPartHighlighted=function(b){return this._sc.MeshInstance.getHighlighted(b)};b.prototype.getElementHighlighted=
+function(b,c,a){return this._sc.MeshInstance.getElementHighlighted(b,this._toElementType(c),a)};b.prototype.setNodeHighlightColor=function(b,c){b?(this._sc.setHighlightedInstanceFilter(3),b=this._toRgba(b,1),this._sc.setHiddenLineHighlightedInstanceFillColor(b),this._sc.setHighlightedInstanceColor(b)):this._sc.setHighlightedInstanceFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHiddenLineHighlightedInstanceOutlineColor(b);this._sc.setHighlightedInstanceOutlineColor(b)};b.prototype.setElementHighlightColor=
+function(b,c){b?(this._sc.setHighlightedElementFilter(3),b=this._toRgba(b,1),this._sc.setHighlightedElementColor(b),this._sc.setHiddenLineHighlightedElementFillColor(b)):this._sc.setHighlightedElementFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHighlightedElementOutlineColor(b);this._sc.setHiddenLineHighlightedElementOutlineColor(b)};b.prototype.setHighlightColorizeCompression=function(b){this._sc.setHighlightColorizeCompression(b)};b.prototype.computeMininimumBodyBodyDistance=function(b,
+c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:if(2!==b.length||2!==c.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalBodyBodyDistance(b,c)];case 1:return a=g.sent(),[2,h.makeFaceFaceDistanceItem(a)]}})})};b.prototype.computeMininimumFaceFaceDistance=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(e){switch(e.label){case 0:if(2!==
+b.length||2!==a.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalFaceFaceDistance(b,c,a,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceRayDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceRayDistance(b,
+c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceLineDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceLineDistance(b,c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.pauseRendering=function(b){this._sc.suspendDrawing();
+if("function"===typeof b)try{b()}finally{this._sc.resumeDrawing()}};b.prototype.resumeRendering=function(){this._sc.resumeDrawing()};b.prototype.beginRequestBatch=function(b){++this._requestBatchCountByType[b]};b.prototype.endRequestBatch=function(b){0<this._requestBatchCountByType[b]&&--this._requestBatchCountByType[b];this._flushBatchedRequests(b)};b.prototype._flushBatchedRequests=function(b){var c=this._pendingRequestsByType[b];this._pendingRequestsByType[b]=[];for(var a=[],g=0;g<c.length;g++)for(var k=
+0,e=c[g].ids;k<e.length;k++)a.push(e[k]);switch(b){case 0:return this._flushBatchedMetaDataRequests(c,a);default:return d.Util.TypeAssert(b),console.assert(!1),Promise.resolve()}};b.prototype._flushBatchedMetaDataRequests=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,k,e,l,f,h,w;return __generator(this,function(n){switch(n.label){case 0:return[4,this._getDataFromIds(c)];case 1:a=n.sent();d=g=0;for(k=b;d<k.length;d++){e=k[d];l=[];f=e.ids.length/2;for(h=0;h<f;++h)w=a[g++],l.push(w);
+e.promise.resolve(l)}console.assert(g===a.length);return[2]}})})};b.prototype.clearHighlight=function(){this._sc.unsetAllHighlighted();this._sc.unsetAllXRay()};b.prototype.resetColors=function(){this._sc.unsetAllColors()};b.prototype.resetOpacity=function(){this._sc.unsetAllOpacity()};b.prototype.setPartOpacity=function(b,c){var a=this;this.pauseRendering(function(){a._sc.MeshInstance.setOpacity(b,0,c);a._sc.MeshInstance.setOpacity(b,1,c)})};b.prototype.unsetPartOpacity=function(b){var c=this;this.pauseRendering(function(){c._sc.MeshInstance.unsetOpacity(b,
+0);c._sc.MeshInstance.unsetOpacity(b,1)})};b.prototype.getPartOpacity=function(b){return this._sc.MeshInstance.getOpacity(b,0)};b.prototype.getEffectivePartOpacity=function(b,c){return this._sc.MeshInstance.getEffectiveOpacity(b,this._toElementType(c))};b.prototype.getPartHasTransparency=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,d,k;return __generator(this,function(e){switch(e.label){case 0:return c=[],c.push(this._sc.MeshInstance.hasTransparency(b,0)),c.push(this._sc.MeshInstance.hasTransparency(b,
+1)),[4,Promise.all(c)];case 1:a=e.sent();g=a[0];d=a[1];for(k=0;k<g.length;++k)g[k]||(g[k]=d[k]);return[2,g]}})})};b.prototype.setPartColor=function(b,c,a){this._sc.MeshInstance.setColor(b,this._toElementType(c),a.getFloatArray())};b.prototype.unsetPartColor=function(b,c){this._sc.MeshInstance.unsetColor(b,this._toElementType(c))};b.prototype.getPartColor=function(b,c){return this._sc.MeshInstance.getColor(b,this._toElementType(c)).then(a)};b.prototype.getEffectivePartColor=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var g,d;return __generator(this,function(k){switch(k.label){case 0:return g=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveColor(b,g)];case 1:return d=k.sent(),[2,a(d)]}})})};b.prototype.setElementColor=function(b,c,a,g,d){this._sc.MeshInstance.setElementColor(b,this._toElementType(c),a,g,d.getFloatArray())};b.prototype.unsetElementColor=function(b,c,a,g){this._sc.MeshInstance.unsetElementColor(b,this._toElementType(c),a,g)};b.prototype.getElementColor=function(b,
+c,g){return this._sc.MeshInstance.getElementColor(b,this._toElementType(c),g).then(a)};b.prototype.getEffectiveElementColor=function(b,c,g){return __awaiter(this,void 0,void 0,function(){var d,k;return __generator(this,function(e){switch(e.label){case 0:return d=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveElementColor(b,d,g)];case 1:return k=e.sent(),[2,a(k)]}})})};b.prototype.synchronizeVisibilities=function(b,c){0<b.length&&this._sc.MeshInstance.synchronizeVisibilities(b,c)};b.prototype.setPartVisibility=
+function(b,c,a){0<b.length&&this._sc.MeshInstance.setVisible(b,c,a)};b.prototype.setVisibilityByAttachment=function(b,c){this._sc.setVisibilityByAttachment(b,c)};b.prototype.requestMeshInstances=function(b){this._sc.demandMeshInstances(b)};b.prototype.getRendererType=function(){return this._rendererType};b.prototype._toMeshDataBuilder=function(b){for(var c=b._getFaceData(),a=b._getPointData(),g=b._getPolylineData(),k=new this._sc.MeshDataBuilder,e=0;e<c.length;e++){var f=c[e];k.addFace(f.vertexData,
+{normals:f.normalData,rgba32s:f.rgba32data,uvs:f.uvData,bits:f.bits})}for(c=0;c<a.length;c++)f=a[c],k.addPoints(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});for(a=0;a<g.length;a++)f=g[a],k.addPolyline(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});switch(b.getFaceWinding()){case d.FaceWinding.Clockwise:g=1;break;case d.FaceWinding.CounterClockwise:g=2;break;default:g=0}f=b.getBackfacesEnabled()?4:0;b=b.isManifold()?65536:0;k.formatBits=k.formatBits|g|f|b;return k};b.prototype.createMesh=function(b){b=
+this._toMeshDataBuilder(b);return this._sc.MeshData.create(b)};b.prototype.replaceMesh=function(b,c){c=this._toMeshDataBuilder(c);return this._sc.MeshData.replace(b,c)};b.prototype.destroyMeshes=function(b){return this._sc.MeshData.destroy(b)};b.prototype._toImageFormat=function(b){switch(b){case d.ImageFormat.Gray8:return 2;case d.ImageFormat.GrayAlpha16:return 3;case d.ImageFormat.Rgb24:return 1;case d.ImageFormat.Rgba32:return 0;case d.ImageFormat.Jpeg:return 4;case d.ImageFormat.Png:return 5}};
+b.prototype._validateImage=function(b){if(void 0===b.format)throw new d.ParseError("missing 'format' property");if(void 0===b.data)throw new d.ParseError("missing 'data' property");if((b.format===d.ImageFormat.Gray8||b.format===d.ImageFormat.GrayAlpha16||b.format===d.ImageFormat.Rgb24||b.format===d.ImageFormat.Rgba32)&&(void 0===b.width||0>=b.width||void 0===b.height||0>=b.height))throw new d.ParseError("uncompressed format requested but missing width or height");};b.prototype.createImage=function(b,
+c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){this._validateImage(b);return void 0!==c?(this._validateImage(c),[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height,this._toImageFormat(c.format),c.data,c.width,c.height)]):[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height)]})})};b.prototype.destroyImages=function(b){return this._sc.Image.destroy(b)};b.prototype._toTextureTiling=function(b){switch(b){default:case d.TextureTiling.Repeat:return 0;
+case d.TextureTiling.Clamp:return 1}};b.prototype._toTextureInterpolation=function(b){return!1===b?1:0};b.prototype._toTextureMipMapping=function(b){return!1===b?1:0};b.prototype._toTextureParameterization=function(b){switch(b){default:case d.TextureParameterization.UV:return 0}};b.prototype._toTextureModifier=function(b){switch(b){default:case 0:return 0;case d.TextureModifier.Decal:return 1}};b.prototype.setTexture=function(b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(a){if(void 0===c.imageId)throw new d.ParseError("missing 'imageId' property");return[2,this._sc.MeshInstance.setTexture(b,0,c.imageId,void 0!==c.matrix?c.matrix.m:(new d.Matrix).m,this._toTextureTiling(c.tiling),this._toTextureInterpolation(c.interpolation),this._toTextureMipMapping(c.mipMapping),this._toTextureParameterization(c.parameterization),this._toTextureModifier(c.modifiers))]})})};b.prototype.unsetTexture=function(b){this._sc.MeshInstance.unsetTexture(b,0)};b.prototype.createMaterial=
+function(){return this._sc.Material.create()};b.prototype._getMaterialPromiseWithDiffuseColor=function(b,c,a,g){var d=new h.MaterialInfo;d.setDiffuseColor(null!==b?b:a);d.setDiffuseTransparency(null!==c?c:g);return this._materialCache.getOrCreateMaterial(d)};b.prototype.createMatrix=function(b){return this._sc.Matrix.create(b)};b.prototype.createIdentityMatrix=function(){return this._sc.Matrix.create()};b.prototype.createMeshInstance=function(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,e,f,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:c=b.getMeshId();if(null===c)throw new d.CommunicatorError("MeshId is not set");e=this._matrixCache.getIdentityInc();f=[];if(h=b.getMatrix())t=this.createMatrix(h.m).then(function(b){e=b}),f.push(t);v=new d.Color(255,0,0);f.push(this._getMaterialPromiseWithDiffuseColor(b.getFaceColor(),b.getOpacity(),v,1).then(function(b){a=b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getLineColor(),b.getLineOpacity(),v,1).then(function(b){g=
+b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getPointColor(),b.getPointOpacity(),v,1).then(function(b){k=b}));return[4,Promise.all(f)];case 1:return l.sent(),[4,this._sc.MeshInstance.create(c,e,a,g,k,b.getCreationFlags(),b.getOverlayIndex())];case 2:return w=l.sent(),this._callbackManager.trigger("_geometryCreated",w),[2,w]}})})};b.prototype.destroyLocalInstances=function(b){return this._sc.MeshInstance.destroy(b)};b.prototype._fromScCamera=function(b){var c=d.Projection.Orthographic;0===
+b.projection()&&(c=d.Projection.Perspective);return d.Camera.create(d.Point3.createFromArray(b.position()),d.Point3.createFromArray(b.target()),d.Point3.createFromArray(b.upVector()),c,b.fieldWidth(),b.fieldHeight(),b.nearLimit())};b.prototype.getCameraPromise=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,this._sc.getCameraPromise()];case 1:return b=c.sent(),[2,this._fromScCamera(b)]}})})};b.prototype.getCamera=
+function(){var b=this._sc.getCamera();return this._fromScCamera(b)};b.prototype.resize=function(){this._sc.onResize();this._windowSize.set(this._canvasContainer.offsetWidth,this._canvasContainer.offsetHeight)};b.prototype.setFaceVisibility=function(b){this._sc.setFacesVisible(b)};b.prototype.setLineVisibility=function(b){this._sc.setLinesVisible(b)};b.prototype.getCanvasSize=function(){return this._windowSize.copy()};b.prototype.setBackgroundGradient=function(b,c){this._sc.setBackgroundGradient(b?
+this._toRgba(b,1):[0,0,0,0],c?this._toRgba(c,1):[0,0,0,0])};b.prototype.setServerRenderQuality=function(b,c,a,g){this._sc.setSsrQuality({jpegQualityLow:b,jpegQualityHigh:c,scaleLow:a,scaleHigh:g})};b.prototype.setMinimumFramerate=function(b){this._sc.setMinFrameRate(b)};b.prototype.getMinimumFramerate=function(){return this._sc.getMinFrameRate()};b.prototype.setBackFacesVisible=function(b){this._sc.setBackFacesVisible(b)};b.prototype.setDrawMode=function(b){this._sc.setDrawMode(b)};b.prototype.enableHiddenLineRendering=
+function(b){this.setDrawMode(2);this._sc.setHiddenLineVisibleLineColor(this._toRgba(b.getVisibleLineColor(),b.getVisibleLineOpacity()));this._sc.setHiddenLineHiddenLineColor(this._toRgba(b.getObscuredLineColor(),b.getObscuredLineOpacity()))};b.prototype.setAntiAliasingMode=function(b){switch(b){case d.AntiAliasingMode.None:this._sc.setAntiAliasingMode(0);break;case d.AntiAliasingMode.SMAA:this._sc.setAntiAliasingMode(1)}};b.prototype.setInstanceModifier=function(b,c,a){switch(b){case d.InstanceModifier.DoNotCut:this._sc.MeshInstance.setDoNotCut(c,
+a);break;case d.InstanceModifier.DoNotExplode:this._sc.MeshInstance.setDoNotExplode(c,a);break;case d.InstanceModifier.DoNotSelect:this._sc.MeshInstance.setDoNotSelect(c,a);break;case d.InstanceModifier.SuppressCameraScale:this._sc.MeshInstance.setSuppressCameraScale(c,a);break;case d.InstanceModifier.OverrideSceneVisibility:this._sc.MeshInstance.setOverrideSceneVisibility(c,a);break;case d.InstanceModifier.DoNotLight:this._sc.MeshInstance.setDoNotLight(c,a);break;case d.InstanceModifier.DoNotOutlineHighlight:this._sc.MeshInstance.setDoNotOutlineHighlight(c,
+a);break;case d.InstanceModifier.ExcludeBounding:this._sc.MeshInstance.setExcludeBounding(c,a);break;case d.InstanceModifier.DoNotUseVertexColors:this._sc.MeshInstance.setDoNotUseVertexColors(c,a);break;case d.InstanceModifier.AlwaysDraw:this._sc.MeshInstance.setAlwaysDraw(c,a);break;case d.InstanceModifier.DoNotXRay:this._sc.MeshInstance.setDoNotXRay(c,a);break;case d.InstanceModifier.ScreenOriented:this._sc.MeshInstance.setScreenOriented(c,a);break;case d.InstanceModifier.ScreenSpace:this._sc.MeshInstance.setScreenSpace(c,
+a);break;case d.InstanceModifier.ScreenSpaceStretched:this._sc.MeshInstance.setScreenSpaceStretched(c,a)}};b.prototype.attachModel=function(b,c,a,g,d){return this._attachModels(b,[[c,a]],g,d)};b.prototype.attachScsModelByKey=function(b,c,a,g,d){console.assert(2===this._sessionType);return this._sc.attachScsModelByKey(b,a,c,g,d)};b.prototype._attachModels=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._sc.attachModels(b,
+c,a,g)];case 1:return d.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.attachScsBuffer=function(b,c,a,g,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(k){switch(k.label){case 0:return[4,this._sc.attachScsBuffer(b,c,a,g,d,e)];case 1:return k.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.feedScsBuffer=function(b,c){this._sc.feedScsBuffer(b,c)};b.prototype._parseKeyInfo=function(b,c,a){if(b||c)return a;b=new Map;
+for(c=0;c<a.length;++c){for(var g=a[c++],d=[];c<a.length&&4294967295!==a[c];++c)d.push(a[c]);b.set(g,d)}return b};b.prototype.instanceKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,d,e;return __generator(this,function(k){switch(k.label){case 0:return g=1===c,d=1===a,[4,this._sc.meshInstanceKeyInfo(b,g,d)];case 1:return e=k.sent(),[2,this._parseKeyInfo(g,d,e)]}})})};b.prototype.metaDataKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._sc.metaDataKeyInfo(b,c,a)];case 1:return g=d.sent(),[2,this._parseKeyInfo(c,a,g)]}})})};b.prototype.modelKeysFromInclusionKeys=function(b){return this._sc.modelKeysFromInclusionKeys(b)};b.prototype.detachInclusions=function(b){return this._sc.detachInclusions(b)};b.prototype.resetToEmpty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,e;return __generator(this,function(k){switch(k.label){case 0:for(a=0;a<this._requestBatchCountByType.length;++a){g=
+this._requestBatchCountByType[a]=0;for(d=this._pendingRequestsByType[a];g<d.length;g++)e=d[g],e.promise.reject(e.ids);this._pendingRequestsByType[a].length=0}return[4,this._sc.resetToEmpty(b,c)];case 1:return k.sent(),this.flushMetaDataCache(),[2]}})})};b.prototype.redraw=function(){this._sc.queueRedraw()};b.prototype.disconnectNetwork=function(){this._sc.disconnectNetwork()};b.prototype.shutdown=function(){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=
+null);this._sessionType=0;this._sc.shutDown()};b.prototype.getVersionString=function(){return this._sc.getStreamVersion().toString()};b.prototype.setAllowHighDpi=function(b){this._sc.allowHighDpi=b;this.resize()};b.prototype.getAllowHighDpi=function(){return this._sc.allowHighDpi};b.prototype.setMeshLevel=function(b,c){this._sc.MeshInstance.setMeshLevel(b,c)};b.prototype.setOverlayVisibility=function(b,c){this._sc.Overlay.setVisible(b,c)};b.prototype.setOverlayCamera=function(b,c){c=this._toCamera(c);
+this._sc.Overlay.setCamera(b,c)};b.prototype.destroyOverlay=function(b){this._sc.Overlay.destroy(b)};b.prototype._overlayUnit=function(b){switch(b){case d.OverlayUnit.ProportionOfCanvas:return 1;case d.OverlayUnit.ProportionOfOtherDimension:return 2;default:return 0}};b.prototype.getMaxOverlayIndex=function(){return this._sc.Overlay.maxIndex()};b.prototype._overlayAnchor=function(b){switch(b){case d.OverlayAnchor.BottomCenter:return 7;case d.OverlayAnchor.Center:return 8;case d.OverlayAnchor.LeftCenter:return 5;
+case d.OverlayAnchor.LowerLeftCorner:return 1;case d.OverlayAnchor.LowerRightCorner:return 2;case d.OverlayAnchor.RightCenter:return 6;case d.OverlayAnchor.TopCenter:return 4;case d.OverlayAnchor.UpperRightCorner:return 3;default:return 0}};b.prototype.setOverlayViewport=function(b,c,a,g,d,e,f,h,t,v){this._sc.Overlay.setViewport(b,this._overlayAnchor(c),a,this._overlayUnit(g),d,this._overlayUnit(e),f,this._overlayUnit(h),t,this._overlayUnit(v))};b.prototype.addNodesToOverlay=function(b,c){this._sc.MeshInstance.setOverlayIndex(b,
+c)};b.prototype.getInstancesMeshData=function(b){return this._sc.MeshInstance.getMeshData(b)};b.prototype.getMeshData=function(b){return this._sc.MeshData.getData(b)};b.prototype._toElementType=function(b){switch(b){case d.ElementType.Faces:return 0;case d.ElementType.Lines:return 1;case d.ElementType.Points:return 2}};b.prototype._toXRayGroup=function(b){switch(b){case d.XRayGroup.Selected:return 0;case d.XRayGroup.Unselected:return 1}};b.prototype.setXRayColor=function(b,c,a){var g=this._xRayMaterials[b][c];
+if(g.color&&g.color.equals(a))return Promise.resolve();g.color=a;this.setDiffuseColor(g.id,this._toRgba(a,1));return this._sc.setXRayMaterial(this._toXRayGroup(b),this._toElementType(c),g.id)};b.prototype.unsetXRayColor=function(b,c){if(!this._xRayMaterials[b][c].color)return Promise.resolve();this._xRayMaterials[b][c].color=null;return this._sc.unsetXRayMaterial(this._toXRayGroup(b),this._toElementType(c))};b.prototype.setXRayOpacity=function(b,c){void 0!==c?this._sc.setXRayOpacity(this._toElementType(c),
+b):(this._sc.setXRayOpacity(0,b),this._sc.setXRayOpacity(1,b),this._sc.setXRayOpacity(2,b))};b.prototype._xRayTransparencyMode=function(b){switch(b){case d.XRayTransparencyMode.Unsorted:return 0;case d.XRayTransparencyMode.SingleLayer:return 1}};b.prototype.setXRayTransparencyMode=function(b){this._sc.setXRayTransparencyMode(this._xRayTransparencyMode(b))};b.prototype._transparencyMode=function(b){switch(b){case d.TransparencyMode.Unsorted:return 0;case d.TransparencyMode.SingleLayer:return 1}};b.prototype.setTransparencyMode=
+function(b){this._sc.setTransparencyMode(this._transparencyMode(b))};b.prototype._toPointSizeUnit=function(b){switch(b){case d.PointSizeUnit.ScreenPixels:return 0;case d.PointSizeUnit.CSSPixels:return 1;case d.PointSizeUnit.World:return 2;case d.PointSizeUnit.ProportionOfScreenWidth:return 3;case d.PointSizeUnit.ProportionOfScreenHeight:return 4;case d.PointSizeUnit.ProportionOfBoundingDiagonal:return 5}};b.prototype._toPointShape=function(b){switch(b){case d.PointShape.Square:return 0;case d.PointShape.Disk:return 1;
+case d.PointShape.Sphere:return 2}};b.prototype._fromPointSizeUnit=function(b){switch(b){default:case 0:return d.PointSizeUnit.ScreenPixels;case 1:return d.PointSizeUnit.CSSPixels;case 2:return d.PointSizeUnit.World;case 3:return d.PointSizeUnit.ProportionOfScreenWidth;case 4:return d.PointSizeUnit.ProportionOfScreenHeight;case 5:return d.PointSizeUnit.ProportionOfBoundingDiagonal}};b.prototype._fromPointShape=function(b){switch(b){default:case 0:return d.PointShape.Square;case 1:return d.PointShape.Disk;
+case 2:return d.PointShape.Sphere}};b.prototype.setPointSize=function(b,c){this._sc.setPointSize(b,this._toPointSizeUnit(c))};b.prototype.getPointSize=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,Promise.all([this._sc.getPointSize(),this._sc.getPointSizeUnit()])];case 1:return b=c.sent(),[2,[b[0],this._fromPointSizeUnit(b[1])]]}})})};b.prototype.setPointShape=function(b){this._sc.setPointShape(this._toPointShape(b))};
+b.prototype.getPointShape=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._fromPointShape,[4,this._sc.getPointShape()];case 1:return[2,b.apply(this,[c.sent()])]}})})};b.prototype.setEyeDomeLightingEnabled=function(b){this._sc.setEyeDomeLightingEnabled(b)};b.prototype.getEyeDomeLightingEnabled=function(){return this._sc.getEyeDomeLightingEnabled()};b.prototype.setEyeDomeLightingBlurSamples=function(b){this._sc.setEyeDomeLightingBlurSamples(b)};
+b.prototype.getEyeDomeLightingBlurSamples=function(){return this._sc.getEyeDomeLightingBlurSamples()};b.prototype.setEyeDomeLightingBlurInterval=function(b){this._sc.setEyeDomeLightingBlurInterval(b)};b.prototype.getEyeDomeLightingBlurInterval=function(){return this._sc.getEyeDomeLightingBlurInterval()};b.prototype.setEyeDomeLightingBlurEdgeDistance=function(b){this._sc.setEyeDomeLightingBlurEdgeDistance(b)};b.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._sc.getEyeDomeLightingBlurEdgeDistance()};
+b.prototype.setEyeDomeLightingShadingEdgeDistance=function(b){this._sc.setEyeDomeLightingShadingEdgeDistance(b)};b.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._sc.getEyeDomeLightingShadingEdgeDistance()};b.prototype.setEyeDomeLightingOpacity=function(b){this._sc.setEyeDomeLightingOpacity(b)};b.prototype.getEyeDomeLightingOpacity=function(){return this._sc.getEyeDomeLightingOpacity()};b.prototype.setDisplayIncompleteFrames=function(b){this._sc.setDisplayIncompleteFrames(b)};
+b.prototype.setInteractiveDrawDelay=function(b){this._sc.setPostInputDelay(b)};b.prototype.setInteractiveDrawLimitIncreaseEnabled=function(b){this._sc.setInteractiveDrawLimitIncreaseEnabled(b)};b.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._sc.getInteractiveDrawLimitIncreaseEnabled()};b.prototype._toCullingVectorSpace=function(b){switch(b){case d.CullingVectorSpace.Object:return 0;case d.CullingVectorSpace.World:return 1}};b.prototype._fromCullingVectorSpace=function(b){switch(b){default:case 0:return d.CullingVectorSpace.Object;
+case 1:return d.CullingVectorSpace.World}};b.prototype.setCullingVector=function(b,c,a,g){this._sc.MeshInstance.setCullingVector(b,this._toCullingVectorSpace(c),[a.x,a.y,a.z],g)};b.prototype.unsetCullingVector=function(b){this._sc.MeshInstance.unsetCullingVector(b)};b.prototype.getCullingVector=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getCullingVector(b)];case 1:c=l.sent();a=[];
+g=0;for(e=c;g<e.length;g++)k=e[g],0===k.vector[0]&&0===k.vector[1]&&0===k.vector[2]?a.push(null):a.push({space:this._fromCullingVectorSpace(k.space),vector:d.Point3.createFromArray(k.vector),toleranceDegrees:k.toleranceDegrees});return[2,a]}})})};b.prototype._setStreamCutoffScale=function(b){this._streamCutoffScale=Math.max(0,Math.min(b,2))};b.prototype.setStreamCutoffScale=function(b){this._setStreamCutoffScale(b);this._sc.setStreamCutoffScale(this._streamCutoffScale)};b.prototype.getStreamCutoffScale=
+function(){return this._streamCutoffScale};b.prototype.loseWebGlContext=function(){return this._sc._loseWebGlContext()};b.prototype.triangulatePolygon=function(b,c){b=this._sc.triangulatePolygon(b,c);return new Float32Array(b)};b.prototype.debug_log=function(b){return this._sc.debug_log(b)};b.prototype.debug_stateFailure=function(b){return this._sc.debug_stateFailure(b)};b.prototype.debug_sync=function(){return this._sc.debug_sync()};b.prototype._toLinePatternLengthUnit=function(b){switch(b){case d.LinePatternLengthUnit.Object:return 0;
+case d.LinePatternLengthUnit.World:return 1;case d.LinePatternLengthUnit.ProportionOfScreenWidth:return 2;case d.LinePatternLengthUnit.ProportionOfScreenHeight:return 3}};b.prototype.setLinePattern=function(b,c,a,g){this._sc.MeshInstance.setLinePattern(b,c,a,this._toLinePatternLengthUnit(g))};b.prototype.unsetLinePattern=function(b){this._sc.MeshInstance.unsetLinePattern(b)};b.prototype.exportToSvg=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._sc.exportToSvg(b)];case 1:return c=g.sent(),a=c.map(function(b){return String.fromCharCode(b)}),[2,a.join("")]}})})};b.prototype.waitForImageDecoding=function(){return this._sc.waitForImageDecoding()};b.prototype.registerBimInstances=function(b,c){return this._sc.registerBimInstances(b,c)};b.prototype.setAmbientLightColor=function(b){this._sc.setAmbientLightColor(this._toRgb(b))};b.prototype.clearLights=function(){this._sc.clearLights()};b.prototype._toLightType=function(b){switch(b){default:case d.LightType.Directional:return 0}};
+b.prototype._toLightSpace=function(b){switch(b){case d.LightSpace.World:return 0;default:case d.LightSpace.Camera:return 1}};b.prototype.addLight=function(b){return this._sc.addLight(this._toLightType(b.type),this._toLightSpace(b.space),this._toVector3(b.position),this._toRgb(b.color))};b.prototype.removeLight=function(b){this._sc.removeLight(b)};b.prototype.updateLight=function(b,c){this._sc.updateLight(b,this._toLightType(c.type),this._toLightSpace(c.space),this._toVector3(c.position),this._toRgb(c.color))};
+b.prototype.setBloomEnabled=function(b){this._sc.setBloomEnabled(b)};b.prototype.setBloomThreshold=function(b){this._sc.setBloomThreshold(b)};b.prototype.setBloomThresholdRampWidth=function(b){this._sc.setBloomThresholdRampWidth(b)};b.prototype.setBloomIntensityScale=function(b){this._sc.setBloomIntensityScale(b)};b.prototype._toBlurIntervalUnit=function(b){switch(b){default:case d.BlurIntervalUnit.Pixels:return 0;case d.BlurIntervalUnit.ProportionOfWidth:return 1;case d.BlurIntervalUnit.ProportionOfHeight:return 2}};
+b.prototype.setBloomLayers=function(b){for(var c=0;c<b.length;c++){var a=b[c];if(void 0!==a.blurInterval&&2!==a.blurInterval.length)throw new d.CommunicatorError("'blurInterval' must be an array containing a number followed by a BlurIntervalUnit");}this._sc.suspendDrawing();this._sc.setBloomLayerCount(b.length);for(c=0;c<b.length;++c)a=b[c],void 0!==a.intensity&&this._sc.setBloomIntensity(c,a.intensity),void 0!==a.blurSamples&&this._sc.setBloomBlurSamples(c,a.blurSamples),void 0!==a.blurInterval&&
+this._sc.setBloomBlurInterval(c,a.blurInterval[0],this._toBlurIntervalUnit(a.blurInterval[1]));this._sc.resumeDrawing()};b.prototype.startComparison=function(b,c,a){var g=a&&a.sameColor?this._toRgb(a.sameColor):[0,0,0],d=a&&a.only1Color?this._toRgb(a.only1Color):[1,0,0];a=a&&a.only2Color?this._toRgb(a.only2Color):[0,1,0];this._sc.setComparisonColors(g,d,a);this._sc.startComparison(b,c)};b.prototype.endComparison=function(){this._sc.endComparison()};b.prototype.setSimpleShadowColor=function(b){this._sc.setSimpleShadowColor(this._toRgb(b))};
+b.prototype.setSimpleShadowEnabled=function(b){this._sc.setSimpleShadowEnabled(b)};b.prototype.setSimpleShadowOpacity=function(b){this._sc.setSimpleShadowOpacity(b)};b.prototype.setGroundPlane=function(b,c){void 0!==c?this._sc.setGroundPlaneWithPosition(this._toVector3(b),this._toVector3(c)):this._sc.setGroundPlane(this._toVector3(b))};b.prototype.setSimpleShadowResolution=function(b){this._sc.setSimpleShadowResolution(b)};b.prototype.setSimpleShadowBlurSamples=function(b){this._sc.setSimpleShadowBlurSamples(b)};
+b.prototype.setSimpleShadowBlurInterval=function(b){this._sc.setSimpleShadowBlurInterval(b)};b.prototype.setSimpleShadowInteractiveUpdateEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleShadowInteractiveUpdateEnabled(b)};b.prototype.setSilhouetteColor=function(b){this._sc.setSilhouetteColor(this._toRgb(b))};b.prototype.setSilhouetteEnabled=function(b){void 0===b&&(b=!0);this._sc.setSilhouetteEnabled(b)};b.prototype.setSilhouetteOpacity=function(b){this._sc.setSilhouetteOpacity(b)};b.prototype.setSilhouetteThreshold=
+function(b){this._sc.setSilhouetteThreshold(b)};b.prototype.setSilhouetteThresholdRampWidth=function(b){this._sc.setSilhouetteThresholdRampWidth(b)};b.prototype.setHardEdgeColor=function(b){this._sc.setHardEdgeColor(this._toRgb(b))};b.prototype.setHardEdgesEnabled=function(b){void 0===b&&(b=!0);this._sc.setHardEdgesEnabled(b)};b.prototype.setHardEdgeOpacity=function(b){this._sc.setHardEdgeOpacity(b)};b.prototype.setHardEdgeThreshold=function(b){this._sc.setHardEdgeThreshold(b)};b.prototype.setHardEdgeThresholdRampWidth=
+function(b){this._sc.setHardEdgeThresholdRampWidth(b)};b.prototype.setSimpleReflectionEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleReflectionEnabled(b)};b.prototype.setSimpleReflectionBlurInterval=function(b,c){this._sc.setSimpleReflectionBlurInterval(b,this._toBlurIntervalUnit(c))};b.prototype.setSimpleReflectionBlurSamples=function(b){this._sc.setSimpleReflectionBlurSamples(b)};b.prototype.setSimpleReflectionFadeAngle=function(b){this._sc.setSimpleReflectionFadeAngle(b)};b.prototype.setSimpleReflectionOpacity=
+function(b){this._sc.setSimpleReflectionOpacity(b)};b.prototype.setSimpleReflectionAttenuation=function(b,c,a){void 0===a&&(a=d.SimpleReflectionAttenuationUnit.World);this._sc.setSimpleReflectionAttenuation(b,c,a)};b.prototype.throttleLoad=function(b,c){this._sc.throttleLoad(b,c)};b.prototype._toVector3Array=function(b){for(var c=[],a=0;a<b.length;a++){var g=b[a];c.push([g.x,g.y,g.z])}return c};b.prototype.testPointVisibility=function(b){return this._sc.testPointVisibility(this._toVector3Array(b))};
+b.prototype.setPointVisibilityTest=function(b){this._sc.setPointVisibilityTest(this._toVector3Array(b))};return b}();h.ScEngine=b})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function b(b,c,a,d,e,f,h){this._position=b.copy();this._normal=c.copy();this._elementIndex=a;this._elementBits=e;this._bounding=f.copy();this._overlayIndex=d;this._isProximityFace=h}b.prototype.isProximityFace=function(){return this._isProximityFace};b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{position:this._position.toJson(),normal:this._normal.toJson(),
+cadFaceIndex:this._elementIndex,cadFaceBits:this._elementBits,bounding:this._bounding.toJson(),overlayIndex:this._overlayIndex,isProximityFace:this._isProximityFace}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Point3.fromJson(c.normal),e=d.Box.fromJson(c.bounding);return new b(a,g,c.cadFaceIndex,c.overlayIndex,c.cadFaceBits,e,!0===c.isProximityFace)};b.construct=function(c){return b.fromJson(c)};b.prototype.getPosition=function(){return this._position.copy()};
+b.prototype.getNormal=function(){return this._normal.copy()};b.prototype.getCadFaceIndex=function(){return this._elementIndex};b.prototype.getCadFaceBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.FaceEntity=f;var a=function(){function b(b,c,a,e,f,p,h){this._lineSegmentVertices=[];this._elementIndex=b;this._elementBits=h;this._position=c.copy();this._bounding=f.copy();
+this._overlayIndex=p;if(a)for(0<=e&&(b=3*e,this._bestLineSegmentVertexIndex=new d.Point3(a[b],a[b+1],a[b+2])),this._lineSegmentVertices.push(new d.Point3(a[0],a[1],a[2])),b=3;b<a.length;b+=6)this._lineSegmentVertices.push(new d.Point3(a[b],a[b+1],a[b+2]))}b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){for(var b=[],c=0,a=this._lineSegmentVertices;c<a.length;c++)b.push(a[c].toJson());return{lineId:this._elementIndex,
+lineBits:this._elementBits,position:this._position.toJson(),linePoints:b,bounding:this._bounding.copy(),overlayIndex:this._overlayIndex}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Box.fromJson(c.bounding);a=new b(c.lineId,a,null,-1,g,c.overlayIndex,0);g=0;for(c=c.linePoints;g<c.length;g++){var e=d.Point3.fromJson(c[g]);a._lineSegmentVertices.push(e)}return a};b.construct=function(c){return b.fromJson(c)};b.prototype.getLineId=
+function(){return this._elementIndex};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPoints=function(){return this._lineSegmentVertices};b.prototype.getBestVertex=function(){return this._bestLineSegmentVertexIndex?this._bestLineSegmentVertexIndex.copy():null};b.prototype.getLineBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.LineEntity=
+a;var e=function(){function b(b,c,a,d){this._position=b.copy();this._elementIndex=c;this._overlayIndex=a;this._elementBits=d}b.fromJson=function(c){var a=d.Point3.fromJson(c.position);return new b(a,c.pointId,c.pointBits,c.overlayIndex)};b.construct=function(c){return b.fromJson(c)};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{pointId:this._elementIndex,pointBits:this._elementBits,position:this._position.toJson(),overlayIndex:this._overlayIndex}};b.prototype.forJson=
+function(){return this.toJson()};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPointBits=function(){return this._elementBits};b.prototype.getPointId=function(){return this._elementIndex};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.PointEntity=e;var c=function(){return function(b){this._handle=b}}();h.IncrementalSelectionId=c;c=function(){function b(b,c,a,d,e){void 0===b&&(b=null);void 0===c&&(c=null);void 0===a&&(a=null);void 0===
+d&&(d=null);void 0===e&&(e=null);this._nodeId=b;this._inclusionKey=c;this._faceEntity=a;this._lineEntity=d;this._pointEntity=e}b.create=function(c,a,d,e,f){return new b(c,a,d,e,f)};b.prototype.getSelectionType=function(){return null===this._nodeId?d.SelectionType.None:null!==this._faceEntity?d.SelectionType.Face:null!==this._lineEntity?d.SelectionType.Line:null!==this._pointEntity?d.SelectionType.Point:d.SelectionType.Part};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=
+function(){return{nodeId:this._nodeId,includeId:this._inclusionKey,faceEntity:this._faceEntity?this._faceEntity.toJson():null,lineEntity:this._lineEntity?this._lineEntity.toJson():null,pointEntity:this._pointEntity?this._pointEntity.toJson():null}};b.prototype.forJson=function(){return this.toJson()};b._fromJson=function(c){return new b(c.nodeId,c.includeId,c.faceEntity?f.fromJson(c.faceEntity):null,c.lineEntity?a.fromJson(c.lineEntity):null,c.pointEntity?e.fromJson(c.pointEntity):null)};b.prototype.getFaceEntity=
+function(){return this._faceEntity};b.prototype.getLineEntity=function(){return this._lineEntity};b.prototype.getPointEntity=function(){return this._pointEntity};b.prototype.getNodeId=function(){return this._nodeId};b.prototype.getInclusionKey=function(){return this._inclusionKey};b.prototype.getIncludeId=function(){return this.getInclusionKey()};b.prototype.getPosition=function(){return null!==this._faceEntity?this._faceEntity.getPosition():null!==this._lineEntity?this._lineEntity.getPosition():
+null!==this._pointEntity?this._pointEntity.getPosition():null};b.prototype.overlayIndex=function(){return this._faceEntity?this._faceEntity.overlayIndex():this._lineEntity?this._lineEntity.overlayIndex():this._pointEntity?this._pointEntity.overlayIndex():null};b.prototype._setNodeId=function(b){this._nodeId=b};b.prototype.equals=function(b){return this._nodeId!==b._nodeId||this.getSelectionType()!==b.getSelectionType()?!1:this._faceEntity&&b._faceEntity?this._faceEntity.getCadFaceIndex()===b._faceEntity.getCadFaceIndex():
+this._lineEntity&&b._lineEntity?this._lineEntity.getLineId()===b._lineEntity.getLineId():this._pointEntity&&b._pointEntity?this._pointEntity.getPointId()===b._pointEntity.getPointId():!0};b.prototype._hash=function(){var b=null!==this._nodeId?this._nodeId.toString(36):"";b+=";"+this.getSelectionType()+";";this._faceEntity&&(b+=this._faceEntity.getCadFaceIndex().toString(36));b+=";";this._lineEntity&&(b+=this._lineEntity.getLineId().toString(36));b+=";";this._pointEntity&&(b+=this._pointEntity.getPointId().toString(36));
+return b};b.prototype.isEntitySelection=function(){return null!==this._faceEntity||null!==this._lineEntity||null!==this._pointEntity};b.prototype.isNodeSelection=function(){return null!==this._nodeId};b.prototype.isNodeEntitySelection=function(){return null!==this._nodeId&&this.isEntitySelection()};b.prototype.isFaceSelection=function(){return null!==this._nodeId&&null!==this._faceEntity};b.prototype.isLineSelection=function(){return null!==this._nodeId&&null!==this._lineEntity};b.prototype.isPointSelection=
+function(){return null!==this._nodeId&&null!==this._pointEntity};return b}();h.SelectionItem=c;c=function(){function b(b,c,a){this.faceItem=b;this.lineItem=c;this.pointItem=a}b.prototype.fetchMostRelevant=function(b){return null!==this.pointItem&&0!==(b&d.SelectionMask.Point)?this.pointItem:null!==this.lineItem&&0!==(b&d.SelectionMask.Line)?this.lineItem:null!==this.faceItem&&0!==(b&d.SelectionMask.Face)?this.faceItem:null};return b}();h.CompositeSelectionItem=c})(d.Selection||(d.Selection={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.sleep=function(d){return new Promise(function(a){setTimeout(a,d)})}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.hasBits=function(d,a){return(d&a)===a};h.setBit=function(d,a,e){return e?d|a:d&~a};h.classFromString=function(d){d=d.split(".");for(var a=window||this,e=0;e<d.length;e++){if(void 0===a)return null;a=a[d[e]]}return"function"!==typeof a?null:a};h.projectOnto=function(f,a){f=d.Point3.dot(a,f);var e=a.squaredLength();return d.Point3.scale(a,f/e)};h.majorAxis=function(f){var a=Math.abs(f.x),e=Math.abs(f.y);f=Math.abs(f.z);a=+a.toFixed(6);e=+e.toFixed(6);f=+f.toFixed(6);return a>
+e&&a>f?new d.Point3(1,0,0):e>a&&e>f?new d.Point3(0,1,0):f>a&&f>e?new d.Point3(0,0,1):null};h.deepClone=function(d){return JSON.parse(JSON.stringify(d))};h.getWithDefault=function(d,a){return void 0===d?a:d};h.versionAtLeast=function(d,a){for(var e=d.length>a.length?d.length:a.length,c=0;c<e;++c){var b=d[c]||0,g=a[c]||0;if(b>g)break;else if(b<g)return!1}return!0}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){return function(a){this.futureItemHash=null;this.pastItemHash=a}}(),f=function(){function a(){this.part=this.point=this.line=this.face=this.none=0}a.prototype.update=function(c,b){switch(c.getSelectionType()){case d.SelectionType.None:0===b?--this.none:++this.none;break;case d.SelectionType.Face:0===b?--this.face:++this.face;break;case d.SelectionType.Line:0===b?--this.line:++this.line;break;case d.SelectionType.Point:0===b?--this.point:++this.point;break;case d.SelectionType.Part:0===
+b?--this.part:++this.part}};a.prototype.sum=function(){return this.none+this.face+this.line+this.point+this.part};return a}(),a=function(){function a(c,b,a,e,l){var g=this;this._selectedItemsPruned=new Map;this._selectedItemsFull=new Map;this._selectedNodeCounts=new Map;this._temporalLinks=new Map;this._newestItemHash=this._oldestItemHash=null;this._selectedLayers=new Set;this._selectedTypes=new Set;this._nodeSelectionColor=new d.Color(255,255,0);this._nodeSelectionOutlineColor=new d.Color(255,255,
+0);this._elementSelectionColor=d.Color.red();this._elementSelectionOutlineColor=d.Color.red();this._nodeElementHighlightMode=this._nodeHighlightMode=d.SelectionHighlightMode.HighlightAndOutline;this._pruneSelectionDescendants=this._selectParentIfSelected=this._highlightPointElementSelection=this._highlightLineElementSelection=this._highlightFaceElementSelection=this._highlightNodeSelection=!0;this._selectionFilter=null;this._incrementalBlacklistedInstanceNodes=new Set;this._engine=b;this._view=a;
+this._model=e;this._modelStructure=l;this._callbackManager=c;this._callbackManager.bind({_subtreeLoaded:function(b){for(var c=0;c<b.length;c++)g._onSubtreeLoaded(b[c]);return Promise.resolve()}})}a.deprecated=function(c,b,a){var g=a.value;a.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","SelectionManager",b);return g.apply(this,c)};return a};a.prototype._init=function(){this._updateHighlightingMode();this._engine.setHighlightColorizeCompression(.7)};
+a.prototype.setSelectionFilter=function(c){this._selectionFilter=c};a.prototype.getSelectionFilter=function(){return this._selectionFilter};a.prototype.setPruneSelectionDescendants=function(c){this._pruneSelectionDescendants=c;this.clear()};a.prototype.getPruneSelectionDescendants=function(){return this._pruneSelectionDescendants};a.prototype.setSelectParentIfSelected=function(c){this._selectParentIfSelected=c};a.prototype.getSelectParentIfSelected=function(){return this._selectParentIfSelected};
+a.prototype.selectFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromPoint(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickAllFromPoint(c,
+b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype.selectFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._view.pickAllFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype._onSelectionItem=function(c,b){c.isNodeEntitySelection()?this._processSelection(c,b):this._triggerNullSelection()};a.prototype._onSelectionItems=function(c,b){b===d.SelectionMode.Set&&this.clear(!1);if(0===c.length)this._triggerNullSelection();else switch(b){case d.SelectionMode.Add:case d.SelectionMode.Set:this.add(c);break;case d.SelectionMode.Toggle:for(b=
+0;b<c.length;b++)this.toggle(c[b]);break;default:d.Util.TypeAssertNever(b)}};a.prototype.beginScreenSelectByArea=function(c,b,a){return this._view.beginScreenSelectByArea(c,b,a)};a.prototype.beginRayDrillSelection=function(c,b,a){return this._view.beginRayDrillSelection(c,b,a)};a.prototype.beginConvexPolyhedronSelection=function(c,b,a){return this._view.beginConvexPolyhedronSelection(c,b,a)};a.prototype.beginSphereSelection=function(c,b,a){return this._view.beginSphereSelection(c,b,a)};a.prototype.endIncrementalSelection=
+function(c){this._callbackManager.trigger("incrementalSelectionEnd");this._view.endIncrementalSelection(c);return Promise.resolve()};a.prototype.endVolumeSelection=function(c){return this.endIncrementalSelection(c)};a.prototype.advanceIncrementalSelection=function(c,b){void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._view.advanceIncrementalSelection(c)];case 1:return a=g.sent(),null===a?[2,!1]:null===
+b?[3,3]:[4,Promise.all(a.map(b))];case 2:d=g.sent(),a=a.filter(function(b,c){return d[c]}),g.label=3;case 3:return this.add(a),[2,!0]}})})};a.prototype.advanceVolumeSelection=function(c,b){void 0===b&&(b=null);return this.advanceIncrementalSelection(c,b)};a.prototype.isSelected=function(c){return this.contains(c)?!0:c.isNodeSelection()?null!==this._findAncestor(c):!1};a.prototype.contains=function(c){return this._selectedItemsPruned.has(c._hash())};a.prototype.containsParent=function(c){return this._findAncestor(c)};
+a.prototype._findAncestor=function(c){if(0<this._selectedItemsPruned.size)for(;;){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);var b=c._hash();if(this._selectedItemsPruned.has(b))return c}return null};a.prototype.selectLayer=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getLayerIdsFromName(c);if(null!==e)for(var l=0;l<e.length;l++){var f=this._model.getNodesFromLayer(e[l],!0);if(null!==f)for(var m=0;m<f.length;m++)a.push(d.Selection.SelectionItem.create(f[m]))}e=
+this._selectedLayers.has(c);b===d.SelectionMode.Toggle&&e?this.remove(a):(this.add(a),this._selectedLayers.add(c))};a.prototype.getSelectedLayers=function(){var c=[];this._selectedLayers.forEach(function(b){c.push(b)});return c};a.prototype.selectType=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getNodesByGenericType(c);null!==e&&e.forEach(function(b){a.push(d.Selection.SelectionItem.create(b))});e=this._selectedTypes.has(c);if(b===d.SelectionMode.Toggle&&e)for(c=0;c<
+a.length;c++)this.remove(a[c]);else this.add(a),this._selectedTypes.add(c)};a.prototype.getSelectedTypes=function(){var c=[];this._selectedTypes.forEach(function(b){c.push(b)});return c};a.prototype.selectNode=function(c,b){void 0===b&&(b=d.SelectionMode.Set);if(null!==c&&this._modelStructure.isIdValid(c))return c=d.Selection.SelectionItem.create(c),this._processSelection(c,b),c.getSelectionType();this._processSelection(null,b);return d.SelectionType.None};a.prototype._triggerNullSelection=function(){this._callbackManager.trigger("selectionArray",
+[],!1)};a.prototype._isInAxisOverlay=function(c){var b=c.getFaceEntity();return b||(b=c.getLineEntity())?1===b.overlayIndex():(c=c.getPointEntity())?1===c.overlayIndex():!1};a.prototype._getNodeCounts=function(c){c=c.getNodeId();var b=this._selectedNodeCounts.get(c);b||(b=new f,this._selectedNodeCounts.set(c,b));return b};a.prototype._addToFull=function(c,b){for(;this._selectedItemsFull.set(b,c);){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);b=
+c._hash()}};a.prototype._addItems=function(c){var b=c.length;if(0!==b){this._callbackManager.trigger("incrementalSelectionBatchBegin");for(var a=[],e=0;e<b;++e){var l=this._filterItem(c[e]);null!==l&&this._addImpl(l,l._hash())&&(l=new d.Event.NodeSelectionEvent(l),a.push(l))}0===a.length?this._triggerNullSelection():this._callbackManager.trigger("selectionArray",a,!1);this._callbackManager.trigger("incrementalSelectionBatchEnd")}};a.prototype._addItem=function(c){c=this._filterItem(c);null!==c&&this._addImpl(c,
+c._hash())?(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1)):this._triggerNullSelection()};a.prototype.add=function(c){null===c?this._triggerNullSelection():Array.isArray(c)?this._addItems(c):this._addItem(c)};a.prototype._filterItem=function(c){if(null===this._selectionFilter)return c;var b=c.getNodeId(),a=this._selectionFilter(b,this._model);return a===b?c:null===a?null:d.Selection.SelectionItem.create(a)};a.prototype._addImpl=function(c,b){if(c.getSelectionType()===
+d.SelectionType.None)return!1;if(this._isInAxisOverlay(c))return!0;if(this._selectedItemsPruned.has(b))return!1;if(this._pruneSelectionDescendants){if(null!==this._findAncestor(c))return!1;this._removeDescendants(c)}this._selectedItemsPruned.set(b,c);this._addToFull(c,b);this._getNodeCounts(c).update(c,1);var a=this._newestItemHash;this._newestItemHash=b;this._oldestItemHash||(this._oldestItemHash=b);if(null!==a){var e=this._temporalLinks.get(a);e&&(e.futureItemHash=b)}a=new h(a);this._temporalLinks.set(b,
+a);this._updateItemHighlight(c,!0,!0);if(this._modelStructure.getType(c.getNodeId())===d.NodeType.Pmi&&(c=this._modelStructure.getPmiTopologyReferences(c.getNodeId()),null!==c))for(b=0;b<c.length;b++){e=c[b];a=e.body.getRuntimeId();for(var l=0,f=e.faceIds;l<f.length;l++)this._model.setNodeFaceHighlighted(a,f[l],!0);l=0;for(e=e.edgeIds;l<e.length;l++)this._model.setNodeLineHighlighted(a,e[l],!0)}return!0};a.prototype._removeUpdateLayers=function(c){0<this._selectedLayers.size&&(c=c.getNodeId(),null!==
+c&&(c=this._model.getNodeLayerId(c),null!==c&&(c=this._model.getLayerName(c),null!==c&&this._selectedLayers.delete(c))))};a.prototype._removeUpdateTypes=function(c){0<this._selectedTypes.size&&(c=c.getNodeId(),null!==c&&(c=this._model.getNodeGenericType(c),null!==c&&this._selectedTypes.delete(c)))};a.prototype._removeFromFull=function(c,b){this._removeUpdateLayers(c);this._removeUpdateTypes(c);if(this._selectedItemsFull.delete(b))for(b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=
+d.Selection.SelectionItem.create(c[b]);this._removeFromFull(a,a._hash())}};a.prototype._removeItems=function(c){var b=this,a=[];c.forEach(function(c){b._removeImpl(c,c._hash())&&a.push(new d.Event.NodeSelectionEvent(c))});this._callbackManager.trigger("selectionArray",a,!0)};a.prototype._removeItem=function(c){this._removeImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!0))};a.prototype.remove=function(c){Array.isArray(c)?this._removeItems(c):
+this._removeItem(c)};a.prototype._removeImpl=function(c,b){if(!this._selectedItemsPruned.delete(b))return!1;this._removeFromFull(c,b);var a=this._getNodeCounts(c);a.update(c,0);var d=this._temporalLinks.get(b);if(void 0!==d){this._temporalLinks.delete(b);if(null!==d.pastItemHash){var e=this._temporalLinks.get(d.pastItemHash);e&&(e.futureItemHash=d.futureItemHash)}null!==d.futureItemHash&&(e=this._temporalLinks.get(d.futureItemHash))&&(e.pastItemHash=d.pastItemHash);this._oldestItemHash===b&&(this._oldestItemHash=
+d.futureItemHash);this._newestItemHash===b&&(this._newestItemHash=d.pastItemHash)}b=!0;0===a.sum()&&(b=!1,a=c.getNodeId(),this._selectedNodeCounts.delete(a));this._updateItemHighlight(c,b,!1);return!0};a.prototype.toggle=function(c){var b=this._findAncestor(c);null!==b?null===c.getFaceEntity()&&null===c.getLineEntity()&&null===c.getPointEntity()&&this._removeImplicit(c,b):(b=c._hash(),this._selectedItemsPruned.has(b)?this._removeImpl(c,b)&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",
+[c],!0)):(c=this._filterItem(c),null!==c&&this._addImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1))))};a.prototype.set=function(c){this.clear(!1);this.add(c)};a.prototype.getResults=function(){var c=[];this.each(function(b){c.push(b)});return c};a.prototype.getResult=function(c){var b=this.size();if(0>c||c>=b)return null;b=b-c-1;return c<=b?this._getItemFromOldest(c):this._getItemFromNewest(b)};a.prototype._getItemFromOldest=function(c){for(var b=
+this._oldestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).futureItemHash}return null};a.prototype._getItemFromNewest=function(c){for(var b=this._newestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).pastItemHash}return null};a.prototype.getFirst=function(){return null!==this._oldestItemHash?this._selectedItemsPruned.get(this._oldestItemHash)||null:null};a.prototype.getLast=function(){return null!==
+this._newestItemHash?this._selectedItemsPruned.get(this._newestItemHash)||null:null};a.prototype.size=function(){return this._selectedItemsPruned.size};a.prototype.each=function(c){for(var b=this._oldestItemHash;b;){var a=this._selectedItemsPruned.get(b);c(a);b=this._temporalLinks.get(b).futureItemHash}};a.prototype.clear=function(c){void 0===c&&(c=!0);this._selectedLayers.clear();this._selectedTypes.clear();this._clearHighlight();this._selectedItemsPruned.clear();this._selectedItemsFull.clear();
+this._selectedNodeCounts.clear();this._temporalLinks.clear();this._newestItemHash=this._oldestItemHash=null;c&&this._triggerNullSelection()};a.prototype.setNodeSelectionColor=function(c){this._setNodeSelectionColor(c);return Promise.resolve()};a.prototype._setNodeSelectionColor=function(c){this._nodeSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionColor=function(){return this._nodeSelectionColor.copy()};a.prototype.setNodeSelectionOutlineColor=function(c){this._setNodeSelectionOutlineColor(c);
+return Promise.resolve()};a.prototype._setNodeSelectionOutlineColor=function(c){this._nodeSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionOutlineColor=function(){return this._nodeSelectionOutlineColor.copy()};a.prototype.setNodeElementSelectionColor=function(c){this._setNodeElementSelectionColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionColor=function(c){this._elementSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionColor=
+function(){return this._elementSelectionColor.copy()};a.prototype.setNodeElementSelectionOutlineColor=function(c){this._setNodeElementSelectionOutlineColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionOutlineColor=function(c){this._elementSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionOutlineColor=function(){return this._elementSelectionOutlineColor.copy()};a.prototype.getHighlightFaceElementSelection=function(){return this._highlightFaceElementSelection};
+a.prototype.setHighlightFaceElementSelection=function(c){this._highlightFaceElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setNodeSelectionHighlightMode=function(c){this._setNodeSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeSelectionHighlightMode=function(c){this._nodeHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeSelectionHighlightMode=function(){return this._nodeHighlightMode};a.prototype.setNodeElementSelectionHighlightMode=
+function(c){this._setNodeElementSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeElementSelectionHighlightMode=function(c){this._nodeElementHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeElementSelectionHighlightMode=function(){return this._nodeElementHighlightMode};a.prototype.setHighlightNodeSelection=function(c){this._highlightNodeSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.getHighlightNodeSelection=function(){return this._highlightNodeSelection};
+a.prototype.getHighlightLineElementSelection=function(){return this._highlightLineElementSelection};a.prototype.getHighlightPointElementSelection=function(){return this._highlightPointElementSelection};a.prototype.setHighlightLineElementSelection=function(c){this._highlightLineElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setHighlightPointElementSelection=function(c){this._highlightPointElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setPickTolerance=
+function(c){this._engine.setPickTolerance(c)};a.prototype.getPickTolerance=function(){return this._engine.getPickTolerance()};a.prototype.exportSelectionData=function(){for(var c=[],b=0,a=this.getResults();b<a.length;b++)c.push(a[b].toJson());return c};a.prototype.loadSelectionData=function(c){this.clear(!1);if("string"===typeof c&&(c=JSON.parse(c),!Array.isArray(c)))throw new d.ParseError("Expected JSON depicting an Array.");for(var b=[],a=0;a<c.length;a++){var e=d.Selection.SelectionItem._fromJson(c[a]);
+e.isNodeSelection()&&b.push(e)}this.add(b)};a.prototype._pathToParent=function(c,b){for(var a=[];!c.equals(b);){a.push(c);c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c)}return a};a.prototype._removeImplicit=function(c,b){for(var a=this._pathToParent(c,b),e=b;0<a.length;){this.remove(e);b=[];var l=0;for(e=this._model.getNodeChildren(e.getNodeId());l<e.length;l++){var f=d.Selection.SelectionItem.create(e[l]);b.push(f)}this.add(b);e=a.pop()}console.assert(c===
+e);this.remove(c)};a.prototype._removeDescendants=function(c){var b=0;for(c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._removeDescendantsRecursive=function(c){var b=c._hash();if(this._selectedItemsFull.delete(b))for(this._removeImpl(c,b),b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._processSelection=
+function(c,b){switch(b){case d.SelectionMode.Add:this.add(c);break;case d.SelectionMode.Set:this.set(c);break;case d.SelectionMode.Toggle:null!==c&&this.toggle(c)}};a.prototype._clearHighlight=function(){0<this._selectedItemsPruned.size&&this._engine.clearHighlight()};a.prototype._updateHighlight=function(){var c=this;this._clearHighlight();this._selectedItemsPruned.forEach(function(b){b&&c._updateItemHighlight(b,!0,!0)});this._highlightNodeSelection&&this._model.setNodesHighlighted([],!0)};a.prototype._updateItemHighlight=
+function(c,b,a){var g=c.getNodeId();this._highlightNodeSelection&&this._model.setNodesHighlighted([g],b);this._model.getNodeType(g)!==d.NodeType.Pmi&&(b=c.getFaceEntity(),this._highlightFaceElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeFaceHighlighted(g,b.getCadFaceIndex(),a),b=c.getLineEntity(),this._highlightLineElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeLineHighlighted(g,b.getLineId(),a),c=c.getPointEntity(),this._highlightPointElementSelection&&
+null!==c&&this._model.setNodePointHighlighted(g,c.getPointId(),a))};a.prototype._updateHighlightingMode=function(){switch(this._nodeHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setNodeHighlightColor(this._nodeSelectionColor,null);break;case d.SelectionHighlightMode.OutlineOnly:this._engine.setNodeHighlightColor(null,this._nodeSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setNodeHighlightColor(this._nodeSelectionColor,this._nodeSelectionOutlineColor)}switch(this._nodeElementHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setElementHighlightColor(this._elementSelectionColor,
+null);break;case d.SelectionHighlightMode.OutlineOnly:this._nodeHighlightMode===d.SelectionHighlightMode.OutlineOnly?this._engine.setElementHighlightColor(null,this._elementSelectionOutlineColor):this._engine.setElementHighlightColor(this._nodeSelectionColor,this._elementSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setElementHighlightColor(this._elementSelectionColor,this._elementSelectionOutlineColor)}};a.prototype._onSubtreeLoaded=function(c){c=d.Selection.SelectionItem.create(c);
+if(this.isSelected(c))return this._updateItemHighlight(c,!0,!0)};a.ifcSelectionFilter=function(c,b){if(b.getNodeType(c)===d.NodeType.BodyInstance)for(var a=c;null!==a;){if(null!==b.getNodeGenericId(a))return a;a=b.getNodeParent(a)}return c};__decorate([a.deprecated],a.prototype,"endVolumeSelection",null);__decorate([a.deprecated],a.prototype,"advanceVolumeSelection",null);return a}();d.SelectionManager=a})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Background=0]="Background";a[a.Shadow=1]="Shadow";a[a.Selection=2]="Selection"})(h||(h={}));var f=function(){function a(a,c,b,g){var e=this;this._backgroundSheetMeshId=this._activeSheetId=null;this._sheetIds=[null,null,null];this._backgroundSelectionEnabled=this._backgroundSheetEnabled=!1;this._backgroundColor=new d.Color(180,180,180);this._sheetColor=d.Color.white();this._sheetShadowColor=new d.Color(75,75,75);this._viewer=a;this._engine=c;this._callbackManager=
+b;var l=function(){return __awaiter(e,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:if(!this._viewer.model.isDrawing())return[2];b=this._viewer.sheetManager.getActiveSheetId();return null!=b?[3,4]:[4,this.deactivateSheets(!1)];case 1:return a.sent(),c=this.getSheetIds(),0===this.get3DNodes().length&&0<c.length?[4,this.setActiveSheetId(c[0],!0,!0)]:[3,3];case 2:a.sent(),a.label=3;case 3:return[3,6];case 4:return[4,this._activateSheetId(b,!0,!0)];case 5:a.sent(),
+a.label=6;case 6:return[2]}})})};this._viewer.setCallbacks({_modelStructureHeaderParsed:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){return this._viewer.model.isDrawing()&&!g?[2,this.setBackgroundSheetEnabled(!0)]:[2]})})},_firstModelLoaded:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,l()];case 1:return b.sent(),[2]}})})},_resetAssemblyTreeBegin:function(){return __awaiter(e,
+void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this.setBackgroundSheetEnabled(!1)];case 1:return a.sent(),[4,this.setBackgroundSelectionEnabled(!1)];case 2:return a.sent(),this._backgroundSheetMeshId=this._activeSheetId=null,b=this._viewer.view,c=b.getBackgroundColor(),b.setBackgroundColor(c.top,c.bottom),[2]}})})},_resetDrawing:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+l()];case 1:return b.sent(),[2]}})})}})}a.prototype.getSheetIds=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=b[g];a.getNodeType(k)===d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.get3DNodes=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=
+b[g];a.getNodeType(k)!==d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.deactivateSheets=function(a){void 0===a&&(a=!0);return __awaiter(this,void 0,void 0,function(){var c,b,g,d;return __generator(this,function(e){switch(e.label){case 0:return this._activeSheetId=null,this._viewer.pauseRendering(),c=this.get3DNodes(),b=0<c.length,[4,this._viewer.view.isolateNodes(c,0,b)];case 1:return e.sent(),[4,this._refreshBackgroundSheets()];case 2:return e.sent(),g=this._viewer.view,d=g.getBackgroundColor(),
+g.setBackgroundColor(d.top,d.bottom),this._viewer.resumeRendering(),a&&this._callbackManager.trigger("sheetDeactivated"),[2]}})})};a.prototype.setActiveSheetId=function(a,c,b){void 0===c&&(c=!0);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:if(this._activeSheetId===a)return[2];this._activeSheetId=a;return[4,this._activateSheetId(a,c,b)];case 1:return g.sent(),[2]}})})};a.prototype._activateSheetId=function(a,c,b){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this._markupManager._setActiveMarkupView(null)];case 1:g.sent();if(!c)return[3,4];this._viewer.pauseRendering();return[4,this._viewer.view.isolateNodes([a],0,b)];case 2:return g.sent(),[4,this._refreshBackgroundSheets()];case 3:g.sent(),this._viewer.resumeRendering(),g.label=4;case 4:return this._callbackManager.trigger("sheetActivated",this._activeSheetId),[2]}})})};a.prototype.getActiveSheetId=function(){return this._activeSheetId};
+a.prototype.isDrawingSheetActive=function(){return this._viewer.model.isDrawing()&&null!==this._activeSheetId};a.prototype.setMarkupManager=function(a){this._markupManager=a};a.prototype._createBackgroundSheetMesh=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b;return __generator(this,function(g){a=[0,0,0,1,0,0,0,1,0,0,1,0,1,0,0,1,1,0];c=[0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1];b=new d.MeshData;b.addFaces(a,c);b.setBackfacesEnabled(!0);return[2,this._viewer.model.createMesh(b)]})})};
+a.prototype._createBackgroundSheetMatrix=function(a,c){var b=a.min,g=a.max,e=this._viewer.view.getCamera();a=e.getPosition();var l=e.getTarget(),f=d.Point3.subtract(l,a);a=g.x-b.x;l=g.y-b.y;var m=Math.max(.1*a,.1*(g.z-b.z)),p=b.x+.5*a,h=b.y+.5*l,r=Math.max(.05*a,.05*l);a+=r;l+=r;p-=.5*a;h-=.5*l;b=0<f.z?g.z+m:b.z-m;c&&(c=e.getUp(),e=.3*r,p+=e,0<c.y&&(e=-e),h+=e,b+=0<f.z?m:-m);c=new d.Matrix;c.setTranslationComponent(p,h,b);c.setScaleComponent(a,l,1);return c};a.prototype._createBackgroundSheetInstance=
+function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p;return __generator(this,function(n){switch(n.label){case 0:return e=d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.DoNotOutlineHighlight|d.MeshInstanceCreationFlags.AlwaysDraw|d.MeshInstanceCreationFlags.ExcludeBounding,l||(e|=d.MeshInstanceCreationFlags.DoNotSelect),f=new d.MeshInstanceData(a,
+b,c,g,null,null,e),[4,this._viewer.model.createMeshInstance(f,null,!1,!0)];case 1:return p=n.sent(),this._viewer.model.setNodesOpacity([p],k),[2,p]}})})};a.prototype._deleteBackgroundSheetInstances=function(a){void 0===a&&(a=[h.Background,h.Selection,h.Shadow]);return __awaiter(this,void 0,void 0,function(){var c,b,g,d,e;return __generator(this,function(k){c=[];b=0;for(g=a;b<g.length;b++)d=g[b],e=this._sheetIds[d],null!==e&&(this._sheetIds[d]=null,c.push(e));return 0<c.length?[2,this._viewer.model.deleteMeshInstances(c)]:
+[2]})})};a.prototype._createOrUpdateSheet=function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p,h;return __generator(this,function(n){switch(n.label){case 0:e=this._viewer.model;if(null!==this._sheetIds[a])return[3,2];f=this._sheetIds;p=a;return[4,this._createBackgroundSheetInstance(this._backgroundSheetMeshId,c,b,g,k,l)];case 1:return f[p]=n.sent(),[2,Promise.resolve()];case 2:return h=this._sheetIds[a],e.setNodesFaceColor([h],g),e.setNodesOpacity([h],k),null!==l&&e.setInstanceModifier(d.InstanceModifier.DoNotSelect,
+[h],!l),[2,e.setNodeMatrix(h,b,!0)]}})})};a.prototype._refreshBackgroundSheets=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=this._viewer.model;if(!this.isDrawingSheetActive())return this._backgroundSelectionEnabled=!1,[2,this._deleteBackgroundSheetInstances()];if(null!==this._backgroundSheetMeshId)return[3,2];c=this;return[4,this._createBackgroundSheetMesh()];case 1:c._backgroundSheetMeshId=e.sent(),e.label=
+2;case 2:return[4,a.getModelBounding(!0,!1)];case 3:return b=e.sent(),g=this._createBackgroundSheetMatrix(b,!1),k=[],this._backgroundSelectionEnabled?[4,this._createOrUpdateSheet(h.Selection,"2d_drawing_background_selection_sheet",g,d.Color.black(),0,!0)]:[3,5];case 4:return e.sent(),[3,6];case 5:k.push(h.Selection),e.label=6;case 6:this._engine.setBackgroundGradient(this._backgroundColor,this._backgroundColor);if(!this._backgroundSheetEnabled)return[3,9];l=this._createBackgroundSheetMatrix(b,!0);
+return[4,this._createOrUpdateSheet(h.Background,"2d_drawing_background_sheet",g,this._sheetColor,1,!1)];case 7:return e.sent(),[4,this._createOrUpdateSheet(h.Shadow,"2d_drawing_background_shadow_sheet",l,this._sheetShadowColor,1,!1)];case 8:return e.sent(),[3,10];case 9:k.push(h.Background,h.Shadow),e.label=10;case 10:return 0<k.length?[2,this._deleteBackgroundSheetInstances(k)]:[2]}})})};a.prototype.setSheetColors=function(a,c,b){this._backgroundColor=a.copy();this._sheetColor=c.copy();this._sheetShadowColor=
+b.copy();return this._refreshBackgroundSheets()};a.prototype.getSheetBackgroundColor=function(){return this._backgroundColor};a.prototype.getSheetColor=function(){return this._sheetColor};a.prototype.getSheetShadowColor=function(){return this._sheetShadowColor};a.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(a===this._backgroundSheetEnabled)return[2];this._backgroundSheetEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSheetEnabled=function(){return this._backgroundSheetEnabled};a.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:this.isDrawingSheetActive()||(a=!1);if(a===this._backgroundSelectionEnabled)return[2];this._backgroundSelectionEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSelectionEnabled=function(){return this._backgroundSelectionEnabled};a.prototype.startComparison=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return g=this._viewer.view,g.startComparison([a],[c],b),[4,this.setActiveSheetId(a,!1,!1)];case 1:return d.sent(),[4,g.isolateNodes([a,c],0,!0)];
+case 2:return d.sent(),[4,this._refreshBackgroundSheets()];case 3:return d.sent(),[2]}})})};a.prototype.endComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeSheetId?[2]:[4,this.setActiveSheetId(this._activeSheetId,!0,!1)];case 1:return a.sent(),this._viewer.view.endComparison(),[2]}})})};return a}();d.SheetManager=f})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Model=1]="Model";a[a.Svg=2]="Svg";a[a.Html=4]="Html";a[a.All=7]="All"})(h=d.SnapshotLayer||(d.SnapshotLayer={}));var f=function(){return function(a,d,c){void 0===a&&(a=0);void 0===d&&(d=0);void 0===c&&(c=h.All);this.width=a;this.height=d;this.layers=c}}();d.SnapshotConfig=f})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b){var c=document.createElement("canvas");c.width=b.width;c.height=b.height;c.getContext("2d").drawImage(b,0,0);return c}function a(b){if(b instanceof HTMLCanvasElement&&0<b.clientWidth&&0<b.clientHeight)return b;for(var c=0;c<b.childNodes.length;c++){var d=b.childNodes.item(c);if(d=a(d))return d}return null}function e(b,c){var a=b.getContext("2d");if(null===a)throw new d.CommunicatorError("failed to create 2D canvas context");for(var g=0;g<c.length;g++)a.drawImage(c[g],
+0,0);var e=h.OpenPromise.create(),f=new Image;f.src=b.toDataURL();f.onload=function(){e.resolve(f)};return e}var c=function(){function b(b,c){this._domElements=b;this._config=c}b.prototype._extractMarkupSvgAsCanvas=function(){var b=this._domElements.getMarkupSvgElement(),c=(new XMLSerializer).serializeToString(b);b=c;var a=(new DOMParser).parseFromString(b,"text/xml");c=a.getElementsByTagName("defs");for(var d=[],e=0;e<c.length;e++)for(var p=c.item(e).getElementsByTagName("marker"),h=0;h<p.length;h++){var r=
+p.item(h);d.push(r)}c=[];p=a.getElementsByTagName("line");for(e=0;e<p.length;e++)if(a=p.item(e),null!==a.style.marker&&0<a.style.marker.length){h=a.style.marker.indexOf("#")+1;r=a.style.marker.indexOf('"',h+1);r=a.style.marker.substring(h,r);var u=null,t=null;for(h=0;h<d.length;h++)if(d[h].id===r){u=d[h];t=d[h+1];break}c.push({line:a,start:u,end:t})}for(d=b.indexOf("marker: url");0<=d;){e=b.indexOf(")",d)+1;a=b.substring(d,e);h=a.indexOf("#")+1;p=a.indexOf('"',h);r=a.indexOf("&quot",h+11+1);u=p;if(0>
+p||r<p)u=r;h=a.substring(h,u);p=0;for(r=c;p<r.length;p++)if(a=r[p],u=a.start,a=a.end,null!==u&&null!==a&&u.id===h){h="marker-start: url('#"+u.id+"');";h+="marker-end: url('#"+a.id+"')";b=b.slice(0,d)+h+b.slice(e);break}d=b.indexOf("marker: url",e+1)}c=b;b=document.createElement("canvas");document.body.appendChild(b);canvg(b,c);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineSvgAsCanvas=function(b,c){var a=this._domElements.getRedlineSvgElement();a.setAttribute("width",""+
+b);a.setAttribute("height",""+c);a=(new XMLSerializer).serializeToString(a);a=a.replace("width: 100%;","width: "+b+";");a=a.replace("height: 100%;","height: "+c+";");b=document.createElement("canvas");document.body.appendChild(b);canvg(b,a);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineAsCanvas=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){b=this._domElements.getRedlineElement();return[2,html2canvas(b,{background:void 0})]})})};
+b.prototype.capture=function(b){return __awaiter(this,void 0,void 0,function(){var c,g,n,m,p;return __generator(this,function(k){switch(k.label){case 0:c=a(b);if(null===c)throw new d.CommunicatorError("failed to find canvas");g=document.createElement("canvas");g.width=this._config.width||b.clientWidth;g.height=this._config.height||b.clientHeight;g.style.width="100%";g.style.height="100%";n=[];this._config.layers&d.SnapshotLayer.Model&&n.push(f(c));this._config.layers&d.SnapshotLayer.Svg&&(n.push(this._extractMarkupSvgAsCanvas()),
+n.push(this._extractRedlineSvgAsCanvas(g.width,g.height)));if(!(this._config.layers&d.SnapshotLayer.Html))return[3,2];p=(m=n).push;return[4,this._extractRedlineAsCanvas()];case 1:p.apply(m,[k.sent()]),k.label=2;case 2:return[2,e(g,n)]}})})};return b}();h.Snapshot=c})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._strokeWidth=1;this._strokeColor=d.Color.black()}b.prototype._assign=function(b){this._strokeWidth=b._strokeWidth;this._strokeColor.assign(b._strokeColor)};b.prototype.setStrokeColor=function(b){this._strokeColor.assign(b)};b.prototype.getStrokeColor=function(){return this._strokeColor.copy()};b.prototype.setStrokeWidth=function(b){this._strokeWidth=b};b.prototype.getStrokeWidth=function(){return this._strokeWidth};return b}();
+f.StrokedShape=a;var e=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._fillColor=d.Color.black();c._fillOpacity=1;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fillColor.assign(c._fillColor);this._fillOpacity=c._fillOpacity};c.prototype.getFillOpacity=function(){return this._fillOpacity};c.prototype.setFillOpacity=function(b){this._fillOpacity=b};c.prototype.setFillColor=function(b){this._fillColor.assign(b)};c.prototype.getFillColor=
+function(){return this._fillColor.copy()};return c}(a);f.FilledShape=e;var c;(function(b){b[b.None=0]="None";b[b.Arrowhead=1]="Arrowhead";b[b.Circle=2]="Circle"})(c=f.EndcapType||(f.EndcapType={}));a=function(b){function a(){var a=null!==b&&b.apply(this,arguments)||this;a._startEndcapType=c.None;a._startEndcapColor=d.Color.black();a._startEndcapSize=9;a._endEndcapType=c.None;a._endEndcapColor=d.Color.black();a._endEndcapSize=9;a._endcapsInverted=!1;return a}__extends(a,b);a.prototype._assign=function(c){b.prototype._assign.call(this,
+c);this._startEndcapType=c._startEndcapType;this._startEndcapColor.assign(c._startEndcapColor);this._startEndcapSize=c._startEndcapSize;this._endEndcapType=c._endEndcapType;this._endEndcapColor.assign(c._endEndcapColor);this._endEndcapSize=c._endEndcapSize;this._endcapsInverted=c._endcapsInverted};a.prototype.getStartEndcapType=function(){return this._startEndcapType};a.prototype.setStartEndcapType=function(b){this._startEndcapType=b};a.prototype.getStartEndcapColor=function(){return this._startEndcapColor.copy()};
+a.prototype.setStartEndcapColor=function(b){this._startEndcapColor.assign(b)};a.prototype.getStartEndcapSize=function(){return this._startEndcapSize};a.prototype.setStartEndcapSize=function(b){this._startEndcapSize=b};a.prototype.getEndEndcapType=function(){return this._endEndcapType};a.prototype.setEndEndcapType=function(b){this._endEndcapType=b};a.prototype.setEndcapType=function(b){this._endEndcapType=this._startEndcapType=b};a.prototype.getEndEndcapSize=function(){return this._endEndcapSize};
+a.prototype.setEndEndcapSize=function(b){this._endEndcapSize=b};a.prototype.getEndEndcapColor=function(){return this._endEndcapColor.copy()};a.prototype.setEndEndcapColor=function(b){this._endEndcapColor.assign(b)};a.prototype.getEndcapsInverted=function(){return this._endcapsInverted};a.prototype.setEndcapsInverted=function(b){this._endcapsInverted=b};return a}(a);f.EndcapShape=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._borderRadius=0;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._borderRadius=c._borderRadius};c.prototype.getBorderRadius=function(){return this._borderRadius};c.prototype.setBorderRadius=function(b){this._borderRadius=b};return c}(f.FilledShape);f.RectangleBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=
+d.Point2.zero();g._size=d.Point2.zero();c&&g._position.assign(c);a&&g._size.assign(a);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._position.assign(c._position);this._size.assign(c._size)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(b){this._size.assign(b)};c.prototype.getSize=function(){return this._size.copy()};return c}(a);f.Rectangle=
+e;var c=function(){return function(b,c){this.position=b.copy();this.size=c.copy()}}();f._MarkupRectangleData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._rectangles=[];return c}__extends(a,b);a.prototype.clear=function(){this._rectangles=[]};a.prototype.addRectangle=function(b,a){this._rectangles.push(new c(b,a))};a.prototype.getRectangles=function(){return this._rectangles};return a}(a);f.RectangleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=b.call(this)||this;c._fontFamily=null;c._fontSize=12;c.setStrokeWidth(0);return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fontFamily=c._fontFamily;this._fontSize=c._fontSize};c.prototype.getFontFamily=function(){return this._fontFamily};c.prototype.setFontFamily=function(b){this._fontFamily=b};c.prototype.setFontSize=function(b){this._fontSize=b};c.prototype.getFontSize=function(){return this._fontSize};
+return c}(f.FilledShape);f.TextMarkupBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=d.Point2.zero();g._text="";a&&(g._position=a.copy());c&&g.setText(c);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._text=c._text;this._position.assign(c._position)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position};c.prototype.setText=function(b){this._text=b};c.prototype.getText=
+function(){return this._text};return c}(a);f.Text=e;var c=function(){return function(b,c){this.text=b;this.position=c.copy()}}();f._MarkupTextData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._textStrings=[];return c}__extends(a,b);a.prototype.clear=function(){this._textStrings=[]};a.prototype.addString=function(b,a){this._textStrings.push(new c(b,a))};a.prototype.getStrings=function(){return this._textStrings};return a}(a);f.TextCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._behindView=!1}a.prototype.remove=function(){};a.prototype.draw=function(){};a.prototype.hit=function(a){a;return!1};a.prototype.hitWithTolerance=function(a,c){a;c;return!1};a.prototype.onSelect=function(){};a.prototype.onDeselect=function(){};a.prototype.toJson=function(){return{}};a.prototype.forJson=function(){return this.toJson()};a.prototype.getClassName=function(){return"Communicator.Markup.MarkupItem"};return a}();d.MarkupItem=f})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(c){function b(b){var a=c.call(this)||this;a._position=new d.Point2(10,10);a._nextItemPosition=d.Point2.zero();a._statItemOffset=new d.Point2(5,5);a._maxStatWidth=0;a._viewer=b;a._backgroundPanel=new d.Markup.Shape.Rectangle(a._position,new d.Point2(300,100));a._backgroundPanel.setFillColor(d.Color.white());a._backgroundPanel.setStrokeWidth(0);a._statsText=new d.Markup.Shape.TextCollection;return a}__extends(b,c);b.prototype.draw=function(){this._updateBackgroundSize();
+var b=this._viewer.markupManager.getRenderer();b.drawRectangle(this._backgroundPanel);b.drawTexts(this._statsText)};b.prototype.clearStatsText=function(){this._statsText.clear();this._nextItemPosition.assign(this._position)};b.prototype.setPosition=function(b){this._position.assign(b);this._backgroundPanel.setPosition(this._position)};b.prototype.addStatistic=function(b,c){var a=d.Point2.add(this._nextItemPosition,this._statItemOffset);this._statsText.addString(b+": "+c,a);this._nextItemPosition.y+=
+this._statsText.getFontSize()};b.prototype._updateBackgroundSize=function(){for(var b=this._viewer.markupManager.getRenderer(),c=this._statsText.getStrings(),a=this._statsText.getFontSize(),e=0;e<c.length;e++){var f=b.measureText(c[e].text,this._statsText);this._maxStatWidth=Math.max(this._maxStatWidth,f.x)}this._backgroundPanel.setSize(new d.Point2(2*this._statItemOffset.x+this._maxStatWidth,c.length*(a+this._statItemOffset.y)))};return b}(d.Markup.MarkupItem),a=function(){return function(){this.total_triangle_count=
+this.total_element_count=0}}();h.StatisticMap=a;var e=function(){function c(b,c){var g=this;this._statisticsDisplayHandle=null;this._statistics=new a;this._viewer=c;this._callbackManager=b;this._callbackManager.bind({frameDrawn:function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.update()];case 1:return b.sent(),[2]}})})}});this._statisticsDisplay=new f(this._viewer)}c.prototype.update=function(){return __awaiter(this,void 0,
+void 0,function(){var b,c,a,d,e,f,p;return __generator(this,function(g){switch(g.label){case 0:return[4,this._viewer.getStatistics()];case 1:this._statistics=b=g.sent();this._statisticsDisplay.clearStatsText();c=Object.keys(this._statistics);a=0;for(d=c;a<d.length;a++)f=e=d[a],p=this._statistics[f],this._statisticsDisplay.addStatistic(f,p.toString());return[2]}})})};c.prototype.isShown=function(){return null!==this._statisticsDisplayHandle};c.prototype.getStatistics=function(){return this._statistics};
+c.prototype.showDisplay=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this.isShown()?[3,2]:[4,this.update()];case 1:b.sent(),this._statisticsDisplayHandle=this._viewer.markupManager.registerMarkup(this._statisticsDisplay),b.label=2;case 2:return[2]}})})};c.prototype.hideDisplay=function(){this.isShown()&&(this._viewer.markupManager.unregisterMarkup(this._statisticsDisplayHandle),this._statisticsDisplayHandle=null)};return c}();
+h.Statistics=e})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){var h=function(){return function(){this.svgXmlPrologEnabled=!0;this.svgBackgroundCssColor="";this.linesDrawModelLinesEnabled=this.silhouettesEnabled=!0;this.linesStrokeWidth=20;this.linesCssColor="#000000";this.linesClipZNudgeFactor=this.linesClipProximityToPlane=5.5;this.polygonsForceDrawCssColor="";this.logDiagnostics=this.logProgress=!1}}();d.SvgConfig=h})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Rgba32=0]="Rgba32";d[d.Rgb24=1]="Rgb24";d[d.Gray8=2]="Gray8";d[d.GrayAlpha16=3]="GrayAlpha16";d[d.Jpeg=4]="Jpeg";d[d.Png=5]="Png"})(d.ImageFormat||(d.ImageFormat={}));(function(d){d[d.Clamp=0]="Clamp";d[d.Repeat=1]="Repeat"})(d.TextureTiling||(d.TextureTiling={}));(function(d){d[d.UV=0]="UV"})(d.TextureParameterization||(d.TextureParameterization={}));(function(d){d[d.Decal=1]="Decal"})(d.TextureModifier||(d.TextureModifier={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._timeoutDurationMinutes=15;this._timeoutWarningMinutes=14;this._timer=new d.Util.Timer;this._enabled=!0;this._callbackManager=a;this.resetTimeout()}a.prototype.setTimeoutDurations=function(a,c){this._timeoutDurationMinutes=a;this._timeoutWarningMinutes=c;this.resetTimeout();return!0};a.prototype.shutdown=function(){this._enabled=!1;this._timer.clear()};a.prototype.resetTimeout=function(){var a=this;this._enabled&&this._timer.set(Math.round(6E4*
+this._timeoutWarningMinutes),function(){a._warn()})};a.prototype._warn=function(){var a=this;console.assert(this._timer.isIdle(0));var c=this._timeoutDurationMinutes-this._timeoutWarningMinutes,b=Math.round(6E4*c);this._callbackManager.trigger("timeoutWarning",c);this._timer.set(b,function(){a._timeout()})};a.prototype._timeout=function(){this._callbackManager.trigger("timeout");this._callbackManager.trigger("_timeout")};return a}();h.TimeoutMonitor=f})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.create=function(){return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,function(d){var a=16*Math.random()|0;return("x"===d?a:a&3|8).toString(16)})}})(d.UUID||(d.UUID={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.create=function(){return d.UUID.create()}})(d.GUID||(d.GUID={}))})(Communicator||(Communicator={}));
+var __assign=this&&this.__assign||function(){__assign=Object.assign||function(d){for(var h,f=1,a=arguments.length;f<a;f++){h=arguments[f];for(var e in h)Object.prototype.hasOwnProperty.call(h,e)&&(d[e]=h[e])}return d};return __assign.apply(this,arguments)};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l,f){this._backfacesVisible=!1;this._initialCamera=null;this._boundingCalculationIgnoresInvisible=this._faceVisibility=this._lineVisibility=!0;this._backgroundColorBottom=this._backgroundColorTop=null;this._drawMode=d.DrawMode.WireframeOnShaded;this._ambientOcclusionEnabled=!1;this._ambientOcclusionRadius=.03;this._antiAliasingMode=d.AntiAliasingMode.SMAA;this._lightingEnabled=!0;this._ambientLightColor=d.Color.black();this._bloomEnabled=!1;this._bloomIntensityScale=
+this._bloomThresholdRampWidth=this._bloomThreshold=0;this._bloomLayers=[];this._hardEdgesEnabled=this._silhouetteEnabled=this._simpleReflectionEnabled=this._simpleShadowEnabled=!1;this._hiddenLineSettings=new d.Settings.HiddenLineSettings;this._projectionMode=d.Projection.Orthographic;var n=a.getCreationParameters();this._viewer=a;this._engine=e;this._callbackManager=c;this._interpolationManager=g;this._eventDispatcher=b;this._model=a.model;this._statistics=k;this._navCube=l;this._axisTriad=f;this._determineInitialAxes=
+d.Internal.getWithDefault(n.calculateDefaultViewAxes,!0);this._initEvents()}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","View",d);return b.apply(this,c)};return c};f.prototype._initEvents=function(){var a=this;this._callbackManager.bind({_resetAssemblyTreeBegin:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this._initialCamera=null;return[2]})})},
+_firstAttachment:function(e){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){return e===d.Internal.AttachType.Direct?[2,this._massageInitialCamera(!1)]:[2]})})},_firstModelLoaded:function(){return a._massageInitialCamera(!1)},_modelSwitched:function(d){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return d?[3,2]:[4,this._massageInitialCamera(!1)];case 1:return c.sent(),[2,this._setInitialView(0)];case 2:return[2]}})})},
+hwfParseComplete:function(){return a._massageInitialCamera(!0)},_modelStructureHeaderParsed:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){return this._viewer.sheetManager.isDrawingSheetActive()?(this._model.setViewAxes(new d.Point3(0,0,1),new d.Point3(0,1,0)),[2,this.setViewOrientation(d.ViewOrientation.Front,0)]):[2]})})},_sessionStarted:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this.clearLights();this.setAmbientLightColor(d.Color.createFromFloatArray([.075,
+.075,.075]));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(.5,.5,1),d.Color.createFromFloatArray([.925,.925,.925])));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(-.5,-.5,1),d.Color.createFromFloatArray([.1,.1,.2])));this.setBloomIntensityScale(1);this.setBloomThreshold(.65);this.setBloomThresholdRampWidth(.1);this.setBloomLayers([{intensity:.5,blurSamples:5,blurInterval:[.0025,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,
+blurSamples:5,blurInterval:[.005,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,blurSamples:9,blurInterval:[.01,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:1,blurSamples:9,blurInterval:[.02,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:2,blurSamples:11,blurInterval:[.04,d.BlurIntervalUnit.ProportionOfHeight]}]);this.setGroundPlane({normal:new d.Point3(0,0,1),followViewAxes:!0});this.setSimpleShadowColor(d.Color.black());this.setSimpleShadowOpacity(.65);this.setSimpleShadowResolution(512);
+this.setSimpleShadowBlurSamples(5);this.setSimpleShadowBlurInterval(1);this.setSimpleShadowInteractiveUpdateEnabled();this.setSimpleReflectionOpacity(.65);this.setSimpleReflectionFadeAngle(10);this.setSimpleReflectionBlurSamples(9);this.setSimpleReflectionBlurInterval(1,d.BlurIntervalUnit.Pixels);this.setSimpleReflectionAttenuation(0,1,d.SimpleReflectionAttenuationUnit.ProportionOfBoundingHeight);this.setSilhouetteColor(d.Color.black());this.setSilhouetteOpacity(1);this.setSilhouetteThreshold(.05);
+this.setSilhouetteThresholdRampWidth(.025);this.setHardEdgeColor(d.Color.black());this.setHardEdgeOpacity(1);this.setHardEdgeThreshold(30);this.setHardEdgeThresholdRampWidth(20);return[2]})})},viewAxes:function(d,c){a._updateGroundPlane(d,c)}})};f.prototype._massageInitialCamera=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null!==this._initialCamera)return[2];d=this;return[4,this._engine.getCameraPromise()];case 1:return d._initialCamera=
+c.sent(),this._projectionMode=this._initialCamera.getProjection(),!this._determineInitialAxes||this._viewer.sheetManager.isDrawingSheetActive()||this._model.viewAxesHaveBeenSet()||this._determineViewAxes(this._initialCamera),a?[4,this.fitWorld()]:[3,3];case 2:c.sent(),this._initialCamera=this.getCamera(),c.label=3;case 3:return[2]}})})};f.prototype.setLineVisibility=function(a){this._setLineVisibility(a);return Promise.resolve()};f.prototype._setLineVisibility=function(a){a!==this._lineVisibility&&
+(this._lineVisibility=a,this._engine.setLineVisibility(a))};f.prototype.getLineVisibility=function(){return this._lineVisibility};f.prototype.setFaceVisibility=function(a){this._setFaceVisibility(a);return Promise.resolve()};f.prototype._setFaceVisibility=function(a){a!==this._faceVisibility&&(this._faceVisibility=a,this._engine.setFaceVisibility(a));return Promise.resolve()};f.prototype.getFaceVisibility=function(){return this._faceVisibility};f.prototype.setProjectionMode=function(a){this._projectionMode!==
+a&&(this._projectionMode=a,this._engine.isInit()&&this._engine.setProjection(a),this._eventDispatcher.injectViewOrientationChangeEvent())};f.prototype.getProjectionMode=function(){return this._projectionMode};f.prototype.getViewMatrix=function(){return this._engine.getViewMatrix()};f.prototype.getProjectionMatrix=function(){return this._engine.getProjectionMatrix()};f.prototype.getFullCameraMatrix=function(){return this._engine.getFullCameraMatrix()};f.prototype.raycastFromPoint=function(a){var e=
+this.getCanvasSize(),c=this._engine.getViewMatrix(),b=this._engine.getProjectionMatrix(),g=new d.Point3(a.x,e.y-a.y,0);a=this._unproject(g,b,c,e);if(null===a)return null;g.z=.5;e=this._unproject(g,b,c,e);if(null===e)return null;e=d.Point3.subtract(e,a).normalize();return new d.Ray(a,e)};f.prototype._unproject=function(a,e,c,b){e=d.Matrix.multiply(c,e);e=d.Matrix.inverse(e);if(null===e)return null;a=new d.Point4(a.x,a.y,a.z,1);a.x/=b.x;a.y/=b.y;a.x=2*a.x-1;a.y=2*a.y-1;a.z=2*a.z-1;b=e.transform4(a);
+if(0===b.w)return null;b.scale(1/b.w);return new d.Point3(b.x,b.y,b.z)};f.prototype._rectifySelectionItem=function(a){var d=a.getInclusionKey(),c=a.getNodeId();d=this._model._getNodeFromInstanceInc(!1,d,c,!0);a._setNodeId(d)};f.prototype.isOutsideCanvasArea=function(a){var d=this.getCanvasSize();return 0>a.x||0>a.y||a.x>=d.x||a.y>=d.y};f.prototype.pickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[4,this._engine.pickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};f.prototype.pickAllFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.pickAllFromScreen(a,
+e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:c=l.sent();b=0;for(g=c;b<g.length;b++)k=g[b],this._rectifySelectionItem(k);return[2,c]}})})};f.prototype.compositePickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.compositePickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];
+case 1:return c=b.sent(),null!==c.faceItem&&this._rectifySelectionItem(c.faceItem),null!==c.lineItem&&this._rectifySelectionItem(c.lineItem),null!==c.pointItem&&this._rectifySelectionItem(c.pointItem),[2,c]}})})};f.prototype.pickFromRay=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,this._engine.pickFromRay(a,e)];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};
+f.prototype.pickAllFromRay=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._engine.pickAllFromRay(a,d)];case 1:c=k.sent();b=0;for(g=c;b<g.length;b++)e=g[b],this._rectifySelectionItem(e);return[2,c]}})})};f.prototype.beginScreenSelectByArea=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a)||this.isOutsideCanvasArea(e))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[2,this._engine.beginScreenAreaSelection(a,e,c)]})})};f.prototype.beginRayDrillSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[2,this._engine.beginRayDrillSelection(a,e,c)]})})};f.prototype.beginConvexPolyhedronSelection=function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return[2,
+this._engine.beginConvexPolyhedronSelection(a,d,c)]})})};f.prototype.beginSphereSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=d.Internal.toVec3(a);return[2,this._engine.beginSphereSelection(b,e,c)]})})};f.prototype.endIncrementalSelection=function(a){this._endIncrementalSelection(a);return Promise.resolve()};f.prototype._endIncrementalSelection=function(a){this._engine.endIncrementalSelection(a)};f.prototype.endVolumeSelection=
+function(a){return this.endIncrementalSelection(a)};f.prototype.advanceIncrementalSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h;return __generator(this,function(n){switch(n.label){case 0:return n.trys.push([0,2,,3]),[4,this._engine.advanceIncrementalSelection(a)];case 1:e=n.sent();if(null===e)return[2,null];c=this._viewer.selectionManager;b=[];g=0;for(k=e;g<k.length;g++)l=k[g],this._rectifySelectionItem(l),f=l,m=f.getNodeId(),(p=c._incrementalBlacklistedInstanceNodes.has(m))||
+b.push(f);return[2,b];case 2:h=n.sent();if("advanceVolumeSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 3:return[2]}})})};f.prototype.advanceVolumeSelection=function(a){return this.advanceIncrementalSelection(a)};f.prototype.projectPoint=function(a,d){if(void 0!==d){var c=d.getProjectionMatrix(this._viewer);var b=d.getViewMatrix(this._viewer)}else c=this._engine.getSynchedProjectionMatrix(),b=this._engine.getSynchedViewMatrix();d=this.getCanvasSize();a=this._project(a,
+c,b,d);a.y=d.y-a.y;return a};f.prototype._project=function(a,e,c,b){a=new d.Point4(a.x,a.y,a.z,1);c.transform4(a,a);e.transform4(a,a);e=0>=a.w;c=a.w;0>=a.w&&(a.w=.001);a.scale(1/a.w);a.x=.5*a.x+.5;a.y=.5*a.y+.5;a.z=.5*a.z+.5;a.x*=b.x;a.y*=b.y;e&&(a.z=c);return new d.Point3(a.x,a.y,a.z)};f.prototype.unprojectPoint=function(a,e){var c=this.getCanvasSize(),b=this.getProjectionMatrix(),g=this.getViewMatrix();a=new d.Point3(a.x,c.y-a.y,e);return this._unproject(a,b,g,c)};f.prototype.pointToWindowPosition=
+function(a){var e=this._engine.getCanvasSize();return new d.Point2(a.x/e.x*2-1,1-a.y/e.y*2)};f.prototype.setCamera=function(a,d){void 0===d&&(d=0);return null===a?!1:this._setCameraImpl(a,d).unsafeValue};f.prototype._setCameraPromise=function(a,d){return this._setCameraImpl(a,d).readyPromise};f.prototype._setCameraImpl=function(a,e){return 0<e?this._interpolateCamera(a,e):this._engine.isInit()?(e=a.getProjection(),this._projectionMode!==e&&this.setProjectionMode(e),this._engine.setCamera(a),e=this._markupManager?
+this._markupManager._setActiveMarkupView(null):Promise.resolve(),this._callbackManager.trigger("camera",a),d.Internal.UnsafePromise.create(!0,e)):d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype._interpolateCamera=function(a,e){var c=this;if(this._engine.isInit()){var b=this.getCamera();if(b.equals(a))return this._markupManager&&this._markupManager._update(),d.Internal.UnsafePromise.create(!1,Promise.resolve());this._callbackManager.trigger("transitionBegin",e);var g=d.Util.OpenPromise.create();
+this._interpolationManager.start(new d.Internal.CameraInterpolation(b,a,e,function(){c._eventDispatcher.injectViewOrientationChangeEvent();c._callbackManager.trigger("transitionEnd");g.resolve()},this));return d.Internal.UnsafePromise.create(!0,g)}return d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype.updateCamera=function(a){a=this._engine.updateCamera(a);this._callbackManager.trigger("camera",a);return a};f.prototype.resetCamera=function(a){void 0===a&&(a=d.DefaultTransitionDuration);
+return this._setInitialView(a)};f.prototype.getCamera=function(){if(this._engine.isInit())return this._engine.getCamera();throw new d.CommunicatorError("getCamera() called before sceneReady");};f.prototype.getViewOrientationCamera=function(a,e,c){void 0===c&&(c=!0);return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F;return __generator(this,function(n){switch(n.label){case 0:return b=this.getCamera(),g=b.getUp().copy().normalize(),k=this._model.getViewAxes(),
+l=k.upVector.copy(),f=k.frontVector.copy(),void 0!==e?[3,2]:[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return e=n.sent(),[3,3];case 2:this._fitCameraToBounding(b,e),n.label=3;case 3:m=e.center();p=m.copy();h=m.copy();r=d.Point3.subtract(b.getPosition(),b.getTarget()).length();u=d.Point3.subtract(b.getPosition(),m).length();t=new d.Point3(0,0,1);v=new d.Point3(-1,0,0);null!==l&&(t=l.copy());null!==f&&(v=f.copy());w=v.copy().scale(-1);z=v.copy();x=t.copy();
+y=t.copy().scale(-1);A=d.Point3.cross(x,w);B=A.copy().scale(-1);D=function(b){b=d.Point3.subtract(h,b);var c=t,a=d.Util.computeAngleBetweenVector(b,t);if(0===a||180===a)c=v;var e=d.Point3.cross(b,c),k=e.copy().negate(),l=d.Point3.cross(b,e),f=l.copy().negate();b=Infinity;c=e;a=0;for(e=[e,k,l,f];a<e.length;a++)k=e[a],l=d.Util.computeAngleBetweenVector(g,k),l<=b&&(b=l,c=k);return c.normalize()};C=null;switch(a){case d.ViewOrientation.Front:p=d.Point3.add(h,z);break;case d.ViewOrientation.Back:p=d.Point3.add(h,
+w);break;case d.ViewOrientation.Left:p=d.Point3.add(h,A);break;case d.ViewOrientation.Right:p=d.Point3.add(h,B);break;case d.ViewOrientation.Bottom:p=d.Point3.add(h,y);C=w.copy();break;case d.ViewOrientation.Top:p=d.Point3.add(h,x);C=w.copy();break;case d.ViewOrientation.FrontTop:case d.ViewOrientation.TopFront:p=d.Point3.add(h,d.Point3.add(z,x));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.FrontTopLeft:case d.ViewOrientation.LeftTopFront:case d.ViewOrientation.TopLeftFront:p=d.Point3.add(h,
+d.Point3.add(z,d.Point3.add(A,x)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.Iso:case d.ViewOrientation.FrontTopRight:case d.ViewOrientation.RightTopFront:case d.ViewOrientation.TopRightFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,x)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontLeft:case d.ViewOrientation.LeftFront:p=d.Point3.add(h,d.Point3.add(z,A));break;case d.ViewOrientation.FrontRight:case d.ViewOrientation.RightFront:p=
+d.Point3.add(h,d.Point3.add(z,B));break;case d.ViewOrientation.FrontBottom:case d.ViewOrientation.BottomFront:p=d.Point3.add(h,d.Point3.add(z,y));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.FrontBottomLeft:case d.ViewOrientation.LeftBottomFront:case d.ViewOrientation.BottomLeftFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(A,y)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontBottomRight:case d.ViewOrientation.RightBottomFront:case d.ViewOrientation.BottomRightFront:p=
+d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,y)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTop:case d.ViewOrientation.TopBack:p=d.Point3.add(h,d.Point3.add(w,x));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.BackTopLeft:case d.ViewOrientation.LeftTopBack:case d.ViewOrientation.TopLeftBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,x)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTopRight:case d.ViewOrientation.RightTopBack:case d.ViewOrientation.TopRightBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,x)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackLeft:case d.ViewOrientation.LeftBack:p=d.Point3.add(h,d.Point3.add(w,A));break;case d.ViewOrientation.BackRight:case d.ViewOrientation.RightBack:p=d.Point3.add(h,d.Point3.add(w,B));break;case d.ViewOrientation.BackBottom:case d.ViewOrientation.BottomBack:p=d.Point3.add(h,d.Point3.add(w,y));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.BackBottomLeft:case d.ViewOrientation.LeftBottomBack:case d.ViewOrientation.BottomLeftBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,y)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackBottomRight:case d.ViewOrientation.RightBottomBack:case d.ViewOrientation.BottomRightBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,y)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.LeftBottom:case d.ViewOrientation.BottomLeft:p=d.Point3.add(h,d.Point3.add(A,y));C=d.Point3.add(A,x).normalize();break;case d.ViewOrientation.LeftTop:case d.ViewOrientation.TopLeft:p=
+d.Point3.add(h,d.Point3.add(A,x));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightBottom:case d.ViewOrientation.BottomRight:p=d.Point3.add(h,d.Point3.add(B,y));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightTop:case d.ViewOrientation.TopRight:p=d.Point3.add(h,d.Point3.add(B,x));C=d.Point3.add(A,x).normalize();break;default:d.Util.TypeAssertNever(a)}c||(C=D(p));null===C&&(C=t);E=d.Point3.add(d.Point3.subtract(p,m).normalize().scale(u),m);F=d.Point3.add(d.Point3.subtract(p,
+m).normalize().scale(u-r),m);b.setPosition(E);b.setTarget(F);b.setUp(C);return[2,b]}})})};f.prototype.setViewOrientation=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getViewOrientationCamera(a,c,b)];case 1:return g=d.sent(),void 0!==c?[3,3]:[4,this.fitWorld(e,g)];case 2:return d.sent(),[3,5];case 3:return[4,this.fitBounding(c,e,g)];case 4:d.sent(),
+d.label=5;case 5:return this._callbackManager.trigger("viewOrientation",a),[2]}})})};f.prototype.centerCameraOnNode=function(a,e,c){void 0===e&&(e=0);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f;return __generator(this,function(n){switch(n.label){case 0:return[4,this._model.getNodesBounding([a])];case 1:b=n.sent();g=b.center();k=c.getPosition();l=c.getTarget();f=d.Point3.subtract(l,g);k.subtract(f);c.setPosition(k);c.setTarget(g);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c);return[2]}})})};f.prototype._setInitialView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){if(!this._initialCamera)return[2,this.fitWorld(a)];if(0<a)return[2,this._setCameraPromise(this._initialCamera,a)];this.setCamera(this._initialCamera);this._eventDispatcher.injectViewOrientationChangeEvent();return[2]})})};f.prototype.getCanvasSize=function(){return this._engine.getCanvasSize()};f.prototype._setMarkupManager=function(a){this._markupManager=
+a};f.prototype.setStatisticsDisplayVisibility=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return a?[4,this._statistics.showDisplay()]:[3,2];case 1:return d.sent(),[3,3];case 2:this._statistics.hideDisplay(),d.label=3;case 3:return[2]}})})};f.prototype.getBackgroundColor=function(){var a=null!==this._backgroundColorTop?this._backgroundColorTop.copy():null,e=null!==this._backgroundColorBottom?this._backgroundColorBottom.copy():
+null;return new d.VerticalGradient(a,e)};f.prototype.setBackgroundColor=function(a,e){void 0===a&&(a=null);void 0===e&&(e=null);this._backgroundColorTop=null!==a?a.copy():null;this._backgroundColorBottom=null!==e?e.copy():null;this._drawMode===d.DrawMode.HiddenLine||this._viewer.sheetManager.isDrawingSheetActive()||this._engine.setBackgroundGradient(this._backgroundColorTop,this._backgroundColorBottom);return Promise.resolve()};f.prototype.isolateNodes=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);
+void 0===c&&(c=!0);void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var g,d,l,f,m;return __generator(this,function(k){switch(k.label){case 0:g=this._model.getAbsoluteRootNode();d=new Map;d.set(g,!1);l=0;for(f=a;l<f.length;l++)m=f[l],d.set(m,!0);return[4,this._model.setNodesVisibilities(d,b)];case 1:return k.sent(),c?[2,this.fitNodes(a,e)]:[2]}})})};f.prototype.fitNodes=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var c;
+return __generator(this,function(b){switch(b.label){case 0:return[4,this._model.getNodesBounding(a)];case 1:return c=b.sent(),[2,this.fitBounding(c,e)]}})})};f.prototype.fitWorld=function(a,d){void 0===a&&(a=0);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return d||(d=this.getCamera()),[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return c=b.sent(),[2,this.fitBounding(c,a,d)]}})})};f.prototype._fitCameraToBounding=
+function(a,e){var c=e.extents().length(),b=a.getWidth(),g=d.Point3.subtract(a.getPosition(),a.getTarget()),k=g.length();b=c*k/b;e=e.center();g=d.Point3.add(e,g.normalize().scale(b));a.setTarget(e);a.setPosition(g);a.setWidth(c);a.setHeight(c)};f.prototype.fitBounding=function(a,e,c){void 0===e&&(e=d.DefaultTransitionDuration);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(a){this._fitCameraToBounding(c,a);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c)}return[2]})})};f.prototype.setBackfacesVisible=function(a){this._backfacesVisible=a;this._engine.setBackFacesVisible(a);return Promise.resolve()};f.prototype.getBackfacesVisible=function(){return this._backfacesVisible};f.prototype.setDrawMode=function(a){this._setDrawMode(a);return Promise.resolve()};f.prototype._setDrawMode=function(a){this._drawMode=a;this._drawMode!==d.DrawMode.HiddenLine&&this.setBackgroundColor(this._backgroundColorTop,this._backgroundColorBottom);switch(a){case d.DrawMode.Wireframe:this._engine.setDrawMode(1);
+this._setLineVisibility(!0);this._setFaceVisibility(!1);break;case d.DrawMode.Shaded:this._engine.setDrawMode(1);this._setLineVisibility(!1);this._setFaceVisibility(!0);break;case d.DrawMode.WireframeOnShaded:this._engine.setDrawMode(1);this._setLineVisibility(!0);this._setFaceVisibility(!0);break;case d.DrawMode.HiddenLine:a=this._hiddenLineSettings.getBackgroundColor();this._setLineVisibility(!0);this._setFaceVisibility(!0);this._engine.enableHiddenLineRendering(this._hiddenLineSettings);this._engine.setBackgroundGradient(a,
+a);break;case d.DrawMode.XRay:this._engine.setDrawMode(3),this._setLineVisibility(!0),this._setFaceVisibility(!0)}};f.prototype.getDrawMode=function(){return this._drawMode};f.prototype.setAntiAliasingMode=function(a){this._setAntiAliasingMode(a);return Promise.resolve()};f.prototype._setAntiAliasingMode=function(a){this._antiAliasingMode=a;this._engine.setAntiAliasingMode(a)};f.prototype.getAntiAliasingMode=function(){return this._antiAliasingMode};f.prototype.getHiddenLineSettings=function(){return this._hiddenLineSettings};
+f.prototype.setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._setAmbientOcclusionEnabled(a);return Promise.resolve()};f.prototype._setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._ambientOcclusionEnabled=a;this._engine.setAmbientOcclusionEnabled(a)};f.prototype.getAmbientOcclusionEnabled=function(){return this._ambientOcclusionEnabled};f.prototype.setAmbientOcclusionRadius=function(a){this._setAmbientOcclusionRadius(a);return Promise.resolve()};f.prototype._setAmbientOcclusionRadius=
+function(a){this._ambientOcclusionRadius=a;this._engine.setAmbientOcclusionRadius(a)};f.prototype.getAmbientOcclusionRadius=function(){return this._ambientOcclusionRadius};f.prototype.setLightingEnabled=function(a){void 0===a&&(a=!0);this._setLightingEnabled(a);return Promise.resolve()};f.prototype._setLightingEnabled=function(a){void 0===a&&(a=!0);this._lightingEnabled=a;this._engine.setLightingEnabled(a)};f.prototype.getLightingEnabled=function(){return this._lightingEnabled};f.prototype.setTransparencyMode=
+function(a){this._engine.setTransparencyMode(a)};f.prototype.setXRayOpacity=function(a,d){this._setXRayOpacity(a,d);return Promise.resolve()};f.prototype._setXRayOpacity=function(a,d){this._engine.setXRayOpacity(a,d)};f.prototype.setXRayTransparencyMode=function(a){this._setXRayTransparencyMode(a);return Promise.resolve()};f.prototype._setXRayTransparencyMode=function(a){this._engine.setXRayTransparencyMode(a)};f.prototype.setXRayColor=function(a,e,c){void 0===c&&(c=d.XRayGroup.Selected);return this._engine.setXRayColor(c,
+a,e)};f.prototype.unsetXRayColor=function(a,e){void 0===e&&(e=d.XRayGroup.Selected);return this._engine.unsetXRayColor(e,a)};f.prototype.setPointSize=function(a,d){this._setPointSize(a,d);return Promise.resolve()};f.prototype._setPointSize=function(a,d){this._engine.setPointSize(a,d)};f.prototype.getPointSize=function(){return this._engine.getPointSize()};f.prototype.setPointShape=function(a){this._setPointShape(a);return Promise.resolve()};f.prototype._setPointShape=function(a){this._engine.setPointShape(a)};
+f.prototype.getPointShape=function(){return this._engine.getPointShape()};f.prototype.setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._setEyeDomeLightingEnabled(a);return Promise.resolve()};f.prototype._setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._engine.setEyeDomeLightingEnabled(a)};f.prototype.getEyeDomeLightingEnabled=function(){return this._engine.getEyeDomeLightingEnabled()};f.prototype.setEyeDomeLightingBlurSamples=function(a){this._setEyeDomeLightingBlurSamples(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingBlurSamples=function(a){this._engine.setEyeDomeLightingBlurSamples(a)};f.prototype.getEyeDomeLightingBlurSamples=function(){return this._engine.getEyeDomeLightingBlurSamples()};f.prototype.setEyeDomeLightingBlurInterval=function(a){this._setEyeDomeLightingBlurInterval(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurInterval=function(a){this._engine.setEyeDomeLightingBlurInterval(a)};f.prototype.getEyeDomeLightingBlurInterval=
+function(){return this._engine.getEyeDomeLightingBlurInterval()};f.prototype.setEyeDomeLightingBlurEdgeDistance=function(a){this._setEyeDomeLightingBlurEdgeDistance(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurEdgeDistance=function(a){this._engine.setEyeDomeLightingBlurEdgeDistance(a)};f.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._engine.getEyeDomeLightingBlurEdgeDistance()};f.prototype.setEyeDomeLightingShadingEdgeDistance=function(a){this._setEyeDomeLightingShadingEdgeDistance(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingShadingEdgeDistance=function(a){this._engine.setEyeDomeLightingShadingEdgeDistance(a)};f.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._engine.getEyeDomeLightingShadingEdgeDistance()};f.prototype.setEyeDomeLightingOpacity=function(a){this._setEyeDomeLightingOpacity(a);return Promise.resolve()};f.prototype._setEyeDomeLightingOpacity=function(a){this._engine.setEyeDomeLightingOpacity(a)};f.prototype.getEyeDomeLightingOpacity=
+function(){return this._engine.getEyeDomeLightingOpacity()};f.prototype.setBoundingCalculationIgnoresInvisible=function(a){this._boundingCalculationIgnoresInvisible=a};f.prototype.getBoundingCalculationIgnoresInvisible=function(){return this._boundingCalculationIgnoresInvisible};f.prototype.setDisplayIncompleteFrames=function(a){this._setDisplayIncompleteFrames(a);return Promise.resolve()};f.prototype._setDisplayIncompleteFrames=function(a){this._engine.setDisplayIncompleteFrames(a)};f.prototype.setInteractiveDrawDelay=
+function(a){this._setInteractiveDrawDelay(a);return Promise.resolve()};f.prototype._setInteractiveDrawDelay=function(a){this._engine.setInteractiveDrawDelay(a)};f.prototype.setInteractiveDrawLimitIncreaseEnabled=function(a){this._engine.setInteractiveDrawLimitIncreaseEnabled(a)};f.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._engine.getInteractiveDrawLimitIncreaseEnabled()};f.prototype.getNavCube=function(){return this._navCube};f.prototype.getAxisTriad=function(){return this._axisTriad};
+f.prototype._determineViewAxes=function(a){var e=a.getUp().normalize();a=d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();e=d.Internal.majorAxis(e);a=d.Internal.majorAxis(a);null===e&&null===a?(e=new d.Point3(0,1,0),a=new d.Point3(0,0,1)):null===e?e=0===a.y?new d.Point3(0,1,0):new d.Point3(0,0,1):null===a&&(a=0===e.z?new d.Point3(0,0,1):new d.Point3(0,1,0));this._model.setViewAxes(a,e)};f.prototype.setAmbientLightColor=function(a){this._ambientLightColor=a;this._engine.setAmbientLightColor(a)};
+f.prototype.getAmbientLightColor=function(){return this._ambientLightColor};f.prototype.clearLights=function(){this._engine.clearLights()};f.prototype.addLight=function(a){return this._engine.addLight(a)};f.prototype.removeLight=function(a){this._engine.removeLight(a)};f.prototype.updateLight=function(a,d){this._engine.updateLight(a,d)};f.prototype.setBloomEnabled=function(a){void 0===a&&(a=!0);this._engine.setBloomEnabled(a);this._bloomEnabled=a};f.prototype.getBloomEnabled=function(){return this._bloomEnabled};
+f.prototype.setBloomThreshold=function(a){this._engine.setBloomThreshold(a);this._bloomThreshold=a};f.prototype.getBloomThreshold=function(){return this._bloomThreshold};f.prototype.setBloomThresholdRampWidth=function(a){this._engine.setBloomThresholdRampWidth(a);this._bloomThresholdRampWidth=a};f.prototype.getBloomThresholdRampWidth=function(){return this._bloomThresholdRampWidth};f.prototype.setBloomIntensityScale=function(a){this._engine.setBloomIntensityScale(a);this._bloomIntensityScale=a};f.prototype.getBloomIntensityScale=
+function(){return this._bloomIntensityScale};f.prototype.setBloomLayers=function(a){a=d.Internal.deepClone(a);for(var e=0;e<a.length;e++){var c=a[e];void 0===c.intensity&&(c.intensity=1);void 0===c.blurSamples&&(c.blurSamples=9);void 0===c.blurInterval&&(c.blurInterval=[1,d.BlurIntervalUnit.Pixels])}this._engine.setBloomLayers(a);this._bloomLayers=a};f.prototype.getBloomLayers=function(){return d.Internal.deepClone(this._bloomLayers)};f.prototype.startComparison=function(a,e,c){var b=this._model._getModelStructure();
+a=b.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);e=b.gatherInstanceIncsFromNodeIds(e,7,d.Internal.Tree.WalkRestriction.None);this._engine.startComparison(a,e,c)};f.prototype.endComparison=function(){this._engine.endComparison()};f.prototype.setSimpleShadowEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowEnabled=a;this._engine.setSimpleShadowEnabled(a)};f.prototype.getSimpleShadowEnabled=function(){return this._simpleShadowEnabled};f.prototype.setSimpleShadowColor=
+function(a){this._simpleShadowColor=a.copy();this._engine.setSimpleShadowColor(a)};f.prototype.getSimpleShadowColor=function(){return this._simpleShadowColor.copy()};f.prototype.setSimpleShadowOpacity=function(a){this._simpleShadowOpacity=a;this._engine.setSimpleShadowOpacity(a)};f.prototype.getSimpleShadowOpacity=function(){return this._simpleShadowOpacity};f.prototype.setGroundPlane=function(a){this._groundPlane=__assign({},a);this._updateGroundPlane()};f.prototype._updateGroundPlane=function(a,
+e){if(this._groundPlane.followViewAxes&&(void 0!==a&&void 0!==e||this._model.viewAxesHaveBeenSet())){if(void 0===a||void 0===e)e=this._model.getViewAxes(),a=e.frontVector,e=e.upVector;a=a.copy().negate();var c=d.Point3.cross(e,a);a=d.Matrix.createFromBasis(a,c,e);e=new d.Point3(0,0,0);a.transform(this._groundPlane.normal,e);this._engine.setGroundPlane(e,this._groundPlane.position)}else this._engine.setGroundPlane(this._groundPlane.normal,this._groundPlane.position)};f.prototype.getGroundPlane=function(){return __assign({},
+this._groundPlane)};f.prototype.setSimpleShadowResolution=function(a){this._simpleShadowResolution=a;this._engine.setSimpleShadowResolution(a)};f.prototype.getSimpleShadowResolution=function(){return this._simpleShadowResolution};f.prototype.setSimpleShadowBlurSamples=function(a){this._simpleShadowBlurSamples=a;this._engine.setSimpleShadowBlurSamples(a)};f.prototype.getSimpleShadowBlurSamples=function(){return this._simpleShadowBlurSamples};f.prototype.setSimpleShadowBlurInterval=function(a){this._simpleShadowBlurInterval=
+a;this._engine.setSimpleShadowBlurInterval(a)};f.prototype.getSimpleShadowBlurInterval=function(){return this._simpleShadowBlurInterval};f.prototype.setSimpleShadowInteractiveUpdateEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowInteractiveUpdateEnabled=a;this._engine.setSimpleShadowInteractiveUpdateEnabled(a)};f.prototype.getSimpleShadowInteractiveUpdateEnabled=function(){return this._simpleShadowInteractiveUpdateEnabled};f.prototype.setSilhouetteEnabled=function(a){void 0===a&&(a=!0);this._silhouetteEnabled=
+a;this._engine.setSilhouetteEnabled(a)};f.prototype.getSilhouetteEnabled=function(){return this._silhouetteEnabled};f.prototype.setSilhouetteColor=function(a){this._silhouetteColor=a.copy();this._engine.setSilhouetteColor(a)};f.prototype.getSilhouetteColor=function(){return this._silhouetteColor.copy()};f.prototype.setSilhouetteOpacity=function(a){this._silhouetteOpacity=a;this._engine.setSilhouetteOpacity(a)};f.prototype.getSilhouetteOpacity=function(){return this._silhouetteOpacity};f.prototype.setSilhouetteThreshold=
+function(a){this._silhouetteThreshold=a;this._engine.setSilhouetteThreshold(a)};f.prototype.getSilhouetteThreshold=function(){return this._silhouetteThreshold};f.prototype.setSilhouetteThresholdRampWidth=function(a){this._silhouetteThresholdRampWidth=a;this._engine.setSilhouetteThresholdRampWidth(a)};f.prototype.getSilhouetteThresholdRampWidth=function(){return this._silhouetteThresholdRampWidth};f.prototype.setHardEdgesEnabled=function(a){void 0===a&&(a=!0);this._hardEdgesEnabled=a;this._engine.setHardEdgesEnabled(a)};
+f.prototype.getHardEdgesEnabled=function(){return this._hardEdgesEnabled};f.prototype.setHardEdgeColor=function(a){this._hardEdgeColor=a.copy();this._engine.setHardEdgeColor(a)};f.prototype.getHardEdgeColor=function(){return this._hardEdgeColor.copy()};f.prototype.setHardEdgeOpacity=function(a){this._hardEdgeOpacity=a;this._engine.setHardEdgeOpacity(a)};f.prototype.getHardEdgeOpacity=function(){return this._hardEdgeOpacity};f.prototype.setHardEdgeThreshold=function(a){this._hardEdgeThreshold=a;this._engine.setHardEdgeThreshold(a)};
+f.prototype.getHardEdgeThreshold=function(){return this._hardEdgeThreshold};f.prototype.setHardEdgeThresholdRampWidth=function(a){this._hardEdgeThresholdRampWidth=a;this._engine.setHardEdgeThresholdRampWidth(a)};f.prototype.getHardEdgeThresholdRampWidth=function(){return this._hardEdgeThresholdRampWidth};f.prototype.setSimpleReflectionEnabled=function(a){void 0===a&&(a=!0);this._simpleReflectionEnabled=a;this._engine.setSimpleReflectionEnabled(a)};f.prototype.getSimpleReflectionEnabled=function(){return this._simpleReflectionEnabled};
+f.prototype.setSimpleReflectionBlurInterval=function(a,e){void 0===e&&(e=d.BlurIntervalUnit.Pixels);this._simpleReflectionBlurInterval=[a,e];this._engine.setSimpleReflectionBlurInterval(a,e)};f.prototype.getSimpleReflectionBlurInterval=function(){return[this._simpleReflectionBlurInterval[0],this._simpleReflectionBlurInterval[1]]};f.prototype.setSimpleReflectionBlurSamples=function(a){this._simpleReflectionBlurSamples=a;this._engine.setSimpleReflectionBlurSamples(a)};f.prototype.getSimpleReflectionBlurSamples=
+function(){return this._simpleReflectionBlurSamples};f.prototype.setSimpleReflectionFadeAngle=function(a){this._simpleReflectionFadeAngle=a;this._engine.setSimpleReflectionFadeAngle(a)};f.prototype.getSimpleReflectionFadeAngle=function(){return this._simpleReflectionFadeAngle};f.prototype.setSimpleReflectionOpacity=function(a){this._simpleReflectionOpacity=a;this._engine.setSimpleReflectionOpacity(a)};f.prototype.getSimpleReflectionOpacity=function(){return this._simpleReflectionOpacity};f.prototype.setSimpleReflectionAttenuation=
+function(a,e,c){void 0===c&&(c=d.SimpleReflectionAttenuationUnit.World);this._simpleReflectionAttenuation={nearDistance:a,farDistance:e,unit:c};this._engine.setSimpleReflectionAttenuation(a,e,c)};f.prototype.getSimpleReflectionAttenuation=function(){return __assign({},this._simpleReflectionAttenuation)};f.prototype.testPointVisibility=function(a){return this._engine.testPointVisibility(a)};f.prototype.setPointVisibilityTest=function(a){this._engine.setPointVisibilityTest(a)};__decorate([f.deprecated],
+f.prototype,"endVolumeSelection",null);__decorate([f.deprecated],f.prototype,"advanceVolumeSelection",null);return f}();d.View=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._callbackManager=new d.Internal.CallbackManager;this._interpolationManager=new d.Internal.InterpolationManager;this._streamingMode=d.StreamingMode.Interactive;this._rendererType=d.RendererType.Client;this._alreadyShutDown=!1;this._sceneReadyPromise=d.Util.OpenPromise.create();this._seenPriorityMetaDataSent=!1;this._params=__assign({},a);this._contextMenuActiveFlag=!1;if(void 0!==this._params.containerId){a=d.Internal.DomElements.createFromId(this._params.containerId);
+if(null===a)throw new d.ParseError("'containerId' is invalid");this._domElements=a}else if(void 0!==this._params.container)this._domElements=d.Internal.DomElements.createFromElement(this._params.container);else throw new d.ParseError("must supply 'container' or 'containerId'");this.operatorManager=new d.OperatorManager(this);this._eventDispatcher=new d.Internal.EventDispatcher(this._callbackManager,this.operatorManager);this._timeoutMonitor=new d.Internal.TimeoutMonitor(this._callbackManager);this._inputMonitor=
+new d.Internal.InputMonitor(this._eventDispatcher,this._timeoutMonitor);this._setInitialOptions(this._params);this._engine=new d.Internal.ScEngine(this._callbackManager,this._params);this._statistics=new d.Internal.Statistics(this._callbackManager,this);a=new d.NavCube(this);var c=new d.AxisTriad(this);this.model=new d.Model(this._engine,this._callbackManager);this.view=new d.View(this,this._engine,this._callbackManager,this._eventDispatcher,this._interpolationManager,this._statistics,a,c);this.cuttingManager=
+new d.CuttingManager(this,this.model,this._callbackManager,this._engine);a={disableAutomaticFitWorld:d.Internal.getWithDefault(this._params.disableAutomaticFitWorld,!1),markImplicitNodesOutOfHierarchy:d.Internal.getWithDefault(this._params._markImplicitNodesOutOfHierarchy,!0),streamingMode:d.Internal.getWithDefault(this._params.streamingMode,d.StreamingMode.Default)};this._modelStructure=d.Internal.Tree.ModelStructure.unsafeCreate(a,this._engine,this._callbackManager,this.cuttingManager,this.view,
+this.model,this._params._maxConcurrentAttachments||null);this.model._setModelStructure(this._modelStructure);this.measureManager=new d.MeasureManager(this,this._callbackManager);this.lineManager=new d.LineManager(this,this._callbackManager);this.explodeManager=new d.ExplodeManager(this.model,this._engine,this._callbackManager);this.overlayManager=new d.OverlayManager(this,this._engine);this.BCFManager=new d.BCFManager(this);this.selectionManager=new d.SelectionManager(this._callbackManager,this._engine,
+this.view,this.model,this._modelStructure);a=d.Internal.getWithDefault(this._params.disableAutomaticBackgroundSheets,!1);this.sheetManager=new d.SheetManager(this,this._engine,this._callbackManager,a);this.noteTextManager=new d.Markup.Note.NoteTextManager(this);this.markupManager=new d.MarkupManager(this._domElements,this.measureManager,this.lineManager,this._callbackManager,this.sheetManager,this.noteTextManager,this);this.view._setMarkupManager(this.markupManager);this._initEventDispatcher();var b=
+function(b){if(!e.sheetManager.isDrawingSheetActive()){e.model._setInstanceModifier(d.InstanceModifier.OverrideSceneVisibility,b,!0,6);for(var c=0;c<b.length;c++)e.model.setPmiColorOverride(!0,b[c])}},g=function(b){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return b?[4,Promise.all([this.view.setPointSize(.003,d.PointSizeUnit.ProportionOfBoundingDiagonal),this.view.setEyeDomeLightingEnabled(!0),this.view.setPointShape(d.PointShape.Disk)])]:
+[3,2];case 1:return c.sent(),[3,4];case 2:return[4,Promise.all([this.view.setPointSize(1,d.PointSizeUnit.ScreenPixels),this.view.setEyeDomeLightingEnabled(!1),this.view.setPointShape(d.PointShape.Square)])];case 3:c.sent(),c.label=4;case 4:return[2]}})})},k=function(b){return __awaiter(e,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return c=this.model.getModelFileTypeFromNode(b[0]),null===c||c===d.FileType.Unknown?[3,2]:[4,g(!1)];case 1:a.sent(),a.label=
+2;case 2:return[2]}})})},l=function(b){return __awaiter(e,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:c=[];if(this.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc)for(a=0,g=b;a<g.length;a++)e=g[a],k=this.model.registerIfcNodes(e),c.push(k);return[4,Promise.all(c)];case 1:return l.sent(),[2]}})})},f=function(b){var c=e.selectionManager.getSelectionFilter();b=e.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc;!c&&b?e.selectionManager.setSelectionFilter(d.SelectionManager.ifcSelectionFilter):
+c!==d.SelectionManager.ifcSelectionFilter||b||e.selectionManager.setSelectionFilter(null)};this.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){e.model.setPmiColor(d.Color.black());return[2]})})},_sessionStarted:function(){return g(!0)},_firstModelLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return e.model.setPmiColor(d.Color.black()),f(c),b([this.model.getAbsoluteRootNode()]),
+[4,Promise.all([l(c),k(c)])];case 1:return a.sent(),[2]}})})},_modelSwitched:function(c,a){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return f(a),b(a),[4,Promise.all([l(a),k(a)])];case 1:return c.sent(),[2]}})})},_subtreeLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return b(c),[4,l(c)];case 1:return a.sent(),[2]}})})},subtreeLoaded:function(b,c){e._callbackManager.trigger("modelLoaded",
+b,c)}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","WebViewer",d);return b.apply(this,c)};return c};f.prototype.setContextMenuStatus=function(a){this._contextMenuActiveFlag=a};f.prototype.getContextMenuStatus=function(){return this._contextMenuActiveFlag};f.prototype.deactivateSheets=function(){return this.sheetManager.deactivateSheets()};f.prototype.setActiveSheetId=function(a){return this.sheetManager.setActiveSheetId(a,
+!0,!0)};f.prototype.getActiveSheetId=function(){return this.sheetManager.getActiveSheetId()};f.prototype.getSheetIds=function(){return this.sheetManager.getSheetIds()};f.prototype.isDrawingSheetActive=function(){return this.sheetManager.isDrawingSheetActive()};f.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSheetEnabled(a)]})})};f.prototype.getBackgroundSheetEnabled=function(){return this.sheetManager.getBackgroundSheetEnabled()};
+f.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSelectionEnabled(a)]})})};f.prototype.getBackgroundSelectionEnabled=function(){return this.sheetManager.getBackgroundSelectionEnabled()};f.prototype.setSheetColors=function(a,d,c){return this.sheetManager.setSheetColors(a,d,c)};f.prototype.getSheetBackgroundColor=function(){return this.sheetManager.getSheetBackgroundColor()};
+f.prototype.getSheetColor=function(){return this.sheetManager.getSheetColor()};f.prototype.getSheetShadowColor=function(){return this.sheetManager.getSheetShadowColor()};f.prototype.getCreationParameters=function(){return __assign({},this._params)};f.prototype._setInitialOptions=function(a){this._inputMonitor.setOptions(a);void 0!==a.streamingMode?this._streamingMode=a.streamingMode:a.streamingMode=this._streamingMode;void 0!==a.rendererType?this._rendererType=a.rendererType:a.rendererType=this._rendererType};
+f.prototype._initEventDispatcher=function(){var a=new d.Operator.CameraOrbitOperator(this),e=new d.Operator.CameraPanOperator(this),c=new d.Operator.CameraZoomOperator(this),b=new d.Operator.CameraNavigationOperator(this,a,e,c),g=new d.Operator.CameraWalkOperator(this),k=new d.Operator.CameraKeyboardWalkOperator(this),l=new d.Operator.CameraWalkModeOperator(this,g,k),f=new d.Operator.CameraTurntableOperator(this),m=new d.Operator.SelectionOperator(this,this.noteTextManager),p=new d.Operator.AreaSelectionOperator(this),
+h=new d.Operator.RayDrillSelectionOperator(this),r=new d.Operator.RedlineCircleOperator(this),u=new d.Operator.RedlineTextOperator(this),t=new d.Operator.RedlineRectangleOperator(this),v=new d.Operator.RedlinePolylineOperator(this),w=new d.Operator.MeasureEdgeLengthOperator(this,this.measureManager),z=new d.Operator.MeasureFaceFaceDistanceOperator(this,this.measureManager),x=new d.Operator.MeasurePointPointDistanceOperator(this,this.measureManager),y=new d.Operator.MeasureFaceFaceAngleOperator(this,
+this.measureManager),A=new d.Operator.NoteOperator(this,this.noteTextManager),B=new d.Operator.CuttingPlaneOperator(this,this.cuttingManager),D=new d.Operator.HandleOperator(this),C=new d.Operator.NavCubeOperator(this),E=new d.Operator.AxisTriadOperator(this);this.operatorManager._registerOperator(d.OperatorId.Navigate,b);this.operatorManager._registerOperator(d.OperatorId.Orbit,a);this.operatorManager._registerOperator(d.OperatorId.Pan,e);this.operatorManager._registerOperator(d.OperatorId.Zoom,
+c);this.operatorManager._registerOperator(d.OperatorId.Walk,g);this.operatorManager._registerOperator(d.OperatorId.KeyboardWalk,k);this.operatorManager._registerOperator(d.OperatorId.WalkMode,l);this.operatorManager._registerOperator(d.OperatorId.Turntable,f);this.operatorManager._registerOperator(d.OperatorId.Select,m);this.operatorManager._registerOperator(d.OperatorId.AreaSelect,p);this.operatorManager._registerOperator(d.OperatorId.RayDrillSelect,h);this.operatorManager._registerOperator(d.OperatorId.RedlineCircle,
+r);this.operatorManager._registerOperator(d.OperatorId.RedlineText,u);this.operatorManager._registerOperator(d.OperatorId.RedlineRectangle,t);this.operatorManager._registerOperator(d.OperatorId.RedlinePolyline,v);this.operatorManager._registerOperator(d.OperatorId.MeasureEdgeLength,w);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceDistance,z);this.operatorManager._registerOperator(d.OperatorId.MeasurePointPointDistance,x);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceAngle,
+y);this.operatorManager._registerOperator(d.OperatorId.Note,A);this.operatorManager._registerOperator(d.OperatorId.Cutting,B);this.operatorManager._registerOperator(d.OperatorId.Handle,D);this.operatorManager._registerOperator(d.OperatorId.NavCube,C);this.operatorManager._registerOperator(d.OperatorId.AxisTriad,E);b.setBimNavigationEnabled(!1);w.addMapping(d.Button.Left);z.addMapping(d.Button.Left);x.addMapping(d.Button.Left);x.addMapping(d.Button.Left,d.KeyModifiers.Alt);y.addMapping(d.Button.Left);
+B.addMapping(d.Button.Left);p.addMapping(d.Button.Left);p.addMapping(d.Button.Left,d.KeyModifiers.Control);this.operatorManager.set(d.OperatorId.Navigate,0);this.operatorManager.set(d.OperatorId.Select,1);this.operatorManager.push(d.OperatorId.Cutting);this.operatorManager.push(d.OperatorId.Handle);this.operatorManager.push(d.OperatorId.NavCube);this.operatorManager.push(d.OperatorId.AxisTriad)};f.prototype.getViewerVersionString=function(){return f.VIEWER_VERSION_STRING};f.prototype.getFormatVersionString=
+function(){return this._engine.getVersionString()};f.prototype.getView=function(){return this.view};f.prototype.getModel=function(){return this.model};f.prototype.getOverlayManager=function(){return this.overlayManager};f.prototype.getMeasureManager=function(){return this.measureManager};f.prototype.getLineManager=function(){return this.lineManager};f.prototype.getCuttingManager=function(){return this.cuttingManager};f.prototype.getMarkupManager=function(){return this.markupManager};f.prototype.getSelectionManager=
+function(){return this.selectionManager};f.prototype.getExplodeManager=function(){return this.explodeManager};f.prototype.getOperatorManager=function(){return this.operatorManager};f.prototype._getNoteTextManager=function(){return this.noteTextManager};f.prototype.start=function(){var a=this,d=this._domElements.getCanvasContainerElement();return this._engine.start(d,{enginePath:this._params.enginePath,engineReady:function(c){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+c];case 1:return b.sent(),[4,this._modelStructure.waitForReady()];case 2:return b.sent(),[4,this._scEngineReady()];case 3:return b.sent(),[2]}})})},sceneReady:function(){a._sceneReady()},renderComplete:function(){a._renderComplete()},streamingActivated:function(){a._streamingActivated()},streamingDeactivated:function(){a._streamingDeactivated()},priorityMetaDataSent:function(c,b){a._priorityMetaDataSent(c,b)}})};f.prototype.registerCustomOperator=function(a){return this.operatorManager.registerCustomOperator(a)};
+f.prototype.unregisterCustomOperator=function(a){this.operatorManager.unregisterCustomOperator(a)};f.prototype.focusInput=function(a){this._inputMonitor.focusInput(a)};f.prototype.setCallbacks=function(a){this._callbackManager.bind(a)};f.prototype.unsetCallbacks=function(a){this._callbackManager.unbind(a)};f.prototype.resizeCanvas=function(){this._alreadyShutDown||(this._engine.resize(),this._inputMonitor.elementResize())};f.prototype.moveToWindow=function(a){this._inputMonitor.setDocument(a.document)};
+f.prototype.redraw=function(a){var d=this;if(a){var c=function(){d._callbackManager.unbind({_drawComplete:c});a()};this._callbackManager.bind({_drawComplete:c})}this._engine.redraw()};f.prototype.selectPart=function(a,e){void 0===e&&(e=d.SelectionMode.Set);return this.selectionManager.selectNode(a,e)};f.prototype.trigger=function(a){for(var d=[],c=1;c<arguments.length;c++)d[c-1]=arguments[c];this._callbackManager.unsafeTrigger(a,d)};f.prototype.triggerEvent=function(a,d){this._callbackManager.unsafeTrigger(a,
+d)};f.prototype._getCallbackManager=function(){return this._callbackManager};f.prototype._setStreamIdleMarker=function(){return this._engine.setStreamIdleMarker()};f.prototype.getStatistics=function(a){void 0===a&&(a=!1);return this._engine.getStatistics(a)};f.prototype.setMinimumFramerate=function(a){this._setMinimumFramerate(a);return Promise.resolve()};f.prototype._setMinimumFramerate=function(a){this._engine.setMinimumFramerate(a)};f.prototype.getMinimumFramerate=function(){return this._engine.getMinimumFramerate()};
+f.prototype.setServerRenderQuality=function(a,d,c,b){return this._engine.setServerRenderQuality(a,d,c,b)};f.prototype.getStreamingMode=function(){return this._streamingMode};f.prototype.getRendererType=function(){return this._engine.getRendererType()};f.prototype.getViewElement=function(){return this._domElements.getCanvasContainerElement()};f.prototype.shutdown=function(){this._alreadyShutDown||(console.assert(this._modelStructure.isReady()),this._callbackManager.trigger("_shutdownBegin"),this.operatorManager._shutdown(),
+this._inputMonitor.shutdown(),this.markupManager._shutdown(),this._timeoutMonitor.shutdown(),this._modelStructure.shutdown(),this._domElements.shutdown(),this._engine.shutdown(),this._alreadyShutDown=!0)};f.prototype.setClientTimeout=function(a,d){return this._timeoutMonitor.setTimeoutDurations(a,d)};f.prototype.resetClientTimeout=function(){this._timeoutMonitor.resetTimeout()};f.prototype.pauseRendering=function(a){this._pauseRendering(a);return Promise.resolve()};f.prototype._pauseRendering=function(a){this._engine.pauseRendering(a)};
+f.prototype.resumeRendering=function(){this._resumeRendering();return Promise.resolve()};f.prototype._resumeRendering=function(){this._engine.resumeRendering()};f.prototype.delayCapping=function(){this.cuttingManager.delayCapping()};f.prototype.reset=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return(d=null!==this.model.getDefaultCadConfiguration())?[4,this._modelStructure.cadConfigurationsEnabled()]:
+[3,2];case 1:d=c.sent(),c.label=2;case 2:return d?[4,this.model.activateDefaultCadConfiguration()]:[3,4];case 3:return c.sent(),[3,7];case 4:return[4,this.model.reset()];case 5:return c.sent(),this.sheetManager.isDrawingSheetActive()?[3,7]:[4,this.view.resetCamera(a)];case 6:c.sent(),c.label=7;case 7:return[2]}})})};f.prototype.closeConnection=function(){this.view.setCamera(this.view.getCamera());this._engine.disconnectNetwork();this._timeoutMonitor.shutdown()};f.prototype.setAllowHighDpi=function(a){this._engine.setAllowHighDpi(a)};
+f.prototype.setAllowHighDPI=function(a){this.setAllowHighDpi(a)};f.prototype.getAllowHighDpi=function(){return this._engine.getAllowHighDpi()};f.prototype.getAllowHighDPI=function(){return this.getAllowHighDpi()};f.prototype.takeSnapshot=function(a){var e=this;void 0===a&&(a=new d.SnapshotConfig);var c=d.Util.OpenPromise.create(),b=new d.Internal.Snapshot(this._domElements,a),g=this._domElements.getCanvasContainerElement(),k=this._domElements.getRedlineElement(),l=0<a.width&&0<a.height;if(l){var f=
+a.width/g.clientWidth*100+"%";a=a.height/g.clientHeight*100+"%";g.style.width=f;g.style.height=a;k.style.width=f;k.style.height=a}var m=this.getAllowHighDpi();this._engine.setAllowHighDpi(!1);this._engine.resize();this.redraw(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return[4,b.capture(g)];case 1:return a=d.sent(),l&&(g.style.width="100%",g.style.height="100%",k.style.width="100%",k.style.height="100%"),this._engine.setAllowHighDpi(m),
+this._engine.resize(),c.resolve(a),[2]}})})});return c};f.prototype.fitWorld=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return this.view.fitWorld(a)};f.prototype.setViewOrientation=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this.view.setViewOrientation(a,e)];case 1:return c.sent(),this._eventDispatcher.injectViewOrientationChangeEvent(),[2]}})})};f.prototype._scEngineReady=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:console.assert(this._modelStructure.isReady()),a=this.model.getAbsoluteRootNode(),e=this._engine.getSessionType(),l.label=1;case 1:return l.trys.push([1,,17,18]),this.cuttingManager._init(),[4,this._sceneReadyPromise];case 2:return l.sent(),[4,this._callbackManager.promiseTrigger("_assemblyTreeReady","assemblyTreeReady")];case 3:l.sent(),c="",l.label=4;case 4:l.trys.push([4,
+15,,16]);b=new d.LoadSubtreeConfig;b._allowSubtreeLoadedCallback=!1;if(1!==e)return[3,8];c=this._engine.getNetworkModelName();return c!==d.EmptyModelName?[3,5]:[3,7];case 5:return[4,this.model.loadSubtreeFromModel(a,c,b)];case 6:l.sent(),l.label=7;case 7:return[3,14];case 8:if(2!==e)return[3,13];this._timeoutMonitor.shutdown();g=this._engine.getScsInfo();return"string"!==typeof g?[3,10]:[4,this.model.loadSubtreeFromScsFile(a,g,b)];case 9:return l.sent(),[3,12];case 10:return null===g?[3,12]:[4,this.model.loadSubtreeFromScsBuffer(a,
+g,b)];case 11:return l.sent(),[3,12];case 12:return[3,14];case 13:throw new d.InternalLogicError;case 14:return[3,16];case 15:throw k=l.sent(),this._callbackManager.trigger("modelLoadFailure",c,""+k,k),k;case 16:return[3,18];case 17:return console.assert(this._modelStructure.isReady()),[2,this._callbackManager.promiseTrigger("_modelStructureReady","modelStructureReady")];case 18:return[2]}})})};f.prototype._sceneReady=function(){var a=this;this._inputMonitor.bindEvents(this._domElements.getCanvasContainerElement());
+this.selectionManager._init();this._callbackManager.bind({_timeout:function(){a.shutdown()}});this._callbackManager.trigger("sceneReady");this._sceneReadyPromise&&this._sceneReadyPromise.resolve()};f.prototype._priorityMetaDataSent=function(a,e){this._callbackManager.trigger("_priorityMetaDataSent",a,e);if(!this._seenPriorityMetaDataSent){if(0!==a||0!==e)throw new d.InternalLogicError;this._seenPriorityMetaDataSent=!0;this._callbackManager.trigger("_attached",0)}};f.prototype._renderComplete=function(){this.markupManager._update()};
+f.prototype._streamingActivated=function(){this._callbackManager.trigger("streamingActivated")};f.prototype._streamingDeactivated=function(){this._callbackManager.trigger("streamingDeactivated")};f.prototype.setStreamCutoffScale=function(a){this._setStreamCutoffScale(a);return Promise.resolve()};f.prototype._setStreamCutoffScale=function(a){this._engine.setStreamCutoffScale(a)};f.prototype.getStreamCutoffScale=function(){return this._engine.getStreamCutoffScale()};f.prototype._loseWebGlContext=function(){return this._engine.loseWebGlContext()};
+f.prototype._getScEngine=function(){return this._engine};f.prototype._debug_log=function(a){return this._engine.debug_log(a)};f.prototype._debug_stateFailure=function(a){return this._engine.debug_stateFailure(a)};f.prototype._debug_sync=function(){return this._engine.debug_sync()};f.prototype.exportToSvg=function(a){void 0===a&&(a=new d.SvgConfig);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,this.cuttingManager._setStandinGeometryVisible(!1)];
+case 1:c.sent(),c.label=2;case 2:return c.trys.push([2,,5,7]),[4,this.waitForIdle({redraw:!1})];case 3:return c.sent(),[4,this._engine.exportToSvg(a)];case 4:return d=c.sent(),[3,7];case 5:return[4,this.cuttingManager._setStandinGeometryVisible(!0)];case 6:return c.sent(),[7];case 7:return[2,d]}})})};f.prototype.waitForIdle=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return this._alreadyShutDown?[2]:[4,this._setStreamIdleMarker()];
+case 1:return g.sent(),e=[],this.cuttingManager.hasActiveCuttingSection()?[4,this.cuttingManager.enableCappingIdleCallback(!0)]:[3,3];case 2:(c=g.sent())||e.push(this.cuttingManager.waitForCappingIdle()),g.label=3;case 3:return e.push(this._engine.waitForImageDecoding()),[4,Promise.all(e)];case 4:g.sent();if(!a||!1===a.redraw)return[3,6];b=d.Util.OpenPromise.create();this.redraw(function(){b.resolve()});return[4,b];case 5:g.sent(),g.label=6;case 6:return[2]}})})};f.prototype.startSheetComparison=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.sheetManager.startComparison(a,d,c)];case 1:return b.sent(),[2]}})})};f.prototype.endSheetComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.sheetManager.endComparison()];case 1:return a.sent(),[2]}})})};f.BUILD_ID="b9b36e1";f.VIEWER_VERSION_STRING="8.3 Build "+f.BUILD_ID;__decorate([f.deprecated],
+f.prototype,"deactivateSheets",null);__decorate([f.deprecated],f.prototype,"setActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getSheetIds",null);__decorate([f.deprecated],f.prototype,"isDrawingSheetActive",null);__decorate([f.deprecated],f.prototype,"setBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"getBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"setBackgroundSelectionEnabled",
+null);__decorate([f.deprecated],f.prototype,"getBackgroundSelectionEnabled",null);__decorate([f.deprecated],f.prototype,"setSheetColors",null);__decorate([f.deprecated],f.prototype,"getSheetBackgroundColor",null);__decorate([f.deprecated],f.prototype,"getSheetColor",null);__decorate([f.deprecated],f.prototype,"getSheetShadowColor",null);__decorate([f.deprecated],f.prototype,"getView",null);__decorate([f.deprecated],f.prototype,"getModel",null);__decorate([f.deprecated],f.prototype,"getOverlayManager",
+null);__decorate([f.deprecated],f.prototype,"getMeasureManager",null);__decorate([f.deprecated],f.prototype,"getLineManager",null);__decorate([f.deprecated],f.prototype,"getCuttingManager",null);__decorate([f.deprecated],f.prototype,"getMarkupManager",null);__decorate([f.deprecated],f.prototype,"getSelectionManager",null);__decorate([f.deprecated],f.prototype,"getExplodeManager",null);__decorate([f.deprecated],f.prototype,"getOperatorManager",null);__decorate([f.deprecated],f.prototype,"setAllowHighDPI",
+null);__decorate([f.deprecated],f.prototype,"getAllowHighDPI",null);__decorate([f.deprecated],f.prototype,"startSheetComparison",null);__decorate([f.deprecated],f.prototype,"endSheetComparison",null);return f}();d.WebViewer=h})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){for(var b=2*Math.PI/c,a=[],d=0;d<c;d++){var e=d*b,f=Math.sin(e);a.push(Math.cos(e));a.push(f)}return a}function a(c,b,a,e){void 0===e&&(e=1);var g=d.Point3.cross(a,new d.Point3(0,1,0));.001>g.length()&&(g=d.Point3.cross(a,new d.Point3(0,0,1)));a=d.Point3.cross(g,a);for(var k=2*Math.PI/c,f=[],p=0;p<c;p++){var h=p*k,r=Math.sin(h);h=Math.cos(h);r=g.copy().scale(r).add(a.copy().scale(h)).scale(e).add(b);f.push(r)}return f}function e(c,b,a,e,l){for(var g=[],k=[],
+f=0;f<a.length;f++){var h=(f+1)%a.length;g.push(a[f]);g.push(a[h]);g.push(e[f]);g.push(a[h]);g.push(e[h]);g.push(e[f]);k.push(d.Point3.subtract(a[f],c));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[f],b));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[h],b));k.push(d.Point3.subtract(e[f],b))}if(l)for(c=d.Point3.subtract(c,b),b=0;b<k.length;b++)k[b].add(c).normalize();return[g,k]}h.generateSphereMeshData=function(){var c=(1+Math.sqrt(5))/2,b=Math.sqrt(10+2*Math.sqrt(5))/
+(4*c),a=b/2;c=b/(2*c);var e=[];e[0]=new d.Point3(-c,a,0);e[1]=new d.Point3(c,a,0);e[2]=new d.Point3(-c,-a,0);e[3]=new d.Point3(c,-a,0);e[4]=new d.Point3(0,-c,a);e[5]=new d.Point3(0,c,a);e[6]=new d.Point3(0,-c,-a);e[7]=new d.Point3(0,c,-a);e[8]=new d.Point3(a,0,-c);e[9]=new d.Point3(a,0,c);e[10]=new d.Point3(-a,0,-c);e[11]=new d.Point3(-a,0,c);for(a=0;a<e.length;a++)e[a].normalize();var l=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,
+6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],f=12;a=function(b){var c=[];l.map(function(b){var a=e[b[0]],g=e[b[1]],k=e[b[2]];e[f++]=(new d.Point3(a.x+g.x,a.y+g.y,a.z+g.z)).scale(.5).normalize();e[f++]=(new d.Point3(g.x+k.x,g.y+k.y,g.z+k.z)).scale(.5).normalize();e[f++]=(new d.Point3(k.x+a.x,k.y+a.y,k.z+a.z)).scale(.5).normalize();c.push([b[0],f-3,f-1]);c.push([f-3,f-2,f-1]);c.push([f-3,b[1],f-2]);c.push([f-2,b[2],f-1])});l=c};for(c=0;2>c;c++)a(c);a=[];c=[];b=0;for(var m=l;b<m.length;b++)for(var h=
+m[b],q=0;3>q;q++){var r=h[q];a.push(e[r].x);a.push(e[r].y);a.push(e[r].z);r=e[r].normalize();c.push(r.x);c.push(r.y);c.push(r.z)}b=new d.MeshData;b.addFaces(a,c);b.setFaceWinding(d.FaceWinding.CounterClockwise);return b};h.generateConeCylinderMeshData=function(c,b,g,k,l,n){var m=new d.Matrix,h,q=g+n,r=f(b);for(h=0;h<r.length;h++)r[h]*=k;l=new d.Point3(0,q+l,0);h=new d.Point3(0,q,0);var u=m.transform(l),t=m.transform(h);l=[];var v=[];for(h=0;h<r.length;h+=2){var w=r[h],z=r[h+1],x=(h+2)%r.length,y=
+r[x],A=r[x+1],B=r[h],D=r[h+1],C=r[x];x=r[x+1];var E=new d.Point3(w,q,z),F=new d.Point3(y,q,A);E=m.transform(E);F=m.transform(F);l.push(u);l.push(E);l.push(F);F=new d.Point3(0,1,0);B=new d.Point3(B,0,D);C=new d.Point3(C,0,x);D=m.transform(F);B=m.transform(B);C=m.transform(C);v.push(D);v.push(B);v.push(C);w=new d.Point3(w,q,z);y=new d.Point3(y,q,A);A=m.transform(w);y=m.transform(y);l.push(t);l.push(y);l.push(A);y=new d.Point3(0,-1,0);y=m.transform(y);v.push(y);v.push(y);v.push(y)}q=[];r=[];for(h=0;h<
+l.length;h++)u=l[h],q.push(u.x),q.push(u.y),q.push(u.z),u=v[h],r.push(u.x),r.push(u.y),r.push(u.z);h=[q,r];l=[];v=[];r=f(b);for(q=0;q<r.length;q++)r[q]*=c;u=[];t=[];for(q=0;q<r.length;q+=2){y=r[q];A=r[q+1];x=(q+2)%r.length;w=r[x];z=r[x+1];C=r[q];B=r[q+1];D=r[x];x=r[x+1];u[0]=new d.Point3(y,g,A);u[1]=new d.Point3(y,0,A);u[2]=new d.Point3(w,0,z);u[3]=new d.Point3(w,0,z);u[4]=new d.Point3(w,g,z);u[5]=new d.Point3(y,g,A);t[0]=new d.Point3(C,0,B);t[1]=new d.Point3(C,0,B);t[2]=new d.Point3(D,0,x);t[3]=
+new d.Point3(D,0,x);t[4]=new d.Point3(D,0,x);t[5]=new d.Point3(C,0,B);for(C=0;C<u.length;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B);u[0]=new d.Point3(w,0,z);u[1]=new d.Point3(y,0,A);u[2]=d.Point3.zero();t[0]=new d.Point3(0,-1,0);t[1]=new d.Point3(0,-1,0);t[2]=new d.Point3(0,-1,0);for(C=0;3>C;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B)}m=[];r=[];for(q=0;q<l.length;q++)u=l[q],m.push(u.x),m.push(u.y),m.push(u.z),u=v[q],r.push(u.x),r.push(u.y),r.push(u.z);m=[m,
+r];l=new d.Point3(0,0,g);g=new d.Point3(0,0,g+n);n=new d.Point3(0,0,1);c=a(b,l,n,c);b=a(b,g,n,k);b=e(l,g,c,b,!0);k=[];c=[];for(g=0;g<b[0].length;g++)k.push(b[0][g].x),k.push(b[0][g].z),k.push(b[0][g].y),c.push(b[1][g].x),c.push(b[1][g].z),c.push(b[1][g].y);k=[k,c];b=h[0].concat(m[0]).concat(k[0]);k=h[1].concat(m[1]).concat(k[1]);c=new d.MeshData;c.setFaceWinding(d.FaceWinding.Clockwise);c.addFaces(b,k);return c};h.createCylinderMeshDataFromArc=function(c,b,g,k){for(var f=[],n=[],m,h=0;h<c.length-
+3;h+=3){var q=new d.Point3(c[h],c[h+1],c[h+2]),r=new d.Point3(c[h+3],c[h+4],c[h+5]),u=a(g,q,b,k),t=a(g,r,b,k);m=e(q,r,u,t,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1])}q=c.length;h=new d.Point3(c[q-3],c[q-2],c[q-1]);t=h.copy().subtract(new d.Point3(c[q-6],c[q-5],c[q-4])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(h,r,q,u,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=
+0;h<q.length;h++)m=(h+1)%q.length,f.push(t),f.push(u[h]),f.push(u[m]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);h=new d.Point3(c[0],c[1],c[2]);t=h.copy().subtract(new d.Point3(c[3],c[4],c[5])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(r,h,u,q,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=0;h<q.length;h++)m=(h+1)%q.length,f.push(t),
+f.push(u[m]),f.push(u[h]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);c=[];b=[];for(h=0;h<f.length;h++)g=f[h],c.push(g.x),c.push(g.y),c.push(g.z),m=n[h],b.push(m.x),b.push(m.y),b.push(m.z);f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);f.addFaces(c,b);return f}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c){this._mode=a;this._impl=new d.Internal.IncrementalSelectionImpl(c)}a.create=function(d,c){return new a(d,c)};a.prototype.performSelection=function(a,c,b){var d=this._impl.viewer;"View"===this._mode?(d=d.view,void 0===b&&(b=[])):(h.TypeAssert(this._mode),d=d.selectionManager);void 0===c&&(c=null);return this._impl.performSelection(d,a,c,b)};a.prototype.isIdle=function(){return this._impl.isIdle()};a.prototype.waitForIdle=function(){return this._impl.waitForIdle()};
+a.prototype.stopSelection=function(){return this._impl.stopSelection()};a.prototype.clearSelection=function(){return this._impl.clearSelection()};return a}();h.IncrementalSelection=f;(function(a){a.isScreenByAreaConfig=function(a){return"areaCssMin"in a};a.isRayDrillConfig=function(a){return"rayCssBoxRadius"in a};a.isConvexPolyhedronConfig=function(a){return"volumePlanes"in a};a.isSphereConfig=function(a){return"sphereRadius"in a}})(f=h.IncrementalSelection||(h.IncrementalSelection={}))})(d.Util||
+(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._killHandles=[];this._activeSelectionCount=0;this._inactivityPromise=null;this.viewer=a}a.prototype.isIdle=function(){return 0===this._activeSelectionCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(0===this._activeSelectionCount)return console.assert(null===this._inactivityPromise),[2,Promise.resolve()];null===this._inactivityPromise&&(this._inactivityPromise=
+h.OpenPromise.create());return[2,this._inactivityPromise]})})};a.prototype.stopSelection=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g;return __generator(this,function(e){console.assert(this._killHandles.length===this._activeSelectionCount);a=[];c=0;for(b=this._killHandles;c<b.length;c++)g=b[c],a.push(g());return[2,d.Util.waitForAll(a)]})})};a.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return a=
+this.viewer.selectionManager,a.clear(),[4,this.stopSelection()];case 1:return c.sent(),a.clear(),[2]}})})};a.prototype._advanceBySelectionManager=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this.viewer.selectionManager;return[2,b.advanceIncrementalSelection(a,c)]})})};a.prototype._advanceByView=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var d,e,f,n,m,h;return __generator(this,function(g){switch(g.label){case 0:return d=
+this.viewer.view,[4,d.advanceIncrementalSelection(a)];case 1:return e=g.sent(),null===e?[2,!1]:c?[4,Promise.all(e.map(c))]:[3,3];case 2:f=g.sent(),e=e.filter(function(b,c){return f[c]}),g.label=3;case 3:n=0;for(m=e;n<m.length;n++)h=m[n],b.push(h);return[2,!0]}})})};a.prototype._wrapBeginSelection=function(a,c){return d.Util.IncrementalSelection.isScreenByAreaConfig(c)?a.beginScreenSelectByArea(c.areaCssMin,c.areaCssMax,c.pickConfig):d.Util.IncrementalSelection.isRayDrillConfig(c)?a.beginRayDrillSelection(c.rayCssOrigin,
+c.rayCssBoxRadius,c.pickConfig):d.Util.IncrementalSelection.isConvexPolyhedronConfig(c)?a.beginConvexPolyhedronSelection(c.volumePlanes,c.heuristicOrigin,c.pickConfig):d.Util.IncrementalSelection.isSphereConfig(c)?a.beginSphereSelection(c.sphereCenter,c.sphereRadius,c.pickConfig):d.Util.TypeAssertNever(c)};a.prototype.performSelection=function(a,c,b,d){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return void 0!==d?[3,1]:[2,this._performSelection(a,
+c,b,null)];case 1:return[4,this._performSelection(a,c,b,d)];case 2:return g.sent(),[2,d]}})})};a.prototype._performSelection=function(a,c,b,g){return __awaiter(this,void 0,void 0,function(){var e,f,n,m,p,q,r,u,t=this;return __generator(this,function(k){switch(k.label){case 0:e=this._wrapBeginSelection(a,c);if(null===e)return[2];++this._activeSelectionCount;f=this.viewer.selectionManager;n=null===g;m=!1;p=h.Lazy.create(function(){return __awaiter(t,void 0,void 0,function(){var b,c;return __generator(this,
+function(a){switch(a.label){case 0:m=!0,a.label=1;case 1:return a.trys.push([1,,7,8]),[4,e];case 2:return b=a.sent(),n?[4,f.endIncrementalSelection(b)]:[3,4];case 3:return a.sent(),[3,6];case 4:return[4,this.viewer.view.endIncrementalSelection(b)];case 5:a.sent(),a.label=6;case 6:return[3,8];case 7:return c=this._killHandles.indexOf(q),console.assert(0<=c),this._killHandles.splice(c,1),--this._activeSelectionCount,0===this._activeSelectionCount&&null!==this._inactivityPromise&&(this._inactivityPromise.resolve(),
+this._inactivityPromise=null),[7];case 8:return[2]}})})});q=function(){return p.get()};this._killHandles.push(q);k.label=1;case 1:return k.trys.push([1,,11,13]),[4,e];case 2:r=k.sent(),u=!0,k.label=3;case 3:return!u||m?[3,10]:n?[4,this._advanceBySelectionManager(r,b)]:[3,5];case 4:return u=k.sent(),[3,7];case 5:return[4,this._advanceByView(r,b,g)];case 6:u=k.sent(),k.label=7;case 7:return!u||m?[3,9]:[4,d.Util.sleep(1)];case 8:k.sent(),k.label=9;case 9:return[3,3];case 10:return[3,13];case 11:return[4,
+q()];case 12:return k.sent(),[7];case 13:return[2]}})})};return a}();h.IncrementalSelectionImpl=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this.diffuseColor=[1,1,1,1]}a.prototype.setDiffuseTransparency=function(a){this.diffuseColor[3]=a};a.prototype.setDiffuseColor=function(a){a.toFloatArray(this.diffuseColor)};a.prototype.setDiffuseColorFromArray=function(a){this.diffuseColor[0]=a[0];this.diffuseColor[1]=a[1];this.diffuseColor[2]=a[2]};a.prototype.hash=function(){return this.diffuseColor.join(",")};return a}();d.MaterialInfo=f;f=function(){function a(a){this._materials=new Map;
+this._engine=a}a.prototype.getOrCreateMaterial=function(a){var c=this,b=a.hash(),d=this._materials.get(b);if(void 0!==d)return d;d=this._engine.createMaterial().then(function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.setDiffuseColor(b,a.diffuseColor)];case 1:return c.sent(),[2,b]}})})});this._materials.set(b,d);return d};return a}();d.ScMaterialCache=f;f=function(){function a(a){this._engine=a}a.prototype.getIdentityInc=
+function(){return this._identityInc};a.prototype.init=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.createIdentityMatrix()];case 1:return this._identityInc=a=c.sent(),[2]}})})};return a}();d.ScMatrixCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b,c,a){if(b.selectionMask===d.SelectionMask.None)throw new d.CommunicatorError("selectionMask is None");return __assign({},b,{cullSuboptimalEntities:c,enableOcclusionChecks:c,restrictLinesAndPointsToSelectedFaceInstances:a?!1:b.restrictLinesAndPointsToSelectedFaceInstances})}function a(b,c){var a=d.Point3.createFromArray(b.rayPoint),g=d.Point3.createFromArray(b.normal),e=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),k=new d.Point3(b.bounding.max[0],
+b.bounding.max[1],b.bounding.max[2]);e=new d.Box(e,k);c=new d.Selection.FaceEntity(a,g,b.elementIndex,b.overlayIndex,b.elementBits,e,c);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],c,null,null)}function e(b){var c=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),a=new d.Point3(b.bounding.max[0],b.bounding.max[1],b.bounding.max[2]);c=new d.Box(c,a);c=new d.Selection.LineEntity(b.elementIndex,d.Point3.createFromArray(b.point),b.lineSegmentVertices,b.bestLineSegmentVertexIndex,
+c,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,c,null)}function c(b){var c=new d.Selection.PointEntity(d.Point3.createFromArray(b.point),b.elementIndex,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,null,c)}function b(b){return null!==b.point?(b=b.point.entities[0],c(b)):null!==b.line?(b=b.line.entities[0],e(b)):null!==b.face?(b=b.face.entities[0],a(b,!1)):null!==b.proximityFace?(b=b.proximityFace.entities[0],
+a(b,!0)):null}function g(b){var g=null;if(null!==b.face){var k=b.face.entities[0];g=a(k,!1)}else null!==b.proximityFace&&(k=b.proximityFace.entities[0],g=a(k,!0));var f=null;null!==b.line&&(k=b.line.entities[0],f=e(k));k=null;null!==b.point&&(k=b.point.entities[0],k=c(k));return new d.Selection.CompositeSelectionItem(g,f,k)}function k(b){var d=[];if(null!==b.face)for(var g=0,k=b.face.entities;g<k.length;g++){var f=a(k[g],!1);d.push(f)}a:for(f=b.line,g=b.point,k=b.proximityFace,b=null!==f?f.entities:
+[],g=null!==g?g.entities:[],k=null!==k?k.entities:[],f=[b,g,k];;){for(var l,n=l=Number.POSITIVE_INFINITY,m=null,h=0;h<f.length;h++){var x=f[h];if(0<x.length){var y=x[0];y.radialMetric<l?(l=y.radialMetric,n=y.zMetric,m=x):y.radialMetric===l&&y.zMetric<n&&(n=y.zMetric,m=x)}}l=m;if(null===l){console.assert(0===b.length);console.assert(0===g.length);console.assert(0===k.length);break a}console.assert(0<l.length);l===b?(l=b.pop(),l=e(l)):l===g?(l=g.pop(),l=c(l)):(console.assert(l===k),l=k.pop(),l=a(l,
+!0));d.push(l)}return d}var l;(function(b){b[b.Batch=1E3]="Batch";b[b.Chunk=100]="Chunk"})(l=h.AdvanceSelectionCapacity||(h.AdvanceSelectionCapacity={}));var n=function(){function c(b){this._pickTolerance=20;this._incrementalChunkedItems=new Map;this._sc=b}c.prototype.setPickTolerance=function(b){this._pickTolerance=b};c.prototype.getPickTolerance=function(){return this._pickTolerance};c.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,
+function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginScreenAreaSelection(b.x,b.y,c.x,c.y,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginScreenAreaSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,function(f){switch(f.label){case 0:g=
+a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginRayDrillSelection(b.x,b.y,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginRayDrillSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k,f,l,n,m,h;return __generator(this,function(p){switch(p.label){case 0:g=
+a;e=[];k=0;for(f=b;k<f.length;k++)l=f[k],e.push(l.getCoefficients());n=[c.x,c.y,c.z];p.label=1;case 1:return p.trys.push([1,3,,4]),[4,this._sc.beginConvexPolyhedronSelection(e,n,g)];case 2:return m=p.sent(),[3,4];case 3:h=p.sent();if(SC.isError(h)&&"beginConvexPolyhedronSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 4:return[2,new d.Selection.IncrementalSelectionId(m)]}})})};c.prototype.beginSphereSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k;return __generator(this,function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginSphereSelection(b,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginSphereSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.endIncrementalSelection=function(b){this._incrementalChunkedItems.delete(b._handle);this._sc.endVolumeSelection(b._handle)};
+c.prototype.advanceIncrementalSelection=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,e,k,f,n,m,p;return __generator(this,function(q){switch(q.label){case 0:if((a=this._incrementalChunkedItems.get(b._handle))&&a.length)return[2,a.pop()];q.label=1;case 1:return q.trys.push([1,3,,4]),[4,this._sc.advanceVolumeSelection(b._handle,l.Batch)];case 2:return g=q.sent(),[3,4];case 3:e=q.sent();if(SC.isError(e)&&"advanceVolumeSelection"===e.scFunction)throw new d.SelectionInvalidatedError;
+throw e;case 4:return 2!==g.length||4294967295!==g[1]?[3,7]:c?[4,this._sc.setStreamIdleMarker()]:[3,6];case 5:return q.sent(),[2,this.advanceIncrementalSelection(b,!1)];case 6:return[2,null];case 7:k=[];for(f=0;f<g.length;f+=2)n=g[f],m=g[f+1],k.push(d.Selection.SelectionItem.create(m,n));if(k.length<=l.Chunk)return[2,k];p=h.chunkify(k,l.Chunk).reverse();this._incrementalChunkedItems.set(b._handle,p);return[2,p.pop()]}})})};c.prototype._screenSelectByRay=function(b,c,a,g){return __awaiter(this,void 0,
+void 0,function(){var e,k,l,n;return __generator(this,function(m){e=f(c,a,g);k=c.selectionMask;n=(l=c.selectionMask!==d.SelectionMask.Face||c.enableProximityFaces)?this._pickTolerance:-1;return[2,this._sc.screenSelectByRay(k,b.x,b.y,n,e)]})})};c.prototype._worldSelectByRay=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=f(c,a,!1);g=h.toScRay(b);return[2,this._sc.worldSelectByRay(g,d)]})})};c.prototype.pickFromScreen=function(c,a,d){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(c,a,!0,d)];case 1:return g=e.sent(),[2,b(g)]}})})};c.prototype.pickAllFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._screenSelectByRay(b,c,!1,a)];case 1:return d=g.sent(),[2,k(d)]}})})};c.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,
+function(){var d;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(b,c,!0,a)];case 1:return d=e.sent(),[2,g(d)]}})})};c.prototype.pickFromRay=function(c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._worldSelectByRay(c,a,!0)];case 1:return d=g.sent(),[2,b(d)]}})})};c.prototype.pickAllFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._worldSelectByRay(b,c,!1)];case 1:return a=d.sent(),[2,k(a)]}})})};c.prototype.pickCompositeFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d,e;return __generator(this,function(k){switch(k.label){case 0:return a=f(c,!0,!1),d=h.toScRay(b),[4,this._sc.worldSelectByRay(d,a)];case 1:return e=k.sent(),[2,g(e)]}})})};return c}();h.ScSelectionManager=n})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d=d.Internal||(d.Internal={});(d.Test||(d.Test={})).AdvanceSelectionCapacity=d.AdvanceSelectionCapacity})(Communicator||(Communicator={}));
+(function(d){(function(h){h.toScRay=function(d){var a={origin:[],direction:[]};d.origin.toArray(a.origin);d.direction.toArray(a.direction);return a};h.makeFaceFaceDistanceItem=function(f){var a=new d.FaceFaceDistanceItem;a.pos1.fromArray(f.point1);a.pos2.fromArray(f.point2);a.distance=f.distance;return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a){this.attributes=a}d.prototype.copy=function(){return new d(this.attributes.map(function(a){return a.copy()}))};return d}();d.SubentityAttributes=h})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a.isFace=function(a){return a instanceof d.SubentityProperties.CylinderElement||a instanceof d.SubentityProperties.PlaneElement||a instanceof d.SubentityProperties.ConeElement||a instanceof d.SubentityProperties.SphereElement||a instanceof d.SubentityProperties.TorusElement||a instanceof d.SubentityProperties.Blend01Element||a instanceof d.SubentityProperties.Blend02Element||a instanceof d.SubentityProperties.Blend03Element||a instanceof d.SubentityProperties.NurbsElement||
+a instanceof d.SubentityProperties.CylindricalElement||a instanceof d.SubentityProperties.OffsetElement||a instanceof d.SubentityProperties.PipeElement||a instanceof d.SubentityProperties.RuledElement||a instanceof d.SubentityProperties.RevolutionElement||a instanceof d.SubentityProperties.ExtrusionElement||a instanceof d.SubentityProperties.FromCurvesElement||a instanceof d.SubentityProperties.TransformElement||a instanceof d.SubentityProperties.OtherFaceElement};a.isEdge=function(a){return a instanceof
+d.SubentityProperties.LineElement||a instanceof d.SubentityProperties.CircleElement||a instanceof d.SubentityProperties.OtherEdgeElement}})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var k=d.SubentityProperties.FaceType,l=a.parseFaceType();switch(l){case k.Cylinder:return c.parseBinary(a);case k.Plane:return b.parseBinary(a);case k.Cone:return g.parseBinary(a);case k.Other:return n.parseBinary(a);case k.Sphere:return e.parseBinary(a);case k.Torus:return f.parseBinary(a);case k.Blend01:return m.parseBinary(a);case k.Blend02:return h.parseBinary(a);case k.Blend03:return q.parseBinary(a);case k.Nurbs:return r.parseBinary(a);
+case k.Cylindrical:return u.parseBinary(a);case k.Offset:return t.parseBinary(a);case k.Pipe:return v.parseBinary(a);case k.Ruled:return w.parseBinary(a);case k.Revolution:return z.parseBinary(a);case k.Extrusion:return x.parseBinary(a);case k.FromCurves:return y.parseBinary(a);case k.Transform:return A.parseBinary(a);default:throw d.Util.TypeAssert(l),new d.AssemblyDataParseError("Unexpected measurement face type.");}};var c=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),
+a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CylinderElement(c,a,b)};return b}();a.Cylinder=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.PlaneElement(c,b)};return b}();a.Plane=b;var g=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32(),g=b.parsePoint3_32();b=b.parseFloat_32();return new d.SubentityProperties.ConeElement(c,a,g,b)};return b}();
+a.Cone=g;var e=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.SphereElement(c,a,b)};return b}();a.Sphere=e;var f=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parseFloat_32(),g=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.TorusElement(c,a,g,b)};return b}();a.Torus=f;var n=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OtherFaceElement};
+return b}();a.Other=n;var m=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend01Element};return b}();a.Blend01=m;var h=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend02Element};return b}();a.Blend02=h;var q=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend03Element};return b}();a.Blend03=q;var r=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.NurbsElement};
+return b}();a.Nurbs=r;var u=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.CylindricalElement};return b}();a.Cylindrical=u;var t=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OffsetElement};return b}();a.Offset=t;var v=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.PipeElement};return b}();a.Pipe=v;var w=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RuledElement};
+return b}();a.Ruled=w;var z=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RevolutionElement};return b}();a.Revolution=z;var x=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.ExtrusionElement};return b}();a.Extrusion=x;var y=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.FromCurvesElement};return b}();a.FromCurves=y;var A=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.TransformElement};
+return b}();a.Transform=A})(a.Face||(a.Face={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var e=d.SubentityProperties.EdgeType,k=a.parseEdgeType();switch(k){case e.Line:return c.parseBinary(a);case e.Circle:return b.parseBinary(a);case e.Other:return g.parseBinary(a);default:throw d.Util.TypeAssert(k),new d.AssemblyDataParseError("Unexpected measurement edge type.");}};var c=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.LineElement(b)};return b}();
+a.Line=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CircleElement(c,a,b)};return b}();a.Circle=b;var g=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.OtherEdgeElement(b)};return b}();a.Other=g})(a.Edge||(a.Edge={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(d){var f;(function(c){c[c.Undefined=0]="Undefined";c[c.Line=1]="Line";c[c.Circle=2]="Circle";c[c.Other=6]="Other"})(f=d.EdgeType||(d.EdgeType={}));var a;(function(c){c[c.Undefined=0]="Undefined";c[c.Cylinder=3]="Cylinder";c[c.Plane=4]="Plane";c[c.Cone=5]="Cone";c[c.Other=6]="Other";c[c.Sphere=7]="Sphere";c[c.Torus=8]="Torus";c[c.Blend01=9]="Blend01";c[c.Blend02=10]="Blend02";c[c.Blend03=11]="Blend03";c[c.Nurbs=12]="Nurbs";c[c.Cylindrical=13]="Cylindrical";c[c.Offset=14]="Offset";
+c[c.Pipe=15]="Pipe";c[c.Ruled=16]="Ruled";c[c.Revolution=17]="Revolution";c[c.Extrusion=18]="Extrusion";c[c.FromCurves=19]="FromCurves";c[c.Transform=20]="Transform"})(a=d.FaceType||(d.FaceType={}));var e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Line};return c}();d.LineElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal)};c.prototype.type=function(){return f.Circle};return c}();d.CircleElement=e;e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Other};return c}();d.OtherEdgeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Other};return c}();d.OtherFaceElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}
+c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Cylinder};return c}();d.CylinderElement=e;e=function(){function c(b,c){this.origin=b.copy();this.normal=c.copy()}c.prototype.copy=function(){return new c(this.origin,this.normal)};c.prototype.type=function(){return a.Plane};return c}();d.PlaneElement=e;e=function(){function c(b,c,a,d){this.radius=b;this.origin=c.copy();this.normal=a.copy();this.halfAngle=d}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal,this.halfAngle)};c.prototype.type=function(){return a.Cone};return c}();d.ConeElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Sphere};return c}();d.SphereElement=e;e=function(){function c(b,c,a,d){this.majorRadius=b;this.minorRadius=c;this.origin=a.copy();this.normal=d.copy()}c.prototype.copy=function(){return new c(this.majorRadius,
+this.minorRadius,this.origin,this.normal)};c.prototype.type=function(){return a.Torus};return c}();d.TorusElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend01};return c}();d.Blend01Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend02};return c}();d.Blend02Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend03};
+return c}();d.Blend03Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Nurbs};return c}();d.NurbsElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Cylindrical};return c}();d.CylindricalElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Offset};return c}();d.OffsetElement=e;e=function(){function c(){}c.prototype.copy=
+function(){return new c};c.prototype.type=function(){return a.Pipe};return c}();d.PipeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Ruled};return c}();d.RuledElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Revolution};return c}();d.RevolutionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Extrusion};
+return c}();d.ExtrusionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.FromCurves};return c}();d.FromCurvesElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Transform};return c}();d.TransformElement=e})(d.SubentityProperties||(d.SubentityProperties={}))})(Communicator||(Communicator={}));
+(function(d){d=d.StaticGenericType||(d.StaticGenericType={});d.IfcColumn="IFCCOLUMN";d.IfcCovering="IFCCOVERING";d.IfcCurtainWall="IFCCURTAINWALL";d.IfcDoor="IFCDOOR";d.IfcRamp="IFCRAMP";d.IfcRoof="IFCROOF";d.IfcSlab="IFCSLAB";d.IfcSpace="IFCSPACE";d.IfcStair="IFCSTAIR";d.IfcStairFlight="IFCSTAIRFLIGHT";d.IfcTransportElement="IFCTRANSPORTELEMENT";d.IfcWall="IFCWALL";d.IfcWallStandardCase="IFCWALLSTANDARDCASE";d.IfcWindow="IFCWINDOW"})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,m,h,w,z;return __generator(this,function(p){switch(p.label){case 0:return[4,c.getNodeOrRepItem(a)];case 1:e=p.sent();if(null===e||e instanceof f.RepresentationItem||e instanceof f.PartDefinition)return[2,d.BimMask.None];k=f.getNodeGenericType(e);return null!==k?[3,3]:null===g?[2,d.BimMask.None]:[4,e.getAttributes()];case 2:l=p.sent();n=0;for(m=l;n<m.length;n++)if(h=m[n],w=h.getTitle(),
+w===g){k=h.getValue();break}if(null===k)return[2,d.BimMask.None];p.label=3;case 3:return z=b(k),z!==d.BimMask.None?[2,z]:[2,d.BimMask.None]}})})}function e(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return c=[],a={enterAnyBody:function(b){b instanceof f.BodyInstance&&c.push(b)}},[4,f.WalkerAsync.walk(a,b,f.WalkRestriction.None)];case 1:return d.sent(),[2,c]}})})}function c(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,f,h;return __generator(this,function(l){switch(l.label){case 0:return[4,e(b)];case 1:c=l.sent();a=new Set;g=0;for(k=c;g<k.length;g++)f=k[g],h=f.getParent(),a.add(h);return[2,d.Util.setToArray(a)]}})})}function b(b,c,g,e){return __awaiter(this,void 0,void 0,function(){var k,f,l,n,m,h,w,z,x,y,A;return __generator(this,function(p){switch(p.label){case 0:k=[];f=0;for(l=g;f<l.length;f++)n=l[f],m=a(b,c,n,e),k.push(m);return[4,Promise.all(k)];case 1:h=p.sent();w=[];z=[];x=[];for(y=0;y<g.length;++y)n=
+g[y],A=h[y],A!==d.BimMask.None&&(0!==(A&d.BimMask.Floor)&&w.push(n),0!==(A&d.BimMask.Wall)&&z.push(n),0!==(A&d.BimMask.Door)&&x.push(n));return[2,{floors:w,walls:z,doors:x}]}})})}function g(b){for(var c=[],a=0;a<b.length;a++)for(var d=0,g=b[a].getBodyInstances();d<g.length;d++){var e=g[d].getInstanceInc();c.push(e[0],e[1])}return c}f.hasEffectiveGenericType=function(b,c){for(;null!==b;){if(b.getName()===c||f.getNodeGenericType(b)===c)return!0;b=f.towardProductOccurrence(b.getParent())}return!1};f.ifcAttributeToBimMask=
+function(b){switch(b){case d.StaticGenericType.IfcColumn:case d.StaticGenericType.IfcCurtainWall:case d.StaticGenericType.IfcStair:case d.StaticGenericType.IfcStairFlight:case d.StaticGenericType.IfcWall:case d.StaticGenericType.IfcWallStandardCase:case d.StaticGenericType.IfcWindow:return d.BimMask.Wall|d.BimMask.Floor;case d.StaticGenericType.IfcCovering:case d.StaticGenericType.IfcRamp:case d.StaticGenericType.IfcRoof:case d.StaticGenericType.IfcSlab:return d.BimMask.Floor;case d.StaticGenericType.IfcDoor:case d.StaticGenericType.IfcTransportElement:return d.BimMask.Door|
+d.BimMask.Floor}return d.BimMask.None};f.registerBimNodes=function(a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return[4,c(f)];case 1:return k=q.sent(),[4,b(a,e,k,h)];case 2:return l=q.sent(),n=g(l.floors),d.registerBimInstances(n,0),m=g(l.walls),d.registerBimInstances(m,1),p=g(l.doors),d.registerBimInstances(p,2),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function c(b,c,a,d,e,f){this.headerVersion=b;this._rootAssemblyDataKey=c;this.isDrawing=a;this.isMeasurable=d;this.originalFileName=e;this.originalFileType=f}c.prototype.rootAssemblyDataKey=function(){console.assert(4294967295!==this._rootAssemblyDataKey);return this._rootAssemblyDataKey};c.parseBinary=function(b){if(0===b.length)return null;b=new f.AssemblyDataParser(new e(null,b));var a=new f.NodeParseBits;a.parseBits1(b);if(!a.hasBits1(8388608))return null;
+var k=b.parseAssemblyDataHeaderVersion();if(k>c._maxHeaderVersion)throw new d.AssemblyDataParseError("Unknown header version: "+k);a.parseBits2(b);var l=b.parseDataKey(),n=b.parseBoolean(),m="",h=d.FileType.Unknown;var q=1<=k?b.parseBoolean():!0;3<=k&&(a.hasBits2(4)&&(m=b.parseCString()),h=b.parseIndex_32());return new c(k,l,n,q,m,h)};c._maxHeaderVersion=3;c.dynamic=new c(c._maxHeaderVersion,4294967295,!1,!1,"",d.FileType.Unknown);return c}();f.AssemblyDataHeader=a;var e=function(){return function(c,
+b){this.header=c;this.bytes=b}}();f.AssemblyData=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){return function(){this.prototypes=new Map;this.partDefinitions=new Map}}(),e=function(){return function(){this.bodies=new Map;this.contexts=[]}}(),c=function(){function b(b,c,a,e,m,p){this._centralQueueClock=new h.Clock;this._productOccurrences=new Map;this._pmis=new Map;this._cadViews=new Map;this._bodyInstances=new Map;this._pmiBodies=new Map;this._viewFrames=new Map;this._partDefinitions=new Map;this._representationItems=new Map;this._partToInstance=
+new Map;this._filters=[];this._layers=new Map;this._layersIds=new Map;this._nextLayerId=0;this._genericTypeToNodes=new Map;this._genericIdToNode=new Map;this._cadConfigurations=new Set;this._modelContents=new Map;this._inclusionContents=new Map;this._nodeDeletionBlackList=new Set;this._meshDeletionBlackList=new Set;this._dynamicNodeIdSeed=f.invalidNodeId;this._currentNodeIdOffset=0;this._initialEmptyNodeIdOffsetObtained=!1;this._firstProductOccurrenceWithView=this._defaultCadConfiguration=this._activeCadConfiguration=
+this._activeCadView=null;this._isMeasurable=this._containsDrawings=!1;this._initiallyHiddenStayHidden=this._automaticMeasurementUnitScaling=!0;this._completedLoadTimestamp=this._activeLoadTimestamp=0;this._requestedNodes=new Map;this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0;this._seenExternalModel=this._isInitialized=!1;this._config=__assign({},b);this._engine=c;this._callbackManager=a;this._cuttingManager=e;this._view=m;this._model=
+p;this._isScs=2===this._engine.getSessionType();console.assert(!this._isScs||this._engine.getRendererType()===d.RendererType.Client)}b.prototype.initialize=function(b){var c=this;console.assert(void 0===this._rootLoadContext);console.assert(void 0===this._rootNode);console.assert(!this._isInitialized);this._isInitialized=!0;console.assert(void 0===this._centralQueue);this._centralQueue=new h.PromiseQueue(b.maxConcurrentAttachments(),!1);this._callbackManager.bind({_inputInteraction:function(b,a){c._onUserInteraction(b,
+a)}});this._rootLoadContext=new f.LoadContext(null,d.EmptyModelName,null);b=new f.AttachContext(new f.ScKeyRemapper,0,!1,0,this._rootLoadContext);this._rootLoadContext.addAttachContext(b);var a=new f.InclusionContext(this,b,0,0);b.addInclusionContext(a);this._rootNode=f.ProductOccurrence.createDynamic(this,a,"Models",null,null,!0);a.addProductOccurrence(this._rootNode);console.assert(this._rootNode.isAbsoluteRoot());this.preventNodeDeletion(this._rootLoadContext);this.preventNodeDeletion(b);this.preventNodeDeletion(a);
+this.preventNodeDeletion(this._rootNode);this._rootNode.markLoaded()};b.prototype.isInitialized=function(){return this._isInitialized};b.prototype.getRootNode=function(){return this._rootNode};b.prototype.getAbstractScEngine=function(){return this._engine};b.prototype.generateDynamicNodeId=function(){return--this._dynamicNodeIdSeed};b.prototype.newNodeIdOffset=function(){if(!this._initialEmptyNodeIdOffsetObtained)return this._initialEmptyNodeIdOffsetObtained=!0,console.assert(0===this._currentNodeIdOffset),
+0;var b=this._currentNodeIdOffset;this._currentNodeIdOffset+=4294967296;return b};b.prototype.getLowestAvailableNodeId=function(){return this._currentNodeIdOffset};b.prototype.tryParseHeader=function(b){var c=this,a=f.AssemblyDataHeader.parseBinary(b);if(null===a)return null;this._containsDrawings=this._containsDrawings||a.isDrawing;this._isMeasurable=this._isMeasurable||a.isMeasurable;return this._callbackManager.promiseTrigger("_modelStructureHeaderParsed",null,a).then(function(){c._callbackManager.trigger("modelStructureHeaderParsed",
+a.originalFileName,a.originalFileType);return a})};b.prototype._isRegistered=function(b){return this._productOccurrences.has(b)||this._pmis.has(b)||this._cadViews.has(b)||this._bodyInstances.has(b)||this._pmiBodies.has(b)||this._viewFrames.has(b)||this._partDefinitions.has(b)||this._representationItems.has(b)};b.prototype.registerProductOccurrence=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._productOccurrences.set(c,b);c=f.getNodeGenericType(b);
+null!==c&&this.registerGenericType(b,c);c=b.getGenericId();null!==c&&this.registerGenericGlobalId(b,c);b.isAConfigurationNode()&&this._registerCadConfiguration(b);if(b.isADrawingSheetNode()||b.isADrawingViewNode())this._containsDrawings=!0}};b.prototype.lookupProductOccurrence=function(b){b=this._productOccurrences.get(b);return void 0!==b?b:null};b.prototype.registerPmi=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmis.set(c,b)};b.prototype.lookupPmi=function(b){b=
+this._pmis.get(b);return void 0!==b?b:null};b.prototype.registerCadView=function(b){null===this._firstProductOccurrenceWithView&&(this._firstProductOccurrenceWithView=b.getParent());var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._cadViews.set(c,b)};b.prototype.getFirstProductOccurrenceWithView=function(){return this._firstProductOccurrenceWithView};b.prototype.lookupCadView=function(b){b=this._cadViews.get(b);return void 0!==b?b:null};b.prototype.registerBodyInstance=function(b){var c=
+b.getRuntimeId();console.assert(!this._isRegistered(c));this._bodyInstances.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupBodyInstance=function(b){b=this._bodyInstances.get(b);return void 0!==b?b:null};b.prototype.registerPmiBody=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmiBodies.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupPmiBody=function(b){b=this._pmiBodies.get(b);return void 0!==b?b:null};b.prototype.registerViewFrame=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._viewFrames.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupViewFrame=function(b){b=this._viewFrames.get(b);return void 0!==b?b:null};b.prototype.registerPartDefinition=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._partDefinitions.set(c,b)}};b.prototype.lookupPartDefinition=function(b){b=this._partDefinitions.get(b);return void 0!==b?b:null};b.prototype.registerRepresentationItem=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._representationItems.set(c,b)};b.prototype.lookupRepresentationItem=function(b){b=this._representationItems.get(b);return void 0!==b?b:null};b.prototype.lookupAnyBody=function(b){return this.lookupBodyInstance(b)||this.lookupPmiBody(b)||this.lookupViewFrame(b)};b.prototype.lookupAnyTreeNode=function(b){return this.lookupProductOccurrence(b)||this.lookupPmi(b)||this.lookupCadView(b)||this.lookupAnyBody(b)};b.prototype.lookupAnyNonTreeNode=
+function(b){return this.lookupRepresentationItem(b)||this.lookupPartDefinition(b)};b.prototype.lookupAnyNode=function(b){return this.lookupAnyTreeNode(b)||this.lookupAnyNonTreeNode(b)};b.prototype._registerCadConfiguration=function(b){console.assert(b.isAConfigurationNode());console.assert(!this._cadConfigurations.has(b));this._cadConfigurations.add(b);b.isADefaultNode()&&null===this._defaultCadConfiguration&&(this._defaultCadConfiguration=b)};b.prototype.getInstanceCountByInclusion=function(b){return this._getInclusionContent(b).bodies.size};
+b.prototype.lookupAnyBodyByInstanceInc=function(b,c){b=this._getInclusionContent(b).bodies.get(c);return void 0!==b?b:null};b.prototype._registerAnyBodyByInstanceInc=function(b){var c=b.getInstanceInc(),a=this._getInclusionContent(c[0]),g=a.bodies.get(c[1]);if(void 0!==g){console.assert(b.hasAuthoredId());if(g.hasAuthoredId()){console.assert(g.constructor===b.constructor);h.CompileTime.disable&&console.assert(!1);return}console.assert(g.constructor===f.BodyInstance);g=g.getRuntimeId();b instanceof
+f.BodyInstance?this._bodyInstances.set(g,b):b instanceof f.PmiBody?this._pmiBodies.set(g,b):(d.Util.TypeAssert(b),this._viewFrames.set(g,b))}a.bodies.set(c[1],b)};b.prototype._getInclusionContent=function(b){console.assert(4294967295!==b);var c=this._inclusionContents.get(b);void 0===c&&(c=new e,this._inclusionContents.set(b,c));return c};b.prototype._getModelContent=function(b,c){console.assert(4294967295!==c);var d=this._modelContents.get(b);void 0===d&&(d=new Map,this._modelContents.set(b,d));
+b=d.get(c);void 0===b&&(b=new a,d.set(c,b));return b};b.prototype.registerPrototypeByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.prototypes.has(a));b.prototypes.set(a,d)};b.prototype.registerPartDefinitionByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.partDefinitions.has(a));b.partDefinitions.set(a,d)};b.prototype.lookupPrototypeByDataId=function(b,c,a){b=this._getModelContent(b,c).prototypes.get(a);return void 0!==b?b:null};b.prototype.lookupPartDefinitionByDataId=
+function(b,c,a){b=this._getModelContent(b,c).partDefinitions.get(a);return void 0!==b?b:null};b.prototype.registerInclusionContext=function(b){var c=b.getInclusionKey();this._getInclusionContent(c).contexts.push(b)};b.prototype.getInclusionContexts=function(b){return this._getInclusionContent(b).contexts};b.prototype._createLayer=function(b,c,a,d){a=new f.Layer(b,c,a,d);console.assert(!this._layers.has(b));this._layers.set(b,a);null!==c&&this._updateNameToLayersMap(c,b);return a};b.prototype._updateNameToLayersMap=
+function(b,c){var a=this._layersIds.get(b);void 0!==a?a.push(c):this._layersIds.set(b,[c])};b.prototype.createLayer=function(b,c,a){var d=this._nextLayerId++;c=this._createLayer(d,c,[],[]);a.addLayerIdToMap(d,b);return c};b.prototype.updateLayerName=function(b,c){var a=this._layers.get(b);void 0!==a&&(a.name=c,this._updateNameToLayersMap(c,b))};b.prototype._registerNodeInLayer=function(b,c,a){var d=f.towardLoadContext(b),g=d.getRuntimeLayerId(c);null===g&&(g=this._nextLayerId++,this._createLayer(g,
+null,[b],[]),d.addLayerIdToMap(g,c));var e=this._layers.get(g);void 0!==e?a(e).push(b):(console.assert(!1,"Layer has mapping in LoadContext but not represented in AssemblyTree"),this._createLayer(g,null,[b],[]),d.addLayerIdToMap(g,c))};b.prototype.registerNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.nodes})};b.prototype.registerTreeNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.treeNodes})};b.prototype.addFilter=function(b,
+c){this._filters.push({filter:b,loadContext:c})};b.prototype.getFilters=function(){for(var b=new Map,c=0;c<this._filters.length;c++){var a=this.getFilterName(c)||"";b.set(c,a)}return b};b.prototype.getFilterName=function(b){return b<this._filters.length?this._filters[b].filter.name||"":null};b.prototype.getFiltersWithNode=function(b){for(var c=b.getAuthoredId(),a=this._filters,d=[],g=0;g<a.length;g++){var e=a[g],f=e.filter;e=e.loadContext;if(null!==f.layers)for(var h=0,u=f.layers.authoredIds;h<u.length;h++){var t=
+e.getRuntimeLayerId(u[h]);if(null!==t){var v=this.getNodesFromLayer(t);if(null!==v)for(t=0;t<v.length;t++)b===v[t]&&d.push(g)}}if(null!==f.entities)for(e=0,f=f.entities.ids;e<f.length;e++)c===f[e]&&d.push(g)}return d};b.prototype.getNodesFromFilterIds=function(b){for(var c=new Set,a=new Set,g=null,e=0;e<b.length;e++){var f=this._filters[b[e]],h=f.filter,r=f.loadContext,u=h.layers;if(null!==u){f=u.isInclusive;null===g&&(g=f);var t=0;for(u=u.authoredIds;t<u.length;t++){var v=r.getRuntimeLayerId(u[t]);
+if(null!==v&&(v=this._layers.get(v))&&null!==v.nodes)for(var w=0,z=v.nodes;w<z.length;w++)v=z[w].getRuntimeId(),f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}}r=h.entities;if(null!==r)for(f=r.isInclusive,null===g&&(g=f),h=0,r=r.ids;h<r.length;h++)v=r[h],f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}return null===g?null:g?new d.FilteredNodes(!0,c):new d.FilteredNodes(!1,a)};b.prototype.getLayers=function(){var b=new Map;this._layers.forEach(function(c,a){b.set(a,c.name||"")});return b};b.prototype.getUniqueLayerNames=
+function(){var b=new Set,c=[];this._layers.forEach(function(a){a=a.name;null===a||b.has(a)||(b.add(a),c.push(a))});return c};b.prototype.getLayerName=function(b){b=this._layers.get(b);return void 0!==b?b.name||"":null};b.prototype.getLayersIdFromName=function(b){b=this._layersIds.get(b);return void 0!==b?b:null};b.prototype.getNodesFromLayer=function(b,c){b=this._layers.get(b);return void 0!==b?c?b.treeNodes:b.nodes:null};b.prototype.getNodesFromLayers=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=
+this.getNodesFromLayer(b[d],c);if(null!==g)for(var e=0;e<g.length;e++)a.push(g[e])}return a};b.prototype.getNodesFromLayerName=function(b,c){b=this._layersIds.get(b);return void 0!==b?this.getNodesFromLayers(b,c):null};b.prototype.generateProductName=function(){return"Product "+this._unnamedProductCount++};b.prototype.generateGroupName=function(){return"Product "+this._unnamedGroupCount++};b.prototype.generateDrawingSheetName=function(){return"Product "+this._unnamedDrawingSheetCount++};b.prototype.generateDrawingViewName=
+function(){return"Product "+this._unnamedDrawingViewCount++};b.prototype.forEachCadView=function(b){this._cadViews.forEach(b)};b.prototype.forEachPmi=function(b){this._pmis.forEach(b)};b.prototype.forEachCadConfiguration=function(b){this._cadConfigurations.forEach(b)};b.prototype.hasActiveCadView=function(){return null!==this._activeCadView};b.prototype.activateCadView=function(b,c){console.assert(null===this._activeCadView);this._activeCadView=b;return b.activate(this,this._engine,this._callbackManager,
+this._cuttingManager,this._view,c,this._activeCadConfiguration)};b.prototype.deactivateActiveCadView=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return null===this._activeCadView?[2]:[4,this._activeCadView.deactivate(this._cuttingManager)];case 1:return b.sent(),console.assert(null!==this._activeCadView),this._activeCadView=null,[2]}})})};b.prototype.getCadViewPmis=function(b){var c=[];this._pmis.forEach(function(a){b.hasPmi(a)&&
+c.push(a)});return c};b.prototype.isMeasureable=function(){return this._isMeasurable};b.prototype.containsDrawings=function(){return this._containsDrawings};b.prototype.getDefaultCadConfiguration=function(){return this._defaultCadConfiguration};b.prototype.getActiveCadConfiguration=function(){return this._activeCadConfiguration};b.prototype.activateCadConfiguration=function(b){console.assert(b.isAConfigurationNode());this._activeCadConfiguration=b;b=b.getRuntimeId();return this._view.isolateNodes([b],
+d.DefaultTransitionDuration,!0)};b.prototype.massageAuthoredUserId=function(b,c){if(null===c)return this.generateDynamicNodeId();b=b.toRuntimeId(c);return null!==this.lookupAnyNode(b)?this.generateDynamicNodeId():c};b.prototype.createNode=function(b,c,a,d,e,h){void 0===h&&(h=null);c=f.ProductOccurrence.createDynamic(this,b,c,a,d,e,!1,h);b.addProductOccurrence(c);c.markLoaded();return c};b.prototype.createPart=function(b){b=f.PartDefinition.createDynamic(this,b,null);b.markLoaded();return b};b.prototype.setPart=
+function(b,c){c.addReferrer(b);var a=this._partToInstance.get(c);if(void 0===a){a=f.towardInclusionContext(this._rootNode);var d=h.LazyObject.create(function(){console.assert(void 0!==g);return new f.SharedPrototypeContext(h.LazyPromise.create(g))});a=new f.PrototypeContext(d,a);var g=f.ProductOccurrence.createDynamic(this,a,null,null,null,!0);g.setPartDefinition(c);g.markLoaded()}b.setPrototype(a)};b.prototype._createCadView=function(b,c,a,d,e,h,q,r){c=f.CadView.createDynamic(this,b,c,a,d,e,h,q,
+r);b.addCadView(c);c.markLoaded();return c};b.prototype._createCadViewInstance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t,v,w;return __generator(this,function(n){switch(n.label){case 0:return null===a?[3,2]:[4,b.createMeshInstance(a)];case 1:d=n.sent(),g=d[0],e=d[1],k=this.generateDynamicNodeId(),l={nodeId:k,bits:786432,name:null,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},h={nodeInfo:l,inclusionKey:g,instanceKey:e,bits:0},t=f.towardAttachContext(c),v=t.getMasterModelKey(),console.assert(c.isLoaded()),w=f.ViewFrame.reify(this,v,c,h),c.setViewFrame(w),w.markLoaded(),n.label=2;case 2:return[2]}})})};b.prototype.createCadView=function(b,c,a,d,e,f,h,r,u,t){c=this._createCadView(c,a,d,e,f,h,r,u);null!==t&&(b=this._createCadViewInstance(b,c,t),b);return c};b.prototype.createMeshInstance=function(b,c,a,d,e,h,q,r){var g=0;q&&(g|=16384);r&&(g|=268435456);c=f.BodyInstance.createDynamic(this,
+c,a,d,e,h,g);h.addBodyInstance(c);b&&c.markLoaded();return c};b.prototype.createPmiInstance=function(b,c,a,d,e,h,q,r){var g=f.towardInclusionContext(e);b={nodeInfo:{nodeId:this.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:b,instanceKey:c,bits:0};d=f.Pmi.createDynamic(this,g,e,d,h,q,[b],r);e.addPmi(d);d.markLoaded();return d};b.prototype.getAutomaticMeasurementUnitScaling=
+function(){return this._automaticMeasurementUnitScaling};b.prototype.setAutomaticMeasurementUnitScaling=function(b){this._automaticMeasurementUnitScaling=b};b.prototype.getInitiallyHiddenStayHidden=function(){return this._initiallyHiddenStayHidden};b.prototype.setInitiallyHiddenStayHidden=function(b){this._initiallyHiddenStayHidden=b};b.prototype._removeIdMappingsRecursive=function(b){var c=this;return f.WalkerAsync.walk({enterProductOccurrence:function(b){c._productOccurrences.delete(b.getRuntimeId())},
+enterAnyBody:function(b){var a=b.getRuntimeId();b instanceof f.BodyInstance?c._bodyInstances.delete(a):b instanceof f.PmiBody?c._pmiBodies.delete(a):(d.Util.TypeAssert(b),c._viewFrames.delete(a))},enterCadView:function(b){c._cadViews.delete(b.getRuntimeId())},enterPmi:function(b){c._pmis.delete(b.getRuntimeId())}},b,f.WalkRestriction.None)};b.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,r;return __generator(this,function(k){switch(k.label){case 0:if(!this._canDeleteNode(b))throw c=
+b.getRuntimeId(),new d.CommunicatorError("Cannot delete node ("+c+")");a=f.gatherInstanceIncsSync(b,7,!0,new Set,f.WalkRestriction.None);this._engine.setPartVisibility(a,!1,!1);this._engine.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0);if(!(b instanceof f.ProductOccurrence))return[3,2];this._cadConfigurations.delete(b)&&(b===this._activeCadConfiguration&&(this._activeCadConfiguration=null),b===this._defaultCadConfiguration&&(this._defaultCadConfiguration=null));g=b.getParent();console.assert(null!==
+g);null!==g&&(e=void 0,e=g instanceof f.PrototypeContext?g.removeReferrer(b):g.removeProductOccurrence(b),console.assert(e));this._productOccurrences.delete(b.getRuntimeId());return[4,this._removeIdMappingsRecursive(b)];case 1:return k.sent(),[2,b.purgeContents()];case 2:d.Util.TypeAssert(b),h=b.getParent(),h.removeBodyInstance(b),q=b.getInstanceInc(),r=this._getInclusionContent(q[0]),r.bodies.delete(q[1]),this._bodyInstances.delete(b.getRuntimeId()),k.label=3;case 3:return[2]}})})};b.prototype._canDeleteNode=
+function(b){return!this._nodeDeletionBlackList.has(b)};b.prototype.preventNodeDeletion=function(b){var c=b.getParent();if(c instanceof f.PrototypeContext)throw new d.InternalLogicError;null!==c&&(console.assert(null===c||this._nodeDeletionBlackList.has(c)),b instanceof f.ProductOccurrence?(console.assert(!b.hasAuthoredId()),console.assert(!b.isOutOfHierarchy())):b instanceof f.BodyInstance&&(c=b.getInstanceInc(),console.assert(!b.hasAuthoredId()),console.assert(0===c[0]),console.assert(b.isOutOfHierarchy())));
+this._nodeDeletionBlackList.add(b)};b.prototype.preventMeshDeletion=function(b){this._meshDeletionBlackList.add(b)};b.prototype._resetContents=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){switch(c.label){case 0:return this.hasActiveCadView()?[4,this.deactivateActiveCadView()]:[3,2];case 1:return c.sent(),[2,this._resetContents()];case 2:return[4,this._rootLoadContext.purgeContents()];case 3:return c.sent(),this._productOccurrences.clear(),
+this._pmis.clear(),this._cadViews.clear(),this._bodyInstances.clear(),this._pmiBodies.clear(),this._viewFrames.clear(),this._partDefinitions.clear(),this._representationItems.clear(),this._partToInstance.clear(),this._filters.length=0,this._layers.clear(),this._layersIds.clear(),this._genericTypeToNodes.clear(),this._genericIdToNode.clear(),this._cadConfigurations.clear(),this._modelContents.clear(),this._inclusionContents.clear(),this._currentNodeIdOffset=0,this._firstProductOccurrenceWithView=this._defaultCadConfiguration=
+this._activeCadConfiguration=this._activeCadView=null,this._isMeasurable=this._containsDrawings=!1,this._completedLoadTimestamp=this._activeLoadTimestamp=0,this._requestedNodes.clear(),this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0,this._seenExternalModel=!1,this._rootNode.unsetMeasurementUnit(),this._nodeDeletionBlackList.forEach(function(c){if(c instanceof f.ProductOccurrence){var a=c.getRuntimeId();b._productOccurrences.set(a,c);
+a=c.getParent();a instanceof f.PrototypeContext?console.assert(!1):a.addProductOccurrence(c);c.setVisibility(!0);c.unsetMeasurementUnit();c.hasLocalTransformOverride()&&c.removeLocalTransformOverride()}else if(c instanceof f.BodyInstance){a=c.getRuntimeId();b._bodyInstances.set(a,c);a=c.getInstanceInc();var g=a[0];console.assert(0===g);g=b._getInclusionContent(g);g.bodies.set(a[1],c);c.getParent().addBodyInstance(c)}else c instanceof f.LoadContext?(a=c.getParent(),null!==a&&a.addLoadContext(c)):c instanceof
+f.AttachContext?c.getParent().addAttachContext(c):(d.Util.TypeAssert(c),g=c.getInclusionKey(),console.assert(0===g),g=b._getInclusionContent(g),g.contexts.push(c),c.getParent().addInclusionContext(c))}),[2]}})})};b.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._callbackManager.promiseTrigger("_resetAssemblyTreeBegin",null)];case 1:return a.sent(),[4,this._resetContents()];case 2:return a.sent(),
+b=[],this._nodeDeletionBlackList.forEach(function(c){c instanceof f.BodyInstance&&(c=c.getInstanceInc(),console.assert(0===c[0]),b.push(c[1]))}),c=[],this._meshDeletionBlackList.forEach(function(b){c.push(b)}),[4,this._engine.resetToEmpty(b,c)];case 3:return a.sent(),[4,this._resetContents()];case 4:return a.sent(),[2]}})})};b.prototype.setViewAxes=function(b,c){this._model.setViewAxes(b,c)};b.prototype._requestIncsOfNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,
+r,u,t;return __generator(this,function(k){switch(k.label){case 0:if(this._config.streamingMode!==d.StreamingMode.OnDemand)return[2];c=new Set;a=[];g=[];e=0;for(h=b;e<h.length;e++)q=h[e],r=f.gatherInstanceIncs(q,7,!1,c).then(function(b){for(var c=0;c<b.length;c++)a.push(b[c])}),g.push(r);return[4,d.Util.waitForAll(g)];case 1:return k.sent(),u=[],t=[],c.forEach(function(b){if(!b.isRequested()){b.setRequested();var c=b.isInitiallyShown();c!==b.isVisible()&&(c?(b.setVisibility(!0),u.push(b.getRuntimeId())):
+(b.setVisibility(!1),t.push(b.getRuntimeId())))}}),0<u.length+t.length&&this._callbackManager.trigger("visibilityChanged",u,t),this._engine.requestMeshInstances(a),[2]}})})};b.prototype._requestExternalModelsLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadPendingExternalModels(b)];case 1:return d=g.sent(),0===d.length?[3,4]:[4,f.markContextsLoaded(d)];case 2:return g.sent(),[4,this._requestNodes(b,
+[c],a)];case 3:g.sent(),g.label=4;case 4:return[2,d]}})})};b.prototype._requestExternalModelsNonLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return[4,f.gatherParentsOfPendingExternalModels(c)];case 1:d=n.sent();if(0===d.length)return[2,[]];g=[];e=0;for(k=d;e<k.length;e++)l=k[e],u=this._requestExternalModelsLocal(b,l,a),g.push(u);v=h.concatAll;return[4,Promise.all(g)];case 2:return t=v.apply(void 0,
+[n.sent()]),[2,t]}})})};b.prototype._requestExternalModelsOfNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,f,l,t;return __generator(this,function(n){switch(n.label){case 0:d=[];g=0;for(e=c;g<e.length;g++)k=e[g],f=this._requestExternalModelsNonLocal(b,k,a),d.push(f);t=h.concatAll;return[4,Promise.all(d)];case 1:return l=t.apply(void 0,[n.sent()]),[2,l]}})})};b.prototype._requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t;
+return __generator(this,function(n){switch(n.label){case 0:if(!a)for(d=0,g=c;d<g.length;d++)e=g[d],this._activeLoadTimestamp!==this._completedLoadTimestamp&&this._requestedNodes.set(e,this._activeLoadTimestamp),e instanceof f.ProductOccurrence&&b.notifyDirectRequest(e);k=this._requestIncsOfNodes(c);l=this._requestExternalModelsOfNodes(b,c,a);h=[k,l];return[4,Promise.all(h)];case 1:return t=n.sent()[1],[2,t]}})})};b.prototype.requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k,f,l,u,t;return __generator(this,function(n){switch(n.label){case 0:return[4,this._requestNodes(b,c,a)];case 1:g=n.sent();e=[];k=0;for(f=g;k<f.length;k++)l=f[k],u=l.getChildren(),h.concatInPlace(e,u);if(!(0<e.length))return[3,3];t=e.map(function(b){return b.getRuntimeId()});return[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",t,d.NodeSource.LoadModel)];case 2:n.sent(),n.label=3;case 3:return[2]}})})};b.prototype.isBeingRequested=function(b){for(;;)if(b instanceof f.NodeMixin){if(this._requestedNodes.has(b))return!0;
+b=b.getParent()}else if(b instanceof f.AttachContext)b=b.getParent();else if(b instanceof f.InclusionContext)b=b.getParent();else if(b instanceof f.LoadContext){if(b=b.getParent(),null===b)return!1}else return d.Util.TypeAssert(b),console.assert(!1),!1};b.prototype.onDemandRequestsActive=function(){return 0!==this._requestedNodes.size};b.prototype.onLoadBegin=function(){++this._activeLoadTimestamp};b.prototype.onLoadEnd=function(){var b=this;console.assert(this._completedLoadTimestamp<this._activeLoadTimestamp);
+++this._completedLoadTimestamp;console.assert(this._completedLoadTimestamp===this._activeLoadTimestamp);var c=[];this._requestedNodes.forEach(function(a,d){a<=b._completedLoadTimestamp&&(console.assert(a===b._completedLoadTimestamp),c.push(d))});for(var a=0;a<c.length;a++)this._requestedNodes.delete(c[a])};b.prototype.markSeenExternalModel=function(){this._seenExternalModel=!0};b.prototype.seenExternalModel=function(){return this._seenExternalModel};b.prototype.getNodeByGenericId=function(b){return this._genericIdToNode.get(b)||
+null};b.prototype.getNodesByGenericType=function(b){return this._genericTypeToNodes.get(b)||null};b.prototype.genericTypeToNodes=function(){return this._genericTypeToNodes};b.prototype.registerGenericGlobalId=function(b,c){this._genericIdToNode.set(c,b)};b.prototype.registerGenericType=function(b,c){var a=this._genericTypeToNodes.get(c);void 0===a&&(a=new Set);a.add(b);this._genericTypeToNodes.set(c,a)};b.prototype.disableAutomaticFitWorld=function(){return this._config.disableAutomaticFitWorld};
+b.prototype.markImplicitNodesOutOfHierarchy=function(){return this._config.markImplicitNodesOutOfHierarchy};b.prototype._throttleLoad=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._engine.throttleLoad(200,200),[4,this._engine.sleep(20)];case 1:return b.sent(),[2]}})})};b.prototype.enqueue=function(b){var c=this,a="function"===typeof b?h.Lazy.create(b):b;return this._centralQueue.push(function(){return __awaiter(c,void 0,
+void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return(b=this._isScs&&this._centralQueueClock.isTicking())?[4,this._throttleLoad()]:[3,2];case 1:d.sent(),d.label=2;case 2:return[4,a.get()];case 3:return c=d.sent(),b?[4,this._throttleLoad()]:[3,5];case 4:d.sent(),d.label=5;case 5:return[2,c]}})})})};b.prototype._onUserInteraction=function(b,c){if(this._isScs){var a=!1;switch(c){case d.EventType.MouseDown:case d.EventType.MouseUp:case d.EventType.Mousewheel:case d.EventType.TouchStart:case d.EventType.TouchMove:case d.EventType.TouchEnd:case d.EventType.KeyDown:case d.EventType.KeyUp:case d.EventType.ViewOrientationChange:a=
+!0;break;case d.EventType.MouseMove:a=b.getButtons()!==d.Buttons.None;break;default:d.Util.TypeAssertNever(c)}a&&this._centralQueueClock.tickFor(1E3)}};return b}();f.AssemblyTree=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(c){var b=this;return function(a,d){return __awaiter(b,void 0,void 0,function(){var b,g;return __generator(this,function(e){switch(e.label){case 0:return b=h.versionAtLeast(d,[7,3])?a+".scs":a,[4,c(b)];case 1:return g=e.sent(),"string"===typeof g?h.FetchApi.isSupported()?[2,h.FetchApi.request(g)]:[2,h.httpRequestBuffer(g)]:[2,g]}})})}}var e=function(){function c(b,c,a,d,e,m){this._clearQueue=new h.PromiseQueue(1,!1);this._clearInProgress=!1;this._cadConfigurationsEnabled=
+!0;this._engine=c;this._callbackManager=a;this._cuttingManager=d;this._view=e;this._model=m;this._assemblyTree=new f.AssemblyTree(b,this._engine,this._callbackManager,this._cuttingManager,this._view,this._model);this._readyPromise=h.TrackedOpenPromise.create()}c.unsafeCreate=function(b,c,a,d,e,f,h){return this._create(b,c,a,d,e,f,h).unsafeValue};c.create=function(b,c,a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._create(b,c,a,d,e,f,h)]})})};
+c._create=function(b,a,d,e,f,m,p){b=new c(b,a,d,e,f,m);p=b._init(p);return h.UnsafePromise.create(b,p)};c.prototype._init=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return[4,f.ScAttacher.createWithEmptyModel(this._engine,this._view,this._callbackManager,b)];case 1:return c=d.sent(),this._assemblyTree.initialize(c),a=new f.TreeLoader(this._assemblyTree,c,this._engine,this._view,this._callbackManager),this._callbackManager.trigger("modelStructureLoadBegin"),
+this._callbackManager.trigger("modelStructureLoadEnd"),this._callbackManager.trigger("modelStructureParseBegin"),console.assert(void 0===this._treeLoader),this._treeLoader=a,this._readyPromise.resolve(),[2]}})})};c.prototype._loadSubtreePrologue=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:if(this._engine.getSessionType()!==b)throw new d.LoadError("Incompatible load types.");return a?[4,this._clearQueue.waitOnLatest()]:
+[3,2];case 1:e.sent(),e.label=2;case 2:if(this._clearInProgress)throw new d.LoadCancelledError;g=this._assemblyTree.lookupProductOccurrence(c);if(null===g)throw new d.InvalidNodeTypeError(c,0);return[2,g]}})})};c.prototype._loadSubtreeEpilogue=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g;return __generator(this,function(e){switch(e.label){case 0:return b.isFirstLoad()&&2===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,
+2];case 1:e.sent(),e.label=2;case 2:return a=b.getChildren(),g=a.map(function(b){return b.getRuntimeId()}),c?[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",g,d.NodeSource.LoadModel)]:[3,4];case 3:e.sent(),e.label=4;case 4:return[2,g]}})})};c.prototype.loadSubtreeFromXmlFile=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,
+this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlFile(d,g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromXmlDoc=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlDoc(d,
+g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromScsXmlFile=function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlFile(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype.loadSubtreeFromScsXmlDoc=
+function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlDoc(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype._loadSubtreeFromStream=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,
+function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,a)];case 1:return g=k.sent(),[4,this._treeLoader.loadByStream(d,g,c)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,d._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromStream=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._loadSubtreeFromStream(b,c,!0,a)]})})};c.prototype.loadSubtreeFromScsFile=function(b,c,a){return __awaiter(this,void 0,
+void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];case 1:return d=e.sent(),[4,this._treeLoader.loadByScsFile(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromScsBuffer=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];
+case 1:return d=e.sent(),[4,this._treeLoader.loadByScsBuffer(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromAssemblyData=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,!0)];case 1:return g=k.sent(),[4,this._treeLoader.loadByAssemblyData(d,g,c,a)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,
+d._allowSubtreeLoadedCallback)]}})})};c.prototype._clearImpl=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:console.assert(!this._clearInProgress),this._clearInProgress=!0,c.label=1;case 1:return c.trys.push([1,5,,6]),[4,this._treeLoader.cancelPendingLoads()];case 2:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),[4,this._treeLoader.reset()];case 3:return c.sent(),console.assert(this._treeLoader.isIdle()),
+console.assert(this._clearInProgress),[4,this._assemblyTree.reset()];case 4:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),this._clearInProgress=!1,[3,6];case 5:throw b=c.sent(),console.assert(this._clearInProgress),this._clearInProgress=!1,b;case 6:return[2]}})})};c.prototype.clear=function(){var b=this;return this._clearQueue.push(function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._callbackManager.trigger("modelSwitchStart",
+!0),[4,this._clearImpl()];case 1:return b.sent(),[2,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",!0,[],h.AttachType.Direct)]}})})})};c.prototype.switchToModel=function(b){var c=this,a=b===d.EmptyModelName;return this._clearQueue.push(function(){return __awaiter(c,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._callbackManager.trigger("modelSwitchStart",!1),[4,this._clearImpl()];case 1:g.sent();if(!a)return[3,2];c=[];return[3,
+4];case 2:return[4,this._loadSubtreeFromStream(this.getAbsoluteRootNodeId(),b,!1,new d.LoadSubtreeConfig)];case 3:c=g.sent(),g.label=4;case 4:return[4,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",a,c,h.AttachType.Direct)];case 5:return g.sent(),[2,c]}})})})};c.prototype.getAbsoluteRootNodeId=function(){return this._assemblyTree.getRootNode().getRuntimeId()};c.prototype.isIdValid=function(b){return null!==this._assemblyTree.lookupAnyNode(b)};c.prototype._getNodeChildren=function(b,
+c){var a=b.getChildrenSync();c||(a=a.filter(function(b){return!b.isOutOfHierarchy()}));for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];e.isOutOfHierarchy()&&!c||a.push(e)}c=0;for(b=b.getPmis();c<b.length;c++)a.push(b[c]);return a};c.prototype.getChildIds=function(b,c){var a=this._assemblyTree.lookupProductOccurrence(b);if(null===a)return[];b=[];var d=0;for(c=this._getNodeChildren(a,c);d<c.length;d++)b.push(c[d].getRuntimeId());return b};c.prototype.isOutOfHierarchy=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b&&f.isOutOfHierarchy(b)};c.prototype.getParentId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return null;b=f.towardContainerNode(b.getParent());return null===b?null:b.getRuntimeId()};c.prototype.getPartReferrers=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h,q,r,u,t,v,w,z;return __generator(this,function(g){switch(g.label){case 0:c=this._assemblyTree.lookupProductOccurrence(b);if(null===c)return[2,null];a=this._assemblyTree.getRootNode();
+return[4,f.forcePrototypes(a)];case 1:return g.sent(),[4,f.forcePartDefinitions(a)];case 2:g.sent();d=c.getPartDefinitionSync();if(null===d)return[2,null];e=d.getReferrers();m=new Set;h=0;for(q=e;h<q.length;h++)for(r=q[h],u=r.getParent(),t=u.getReferrers(),v=0,w=t;v<w.length;v++)z=w[v],m.add(z.getRuntimeId());return[2,Array.from(m)]}})})};c.prototype.getAttributes=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];
+case 1:return c=a.sent(),null===c?[2,[]]:[2,c.getAttributes()]}})})};c.prototype.getProperties=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,e,n,m,p,q=this;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:c=g.sent();if(null===c)return[2,null];a=null;e=[];n=c.getAttributes().then(function(b){null===a&&(a={});for(var c=0;c<b.length;c++){var d=b[c],g=d.getTitle();d=d.getValue();a[g]=d}});e.push(n);m=function(c){null===a&&
+(a={});var g=q.getNetMatrix(b),e=new d.Point3(g.m[0],g.m[1],g.m[2]),k=q.getUnit(b),f=e.length()/k;e=c.volume*f*f*f;f=d.Util.formatWithUnit(c.surfaceArea*f*f,k);a["Surface Area"]=""+f+h.Unicode.Subscript2;e=d.Util.formatWithUnit(e,k);a.Volume=""+e+h.Unicode.Subscript3;c=g.transform(c.centerOfGravity);g=d.Point3.scale(c,1/k);k=g.x.toLocaleString();c=g.y.toLocaleString();g=g.z.toLocaleString();a.COG="x:"+k+" y:"+c+" z:"+g};c instanceof f.RepresentationItem?(p=c.getPhysicalProperties(),null!==p&&m(p)):
+c instanceof f.ProductOccurrence&&(n=Promise.resolve(f.forcePartDefinition(c)).then(function(){return __awaiter(q,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,c.getPhysicalProperties()];case 1:return b=a.sent(),null!==b&&m(b),[2]}})})}),e.push(n));return[4,d.Util.waitForAll(e)];case 2:return g.sent(),[2,a]}})})};c.prototype.addProperty=function(b,c,a){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return!1;c=new f.Attribute(d.AttributeType.String,
+c,a);b.addAttribute(c);return!0};c.prototype.setPhysicalProperties=function(b,c,a,d){b=this._assemblyTree.lookupRepresentationItem(b);if(null===b)return!1;c=new f.PhysicalProperties(a,d,c);b.setPhysicalProperties(c);return!0};c.prototype.getUserDataIndices=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.getUserDataIndices()};c.prototype.getUserData=function(b,c){var a=this._assemblyTree.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);
+return a.getUserData(c)};c.prototype.getInstanceIncs=function(b,c){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return console.assert(!1),[];var a=f.isOutOfHierarchy(b),d=new Set;return f.gatherInstanceIncsSync(b,c,a,d,f.WalkRestriction.None)};c.prototype.getNodeFromInstanceInc=function(b,c,a,d){var g=this._assemblyTree.lookupAnyBodyByInstanceInc(c,a);null===g?(g=b?this._rectifyParent(c,null):this._assemblyTree.getRootNode(),g=this._assemblyTree.createMeshInstance(b,c,a,null,null,g,!1,d)):
+g instanceof f.PmiBody?g=g.getParent():g instanceof f.ViewFrame&&(b=g.getParent(),b);return g.getRuntimeId()};c.prototype._getAssociatedModelKey=function(b){if(b instanceof f.PartDefinition)return b.getModelKey();d.Util.TypeAssert(b);return this._getAssociatedModelKey(b.getParent())};c.prototype.getAssociatedModelKey=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?(c=this._assemblyTree.lookupAnyNonTreeNode(b),null===c?null:this._getAssociatedModelKey(c)):f.towardAttachContext(c).getMasterModelKey()};
+c.prototype.getMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return new d.Matrix;b=b.getLocalTransform();return null===b?new d.Matrix:b.copy()};c.prototype.setMatrix=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=this._assemblyTree.lookupAnyTreeNode(b);if(null===d)return[2];a?d.setLocalTransformAsInitial(c):d.overrideLocalTransform(c);g=f.isOutOfHierarchy(d);return[2,f.updateScMatrices(this._engine,this._callbackManager,
+[d],g)]})})};c.prototype.resetToInitialMatrix=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?[2]:c.hasLocalTransformOverride()?(c.removeLocalTransformOverride(),a=f.isOutOfHierarchy(c),[2,f.updateScMatrices(this._engine,this._callbackManager,[c],a)]):[2]})})};c.prototype.getNetMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?new d.Matrix:f.getNetMatrix(b)};c.prototype._getBodyInstanceIndexFrom=
+function(b,c,a){void 0===a&&(a={});for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];void 0!==a.value?a.value++:a.value=0;if(e===c)return a.value}d=0;for(g=b.getChildrenSync();d<g.length;d++)if(b=this._getBodyInstanceIndexFrom(g[d],c,a),void 0!==b)return b};c.prototype.getNodeOrRepItem=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h;return __generator(this,function(g){switch(g.label){case 0:if(!(b instanceof f.BodyInstance))return[3,8];c=void 0;a=b.getParent();
+d=void 0;e=a;g.label=1;case 1:return e instanceof f.ProductOccurrence?[4,f.forcePartDefinition(e)]:[2,null];case 2:return g.sent(),[4,e.getPartDefinition()];case 3:return m=g.sent(),null===m?[3,5]:[4,m.value];case 4:return d=g.sent(),[3,7];case 5:e=e.getParent(),g.label=6;case 6:return[3,1];case 7:return c=this._getBodyInstanceIndexFrom(e,b),h=d.getRepresentationItems(),void 0!==c&&c<h.length?[2,h[c]]:[2,null];case 8:if(b instanceof f.ProductOccurrence||b instanceof f.Pmi||b instanceof f.CadView||
+b instanceof f.PartDefinition||b instanceof f.RepresentationItem)return[2,b];g.label=9;case 9:return[2,null]}})})};c.prototype._getNodeOrRepItemFromId=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyNode(b);return null===c?[2,null]:[2,this.getNodeOrRepItem(c)]})})};c.prototype.getEdgeCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?[2,c.getEdgeCount()]:[2,0]}})})};c.prototype.getEdgeAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeAttributes(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getEdgeProperty=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?
+[2,c.getFaceCount()]:[2,0]}})})};c.prototype.getFaceAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceAttributes(c),null!=d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceProperty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.setEdgeProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isEdge(a)&&b.setEdgeMeasurementProperty(c,a)};c.prototype.setFaceProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isFace(a)&&b.setFaceMeasurementProperty(c,
+a)};c.prototype.getName=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getName():null};c.prototype.getNodeExchangeId=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getExchangeId():null};c.prototype.getFilters=function(){return this._assemblyTree.getFilters()};c.prototype.getFilterName=function(b){return this._assemblyTree.getFilterName(b)};c.prototype.getFiltersWithNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null===b?[]:this._assemblyTree.getFiltersWithNode(b)};
+c.prototype.getNodesFromFilterIds=function(b){return this._assemblyTree.getNodesFromFilterIds(b)};c.prototype.getLayers=function(){return this._assemblyTree.getLayers()};c.prototype.getUniqueLayerNames=function(){return this._assemblyTree.getUniqueLayerNames()};c.prototype.getLayerName=function(b){return this._assemblyTree.getLayerName(b)};c.prototype.getLayerIdsFromName=function(b){return this._assemblyTree.getLayersIdFromName(b)};c.prototype.getNodeLayerId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return null;var c=b.getAuthoredLayerId();return null===c?null:f.towardLoadContext(b).getRuntimeLayerId(c)};c.prototype.getAuthoredNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getAuthoredNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getRuntimeNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,
+c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getRuntimeNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getNodesFromLayerName=function(b,c){b=this._assemblyTree.getNodesFromLayerName(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.createCadView=function(b,c,a,d,e,f,h,q,r){if(null===this._assemblyTree.lookupProductOccurrence(b))return null;
+b=this._assemblyTree.lookupProductOccurrence(b);if(null===b)return null;for(var g=[],k=0;k<d.length;k++){var l=this._assemblyTree.lookupPmi(d[k]);null!==l&&g.push(l)}d=new Map;for(k=0;k<h.length;k++)l=h[k],d.set(l[0],l[1]);return this._assemblyTree.createCadView(this._engine,b,c,a,g,e,f,d,q,r).getRuntimeId()};c.prototype.getCadViewMap=function(){var b=this._assemblyTree.getFirstProductOccurrenceWithView(),c=new Map;this._assemblyTree.forEachCadView(function(a){var d=a.getRuntimeId(),g=a.getParent();
+a=g===b?a.getName()||"(null)":g.getName()+" - "+a.getName();c.set(d,a)});return c};c.prototype.activateCadView=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:return d.sent(),[2,this.activateCadView(b,c)];case 2:return a=this._assemblyTree.lookupCadView(b),null===a?[2]:[2,this._assemblyTree.activateCadView(a,c)]}})})};
+c.prototype.getCadViewPmis=function(b){var c=this._assemblyTree.lookupCadView(b);if(null===c)return[];b=[];var a=0;for(c=this._assemblyTree.getCadViewPmis(c);a<c.length;a++)b.push(c[a].getRuntimeId());return b};c.prototype._disableCadConfigurations=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled=!1,[4,this._assemblyTree.deactivateActiveCadView()];case 1:return b.sent(),[2]}})})};c.prototype.cadConfigurationsEnabled=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled&&this._assemblyTree.seenExternalModel()?[4,this._disableCadConfigurations()]:[3,2];case 1:b.sent(),b.label=2;case 2:return[2,this._cadConfigurationsEnabled]}})})};c.prototype.getCadConfigurations=function(){var b={};this._assemblyTree.forEachCadConfiguration(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getDefaultCadConfiguration=
+function(){var b=this._assemblyTree.getDefaultCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype.getActiveCadConfiguration=function(){var b=this._assemblyTree.getActiveCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype._activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._assemblyTree.activateCadConfiguration(b)];case 1:return a.sent(),c=b.getRuntimeId(),
+this._callbackManager.trigger("configurationActivated",c),[2]}})})};c.prototype.activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupProductOccurrence(b);return null===c?[2]:[2,this._activateCadConfiguration(c)]})})};c.prototype.activateDefaultCadConfiguration=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._assemblyTree.getDefaultCadConfiguration(),
+null===b?[3,2]:[4,this._activateCadConfiguration(b)];case 1:c.sent(),c.label=2;case 2:return[2]}})})};c.prototype.getPmis=function(){var b={};this._assemblyTree.forEachPmi(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getPmiType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?f.PmiType.Unknown:b.getPmiType()};c.prototype.getPmiSubType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?d.PmiSubType.Unknown:b.getPmiSubType()};c.prototype.getUnit=
+function(b){b=this._assemblyTree.lookupAnyNode(b);return b instanceof f.ProductOccurrence?b.getMeasurementUnit():b instanceof f.BodyInstance?b.getParent().getMeasurementUnit():1};c.prototype._rectifyParent=function(b,c){if(null!==c){c=this._assemblyTree.lookupProductOccurrence(c);if(null!==c)return c;console.assert(!1)}b=this._assemblyTree.getInclusionContexts(b);return 0<b.length?(b=b[0].getChildren(),console.assert(0<b.length),b[0]):this._assemblyTree.getRootNode()};c.prototype.createMeshInstance=
+function(b,c,a,d,e,f){d=this._rectifyParent(b,d);return this._assemblyTree.createMeshInstance(!0,b,c,null,a,d,e,f).getRuntimeId()};c.prototype.createPmiInstance=function(b,c,a,d,e,f,h){h=this._rectifyParent(b,h);return this._assemblyTree.createPmiInstance(b,c,null,f,h,a,d,e).getRuntimeId()};c.prototype.setVisibilitiesByMap=function(b,c){var a=this,d=new Map;b.forEach(function(b,c){c=a._assemblyTree.lookupAnyTreeNode(c);null!==c&&d.set(c,b)});b=this._assemblyTree.getRootNode();return f.updateVisibilities(this._assemblyTree,
+this._engine,this._callbackManager,b,d,!1,c,null)};c.prototype.setVisibilitiesByValue=function(b,c,a){for(var d=new Map,g=0;g<b.length;g++){var e=this._assemblyTree.lookupAnyTreeNode(b[g]);null!==e&&d.set(e,c)}c=this._assemblyTree.getRootNode();1===b.length&&(b=this._assemblyTree.lookupAnyTreeNode(b[0]),b instanceof f.ProductOccurrence&&(c=b));return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,d,!1,a,null)};c.prototype.resetAllVisibilities=function(){var b=new Map,
+c=this._assemblyTree.getRootNode(),a=this._assemblyTree.getActiveCadConfiguration();return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,b,!0,null,a)};c.prototype.resetAllTransforms=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return b=this._assemblyTree.getRootNode(),[4,f.resetTransforms(b)];case 1:return(c=a.sent())?[2,f.updateScMatrices(this._engine,this._callbackManager,[b],!1)]:[2]}})})};
+c.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._cadConfigurationsEnabled=!0,this.isACadDrawing()?[2,this._callbackManager.promiseTrigger("_resetDrawing",null)]:this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:c.sent(),c.label=2;case 2:return b=[this.resetAllVisibilities(),this.resetAllTransforms()],[4,d.Util.waitForAll(b)];case 3:return c.sent(),
+[2]}})})};c.prototype.setPmiColor=function(b,c){void 0===c&&(c=this.getAbsoluteRootNodeId());c=this.getInstanceIncs(c,6);0<c.length&&(this._engine.setPartColor(c,d.ElementType.Faces,b),this._engine.setPartColor(c,d.ElementType.Lines,b))};c.prototype.resetPmiColor=function(b){void 0===b&&(b=this.getAbsoluteRootNodeId());b=this.getInstanceIncs(b,6);0<b.length&&(this._engine.unsetPartColor(b,d.ElementType.Faces),this._engine.unsetPartColor(b,d.ElementType.Lines))};c.prototype.getPmiTopologyReferences=
+function(b){b=this._assemblyTree.lookupPmi(b);return null===b?null:b.getPmiTopologyReferences(this._assemblyTree)};c.prototype.createNode=function(b,c,a,e,n,m){void 0===e&&(e=null);void 0===n&&(n=!0);void 0===m&&(m=null);var g=null;null!==b&&(g=this._assemblyTree.lookupProductOccurrence(b));null===g&&(g=this._assemblyTree.getRootNode());null===a||f.isAuthoredId(a)||(a=null);m&&(b=m/g.getMeasurementUnit(),b=(new d.Matrix).setScaleComponent(b,b,b),e=e?d.Matrix.multiply(e,b):b);return this._assemblyTree.createNode(g,
+c,a,e,n,m).getRuntimeId()};c.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyTreeNode(b);if(null!==c){if(c instanceof f.ProductOccurrence||c instanceof f.BodyInstance)return[2,this._assemblyTree.deleteNode(c)];throw new d.InvalidNodeTypeError(b,0,2);}return[2]})})};c.prototype.createPart=function(b){return this._assemblyTree.createPart(b).getRuntimeId()};c.prototype.setPart=function(b,c){b=this._assemblyTree.lookupProductOccurrence(b);
+if(null===b)return!1;c=this._assemblyTree.lookupPartDefinition(c);if(null===c)return!1;this._assemblyTree.setPart(b,c);return!0};c.prototype.createAndAddRepItem=function(b,c){b=this._assemblyTree.lookupPartDefinition(b);return null===b?null:b.createRepItem(this._assemblyTree,c).getRuntimeId()};c.prototype.getLowestAvailableNodeId=function(){return this._assemblyTree.getLowestAvailableNodeId()};c.prototype.getType=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?d.NodeType.Unknown:
+f.getNodeType(b)};c.prototype.isVisible=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.isVisible():!1};c.prototype.getBranchVisibility=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getBranchVisibility(b):1};c.prototype.setMeshLevel=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=this._assemblyTree.lookupAnyTreeNode(b[d]);null!==g&&a.push(g)}return f.setMeshLevels(this._engine,a,c)};c.prototype.setEnableAutomaticUnitScaling=function(b){this._assemblyTree.setAutomaticMeasurementUnitScaling(b)};
+c.prototype.setBehaviorInitiallyHidden=function(b){this._assemblyTree.setInitiallyHiddenStayHidden(b)};c.prototype.isACadDrawing=function(){return this._assemblyTree.containsDrawings()};c.prototype.isMeasurable=function(){return this._assemblyTree.isMeasureable()};c.prototype.getModelFileNameFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.towardAttachContext(b).getOriginalFileName():null};c.prototype.getModelFileTypeFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b?f.towardAttachContext(b).getOriginalFileType():null};c.prototype.isAnnotationView=function(b){var c=this._assemblyTree.lookupCadView(b);if(null!==c)return c.isAnnotationView();throw new d.InvalidNodeTypeError(b,3);};c.prototype.preventNodeDeletion=function(b){b=this._assemblyTree.lookupBodyInstance(b);if(null===b)throw new d.InternalLogicError;this._assemblyTree.preventNodeDeletion(b)};c.prototype.preventMeshDeletion=function(b){this._assemblyTree.preventMeshDeletion(b)};c.prototype.getBounding=
+function(b,c,a,d){return f.getBoundingByNodeId(this._assemblyTree,this._engine,b,c,a,d)};c.prototype.getIdOffset=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?(b instanceof f.PartDefinition?b.getInclusionContextForNodeId():b instanceof f.RepresentationItem?b.getParent().getInclusionContextForNodeId():f.towardInclusionContext(b)).getIdOffset():0};c.prototype.isNodeLoaded=function(b){var c=this._assemblyTree.lookupAnyNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.isLoaded()};
+c.prototype.shutdown=function(){var b=this._treeLoader.cancelPendingLoads();b};c.prototype.isReady=function(){console.assert(2!==this._readyPromise.state);return 0!==this._readyPromise.state};c.prototype.waitForReady=function(){return this._readyPromise};c.prototype.lookupAnyTreeNode=function(b){return this._assemblyTree.lookupAnyTreeNode(b)};c.prototype.lookupAnyBody=function(b){return this._assemblyTree.lookupAnyBody(b)};c.prototype.lookupBodyInstance=function(b){return this._assemblyTree.lookupBodyInstance(b)};
+c.prototype.gatherInstanceIncsFromNodeIds=function(b,c,a){return f.gatherInstanceIncsByNodeIdsSync(this._assemblyTree,b,c,a)};c.prototype.requestNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,f;return __generator(this,function(g){c=[];a=0;for(d=b;a<d.length;a++)e=d[a],f=this._assemblyTree.lookupAnyTreeNode(e),null!==f&&c.push(f);return[2,this._assemblyTree.requestNodes(this._treeLoader,c,!1)]})})};c.prototype.isWithinExternalModel=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return!1;for(b=f.towardProductOccurrence(b);null!==b;){if(b.isExternalModelRoot())return!0;b=f.towardProductOccurrence(b.getParent())}return!1};c.prototype.getNodeGenericType=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getNodeGenericType(b):null};c.prototype.getNodeGenericId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?b.getGenericId():null};c.prototype.getNodeByGenericId=function(b){b=this._assemblyTree.getNodeByGenericId(b);return null!==
+b?b.getRuntimeId():null};c.prototype.getNodesByGenericType=function(b){b=this._assemblyTree.getNodesByGenericType(b);if(null!==b){var c=new Set;b.forEach(function(b){c.add(b.getRuntimeId())});return c}return null};c.prototype.getGenericTypes=function(){var b=[];this._assemblyTree.genericTypeToNodes().forEach(function(c,a){b.push(a)});return b};c.prototype.getGenericTypeIdMap=function(){var b=new Map;this._assemblyTree.genericTypeToNodes().forEach(function(c,a){var d=new Set;c.forEach(function(b){d.add(b.getRuntimeId())});
+b.set(a,d)});return b};c.prototype.hasEffectiveGenericType=function(b,c){var a=this.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);return f.hasEffectiveGenericType(a,c)};c.prototype.registerGenericId=function(b,c){return this._assemblyTree.registerGenericGlobalId(b,c)};c.prototype.registerGenericType=function(b,c){return this._assemblyTree.registerGenericType(b,c)};c.prototype.firstAssemblyDataHeader=function(){return this._treeLoader.firstAssemblyDataHeader()};return c}();f.ModelStructure=
+e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a){for(;;)if(a instanceof f.InclusionContext)a=a.getParent();else{if(a instanceof f.AttachContext)return a;if(a instanceof f.NodeMixin)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)throw new d.InternalLogicError;}else d.Util.TypeAssert(a),a=a.getInclusionContext()}}f.getNetMatrix=function(a){for(var c=new d.Matrix;null!==a;)if(a instanceof f.NodeMixin){var b=a.getLocalTransform();b&&(c=d.Matrix.multiply(c,b));a=a instanceof
+f.PartDefinition?null:a.getParent()}else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.LoadContext)a=a.getParent();else{d.Util.TypeAssert(a);break}return c};f.towardContainerNode=function(a){for(;;)if(a instanceof f.NodeMixin)if(a instanceof f.BodyMixin)a=a.getParent();else return a;else if(a instanceof f.LoadContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=
+a.getParent();else{if(null===a)return null;d.Util.TypeAssert(a);console.assert(!1);a=a.getInclusionContext()}};f.isOutOfHierarchy=function(a){return a instanceof f.BodyMixin||a instanceof f.ProductOccurrence?a.isOutOfHierarchy():!1};f.getBranchVisibility=function(a){return a instanceof f.ProductOccurrence||a instanceof f.Pmi||a instanceof f.CadView?a.getBranchVisibility():a.isVisible()?2:1};f.getNodeType=function(a){if(a instanceof f.ProductOccurrence)return a.hasBodyInstances()?a.isADrawingSheetNode()?
+d.NodeType.DrawingSheet:d.NodeType.PartInstance:d.NodeType.AssemblyNode;if(a instanceof f.PartDefinition)return d.NodeType.Part;if(a instanceof f.PmiBody)return d.NodeType.PmiBody;if(a instanceof f.ViewFrame)return d.NodeType.ViewFrame;if(a instanceof f.BodyInstance)return d.NodeType.BodyInstance;if(a instanceof f.RepresentationItem)switch(a.getBodyType()){case f.BodyType.BRep:return d.NodeType.BrepBody;case f.BodyType.Tessellation:return d.NodeType.TessBody;case f.BodyType.Wireframe:return d.NodeType.WireBody;
+case f.BodyType.PointCloud:return d.NodeType.PointsBody;default:return d.NodeType.Body}else{if(a instanceof f.Pmi)return d.NodeType.Pmi;d.Util.TypeAssert(a);return d.NodeType.CadView}};f.getNodeGenericType=function(d){var c=d.getGenericTypeId();return null!==c&&(d=a(d).getGenericTypeMaps(),null!==d)?d.getRight(c)||null:null};f.towardInclusionContext=function(a){for(;;)if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext)return a;if(a instanceof f.PmiBody)a=a.getParent();
+else if(a instanceof f.ViewFrame)a=a.getParent();else return d.Util.TypeAssert(a),a.getInclusionContext()}};f.towardLoadContext=function(a){for(;;)if(a instanceof f.AttachContext)a=a.getParent();else{if(a instanceof f.LoadContext)return a;a instanceof f.NodeMixin?a=a.getParent():a instanceof f.InclusionContext?a=a.getParent():(d.Util.TypeAssert(a),a=a.getInclusionContext())}};f.towardAttachContext=a;f.towardAttachRoot=function(a){for(var c=null;;)if(a instanceof f.ProductOccurrence)c=a,a=a.getParent();
+else if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext){if(null===c)throw new d.InternalLogicError;return c}d.Util.TypeAssert(a);a=a.getInclusionContext()}};f.towardProductOccurrence=function(a){for(;;){if(a instanceof f.ProductOccurrence)return a;if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)return null}else if(a instanceof f.BodyMixin)a=a.getParent();
+else if(a instanceof f.Pmi)a=a.getParent();else if(a instanceof f.CadView)a=a.getParent();else return d.Util.TypeAssert(a),console.assert(!1),null}}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){})(f.GenericTypeId||(f.GenericTypeId={}));var a=function(){function a(c,b,a,e,f){this._inclusionContexts=this._reservedNodeIdOffset=null;this._originalFileName="";this._originalFileType=d.FileType.Unknown;this._genericTypeMaps=null;console.assert(4294967295!==e);this._remapper=c;this._attachScope=b;this._attachedInvisibly=a;this._masterModelKey=e;this._parent=f}a.prototype.getRootNodeMetaData=function(c){return __awaiter(this,void 0,void 0,function(){var b,
+a,d,e,n,m;return __generator(this,function(g){switch(g.label){case 0:if(4294967295===this._masterModelKey)return[2,null];b=c.getAbstractScEngine();a=this._masterModelKey;return[4,b.safeGetMetaData(a,1)];case 1:d=g.sent();if(null===d)return[3,4];e=c.tryParseHeader(d);return null===e?[2,new f.AssemblyData(null,d)]:[4,e];case 2:return n=g.sent(),this._originalFileName=n.originalFileName,this._originalFileType=n.originalFileType,[4,b.safeGetMetaData(a,n.rootAssemblyDataKey())];case 3:return m=g.sent(),
+null!==m?[2,new f.AssemblyData(n,m)]:[2,null];case 4:return[2,null]}})})};a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};a.prototype.getMasterModelKey=function(){return this._masterModelKey};a.prototype.addInclusionContext=function(c){console.assert(c.getParent()===this);this._inclusionContexts=h.TerseArray.push(this._inclusionContexts,c)};a.prototype.getRemapper=function(){return this._remapper};a.prototype.getParent=
+function(){return this._parent};a.prototype.getChildren=function(){var c=this._inclusionContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.split=function(c,b,d){return new a(this._remapper,c,b,this._masterModelKey,d)};a.prototype.hasChildren=function(){return null!==this._inclusionContexts};a.prototype.removeProductOccurrence=function(c){for(var b=
+null,a=h.TerseArray.toArray(this._inclusionContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._inclusionContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._inclusionContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._inclusionContexts=null;return d.Util.waitForAll(c)};a.prototype.isLoaded=
+function(){if(this._inclusionContexts instanceof f.InclusionContext)return this._inclusionContexts.isLoaded();if(null!==this._inclusionContexts)for(var c=0,b=this._inclusionContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.setReservedNodeIdOffset=function(c){console.assert(null===this._reservedNodeIdOffset);this._reservedNodeIdOffset=c};a.prototype.getReservedNodeIdOffset=function(){return this._reservedNodeIdOffset};a.prototype.forgetReservedNodeIdOffset=function(){console.assert(null!==
+this._reservedNodeIdOffset);this._reservedNodeIdOffset=null};a.prototype.getOriginalFileName=function(){return this._originalFileName};a.prototype.getOriginalFileType=function(){return this._originalFileType};a.prototype.setGenericTypeMaps=function(c){this._genericTypeMaps=c};a.prototype.getGenericTypeMaps=function(){return this._genericTypeMaps};return a}();f.AttachContext=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){this._productOccurrences=null;console.assert(void 0!==a);console.assert(0===a===(0===d));this._attachContext=b;this._inclusionKey=a;this._modelKey=d;a=b.getReservedNodeIdOffset();null!==a?b.forgetReservedNodeIdOffset():a=c.newNodeIdOffset();this._nodeIdOffset=a;c.registerInclusionContext(this)}a.prototype.split=function(c,b){return new a(c,b,this._inclusionKey,this._modelKey)};a.prototype.getIdOffset=function(){return this._nodeIdOffset};
+a.prototype.toRuntimeId=function(c){console.assert(f.isAuthoredId(c));return c+this._nodeIdOffset};a.prototype.getInclusionKey=function(){return this._inclusionKey};a.prototype.getModelKey=function(){return this._modelKey};a.prototype.getParent=function(){return this._attachContext};a.prototype.getAttachContext=function(){return this._attachContext};a.prototype.addProductOccurrence=function(c){console.assert(c.getParent()===this);this._productOccurrences=h.TerseArray.push(this._productOccurrences,
+c)};a.prototype.getChildren=function(){console.assert(null!==this._productOccurrences);return h.TerseArray.toArray(this._productOccurrences)};a.prototype.removeProductOccurrence=function(c){var b=h.TerseArray.toArray(this._productOccurrences),a=b.length;b=b.filter(function(b){return b!==c});0===b.length?delete this._productOccurrences:this._productOccurrences=h.TerseArray.fromArray(b);return b.length<a};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._productOccurrences);b<
+a.length;b++){var e=a[b].purgeContents();c.push(e)}this._productOccurrences=null;return d.Util.waitForAll(c)};a.prototype.hasChildren=function(){return null!==this._productOccurrences};a.prototype.isLoaded=function(){if(this._productOccurrences instanceof f.ProductOccurrence)return this._productOccurrences.isLoaded();if(null!==this._productOccurrences)for(var c=0,b=this._productOccurrences;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};return a}();f.InclusionContext=a})(h.Tree||(h.Tree={}))})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a){this._attachContexts=this._handledExternalModels=null;this._registeredScsModelKeys=new Map;this._layerIdMap=new h.Bimap;this._parent=c;this._debugLoadString=b;this._debugLoadString;this._scsBufferCache=a}a.prototype.handleExternalModel=function(c,b,a){b=b.getInclusionKey();c=h.compressUint(a)+" "+h.compressUint(b)+" "+h.compressUint(c);null===this._handledExternalModels&&(this._handledExternalModels=new Set);if(this._handledExternalModels.has(c))return!1;
+this._handledExternalModels.add(c);return!0};a.prototype.getParent=function(){return this._parent};a.prototype.addAttachContext=function(c){this._attachContexts=h.TerseArray.push(this._attachContexts,c)};a.prototype.getChildren=function(){var c=this._attachContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.hasChildren=function(){return null!==this._attachContexts};
+a.prototype.removeProductOccurrence=function(c){for(var b=null,a=h.TerseArray.toArray(this._attachContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._attachContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._attachContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._attachContexts=
+null;return d.Util.waitForAll(c)};a.prototype.isLoaded=function(){if(this._attachContexts instanceof f.AttachContext)return this._attachContexts.isLoaded();if(null!==this._attachContexts)for(var c=0,b=this._attachContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.initializeScsModelKeysOf=function(c){console.assert(void 0===this._registeredScsModelKeys.get(c));this._registeredScsModelKeys.set(c,h.TrackedOpenPromise.create())};a.prototype.getScsModelKeysOf=function(c){c=this._registeredScsModelKeys.get(c);
+return void 0===c?null:c};a.prototype.markAsFirstLoad=function(){console.assert(void 0===this._isFirstLoad);this._isFirstLoad=!0};a.prototype.isFirstLoad=function(){return!0===this._isFirstLoad};a.prototype.toScsBuffer=function(c,b){return __awaiter(this,void 0,void 0,function(){var a,e=this;return __generator(this,function(g){a=h.LazyPromise.create(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,b(c)];case 1:g=a=g.sent();
+if("string"===typeof g)throw new d.InternalLogicError;return[2,g]}})})});return null===this._scsBufferCache?[2,a]:[2,this._scsBufferCache.load(c,a)]})})};a.prototype.onLoadComplete=function(){this._scsBufferCache=null};a.prototype.addLayerIdToMap=function(c,b){this._layerIdMap.set(c,b)};a.prototype.getAuthoredLayerId=function(c){c=this._layerIdMap.getRight(c);return void 0!==c?c:null};a.prototype.getRuntimeLayerId=function(c){c=this._layerIdMap.getLeft(c);return void 0!==c?c:null};return a}();f.LoadContext=
+a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function c(b){this._referrers=null;this._prototype=b}c.prototype._addReferrer=function(b){this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype._getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype._getPrototype=function(){return this._prototype};c.prototype._removeReferrer=function(b){var c=!1,a=d.TerseArray.toArray(this._referrers);a=a.filter(function(a){return a===b?(c=!0,!1):!0});if(!c)return!1;0===
+a.length?delete this._referrers:this._referrers=d.TerseArray.fromArray(a);return!0};c.prototype._purgeContents=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._prototype.isUnforced()?[3,3]:[4,this._prototype];case 1:return b=c.sent(),[4,b.purgeContents()];case 2:c.sent(),c.label=3;case 3:return[2]}})})};c.prototype._isLoaded=function(){return this._prototype.isResolved()&&this._prototype.getResolved().isLoaded()};
+return c}();f.SharedPrototypeContext=a;var e=function(){function c(b,c){b instanceof a&&(b=d.LazyObject.create(b));this._shared=b;this._inclusionContext=c}c.prototype.getInclusionContext=function(){return this._inclusionContext};c.prototype.addReferrer=function(b){this._shared.get()._addReferrer(b)};c.prototype.getReferrers=function(){return this._shared.get()._getReferrers()};c.prototype.getProductOccurrence=function(){return this._shared.get()._getPrototype()};c.prototype.removeReferrer=function(b){return this._shared.get()._removeReferrer(b)?
+(b=b.removePrototype(),console.assert(this===b),!0):!1};c.prototype.removeAllReferrers=function(){for(var b=0,c=this.getReferrers();b<c.length;b++)this.removeReferrer(c[b])||console.assert(!1)};c.prototype.purgeContents=function(){return this._shared.get()._purgeContents()};c.prototype.isLoaded=function(){return this._shared.get()._isLoaded()};return c}();f.PrototypeContext=e})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._bits2=this._bits1=0}b.prototype.hasBits1=function(b){return h.hasBits(this._bits1,b)};b.prototype.hasBits2=function(b){return h.hasBits(this._bits2,b)};b.prototype.parseBits1=function(b){this._bits1=b.parseIndex_32()};b.prototype.parseBits2=function(b){this.hasBits1(1073741824)&&(this._bits2=b.parseIndex_32())};return b}();f.NodeParseBits=a;var e=function(){return function(b,c){this.shown=b;this.removed=c}}();f.AssemblyVisibility=
+e;var c=function(){function b(b){this._bytes=b.bytes;this._header=b.header;this._dataView=new DataView(this._bytes.buffer,this._bytes.byteOffset,this._bytes.byteLength);this._currentPos=0}b.prototype.hasNext=function(){return this._currentPos<this._bytes.length};b.prototype.parseCount_32=function(){return this._parseUint_32()};b.prototype.parseIndex_32=function(){return this._parseUint_32()};b.prototype.parseAssemblyDataVersion=function(){return{major:this._parseUint_32(),minor:this._parseUint_32()}};
+b.prototype.parseAssemblyDataHeaderVersion=function(){return this._parseUint_32()};b.prototype.parseVisibility=function(){var b=this._parseInt_8(),c=h.hasBits(b,2);b=h.hasBits(b,1);return new e(c,b)};b.prototype.parseProductBits=function(){var b=this._parseUint_8();return null!==this._header&&2<=this._header.headerVersion||!h.hasBits(b,6)?b:b&-7|32};b.prototype.parseCString=function(){for(var b=this._currentPos,c=this._bytes[this._currentPos++];0!==c;)c=this._bytes[this._currentPos++];return h.utf8ArrayToStr(this._bytes.subarray(b,
+this._currentPos-1))};b.prototype.parseBytes=function(b){var c=this._currentPos;this._currentPos+=b;b=this._bytes.subarray(c,this._currentPos);return new Uint8Array(b)};b.prototype.parseNodeId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseLayerId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseGenericTypes=function(){for(var b=this._parseUint_32(),c=new h.Bimap,a=0;a<b;a++){var d=this.parseCString(),
+e=this._parseUint_32();c.set(e,d)}return c};b.prototype.parseGenericTypeId=function(){return this._parseUint_32()};b.prototype.parseGenericId=function(){return this.parseCString()};b.prototype._parseScKey=function(){var b=this._parseUint_32();console.assert(4294967295!==b);return b};b.prototype.parseDataKey=function(){return this._parseScKey()};b.prototype.parseInstanceKey=function(){return this._parseScKey()};b.prototype.parseMeshKey=function(){return this._parseScKey()};b.prototype.parseModelKey=
+function(b){var c=this._parseScKey();return null!==b?b.getEffectiveModelKey(c):c};b.prototype.parseInclusionKey=function(b,c){var a=this._parseScKey();return null!==b?b.getEffectiveInclusionKey(a,c):a};b.prototype._parseInt_8=function(){return this._dataView.getInt8(this._currentPos++)};b.prototype._parseUint_8=function(){return this._dataView.getUint8(this._currentPos++)};b.prototype._parseUint_32=function(){var b=this._dataView.getUint32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_32=
+function(){var b=this._dataView.getFloat32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_64=function(){var b=this._dataView.getFloat64(this._currentPos,!0);this._currentPos+=8;return b};b.prototype.parseFloat_32=function(){return this._parseFloat_32()};b.prototype.parseFloat_64=function(){return this._parseFloat_64()};b.prototype.parseAttributeType=function(){return this._parseInt_8()};b.prototype.parseNodeParseBits=function(){var b=new a;b.parseBits1(this);b.parseBits2(this);
+return b};b.prototype.parseViewParseBits=function(){return this._parseUint_32()};b.prototype.parsePmiParseBits=function(){return this._parseUint_32()};b.prototype.parseLayerParseBits=function(){return this._parseUint_32()};b.prototype.parseBoolean=function(){return 0!==this._parseUint_8()};b.prototype.parsePoint3_32=function(){return new d.Point3(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePoint3_64=function(){return new d.Point3(this._parseFloat_64(),this._parseFloat_64(),
+this._parseFloat_64())};b.prototype.parsePlane3_32=function(){return d.Plane.createFromCoefficients(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePmiType=function(){return this._parseUint_32()};b.prototype.parsePmiSubType=function(){return this._parseUint_32()};b.prototype.parsePmiTopoRef=function(){return this._parseInt_8()};b.prototype.parseBodyType=function(){return this._parseUint_8()};b.prototype.parseFaceType=function(){return this._parseInt_8()};
+b.prototype.parseEdgeType=function(){return this._parseInt_8()};b.prototype.parseUserDataIndex=function(){var b=this._parseUint_32(),c=this._parseUint_32();return 2097151>=c?4294967296*c+b:(""+c.toString(16)+h.zeroPadHex32(b)).toUpperCase()};b.prototype.getHeader=function(){return this._header};return b}();f.AssemblyDataParser=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(c,b){this._inclusionsOf=new Map;this._masterModelKey=4294967295;this._prototypeInstanceCount=-1;this._attachScope=c;this._attachedInvisibly=b}a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.getMasterModelKey=function(){console.assert(4294967295!==this._masterModelKey);return this._masterModelKey};a.prototype.getModelKeys=function(){var c=[];this._inclusionsOf.forEach(function(b,a){c.push(a)});return c};
+a.prototype.hasInclusions=function(){return 0<this._inclusionsOf.size};a.prototype.getAllInclusions=function(){var c=[];this._inclusionsOf.forEach(function(b,a){for(var d=0;d<b.length;d++)c.push(b[d],a)});return c};a.prototype.getInclusionsOf=function(c){var b=this._inclusionsOf.get(c);if(void 0===b)return[];for(var a=[],d=0;d<b.length;d++)a.push(b[d],c);return a};a.prototype.hasModelIncluded=function(c){return this._inclusionsOf.has(c)};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};
+a.prototype.prototypeInstanceCount=function(){console.assert(0<=this._prototypeInstanceCount);return this._prototypeInstanceCount};a.prototype.registerInclusion=function(c,b){var a=this._inclusionsOf.get(b);void 0===a?this._inclusionsOf.set(b,[c]):a.push(c)};a.prototype.registerMasterModelKey=function(c){console.assert(4294967295===this._masterModelKey);this._masterModelKey=c};a.prototype.registerPrototypeInstanceCount=function(c){console.assert(-1===this._prototypeInstanceCount);this._prototypeInstanceCount=
+c};return a}();d.AttachInfoBuilder=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function a(){this._prevPriorityValue=1;this._priorityProxies=new Map}a.prototype._getPriorityCompareValue=function(c){if("number"===typeof c)return c;c=this._priorityProxies.get(c);null!==c.worldBounding&&console.assert(1>=c.priorityHeuristic);return c.priorityHeuristic};a.prototype.comparePriority=function(c,b){c=this._getPriorityCompareValue(c);b=this._getPriorityCompareValue(b);return c<b};a.prototype._updateHeuristicInfo=function(c,b){if(null!==
+b.worldBounding){var a=d.toVec3(b.worldBounding.center()),e=d.toVec3(b.worldBounding.extents());c=c.calculateAttachHeuristic(e,a);b.priorityHeuristic=c}null!==b.xmlAttachInfo&&b.xmlAttachInfo.directlyRequested&&(null===b.worldBounding&&(b.priorityHeuristic=0),b.priorityHeuristic+=-1E6)};a.prototype.createPriority=function(c,b,a){if(null===a)return++this._prevPriorityValue;var d=Object.create(null);if(null!==a.bounding){b=b.transformBox(a.bounding);var g=0}else b=null,g=++this._prevPriorityValue;a=
+{xmlAttachInfo:a,worldBounding:b,priorityHeuristic:g};this._updateHeuristicInfo(c,a);this._priorityProxies.set(d,a);return d};a.prototype.destroyPriority=function(c){"object"===typeof c&&this._priorityProxies.delete(c)};a.prototype.onViewChange=function(c){var b=this;this._priorityProxies.forEach(function(a){b._updateHeuristicInfo(c,a)})};a.prototype.reset=function(){this._priorityProxies.clear()};return a}();f.AttachPriorityManager=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){(function(d){(function(a){function d(c){return"modelName"in c}a.isNameInfo=d;a.isIncInfo=function(c){return!d(c)};a.canImplicitlyLoad=function(c){return c.config.implicitlyLoadXmlExternalModels||!d(c)}})(d.ExternalModel||(d.ExternalModel={}))})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b instanceof e?b.referencedInfo:b}var e=function(){return function(b){this.referencedInfo=b}}();f.ReferencedNodeInfo=e;f.modelFileNodeInfoAsProdOccInfo=a;var c=function(){function b(){}b.parseXml=function(b,c,a,n,m){console.assert("ModelFile"===n.localName);var g=new Map,k=new Map,l=new Map;for(n=n.firstElementChild;null!==n;){if("ProductOccurence"!==n.localName)throw new d.XmlParseError('Unexpected element "'+n.localName+'".');if(null===
+f.XmlParser.parseNodeId(n,"Id"))throw new d.XmlParseError('Expected "Id" attribute.');var h=n,t=f.ProductOccurrence.parseXml(b,c,a,h,m),v=t.nodeInfo.nodeId;if(l.has(t.nodeInfo.nodeId)){var w=new e(t);g.set(v,w)}else{if(!k.has(t.nodeInfo.nodeId)&&(k.set(t.nodeInfo.nodeId,null),null!==b.additionalMatrix)){w=b.additionalMatrix;var z=t.nodeInfo.localTransform;z=null===z?w:d.Matrix.multiply(z,w);t=__assign({},t,{nodeInfo:__assign({},t.nodeInfo,{localTransform:z})})}g.set(v,t)}v=0;for(w=f.XmlParser.parseNodeIds(h,
+"Children")||[];v<w.length;v++)k.set(w[v],t);h=f.XmlParser.parseNodeId(h,"InstanceRef");null!==h&&(v=l.get(h),void 0===v?l.set(h,[t]):v.push(t));n=n.nextElementSibling}b=this._parentMapToChildMap(g,k,l);return{treeInfos:this._childMapRoseTrees(b)}};b._parentMapToChildMap=function(b,c,a){var g=new Map,k=function(b,c){var a=g.get(b);void 0===a?g.set(b,[c]):a.push(c)};c.forEach(function(c,a){a=b.get(a);if(a instanceof e)throw new d.XmlParseError('Expected a referenced node for "InstanceRef".');k(c,a)});
+a.forEach(function(c,a){console.assert(0<c.length);a=b.get(a);if(!(a instanceof e))throw new d.XmlParseError('Node is both an "InstanceRef" and contained in another node\'s "Children" list.');for(var g=0;g<c.length;g++)k(c[g],a)});return g};b._childMapRoseTrees=function(b){var c=function(d){var g=[],e=a(d);e=b.get(e);if(void 0!==e){console.assert(0<e.length);for(var k=0;k<e.length;k++){var f=c(e[k]);g.push(f)}}return new h.RoseTree(d,g)},d=b.get(null);if(void 0===d)return console.assert(0===b.size),
+[];for(var g=[],f=0;f<d.length;f++){var p=d[f];p instanceof e?console.assert(!1):(p=c(p),g.push(p))}return g};b.reify=function(b,c,a,f,m,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,p,w,z,x;return __generator(this,function(q){switch(q.label){case 0:g=[];k=[];l=[];n=0;for(p=h.treeInfos;n<p.length;n++)w=p[n],w.value instanceof e?console.assert(!1):(z=this._reifyProductOccurrence(b,c,a,f,m,m,w,g),k.push(z),l.push(z.getRuntimeId()));x=c.promiseTrigger("_subtreeLoaded","subtreeLoaded",
+l,d.NodeSource.LoadModel).then(function(){for(var b=0,a=l;b<a.length;b++)c.trigger("shatteredXmlStructureReady",a[b])});g.push(x);return[4,d.Util.waitForAll(g)];case 1:return q.sent(),[2,k]}})})};b._rectifyExternalModelInfo=function(b,c){c=c.referencedInfo.externalModelInfo;if(null===c)throw new d.XmlParseError('"InstanceRef" node does not contain "ExternalModel".');if(!f.ExternalModel.isNameInfo(c))throw new d.InternalLogicError;console.assert(0===c.reservedNodeIdOffset);b=b.newNodeIdOffset();return c=
+__assign({},c,{reservedNodeIdOffset:b})};b._reifyProductOccurrence=function(b,c,l,n,m,h,q,r){var g=this,k=a(q.value);if(0!==k.childDataKeys.length)throw new d.InternalLogicError;if(null!==k.externalModelInfo)throw new d.LoadError('Unexpected "ExternalModel". Should be a child of an "InstanceRef".');var p=f.ProductOccurrence.reifySync(b,l,n,m,k,h);h.addProductOccurrence(p);p.markLoaded();h=0;for(q=q.kids;h<q.length;h++)k=q[h],k.value instanceof e?(console.assert(0===k.kids.length),k=this._rectifyExternalModelInfo(n,
+k.value),f.ExternalModel.canImplicitlyLoad(k)?(k=l.attachByExternalModelInfo(k,p,m).then(function(b){return __awaiter(g,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return null===b?[2]:[4,f.markContextsLoaded([b])];case 1:return g.sent(),p.addAttachContext(b),a=b.getChildren().map(function(b){return b.getRuntimeId()}),[4,c.promiseTrigger("_subtreeLoaded","subtreeLoaded",a,d.NodeSource.LoadModel)];case 2:return g.sent(),[2]}})})}),r.push(k)):p.addPendingExternalModel(k)):
+(console.assert(null===k.value.externalModelInfo),this._reifyProductOccurrence(b,c,l,n,m,p,k,r));return p};b._parseBounding=function(b,c){var g=a(b.value),e=SC.UnspecifiedMeasurementUnit;null!==g.measurementUnit&&(e=g.measurementUnit);var k=1;e===SC.UnspecifiedMeasurementUnit?e=c:c!==SC.UnspecifiedMeasurementUnit&&(k=e/c);k=(new d.Matrix).setScaleComponent(k,k,k);var h=g.nodeInfo.localTransform;null!==h&&(k=d.Matrix.multiply(h,k));h=d.Box.invalid();var q=0;for(b=b.kids;q<b.length;q++){var r=this._parseBounding(b[q],
+e);r=k.transformBox(r);h.addBox(r)}b=g.externalModelInfo;if(null!==b){if(!f.ExternalModel.isNameInfo(b))throw new d.InternalLogicError;g=b.bounding;null===g||g.isDegenerate()||(b=b.measurementUnit||SC.UnspecifiedMeasurementUnit,c!==SC.UnspecifiedMeasurementUnit&&b!==SC.UnspecifiedMeasurementUnit&&(c=b/e,c=(new d.Matrix).setScaleComponent(c,c,c),k=d.Matrix.multiply(c,k)),g=k.transformBox(g),h.addBox(g))}return h};b.parseBounding=function(b,c){var a=d.Box.invalid(),g=0;for(b=b.treeInfos;g<b.length;g++)for(var e=
+0,k=b[g].kids;e<k.length;e++){var f=this._parseBounding(k[e],c);a.addBox(f)}return a};return b}();f.ModelFile=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){var g=this;this._cameraTimeoutId=null;this._isFirstAttachment=!0;this._attachScope=0;null===d&&(d=13);console.assert(0<d);this._engine=c;this._view=b;this._callbackManager=a;this._parentToXmlAttachInfos=new Map;this._viewInfo=new f.ViewInfo(this._view);this._attachPriorityManager=new f.AttachPriorityManager;this._comparePriority=function(b,c){return g._attachPriorityManager.comparePriority(b,c)};this._attachQueue=this._createAttachQueue(d);
+this._prefetchScsQueue=this._createPrefetchScsQueue(d);this._registerCameraListener()}a.createWithEmptyModel=function(c,b,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadEmpty()];case 1:return g.sent(),[2,new a(c,b,d,e)]}})})};a.prototype._createAttachQueue=function(c){return new h.PriorityPromiseQueue(c,this._comparePriority,!1)};a.prototype._createPrefetchScsQueue=function(c){return new h.PriorityPromiseQueue(c+15,this._comparePriority,
+!1)};a.prototype._reprioritizeAttachments=function(){this._viewInfo=new f.ViewInfo(this._view);this._attachQueue.markDirty();this._prefetchScsQueue.markDirty();this._attachPriorityManager.onViewChange(this._viewInfo)};a.prototype._registerCameraListener=function(){var c=this,b=function(){c._onCameraChange()};this._callbackManager.bind({camera:b,_shutdownBegin:function(){null!==c._cameraTimeoutId&&(clearTimeout(c._cameraTimeoutId),c._cameraTimeoutId=null);c._callbackManager.unbind({camera:b})}})};
+a.prototype._onCameraChange=function(){var c=this;null!==this._cameraTimeoutId&&clearTimeout(this._cameraTimeoutId);this._cameraTimeoutId=this._engine.setTimeout(function(){c._cameraTimeoutId=null;c._reprioritizeAttachments()},500)};a.prototype._awaitAttachInfo=function(c,b,a,e,l){var g=this,k=null===e,p=new f.AttachInfoBuilder(b,a),q=!1,r=[],u=h.OpenPromise.create(),t=h.OpenPromise.create(),v=!1,w=function(){console.assert(!v);v=!0;g._cleanupAttachLowLevel();g._callbackManager.unbind(x)},z=null,
+x={_priorityMetaDataSent:function(c,a){c===b&&(p.registerPrototypeInstanceCount(a),u.resolve())},_announceModel:function(c,a){c===b&&(q=!0,p.registerMasterModelKey(a))},_inclusion:function(c,a,d){c===b&&(p.registerInclusion(a,d),r.push(d))},_remapModel:function(a,d,g){a===b&&c.remapModel(d,g)},_remapInclusion:function(a,d,g,e){a===b&&c.remapInclusion(d,g,e)},_missingModel:function(c,a){c===b&&(z=a)},_attached:function(c){if(c===b){if(!q){if(null!==z&&(k||l)){console.assert(0===r.length);t.reject(new d.MissingModelError(z));
+return}if(1!==r.length){t.reject(new d.LoadError("Bad model: Could not find master model key."));return}p.registerMasterModelKey(r[0])}c=[u];var a=g._isFirstAttachment;if(a){g._isFirstAttachment=!1;var e=g._callbackManager.promiseTrigger("_firstAttachment",null,k?h.AttachType.Direct:h.AttachType.Indirect);c.push(e)}return d.Util.waitForAll(c).catch(function(b){console.assert(!1);throw b;}).then(function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return a&&
+1===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,2];case 1:b.sent(),b.label=2;case 2:return w(),t.resolve(p),[2]}})})})}}};this._callbackManager.bind(x);return t.catch(function(b){w();throw b;})};a.prototype._createPriority=function(c,b){return this._attachPriorityManager.createPriority(this._viewInfo,c,b)};a.prototype._cleanupAttachLowLevel=function(){};a.prototype._cleanupAttachHighLevel=function(c,b,a){return __awaiter(this,void 0,void 0,
+function(){return __generator(this,function(d){switch(d.label){case 0:return d.trys.push([0,,2,3]),[4,c];case 1:return[2,d.sent()];case 2:return null!==a&&this._forgetXmlAttachment(a),this._attachPriorityManager.destroyPriority(b),[7];case 3:return[2]}})})};a.prototype.newAttachScope=function(){return++this._attachScope};a.prototype._attachByStream=function(c,b,a,e,f,n,h,p){var g=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,h);var l=this._attachQueue.push(function(){return __awaiter(g,
+void 0,void 0,function(){var d,g,e,l=this;return __generator(this,function(m){switch(m.label){case 0:d=this.newAttachScope(),g=this._awaitAttachInfo(b,d,n.get(),h,p),m.label=1;case 1:return m.trys.push([1,4,,5]),[4,c.enqueue(function(){return l._engine.attachModel(d,a,k,f,n.get())})];case 2:return m.sent(),[4,g];case 3:return[2,m.sent()];case 4:throw e=m.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},e);return this._cleanupAttachHighLevel(l,e,h)};a._getAllModelKeys=function(c){var b=
+c.getMasterModelKey();c=c.getAllInclusions();if(c[1]!==b)for(var a=2;a<c.length;a+=2)if(c[a+1]===b){var d=c[a];c[a]=c[0];c[a+1]=c[1];c[0]=d;c[1]=b;break}b=[];a=0;for(d=1;d<c.length;++a,d+=2)b[a]=c[d];return b};a.prototype.attachByNamedScsBuffer=function(c,b,g,e,l,n,m,p){return __awaiter(this,void 0,void 0,function(){var k,r,u,t,v,w=this;return __generator(this,function(q){c.getAutomaticMeasurementUnitScaling()||(n=SC.UnspecifiedMeasurementUnit);k=f.towardLoadContext(p.parent);r=d.Matrix.toMatrix12(l.m);
+u=this._createPriority(l,p);t=function(e){return __awaiter(w,void 0,void 0,function(){var l,q,u,t,v,w,x,z,G,J,K,I,L=this;return __generator(this,function(y){switch(y.label){case 0:return[4,function(){return __awaiter(L,void 0,void 0,function(){var a;return __generator(this,function(c){a=k.getScsModelKeysOf(b);return null===a?(k.initializeScsModelKeysOf(b),[2,e]):[2,a]})})}()];case 1:l=y.sent();q=k.getScsModelKeysOf(b);if(null===q)throw new d.InternalLogicError;u=this.newAttachScope();if(!(l instanceof
+Uint8Array||h.FetchApi.isSupported()&&l instanceof Response))return[3,7];v=!0;w=this._awaitAttachInfo(g,u,m.get(),p,!1);y.label=2;case 2:return y.trys.push([2,5,,6]),[4,c.enqueue(function(){var b=L._engine.attachScsBuffer(u,l instanceof Uint8Array?l:null,r,n,m.get(),v);l instanceof Uint8Array||L.streamScsData(u,l);return b})];case 3:return y.sent(),[4,w];case 4:return t=y.sent(),[3,6];case 5:throw x=y.sent(),this._cleanupAttachLowLevel(),x;case 6:return 0===q.state&&(z=a._getAllModelKeys(t),q.resolve(z)),
+[3,8];case 7:if(null===l)t=null,0===q.state&&q.resolve(null);else if(l instanceof Array){console.assert(0!==q.state);G=new f.AttachInfoBuilder(u,m.get());G.registerPrototypeInstanceCount(0);for(J=0;J<l.length;++J)K=l[J],I=this._engine.attachScsModelByKey(u,K,r,n,m.get()),G.registerInclusion(I,K),0===J&&G.registerMasterModelKey(K);t=G}else throw new d.InternalLogicError;y.label=8;case 8:return[2,t]}})})};v=function(){return __awaiter(w,void 0,void 0,function(){var a,c=this;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._prefetchScsQueue.push(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){return[2,k.toScsBuffer(b,e)]})})},u)];case 1:return a=d.sent(),p.directlyRequested=!0,[2,this._attachQueue.push(function(){return t(a)},u)]}})})}();return[2,this._cleanupAttachHighLevel(v,u,p)]})})};a.prototype.streamScsData=function(a,b){var c=this;this._callbackManager.trigger("_fetchBegin",b.url,a);var d=b.body.getReader();this._engine.setTimeout(function(){return __awaiter(c,
+void 0,void 0,function(){var c,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,d.read()];case 1:c=k.sent();g=c.done;e=c.value;if(g)return this._engine.feedScsBuffer(a,null),this._callbackManager.trigger("_fetchEnd",b.url,a),[2];this._engine.feedScsBuffer(a,e);return[3,0];case 2:return[2]}})})},0)};a.prototype._attachByScsBuffer=function(a,b,g,e,f,n){var c=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,null);var l=this._attachQueue.push(function(){return __awaiter(c,
+void 0,void 0,function(){var c,d,e,l=this;return __generator(this,function(h){switch(h.label){case 0:c=this.newAttachScope(),d=this._awaitAttachInfo(b,c,n.get(),null,!1),h.label=1;case 1:return h.trys.push([1,4,,5]),[4,a.enqueue(function(){var b=l._engine.attachScsBuffer(c,g instanceof Uint8Array?g:null,k,f,n.get(),!1);g instanceof Uint8Array||l.streamScsData(c,g);return b})];case 2:return h.sent(),[4,d];case 3:return[2,h.sent()];case 4:throw e=h.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},
+e);return this._cleanupAttachHighLevel(l,e,null)};a.prototype.simpleAttach=function(a,b,g,e,f,n,h,p){a.getAutomaticMeasurementUnitScaling()||(f=SC.UnspecifiedMeasurementUnit);if("string"===typeof g)return this._attachByStream(a,b,g,e,f,n,h,p);if(null===h)return this._attachByScsBuffer(a,b,g,e,f,n);d.Util.TypeAssert(g);d.Util.TypeAssert(h);throw new d.InternalLogicError;};a.prototype.reset=function(){this._isFirstAttachment=!0;this._attachScope=0;this._parentToXmlAttachInfos.clear();this._attachPriorityManager.reset();
+this._attachQueue.killDeferred();return this._attachQueue.waitForIdle()};a.prototype.isIdle=function(){return this._attachQueue.isIdle()};a.prototype.notifyDirectRequest=function(a){a=this._parentToXmlAttachInfos.get(a);if(void 0!==a){for(var b=!1,c=0;c<a.length;c++){var d=a[c];d.directlyRequested||(b=d.directlyRequested=!0)}b&&this._reprioritizeAttachments()}};a.prototype.registerXmlAttachInfo=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);void 0===c&&(c=[],this._parentToXmlAttachInfos.set(b,
+c));c.push(a)};a.prototype._forgetXmlAttachment=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);1===c.length?(console.assert(c[0]===a),this._parentToXmlAttachInfos.delete(b)):(console.assert(1<c.length),a=c.indexOf(a),console.assert(0<=a),c.splice(a,1))};a.prototype.maxConcurrentAttachments=function(){return this._attachQueue.maxActivePromises()};return a}();f.ScAttacher=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(){this._remappedModelKeys=new Map;this._remappedInclusionKeys=new Map}a.prototype.remapModel=function(a,b){this._remappedModelKeys.set(b,a);this._remappedInclusionKeys.has(a)||this._remappedInclusionKeys.set(a,new Map)};a.prototype.remapInclusion=function(a,b,d){a=this._remappedInclusionKeys.get(a);console.assert(void 0!==a);a.set(d,b)};a.prototype.getEffectiveModelKey=function(a){var b=this._remappedModelKeys.get(a);return void 0!==
+b?b:a};a.prototype.getEffectiveInclusionKey=function(a,b){b=this._remappedInclusionKeys.get(b);return void 0!==b&&(b=b.get(a),void 0!==b)?b:a};return a}();d.ScKeyRemapper=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return(new DOMParser).parseFromString(b,"application/xml")}function e(b){return __awaiter(this,void 0,void 0,function(){var c,d;return __generator(this,function(g){switch(g.label){case 0:return[4,h.httpRequest(b)];case 1:return c=g.sent(),d=c.responseXML,null===d&&(d=a(c.responseText)),[2,d]}})})}function c(b){if(!b.hasChildNodes)return null;b=b.firstChild;if(!(b instanceof Comment))return null;b=b.data.split(" ");if(2!==b.length||"HC"!==b[0])return null;
+b=b[1].split(".");if(2!==b.length)return null;for(var a=0;a<b.length;a++)if(!h.isBase10Number(b[a]))return null;return[parseInt(b[0],10),parseInt(b[1],10)]}function b(b){b=b.getElementsByTagName("parsererror");if(0<b.length)throw new d.XmlParseError(b[0].textContent||"unknown error");}function g(b,a,c,d){return{getAttachScope:function(){return b},getMasterModelKey:function(){return d},getModelKeys:function(){return[d]},hasInclusions:function(){return!0},getAllInclusions:function(){return[c,d]},getInclusionsOf:function(b){return b===
+d?[c,d]:[]},hasModelIncluded:function(b){return b===d},attachedInvisibly:function(){return a},prototypeInstanceCount:function(){return 0}}}var k=function(){function k(b,a,c,d,g){this._loadQueue=new h.PromiseQueue(1,!1);this._activeLoadGeneration=this._activeLoadCount=0;this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;console.assert(b.isInitialized());this._assemblyTree=b;this._scAttacher=a;this._engine=c;this._view=d;this._callbackManager=g;this._isScsSession=2===this._engine.getSessionType();
+this._nodesUntilNextSleep=2E3}k.prototype._resolveMeasurementUnits=function(b){if(this._assemblyTree.getAutomaticMeasurementUnitScaling()){var a=f.towardProductOccurrence(b.getParent());if(null===a)throw new d.InternalLogicError;var c=a.getMeasurementUnit(),g=b.getMeasurementUnit();c!==g&&(a=b.getLocalTransform(),null===a&&(a=new d.Matrix),c=g/c,a.m[0]*=c,a.m[5]*=c,a.m[10]*=c,b.setLocalTransformAsInitial(a))}};k.prototype._patchImplicitNodesByModelInc=function(b,a,c,d,g){var e=this,k=0;if(0!==d.length)for(var l,
+n=h.Lazy.create(function(){var d=b.get(),k=f.towardAttachContext(d),n=k.getAttachScope();l=k.attachedInvisibly();k=k.split(n,l,d);d.addAttachContext(k);d=new f.InclusionContext(e._assemblyTree,k,a,c);k.addInclusionContext(d);k=f.ProductOccurrence.createDynamic(e._assemblyTree,d,"Of Inclusion ("+a+")",null,null,!l,g);d.addProductOccurrence(k);return k}),m=0;m<d.length;m++){var p=d[m],q=this._assemblyTree.lookupAnyBodyByInstanceInc(a,p);if(null===q){q=n.get();var r="Implicit Body "+ ++k;q=this._assemblyTree.createMeshInstance(!0,
+a,p,null,r,q,!1,!1);l&&q.setVisibility(!1)}}};k.prototype._getPrototypeInstanceCountByAttachment=function(b){var a=new Set,c=0;b=b.getAllInclusions();for(var d=0;d<b.length;d+=2){var g=b[d],e=b[d+1];a.has(e)||(a.add(e),c+=this._assemblyTree.getInstanceCountByInclusion(g))}return c};k.prototype._patchImplicitNodesByAttachment=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,function(q){switch(q.label){case 0:return console.assert(b.isLoaded()),
+g=null,e=h.Lazy.create(function(){var d=new f.ScKeyRemapper,e=a.getMasterModelKey();g=new f.AttachContext(d,a.getAttachScope(),a.attachedInvisibly(),e,b);d=new f.InclusionContext(B._assemblyTree,g,0,0);g.addInclusionContext(d);e=f.ProductOccurrence.createDynamic(B._assemblyTree,d,"Implicit Bodies",null,null,!a.attachedInvisibly(),c);d.addProductOccurrence(e);return e}),k=a.prototypeInstanceCount(),0!==k?[3,2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,1)];case 1:k=q.sent()[0],q.label=2;
+case 2:return l=this._getPrototypeInstanceCountByAttachment(a),l===k?[2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,0)];case 3:n=q.sent();m=a.getAllInclusions();for(p=0;p<m.length;p+=2)x=m[p],y=m[p+1],A=n.get(y),void 0!==A&&this._patchImplicitNodesByModelInc(e,x,y,A,c);l=this._getPrototypeInstanceCountByAttachment(a);if(l<k)throw new d.InternalLogicError;return null===g?[2]:[4,f.markContextsLoaded([g])];case 4:return q.sent(),b.addAttachContext(g),[2]}})})};k.prototype._updateOnDemandRequests=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e;return __generator(this,function(k){if(!this._assemblyTree.onDemandRequestsActive())return[2];a=b.getChildren();c=[];d=0;for(g=a;d<g.length;d++)e=g[d],this._assemblyTree.isBeingRequested(e)&&c.push(e);return[2,this._assemblyTree.requestNodes(this,c,!0)]})})};k.prototype._populateAttachment=function(b,a,c,d,g,e){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(f){switch(f.label){case 0:return console.assert(g===
+h.AttachType.Indirect===(null!==e)),[4,this._parseRootNodes(b,a,c,d,e)];case 1:return k=f.sent(),[4,this._postProcessAttachContext(a,d,g,k)];case 2:return f.sent(),[2,k]}})})};k.prototype._postProcessAttachContext=function(b,a,c,d){return __awaiter(this,void 0,void 0,function(){var g,e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return[4,f.WalkerAsync.forceLazyPromises(d)];case 1:return n.sent(),[4,this._assemblyTree.enqueue(function(){return f.synchronizePmiVisibilities(l._engine,
+d)})];case 2:return n.sent(),(g=this._assemblyTree.markImplicitNodesOutOfHierarchy())&&(g=0<d.getChildren().length||c===h.AttachType.Indirect),[4,this._patchImplicitNodesByAttachment(b,a,g)];case 3:return n.sent(),[4,this._updateOnDemandRequests(d)];case 4:return n.sent(),e=d.getChildren(),k=e.map(function(b){return b.getRuntimeId()}),this._callbackManager.trigger("_attachmentPopulated",k),[2]}})})};k.prototype._parseRootNodes=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,
+k,l,n,m,p,q,r=this;return __generator(this,function(u){switch(u.label){case 0:return e=d.getMasterModelKey(),k=d.getInclusionsOf(e),4294967295===e&&(console.assert(0===k.length),k.push(4294967295,4294967295)),l=new f.AttachContext(c,d.getAttachScope(),d.attachedInvisibly(),e,a),null!==g&&l.setReservedNodeIdOffset(g),n=new h.PromiseQueue(1,!0),[4,this._assemblyTree.enqueue(function(){return l.getRootNodeMetaData(r._assemblyTree)})];case 1:m=u.sent();p=function(a){n.push(function(){return r._parseRootNode(b,
+l,m,k[a],k[a+1])})};for(q=0;q<k.length;q+=2)p(q);return[4,n.waitForIdle()];case 2:return u.sent(),[2,l]}})})};k.prototype._parseRootNode=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(0!==d),[4,this._populateInclusion(b,a,c,d,g)];case 1:return e=l.sent(),e.hasAuthoredId()?(console.assert(!e.isLoaded()),k=f.towardInclusionContext(e),l=k.getParent(),l=l instanceof f.AttachContext&&l.getParent()instanceof
+f.LoadContext?!0:!1,l&&this._setupRootNode(e,!1)):null===e.getName()&&(a.removeProductOccurrence(e)||console.assert(!1)),[2]}})})};k.prototype._setupRootNode=function(b,a){console.assert(!b.isAbsoluteRoot());a&&b.markIsExternalModelRoot(this._assemblyTree);this._resolveMeasurementUnits(b)};k.prototype._populateInclusion=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==d),e=new f.InclusionContext(this._assemblyTree,
+a,d,g),a.addInclusionContext(e),[4,function(){return __awaiter(l,void 0,void 0,function(){var d,g,k;return __generator(this,function(l){if(null===c||0===c.bytes.length)return d=null,null===c&&(d="Missing"),[2,f.ProductOccurrence.createDynamic(this._assemblyTree,e,d,null,null,!a.attachedInvisibly())];g=new f.AssemblyDataParser(c);k=f.ProductOccurrence.parseBinary(b,this._assemblyTree,e,g);return[2,f.ProductOccurrence.reify(b,this,this._assemblyTree,e,k,e)]})})}()];case 1:return k=n.sent(),e.addProductOccurrence(k),
+[2,k]}})})};k.prototype._rectifyLateVisibilityChange=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e;return __generator(this,function(k){c=f.towardAttachContext(a.getParent());d=f.towardProductOccurrence(a.getParent());console.assert(d===f.towardProductOccurrence(c));if(b.attachInvisibly||null===d||!d.isLoaded())return[2];g=d.isVisible();if(c.attachedInvisibly()===!g)return[2];e=g?2:0;return[2,f.updateVisibilitiesByAttachment(this._assemblyTree,this._engine,c,e)]})})};k.prototype._loadCleanup=
+function(b,a){console.assert(0<this._activeLoadCount);b.onLoadComplete();null!==a&&this._callbackManager.unbind(a);--this._activeLoadCount;this._assemblyTree.onLoadEnd();this._callbackManager.trigger("visibilityChanged",[],[])};k.prototype._wrap=function(b,a,c,g){var e=this,k=this._activeLoadGeneration;return this._loadQueue.push(function(){return __awaiter(e,void 0,void 0,function(){var e,f,l,n,m,p,q,r,u,C,E,F,H,G=this;return __generator(this,function(t){switch(t.label){case 0:this._assemblyTree.onLoadBegin();
+e=null;if(k!==this._activeLoadGeneration)throw this._loadCleanup(a,e),new d.LoadCancelledError;null===this._firstAssemblyDataHeader&&(e={_modelStructureHeaderParsed:function(b){return __awaiter(G,void 0,void 0,function(){return __generator(this,function(a){null!==e&&(null===this._firstAssemblyDataHeader&&(this._firstAssemblyDataHeader=b),this._callbackManager.unbind(e),e=null);return[2]})})}},this._callbackManager.bind(e,!0));t.label=1;case 1:return t.trys.push([1,3,,5]),[4,c];case 2:return t.sent(),
+[3,5];case 3:return f=t.sent(),[4,a.purgeContents()];case 4:throw t.sent(),this._loadCleanup(a,e),f;case 5:l=a.getParent();if(null===l)throw this._loadCleanup(a,e),new d.InternalLogicError;n=g===h.AttachType.Direct;if(!n)return[3,8];if(!a.hasChildren())return[3,6];l.addLoadContext(a);return[3,8];case 6:return[4,a.purgeContents()];case 7:t.sent(),t.label=8;case 8:this._loadCleanup(a,e);m=a.getChildren();p=[];q=0;for(r=m;q<r.length;q++)u=r[q],C=this._rectifyLateVisibilityChange(b,u),p.push(C);return[4,
+d.Util.waitForAll(p)];case 9:t.sent();if(!this._isFirstLoad)return[3,13];this._isFirstLoad=!1;a.markAsFirstLoad();E=m.map(function(b){return b.getRuntimeId()});F=!1;t.label=10;case 10:return t.trys.push([10,12,,13]),[4,this._callbackManager.promiseTrigger("_firstModelLoaded","firstModelLoaded",E,F,g)];case 11:return t.sent(),[3,13];case 12:throw H=t.sent(),console.assert(!1),H;case 13:return[2,a]}})})})};k.prototype._initLoad=function(b,a,c){++this._activeLoadCount;c=this._isScsSession&&c?new h.PromiseCache:
+null;return new f.LoadContext(b,a,c)};k._getNetMatrix=function(b,a){b=f.getNetMatrix(b);null!==a&&(b=d.Matrix.multiply(a,b));return b};k.prototype._lazyAttachInvisibly=function(b,a){return h.Lazy.create(function(){return a.attachInvisibly||!b.isVisible()})};k.prototype._loadBySingleAttach=function(b,a,c,d){var g=this,e=this._initLoad(a,d,!1);d=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var d,g,l,n,m,p,q;return __generator(this,function(r){switch(r.label){case 0:return[4,
+c];case 1:return d=r.sent(),g=new f.ScKeyRemapper,l=k._getNetMatrix(a,b.additionalMatrix),n=a.getMeasurementUnit(),m=this._lazyAttachInvisibly(a,b),[4,this._scAttacher.simpleAttach(this._assemblyTree,g,d,l,n,m,null,!1)];case 2:return p=r.sent(),[4,this._populateAttachment(b,e,g,p,h.AttachType.Direct,null)];case 3:return q=r.sent(),[4,f.markContextsLoaded([e,q])];case 4:return r.sent(),q.hasChildren()&&e.addAttachContext(q),[2,{}]}})})});return this._wrap(b,e,d,h.AttachType.Direct)};k.prototype._populateFromXml=
+function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,p,q,A,B,D;return __generator(this,function(r){switch(r.label){case 0:e=c.documentElement;k=e.firstElementChild;for(l=null;null!==k;)"ModelFile"===k.localName&&(console.assert(null===l),l=f.ModelFile.parseXml(b,this._assemblyTree,a,k,g)),k=k.nextElementSibling;if(null===l)throw new d.XmlParseError('Expected "ModelFile" element.');n=!1;if(!this._isFirstLoad)return[3,2];h=SC.UnspecifiedMeasurementUnit;this._assemblyTree.getAutomaticMeasurementUnitScaling()&&
+(m=f.towardProductOccurrence(a),h=m.getMeasurementUnit());p=f.ModelFile.parseBounding(l,h);if(p.isDegenerate())return[3,2];n=!0;return[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0,p)];case 1:r.sent(),r.label=2;case 2:return[4,f.ModelFile.reify(b,this._callbackManager,this,this._assemblyTree,a,l)];case 3:q=r.sent();A=0;for(B=q;A<B.length;A++)D=B[A],this._setupRootNode(D,!1);return!this._isFirstLoad||n?[3,5]:[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0)];case 4:r.sent(),r.label=
+5;case 5:return[2]}})})};k.prototype._loadByXml=function(a,g,e,k,l){var n=this,m=this._initLoad(g,l,!0);l=h.LazyPromise.create(function(){return __awaiter(n,void 0,void 0,function(){var l,n,p,q,r,u,t,D,C;return __generator(this,function(v){switch(v.label){case 0:return[4,e];case 1:l=v.sent();b(l);n=c(l);if(null===n||!h.versionAtLeast([8,3],n))throw new d.XmlParseError("Bad version.");p=function(b){return k(b,n)};g.addLoadContext(m);q=f.towardInclusionContext(g);r=f.towardAttachContext(q);u=this._scAttacher.newAttachScope();
+t=this._lazyAttachInvisibly(g,a);D=r.split(u,t.get(),m);m.addAttachContext(D);C=q.split(this._assemblyTree,D);D.addInclusionContext(C);return[4,this._populateFromXml(a,C,l,p)];case 2:return v.sent(),[4,f.markContextsLoaded([m,D])];case 3:return v.sent(),[2,{}]}})})});return this._wrap(a,m,l,h.AttachType.Indirect)};k.prototype._attachExternalModelByInc=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e,k,l;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==
+b.inclusionKey),c=f.towardAttachContext(a).getAttachScope(),d=b.modelKey,g=this._lazyAttachInvisibly(a,b.config),e=new f.ScKeyRemapper,k=new f.AttachContext(e,c,g.get(),d,a),[4,k.getRootNodeMetaData(this._assemblyTree)];case 1:return l=n.sent(),[4,this._populateInclusion(b.config,k,l,b.inclusionKey,b.modelKey)];case 2:return n.sent(),[2,k]}})})};k.prototype._attachExternalModelInfoByName=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,
+function(q){switch(q.label){case 0:g=new f.ScKeyRemapper;e=this._lazyAttachInvisibly(a,b.config);k=a.getMeasurementUnit();q=f.getNetMatrix(a);if(0>=k||!B._assemblyTree.getAutomaticMeasurementUnitScaling())l=q;else{var r=c.getAttachContext().getParent();null===r?r=SC.UnspecifiedMeasurementUnit:(r=r.getParent(),r=null===r?SC.UnspecifiedMeasurementUnit:r.getMeasurementUnit());r=r===SC.UnspecifiedMeasurementUnit?1:k/r;l=1===r?q:d.Matrix.multiply(q,(new d.Matrix).setScaleComponent(r,r,r))}n={bounding:b.bounding,
+parent:a,directlyRequested:!1};if(!this._isScsSession)return[3,2];this._scAttacher.registerXmlAttachInfo(n);return[4,this._scAttacher.attachByNamedScsBuffer(this._assemblyTree,b.modelName,g,b.toAttachData,l,k,e,n)];case 1:return m=q.sent()||0,[3,8];case 2:return q.trys.push([2,7,,8]),[4,b.toAttachData(b.modelName)];case 3:p=q.sent();if(null!==p&&p!==d.EmptyModelName)return[3,4];m=0;return[3,6];case 4:if("string"!==typeof p)throw d.Util.TypeAssert(p),new d.InternalLogicError;d.Util.TypeAssert(p);this._scAttacher.registerXmlAttachInfo(n);
+return[4,this._scAttacher.simpleAttach(this._assemblyTree,g,p,l,k,e,n,b.config.allowMissingExternalModels)];case 5:m=q.sent(),q.label=6;case 6:return[3,8];case 7:x=q.sent();if(b.config.allowMissingExternalModels&&x instanceof d.MissingModelError)m=1;else throw x;return[3,8];case 8:if("number"===typeof m){d.Util.TypeAssert(m);y=this._scAttacher.newAttachScope();A=!e.get();a:{r=this._assemblyTree;var u=m,t=A;q=new f.AttachContext(g,y,t,0,a);switch(u){case 0:break a;case 1:u=new f.InclusionContext(r,
+q,0,0);q.addInclusionContext(u);r=f.ProductOccurrence.createDynamic(r,u,"Missing",null,null,!t);u.addProductOccurrence(r);break a;default:q=d.Util.TypeAssertNever(u)}}return[2,q]}return[2,this._populateAttachment(b.config,a,g,m,h.AttachType.Indirect,b.reservedNodeIdOffset)]}})})};k.prototype.isIdle=function(){return 0===this._activeLoadCount?(console.assert(this._scAttacher.isIdle()),!0):!1};k.prototype.waitOnCurrentLoads=function(){return this._loadQueue.waitOnLatest()};k.prototype.cancelPendingLoads=
+function(){++this._activeLoadGeneration;return this.waitOnCurrentLoads()};k.prototype.loadByStream=function(b,a,c){return c===d.EmptyModelName?(b=new f.LoadContext(a,d.EmptyModelName,null),Promise.resolve(b)):this._loadBySingleAttach(b,a,Promise.resolve(c),c)};k.prototype.loadByScsBuffer=function(b,a,c){return this._loadBySingleAttach(b,a,Promise.resolve(c),"*SCS Buffer*")};k.prototype.loadByScsFile=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){if(h.FetchApi.isSupported())return[2,
+this._loadBySingleAttach(b,a,h.FetchApi.request(c),c)];d=h.httpRequestBuffer(c);return[2,this._loadBySingleAttach(b,a,d,c)]})})};k.prototype.loadByXmlDoc=function(b,c,d,g){d="string"===typeof d?a(d):d;return this._loadByXml(b,c,Promise.resolve(d),g,"*XML Document*")};k.prototype.loadByXmlFile=function(b,a,c,d){var g=e(c);return this._loadByXml(b,a,g,d,c)};k.prototype.attachByExternalModelInfo=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,h,m;return __generator(this,
+function(p){switch(p.label){case 0:return f.ExternalModel.isNameInfo(b)?[4,this._attachExternalModelInfoByName(b,a,c)]:[3,2];case 1:return g=p.sent(),[3,4];case 2:return[4,this._attachExternalModelByInc(b,a)];case 3:g=p.sent(),p.label=4;case 4:e=[];k=g.getChildren();l=0;for(n=k;l<n.length;l++)h=n[l],this._setupRootNode(h,!0),m=this._rectifyLateVisibilityChange(b.config,h),e.push(m);return[4,d.Util.waitForAll(e)];case 5:return p.sent(),[2,g]}})})};k.prototype.loadByAssemblyData=function(b,a,c,d){return __awaiter(this,
+void 0,void 0,function(){var e,k,l,n,m,p,q,y,A=this;return __generator(this,function(r){e=h.AttachType.Direct;k=c[0];l=c[1];n=this._scAttacher.newAttachScope();m=!a.isVisible();p=g(n,m,k,l);q=this._initLoad(a,"*Assembly Data*",!1);y=h.LazyPromise.create(function(){return __awaiter(A,void 0,void 0,function(){var a,c,g;return __generator(this,function(h){switch(h.label){case 0:return a=new f.ScKeyRemapper,c=p.getMasterModelKey(),g=new f.AttachContext(a,n,p.attachedInvisibly(),c,q),[4,this._parseRootNode(b,
+g,d,k,l)];case 1:return h.sent(),[4,this._postProcessAttachContext(q,p,e,g)];case 2:return h.sent(),[4,f.markContextsLoaded([q,g])];case 3:return h.sent(),g.hasChildren()&&q.addAttachContext(g),[2,{}]}})})});return[2,this._wrap(b,q,y,e)]})})};k.prototype.reset=function(){this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;return this._scAttacher.reset()};k.prototype.notifyDirectRequest=function(b){this._scAttacher.notifyDirectRequest(b)};k.prototype.onLoadChildProductOccurrence=function(){if(0===
+this._nodesUntilNextSleep)return this._nodesUntilNextSleep=2E3,this._engine.sleep(10);--this._nodesUntilNextSleep};k.prototype.firstAssemblyDataHeader=function(){return this._firstAssemblyDataHeader};return k}();f.TreeLoader=k})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a){var b=a.getCamera(),c=b.getPosition(),e=b.getTarget();e=d.Point3.subtract(e,c);var f=e.length();1E-7>f&&(f=1E-7);this._eyeDistanceInverse=1/f;e.scale(this._eyeDistanceInverse);a=a.getFullCameraMatrix();this._frustum=h.ConvexVolume.createFrustumFromMatrix(a);this._viewProjectionW=h.col4(a,3);this._cameraIsOrtho=b.getProjection()===d.Projection.Orthographic;this._position=h.toVec3(c);this._eye=h.toVec3(e)}a.prototype.calculateAttachHeuristic=
+function(a,b){var c=0;if(this._frustum.axisAlignedBoxNotOutside(b,a))return a=h.squaredNorm3(a),a=h.projectSquaredSize(b,a,this._viewProjectionW),0<a&&(c=h.sub3(b,this._position),b=1/(h.dot3(this._eye,c)*this._eyeDistanceInverse+1E-5),c=h.scale3(1/h.norm3(c),c),c=h.dot3(this._eye,c),b=Math.pow(b,6),this._cameraIsOrtho||(b*=5*Math.pow(c,10)),1E-5>b&&(b=1E-5),c=a*b),console.assert(0<=c),-c-1;c=1/(1+Math.exp(h.norm3(a)));console.assert(0<=c&&1>c);return c};return a}();f.ViewInfo=a})(h.Tree||(h.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){}a._parseUint_32=function(a){if(!h.isBase10Number(a))return null;a=parseInt(a,10);return 4294967295>=a?a:null};a._parseFloat=function(a){a=parseFloat(a);return isNaN(a)?null:a};a.parseFloat=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseFloat(a)};a._parseScKey=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseDataKey=function(a,b){return this._parseScKey(a,b)};a.parseMeshKey=
+function(a,b){return this._parseScKey(a,b)};a.parseInstanceKeyFromInc=function(a,b){a=a.getAttribute(b);if(null===a)return null;a=a.split(" ");return 2!==a.length||null===this._parseUint_32(a[0])?null:this._parseUint_32(a[1])};a.parseNodeId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseLayerId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseUint=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};
+a.parseUints=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/[0-9]+/g)||[];b<c.length;b++){var d=this._parseUint_32(c[b]);if(null===d)return null;a.push(d)}return a};a.parseFloats=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/\S+/g)||[];b<c.length;b++){var d=this._parseFloat(c[b]);if(null===d)return null;a.push(d)}return a};a.parseNodeIds=function(a,b){return this.parseUints(a,b)};a._parsePoint3=function(a,b){a=a.getAttribute(b);
+if(null===a)return null;a=a.split(" ");if(3!==a.length)return null;b=[];for(var c=0;c<a.length;c++){var e=Number(a[c]);if(isNaN(e))return null;b.push(e)}return new d.Point3(b[0],b[1],b[2])};a.parseBounding=function(a,b){a=a.getElementsByTagName(b);if(1!==a.length)return null;b=a[0];a=this._parsePoint3(b,"Min");if(null===a)return null;b=this._parsePoint3(b,"Max");return null===b?null:new d.Box(a,b)};return a}();f.XmlParser=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){function a(a,b){var c="number"===typeof a;return c===("number"===typeof b)?a<b?-1:a>b?1:0:c?-1:1}var e=function(){function a(){console.assert(!1)}a.parseXml=function(b,a){var c=f.XmlParser.parseNodeId(a,"Id");null===c&&(console.assert(!1),c=b.generateDynamicNodeId());b=a.getAttribute("Name");for(var d=null,g=[],e=a.firstElementChild;null!==e;){if("Transformation"===e.localName)console.assert(null===d),d=f.Transform.parseXml(e),d.isIdentity()&&(d=null);else if("Attributes"===e.localName)for(var h=
+e.firstElementChild;null!==h;){console.assert("Attr"===h.localName);var q=f.Attribute.parseXml(h);g.push(q);h=h.nextElementSibling}e=e.nextElementSibling}e=a.getAttribute("ExchangeId");a=f.XmlParser.parseLayerId(a,"LayerId");return{nodeId:c,bits:1073741824,name:b,localTransform:d,attributes:g,header:f.AssemblyDataHeader.dynamic,exchangeId:e,layerId:a,genericTypeId:null,genericId:null,userDatas:null}};a.parseBinary=function(b,a,c){c.hasBits1(1)?b=a.parseNodeId():(console.assert(!1),b=b.generateDynamicNodeId());
+var d=c.hasBits1(2)?a.parseCString():null,g=1073741824;if(c.hasBits1(4)){var e=a.parseVisibility();e.shown||(g&=-1073741825);e.removed&&(g|=536870912)}e=null;c.hasBits1(8)&&(e=f.Transform.parseBinary(a),e.isIdentity()&&(e=null));var k=null;c.hasBits1(256)&&(k=a.parseDataKey());var h=c.hasBits1(33554432)?a.parseCString():null,r=c.hasBits1(67108864)?a.parseLayerId():null,u=null;c.hasBits2(16)&&(u=a.parseGenericTypeId());var t=null;c.hasBits2(32)&&(t=a.parseGenericId());var v=null;if(c.hasBits1(536870912)){v=
+new Map;c=a.parseCount_32();for(var w=0;w<c;++w){var z=a.parseUserDataIndex(),x=a.parseCount_32();x=a.parseBytes(x);v.set(z,x)}}return{nodeId:b,bits:g,name:d,localTransform:e,attributes:null!==k?k:[],header:a.getHeader(),exchangeId:h,layerId:r,genericTypeId:u,genericId:t,userDatas:v}};return a}();f.Node=e;e=function(){function c(b,a,e){this._bits=0;this._nodeId=e.nodeId;this._bits=e.bits;null!==e.name&&(this._name=e.name);null!==e.localTransform&&(this._localTransform=e.localTransform.copy());"number"===
+typeof e.attributes?this._lazyAttributes=c._lazyLoadAttributes(b,a,e.attributes,e.header):0<e.attributes.length&&(this._lazyAttributes=h.LazyPromise.create(e.attributes));null!==e.exchangeId&&(this._exchangeId=e.exchangeId);null!==e.layerId&&(this._layerId=e.layerId);null!==e.genericTypeId&&(this._genericTypeId=e.genericTypeId);null!==e.genericId&&(this._genericId=e.genericId);null!==e.userDatas&&(this._userDatas=d.Util.copyMap(e.userDatas))}c._lazyLoadAttributes=function(b,a,c,d){var g=this;return h.LazyPromise.create(function(){return __awaiter(g,
+void 0,void 0,function(){var g,e,k,l,n,h;return __generator(this,function(m){switch(m.label){case 0:return g=b.getAbstractScEngine(),[4,b.enqueue(function(){return g.safeGetMetaData(a,c)})];case 1:e=m.sent();k=[];if(null!==e)for(l=new f.AssemblyData(d,e),n=new f.AssemblyDataParser(l);n.hasNext();)h=f.Attribute.parseBinary(n),k.push(h);return[2,k]}})})})};c.prototype.hasAuthoredId=function(){return f.isAuthoredId(this._nodeId)};c.prototype.getAuthoredId=function(){return f.getAuthoredId(this._nodeId)};
+c.prototype.getName=function(){return void 0!==this._name?this._name:null};c.prototype.getExchangeId=function(){return void 0!==this._exchangeId?this._exchangeId:null};c.prototype.getAuthoredLayerId=function(){return void 0!==this._layerId?this._layerId:null};c.prototype.getGenericTypeId=function(){return void 0!==this._genericTypeId?this._genericTypeId:null};c.prototype.getGenericId=function(){return void 0!==this._genericId?this._genericId:null};c.prototype._hasBits=function(b){return h.hasBits(this._bits,
+b)};c.prototype.isLoaded=function(){return this._hasBits(-2147483648)};c.prototype.markLoaded=function(){this._bits|=-2147483648};c.prototype._setVisibility=function(b){this._bits|=524288;this._bits=b?this._bits|262144:this._bits&-262145};c.prototype.isVisible=function(){return this._hasBits(524288)?this._hasBits(262144):this.isInitiallyShown()};c.prototype.isInitiallyShown=function(){return this._hasBits(536870912)?!1:this._hasBits(1073741824)};c.prototype.setLocalTransformAsInitial=function(b){this._localTransform=
+b.copy()};c.prototype.overrideLocalTransform=function(b){this._localTransformOverride=b.copy()};c.prototype.hasLocalTransformOverride=function(){return void 0!==this._localTransformOverride};c.prototype.removeLocalTransformOverride=function(){console.assert(void 0!==this._localTransformOverride);delete this._localTransformOverride};c.prototype.getLocalTransform=function(){return void 0!==this._localTransformOverride?this._localTransformOverride:void 0!==this._localTransform?this._localTransform:null};
+c.prototype.getAttributes=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(a){return void 0!==this._lazyAttributes?[2,this._lazyAttributes.then(function(a){if(void 0!==b._lazyAttributes){for(var c=0;c<a.length;c++)b.addAttribute(a[c]);delete b._lazyAttributes}return b.getAttributes()})]:[2,h.TerseArray.toArray(this._attributes)]})})};c.prototype.addAttribute=function(b){this._attributes=h.TerseArray.push(this._attributes,b)};c.prototype.getUserDataIndices=
+function(){var b=[];void 0!==this._userDatas&&this._userDatas.forEach(function(a,c){b.push(c)});return b.sort(a)};c.prototype.getUserData=function(b){if(void 0!==this._userDatas){var a=this._userDatas.get(b);if(void 0!==a)return a}throw new d.InvalidIndexError(b);};return c}();f.NodeMixin=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function a(a,c,d,g){c=b.call(this,a,c,g.nodeInfo)||this;c._bits|=g.bits;c._parent=d;c._instanceInc=[g.inclusionKey,g.instanceKey];d=c.getAuthoredLayerId();null!==d&&a.registerNodeInLayer(c,d);null===d||c.isOutOfHierarchy()||a.registerTreeNodeInLayer(c,d);return c}__extends(a,b);a.prototype.setRequested=function(){this._bits|=1024};a.prototype.isRequested=function(){return this._hasBits(1024)};a.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};
+a.prototype.preventFromResetting=function(){return this._hasBits(16384)};a.prototype.getInstanceInc=function(){return this._instanceInc};a.prototype.getParent=function(){return this._parent};return a}(f.NodeMixin);f.BodyMixin=a;var e=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;a.registerBodyInstance(c);return c}__extends(a,b);a.parseXml=function(b,a,c){b=f.Node.parseXml(b,a);a=f.XmlParser.parseInstanceKeyFromInc(a,"MeshInstanceKey");if(null===a)throw new d.XmlParseError('Expected "MeshInstanceKey" attribute.');
+return{nodeInfo:b,inclusionKey:c,instanceKey:a,bits:0}};a.parseBinary=function(b,a,c){var g=f.towardAttachContext(a),e=g.getRemapper(),k=g.getMasterModelKey();g=c.parseNodeParseBits();b=f.Node.parseBinary(b,c,g);a=g.hasBits1(131072)?c.parseInclusionKey(e,k):a.getInclusionKey();if(!g.hasBits1(262144))throw new d.AssemblyDataParseError('Expected "ScInstanceKey" in binary data.');c=c.parseInstanceKey();return{nodeInfo:b,inclusionKey:a,instanceKey:c,bits:0}};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);
+b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.createDynamic=function(b,c,d,g,e,h,r){var k=f.towardInclusionContext(h),l=f.towardAttachContext(k).getMasterModelKey();c={nodeInfo:{nodeId:b.massageAuthoredUserId(k,g),bits:1073741824,name:e,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:c,instanceKey:d,bits:r};return new a(b,l,h,c)};a.prototype.getName=function(){var a=
+b.prototype.getName.call(this);if(null!==a)return a;a=this.getParent().getBodyInstances();if(1<a.length){for(var c=0;c<a.length;++c)if(this===a[c])return"body "+(c+1);console.assert(!1)}return"body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.BodyInstance=e;var c=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;
+a.registerPmiBody(c);return c}__extends(a,b);a.parseBinary=function(b,a,c,d){b=e.parseBinary(b,a,c);d&&(d=b.nodeInfo,d=__assign({},d,{bits:d.bits&-1073741825}),b=__assign({},b,{nodeInfo:d}));return b};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=function(){var b=this.getName();return null!==b?b:"PMI body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();
+this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.PmiBody=c;a=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;c._bits&=-1073741825;a.registerViewFrame(c);return c}__extends(a,b);a.parseXml=function(b,a,c){return e.parseXml(b,a,c)};a.parseBinary=function(b,a,c){return e.parseBinary(b,a,c)};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=
+function(){var b=this.getName();return null!==b?b:"CAD View frame"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.ViewFrame=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,a){var c=new h.PromiseQueue(1,!0);c.push(function(){return b.clear()});for(var d=function(a){c.push(function(){return b.addPlane(a,null)})},g=0;g<a.length;g++)d(a[g]);return c.waitForIdle()}function e(b,a){a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}var c=function(b){function c(a,g,e,m,p){var k=this,l=f.towardAttachContext(g).getMasterModelKey();k=b.call(this,a,l,{nodeId:e.nodeId,bits:0,name:e.name,localTransform:null,
+attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._parent=p;k._bits|=e.bits;k._activatedCuttingSectionIndex=null;null!==e.camera&&(k._camera={initial:e.camera.copy(),derived:e.camera.copy()});k._instanceMarkupKeysToShow=d.Util.toSet(e.instanceMarkupKeysToShow);c.isAuthoredViewInfo(e,m)?(k._nodesToShow=c._toRuntimeIds(g,e.nodesToShow),k._nodesToHide=c._toRuntimeIds(g,e.nodesToHide),0<e.transformMap.size&&(k._transformMap=
+new Map,e.transformMap.forEach(function(b,a){a=g.toRuntimeId(a);k._transformMap.set(a,b.copy())}))):(k._nodesToShow=d.Util.toSet(e.nodesToShow),k._nodesToHide=d.Util.toSet(e.nodesToHide),0<e.transformMap.size&&(k._transformMap=d.Util.copyMap(e.transformMap)));null!==e.viewFrameInfo&&(k._viewFrame=k._loadViewFrame(a,l,e.viewFrameInfo));0<e.cuttingPlanes.length&&(k._cuttingPlanes=h.TerseArray.fromArray(e.cuttingPlanes));a.registerCadView(k);return k}__extends(c,b);c.parseXml=function(b,a,c){var g=0,
+e=f.XmlParser.parseNodeId(a,"Id");if(null===e)throw new d.XmlParseError('Expected "Id" attribute.');var k=a.getAttribute("Name");if(null===k)throw new d.XmlParseError('Expected "Name" attribute');var l=function(b,a,c,g){b=b.getAttribute("Enabled");if(null===b)throw new d.XmlParseError("Expected "+c+" attribute");return a=h.setBit(a,g,"1"===b)},n=a.getAttribute("isAnnotationView");g=null===n?h.setBit(g,134217728,!1):h.setBit(g,134217728,"true"===n);var t=n=null,v=[],w=[],z=[],x=new Map,y=[],A=function(b){var a=
+f.XmlParser.parseUint(b,"Projection");if(null===a)throw new d.XmlParseError('Expected "Projection" attribute');var c=b.getAttribute("field");if(null===c)throw new d.XmlParseError('Expected "field" attribute');var g=c.split(" ");if(2!==g.length)throw new d.XmlParseError("Expected 2 field values");c=parseFloat(g[0]);g=parseFloat(g[1]);b=b.getAttribute("definition");if(null===b)throw new d.XmlParseError('Expected "definition" attribute');var e=b.split(" ");if(9!==e.length)throw new d.XmlParseError("Expected 9 definition values");
+var k=function(b,a){return new d.Point3(parseFloat(b[a]),parseFloat(b[a+1]),parseFloat(b[a+2]))};b=k(e,0);var l=k(e,3);e=k(e,6);return d.Camera.create(b,l,e,a,c,g)},B=function(b){var a=[];if(null===f.XmlParser.parseUint(b,"Count"))throw new d.XmlParseError('Expected "PMIToShow Count" attribute');b=f.XmlParser.parseNodeIds(b,"IDs");if(null===b)throw new d.XmlParseError('Expected "PMIToShow Ids" attribute');for(var c=0;c<b.length;c+=2)a.push(b[c+1]);return a},D=function(b){var a=[],c=f.XmlParser.parseUint(b,
+"Count");if(null===c)throw new d.XmlParseError('Expected "ClipPlanes Count" attribute');b=f.XmlParser.parseFloats(b,"Plane");if(null===b)throw new d.XmlParseError('Expected "Plane" attribute');if(b.length/4!==c)throw new d.XmlParseError("Expected "+c+" Planes");for(c=0;c<b.length;c+=4)a.push(d.Plane.createFromCoefficients(b[c],b[c+1],b[c+2],b[c+3]));return a},C=function(b){var a=new Map,c=f.XmlParser.parseUint(b,"Count");if(null===c)throw new d.XmlParseError('Expected "IDLocalTransform Count" attribute');
+b=f.XmlParser.parseFloats(b,"IDTransform");if(null===b)throw new d.XmlParseError('Expected "IDTransform" attribute');if(b.length/13!==c)throw new d.XmlParseError("Expected "+c+" IDTransform values");for(c=0;c<b.length;c+=13){var g=b[c],e=b,k=c,l=new d.Matrix;l.m[1]=e[k+1];l.m[2]=e[k+2];l.m[3]=e[k+3];l.m[4]=e[k+4];l.m[6]=e[k+5];l.m[7]=e[k+6];l.m[8]=e[k+7];l.m[9]=e[k+8];l.m[11]=e[k+9];l.m[12]=e[k+10];l.m[13]=e[k+11];l.m[14]=e[k+12];a.set(g,l)}return a};for(a=a.firstElementChild;null!==a;)"Camera"===
+a.localName?(console.assert(null===n),n=A(a)):"Frame"===a.localName?t=f.ViewFrame.parseXml(b,a,c.getInclusionKey()):"PMIToShow"===a.localName?v=B(a):"InstanceToShow"===a.localName?w=f.XmlParser.parseNodeIds(a,"IDs"):"InstanceToHide"===a.localName?z=f.XmlParser.parseNodeIds(a,"IDs"):"ClipPlanes"===a.localName?y=D(a):"IDLocalTransform"===a.localName?x=C(a):"IsCameraSet"===a.localName?g=l(a,g,"IsCameraSet",67108864):"IsPMIFilteringSet"===a.localName?g=l(a,g,"IsPMIFilteringSet",33554432):"IsGeomFilteringSet"===
+a.localName?g=l(a,g,"IsGeomFilteringSet",16777216):"IsCrosssectionSet"===a.localName?g=l(a,g,"IsCrosssectionSet",8388608):"IsExplosionSet"===a.localName?g=l(a,g,"IsExplosionSet",4194304):"IsCombineState"===a.localName&&(g=l(a,g,"IsCombineState",2097152)),a=a.nextElementSibling;return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:v,viewFrameInfo:t,nodesToShow:null===w?[]:w,nodesToHide:null===z?[]:z,transformMap:x,cuttingPlanes:y,bits:g}};c.parseBinary=function(b,a,c){var g=c.parseViewParseBits(),
+e=c.parseNodeId(),k=null;h.hasBits(g,1)&&(k=c.parseCString());var l=0,n=!1;h.hasBits(g,256)?(n=!0,k+=" # Annotation View"):null!==k&&0<=k.indexOf("# Annotation View")&&(n=!0);n&&(l|=134217728);h.hasBits(g,1024)||(l|=33554432);h.hasBits(g,2048)||(l|=16777216);h.hasBits(g,4096)||(l|=8388608);h.hasBits(g,8192)||(l|=4194304);h.hasBits(g,16384)&&(l|=2097152);var t=h.hasBits(g,32768);t&&(l|=1048576);n=null;if(h.hasBits(g,2)){t=t?d.Projection.Perspective:d.Projection.Orthographic;var v=c.parsePoint3_32(),
+w=c.parsePoint3_32(),z=c.parsePoint3_32(),x=c.parseFloat_32(),y=c.parseFloat_32();!h.hasBits(g,512)&&(l|=67108864,n=d.Camera.create(v,w,z,t,x,y),0>x||0>y)&&(l|=8192)}t=[];if(h.hasBits(g,4))for(w=c.parseCount_32(),v=0;v<w;++v)z=c.parseInstanceKey(),t.push(z);w=null;h.hasBits(g,8)&&(w=f.ViewFrame.parseBinary(b,a,c));b=[];if(h.hasBits(g,16))for(a=c.parseCount_32(),v=0;v<a;++v)z=c.parseNodeId(),b.push(z);a=[];if(h.hasBits(g,32))for(z=c.parseCount_32(),v=0;v<z;++v)x=c.parseNodeId(),a.push(x);z=new Map;
+if(h.hasBits(g,64))for(x=c.parseCount_32(),v=0;v<x;++v){y=c.parseNodeId();var A=f.Transform.parseBinary(c);z.set(y,A)}x=[];if(h.hasBits(g,128))for(g=c.parseCount_32(),v=0;v<g;++v)y=c.parsePlane3_32(),x.push(y);return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:t,viewFrameInfo:w,nodesToShow:b,nodesToHide:a,transformMap:z,cuttingPlanes:x,bits:l}};c.reify=function(b,a,d,g){var e=f.towardAttachContext(a);b=new c(b,a,d,0,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};c.createDynamic=function(b,
+a,d,g,e,h,r,u,t){for(var k=f.towardInclusionContext(a),l=b.generateDynamicNodeId(),n=[],m=0;m<e.length;m++)for(var p=0,q=e[m].getPmiBodies();p<q.length;p++){var B=q[p],D=f.towardInclusionContext(B);console.assert(k===D);B=B.getInstanceInc()[1];n.push(B)}return new c(b,k,{nodeId:l,name:d,camera:g,instanceMarkupKeysToShow:n,viewFrameInfo:null,nodesToShow:h,nodesToHide:r,transformMap:u,cuttingPlanes:null!==t?[t]:[],bits:67108864},1,a)};c.isAuthoredViewInfo=function(b,a){return 0===a};c._toRuntimeIds=
+function(b,a){for(var c=new Set,d=0;d<a.length;d++){var g=b.toRuntimeId(a[d]);c.add(g)}return c};c.prototype._loadViewFrame=function(b,a,c){return f.ViewFrame.reify(b,a,this,c)};c.prototype.getViewFrame=function(){return void 0!==this._viewFrame?this._viewFrame:null};c.prototype.getParent=function(){return this._parent};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};c.prototype.getBranchVisibility=function(){var b=this.isVisible()?2:1;void 0===this._viewFrame||this._viewFrame.isOutOfHierarchy()||
+(b|=this._viewFrame.isVisible()?2:1);return b};c.prototype.setVisibility=function(b){this._setVisibility(b)};c.prototype.isPmiFilteringSet=function(){return this._hasBits(33554432)};c.prototype.deactivate=function(b){var a=Promise.resolve();null!==this._activatedCuttingSectionIndex&&(b=b.getCuttingSection(this._activatedCuttingSectionIndex),null!==b&&(a=b.clear()),this._activatedCuttingSectionIndex=null);return a};c.prototype.activate=function(b,a,c,d,g,e,f){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(k){switch(k.label){case 0:return console.assert(null===this._activatedCuttingSectionIndex),[4,this._activateView(b,a,c,d,f)];case 1:return k.sent(),[2,this._activateCamera(b,a,g,e)]}})})};c.prototype._activateView=function(b,c,g,m,p){return __awaiter(this,void 0,void 0,function(){var k,l,n,t,v,w,z,x,y,A,B,D=this;return __generator(this,function(q){switch(q.label){case 0:return k=b.getRootNode(),null!==p&&console.assert(p.isAConfigurationNode()),l=0,n=new Map,t=[],v=[],w=e,void 0!==this._transformMap&&
+(w=function(b,a){var c=D._transformMap,d=a.getRuntimeId();c=c.get(d);void 0!==c?(a.overrideLocalTransform(c),b.push(a)):a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}),z={enterProductOccurrence:function(b){(p===b||0<l)&&++l;var a=b.forEachPmi(function(b){var a=b.getPmiBodies();if(0!==a.length){var c=!0;if(D.isPmiFilteringSet()){c=!1;for(var d=0;d<a.length;d++){var g=a[d];g=g.getInstanceInc()[1];if(D._instanceMarkupKeysToShow.has(g)){c=!0;break}}}null!==p&&(c=c&&0<l);
+n.set(b,c);for(b=0;b<a.length;b++)g=a[b],n.set(g,c)}}).then(function(){var a=b.getRuntimeId();D._nodesToHide.has(a)||b.isADrawingSheetNode()?n.set(b,!1):D._nodesToShow.has(a)&&(null!==p?n.set(b,0<l):n.set(b,!0));w(t,b);return b.forEachCadView(function(b){if(void 0!==b._viewFrame){var a=b===D;null!==p&&(a=a&&0<l);n.set(b,a);n.set(b._viewFrame,a)}})});v.push(a)},leaveProductOccurrence:function(){0<l&&--l},enterAnyBody:function(b){w(t,b);for(var a=null,c=b.getParent();null!==c&&null===a&&!(c instanceof
+f.Pmi);){var d=c.getRuntimeId();D._nodesToHide.has(d)?(a=!1,n.set(c,!1)):D._nodesToShow.has(d)&&(a=!0,n.set(c,!0));c=f.towardContainerNode(c.getParent())}null===a&&(d=b.getRuntimeId(),D._nodesToShow.has(d)?n.set(b,!0):D._nodesToHide.has(d)&&n.set(b,!1));null!==p&&0===l&&n.set(b,!1)}},[4,f.WalkerAsync.walk(z,k,f.WalkRestriction.None)];case 1:return q.sent(),[4,Promise.all(v)];case 2:return q.sent(),x=[],y=f.updateVisibilities(b,c,g,k,n,!0,!1,null),x.push(y),y=f.updateScMatrices(c,g,t,!1),x.push(y),
+[4,d.Util.waitForAll(x)];case 3:q.sent();A=h.TerseArray.toArray(this._cuttingPlanes);if(!(0<A.length))return[3,5];B=m.getCuttingSection(4);if(null===B)return[3,5];this._activatedCuttingSectionIndex=4;return[4,a(B,A)];case 4:return q.sent(),[2,B.activate()];case 5:return[2]}})})};c.prototype._activateCamera=function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N,R,O,P,S,Q,T,U,V,W,X;return __generator(this,function(p){switch(p.label){case 0:return e=
+this._camera,void 0!==e?[3,3]:b.disableAutomaticFitWorld()?[3,2]:[4,c.fitWorld(g)];case 1:p.sent(),p.label=2;case 2:return[2];case 3:k=f.towardAttachRoot(this);l=f.towardAttachContext(k);n=f.towardProductOccurrence(l);h=f.getNetMatrix(l);null!==n&&(m=k.getMeasurementUnit(),w=n.getMeasurementUnit(),m!==w&&(z=m/w,x=new d.Matrix,x.setScaleComponent(z,z,z),h=d.Matrix.multiply(x,h)));e.derived=e.initial.transform(h);if(!this._hasBits(8192))return[3,8];y=!1;return void 0===this._viewFrame?[3,5]:[4,f.getBoundingByNodeId(b,
+a,[this._viewFrame.getRuntimeId()],7,!1,y)];case 4:return B=p.sent(),[3,7];case 5:return[4,a.getModelBounding(!0,!1,y)];case 6:B=p.sent(),p.label=7;case 7:return A=B,D=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition()),C=A.extents().length(),E=D.copy().normalize().scale(C),F=A.center(),H=d.Point3.subtract(F,E),e.derived.setPosition(H),e.derived.setTarget(F),e.derived.setWidth(C),e.derived.setHeight(C),[2,c._setCameraPromise(e.derived,g)];case 8:if(e.derived.getProjection()!==d.Projection.Orthographic)return[3,
+10];G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());return[4,a.getModelBounding(!0,!1,!1)];case 9:return A=p.sent(),J=d.Point3.subtract(A.center(),e.derived.getPosition()),K=1/G.length(),I=K*d.Point3.dot(G,J),0<I&&(G.scale(K),L=Math.max(e.derived.getWidth(),e.derived.getHeight()),M=d.Point3.add(e.derived.getPosition(),d.Point3.scale(G,I)),N=d.Point3.subtract(M,d.Point3.scale(G,2.5*L)),e.derived.setPosition(N),e.derived.setTarget(M)),[2,c._setCameraPromise(e.derived,g)];case 10:if(e.derived.getProjection()!==
+d.Projection.Perspective)return[3,12];R=.01;return[4,a.getModelBounding(!0,!1,!1)];case 11:A=p.sent();O=d.Point3.subtract(A.max,A.min).length();G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());P=G.length();S=P/O;if(0===O||S>R)return[2,c._setCameraPromise(e.derived,g)];Q=O*R*1.001;T=e.derived.getWidth()/P;U=e.derived.getHeight()/P;V=T*Q;W=U*Q;X=G.copy().normalize().scale(Q);F=d.Point3.add(e.derived.getPosition(),X);e.derived.setTarget(F);e.derived.setWidth(V);e.derived.setHeight(W);
+return[2,c._setCameraPromise(e.derived,g)];case 12:return[2,c._setCameraPromise(e.derived,g)]}})})};c.prototype.hasPmi=function(b){var a=f.towardInclusionContext(this).getInclusionKey(),c=f.towardInclusionContext(b).getInclusionKey();if(a!==c)return!1;a=0;for(b=b.getPmiBodies();a<b.length;a++)if(c=b[a].getInstanceInc()[1],this._instanceMarkupKeysToShow.has(c))return!0;return!1};c.prototype.isAnnotationView=function(){return this._hasBits(134217728)};c.prototype.setViewFrame=function(b){console.assert(void 0===
+this._viewFrame);this._viewFrame=b};return c}(f.NodeMixin);f.CadView=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b,e,f.nodeInfo)||this;g._inclusionContextForNodeId=c;g._modelKey=e;0<f.repItemInfos.length&&(c=g._loadRepresentationItems(b,e,f.repItemInfos),g._repItems=d.TerseArray.fromArray(c));b.registerPartDefinition(g);return g}__extends(c,a);c.parseXml=function(b,a){var c=f.Node.parseXml(b,a);if(null===c.name){var d=a.getAttribute("FilePath");null!==d&&(c=__assign({},c,{name:d}))}d=[];for(a=a.firstElementChild;null!==
+a;){if("Body"===a.localName){var g=f.RepresentationItem.parseXml(b,a);d.push(g)}a=a.nextElementSibling}return{nodeInfo:c,repItemInfos:d}};c.parseBinary=function(b,a){var c=a.parseNodeParseBits(),d=f.Node.parseBinary(b,a,c),g=[];if(c.hasBits1(1024)){c=a.parseCount_32();for(var e=0;e<c;++e){var h=f.RepresentationItem.parseBinary(b,a);g.push(h)}}return{nodeInfo:d,repItemInfos:g}};c.reify=function(b,a,d,e){return new c(b,a,d,e)};c.createDynamic=function(b,a,d){var g=b.getRootNode();g=f.towardInclusionContext(g);
+a={nodeInfo:{nodeId:b.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},repItemInfos:[]};return new c(b,g,0,a)};c.createMissing=function(b){b=this.createDynamic(b,null,null);b._bits|=4096;return b};c.prototype.isMissing=function(){return this._hasBits(4096)};c.prototype._loadRepresentationItems=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.RepresentationItem.reify(b,
+a,c[g],this);this._addRepresentationItem(e);d.push(e)}return d};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._inclusionContextForNodeId)};c.prototype.getInclusionContextForNodeId=function(){return this._inclusionContextForNodeId};c.prototype.addReferrer=function(b){var a=f.towardLoadContext(b),c=f.towardLoadContext(this._inclusionContextForNodeId);console.assert(a===c);this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype.createRepItem=function(b,a){b=f.RepresentationItem.createDynamic(b,
+a,null,this._modelKey,this);this._addRepresentationItem(b);return b};c.prototype._addRepresentationItem=function(b){this._repItems=d.TerseArray.push(this._repItems,b)};c.prototype.getRepresentationItems=function(){return d.TerseArray.toArray(this._repItems)};c.prototype.getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype.removeAllReferrers=function(){for(var b=0,a=this.getReferrers();b<a.length;b++){var c=a[b].removePartDefinition();console.assert(this===c)}delete this._referrers};
+c.prototype.getModelKey=function(){return this._modelKey};return c}(f.NodeMixin);f.PartDefinition=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a[a.Unknown=0]="Unknown";a[a.Text=1]="Text";a[a.Dimension=2]="Dimension";a[a.Arrow=3]="Arrow";a[a.Balloon=4]="Balloon";a[a.CircleCenter=5]="CircleCenter";a[a.Coordinate=6]="Coordinate";a[a.Datum=7]="Datum";a[a.Fastener=8]="Fastener";a[a.Gdt=9]="Gdt";a[a.Locator=10]="Locator";a[a.MeasurementPoint=11]="MeasurementPoint";a[a.Roughness=12]="Roughness";a[a.Welding=13]="Welding";a[a.Table=14]="Table";a[a.Other=15]="Other";a[a.GeometricalTolerance=16]=
+"GeometricalTolerance"})(f.PmiType||(f.PmiType={}));(function(a){a[a.Ident=1]="Ident";a[a.Target=2]="Target"})(f.PmiSubTypeDatum||(f.PmiSubTypeDatum={}));(function(a){a[a.Distance=1]="Distance";a[a.DistanceOffset=2]="DistanceOffset";a[a.DistanceCumulate=3]="DistanceCumulate";a[a.Chamfer=4]="Chamfer";a[a.Slope=5]="Slope";a[a.Ordinate=6]="Ordinate";a[a.Radius=7]="Radius";a[a.RadiusTangent=8]="RadiusTangent";a[a.RadiusCylinder=9]="RadiusCylinder";a[a.RadiusEdge=10]="RadiusEdge";a[a.Diameter=11]="Diameter";
+a[a.DiameterTangent=12]="DiameterTangent";a[a.DiameterCylinder=13]="DiameterCylinder";a[a.DiameterEdge=14]="DiameterEdge";a[a.DiameterCone=15]="DiameterCone";a[a.Length=16]="Length";a[a.LengthCurvilinear=17]="LengthCurvilinear";a[a.LengthCircular=18]="LengthCircular";a[a.Angle=19]="Angle"})(f.PmiSubTypeDimension||(f.PmiSubTypeDimension={}));(function(a){a[a.Fcf=1]="Fcf"})(f.PmiSubTypeGdt||(f.PmiSubTypeGdt={}));(function(a){a[a.Line=1]="Line";a[a.Spot=2]="Spot"})(f.PmiSubTypeWelding||(f.PmiSubTypeWelding=
+{}));(function(a){a[a.SymbolUser=1]="SymbolUser";a[a.SymbolUtility=2]="SymbolUtility";a[a.SymbolCustom=3]="SymbolCustom";a[a.GeometricReference=4]="GeometricReference";a[a.Region=5]="Region"})(f.PmiSubTypeOther||(f.PmiSubTypeOther={}));var a=function(){return function(a){this.faceIds=[];this.edgeIds=[];this.body=a}}();f.PmiTopologyReference=a;var e=function(c){function b(a,d,e,n){var g=f.towardAttachContext(d).getMasterModelKey();var k=0;e.initiallyShown&&(k|=1073741824);k=c.call(this,a,g,{nodeId:e.nodeId,
+bits:k,name:e.name,localTransform:null,attributes:e.attributesDataKey?e.attributesDataKey:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._bits|=16384;k._parent=n;k._packed=b._pack(e.pmiType,e.pmiSubType);n=0;for(var l=e.pmiBodyInfos;n<l.length;n++)k._pmiBodies=h.TerseArray.push(k._pmiBodies,k._loadPmiBody(a,g,l[n]));0<e.topoRefInfos.length&&(k._topoRefs=b._loadTopoRefs(d,e.topoRefInfos));if(0<e.topoRefs.length)if(void 0===
+k._topoRefs)k._topoRefs=e.topoRefs.slice();else for(d=0,e=e.topoRefs;d<e.length;d++)k._topoRefs.push(e[d]);a.registerPmi(k);return k}__extends(b,c);b.parseBinary=function(b,a,c){var d=c.parsePmiParseBits(),g=c.parseNodeId(),e=null;h.hasBits(d,1)&&(e=c.parseCString());var k=null;h.hasBits(d,4)&&(k=c.parseDataKey());var l=1;h.hasBits(d,16)&&(l=c.parseCount_32());for(var u=[],t=h.hasBits(d,8),v=0;v<l;++v){var w=f.PmiBody.parseBinary(b,a,c,t);u.push(w)}b=0<u.length?h.hasBits(u[0].nodeInfo.bits,1073741824):
+!1;a=c.parsePmiType();l=c.parsePmiSubType();t=[];if(h.hasBits(d,2))for(d=c.parseCount_32(),v=0;v<d;++v)w=f.ReferenceOnTopology.parseBinary(c),t.push(w);return{nodeId:g,name:e,attributesDataKey:k,pmiBodyInfos:u,initiallyShown:b,pmiType:a,pmiSubType:l,topoRefInfos:t,topoRefs:[]}};b.reify=function(a,c,d,e){var g=f.towardAttachContext(c);a=new b(a,c,d,e);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.createDynamic=function(a,c,d,e,f,h,q,r){e={nodeId:a.generateDynamicNodeId(),name:e,attributesDataKey:null,
+pmiBodyInfos:q,initiallyShown:!0,pmiType:f,pmiSubType:h,topoRefInfos:[],topoRefs:r};return new b(a,c,e,d)};b._loadTopoRefs=function(b,a){for(var c=[],d=0;d<a.length;d++){var g=f.ReferenceOnTopology.reify(b,a[d]);c.push(g)}return c};b.prototype._loadPmiBody=function(b,a,c){return f.PmiBody.reify(b,a,this,c)};b.prototype.getPmiBodies=function(){return h.TerseArray.toArray(this._pmiBodies)};b._pack=function(b,a){return b+100*a};b.prototype.getPmiType=function(){return this._packed%100};b.prototype.getPmiSubType=
+function(){return Math.floor(this._packed/100)%100};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.getBranchVisibility=function(){for(var b=this.isVisible()?2:1,a=0,c=h.TerseArray.toArray(this._pmiBodies);a<c.length;a++){var d=c[a];d.isOutOfHierarchy()||(b|=d.isVisible()?2:1)}return b};b.prototype.setVisibility=function(b){this._setVisibility(b)};b.prototype.getPmiTopologyReferences=function(b){if(void 0===
+this._topoRefs)return[];for(var c=new Map,g=0,e=this._topoRefs;g<e.length;g++){var f=e[g],h=f.getBodyInstanceInc();h=b.lookupAnyBodyByInstanceInc(h[0],h[1]);if(null!==h){var q=c.get(h);void 0===q&&(q=new a(h),c.set(h,q));switch(f.getTopoItemType()){case d.PmiTopoRef.Face:q.faceIds.push(f.getItemIndex());break;case d.PmiTopoRef.Edge:q.edgeIds.push(f.getItemIndex())}}}var r=[];c.forEach(function(b){r.push(b)});return r};return b}(f.NodeMixin);f.Pmi=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a,b){for(var c=[],e=0;e<a.length;e++){var f=b(a[e]);f&&c.push(f)}return d.Util.waitForAll(c)}var e=function(c){function b(a,e,l,n,m,p,q){var g=this;q=b._amendInfo(n,q);var k=f.towardAttachContext(m),t=k.getMasterModelKey();k=f.towardLoadContext(k);g=c.call(this,n,t,q.nodeInfo)||this;g._parent=p;g._bits=g._bits|q.productBits|32768;var v=q.nodeInfo.header;p=[];null!==q.prototypeDataKey&&(console.assert(null!==l),g._prototypeContext=g._loadPrototypeContext(e,
+l,n,m,q.prototypeDataKey,v));console.assert(null===q.quickAccessPartDefinitionDataId||null===q.partDefinition);null!==q.partDefinition?Array.isArray(q.partDefinition)?g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.partDefinition,v):g._partDefinition=g._lazyLoadPartDefinitionByInfo(n,m,q.partDefinition,t):null!==q.quickAccessPartDefinitionDataId&&(g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.quickAccessPartDefinitionDataId,v));if(0<q.childDataKeys.length){console.assert(null!==l);var w=
+function(){return __awaiter(g,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._loadProductOccurrences(e,l,n,m,q.childDataKeys,v)];case 1:return b=a.sent(),this._children=h.TerseArray.fromArray(b),[2]}})})}();p.push(w)}0<q.bodyInstanceInfos.length&&(t=g._loadBodyInstances(n,t,q.bodyInstanceInfos),g._bodyInstances=h.TerseArray.fromArray(t));0<q.cadViewInfos.length&&(t=g._loadCadViews(n,m,q.cadViewInfos),g._cadViews=h.TerseArray.fromArray(t));0<
+q.pmiInfos.length&&(t=g._loadPmis(n,m,q.pmiInfos),g._pmis=h.TerseArray.fromArray(t));null!==q.measurementUnit&&(g._measurementUnit=q.measurementUnit);null!==q.externalModelInfo&&(console.assert(null!==a),console.assert(null!==l),f.ExternalModel.canImplicitlyLoad(q.externalModelInfo)?(w=g._loadAndAttachExternalModel(l,m,q.externalModelInfo),p.push(w)):g._pendingExternalModels=h.TerseArray.push(g._pendingExternalModels,q.externalModelInfo));t=0;for(w=q.layerInfos;t<w.length;t++){var z=w[t],x=k.getRuntimeLayerId(z.id);
+null===x?n.createLayer(z.id,z.name,k):null!==z.name&&n.updateLayerName(x,z.name)}t=0;for(w=q.filters;t<w.length;t++)n.addFilter(w[t],k);k=g.getAuthoredLayerId();null!==k&&(n.registerNodeInLayer(g,k),g.isOutOfHierarchy()||n.registerTreeNodeInLayer(g,k));n.registerProductOccurrence(g);if(null===a){if(0<p.length)throw new d.InternalLogicError;}else a.resolve(d.Util.waitForAll(p));return g}__extends(b,c);b.parseXml=function(b,a,c,d,e){var g=c.getInclusionKey(),k=f.Node.parseXml(a,d),l=f.XmlParser.parseFloat(d,
+"Unit"),h=[],n=[],m=[],w=[],z=null,x=null,y=null;for(d=d.firstElementChild;null!==d;){if("PartDefinition"===d.localName){z=f.PartDefinition.parseXml(a,d);break}else if("BodyInstance"===d.localName){var A=f.BodyInstance.parseXml(a,d,g);h.push(A)}else if("Material"===d.localName)console.assert(null===x),x=f.SimpleMaterial.parseXml(d);else if("ExternalModel"===d.localName){if(console.assert(null===y),A=d.getAttribute("Name"),null!==A){y=f.XmlParser.parseFloat(d,"Unit");var B=f.XmlParser.parseBounding(d,
+"BoundingBox");y={config:b,modelName:A,bounding:B,measurementUnit:y,toAttachData:e,reservedNodeIdOffset:0}}}else"CADView"===d.localName?(A=f.CadView.parseXml(a,d,c),w.push(A)):"Filter"===d.localName?n.push(f.Filter.parseXml(d)):"Layer"===d.localName&&(A=f.Layer.parseXml(d),null!==A&&m.push(A));d=d.nextElementSibling}return{nodeInfo:k,productBits:0,childDataKeys:[],prototypeDataKey:null,partDefinition:z,quickAccessPartDefinitionDataId:null,externalModelInfo:y,bodyInstanceInfos:h,cadViewInfos:w,pmiInfos:[],
+measurementUnit:l,simpleMaterial:x,layerInfos:m,filters:n}};b.parseBinary=function(b,a,c,d){var g=f.towardAttachContext(c),e=g.getRemapper(),k=d.parseNodeParseBits();if(k.hasBits1(2097152)){var l=d.parseAssemblyDataVersion();l}k.hasBits2(8)&&g.setGenericTypeMaps(d.parseGenericTypes());l=f.Node.parseBinary(a,d,k);var h=0;k.hasBits1(4194304)&&(h=d.parseProductBits());var n=[];if(k.hasBits1(16))for(var v=d.parseCount_32(),w=0;w<v;++w){var z=d.parseDataKey();n.push(z)}z=v=null;if(k.hasBits1(32)&&(v=d.parseDataKey(),
+k.hasBits1(64))){z=d.parseModelKey(e);console.assert(0!==z);var x=d.parseDataKey();z=[z,x]}x=[];if(k.hasBits1(128)){var y=d.parseCount_32();for(w=0;w<y;++w){var A=f.BodyInstance.parseBinary(a,c,d);x.push(A)}}y=null;k.hasBits1(524288)&&(w=d.parseModelKey(e),console.assert(0!==w),y=d.parseInclusionKey(e,w),y={config:b,inclusionKey:y,modelKey:w});b=null;k.hasBits1(512)&&(w=d.parseModelKey(e),0===w&&(w=g.getMasterModelKey()),b=d.parseDataKey(),b=[w,b]);g=[];if(k.hasBits1(32768))for(e=d.parseCount_32(),
+w=0;w<e;++w)A=f.CadView.parseBinary(a,c,d),g.push(A);e=[];if(k.hasBits1(65536))for(A=d.parseCount_32(),w=0;w<A;++w){var B=f.Pmi.parseBinary(a,c,d);e.push(B)}c=null;k.hasBits1(16384)&&(c=d.parseFloat_64());k.hasBits1(16777216)&&(w=d.parsePoint3_64(),A=d.parsePoint3_64(),a.setViewAxes(w,A));a=[];if(k.hasBits1(134217728))for(A=d.parseCount_32(),w=0;w<A;++w)B=f.Layer.parseBinary(d),a.push(B);A=[];if(k.hasBits1(268435456))for(k=d.parseCount_32(),w=0;w<k;++w)B=f.Filter.parseBinary(d),A.push(B);return{nodeInfo:l,
+productBits:h,childDataKeys:n,prototypeDataKey:v,partDefinition:b,quickAccessPartDefinitionDataId:z,externalModelInfo:y,bodyInstanceInfos:x,cadViewInfos:g,pmiInfos:e,measurementUnit:c,simpleMaterial:null,layerInfos:a,filters:A}};b.reifySync=function(a,c,d,e,h,p){console.assert(0===h.childDataKeys.length);console.assert(null===h.externalModelInfo);var g=f.towardAttachContext(e);a=new b(null,a,c,d,e,p,h);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.reify=function(a,c,d,e,f,p){return __awaiter(this,
+void 0,void 0,function(){var g,k;return __generator(this,function(l){switch(l.label){case 0:return g=h.OpenPromise.create(),k=new b(g,a,c,d,e,p,f),[4,g];case 1:return l.sent(),[2,k]}})})};b.createDynamic=function(a,c,e,h,m,p,q,r){void 0===q&&(q=!1);void 0===r&&(r=null);var g=f.towardInclusionContext(c);e={nodeInfo:{nodeId:a.massageAuthoredUserId(g,h),bits:p?1073741824:0,name:e,localTransform:m,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},productBits:q?268435456:0,childDataKeys:[],prototypeDataKey:null,partDefinition:null,quickAccessPartDefinitionDataId:null,bodyInstanceInfos:[],externalModelInfo:null,cadViewInfos:[],pmiInfos:[],measurementUnit:r,simpleMaterial:null,layerInfos:[],filters:[]};h=new d.LoadSubtreeConfig;h.attachInvisibly=!p;return new b(null,h,null,a,g,c,e)};b.createMissing=function(b,a){b=this.createDynamic(b,a,"Missing",null,null,!1);b._bits|=4096;return b};b.prototype.isMissing=function(){return this._hasBits(4096)};
+b._amendInfo=function(b,a){if(null!==a.nodeInfo.name)return a;var c=null;h.hasBits(a.productBits,2)?c=b.generateProductName():h.hasBits(a.productBits,4)?c=b.generateGroupName():h.hasBits(a.productBits,32)?c=b.generateDrawingSheetName():h.hasBits(a.productBits,8)&&(c=b.generateDrawingViewName());if(null===c)return a;b=__assign({},a.nodeInfo,{name:c});return __assign({},a,{nodeInfo:b})};b.prototype._loadExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,
+function(e){if(f.ExternalModel.isNameInfo(c))return[2,b.attachByExternalModelInfo(c,this,a)];d=this.getAuthoredId();g=f.towardLoadContext(a);return g.handleExternalModel(d,a,c.inclusionKey)?[2,b.attachByExternalModelInfo(c,this,a)]:[2,null]})})};b.prototype._loadAndAttachExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._loadExternalModel(b,a,c)];case 1:return d=g.sent(),null!==d&&this.addAttachContext(d),
+[2,d]}})})};b.prototype.loadPendingExternalModels=function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e,q,r,u,t,v;return __generator(this,function(k){switch(k.label){case 0:if(!this.hasPendingExternalModels())return[2,[]];a=f.towardInclusionContext(this);c=[];d=0;for(g=h.TerseArray.toArray(this._pendingExternalModels);d<g.length;d++)e=g[d],q=this._loadAndAttachExternalModel(b,a,e),c.push(q);delete this._pendingExternalModels;r=[];u=0;return[4,Promise.all(c)];case 1:t=k.sent(),k.label=
+2;case 2:if(!(u<t.length))return[3,4];v=t[u];null!==v&&r.push(v);k.label=3;case 3:return u++,[3,2];case 4:return[2,r]}})})};b.prototype._lazyLoadPartDefinitionByInfo=function(b,a,c,d){b=f.PartDefinition.reify(b,a,d,c);return h.LazyPromise.create(b)};b.prototype._lazyLoadPartDefinitionById=function(b,a,c,d){var g=this,e=b.getAbstractScEngine(),k=f.towardLoadContext(a),l=b.lookupPartDefinitionByDataId(k,c[0],c[1]);if(null!==l)return h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var b;
+return __generator(this,function(a){switch(a.label){case 0:return[4,l];case 1:return b=a.sent(),b.addReferrer(this),[2,b]}})})});l=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l,h,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return g=c[0],k=c[1],[4,b.enqueue(function(){return e.safeGetMetaData(g,k)})];case 1:return l=q.sent(),null!==l?(h=new f.AssemblyData(d,l),n=new f.AssemblyDataParser(h),m=f.PartDefinition.parseBinary(b,n),p=f.PartDefinition.reify(b,
+a,g,m),p.addReferrer(this),[2,p]):[2,f.PartDefinition.createMissing(b)]}})})});b.registerPartDefinitionByDataId(k,c[0],c[1],l);return l};b._loadProductOccurrence=function(a,c,d,e,h,p){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(l){g=new f.AssemblyDataParser(h);k=b.parseBinary(a,d,e,g);return[2,b.reify(a,c,d,e,k,p)]})})};b.prototype._loadPrototypeContext=function(a,c,d,e,m,p){var g=this,k=f.towardAttachContext(e),l=f.towardLoadContext(k),n=k.getMasterModelKey();
+k=d.lookupPrototypeByDataId(l,n,m);null===k&&(k=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=d.getAbstractScEngine(),[4,d.enqueue(function(){return g.safeGetMetaData(n,m)})];case 1:return k=h.sent(),null!==k?(l=new f.AssemblyData(p,k),[2,b._loadProductOccurrence(a,c,d,e,l,v)]):[2,b.createMissing(d,v)]}})})}),k=new f.SharedPrototypeContext(k),d.registerPrototypeByDataId(l,n,m,k));var v=new f.PrototypeContext(k,
+e);v.addReferrer(this);return v};b.prototype._loadProductOccurrences=function(a,c,d,e,m,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,v,w,z,x,y,A,B;return __generator(this,function(q){switch(q.label){case 0:return g=f.towardAttachContext(e),l=k=g.getMasterModelKey(),n=d.getAbstractScEngine(),[4,d.enqueue(function(){return n.safeGetMetaDatas(l,m)})];case 1:v=q.sent(),w=[],z=0,q.label=2;case 2:if(!(z<m.length))return[3,9];x=void 0;if(null===v)return[3,6];y=v[z];v[z]=h.emptyBytes;A=new f.AssemblyData(p,
+y);return[4,b._loadProductOccurrence(a,c,d,e,A,this)];case 3:return x=q.sent(),(B=c.onLoadChildProductOccurrence())?[4,B]:[3,5];case 4:q.sent(),q.label=5;case 5:return[3,7];case 6:x=b.createMissing(d,this),q.label=7;case 7:w.push(x),q.label=8;case 8:return++z,[3,2];case 9:return[2,w]}})})};b.prototype._loadBodyInstances=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.BodyInstance.reify(b,a,this,c[g]);d.push(e)}return d};b.prototype._loadCadViews=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=
+f.CadView.reify(b,a,c[g],this);d.push(e);e.markLoaded()}return d};b.prototype._loadPmis=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.Pmi.reify(b,a,c[g],this);d.push(e)}return d};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.isAbsoluteRoot=function(){return-2===this._nodeId};b.prototype.getPrototype=function(){return void 0!==this._prototypeContext?this._prototypeContext:null};b.prototype.isAConfigurationNode=
+function(){return this._hasBits(1)};b.prototype.isADefaultNode=function(){return this._hasBits(16)};b.prototype.isAProductNode=function(){return h.hasBits(this._bits,2)};b.prototype.isAGroupNode=function(){return h.hasBits(this._bits,4)};b.prototype.isADrawingSheetNode=function(){return h.hasBits(this._bits,32)};b.prototype.isADrawingViewNode=function(){return h.hasBits(this._bits,8)};b.prototype.addProductOccurrence=function(b){console.assert(b.getParent()===this);this._children=h.TerseArray.push(this._children,
+b);this._itemWasAdded()};b.prototype.addBodyInstance=function(b){console.assert(b.getParent()===this);this._bodyInstances=h.TerseArray.push(this._bodyInstances,b);this._itemWasAdded()};b.prototype.addCadView=function(b){console.assert(b.getParent()===this);this._cadViews=h.TerseArray.push(this._cadViews,b);this._itemWasAdded()};b.prototype.addPmi=function(b){console.assert(b.getParent()===this);this._pmis=h.TerseArray.push(this._pmis,b);this._itemWasAdded()};b.prototype.addLoadContext=function(b){console.assert(b.getParent()===
+this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype.addAttachContext=function(b){console.assert(b.getParent()===this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype._followPrototypesWhileEmpty=function(){if(void 0===this._prototypeContext||void 0!==this._children||void 0!==this._childContexts)return this;var b=this._prototypeContext.getProductOccurrence();return b.isResolved()?b.getResolved()._followPrototypesWhileEmpty():
+this};b.prototype.getRawPartDefinition=function(){if(void 0!==this._partDefinition)return this._partDefinition;if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getRawPartDefinition()}return null};b.prototype.getPartDefinition=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){b=this.getRawPartDefinition();if(b instanceof h.LazyPromise)return[2,h.Boxed.create(b)];if(b instanceof
+Promise)return[2,b];d.Util.TypeAssert(b);return[2,null]})})};b.prototype.getPartDefinitionSync=function(){console.assert(this.isLoaded());if(void 0!==this._partDefinition&&this._partDefinition.isResolved())return this._partDefinition.getResolved();if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getPartDefinitionSync()}return null};b.prototype._getChildren=function(){for(var b=h.TerseArray.toArray(this._children),a=0,
+c=h.TerseArray.toArray(this._childContexts);a<c.length;a++){var d=c[a].getChildren();h.append(b,d)}return b};b.prototype.getChildren=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._followPrototypesWhileEmpty()];case 1:return b=a.sent(),[2,b._getChildren()]}})})};b.prototype.getChildrenSync=function(){console.assert(this.isLoaded());var b=this.tryGetChildrenSync();if(null===b)throw new d.InternalLogicError;return b};
+b.prototype.tryGetChildrenSync=function(){var b=this._followPrototypesWhileEmpty();return b instanceof Promise?null:b._getChildren()};b.prototype.forEachChild=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getChildren()];case 1:return c=d.sent(),[2,a(c,b)]}})})};b.prototype.forEachBodyInstance=function(b){var c=this.getBodyInstances();return a(c,b)};b.prototype.forEachPmi=function(b){var c=this.getPmis();return a(c,
+b)};b.prototype.forEachCadView=function(b){var c=this.getCadViews();return a(c,b)};b.prototype.hasBodyInstances=function(){return void 0!==this._bodyInstances};b.prototype.getBodyInstances=function(){return h.TerseArray.toArray(this._bodyInstances)};b.prototype.getCadViews=function(){return h.TerseArray.toArray(this._cadViews)};b.prototype.getPmis=function(){return h.TerseArray.toArray(this._pmis)};b.prototype.setMeasurementUnit=function(b){this._measurementUnit=b};b.prototype.unsetMeasurementUnit=
+function(){this._measurementUnit=void 0};b.prototype.hasMeasurementUnit=function(){return void 0!==this._measurementUnit};b.prototype.getMeasurementUnit=function(){for(var b=this;null!==b;){if(void 0!==b._measurementUnit)return b._measurementUnit;b=f.towardProductOccurrence(b._parent)}return 1};b.prototype.getPhysicalProperties=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return[4,this.getPartDefinition()];case 1:return b=
+g.sent(),null===b?[2,null]:[4,b.value];case 2:a=g.sent();c=a.getRepresentationItems();if(1!==c.length)return[2,null];d=c[0];e=d.getPhysicalProperties();return[2,e]}})})};b.prototype.setPartDefinition=function(b){console.assert(void 0===this._partDefinition);this._partDefinition=h.LazyPromise.create(b)};b.prototype.setPrototype=function(b){console.assert(void 0===this._prototypeContext);this._prototypeContext=b;this._markBranchVisibilityDirty(!1)};b.prototype.removePrototype=function(){if(void 0===
+this._prototypeContext)throw new d.InternalLogicError;var b=this._prototypeContext;delete this._prototypeContext;this._markBranchVisibilityDirty(!1);return b};b.prototype.getBranchVisibility=function(){this._updateBranchVisibility();return this._getBranchVisibility()};b.prototype._getBranchVisibility=function(){var b=this.isVisible()?2:1;this._hasBits(65536)&&(b|=2);this._hasBits(131072)&&(b|=1);return b};b.prototype._setBranchVisibility=function(b){this.isVisible()?console.assert(h.hasBits(b,2)):
+console.assert(h.hasBits(b,1));this._bits&=-196609;h.hasBits(b,1)&&(this._bits|=131072);h.hasBits(b,2)&&(this._bits|=65536)};b.prototype._updateBranchVisibility=function(){if(this._hasBits(32768)){var b=this.isVisible()?2:1,a=this._getSubBranchVisibilities();null!==a&&(b|=a);this._setBranchVisibility(b);this._bits&=-32769}};b.prototype._getSubBranchVisibilities=function(){for(var b=0,a=0,c=this.getChildrenSync();a<c.length;a++){var d=c[a].getBranchVisibility();b|=d;if(3===b)return 3}d=0;for(a=this.getBodyInstances();d<
+a.length;d++)if(c=a[d],!c.isOutOfHierarchy()&&(b|=c.isVisible()?2:1,3===b))return 3;a=0;for(c=this.getPmis();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;a=0;for(c=this.getCadViews();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;return 0===b?null:b};b.prototype._itemWasAdded=function(){3!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!0)};b.prototype._onItemRemoved=function(){1!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!1)};
+b.prototype.markBranchVisibilityDirty=function(){this._markBranchVisibilityDirty(!1)};b.prototype._markBranchVisibilityDirty=function(b){if(!(this._hasBits(32768)||b&&3===this._getBranchVisibility()))if(this._bits|=32768,this._parent instanceof f.PrototypeContext)for(var a=0,c=this._parent.getReferrers();a<c.length;a++)c[a]._markBranchVisibilityDirty(b);else if(a=f.towardProductOccurrence(this._parent),null!==a)return a._markBranchVisibilityDirty(b)};b.prototype.setVisibility=function(b){this.isVisible()!==
+b&&(this._setVisibility(b),this._markBranchVisibilityDirty(!1))};b.prototype._removeDirectChild=function(b){var a=h.TerseArray.toArray(this._children),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._children:this._children=h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype._removeIndirectChild=function(b){for(var a=!1,c=h.TerseArray.toArray(this._childContexts),d=0,g=c;d<g.length;d++)if(g[d].removeProductOccurrence(b)){a=!0;break}if(!a)return!1;
+c=c.filter(function(b){return b.hasChildren()});0===c.length?delete this._childContexts:this._childContexts=h.TerseArray.fromArray(c);this._onItemRemoved();return!0};b.prototype.removeProductOccurrence=function(b){return this._removeDirectChild(b)?!0:this._removeIndirectChild(b)};b.prototype.removeBodyInstance=function(b){var a=h.TerseArray.toArray(this._bodyInstances),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._bodyInstances:this._bodyInstances=
+h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype.purgeContents=function(){var b=this;this._markBranchVisibilityDirty(!1);var c=[];if(void 0!==this._partDefinition&&!this._partDefinition.isUnforced()){var e=this._partDefinition.then(function(a){a.removeAllReferrers();delete b._partDefinition});c.push(e)}void 0!==this._prototypeContext&&(e=this._prototypeContext.purgeContents(),c.push(e),delete this._prototypeContext);e=h.TerseArray.toArray(this._children);e=a(e,function(b){return b.purgeContents()});
+c.push(e);delete this._children;e=h.TerseArray.toArray(this._childContexts);e=a(e,function(b){return b.purgeContents()});c.push(e);delete this._childContexts;delete this._bodyInstances;delete this._cadViews;delete this._pmis;delete this._measurementUnit;return d.Util.waitForAll(c)};b.prototype.removePartDefinition=function(){if(void 0===this._partDefinition||!this._partDefinition.isResolved())throw new d.InternalLogicError;var b=this._partDefinition;delete this._partDefinition;return b.getResolved()};
+b.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};b.prototype.markIsExternalModelRoot=function(b){console.assert(!this._hasBits(2048));this._bits|=2048;b.markSeenExternalModel()};b.prototype.isExternalModelRoot=function(){return this._hasBits(2048)};b.prototype.addPendingExternalModel=function(b){this._pendingExternalModels=h.TerseArray.push(this._pendingExternalModels,b)};b.prototype.hasPendingExternalModels=function(){return!h.TerseArray.isEmpty(this._pendingExternalModels)};
+return b}(f.NodeMixin);f.ProductOccurrence=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(c._faceMeasurementProps=d.faceMeasurementProps.slice());0<d.edgeMeasurementProps.length&&(c._edgeMeasurementProps=d.edgeMeasurementProps.slice());null!==d.physicalProps&&(c._physicalProps=d.physicalProps);if(0<d.faceAttributes.length){c._faceAttributes=[];for(var e=0,f=d.faceAttributes;e<f.length;e++)g=f[e],c._faceAttributes.push(g.copy())}if(0<d.edgeAttributes.length)for(c._edgeAttributes=[],e=0,d=d.edgeAttributes;e<d.length;e++)g=d[e],c._edgeAttributes.push(g.copy());a.registerRepresentationItem(c);
+return c}__extends(g,b);g.parseXml=function(b,a){b=f.Node.parseXml(b,a);a=f.XmlParser.parseMeshKey(a,"TCKey_Mesh");return{nodeInfo:b,meshKey:a,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]}};g.parseBinary=function(b,a){var c=a.parseNodeParseBits();b=f.Node.parseBinary(b,a,c);var g=a.parseBodyType(),e=null;c.hasBits1(8192)&&(e=a.parseMeshKey());var k=[];if(c.hasBits1(2048))for(var l=a.parseCount_32(),h=0;h<l;++h){var n=f.MeasurementProperty.Face.parseBinary(a);
+k.push(n)}n=[];if(c.hasBits1(4096))for(l=a.parseCount_32(),h=0;h<l;++h){var w=f.MeasurementProperty.Edge.parseBinary(a);n.push(w)}l=null;c.hasBits1(1048576)&&(l=f.PhysicalProperties.parseBinary(a));w=[];if(c.hasBits2(1)){var z=a.parseCount_32();for(h=0;h<z;h++){for(var x=[],y=a.parseCount_32(),A=0;A<y;A++){var B=f.Attribute.parseBinary(a);x.push(B)}w.push(new d.SubentityAttributes(x))}}z=[];if(c.hasBits2(2))for(c=a.parseCount_32(),h=0;h<c;h++){x=[];y=a.parseCount_32();for(A=0;A<y;A++)B=f.Attribute.parseBinary(a),
+x.push(B);z.push(new d.SubentityAttributes(x))}return{nodeInfo:b,meshKey:e,bodyType:g,faceMeasurementProps:k,edgeMeasurementProps:n,physicalProps:l,faceAttributes:w,edgeAttributes:z}};g.reify=function(b,a,c,d){return new g(b,a,c,d)};g.createDynamic=function(b,a,d,e,k){var l=k.getInclusionContextForNodeId();a={nodeInfo:{nodeId:b.massageAuthoredUserId(l,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},meshKey:null,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]};return new g(b,e,a,k)};g.prototype.setPhysicalProperties=function(b){this._physicalProps=b};g.prototype.getPhysicalProperties=function(){return void 0!==this._physicalProps?this._physicalProps:null};g.prototype.getParent=function(){return this._parent};g.prototype.getFaceCount=function(){return void 0!==this._faceMeasurementProps?this._faceMeasurementProps.length:
+0};g.prototype.getEdgeCount=function(){return void 0!==this._edgeMeasurementProps?this._edgeMeasurementProps.length:0};g.prototype.getFaceAttributes=function(b){return a(this._faceAttributes,b)};g.prototype.getEdgeAttributes=function(b){return a(this._edgeAttributes,b)};g.prototype.getFaceMeasurementProperty=function(b){return a(this._faceMeasurementProps,b)};g.prototype.getEdgeMeasurementProperty=function(b){return a(this._edgeMeasurementProps,b)};g.prototype.setFaceMeasurementProperty=function(b,
+a){this._faceMeasurementProps=e(this._faceMeasurementProps,b,a.copy())};g.prototype.setEdgeMeasurementProperty=function(b,a){this._edgeMeasurementProps=e(this._edgeMeasurementProps,b,a.copy())};g.prototype.getBodyType=function(){return this._bodyType};g.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._parent.getInclusionContextForNodeId())};return g}(f.NodeMixin);f.RepresentationItem=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+d.AttributeType.Int;break;case "f":b=d.AttributeType.Float;break;case "t":b=d.AttributeType.Time;break;case "s":b=d.AttributeType.String}c=c.getAttribute("Value");null!==c&&(e=c);return new a(b,g,e)};a.prototype.getType=function(){return this._type};a.prototype.getTitle=function(){return this._title};a.prototype.getValue=function(){return this._value};a.prototype.copy=function(){return new a(this._type,this._title.slice(),this._value.slice())};return a}();f.Attribute=a})(h.Tree||(h.Tree={}))})(d.Internal||
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+console.assert(!1);return null};return a}();f.ColorTable=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return c};return b}();f.FilterEntities=a;var e=function(){function b(){this.isInclusive=!1;this.authoredIds=[]}b.parseBinary=function(a){var c=new b;c.isInclusive=a.parseBoolean();for(var d=a.parseCount_32(),g=0;g<d;g++)c.authoredIds.push(a.parseLayerId());return c};b.parseXml=function(a){var c=new b;c.isInclusive="1"===a.getAttribute("Inclusive");var d=f.XmlParser.parseUints(a,"Ids");null!==d?(c.authoredIds=d,a=a.getAttribute("Count"),null!==a&&(a=parseInt(a,10),console.assert(a===c.authoredIds.length))):
+console.error("'Layers' tag has missing or malformed 'Ids' attribute");return c};return b}();f.FilterLayers=e;var c=function(){function b(){this.isDisplayfilter=!1;this.name=null;this.isActive=!1;this.entities=this.layers=null}b.parseBinary=function(c){var g=new b,f=null,h=null,m=c.parseLayerParseBits();g.isDisplayfilter=c.parseBoolean();d.hasBits(m,1)&&(g.name=c.parseCString());g.isActive=c.parseBoolean();d.hasBits(m,2)&&(f=e.parseBinary(c));d.hasBits(m,4)&&(h=a.parseBinary(c));g.layers=f;g.entities=
+h;return g};b.parseXml=function(c){var d=new b,g=c.getAttribute("Name");null!==g&&(d.name=g);d.isDisplayfilter="1"===c.getAttribute("Display");d.isActive="1"===c.getAttribute("Active");for(g=c.firstElementChild;null!==g;g=g.nextElementSibling)"Layers"===g.localName?(console.assert(null===d.layers),d.layers=e.parseXml(g)):"Entities"===g.localName?(console.assert(null===d.entities),d.entities=a.parseXml(g)):console.error("Unknown tag: "+c.localName);return d};return b}();f.Filter=c})(d.Tree||(d.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+"EmissiveAlpha")||0,l=f.XmlParser.parseFloat(c,"SpecularAlpha")||0,h=f.XmlParser.parseFloat(c,"Shininess")||0,m=f.XmlParser.parseUint(c,"AmbientIndice"),p=f.XmlParser.parseUint(c,"DiffuseIndice"),q=f.XmlParser.parseUint(c,"EmissiveIndice");c=f.XmlParser.parseUint(c,"SpecularIndice");return new a(b,d,e,l,h,m,p,q,c)};a.prototype.getAmbientColorIndex=function(){return void 0!==this._ambientIndex?this._ambientIndex:null};a.prototype.getDiffuseColorIndex=function(){return void 0!==this._diffuseIndex?this._diffuseIndex:
+null};a.prototype.getEmissiveColorIndex=function(){return void 0!==this._emissiveIndex?this._emissiveIndex:null};a.prototype.getSpecularColorIndex=function(){return void 0!==this._specularIndex?this._specularIndex:null};a.prototype.getAmbientAlpha=function(){return this._ambientAlpha};a.prototype.getDiffuseAlpha=function(){return this._diffuseAlpha};a.prototype.getEmissiveAlpha=function(){return this._emissiveAlpha};a.prototype.getSpecularAlpha=function(){return this._specularAlpha};a.prototype.getShininess=
+function(){return this._shininess};return a}();f.Material=a;a=function(){function a(a,b){null!==a&&(this._color=a);null!==b&&(this._alpha=b)}a.parseXml=function(c){console.assert("Material"===c.localName);var b=null,g=null;c=c.getAttribute("Color");if(null!==c){var e=c.split(" ");if(4!==e.length)throw new d.XmlParseError('Expected "Color" attribute to have four channel components.');b=parseFloat(e[0]);g=parseFloat(e[1]);c=parseFloat(e[2]);e=parseFloat(e[3]);b=new d.Color(b,g,c);g=e}return new a(b,
+g)};a.prototype.getColor=function(){return void 0!==this._color?this._color:null};a.prototype.getAlpha=function(){return void 0!==this._alpha?this._alpha:null};return a}();f.SimpleMaterial=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+function(){return[this._inclusionKey,this._bodyInstanceKey]};a.prototype.getTopoItemType=function(){return this._topoItemType};a.prototype.getItemIndex=function(){return this._itemIndex};return a}();d.ReferenceOnTopology=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){b.markLoaded();var a=0;for(b=b.getRepresentationItems();a<b.length;a++)b[a].markLoaded()}function e(b){b=b.getRawPartDefinition();if(null!==b){if(b instanceof h.LazyPromise)return b.isResolved()?void 0:b.then(a);d.Util.TypeAssert(b);return b.then(function(b){if(null!==b&&(b=b.value,!b.isResolved()))return b.then(a)})}}function c(b){var a=f.forcePrototype(b);return void 0!==a?a.then(function(){return e(b)}):e(b)}f.forcePartDefinition=c;f.forcePartDefinitions=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,e;return __generator(this,function(g){switch(g.label){case 0:return a=[],e={enterProductOccurrence:function(b){b=c(b);void 0!==b&&a.push(b)}},[4,f.WalkerAsync.walk(e,b,f.WalkRestriction.None)];case 1:return g.sent(),[2,d.Util.waitForAll(a)]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:return e.sent(),[2,d.Util.waitForAll(b)]}})})}f.forcePrototype=a;f.forcePrototypes=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+e){return a(f.WalkerAsync,c,b,d,e,f.WalkRestriction.None)};f.gatherInstanceIncsSync=e;f.gatherInstanceIncsByNodeIdsSync=function(a,b,g,k){for(var c=null,h=new Set,m=0;m<b.length;m++){var p=b[m],q=a.lookupAnyTreeNode(p);if(null===q)throw new d.InvalidNodeIdError(p);p=f.isOutOfHierarchy(q);p=e(q,g,p,h,k);if(null===c)c=p;else for(q=0;q<p.length;q++)c.push(p[q])}return null!==c?c:[]}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+0;p<m;++p)q=h[p],null!==q&&(r=b[p],u=r.getParent().getRuntimeId(),l.set(u,q));return[2,l]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:k.sent();m=0;for(p=b;m<p.length;m++)q=p[m],q.markLoaded();return[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.setMeshLevels=function(a,e,c){var b=[],g=new Set,f=function(b){if(g.has(b))return!1;g.add(b);return!0};f={followProductOccurrence:f,followPmi:f,followCadView:f,followAnyBody:f,enterAnyBody:function(a){a.isOutOfHierarchy()||(a=a.getInstanceInc(),b.push(a[0],a[1]))}};for(var l=0;l<e.length;l++)d.WalkerSync.walk(f,e[l],d.WalkRestriction.None);a.setMeshLevel(b,c)}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){f.updateScMatrices=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,m,p,q,r,u,t,v,w,z=this;return __generator(this,function(x){switch(x.label){case 0:g=[];k=[];l=[];n=new Set;m=function(b){if(n.has(b))return!1;n.add(b);b=b.getLocalTransform();if(null!==b){var a=h.last(g);a=d.Matrix.multiply(b,a);g.push(a)}return!0};p=function(b){null!==b.getLocalTransform()&&(console.assert(1<g.length),g.pop())};q={followProductOccurrence:m,leaveProductOccurrence:p,
+followPmi:m,leavePmi:p,followCadView:m,leaveCadView:p,followAnyBody:m,enterAnyBody:function(a){if(!a.isOutOfHierarchy()||b)a=a.getInstanceInc(),l.push(a[0],a[1]),k.push(h.last(g))},leaveAnyBody:p};r=new h.PromiseQueue(1,!0);u=function(b){var a=h.Lazy.create(function(){return __awaiter(z,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return console.assert(0===g.length),a=f.getNetMatrix(b.getParent()),g.push(a),[4,f.WalkerAsync.walk(q,b,f.WalkRestriction.None)];
+case 1:return c.sent(),console.assert(1===g.length),g.pop(),[2]}})})});r.push(a)};t=0;for(v=c;t<v.length;t++)w=v[t],u(w);return[4,r.waitForIdle()];case 1:return x.sent(),console.assert(2*k.length===l.length),[4,a.setMatrices(l,k)];case 2:return x.sent(),e.trigger("_updateTransform",b),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){function a(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getInstanceInc();a.push(d[0],d[1])}return a}function e(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getRuntimeId();a.push(d)}return a}function c(b,c,k,l,h,m,p,q,r){return __awaiter(this,void 0,void 0,function(){var g,n,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(u){switch(u.label){case 0:if(l instanceof f.AttachContext)switch(console.assert(0===h.size),console.assert(null===k),console.assert(null===
+r),console.assert(null!==m),g=function(b){l.getChildren().forEach(function(a){h.set(a,b)})},m){case 0:console.assert(!0===q);g(!1);break;case 1:g(!0);break;case 2:console.assert(p),console.assert(!0===q)}else console.assert(null===m);null!==r&&console.assert(r.isAConfigurationNode());n=0;null===q&&(q=b.getInitiallyHiddenStayHidden());v=[];w=[];z=[];x=function(b){var a=y(b,!1);null!==a&&b.setVisibility(a)};y=function(b,a){var c=h.get(b);void 0!==c?z.push(c):0<z.length&&z.push(d.last(z));if(f.isOutOfHierarchy(b))return null;
+if(null!==r&&0===n)return!1;if(void 0!==c)return c;c=b.isVisible();var g=b.isInitiallyShown();if(0<z.length){if(a=d.last(z),a!==c)return a&&!g&&q?b instanceof f.PmiBody&&(b=b.getParent(),!0===h.get(b))?!0:null:a}else if(p&&c!==g&&!a)return g;return null};A=function(b){0<z.length&&z.pop()};B={enterProductOccurrence:function(b){(r===b||0<n)&&++n;x(b)},leaveProductOccurrence:function(b){A(b);0<n&&--n},enterPmi:x,leavePmi:A,enterCadView:x,leaveCadView:A,enterAnyBody:function(b){var a=b.preventFromResetting();
+a=y(b,a);null!==a&&(b.setVisibility(a),a?v.push(b):w.push(b))},leaveAnyBody:A};return[4,f.WalkerAsync.walk(B,l,f.WalkRestriction.None)];case 1:return u.sent(),console.assert(0===z.length),null===m?(D=a(v),C=a(w),c.pauseRendering(),c.setPartVisibility(D,!0,!0),c.setPartVisibility(C,!1,!0),c.resumeRendering(),null!==k&&(E=e(v),F=e(w),k.trigger("visibilityChanged",E,F))):(H=l.getAttachScope(),console.assert(0!==H),c.setVisibilityByAttachment(H,m)),[2]}})})}f.updateVisibilitiesByAttachment=function(b,
+a,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,null,d,new Map,e,2===e,1!==e,null)]})})};f.updateVisibilities=function(b,a,d,e,f,h,p,q){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,d,e,f,null,h,p,q)]})})};f.synchronizePmiVisibilities=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,g,e,h,p;return __generator(this,function(k){switch(k.label){case 0:return d=[],g=[],e={enterAnyBody:function(b){if(b instanceof
+f.PmiBody||b instanceof f.ViewFrame){var a=b.isVisible();b.setVisibility(a);a?d.push(b):g.push(b)}}},[4,f.WalkerAsync.walk(e,c,f.WalkRestriction.None)];case 1:return k.sent(),h=a(d),p=a(g),b.pauseRendering(),b.synchronizeVisibilities(h,!0),b.synchronizeVisibilities(p,!1),b.resumeRendering(),[2]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._visitor=new f.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g===f.WalkRestriction.LoadedNodesOnly&&!b.isLoaded())return Promise.resolve();var e=new a(c,g);if(b instanceof f.NodeMixin)return e._walkAnyTreeNode(b);var l=new d.Util.ActionQueue(1,!1);c=function(b){l.push(function(){return e._walkAnyTreeNode(b)})};g=0;for(b=b.getChildren();g<b.length;g++)c(b[g]);return l.waitForIdle()};a.forceLazyPromises=function(a){return this.walk({},
+a,f.WalkRestriction.None)};a.prototype._walkAnyTreeNode=function(a){a instanceof f.ProductOccurrence?a=this._walkProductOccurrence(a):a instanceof f.Pmi?a=this._walkPmi(a):a instanceof f.CadView?a=this._walkCadView(a):(d.Util.TypeAssert(a),a=this._walkAnyBody(a));return void 0===a?Promise.resolve():a};a.prototype._walkRepresentationItem=function(a){this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=
+function(a){if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=function(a){if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);
+this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){var b=this,c=new d.Util.ActionQueue(1,!1);if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);var e=a.getRawPartDefinition();null!==e&&(e instanceof h.LazyPromise?c.push(function(){if(e.isResolved())return b._walkPartDefinition(e.getResolved())}):
+(d.Util.TypeAssert(e),c.push(function(){return e.then(function(a){return null!==a&&(a=a.value,a.isResolved())?b._walkPartDefinition(a.getResolved()):Promise.resolve()})})));var f=a.tryGetChildrenSync();if(null!==f)for(var n=function(a){c.push(function(){return b._walkProductOccurrence(a)})},m=0;m<f.length;m++)n(f[m]);else c.push(function(){return a.getChildren().then(function(a){if(0!==a.length){for(var c=new d.Util.ActionQueue(1,!1),g=function(a){c.push(function(){return b._walkProductOccurrence(a)})},
+e=0;e<a.length;e++)g(a[e]);if(!c.isIdle())return c.waitForIdle()}})});f=function(a){c.push(function(){return b._walkAnyBody(a)})};n=0;for(m=a.getBodyInstances();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkPmi(a)})};n=0;for(m=a.getPmis();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkCadView(a)})};n=0;for(m=a.getCadViews();n<m.length;n++)f(m[n]);c.push(function(){return b._visitor.leaveProductOccurrence(a)})}if(!c.isIdle())return c.waitForIdle()};return a}();
+f.WalkerAsync=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b.isLoaded()}function e(){return!0}var c;(function(b){b[b.None=0]="None";b[b.LoadedNodesOnly=1]="LoadedNodesOnly"})(c=f.WalkRestriction||(f.WalkRestriction={}));var b=function(){return function(b,f){this.followProductOccurrence=e;this.leaveProductOccurrence=this.enterProductOccurrence=h.nop;this.followPartDefinition=e;this.leavePartDefinition=this.enterPartDefinition=h.nop;this.followRepresentationItem=e;this.leaveRepresentationItem=this.enterRepresentationItem=
+h.nop;this.followAnyBody=e;this.leaveAnyBody=this.enterAnyBody=h.nop;this.followCadView=e;this.leaveCadView=this.enterCadView=h.nop;this.followPmi=e;this.leavePmi=this.enterPmi=h.nop;f===c.LoadedNodesOnly?(console.assert(void 0===b.followProductOccurrence),console.assert(void 0===b.followAnyBody),console.assert(void 0===b.followCadView),console.assert(void 0===b.followPmi),this.followPmi=this.followCadView=this.followAnyBody=this.followProductOccurrence=a):d.Util.TypeAssert(f);void 0!==b.followProductOccurrence&&
+(this.followProductOccurrence=b.followProductOccurrence);void 0!==b.enterProductOccurrence&&(this.enterProductOccurrence=b.enterProductOccurrence);void 0!==b.leaveProductOccurrence&&(this.leaveProductOccurrence=b.leaveProductOccurrence);void 0!==b.followPartDefinition&&(this.followPartDefinition=b.followPartDefinition);void 0!==b.enterPartDefinition&&(this.enterPartDefinition=b.enterPartDefinition);void 0!==b.leavePartDefinition&&(this.leavePartDefinition=b.leavePartDefinition);void 0!==b.followRepresentationItem&&
+(this.followRepresentationItem=b.followRepresentationItem);void 0!==b.enterRepresentationItem&&(this.enterRepresentationItem=b.enterRepresentationItem);void 0!==b.leaveRepresentationItem&&(this.leaveRepresentationItem=b.leaveRepresentationItem);void 0!==b.followAnyBody&&(this.followAnyBody=b.followAnyBody);void 0!==b.enterAnyBody&&(this.enterAnyBody=b.enterAnyBody);void 0!==b.leaveAnyBody&&(this.leaveAnyBody=b.leaveAnyBody);void 0!==b.followCadView&&(this.followCadView=b.followCadView);void 0!==b.enterCadView&&
+(this.enterCadView=b.enterCadView);void 0!==b.leaveCadView&&(this.leaveCadView=b.leaveCadView);void 0!==b.followPmi&&(this.followPmi=b.followPmi);void 0!==b.enterPmi&&(this.enterPmi=b.enterPmi);void 0!==b.leavePmi&&(this.leavePmi=b.leavePmi)}}();f.TotalVisitor=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(a,b){this._visitor=new d.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g!==d.WalkRestriction.LoadedNodesOnly||b.isLoaded())return c=new a(c,g),b instanceof d.ProductOccurrence?c._walkProductOccurrence(b):b instanceof d.Pmi?c._walkPmi(b):b instanceof d.CadView?c._walkCadView(b):c._walkAnyBody(b)};a.prototype._walkRepresentationItem=function(a){console.assert(a.isLoaded());this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),
+this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=function(a){console.assert(a.isLoaded());if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){console.assert(a.isLoaded());this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=
+function(a){console.assert(a.isLoaded());if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){console.assert(a.isLoaded());if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){console.assert(a.isLoaded());if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);
+var b=a.getPartDefinitionSync();null!==b&&this._walkPartDefinition(b);b=0;for(var c=a.getChildrenSync();b<c.length;b++)this._walkProductOccurrence(c[b]);b=0;for(c=a.getBodyInstances();b<c.length;b++)this._walkAnyBody(c[b]);b=0;for(c=a.getPmis();b<c.length;b++)this._walkPmi(c[b]);b=0;for(c=a.getCadViews();b<c.length;b++)this._walkCadView(c[b]);this._visitor.leaveProductOccurrence(a)}};return a}();d.WalkerSync=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this.plane=new d.Plane;this.instanceNodeId=this.meshId=this.referenceGeometry=null;this.color=d.Color.createFromFloat(.65,.65,.65);this.lineColor=d.Color.black();this.opacity=.35;this.matrix=new d.Matrix}a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){return{plane:{normal:this.plane.normal,d:this.plane.d},referenceGeometry:this.referenceGeometry}};a.prototype.forJson=function(){return this.toJson()};a.prototype.fromJson=
+function(a){a=h.deepClone(a);var c=a.plane;this.plane=new d.Plane;var b=c.normal;this.plane.normal=new d.Point3(b.x,b.y,b.z);this.plane.d=c.d;a=a.referenceGeometry;if(Array.isArray(a))for(c=0;c<a.length;++c)a[c]=d.Point3.fromJson(a[c]);this.referenceGeometry=a};a.prototype.getMatrix=function(){return this.matrix.copy()};a.prototype.setMatrix=function(a){this.matrix=a.copy()};a.prototype.setReferenceGeometry=function(a){if(a){this.referenceGeometry=[];for(var c=0;c<a.length;c++)this.referenceGeometry.push(a[c].copy())}else this.referenceGeometry=
+null};a.prototype.getReferenceGeometry=function(){if(this.referenceGeometry){for(var a=[],c=0,b=this.referenceGeometry;c<b.length;c++)a.push(b[c].copy());return a}return null};a.prototype.createMeshData=function(){var a=this.referenceGeometry;if(null===a)return null;var c=new d.MeshData,b=[],g=[];b.push(a[0].x,a[0].y,a[0].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[3].x,a[3].y,a[3].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[2].x,a[2].y,a[2].z);b.push(a[3].x,a[3].y,a[3].z);for(var f=d.Plane.createFromPoints(a[0],
+a[1],a[2]).normal,l=0;6>l;l++)g.push(f.x,f.y,f.z);c.addFaces(b,g);c.addPolyline([a[0].x,a[0].y,a[0].z,a[1].x,a[1].y,a[1].z]);c.addPolyline([a[1].x,a[1].y,a[1].z,a[2].x,a[2].y,a[2].z]);c.addPolyline([a[2].x,a[2].y,a[2].z,a[3].x,a[3].y,a[3].z]);c.addPolyline([a[3].x,a[3].y,a[3].z,a[0].x,a[0].y,a[0].z]);return c};return a}();h.CuttingPlane=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b,g){this._cuttingPlanes=[];this._isActive=!1;this._viewer=a;this._model=d;this._callbackManager=c;this._cuttingManager=b;this._engine=g}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var a=[],c=0;c<arguments.length;c++)a[c]=arguments[c];this._callbackManager.trigger("deprecated","CuttingSection",d);return b.apply(this,a)};return c};f.prototype.addPlane=function(a,e){void 0===e&&(e=null);return __awaiter(this,void 0,void 0,function(){var c,
+b;return __generator(this,function(g){switch(g.label){case 0:c=this._engine.getCuttingSectionLimits();if(this._cuttingPlanes.length>=c.maxCuttingPlanesPerSection)return[2,!1];b=new d.Internal.CuttingPlane;b.plane=a.copy();b.setReferenceGeometry(e);this._cuttingPlanes.push(b);return this._isActive?[4,this._resetCuttingPlane(b)]:[2,!0];case 1:return g.sent(),[4,this._engine.updateCuttingSection(this)];case 2:return g.sent(),[2,!0]}})})};f.prototype.setPlane=function(a,d,c){void 0===c&&(c=null);return __awaiter(this,
+void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:b=this._cuttingPlanes[a];if(void 0===b)return[3,2];b.plane=d.copy();b.setReferenceGeometry(c);return this._isActive?[4,this._resetCuttingPlane(b)]:[3,2];case 1:return g.sent(),[2,this._engine.updateCuttingSection(this)];case 2:return[2]}})})};f.prototype.updatePlane=function(a,e,c,b,g){void 0===c&&(c=new d.Matrix);void 0===b&&(b=!1);void 0===g&&(g=!1);return __awaiter(this,void 0,void 0,function(){var f,l,h;
+return __generator(this,function(k){switch(k.label){case 0:f=this._cuttingPlanes[a];if(void 0===f)return[3,3];f.plane=e.copy();if(!this._isActive)return[3,3];if(null===f.instanceNodeId)return[3,2];this._engine.pauseRendering();l=f.getMatrix();g&&(l=new d.Matrix);h=d.Matrix.multiply(l,c);b&&f.setMatrix(h);return[4,Promise.all([this._model.setNodeMatrix(f.instanceNodeId,h),this._engine.updateCuttingSection(this)])];case 1:return k.sent(),this._engine.resumeRendering(),[3,3];case 2:return[2,this._engine.updateCuttingSection(this)];
+case 3:return[2]}})})};f.prototype.removePlane=function(a){var e=[],c=this._cuttingPlanes[a];void 0!==c&&(null!==c.meshId&&null!==c.instanceNodeId&&e.push(this._destroyMeshes([c.meshId],[c.instanceNodeId])),this._cuttingPlanes.splice(a,1));this._isActive&&e.push(this._engine.updateCuttingSection(this));return d.Util.waitForAll(e)};f.prototype.getPlane=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.plane.copy():null};f.prototype.getNodeId=function(a){a=this._cuttingPlanes[a];return void 0!==
+a?a.instanceNodeId:null};f.prototype.getReferenceGeometry=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.getReferenceGeometry():null};f.prototype.getPlaneIndexByNodeId=function(a){for(var d=0;d<this._cuttingPlanes.length;d++)if(this._cuttingPlanes[d].instanceNodeId===a)return d;return null};f.prototype.setPlaneOpacity=function(a,d){a=this._cuttingPlanes[a];void 0!==a&&(a.opacity=d,null!==a.instanceNodeId&&this._model.setNodesOpacity([a.instanceNodeId],d))};f.prototype.setPlaneTransparency=
+function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setItemTransparency=function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setColor=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.color.assign(a);null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesFaceColor(d,a);return Promise.resolve()};f.prototype.setOpacity=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.opacity=
+a;null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesOpacity(d,a)};f.prototype.setTransparency=function(a){this.setOpacity(a);return Promise.resolve()};f.prototype.getCount=function(){return this._cuttingPlanes.length};f.prototype.clear=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.deactivate()];case 1:return a.sent(),this._cuttingPlanes.length=0,[2]}})})};f.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c,b,g;return __generator(this,function(f){switch(f.label){case 0:if(this._isActive)return[2];this._isActive=!0;if(!(0<this._cuttingPlanes.length))return[3,2];this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,.9999995231628418);a=[];e=[];c=0;for(b=this._cuttingPlanes;c<b.length;c++)g=b[c],a.push(this._createCuttingPlaneGeometry(g).then(function(b){null!==b&&e.push(b)}));return[4,d.Util.waitForAll(a)];case 1:f.sent(),this._initCuttingPlanesByNodeId(e),
+f.label=2;case 2:return[2,this._engine.addCuttingSection(this)]}})})};f.prototype.deactivate=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(e){return this._isActive?(this._isActive=!1,a=[],a.push(this._destroyGeometry()),a.push(this._engine.removeCuttingSection(this)),this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,1),[2,d.Util.waitForAll(a)]):[2]})})};f.prototype.isActive=function(){return this._isActive};f.prototype.toJson=
+function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],d=0;d<this._cuttingPlanes.length;d++)a[d]=this._cuttingPlanes[d].toJson();return{planes:a}};f.prototype.forJson=function(){return this.toJson()};f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l;return __generator(this,function(k){switch(k.label){case 0:return[4,this.clear()];case 1:k.sent();e=d.Internal.deepClone(a);c=e.planes;b=0;for(g=c;b<g.length;b++)f=g[b],l=new d.Internal.CuttingPlane,
+l.fromJson(f),this._cuttingPlanes.push(l);return[2,this.activate()]}})})};f.prototype._initCuttingPlanesByNodeId=function(a){this._model.setInstanceModifier(d.InstanceModifier.DoNotCut,a,!0);this._model.setInstanceModifier(d.InstanceModifier.DoNotExplode,a,!0);this._cuttingManager.getStandinGeometryPickable()||this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0)};f.prototype._destroyGeometry=function(){for(var a=[],d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];null!==g.meshId&&
+a.push(g.meshId);null!==g.instanceNodeId&&d.push(g.instanceNodeId);g.meshId=null;g.instanceNodeId=null}return this._destroyMeshes(a,d)};f.prototype._getInstanceNodeIds=function(){for(var a=[],d=0,c=this._cuttingPlanes;d<c.length;d++){var b=c[d].instanceNodeId;null!==b&&a.push(b)}return a};f.prototype._resetCuttingPlane=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null===a.meshId||null===a.instanceNodeId)return[3,2];
+d=this._destroyMeshes([a.meshId],[a.instanceNodeId]);a.meshId=null;a.instanceNodeId=null;return[4,d];case 1:return c.sent(),[2,this._createInstanceGeometry(a)];case 2:if(null!==a.referenceGeometry)return[2,this._createInstanceGeometry(a)];c.label=3;case 3:return[2]}})})};f.prototype._createInstanceGeometry=function(a){return __awaiter(this,void 0,void 0,function(){var d,c;return __generator(this,function(b){switch(b.label){case 0:return d=[],[4,this._createCuttingPlaneGeometry(a)];case 1:return c=
+b.sent(),null!==c&&d.push(c),this._initCuttingPlanesByNodeId(d),[2]}})})};f.prototype._destroyMeshes=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,f;return __generator(this,function(k){switch(k.label){case 0:return c=[],c.push(this._model.deleteMeshInstances(e)),c.push(this._model.deleteMeshes(a)),[4,d.Util.waitForAll(c)];case 1:k.sent();b=0;for(g=e;b<g.length;b++)f=g[b],this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.delete(f);return[2]}})})};f.prototype._createCuttingPlaneGeometry=
+function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l,h,m;return __generator(this,function(k){switch(k.label){case 0:e=a.createMeshData();if(null===e)return[2,null];e.setBackfacesEnabled(!0);return[4,this._model.createMesh(e)];case 1:return c=k.sent(),a.meshId=c,b=d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay,g=a.plane.copy(),f=g.normal.copy().scale(-g.d),l=(new d.Matrix).setTranslationComponent(f.x,
+f.y,f.z),a.setMatrix(l.copy()),h=new d.MeshInstanceData(c,l,null,a.color,null,null,b),h.setOpacity(a.opacity),h.setLineColor(a.lineColor),this._engine.pauseRendering(),[4,this._model.createMeshInstance(h,void 0,!0,!0)];case 2:return m=k.sent(),a.instanceNodeId=m,this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.add(m),this._model.setDepthRange([m],4.76837158203125E-7,1),this._engine.resumeRendering(),[2,m]}})})};__decorate([f.deprecated],f.prototype,"setPlaneTransparency",null);__decorate([f.deprecated],
+f.prototype,"setItemTransparency",null);__decorate([f.deprecated],f.prototype,"setTransparency",null);__decorate([f.deprecated],f.prototype,"forJson",null);return f}();d.CuttingSection=h})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,d){for(var c=0;c<d.length;c++)a.push(d[c])}d.emptyBytes=new Uint8Array(0);d.copyArray=function(a){return a.slice()};d.append=function(a,d){for(var c=0;c<d.length;c++)a.push(d[c])};d.last=function(a){console.assert(0<a.length);return a[a.length-1]};d.all=function(a){for(var d=0;d<a.length;d++)if(!a[d])return!1;return!0};d.chunkify=function(a,d){for(var c=[],b=0;b<a.length;b+=d)c.push(a.slice(b,b+d));return c};d.mapInPlace=function(a,d){for(var c=0;c<a.length;++c)a[c]=
+d(a[c]);return a};d.concatInPlace=f;d.concatAll=function(a){for(var d=[],c=0;c<a.length;c++)f(d,a[c]);return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.filterInPlace=function(d,a){for(var e=0,c=0;c<d.length;++c){var b=d[c];a(b)&&(d[e++]=b)}d.length=e}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._leftToRight=new Map;this._rightToLeft=new Map}a.prototype.set=function(a,c){this._leftToRight.set(a,c);this._rightToLeft.set(c,a)};a.prototype.getLeft=function(a){return this._rightToLeft.get(a)};a.prototype.getRight=function(a){return this._leftToRight.get(a)};return a}();d.Bimap=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this.value=a}a.create=function(d){return new a(d)};return a}();d.Boxed=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._stopTime=this._currentTime=0}a.prototype.stop=function(){this._stopTime=this._currentTime};a.prototype.isTicking=function(){this._refreshCurrentTime();return 0<this._remainingDuration()};a.prototype.tickFor=function(a){this._refreshCurrentTime();this._remainingDuration()>=a||(this._stopTime=this._currentTime+a)};a.prototype._remainingDuration=function(){return this._stopTime-this._currentTime};a.prototype._refreshCurrentTime=function(){this._currentTime=
+Date.now()};return a}();d.Clock=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._planes=[];this._absPlanes=[];this._signs=[];this._distanceScale=[];for(var c=a.length,b=0;b<a.length;b++)this._planes.push(a[b].slice());for(a=0;a<c;++a)for(this._planes[a][3]=-this._planes[a][3],this._absPlanes[a]=d.cwiseAbs3(this._planes[a]),this._signs[a]=[0,0,0],b=0;3>b;++b)this._signs[a][b]=0<=this._planes[a][b]?1:-1;for(a=0;a<c;++a)b=d.squaredNorm3(this._planes[a]),this._distanceScale[a]=0===b?0:1/b}a.fromPlaneCoefficients=function(d){for(var c=
+[],b=0;b<d.length;b++){var g=d[b];c.push([g.x,g.y,g.z,g.w])}return new a(c)};a.createFrustumFromMatrix=function(e){for(var c=[],b=0;3>b;++b)c[b]=d.sub4(d.col4(e,3),d.col4(e,b));for(b=0;3>b;++b)c[b+3]=d.add4(d.col4(e,3),d.col4(e,b));return new a(c)};a.prototype.testAxisAlignedBox=function(a,c){for(var b=this._planes.length,g=2,e=0;e<b;++e){var f=d.dot3(this._planes[e],a),h=d.dot3(this._absPlanes[e],c);if(f+h<=this._planes[e][3])return 0;f-h<this._planes[e][3]&&(g=1)}return g};a.prototype.axisAlignedBoxNotOutside=
+function(a,c){for(var b=this._planes.length,g=0;g<b;++g)if(d.dot3(this._planes[g],d.add3(a,d.cwiseProduct3(c,this._signs[g])))<=this._planes[g][3])return!1;return!0};a.prototype.sphereNotOutside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>e&&e*e*this._distanceScale[g]>=c)return!1}return!0};a.prototype.sphereFullyInside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>
+e||e*e*this._distanceScale[g]<c)return!1}return!0};a.prototype.pointInside=function(a){for(var c=this._planes.length,b=0;b<c;++b)if(0>d.dot3(this._planes[b],a)-this._planes[b][3])return!1;return!0};return a}();d.ConvexVolume=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){}a.isSupported=function(){return a._enabled&&"function"===typeof fetch&&"function"===typeof ReadableStream};a.request=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,fetch(a)];case 1:c=b.sent();if(200===c.status)return[2,c];throw new d.LoadError('Failed to fetch "'+a+'" with status '+c.status+".");}})})};a._enabled=!0;return a}();h.FetchApi=f})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));(function(d){(function(d){d.nop=function(){};d.identity=function(d){return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,e){return new Promise(function(c,b){var g=new XMLHttpRequest;g.open("GET",a,!0);e&&(g.responseType=e);g.onload=function(e){4===g.readyState&&(200===g.status?c(g):(e=new d.LoadError('XMLHttpRequest failed to GET "'+a+'" with status '+g.status+"."),b(e)))};g.onerror=function(a){b(a)};g.send()})}h.httpRequest=f;h.httpRequestBuffer=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,
+f(a,"arraybuffer")];case 1:return d=c.sent(),[2,new Uint8Array(d.response)]}})})}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.copyMap=function(d){var a=new Map;d.forEach(function(d,c){a.set(c,d)});return a};d.copySet=function(d){var a=new Set;d.forEach(function(d){a.add(d)});return a};d.toSet=function(d){for(var a=new Set,e=0;e<d.length;e++)a.add(d[e]);return a}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._deferredValue=a}a.create=function(d){return new a(d)};a.prototype.get=function(){null!==this._deferredValue&&(this._resolvedValue=this._deferredValue(),this._deferredValue=null);return this._resolvedValue};return a}();d.Lazy=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.Lazy=d.Util.Lazy;var f=function(){function a(a){this._value=a}a.create=function(c){return new a(c)};a.prototype.get=function(){"function"===typeof this._value&&(this._value=this._value());return this._value};return a}();h.LazyObject=f;var a=function(){function a(a){"function"===typeof a&&(a=f.create(a));a instanceof Promise&&(a=this._rectifyResult(a));this._value=a}a.create=function(c){return new a(c)};a.prototype.isUnforced=function(){return this._value instanceof f};
+a.prototype.isResolved=function(){return!(this._value instanceof f)&&!(this._value instanceof Promise)};a.prototype.getResolved=function(){console.assert(this.isResolved());return this._value};a.prototype.then=function(a,b){this._value instanceof f&&(this._value=this._rectifyResult(this._value.get()));if(this._value instanceof Promise)return this._value.then(a,b);d.Util.TypeAssert(this._value);return Promise.resolve(this._value).then(a,b)};a.prototype._rectifyResult=function(a){var b=this;return a instanceof
+Promise?a.then(function(a){return b._value=a}):a};return a}();h.LazyPromise=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d.fromIntegerMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e],g=d[b];a.set(parseInt(b,10),g)}return a};d.toIntegerMap=function(d){if(!(d instanceof Map))return d;var a={};d.forEach(function(d,c){a[c]=d});return a};d.fromRealNumberMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(Number(b),d[b])}return a};d.fromStringMap=function(d){if(d instanceof
+Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(b,d[b])}return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.Todo=function(){for(var f=0;f<arguments.length;f++);throw new d.InternalLogicError;}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.TypeAssert=function(d){};h.TypeAssertNever=function(f){throw new d.InternalLogicError;}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.CompileTime||(d.CompileTime={});d.enable=!0;d.disable=!1})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._heap=[];this._comparator=a}a.prototype.clear=function(){this._heap.length=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._heap.length},enumerable:!0,configurable:!0});a.prototype.peek=function(){return this._heap[0]};a.prototype.push=function(a){this._heap.push(a);this._siftUp()};a.prototype.pop=function(){var a=this.peek(),c=this.length-1;0<c&&this._swap(0,c);this._heap.pop();this._siftDown();return a};a.prototype.replace=
+function(a){var c=this.peek();this._heap[0]=a;this._siftDown();return c};a.prototype._greater=function(a,c){return this._comparator(this._heap[a],this._heap[c])};a.prototype._swap=function(a,c){var b=[this._heap[c],this._heap[a]];this._heap[a]=b[0];this._heap[c]=b[1]};a.prototype._siftUp=function(){for(var a=this.length-1;0<a&&this._greater(a,(a+1>>>1)-1);)this._swap(a,(a+1>>>1)-1),a=(a+1>>>1)-1};a.prototype._siftDown=function(){for(var a=0;(a<<1)+1<this.length&&this._greater((a<<1)+1,a)||a+1<<1<
+this.length&&this._greater(a+1<<1,a);){var c=a+1<<1<this.length&&this._greater(a+1<<1,(a<<1)+1)?a+1<<1:(a<<1)+1;this._swap(a,c);a=c}};return a}();d.PriorityQueue=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.waitForAll=function(d){return Promise.all(d)}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(){this.items=[];this.next=null}}(),a=function(){function a(){this.clear()}a.prototype.clear=function(){this._tail=this._head=new f;this._size=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._size},enumerable:!0,configurable:!0});a.prototype.push=function(a){++this._size;if(1024===this._tail.items.length){var b=new f;this._tail=this._tail.next=b}this._tail.items.push(a)};a.prototype.pop=function(){console.assert(0<
+this._size);console.assert(0<this._head.items.length);--this._size;var a=this._head.items.shift();if(0===this._head.items.length){var b=this._head.next;null===b?console.assert(this._head===this._tail):this._head=b}return a};return a}();d.Queue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){var f=function(){return function(a,d){this.value=a;this.kids=d.slice()}}();d.RoseTree=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(function(d){(function(d){d.utf8ArrayToStr=function(a){if("undefined"!==typeof window&&8192>a.length&&"escape"in window){var b=void 0;try{var c=String.fromCharCode.apply(null,a),d=window.escape(c);b=decodeURIComponent(d)}catch(p){b=""}return b}b="";d=a.length;for(c=0;c<d;){var e=a[c++];switch(e>>4){case 0:case 1:case 2:case 3:case 4:case 5:case 6:case 7:b+=String.fromCharCode(e);break;case 12:case 13:var f=a[c++];b+=String.fromCharCode((e&31)<<6|f&63);break;case 14:f=a[c++];var h=a[c++];b+=String.fromCharCode((e&
+15)<<12|(f&63)<<6|(h&63)<<0)}}return b};var f=/^\d+$/;d.isBase10Number=function(a){return f.test(a)};var a="0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz`~!@#$%^&*()_+-=[]{};:'\",.<>\\|/?".split("");d.compressUint=function(c){console.assert(0<=c);if(0===c)return a[0];for(var b=[];0!==c;){var d=Math.floor(c/a.length);b.push(a[c%a.length]);c=d}return b.join("")};var e="0000000 000000 00000 0000 000 00 0 ".split(" ");d.zeroPadHex32=function(a){a=a.toString(16);return e[a.length-1]+a}})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){(function(d){d.isEmpty=function(a){return null===a||void 0===a};d.toArray=function(a){return Array.isArray(a)?a.slice():null===a||void 0===a?[]:[a]};d.fromArray=function(a){return 0===a.length?null:1===a.length?a[0]:a};d.push=function(a,d){return a?Array.isArray(a)?(a.push(d),a):[a,d]:d}})(d.TerseArray||(d.TerseArray={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._afterActionIdlePromise=this._beforeActionIdlePromise=this._action=this._timerId=null}a.prototype.isIdle=function(a){if(0===a)return null===this._timerId;h.TypeAssert(a);return null===this._action};a.prototype.waitForIdle=function(a){if(0===a){if(null===this._timerId)return Promise.resolve();null===this._beforeActionIdlePromise&&(this._beforeActionIdlePromise=d.Internal.OpenPromise.create());return this._beforeActionIdlePromise}h.TypeAssert(a);
+if(null===this._action)return Promise.resolve();null===this._afterActionIdlePromise&&(this._afterActionIdlePromise=d.Internal.OpenPromise.create());return this._afterActionIdlePromise};a.prototype._triggerIdlePromise=function(a){0===a?null!==this._beforeActionIdlePromise&&(this._beforeActionIdlePromise.resolve(),this._beforeActionIdlePromise=null):(h.TypeAssert(a),null!==this._afterActionIdlePromise&&(this._afterActionIdlePromise.resolve(),this._afterActionIdlePromise=null))};a.prototype._clearTimeout=
+function(){null!==this._timerId&&(clearTimeout(this._timerId),this._timerId=null)};a.prototype.clear=function(){this._clearTimeout();this._triggerIdlePromise(0);this._action=null;this._triggerIdlePromise(1)};a.prototype.set=function(a,c){var b=this;this._clearTimeout();this._action=c;this._timerId=setTimeout(function(){b._timerId=null;b._triggerIdlePromise(0);var a=b._afterActionIdlePromise;b._afterActionIdlePromise=null;b._action();null===b._timerId&&(b._action=null);null!==a&&a.resolve()},a)};return a}();
+h.Timer=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.Unicode||(d.Unicode={});d.Subscript2="\u00b2";d.Subscript3="\u00b3"})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,c){return a[0]*c[0]+a[1]*c[1]+a[2]*c[2]}function a(a){var c=a[0],b=a[1];a=a[2];return c*c+b*b+a*a}d.toVec3=function(a){return[a.x,a.y,a.z]};d.cwiseAbs3=function(a){return[Math.abs(a[0]),Math.abs(a[1]),Math.abs(a[2])]};d.cwiseProduct3=function(a,c){return[a[0]*c[0],a[1]*c[1],a[2]*c[2]]};d.add3=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2]]};d.sub3=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2]]};d.add4=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2],
+a[3]+c[3]]};d.sub4=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2],a[3]-c[3]]};d.dot3=f;d.squaredNorm3=a;d.norm3=function(d){return Math.sqrt(a(d))};d.scale3=function(a,c){return[a*c[0],a*c[1],a*c[2]]};d.row4=function(a,c){a=a.m;c*=4;return[a[c],a[c+1],a[c+2],a[c+3]]};d.col4=function(a,c){a=a.m;return[a[c],a[c+4],a[c+8],a[c+12]]};d.projectSquaredSize=function(a,c,b){a=f(a,b)+b[3];a*=a;1E-5>a&&(a=1E-5);return c/a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return[2]}null===this._idlePromise&&(this._idlePromise=h.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.push=function(a){"function"===typeof a&&(a=h.Lazy.create(a));this._activePromiseCount<this._maxActivePromises?(console.assert(0===this._deferredActions.length),this._immediateAction(a)):this._deferredActions.push(a)};a.prototype._immediateAction=function(a){var c=this;if(this._failed)return console.assert(0===this._deferredActions.length),!0;try{var b=a.get()}catch(g){this._suppressFailures||
+(this._failed=!0,this._failureError=g,this._deferredActions.clear())}if(void 0===b)return!0;++this._activePromiseCount;b.then(function(b){c._finalizePromise();return b}).catch(function(b){c._finalizePromise();throw b;});return!1};a.prototype._finalizePromise=function(){--this._activePromiseCount;this._failed&&console.assert(0===this._deferredActions.length);if(0<this._deferredActions.length){do{var a=this._deferredActions.pop();if(!this._immediateAction(a))break}while(0<this._deferredActions.length)
+}this._tryActivateIdlePromise()};a.prototype._tryActivateIdlePromise=function(){0===this._activePromiseCount&&(console.assert(0===this._deferredActions.length),null!==this._idlePromise&&(this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null))};return a}();h.ActionQueue=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._idlePromise=this._pending=this._active=null;this._suppressFailures=a}a.prototype.isIdle=function(){return null===this._active};a.prototype.waitForIdle=function(){if(this.isIdle())return Promise.resolve();null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return this._idlePromise};a.prototype.set=function(a){var c=this;"function"===typeof a&&(a=d.Lazy.create(a));if(null===this._active){var b=void 0;try{b=a.get()}catch(g){return this._advance(!this._suppressFailures,
+g)}if(void 0===b)return this._advance(!1,null);this._active=b.then(function(){c._advance(!1,null)}).catch(function(b){c._advance(!c._suppressFailures,b)})}else this._pending=a};a.prototype._advance=function(a,c){this._active=null;a&&(this._pending=null);null===this._pending?null!==this._idlePromise&&(a?this._idlePromise.reject(c):this._idlePromise.resolve(),this._idlePromise=null):(a=this._pending,this._pending=null,this.set(a))};a.prototype.clear=function(){this._pending=null};return a}();d.CurrentAction=
+f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._action=new d.CurrentAction(!0);this._latestPromise=null;this._timestamp=0}a.prototype.isIdle=function(){return null===this._latestPromise&&this._action.isIdle()};a.prototype.set=function(a){var c=this,b=++this._timestamp;null!==this._latestPromise&&this._latestPromise.reject(void 0);var g=d.OpenPromise.create();this._latestPromise=g;this._action.clear();this._action.waitForIdle().then(function(){b===c._timestamp&&c._action.set(function(){if(b===
+c._timestamp){g===c._latestPromise&&(c._latestPromise=null);"function"===typeof a&&(a=d.Lazy.create(a));try{var e=a.get()}catch(l){return c._advance(g,!0,l)}return void 0===e?c._advance(g,!1,null):e.then(function(){return c._advance(g,!1,null)},function(b){return c._advance(g,!0,b)})}})});return g};a.prototype._advance=function(a,c,b){a===this._latestPromise&&(this._latestPromise=null);c?a.reject(b):a.resolve()};return a}();d.CurrentActionSync=f})(d.Util||(d.Util={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,c){a=b;d=c});c.resolve=a;c.reject=d;return c}})(d.OpenPromise||(d.OpenPromise={}))})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){(d.Internal||(d.Internal={})).OpenPromise=d.Util.OpenPromise})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._cache=new Map}a.prototype.clear=function(){this._cache.clear()};a.prototype.load=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this._cache.get(a);if(void 0!==b)return[2,b];this._cache.set(a,c);return[2,c]})})};return a}();d.PromiseCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(b,a,c){this._lazyPromise=b;this._wrapperPromise=a;null!==c&&(this.compareValue=c)}a.prototype.kill=function(){this._lazyPromise=null};a.prototype.fetch=function(b,a){var c=this;null===this._lazyPromise?(this._wrapperPromise.reject(null),setTimeout(a,0)):b(this._lazyPromise).then(function(b){c._wrapperPromise.resolve(b)}).catch(function(b){c._wrapperPromise.reject(b)})};return a}();d._DeferredPromise=f;var a=function(){function a(b,a,c){this._failed=
+!1;this._failureError=null;this._activePromiseCount=0;this._idlePromise=null;this._latestPromise=Promise.resolve();this._needsResorting=!1;console.assert(0<b,"Don't create a non-progressible queue.");this._maxActivePromises=b;this._deferredPromises=a;this._failureFailsAll=c}a.prototype.maxActivePromises=function(){return this._maxActivePromises};a.prototype.isIdle=function(){return 0===this._activePromiseCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(b){if(this.isIdle()){if(this._failureFailsAll&&this._failed)throw this._failureError;return[2]}null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.killDeferred=function(){for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();a.kill();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._push=function(b,a){"function"===typeof b&&(b=d.Lazy.create(b));return this._latestPromise=b=this._activePromiseCount<
+this._maxActivePromises?this._immediatePromise(b):this._deferPromise(b,a)};a.prototype._resort=function(){console.assert(this._needsResorting);this._needsResorting=!1;for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._deferPromise=function(b,a){var c=d.OpenPromise.create();b=new f(b,c,a);this._queue(b);return c};a.prototype._immediatePromise=function(b){return __awaiter(this,void 0,void 0,function(){var a,c;
+return __generator(this,function(d){switch(d.label){case 0:if(this._failureFailsAll&&this._failed)throw this._failureError;++this._activePromiseCount;d.label=1;case 1:return d.trys.push([1,3,,4]),[4,b.get()];case 2:return a=d.sent(),this._finalizePromise(),[2,a];case 3:throw c=d.sent(),this._failureFailsAll&&!this._failed&&(this._failed=!0,this._failureError=c,null!==this._idlePromise&&this._idlePromise.reject(c)),this._finalizePromise(),c;case 4:return[2]}})})};a.prototype._finalizePromise=function(){var b=
+this;--this._activePromiseCount;0<this._deferredPromises.length?(this._needsResorting&&this._resort(),this._dequeue().fetch(function(a){return b._immediatePromise(a)},function(){b._finalizePromise()})):0===this._activePromiseCount&&(null!==this._idlePromise&&(this._failureFailsAll&&this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null),this._latestPromise=Promise.resolve())};return a}();d.PromiseQueueImpl=a;var e=function(a){function b(b,c){return a.call(this,
+b,new d.Queue,c)||this}__extends(b,a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b){return this._push(b,null)};b.prototype.waitOnLatest=function(){return this._latestPromise.then(d.nop,d.nop)};return b}(a);d.PromiseQueue=e;a=function(a){function b(b,c,e){var g=this;g=new d.PriorityQueue(function(b,a){return c(b.compareValue,a.compareValue)});return g=a.call(this,b,g,e)||this}__extends(b,
+a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b,a){return this._push(b,a)};b.prototype.markDirty=function(){this._needsResorting=!0};return b}(a);d.PriorityPromiseQueue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,g){a=function(a){c.state=1;b(a)};d=function(b){c.state=2;g(b)}});c.state=0;c.resolve=a;c.reject=d;return c}})(d.TrackedOpenPromise||(d.TrackedOpenPromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(a,d){var c=new Promise(function(b,g){d.then(function(){c.isReady=!0;b(a)},g)});c.unsafeValue=a;c.readyPromise=d;c.isReady=!1;return c}})(d.UnsafePromise||(d.UnsafePromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e,f){var g=a.call(this)||this;g._position=new d.Point2(b,c);g._modifiers=e;g._inputType=f;return g}__extends(c,a);c.prototype.getPosition=function(){return this._position.copy()};c.prototype.shiftDown=function(){return(this._modifiers&d.KeyModifiers.Shift)===d.KeyModifiers.Shift};c.prototype.altDown=function(){return(this._modifiers&d.KeyModifiers.Alt)===d.KeyModifiers.Alt};c.prototype.controlDown=function(){return(this._modifiers&d.KeyModifiers.Control)===
+d.KeyModifiers.Control};c.prototype.commandDown=function(){return(this._modifiers&d.KeyModifiers.Command)===d.KeyModifiers.Command};c.prototype.getEventType=function(){return this._inputType};c.prototype.getModifiers=function(){return this._modifiers};return c}(h.InputEvent);h.MouseInputEventBase=f;var a=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._button=d;b._buttons=e;return b}__extends(c,a);c.prototype.getButton=function(){return this._button};c.prototype.getButtons=function(){return this._buttons};
+return c}(f);h.MouseInputEvent=a;f=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._wheelDelta=d;b._buttons=e;return b}__extends(c,a);c.prototype.getWheelDelta=function(){return this._wheelDelta};c.prototype.getButtons=function(){return this._buttons};return c}(f);h.MouseWheelInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._selection=a}a.prototype.getType=function(){return this._selection?this._selection.getSelectionType():d.SelectionType.None};a.prototype.getSelection=function(){return this._selection};a._createNull=function(){return new a(d.Selection.SelectionItem.create())};return a}();h.NodeSelectionEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,g,e,f){var k=a.call(this)||this;k._id=c;k._position=new d.Point2(b,g);k._buttons=e;k._inputType=f;return k}__extends(e,a);e.prototype.getId=function(){return this._id};e.prototype.getPosition=function(){return this._position};e.prototype.getEventType=function(){return this._inputType};e.prototype.getButtons=function(){return this._buttons};return e}(h.InputEvent);h.TouchInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){}a.calculate=function(a,c,b,d){var g=2/(c+2*b+d);a=a<=c?this._PA(a,g,c):a>=c&&a<=c+b?this._PA(a,g,c):this._PC(a,g,c,b,d);return a=Math.min(a,1)};a._PA=function(a,c,b){return a*a*.5*c/b};a._PB=function(a,c,b){return this._PA(b,c,b)+(a-b)*c};a._PC=function(a,c,b,d,f){return this._PB(b+d,c,b)+(a-(b+d))*c*(1-.5*(a-(b+d))/f)};return a}();d.EaseInEaseOut=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,f){this._startTime=this._completeCallback=null;this._progress=0;this._targetMoveDelta=this._positionMoveDelta=null;this._interpolationUsesRotation=!1;this._endQuaternion=this._beginQuaternion=null;this._fieldHeightDelta=this._fieldWidthDelta=this._viewVectorLengthDelta=this._viewVectorLength=0;this._beginCam=a.copy();this._endCam=c.copy();a=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()).normalize();c=this._endCam.getUp().normalize();
+c=d.Point3.cross(c,a);a=d.Point3.cross(a,c);this._endCam.setUp(a.normalize());this._completeCallback=g;this._duration=b;this._view=f}a.prototype.isComplete=function(){return 1<=this._progress};a.prototype.getCallback=function(){return this._completeCallback};a.prototype.stop=function(){};a.prototype.start=function(){this._startTime=Date.now();this._progress=0;this._init();this._view.getProjectionMode()!==this._endCam.getProjection()&&this._view.setProjectionMode(this._endCam.getProjection())};a.prototype.update=
+function(){if(null!==this._startTime){var a=(Date.now()-this._startTime)/this._duration;a=Math.min(a,1);a=Math.max(a,0);a=h.EaseInEaseOut.calculate(a,.49,.02,.49);a=Math.min(a,1);a=Math.max(a,0);var c=d.Point3.scale(this._positionMoveDelta,a),b=d.Point3.scale(this._targetMoveDelta,a),g=this._beginCam.getUp(),f=d.Point3.add(this._beginCam.getPosition(),c);b=d.Point3.add(this._beginCam.getTarget(),b);c=this._beginCam.getWidth()+a*this._fieldWidthDelta;var l=this._beginCam.getHeight()+a*this._fieldHeightDelta;
+if(this._interpolationUsesRotation){f=this._viewVectorLength+this._viewVectorLengthDelta*a;var n=d.Quaternion.interpolate(this._beginQuaternion,this._endQuaternion,a);n=d.Quaternion.toMatrix(n);f=new d.Point3(b.x-n.m[8]*f,b.y-n.m[9]*f,b.z-n.m[10]*f);g.set(n.m[4],n.m[5],n.m[6])}g=d.Camera.create(f,b,g,this._endCam.getProjection(),c,l,this._endCam.getNearLimit());this._view.setCamera(g);this._progress=a;1<=this._progress&&this._view.setCamera(this._endCam)}};a.prototype.getMatrixFromCamera=function(a){var c=
+d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();a=a.getUp().normalize();a=d.Point3.cross(a,c);var b=d.Point3.cross(c,a);return d.Matrix.createFromBasis(a,b,c)};a.prototype._init=function(){var a=d.Point3.subtract(this._beginCam.getTarget(),this._beginCam.getPosition()),c=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()),b=a.length(),g=c.length()-b;a.normalize();c.normalize();c=d.Point3.subtract(a,c);var f=d.Point3.subtract(this._endCam.getUp(),this._beginCam.getUp());
+a=!0;1E-4>c.length()&&1E-4>f.length()&&(a=!1);f=c=null;if(a){c=this.getMatrixFromCamera(this._beginCam);f=this.getMatrixFromCamera(this._endCam);c=d.Quaternion.createFromMatrix(c);f=d.Quaternion.createFromMatrix(f);var l=d.Quaternion.subtract(c,f).magnitudeSquared();d.Quaternion.add(c,f).magnitudeSquared()<l&&f.negate()}this._interpolationUsesRotation=a;this._beginQuaternion=c;this._endQuaternion=f;this._viewVectorLength=b;this._viewVectorLengthDelta=g;this._positionMoveDelta=d.Point3.subtract(this._endCam.getPosition(),
+this._beginCam.getPosition());this._targetMoveDelta=d.Point3.subtract(this._endCam.getTarget(),this._beginCam.getTarget());this._fieldWidthDelta=this._endCam.getWidth()-this._beginCam.getWidth();this._fieldHeightDelta=this._endCam.getHeight()-this._beginCam.getHeight()};return a}();h.CameraInterpolation=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._activeInterpolation=null;this._updateTimer=new d.Util.Timer;this._updateInterval=16}a.prototype.stop=function(){this._activeInterpolation&&this._activeInterpolation.stop();this._activeInterpolation=null;this._updateTimer.clear()};a.prototype.start=function(a,c){void 0===c&&(c=!0);if(this._activeInterpolation&&!c)return!1;this.stop();this._activeInterpolation=a;this._activeInterpolation.start();this.update();return!0};a.prototype.update=
+function(){var a=this;if(this._activeInterpolation)if(this._activeInterpolation.update(),this._activeInterpolation.isComplete()){var c=this._activeInterpolation.getCallback();null!==c&&c()}else this._updateTimer.isIdle(0)&&this._updateTimer.set(this._updateInterval,function(){a.update()})};return a}();h.InterpolationManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._markupItems=new Map;this._selectedMarkup=this._activeView=null;this._pendingUpdateHandleTimer=new d.Util.Timer;this._pickTolerance=0;this._callbackManager=a;this._domElements=c;this._markupRenderer=b}a.prototype.shutdown=function(){this.setActiveView(null);this._markupItems.forEach(function(a){a.remove()});this._markupItems.clear()};a.prototype._updateLater=function(a){var c=this;this._pendingUpdateHandleTimer.isIdle(0)&&this._pendingUpdateHandleTimer.set(0,
+function(){c.update()});null!==a&&this._pendingUpdateHandleTimer.waitForIdle(1).then(function(){a.resolve()})};a.prototype.updateLater=function(){this._updateLater(null)};a.prototype.update=function(){this._pendingUpdateHandleTimer.clear();this.renderMarkup();this.renderActiveViewMarkup()};a.prototype.registerMarkupItem=function(a){var c=d.UUID.create();this._markupItems.set(c,a);return c};a.prototype.unregisterMarkupItem=function(a){var c=this._markupItems.get(a);c&&(c.remove&&c.remove(),this._markupItems.delete(a))};
+a.prototype.getActiveView=function(){return this._activeView};a.prototype.setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,d,e,f,n;return __generator(this,function(g){switch(g.label){case 0:this._selectedMarkup&&(this._selectedMarkup.onDeselect(),this._selectedMarkup=null);c=this._activeView;this._activeView=a;if(null===c||c===a)return[3,2];b=c.getMarkup();d=0;for(e=b;d<e.length;d++)f=e[d],f.remove();n=h.OpenPromise.create();this._updateLater(n);return[4,n];case 1:return g.sent(),
+this._callbackManager.trigger("viewDeactivated",c),[3,4];case 2:return[4,this._pendingUpdateHandleTimer.waitForIdle(1)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};a.prototype.renderMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getMarkupSvgElement());this._markupRenderer._clear();this._markupItems.forEach(function(a){a.draw()});this._markupRenderer._finalize()};a.prototype.renderActiveViewMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getRedlineSvgElement());
+this._markupRenderer._clear();if(this._activeView){for(var a=0,c=this._activeView.getMarkup();a<c.length;a++)c[a].draw();this._markupRenderer._finalize()}};a.prototype.getPickTolerance=function(){return this._pickTolerance};a.prototype.setPickTolerance=function(a){this._pickTolerance=a};a.prototype.pick=function(a){var c=this;if(this._activeView)for(var b=0,d=this._activeView.getMarkup();b<d.length;b++){var e=d[b];if(e.hitWithTolerance(a,this._pickTolerance)||e.hit(a))return e}var f=null;this._markupItems.forEach(function(b){null===
+f&&(b.hitWithTolerance(a,c._pickTolerance)||b.hit(a))&&(f=b)});return f};a.prototype.select=function(a){if(this._selectedMarkup&&a!==this._selectedMarkup)this._selectedMarkup.onDeselect();if(this._selectedMarkup=a)this._selectedMarkup.onSelect();this.update()};a.prototype.getSelected=function(){return this._selectedMarkup};return a}();h.MarkupItemManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._center=d.Point2.zero();b._radius=1;return b}__extends(b,a);b.prototype.set=function(b,a){this._center.assign(b);this.setRadius(a)};b.prototype.getCenter=function(){return this._center.copy()};b.prototype.setCenter=function(b){this._center.assign(b)};b.prototype.getRadius=function(){return this._radius};b.prototype.setRadius=function(b){this._radius=b};return b}(f.FilledShape);f.Circle=
+a;var e=function(){return function(a,b){this.center=a.copy();this.radius=b}}();f._MarkupCircleData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._circles=[];return b}__extends(b,a);b.prototype.clear=function(){this._circles=[]};b.prototype.addCircle=function(b,a){this._circles.push(new e(b,a))};b.prototype.getCircles=function(){return this._circles};return b}(f.FilledShape);f.CircleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){var a=function(a){function b(b,c){var g=a.call(this)||this;g._p1=b?b.copy():d.Point2.zero();g._p2=c?c.copy():d.Point2.zero();return g}__extends(b,a);b.prototype.set=function(b,a){this._p1.assign(b);this._p2.assign(a)};b.prototype.getP1=function(){return this._p1.copy()};b.prototype.setP1=function(b){this._p1.assign(b)};b.prototype.getP2=function(){return this._p2};b.prototype.setP2=function(b){this._p2.assign(b)};return b}(f.EndcapShape);f.Line=a;var e=function(){return function(a,
+b){this.p1=a.copy();this.p2=b.copy()}}();f._MarkupLineData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._lines=[];return b}__extends(b,a);b.prototype.addLine=function(b,a){this._lines.push(new e(b,a))};b.prototype.getLines=function(){return this._lines};b.prototype.clear=function(){this._lines=[]};return b}(f.EndcapShape);f.LineCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._padding=5;this._text=new f.TextMarkupBase;this._box=new f.RectangleBase;this._box.setFillOpacity(0);this._box.setFillColor(d.Color.white())}a.prototype._assign=function(b){this._text._assign(b._text);this._box._assign(b._box);this._padding=b._padding};a.prototype.getTextPortion=function(){return this._text};a.prototype.getBoxPortion=function(){return this._box};a.prototype.getPadding=function(){return this._padding};a.prototype.setPadding=
+function(b){this._padding=b};return a}();f.TextBoxBase=a;var e=function(a){function b(b,c){var g=a.call(this)||this;g._position=d.Point2.zero();g._textStr="";b&&g._position.assign(b);c&&(g._textStr=c);return g}__extends(b,a);b.prototype._assign=function(b){a.prototype._assign.call(this,b);this._position.assign(b._position)};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.setPosition=function(b){this._position.assign(b)};b.prototype.getTextString=function(){return this._textStr};
+b.prototype.setTextString=function(b){this._textStr=b};return b}(a);f.TextBox=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._textStrings=[];return b}__extends(b,a);b.prototype.clear=function(){this._textStrings=[]};b.prototype.addString=function(b,a){this._textStrings.push(new f._MarkupTextData(b,a))};b.prototype.getStrings=function(){return this._textStrings};return b}(a);f.TextBoxCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){return function(a,c){this.markupView=a;this.itemResults=c}}();h._MarkupViewConstruction=f;var a=function(){function a(a,b,d,e,f,h){void 0===h&&(h=null);this._faceVisibility=this._lineVisibility=!0;this._markupItems=new Set;this._sheetId=null;this._colorMap=new Map;this._snapshotImage=null;this._defaultVisibility=!0;this._visibilityExceptions=new Set;this._uniqueId=a;this._camera=d;this._name=b;this._explodeMagnitude=e;this._cuttingPlaneData=f;this._sheetId=h}
+a.prototype.getCamera=function(){return this._camera};a.prototype.getSheetId=function(){return this._sheetId};a.prototype.getUniqueId=function(){return this._uniqueId};a.prototype.getName=function(){return this._name};a.prototype.setName=function(a){this._name=a};a.prototype.getLineVisibility=function(){return this._lineVisibility};a.prototype.setLineVisibility=function(a){this._lineVisibility=a};a.prototype.getFaceVisibility=function(){return this._faceVisibility};a.prototype.setFaceVisibility=function(a){this._faceVisibility=
+a};a.prototype.addMarkupItem=function(a){this._markupItems.add(a)};a.prototype.getMarkup=function(){return d.Util.setToArray(this._markupItems)};a.prototype.removeMarkup=function(a){a.remove();return this._markupItems.delete(a)};a.prototype.getCuttingPlaneData=function(){return this._cuttingPlaneData};a.prototype.setCuttingPlaneData=function(a){this._cuttingPlaneData=a};a.prototype.getExplodeMagnitude=function(){return this._explodeMagnitude};a.prototype.setExplodeMagnitude=function(a){this._explodeMagnitude=
+a};a.prototype.getColorMap=function(){return this._colorMap};a.prototype.setColorMap=function(a){this._colorMap=a};a.prototype.getDefaultVisibility=function(){return this._defaultVisibility};a.prototype.setDefaultVisibility=function(a){this._defaultVisibility=a};a.prototype.getVisibilityExceptions=function(){return this._visibilityExceptions};a.prototype.setVisibilityExceptions=function(a){this._visibilityExceptions=a};a.prototype.getSnapshotImage=function(){return this._snapshotImage};a.prototype.setSnapshotImage=
+function(a){this._snapshotImage=a};a.prototype._handleLoadMarkupItem=function(a){return a instanceof h.MarkupItem?(this.addMarkupItem(a),!0):!1};a._fromJson=function(c,b){return __awaiter(this,void 0,void 0,function(){var g,e,l,h,m,p,q,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(k){switch(k.label){case 0:g=c;e=d.Camera.fromJson(g.camera);g.hasOwnProperty("sheetId")&&g.sheetId&&(h=parseInt(c.sheetId,10),isNaN(h)||(l=h));m=new a(g.uniqueId,g.name,e,g.explodeMagnitude,g.cuttingData,
+l);m.setLineVisibility(g.lineVisibility);m.setFaceVisibility(g.faceVisibility);void 0!==g.defaultVisibility&&void 0!==g.visibilityExceptions&&(m.setDefaultVisibility(g.defaultVisibility),p=new Set,g.visibilityExceptions.forEach(function(b){p.add(b)}),m.setVisibilityExceptions(p));q=new Map;r=g.colors;if(Array.isArray(r))for(u=0,t=r;u<t.length;u++)v=t[u],w=v[0],z=d.Color.fromJson(v[1]),q.set(w,z);m.setColorMap(q);x=[];console.assert(Array.isArray(g.markup));y=0;for(A=g.markup;y<A.length;y++)if(B=A[y],
+D=d.Internal.classFromString(B.className))C=D.fromJson(B,b),C instanceof Promise?x.push(C.then(function(b){return m._handleLoadMarkupItem(b)})):x.push(Promise.resolve(m._handleLoadMarkupItem(C)));E=g.imageSrc;void 0!==E&&0<E.length&&(F=new Image,F.src=E,m.setSnapshotImage(F));return[4,Promise.all(x)];case 1:return H=k.sent(),[2,new f(m,H)]}})})};a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){var a={uniqueId:this._uniqueId,name:this._name,camera:this._camera.toJson(),
+cuttingData:this._cuttingPlaneData,explodeMagnitude:this._explodeMagnitude,lineVisibility:this._lineVisibility,faceVisibility:this._faceVisibility,markup:[],sheetId:this._sheetId,defaultVisibility:this._defaultVisibility,visibilityExceptions:[],colors:[],imageSrc:""};this._markupItems.forEach(function(b){var c=b.toJson();c.className=b.getClassName();a.markup.push(c)});this._visibilityExceptions.forEach(function(b){a.visibilityExceptions.push(b)});this._colorMap.forEach(function(b,c){a.colors.push([c,
+b.toJson()])});null!==this._snapshotImage&&(a.imageSrc=this._snapshotImage.src);return a};a.prototype.forJson=function(){return this.toJson()};return a}();h.MarkupView=a})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e,f,h){var g=a.call(this)||this;g._markupViews=new Map;g._defaultViewCounter=1;g._markupItemManager=b;g._callbackManager=d;g._explodeManager=e;g._cuttingManager=f;g._viewer=c;g._sheetManager=h;g._initEvents();return g}__extends(e,a);e.prototype._initEvents=function(){var a=this;this._callbackManager.bind({modelSwitchStart:function(){a._markupItemManager.shutdown()}})};e.prototype.getView=function(a){a=this._markupViews.get(a);return void 0!==
+a?a:null};e.prototype.getViewKeys=function(){var a=[];this._markupViews.forEach(function(b,c){a.push(c)});return a};e.prototype.loadData=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,n,m=this;return __generator(this,function(g){b=[];c=0;for(e=a;c<e.length;c++)f=e[c],n=d.Markup.MarkupView._fromJson(f,this._viewer).then(function(b){if(!h.all(b.itemResults))return!1;b=b.markupView;var a=b.getUniqueId();return m._markupViews.has(a)?!1:(m._markupViews.set(a,b),m._callbackManager.trigger("viewLoaded",
+b),!0)}),b.push(n);return[2,Promise.all(b)]})})};e.prototype.exportMarkup=function(){var a=[];this._markupViews.forEach(function(b){a.push(b.toJson())});return a};e.prototype.createView=function(a,b,g,e,f,h){void 0===a&&(a=this._createDefaultViewName());void 0===b&&(b=!0);void 0===g&&(g=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var c=this._viewer.view,k=d.UUID.create();a=new d.Markup.MarkupView(k,a,c.getCamera(),this._explodeManager.getMagnitude(),this._cuttingManager.toJson(),
+g);this._markupViews.set(k,a);a.setLineVisibility(c.getLineVisibility());a.setFaceVisibility(c.getFaceVisibility());null!==e&&(a.setDefaultVisibility(e.defaultVisibility),a.setVisibilityExceptions(e.visibilityExceptions));null!==f&&a.setColorMap(f);null!==h&&a.setSnapshotImage(h);this._markupItemManager.setActiveView(a);b&&this._callbackManager.trigger("viewCreated",a);return a};e.prototype._activateSheet=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return null!==
+a?[2,this._sheetManager.setActiveSheetId(a,!0,!1)]:[2]})})};e.prototype._activateViewImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this._activateSheet(a.getSheetId())];case 1:return d.sent(),c=this._viewer.view,c.setFaceVisibility(a.getFaceVisibility()),c.setLineVisibility(a.getLineVisibility()),0<b?[4,this._markupItemManager.setActiveView(null)]:[3,4];case 2:return d.sent(),[4,c._setCameraPromise(a.getCamera(),
+b)];case 3:return d.sent(),[3,5];case 4:c.setCamera(a.getCamera()),d.label=5;case 5:return[4,this._setActiveView(a)];case 6:return d.sent(),[2]}})})};e.prototype._activateView=function(a,b){a=this._markupViews.get(a);return void 0!==a?(b=this._activateViewImpl(a,b),h.UnsafePromise.create(!0,b)):h.UnsafePromise.create(!1,Promise.resolve())};e.prototype.activateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,
+this._activateView(a,b)]})})};e.prototype.deprecatedActivateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return this._activateView(a,b).unsafeValue};e.prototype._setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return this._viewer.model.isDrawing()?null!==a.getSheetId()?[3,2]:[4,this._viewer.sheetManager.deactivateSheets()]:[3,5];case 1:return g.sent(),[3,4];case 2:b=a.getVisibilityExceptions();
+c=a.getDefaultVisibility();if(!(0<b.size&&c))return[3,4];d=[];b.forEach(function(b){d.push(b)});return[4,this._viewer.model.setNodesVisibility(d,!1)];case 3:g.sent(),g.label=4;case 4:return[3,8];case 5:return c=a.getDefaultVisibility(),[4,this._viewer.model.setNodesVisibility([this._viewer.model.getAbsoluteRootNode()],c)];case 6:g.sent();b=a.getVisibilityExceptions();if(!(0<b.size))return[3,8];e=[];b.forEach(function(b){e.push(b)});return[4,this._viewer.model.setNodesVisibility(e,!c)];case 7:g.sent(),
+g.label=8;case 8:return[4,this._markupItemManager.setActiveView(a)];case 9:return g.sent(),[4,this._cuttingManager.fromJson(a.getCuttingPlaneData())];case 10:return g.sent(),[4,this._viewer.model.setNodesColors(a.getColorMap())];case 11:return g.sent(),[4,this._explodeManager.setMagnitude(a.getExplodeMagnitude())];case 12:return g.sent(),[2]}})})};e.prototype.deleteView=function(a){var b=this._markupViews.get(a);return void 0!==b?(this._callbackManager.trigger("viewDeleted",b),b===this._markupItemManager.getActiveView()&&
+this._markupItemManager.setActiveView(null),this._markupViews.delete(a),!0):!1};e.prototype._createDefaultViewName=function(){return"View "+this._defaultViewCounter++};e.prototype.toJson=function(){return this.exportMarkup()};e.prototype.forJson=function(){return this.toJson()};return e}(d.MarkupTypeManager);h.MarkupViewManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){void 0===c&&(c=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._lineMeshId=null;g._lineMeshInstanceId=null;g._lineColor=d.Color.red();g._lineOpacity=1;g._linePattern=null;g._linePatternLength=null;g._linePatternLengthUnit=null;g._viewer=b;g._firstPoint=c;g._secondPoint=e;g._firstNodeId=f;g._secondNodeId=h;return g}__extends(c,a);c.prototype.setLineColor=
+function(b){this._lineColor=b};c.prototype.getLineColor=function(){return this._lineColor};c.prototype.setLineOpacity=function(b){this._lineOpacity=b};c.prototype.getLineOpacity=function(){return this._lineOpacity};c.prototype.setLinePattern=function(b,a,c){this._linePattern=b;this._linePatternLength=a;this._linePatternLengthUnit=c};c.prototype.getLinePattern=function(){return void 0!==this._linePattern?this._linePattern:null};c.prototype.getLinePatternLength=function(){return void 0!==this._linePatternLength?
+this._linePatternLength:null};c.prototype.getLinePatternLengthUnit=function(){return void 0!==this._linePatternLengthUnit?this._linePatternLengthUnit:null};c.prototype.setFirstPoint=function(b){this._firstPoint=b};c.prototype.getFirstPoint=function(){return this._firstPoint};c.prototype.setSecondPoint=function(b){this._secondPoint=b};c.prototype.getSecondPoint=function(){return this._secondPoint};c.prototype.setFirstNodeId=function(b){this._firstNodeId=b};c.prototype.getFirstNodeId=function(){return this._firstNodeId};
+c.prototype.setSecondNodeId=function(b){this._secondNodeId=b};c.prototype.getSecondNodeId=function(){return this._secondNodeId};c.prototype.getNodeId=function(){return this._lineMeshInstanceId};c.prototype.removeLine=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,null===this._lineMeshInstanceId?[3,3]:[4,b.deleteMeshInstances([this._lineMeshInstanceId])];case 1:return a.sent(),this._lineMeshInstanceId=
+null,null===this._lineMeshId?[3,3]:[4,b.deleteMeshes([this._lineMeshId])];case 2:a.sent(),this._lineMeshId=null,a.label=3;case 3:return[2]}})})};c.prototype.updateLine=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return[4,this.removeLine()];case 1:g.sent();if(null===this._firstPoint||null===this._secondPoint)return[3,4];b=new d.MeshData;b.addPolyline([this._firstPoint.x,this._firstPoint.y,this._firstPoint.z,this._secondPoint.x,
+this._secondPoint.y,this._secondPoint.z]);a=this._viewer.model;return[4,a.createMesh(b)];case 2:return this._lineMeshId=c=g.sent(),e=new d.MeshInstanceData(c),e.setLineColor(this._lineColor),e.setLineOpacity(this._lineOpacity),e.setCreationFlags(d.MeshInstanceCreationFlags.ExcludeBounding),[4,a.createMeshInstance(e)];case 3:f=g.sent(),null!==this._linePattern&&a.setNodesLinePattern([f],this._linePattern,this._linePatternLength,this._linePatternLengthUnit),this._lineMeshInstanceId=f,g.label=4;case 4:return[2]}})})};
+c.prototype.getId=function(){return this._uniqueId};c.prototype.setId=function(b){this._uniqueId=b};c.prototype.getClassName=function(){return c.className};c.prototype._toJson=function(){return{className:this.getClassName(),uniqueId:this._uniqueId,firstPoint:this.getFirstPoint(),secondPoint:this.getSecondPoint(),firstNodeId:this.getFirstNodeId(),secondNodeId:this.getSecondNodeId(),lineColor:this.getLineColor(),lineOpacity:this.getLineOpacity(),linePattern:this.getLinePattern(),linePatternLength:this.getLinePatternLength(),
+linePatternLengthUnit:this.getLinePatternLengthUnit()}};c.prototype.toJson=function(){return this._toJson()};c.fromJson=function(b,a){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(f){g=b;e=new c(a,d.Point3.fromJson(g.firstPoint),d.Point3.fromJson(g.secondPoint),g.firstNodeId,g.secondNodeId);e.setId(g.uniqueId);e.setLineColor(d.Color.fromJson(g.lineColor));e.setLineOpacity(g.lineOpacity);null!=g.linePattern&&null!=g.linePatternLength&&null!=g.linePatternLengthUnit&&
+e.setLinePattern(g.linePattern,g.linePatternLength,g.linePatternLengthUnit);return[2,e]})})};c.className="Communicator.Markup.Line.LineMarkup";return c}(h.MarkupItem);f.LineMarkup=a})(h.Line||(h.Line={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._viewer=b;return c}__extends(c,a);c.prototype.onDragStart=function(b){b;return!1};c.prototype.onDragMove=function(b){b;return!1};c.prototype.onDragEnd=function(b){b;return!1};c.prototype.remove=function(){this._viewer.trigger("redlineDeleted",this);this._viewer.markupManager.refreshMarkup()};return c}(d.MarkupItem);f.RedlineItem=a})(d.Redline||(d.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._svgDefsElement=this._svgCanvas=null;this._svgElements=[];this._svgTextElements=[]}a.prototype._setCanvas=function(a){this._svgCanvas=a;this._svgDefsElement=document.createElementNS(f.Util.svgNamespace,"defs");this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._clear=function(){if(null===this._svgCanvas||null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");for(;this._svgCanvas.firstChild;)this._svgCanvas.removeChild(this._svgCanvas.firstChild);this._svgElements=
+[];for(this._svgTextElements=[];this._svgDefsElement.firstChild;)this._svgDefsElement.removeChild(this._svgDefsElement.firstChild);this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._finalize=function(){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");for(var a=0,b=this._svgElements;a<b.length;a++){var g=b[a];this._svgCanvas.appendChild(g)}a=0;for(b=this._svgTextElements;a<b.length;a++)g=b[a],this._svgCanvas.appendChild(g)};a.prototype.drawCircle=function(a){return this._addCircleNode(a.getCenter(),
+a.getRadius(),a)};a.prototype.drawCircles=function(a){for(var b=[],c=0,d=a.getCircles();c<d.length;c++){var e=d[c];e=this._addCircleNode(e.center,e.radius,a);b.push(e)}return b};a.prototype.drawLine=function(a){return this._addLineElement(a.getP1(),a.getP2(),a)};a.prototype.drawLines=function(a){for(var b=[],c=0,d=a.getLines();c<d.length;c++){var e=d[c];e=this._addLineElement(e.p1,e.p2,a);b.push(e)}return b};a.prototype.drawText=function(a){return this._addTextElement(a.getText(),a.getPosition(),
+a)};a.prototype.drawTexts=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextElement(e.text,e.position,a);b.push(e)}return b};a.prototype.measureText=function(a,b){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");a=this._createTextElement(a,d.Point2.zero(),b);this._svgCanvas.appendChild(a);b=a.getBoundingClientRect();b=new d.Point2(b.width,b.height);this._svgCanvas.removeChild(a);return b};a.prototype.measureTextBox=function(a){var b=this.measureText(a.getTextString(),
+a.getTextPortion());b.x+=2*a.getBoxPortion().getStrokeWidth();b.y+=2*a.getBoxPortion().getStrokeWidth();b.x+=2*a.getPadding();b.y+=2*a.getPadding();return b};a.prototype.drawPolyline=function(a){return this._addPolylineElement(a.getPoints(),a)};a.prototype.drawPolylines=function(a){for(var b=[],c=0,d=a.getPolylines();c<d.length;c++){var e=this._addPolylineElement(d[c],a);b.push(e)}return b};a.prototype.drawPolygon=function(a){return this._addPolygonElement(a.getPoints(),a)};a.prototype.drawPolygons=
+function(a){for(var b=[],c=0,d=a.getPolygons();c<d.length;c++){var e=this._addPolygonElement(d[c],a);b.push(e)}return b};a.prototype.drawRectangle=function(a){return this._addRectangleElement(a.getPosition(),a.getSize(),a)};a.prototype.drawRectangles=function(a){for(var b=[],c=0,d=a.getRectangles();c<d.length;c++){var e=d[c];e=this._addRectangleElement(e.position,e.size,a);b.push(e)}return b};a.prototype.drawTextBox=function(a){return this._addTextBoxElement(a.getTextString(),a.getPosition(),a)};
+a.prototype.drawTextBoxes=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextBoxElement(e.text,e.position,a);b.push(e)}return b};a.prototype._addTextBoxElement=function(a,b,d){var c=this.measureText(a,d.getTextPortion());c.x+=2*d.getPadding();c.y+=2*d.getPadding();var g=[];c=this._addRectangleElement(b,c,d.getBoxPortion(),!0);g.push(c);b=b.copy();b.x+=d.getPadding();b.y+=d.getPadding()/2+d.getBoxPortion().getStrokeWidth();a=this._addTextElement(a,b,d.getTextPortion());
+g.push(a);return g};a.prototype._renderEndcaps=function(a,b,g,e){if(null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");g.getStartEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(g.getEndcapsInverted()?(a=f.Util.createEndArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),a.refX.baseVal.value=g.getStartEndcapSize()):a=f.Util.createStartArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),e.style.markerStart="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):
+g.getStartEndcapType()===d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(a,g.getStrokeWidth(),g.getStartEndcapSize(),g.getStartEndcapColor()),this._addSVGElement(a));g.getEndEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(a=g.getEndcapsInverted()?f.Util.createStartArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()):f.Util.createEndArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()),e.style.markerEnd="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):g.getEndEndcapType()===
+d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(b,g.getStrokeWidth(),g.getEndEndcapSize(),g.getEndEndcapColor()),this._addSVGElement(a))};a.prototype._createTextElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"text"),g=0;for(a=a.split("\n");g<a.length;g++){var e=a[g],h=document.createElementNS(f.Util.svgNamespace,"tspan");h.textContent=e;h.setAttributeNS(null,"x",""+b.x);h.setAttributeNS(null,"dy","1.2em");c.appendChild(h)}(g=d.getFontFamily())&&c.setAttributeNS(null,
+"font-family",g);c.setAttributeNS(null,"font-size",d.getFontSize().toString());c.setAttributeNS(null,"x",""+b.x);c.setAttributeNS(null,"y",""+b.y);this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);return c};a.prototype._addTextElement=function(a,b,d){a=this._createTextElement(a,b,d);this._addSVGTextItemElement(a);return a};a.prototype._addRectangleElement=function(a,b,d,e){void 0===e&&(e=!1);var c=document.createElementNS(f.Util.svgNamespace,"rect");c.setAttributeNS(null,"x",
+a.x.toString());c.setAttributeNS(null,"y",a.y.toString());c.setAttributeNS(null,"width",b.x.toString());c.setAttributeNS(null,"height",b.y.toString());a=d.getBorderRadius();0<a&&(c.setAttributeNS(null,"rx",a.toString()),c.setAttributeNS(null,"ry",a.toString()));this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);e?this._addSVGTextItemElement(c):this._addSVGElement(c);return c};a.prototype._addLineElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"line");
+c.setAttributeNS(null,"x1",a.x.toString());c.setAttributeNS(null,"y1",a.y.toString());c.setAttributeNS(null,"x2",b.x.toString());c.setAttributeNS(null,"y2",b.y.toString());this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);this._renderEndcaps(a,b,d,c);return c};a.prototype._addPolygonElement=function(a,b){a=f.Util.svgPointString(a);var c=document.createElementNS(f.Util.svgNamespace,"polygon");c.setAttributeNS(null,"points",a);this._setGenericStrokeAttributes(c,b);this._setGenericFillAttributes(c,
+b);this._addSVGElement(c);return c};a.prototype._addPolylineElement=function(a,b){var c=f.Util.svgPointString(a),d=document.createElementNS(f.Util.svgNamespace,"polyline");d.setAttributeNS(null,"points",c);d.setAttributeNS(null,"fill","none");this._renderEndcaps(a[0],a[a.length-1],b,d);this._setGenericStrokeAttributes(d,b);this._addSVGElement(d);return d};a.prototype._addCircleNode=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"circle");c.setAttributeNS(null,"cx",a.x.toString());
+c.setAttributeNS(null,"cy",a.y.toString());c.setAttributeNS(null,"r",b.toString());this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);return c};a.prototype._setGenericFillAttributes=function(a,b){a.setAttributeNS(null,"fill",f.Util.svgColorRgbString(b.getFillColor()));a.setAttributeNS(null,"fill-opacity",b.getFillOpacity().toString())};a.prototype._setGenericStrokeAttributes=function(a,b){a.setAttributeNS(null,"stroke",f.Util.svgColorRgbString(b.getStrokeColor()));
+a.setAttributeNS(null,"stroke-width",b.getStrokeWidth().toString())};a.prototype._addSVGTextItemElement=function(a){this._svgTextElements.push(a)};a.prototype._addSVGElement=function(a){this._svgElements.push(a)};return a}();f.SVGMarkupRenderer=a})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){function e(a){return"rgb("+a.r+", "+a.g+", "+a.b+")"}a.svgNamespace="http://www.w3.org/2000/svg";a.svgColorRgbString=e;a.svgPointString=function(a){for(var b="",c=0;c<a.length;c++)c&&(b+=" "),b+=a[c].x+","+a[c].y;return b};a.createStartArrowMarker=function(c,b){var g=1.1*c,f=new d.Point2(g,0),l=new d.Point2(g,c),h=new d.Point2(0,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=
+c;m.setOrientToAuto();m.refY.baseVal.value=c/2;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createEndArrowMarker=function(c,b){var g=1.1*c,f=d.Point2.zero(),l=new d.Point2(0,c),h=new d.Point2(g,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=c;m.setOrientToAuto();
+m.refY.baseVal.value=c/2;m.refX.baseVal.value=c;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createCircleMarker=function(c,b,d,f){d/=2;f=e(f);var g=document.createElementNS(a.svgNamespace,"circle");g.setAttributeNS(null,"cx",c.x.toString());g.setAttributeNS(null,"cy",c.y.toString());g.setAttributeNS(null,"r",d.toString());g.setAttributeNS(null,"fill",
+f);0<b&&(g.setAttributeNS(null,"stroke-width",b.toString()),g.setAttributeNS(null,"stroke",f));return g}})(f.Util||(f.Util={}))})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.FilledShape);d.Polygon=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polygons=[];return b}__extends(c,a);c.prototype.clear=function(){this._polygons=
+[]};c.prototype.createPolygon=function(){var a=[];this._polygons.push(a);return a};c.prototype.getPolygons=function(){return this._polygons};return c}(d.FilledShape);d.PolygonCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.EndcapShape);d.Polyline=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polylines=[];return b}__extends(c,a);c.prototype.clear=function(){this._polylines=
+[]};c.prototype.createPolyline=function(){var a=[];this._polylines.push(a);return a};c.prototype.getPolylines=function(){return this._polylines};return c}(d.EndcapShape);d.PolylineCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=Math.abs(a.x);var g=Math.abs(a.y),e=Math.abs(a.z);c=c<=g&&c<=e?new d.Point3(1,0,0):g<=c&&g<=e?new d.Point3(0,1,0):new d.Point3(0,0,1);a=d.Point3.cross(c,a);return b?(b.assign(a),b):a}function a(a,b,c,d){var g=c.normal.x*(b.x-a.x)+c.normal.y*(b.y-a.y)+c.normal.z*(b.z-a.z);if(1E-5>Math.abs(g))return!1;c=-(c.d+c.normal.x*a.x+c.normal.y*a.y+c.normal.z*a.z)/g;d.x=a.x+c*(b.x-a.x);d.y=a.y+c*(b.y-a.y);d.z=a.z+c*(b.z-a.z);return 0>c||1<c?!1:!0}function e(a){if(.01>
+Math.abs(a-25.4/72))return"points";if(.01>Math.abs(a-25.4))return"inch";if(.01>Math.abs(a-1))return"mm";if(.01>Math.abs(a-10))return"cm";if(.01>Math.abs(a-25.4/6))return"picas";if(.01>Math.abs(a-12*25.4))return"ft";if(.01>Math.abs(a-914.4))return"yd";if(.01>Math.abs(a-1E3))return"m";if(.01>Math.abs(a-1E6))return"km";if(.01>Math.abs(a-1609344))return"mi";console.log("warning: unit multiplier doesn't map to known type: unit="+a);return""}function c(a){return Math.PI/180*a}function b(a){return 180/Math.PI*
+a}function g(a,b,g){a=a.copy().normalize();var e=c(b);b=Math.cos(e);e=Math.sin(e);var f=1-b,k=f*a.x*a.y,l=f*a.x*a.z,h=f*a.y*a.z;void 0===g&&(g=new d.Matrix);g.m[0]=f*a.x*a.x+b;g.m[1]=e*a.z+k;g.m[2]=l-e*a.y;g.m[3]=0;g.m[4]=k-e*a.z;g.m[5]=f*a.y*a.y+b;g.m[6]=e*a.x+h;g.m[7]=0;g.m[8]=e*a.y+l;g.m[9]=h-e*a.x;g.m[10]=f*a.z*a.z+b;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g}function k(a,b,c){b=d.Point3.subtract(b,a);a=d.Point3.subtract(c,a);a=d.Point3.dot(a,b)/b.squaredLength();return Math.max(0,
+Math.min(1,a))}h.oneVectorCross=f;h.intersectionPlaneLine2=a;h.computePointToLineDistance=function(a,b,c,g){var e=d.Point3.subtract(c,b),f=e.squaredLength(),k=0;0<f&&(k=((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y)+(a.z-b.z)*(c.z-b.z))/f);e.set(e.x*k,e.y*k,e.z*k);g.set(b.x+e.x,b.y+e.y,b.z+e.z);new d.Point3(0,0,0);return d.Point3.subtract(a,g).length()};h.formatWithUnit=function(a,b){b=e(b);for(var c,d=2;9>d&&(c=a.toFixed(d),0===parseFloat(c));d++);0===parseFloat(c)&&(c="0");return c+b};h.degreesToRadians=
+c;h.radiansToDegrees=b;h.computeOffaxisRotation=g;h.intersect3d2Planes=function(a,b,c,g,e,f){var k=d.Point3.cross(a.normal,c.normal),l=Math.abs(k.x),h=Math.abs(k.y),n=Math.abs(k.z);if(1E-7>l+h+n)return c=d.Point3.subtract(g,b),0===d.Point3.dot(a.normal,c)?1:0;l=l>h?l>n?1:3:h>n?2:3;h=d.Point3.zero();b=-d.Point3.dot(a.normal,b);g=-d.Point3.dot(c.normal,g);switch(l){case 1:h.x=0;h.y=(g*a.normal.z-b*c.normal.z)/k.x;h.z=(b*c.normal.y-g*a.normal.y)/k.x;break;case 2:h.x=(b*c.normal.z-g*a.normal.z)/k.y;h.y=
+0;h.z=(g*a.normal.x-b*c.normal.x)/k.y;break;case 3:h.x=(g*a.normal.y-b*c.normal.y)/k.z,h.y=(b*c.normal.x-g*a.normal.x)/k.z,h.z=0}e.assign(h);f.set(h.x+k.x,h.y+k.y,h.z+k.z);return 2};h.intersectionPlaneLine=function(b,c,g,e,f,k){var l=new d.Plane;l.normal.x=(e.y-g.y)*(f.z-g.z)-(e.z-g.z)*(f.y-g.y);l.normal.y=(e.z-g.z)*(f.x-g.x)-(e.x-g.x)*(f.z-g.z);l.normal.z=(e.x-g.x)*(f.y-g.y)-(e.y-g.y)*(f.x-g.x);l.normal.normalize();l.d=-l.normal.x*g.x-l.normal.y*g.y-l.normal.z*g.z;return a(b,c,l,k)};h.computeAngleBetweenVector=
+function(a,c){a=a.copy().normalize();var g=c.copy().normalize();c=d.Point3.cross(a,g).length();a=d.Point3.dot(a,g);return b(Math.atan2(c,a))};h.generatePointsOnCircle=function(a,b,c,g,e){for(var k=2*Math.PI/g,l=0;l<g;l++)a[l]=new d.Point3(0,c*Math.cos(k*l),c*Math.sin(k*l));a[g]=a[0].copy();c=f(e);c.normalize();k=d.Point3.cross(c,e);k.normalize();l=new d.Matrix;var h=l.m;h[0]=e.x;h[1]=e.y;h[2]=e.z;h[3]=0;h[4]=c.x;h[5]=c.y;h[6]=c.z;h[7]=0;h[8]=k.x;h[9]=k.y;h[10]=k.z;h[11]=0;h[12]=0;h[13]=0;h[14]=0;
+h[15]=1;l.transformArray(a,a);for(l=0;l<=g;l++)a[l].set(a[l].x+b.x,a[l].y+b.y,a[l].z+b.z)};h.distanceLineLine=function(a,b,c,g,e,f){var k=0,l=0,h=d.Point3.subtract(b,a),n=d.Point3.subtract(g,c),m=d.Point3.dot(h,a),p=d.Point3.dot(h,n),q=d.Point3.dot(h,h),r=d.Point3.dot(h,c),B=d.Point3.dot(n,n),D=d.Point3.dot(n,c),C=d.Point3.dot(n,a);g=d.Point3.dot(h,g);var E=d.Point3.dot(n,b),F=q*B-p*p;0===F?(0!==q?(r=(r-m)/q,0>r?r=0:1<r&&(r=1),m=(g-m)/q,0>m?m=0:1<m&&(m=1)):m=r=0,0!==B?(C=(C-D)/B,0>C?C=0:1<C&&(C=1),
+B=(E-D)/B,0>B?B=0:1<B&&(B=1)):B=C=0,k=(r+m)/2,l=(C+B)/2):(b=(p*C-p*D-B*m+B*r)/F,p=(q*C-q*D+p*r-p*m)/F,r=(r-m)/q,C=(C-D)/B,m=(g-m)/q,B=(E-D)/B,0<=b&&1>=b&&0<=p&&1>=p?(k=b,l=p):0>b&&0<=p&&1>=p?(k=b,l=C):1<b&&0<=p&&1>=p?(k=b,l=B):0<=b&&1>=b&&0>p?(k=r,l=p):0<=b&&1>=b&&1<p?(k=m,l=p):0>b&&0>p?(k=r,l=C):0>b&&1<p?(k=m,l=C):1<b&&0>p?(k=r,l=B):1<b&&1<p&&(k=m,l=B),0>k?k=0:1<k&&(k=1),0>l?l=0:1<l&&(l=1));e.x=k*h.x+a.x;e.y=k*h.y+a.y;e.z=k*h.z+a.z;f.x=l*n.x+c.x;f.y=l*n.y+c.y;f.z=l*n.z+c.z;return d.Point3.subtract(f,
+e).length()};h.lineLineIntersect=function(a,b,c,g){var e=d.Point3.zero(),f=d.Point3.zero(),k=d.Point3.zero(),l=d.Point3.zero(),h=d.Point3.zero();k.x=a.x-c.x;k.y=a.y-c.y;k.z=a.z-c.z;l.x=g.x-c.x;l.y=g.y-c.y;l.z=g.z-c.z;if(1E-12>Math.abs(l.x)&&1E-12>Math.abs(l.y)&&1E-12>Math.abs(l.z))return null;h.x=b.x-a.x;h.y=b.y-a.y;h.z=b.z-a.z;if(1E-12>Math.abs(h.x)&&1E-12>Math.abs(h.y)&&1E-12>Math.abs(h.z))return null;b=k.x*l.x+k.y*l.y+k.z*l.z;g=l.x*h.x+l.y*h.y+l.z*h.z;var n=k.x*h.x+k.y*h.y+k.z*h.z;k=l.x*l.x+l.y*
+l.y+l.z*l.z;var m=(h.x*h.x+h.y*h.y+h.z*h.z)*k-g*g;if(1E-12>Math.abs(m))return null;n=(b*g-n*k)/m;b=(b+g*n)/k;e.x=a.x+n*h.x;e.y=a.y+n*h.y;e.z=a.z+n*h.z;f.x=c.x+b*l.x;f.y=c.y+b*l.y;f.z=c.z+b*l.z;return e};h.closestPointScalarFromPointToSegment=k;h.closestPointFromPointToSegment=function(a,b,c){c=k(a,b,c);b=d.Point3.subtract(b,a).scale(c);return d.Point3.add(a,b)};h.isPointOnLineSegment=function(a,b,c,g){var e=k(a,b,c);if(0>e||1<e)return!1;b=d.Point3.subtract(b,a).scale(e);a=d.Point3.add(a,b);return d.Point3.subtract(a,
+c).squaredLength()<=g*g};h.isPointOnLineSegment2d=function(a,b,c,g){var e=d.Point2.subtract(c,b);var f=e.length();e.scale(((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y))/(f*f));e=d.Point2.add(b,e);return d.Point2.distance(a,e)<=g?e.x<Math.min(b.x,c.x)||e.x>Math.max(b.x,c.x)||e.y<Math.min(b.y,c.y)||e.y>Math.max(b.y,c.y)?!1:!0:!1};h.isPointInRect2d=function(a,b,c,d){void 0===d&&(d=0);return a.x+d<b.x||a.x>b.x+c.x+d||a.y+d<b.y||a.y>b.y+c.y+d?!1:!0};h.generateArcPoints=function(a,b,c,e,f){var k=[],l=d.Point3.zero(),
+h=new d.Matrix;b/=f;for(var n=0,m=0;n<=f;++n,m+=b)g(a,m,h),h.transform(e,l),k.push(d.Point3.add(c,l));return k}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){this.origin=d.Point3.zero();this.direction=new d.Point3(0,0,1);a&&this.origin.assign(a);e&&this.direction.assign(e)}f.prototype.copy=function(){return new f(this.origin,this.direction)};f.prototype.assign=function(a){this.origin.assign(a.origin);this.direction.assign(a.direction);return this};f.prototype.negate=function(){this.direction.negate();return this};return f}();d.Ray=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.normal=d.Point3.zero();this.d=0}f.prototype.setFromPointAndNormal=function(a,e){this.normal.assign(e);this.d=-d.Point3.dot(e,a);return this};f.prototype.setFromPoints=function(a,e,c){this.normal=d.Point3.cross(d.Point3.subtract(e,a),d.Point3.subtract(c,a)).normalize();this.d=-d.Point3.dot(a,this.normal)};f.prototype.setFromCoefficients=function(a,d,c,b){this.normal.set(a,d,c);this.d=b};f.prototype.getCoefficients=function(){var a=this.normal;return[a.x,
+a.y,a.z,this.d]};f.prototype.distanceToPoint=function(a){return d.Point3.dot(this.normal,a)+this.d};f.prototype.rayIntersection=function(a){var e=d.Point3.zero();return this.intersectsRay(a,e)?e:null};f.prototype.intersectsRay=function(a,e){var c=d.Point3.dot(this.normal,a.direction),b=this.distanceToPoint(a.origin),g=-b/c;return 0<=g&&0<Math.abs(c)?(e&&(c=a.direction.copy().scale(g),e.set(a.origin.x+c.x,a.origin.y+c.y,a.origin.z+c.z)),!0):0<=g&&0>=Math.abs(b)?(e&&e.assign(a.origin),!0):!1};f.prototype.determineSide=
+function(a){return 0<this.normal.x*a.x+this.normal.y*a.y+this.normal.z*a.z+this.d?!0:!1};f.prototype.copy=function(){var a=new f;a.normal.assign(this.normal);a.d=this.d;return a};f.prototype.assign=function(a){this.normal.assign(a.normal);this.d=a.d};f.prototype.equals=function(a){return this.normal.equals(a.normal)&&this.d===a.d};f.createFromPointAndNormal=function(a,d){return(new f).setFromPointAndNormal(a,d)};f.createFromPoints=function(a,d,c){var b=new f;b.setFromPoints(a,d,c);return b};f.createFromCoefficients=
+function(a,d,c,b){var g=new f;g.setFromCoefficients(a,d,c,b);return g};return f}();d.Plane=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;this.w*=a;return this};d.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=a.w};d.zero=function(){return new d(0,0,0,0)};return d}();d.Point4=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}f.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};f.prototype.copy=function(){return new f(this.x,this.y,this.z,this.w)};f.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z&&this.w===a.w};f.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];this.w=a[3];return this};f.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z;a[3]=this.w;return this};
+f.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;this.w=-this.w;return this};f.prototype.magnitudeSquared=function(){return this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w};f.prototype.magnitude=function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)};f.add=function(a,d){return new f(a.x+d.x,a.y+d.y,a.z+d.z,a.w+d.w)};f.subtract=function(a,d){return new f(a.x-d.x,a.y-d.y,a.z-d.z,a.w-d.w)};f.Identity=function(){return new f(0,0,0,1)};f.toMatrix=
+function(a){var e=a.x*a.x+a.y*a.y+a.z*a.z+a.w*a.w;e=2/e;var c=a.x*e,b=a.y*e,g=a.z*e;e=a.w*c;var f=a.w*b,l=a.w*g;c*=a.x;var h=a.x*b,m=a.x*g;b*=a.y;var p=a.y*g;a=a.z*g;g=new d.Matrix;g.m[0]=1-(b+a);g.m[1]=h+l;g.m[2]=m-f;g.m[3]=0;g.m[4]=h-l;g.m[5]=1-(c+a);g.m[6]=p+e;g.m[7]=0;g.m[8]=m+f;g.m[9]=p-e;g.m[10]=1-(c+b);g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};f.createFromMatrix=function(a){var d=[],c=a.m[0]+a.m[5]+a.m[10];if(0<c){var b=Math.sqrt(c+1);d[3]=.5*b;b=.5/b;d[0]=b*(a.m[6]-a.m[9]);
+d[1]=b*(a.m[8]-a.m[2]);d[2]=b*(a.m[1]-a.m[4])}else{c=0;a.m[5]>a.m[0]&&(c=1);a.m[10]>a.m[4*c+c]&&(c=2);b=[1,2,0];var g=b[c],k=b[g];b=Math.sqrt(a.m[4*c+c]-(a.m[4*g+g]+a.m[4*k+k])+1);d[c]=.5*b;b=.5/b;d[3]=b*(a.m[4*g+k]-a.m[4*k+g]);d[g]=b*(a.m[4*c+g]+a.m[4*g+c]);d[k]=b*(a.m[4*c+k]+a.m[4*k+c])}return f.Identity().fromArray(d)};f.interpolate=function(a,d,c){var b=[],g=[],e=[];a.toArray(b);d.toArray(g);a=b[0]*g[0]+b[1]*g[1]+b[2]*g[2]+b[3]*g[3];if(1+a>f._epsilon){if(1-a>f._epsilon){d=f._arccos(a);var l=1/
+Math.sin(d);a=l*Math.sin((1-c)*d);c=l*Math.sin(c*d)}else a=1-c;for(d=0;4>d;++d)e[d]=a*b[d]+c*g[d]}else for(e[0]=-b[1],e[1]=b[0],e[2]=-b[3],e[3]=b[2],a=Math.sin(.5*Math.PI*(1-c)),c=Math.sin(.5*Math.PI*c),d=0;3>d;++d)e[d]=a*b[d]+c*e[d];return f.Identity().fromArray(e)};f._arccos=function(a){return-1>a?Math.PI:1<a?0:Math.acos(a)};f._epsilon=1E-5;return f}();d.Quaternion=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,b){this._button=a;this._modifier=b}a.prototype.getButton=function(){return this._button};a.prototype.getModifier=function(){return this._modifier};return a}();h.ButtonModifier=f;var a=function(){function a(a){this._ptFirst=d.Point2.zero();this._ptPrevious=d.Point2.zero();this._ptCurrent=d.Point2.zero();this._dragging=!1;this._dragCount=0;this._primaryTouchId=null;this._mapping=[];this._buttonModifierActive=!1;this._doubleClickInterval=200;this._firstMouseDownTime=
+null;this._isDoubleClick=!1;this._viewer=a}a.prototype.onDoubleClick=function(a){};a.prototype.onMouseDown=function(a){this._firstMouseDownTime?Date.now()-this._firstMouseDownTime<this._doubleClickInterval?(this._isDoubleClick=!0,this._firstMouseDownTime=null):this._firstMouseDownTime=Date.now():(this._firstMouseDownTime=Date.now(),this._isDoubleClick=!1);if(this._isDoubleClick)this.onDoubleClick(a);else{if(this._buttonModifierActive=this.checkMapping(a))a=a.getPosition(),this._ptFirst.assign(a),
+this._ptPrevious.assign(a),this._ptCurrent.assign(a);this._dragging=!0}};a.prototype.onMouseMove=function(a){this.isActive()&&(this._ptPrevious.assign(this._ptCurrent),this._ptCurrent.assign(a.getPosition()),this._dragging&&!this._ptCurrent.equals(this._ptPrevious)&&(++this._dragCount,1===this._dragCount&&this._viewer.trigger("beginInteraction")))};a.prototype.onMouseUp=function(a){this._buttonModifierActive&&this.stopInteraction();this._dragging=!1};a.prototype.stopInteraction=function(){this._viewer.trigger("endInteraction");
+this._dragging=!1;this._dragCount=0;this._buttonModifierActive=!1};a.prototype.isDragging=function(){return this._dragging};a.prototype.isActive=function(){return(this._buttonModifierActive||null!==this._primaryTouchId)&&!this._isDoubleClick&&!this._viewer.getContextMenuStatus()};a.prototype.onTouchStart=function(a){if(null===this._primaryTouchId){this._primaryTouchId=a.getId();var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Down);
+this.onMouseDown(b)}a.setHandled(this.setHandled())};a.prototype.onTouchMove=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Move);this.onMouseMove(b)}a.setHandled(this.setHandled())};a.prototype.onTouchEnd=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Up);
+this.onMouseUp(b);this._primaryTouchId=null}a.setHandled(this.setHandled())};a.prototype.addMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping.push(new f(a,b))};a.prototype.clearMapping=function(){this._mapping=[]};a.prototype.setMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping=[];this._mapping.push(new f(a,b))};a.prototype.checkMapping=function(a){if(0===this._mapping.length)return!0;for(var b=0,c=this._mapping;b<c.length;b++){var d=c[b];if(d.getButton()===
+a.getButton()&&d.getModifier()===a.getModifiers())return!0}return!1};a.prototype.setHandled=function(){return!1};a.prototype.onDeactivate=function(){var a=this.stopInteraction();this._primaryTouchId=null;return a};return a}();h.OperatorBase=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._stage=0;c._finalized=!1;c._uniqueId="";c._positions=[];c._name="";c._measurementValue=0;c._unitMultiplier=1;c._textShape=new h.Shape.TextBox;c._visibility=!0;c._positions=[];c._lineShapes=[];c._viewer=b;return c}__extends(c,a);c.prototype.getName=function(){return this._name};c.prototype.setName=function(a){this._name=a};c.prototype._getStage=function(){return this._stage};c.prototype._nextStage=function(){this._stage++};
+c.prototype._setId=function(a){this._uniqueId=a};c.prototype._getId=function(){return this._uniqueId};c.prototype.adjust=function(a){a};c.prototype._isFinalized=function(){return this._finalized};c.prototype.update=function(){};c.prototype.draw=function(){this.update()};c.prototype.setVisibility=function(a){this._visibility=a;this.draw();a?this._viewer.trigger("measurementShown",this):this._viewer.trigger("measurementHidden",this)};c.prototype.getVisibility=function(){return this._visibility};c.prototype.toJson=
+function(){return{}};c.prototype.forJson=function(){return this.toJson()};c.prototype.getMeasurementValue=function(){return this._measurementValue};c.prototype.getUnitMultiplier=function(){return this._unitMultiplier};c.prototype.setMeasurementText=function(a){this._textShape.setTextString(a)};c.prototype.getMeasurementText=function(){return this._textShape.getTextString()};c.prototype._setMeasurementValue=function(a){this._measurementValue=a/this._unitMultiplier;this.setMeasurementText(d.Util.formatWithUnit(this._measurementValue,
+this._unitMultiplier));this._viewer.trigger("measurementValueSet",this)};c._serializePointArray=function(a){for(var b=[],c=0;c<a.length;c++)b.push(a[c].toJson());return b};c._constructPointArray=function(a){for(var b=[],c=0;c<a.length;c++){var e=d.Point3.fromJson(a[c]);b.push(e)}return b};return c}(h.MarkupItem);f.MeasureMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b){b=a.call(this,b)||this;b._rectangle=new d.Markup.Shape.Rectangle;b._markupHandle=null;b._dim=new d.Point2(0,0);b.initialPosition=new d.Point2(0,0);b.currentPosition=new d.Point2(0,0);b.min=new d.Point2(0,0);b.max=new d.Point2(0,0);b._name="_RectangleMarkup";b._rectangle.setFillOpacity(0);return b}__extends(c,a);c.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawRectangle(this._rectangle)};c.prototype.updateCurrentPosition=
+function(a){this.currentPosition.assign(a);this._rectangle.setStrokeColor(this.initialPosition.x<this.currentPosition.x?d.Color.red():d.Color.blue());this.min.assign(this.initialPosition);this.max.assign(this.currentPosition);this.max.x<this.min.x&&(a=this.max.x,this.max.x=this.min.x,this.min.x=a);this.max.y<this.min.y&&(a=this.max.y,this.max.y=this.min.y,this.min.y=a);this._dim.assign(this.max);this._dim.subtract(this.min);this._updateRectangleVertices()};c.prototype._updateRectangleVertices=function(){this._rectangle.setPosition(this.min);
+this._rectangle.setSize(this._dim)};c.prototype.activate=function(a){this.initialPosition.assign(a);this.currentPosition.assign(a);this.min.assign(a);this.max.assign(a);this._dim.set(0,0);this._rectangle.setStrokeWidth(1);this._updateRectangleVertices();this._markupHandle=this._viewer.markupManager.registerMarkup(this)};c.prototype.deactivate=function(){this.initialPosition.set(0,0);this.currentPosition.set(0,0);this.min.set(0,0);this.max.set(0,0);this._dim.set(0,0);this._rectangle.setStrokeWidth(0);
+this._updateRectangleVertices();var a=this._viewer.markupManager;null!==this._markupHandle&&(a.unregisterMarkup(this._markupHandle),this._markupHandle=null);a.refreshMarkup()};c.prototype.isActive=function(){return null!==this._markupHandle};return c}(d.Markup.Measure.MeasureMarkup),a=function(a){function c(b){var c=a.call(this,b)||this;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._rectangleMarkup=new f(b);c._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",
+b);b.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},selectionArray:function(a){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return c}
+__extends(c,a);c.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};c.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};c.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};c.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};c.prototype.clearSelection=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.clearSelection()]})})};c.prototype._allowSelection=function(a,c){return a.x===c.x||a.y===c.y?!1:!0};c.prototype._createBeginConfig=function(a,c,e){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreCuttingSections=!1;b.ignoreUnrequestedInstances=!0;e&&(b.mustBeFullyContained=!0);return{pickConfig:b,areaCssMin:a,
+areaCssMax:c}};c.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:return b=this._rectangleMarkup.min.copy(),c=this._rectangleMarkup.max.copy(),e=this._rectangleMarkup.initialPosition.x<this._rectangleMarkup.currentPosition.x,a?[4,this.clearSelection()]:[3,2];case 1:g.sent(),g.label=2;case 2:if(!this._allowSelection(b,c))return[2];f=this._createBeginConfig(b,c,e);g.label=3;case 3:return g.trys.push([3,
+5,,6]),[4,this._incrementalSelection.performSelection(f)];case 4:return[2,g.sent()];case 5:h=g.sent();if(!(h instanceof d.SelectionInvalidatedError))throw h;return[3,6];case 6:return[2]}})})};c.prototype.setHandled=function(){return!0};c.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this.clearSelection()};c.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this.isActive()&&(b.setHandled(!0),this._rectangleMarkup.isActive()&&this._rectangleMarkup.deactivate(),
+this._rectangleMarkup.activate(b.getPosition()))};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);this.isActive()&&this._rectangleMarkup.isActive()&&(b.setHandled(!0),this._rectangleMarkup.updateCurrentPosition(b.getPosition()),this._viewer.markupManager.refreshMarkup())};c.prototype.onMouseUp=function(b){if(this.isActive()&&this._rectangleMarkup.isActive()){b.setHandled(!0);this._rectangleMarkup.updateCurrentPosition(b.getPosition());var c=!b.controlDown();this._performSelection(c)}this._rectangleMarkup.isActive()&&
+this._rectangleMarkup.deactivate();a.prototype.onMouseUp.call(this,b)};return c}(h.OperatorBase);h.AreaSelectionOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._axisTriad=c.view.getAxisTriad();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:if(!(this._axisTriad.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()&&this._axisTriad.insideOverlay(c.getPosition())))return[3,
+3];c.setHandled(!0);return[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)];case 1:return b=g.sent(),[4,this._axisTriad.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.AxisTriadOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(a,c,b,d,f){this.section=a;this.node=c;this.planeIndex=b;this.plane=d;this.selectionPosition=f;this.origPlaneD=d.d}}(),a=function(a){function c(b,c){b=a.call(this,b)||this;b._context=null;b._cuttingManager=c;return b}__extends(c,a);c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&this._cuttingManager.hasActiveCuttingSection()?
+[4,this._startSelection(b)]:[3,2];case 1:c.sent(),b.setHandled(null!==this._context),c.label=2;case 2:return[2]}})})};c.prototype.onMouseMove=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,b);c=this._context;if(!this.isActive()||null===c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!1)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDrag",c.section,c.planeIndex),
+d.label=2;case 2:return[2]}})})};c.prototype._updatePlane=function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h,r,u,t,v;return __generator(this,function(l){switch(l.label){case 0:b=c.selectionPosition;g=c.plane.normal.copy().add(c.selectionPosition);f=this._viewer.view.unprojectPoint(a,0);k=this._viewer.view.unprojectPoint(a,.5);if(null===f||null===k)return[3,3];h=d.Util.lineLineIntersect(b,g,f,k);if(null===h)return[3,2];r=d.Point3.subtract(h,c.selectionPosition);u=0>d.Point3.dot(r,
+c.plane.normal)?r.length():-r.length();c.plane.d=c.origPlaneD+u;t=c.plane.normal.copy().scale(-u);v=(new d.Matrix).setTranslationComponent(t.x,t.y,t.z);return[4,c.section.updatePlane(c.planeIndex,c.plane,v,e,!1)];case 1:l.sent(),l.label=2;case 2:this._cuttingManager.delayCapping(),l.label=3;case 3:return[2]}})})};c.prototype.onMouseUp=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:c=this._context;if(!this.isActive()||null===
+c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!0)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDragEnd",c.section,c.planeIndex),d.label=2;case 2:return this._context=null,a.prototype.onMouseUp.call(this,b),[2]}})})};c.prototype.setHandled=function(){return this.isActive()&&null!==this._context};c.prototype._startSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return this._context=
+null,b=a.getPosition(),c=d.SelectionMask.Face|d.SelectionMask.Line,e=new d.PickConfig(c),e.ignoreCappingGeometry=!0,e.forceEffectiveSceneVisibilityMask=d.SelectionMask.Face,[4,this._viewer.view.compositePickFromPoint(b,e)];case 1:h=g.sent();m=h.fetchMostRelevant(c);if(null===m)return[2];p=m.getNodeId();q=this._cuttingManager.getCuttingSectionFromNodeId(p);null!==q&&(r=q.getPlaneIndexByNodeId(p),this._context=new f(q,p,r,q.getPlane(r),m.getPosition()),this._cuttingManager.delayCapping(),this._viewer.trigger("cuttingPlaneDragStart",
+q,r));return[2]}})})};return c}(h.OperatorBase);h.CuttingPlaneOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._draggingHandle=!1;b._newRotationMatrix=new d.Matrix;b._translation=d.Point3.zero();b._newTranslation=d.Point3.zero();b._nodeIdGroupMap=new Map;b._groupIdCount=0;b._activeChildrenGroupIds=new Map;b._initialLocalNodeMatrices=[];b._newLocalNodeMatrices=[];b._trackedPoints=[];b._trackedPointsPositions=[];b._trackedPointCount=0;b._previousContextClick=!1;b._overlayIndex=null;b._activeHandleNodeId=null;b._handleEventType=
+d.HandleEventType.Translate;b._highlightedHandleId=null;b._handleSize=1;b._explodeActive=!1;b._measureActive=!1;b._settingMatrixInProgress=!1;b._handleMarkup=new d.Markup.HandleMarkup(c);b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;c.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return(this._explodeActive=0<a)?[4,this.removeHandles()]:[3,2];case 1:b.sent(),b.label=
+2;case 2:return[2]}})})},measurementBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._measureActive=!0,[4,this.removeHandles()];case 1:return a.sent(),[2]}})})},measurementCreated:function(){b._measureActive=!1}});return b}__extends(e,a);e.prototype.setAxisMeshData=function(a){return this._handleMarkup.setAxisMeshData(a)};e.prototype.setPlaneMeshData=function(a){return this._handleMarkup.setPlaneMeshData(a)};e.prototype.setViewPlaneMeshData=
+function(a){return this._handleMarkup.setViewPlaneMeshData(a)};e.prototype.setRotateMeshData=function(a){return this._handleMarkup.setRotateMeshData(a)};e.prototype.addTrackedPoint=function(a){var b=this._trackedPointCount;this._trackedPoints[b]=a.copy();this._trackedPointsPositions[b]=a.copy();++this._trackedPointCount;return b};e.prototype.getTrackedPoints=function(){return this._trackedPointsPositions};e.prototype.clearTrackedPoints=function(){this._trackedPoints.length=0;this._trackedPointCount=
+this._trackedPointsPositions.length=0};e.prototype.isEnabled=function(){return!this._explodeActive&&!this._measureActive&&!this._viewer.sheetManager.isDrawingSheetActive()};e.prototype._guardEnabled=function(){if(!this.isEnabled()){var a=this._explodeActive?"Handles are not enabled when the model is exploded":this._measureActive?"Handles are not enabled while a measurement is in progress.":this._viewer.sheetManager.isDrawingSheetActive()?"Handles are not enabled for 2d drawings.":"Handles are not enabled.";
+throw new d.CommunicatorError(a);}};e.prototype.setHandleSize=function(a){this._handleSize=a};e.prototype.addHandles=function(a,b,d){void 0===b&&(b=null);void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._previousContextClick=!1,this._guardEnabled(),b?[3,2]:[4,this._viewer.model.getNodesBounding(a)];case 1:return c=g.sent(),[2,this.addHandles(a,c.center())];case 2:return null===d&&(d=this.generateGroupId()),
+this._nodeIdGroupMap.set(d,a),[2,this._handleMarkup.addHandles(b,this._handleSize,d)]}})})};e.prototype.generateGroupId=function(){return this._groupIdCount++};e.prototype._massageGroupId=function(a){return null===a?d.Markup.HandleMarkup.defaultGroupId:a};e.prototype.addAxisTranslationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addAxisTranslationHandle(a,
+b,d,e,this._massageGroupId(f))]})})};e.prototype.addAxisRotationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addRotateHandle(a,b,d,e,this._massageGroupId(f))]})})};e.prototype.addPlaneTranslationHandle=function(a,b,d,e,f,h){void 0===f&&(f=null);void 0===h&&(h=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addPlaneTranslationHandle(a,b,d,e,f,this._massageGroupId(h))]})})};e.prototype.addViewPlaneTranslationHandle=function(a,b,d){void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addViewPlaneHandle(a,b,this._massageGroupId(d))]})})};e.prototype.setNodeIds=function(a,b){void 0===b&&
+(b=null);this._nodeIdGroupMap.set(this._massageGroupId(b),a)};e.prototype.getNodeIds=function(a){void 0===a&&(a=null);a=this._nodeIdGroupMap.get(this._massageGroupId(a));return void 0===a?[]:a.slice()};e.prototype.showHandles=function(){this._handleMarkup.showOverlay()};e.prototype.updatePosition=function(a,b,d,e){void 0===e&&(e=null);return this._handleMarkup.updatePosition(a,b,d,this._massageGroupId(e),this._activeChildrenGroupIds)};e.prototype.getPosition=function(){var a=this._handleMarkup.getHandleNodeIds();
+return 0<a.length&&(a=this._handleMarkup.getPosition(a[0]),null!==a)?a.copy():null};e.prototype.removeHandles=function(){this._newRotationMatrix=new d.Matrix;this._translation=d.Point3.zero();this._highlightedHandleId=null;this._nodeIdGroupMap.clear();this._groupIdCount=0;return this._handleMarkup.removeHandles()};e.prototype.getTranslation=function(){return this._translation};e.prototype._initLocalNodeMatrices=function(a){var b=this._viewer.model;this._initialLocalNodeMatrices=[];for(var c=0;c<a.length;c++)this._initialLocalNodeMatrices.push(b.getNodeMatrix(a[c]))};
+e.prototype._getHandleEventType=function(a){return this._handleMarkup.getHandleType(a)===d.HandleType.Rotate?d.HandleEventType.Rotate:d.HandleEventType.Translate};e.prototype._rotate=function(a,b,g,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(f){switch(f.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(e);return[4,this._genericTransform(a,b,d.Point3.zero(),g,c,e)];case 1:return f.sent(),this._viewer.trigger("handleEvent",
+d.HandleEventType.Rotate,c,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),[2]}})})};e.prototype._translate=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(e){switch(e.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(g);return[4,this._genericTransform(d.Point3.zero(),0,a,b,c,g)];case 1:return e.sent(),this._viewer.trigger("handleEvent",d.HandleEventType.Translate,c,this._initialLocalNodeMatrices,
+this._newLocalNodeMatrices),[2]}})})};e.prototype._genericTransform=function(a,b,g,e,f,h){return __awaiter(this,void 0,void 0,function(){var c,k,l,n,u,t,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:this._settingMatrixInProgress=!0;c=this._viewer.model;k=new d.Matrix;this._newTranslation=g;0<a.squaredLength()&&(k=this._getRotationMatrix(a,d.Point3.zero(),b),this._newRotationMatrix=k.copy());l=[];l.push(this.updatePosition(this._newTranslation,this._newRotationMatrix,
+!1,h));this._newLocalNodeMatrices=[];for(n=0;n<f.length;n++)u=this._newTranslation.copy(),t=f[n],v=this._initialLocalNodeMatrices[n].copy(),w=a.copy(),z=e.copy(),x=void 0,y=c.getNodeParent(t),null!==y?(x=c.getNodeNetMatrix(y),A=d.Matrix.inverse(x),null!==A&&(A.transform(z,z),A.setTranslationComponent(0,0,0),A.transform(w,w),A.transform(u,u))):x=null,0<a.squaredLength()&&(k=this._getRotationMatrix(w,z,x&&0>x.upperLeft3x3Determinant()?-b:b),v=d.Matrix.multiply(v,k)),v.setTranslationComponent(v.m[12]+
+u.x,v.m[13]+u.y,v.m[14]+u.z),l.push(c.setNodeMatrix(t,v)),this._newLocalNodeMatrices.push(v);B=this._newRotationMatrix.copy();B.setTranslationComponent(g.x,g.y,g.z);for(n=0;n<this._trackedPoints.length;++n)D=this._trackedPoints[n].copy(),C=d.Point3.subtract(D,e),B.transform(C,C),E=d.Point3.add(C,e),this._trackedPointsPositions[n]=E;return[4,d.Util.waitForAll(l)];case 1:return m.sent(),this._settingMatrixInProgress=!1,[2]}})})};e.prototype._testRotate=function(a,b,g){void 0===g&&(g=null);return __awaiter(this,
+void 0,void 0,function(){var c,e;return __generator(this,function(f){switch(f.label){case 0:g=this._massageGroupId(g);c=this._getActiveNodeIdByGroupId(g);if(null===c)return[3,3];e=this._handleMarkup.getPosition(c);if(null===e)return[2];this._startDragging(c,d.HandleEventType.Rotate);return[4,this._rotate(a,b,e,g)];case 1:return f.sent(),[4,this._stopDragging()];case 2:f.sent(),f.label=3;case 3:return[2]}})})};e.prototype._testTranslate=function(a,b){void 0===b&&(b=null);return __awaiter(this,void 0,
+void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:b=this._massageGroupId(b);c=this._getActiveNodeIdByGroupId(b);if(null===c)return[3,3];this._startDragging(c,d.HandleEventType.Translate);return[4,this._translate(a,d.Point3.zero(),b)];case 1:return g.sent(),[4,this._stopDragging()];case 2:g.sent(),g.label=3;case 3:return[2]}})})};e.prototype._getActiveNodeIdByGroupId=function(a){for(var b=this._handleMarkup.getHandleNodeIds(),c=0;c<b.length;++c){var d=b[c];if(this._handleMarkup.getHandleGroupId(d)===
+a)return d}return null};e.prototype._startDragging=function(a,b){var c=this;this._activeHandleNodeId=a;this._handleEventType=b;var d=this._handleMarkup.getHandleGroupId(a),e=this.getNodeIds(d),f=new Map;this._nodeIdGroupMap.forEach(function(a,b){b!==d&&a.forEach(function(a){for(var d=c._viewer.model.getNodeParent(a);null!==d;){if(-1!==e.indexOf(d)){f.set(b,a);break}d=c._viewer.model.getNodeParent(d)}})});this._activeChildrenGroupIds=f;0<e.length&&(this._initLocalNodeMatrices(e),this._viewer.trigger("handleEventStart",
+this._handleEventType,e,this._initialLocalNodeMatrices),this._draggingHandle=!0)};e.prototype._stopDragging=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:this._draggingHandle=!1;if(null===this._activeHandleNodeId)return[3,2];a=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);return[4,this.updatePosition(this._newTranslation,this._newRotationMatrix,!0,a)];case 1:c.sent(),b=this.getNodeIds(a),this._activeHandleNodeId=
+null,this._activeChildrenGroupIds.clear(),this._viewer.trigger("handleEventEnd",this._handleEventType,b,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),this._newRotationMatrix=new d.Matrix,this._handleMarkup.resetTranslation(),this._translation.add(this._newTranslation),this._newTranslation=d.Point3.zero(),this._trackedPoints=this._trackedPointsPositions.slice(),c.label=2;case 2:return[2]}})})};e.prototype.onMouseDown=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,
+f;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,c),this._overlayIndex=null,[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 1:return b=g.sent(),b.isNodeEntitySelection()&&(d=b.getNodeId(),e=this._viewer.model.getNodeName(d),null!==e&&"handle-"===e.slice(0,7)&&(c.setHandled(!0),f=this._getHandleEventType(d),this._startDragging(d,f))),[2]}})})};e.prototype._onHandleDrag=function(){if(null!==this._activeHandleNodeId){var a=
+this._viewer.view.getCamera();d.Point3.zero();d.Point3.zero();var b=this._handleMarkup.getHandleType(this._activeHandleNodeId),g=this._handleMarkup.getVector(this._activeHandleNodeId),e=this._handleMarkup.getPosition(this._activeHandleNodeId);if(null!==b&&null!==e){var f=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);switch(b){case d.HandleType.Axis:null!==g&&(a=this._getTranslationComponent(e,g,0,f),this._translate(a,e,f));break;case d.HandleType.Plane:null!==g&&(a=this._getTranslationComponent(e,
+g,1,f),this._translate(a,e,f));break;case d.HandleType.ViewPlane:g=a.getTarget();a=a.getPosition();a=d.Point3.subtract(a,g).normalize();a=this._getTranslationComponent(e,a,2,f);this._translate(a,e,f);break;case d.HandleType.Rotate:null!==g&&(this._handleMarkup.getGroupIdRotationMatrix(f).copy().setTranslationComponent(0,0,0).transform(g,g),a=this._getRotationAngle(e,g),this._rotate(g,a,e,f));break;default:d.Util.TypeAssertNever(b)}}}};e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,
+void 0,function(){var b;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this._draggingHandle||null===this._activeHandleNodeId)return[3,1];this._onHandleDrag();return[3,4];case 1:return[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 2:return b=d.sent(),[4,this._highlightHandle(b)];case 3:d.sent(),d.label=4;case 4:return[2]}})})};e.prototype.onMouseUp=function(c){this._draggingHandle||!(3>this._dragCount)||c.getButton()===
+d.Button.Right||this._previousContextClick||this._viewer.getContextMenuStatus()||0!==this._overlayIndex&&null!==this._overlayIndex||this.removeHandles();this._previousContextClick=c.getButton()===d.Button.Right||this._viewer.getContextMenuStatus();this._draggingHandle&&this._stopDragging();a.prototype.onMouseUp.call(this,c)};e.prototype.setHandled=function(){return this._draggingHandle};e.prototype._getClosestPoint=function(a,b,g){var c=a.copy();a=a.copy().add(b);b=this._viewer.view.unprojectPoint(g,
+0);g=this._viewer.view.unprojectPoint(g,.5);return null!==b&&null!==g?d.Util.lineLineIntersect(c,a,b,g):null};e.prototype._getTranslationComponent=function(a,b,g,e){2!==g&&this._handleMarkup.getGroupIdRotationMatrix(e).copy().setTranslationComponent(0,0,0).transform(b,b);var c=e=null;1===g||2===g?(e=this._getPlaneIntersectionPoint(a,b,this._ptFirst),null!==e&&(c=this._getPlaneIntersectionPoint(e,b,this._ptCurrent))):0===g&&(e=this._getClosestPoint(a,b,this._ptFirst),null!==e&&(c=this._getClosestPoint(e,
+b,this._ptCurrent)));return null!==c&&null!==e?d.Point3.subtract(c,e):d.Point3.zero()};e.prototype._clearHighlightedHandle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._highlightedHandleId?[3,2]:[4,this._viewer.model.unsetNodesFaceColor([this._highlightedHandleId])];case 1:a.sent(),this._highlightedHandleId=null,a.label=2;case 2:return[2]}})})};e.prototype._highlightHandle=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e;return __generator(this,function(g){switch(g.label){case 0:if(!a.isNodeEntitySelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.Handles)return[3,2];b=this._viewer.model;c=b.getNodeName(a.getNodeId());if(null===c||"handle-"!==c.slice(0,7))return[3,2];e=a.getNodeId();return this._highlightedHandleId===e?[2]:[4,this._clearHighlightedHandle()];case 1:return g.sent(),this._highlightedHandleId=e,b.setNodesFaceColor([this._highlightedHandleId],d.Color.green()),[2];case 2:return[2,
+this._clearHighlightedHandle()]}})})};e.prototype._getPlaneIntersectionPoint=function(a,b,g){var c=this._viewer.view.unprojectPoint(g,0);g=this._viewer.view.unprojectPoint(g,.5);if(null===c||null===g)return null;c=new d.Ray(c,g.copy().subtract(c));a=d.Plane.createFromPointAndNormal(a,b);b=d.Point3.zero();return a.intersectsRay(c,b)?b:null};e.prototype._getRotationAngle=function(a,b){console.assert(null!==a);var c=this._getPlaneIntersectionPoint(a,b,this._ptFirst),e=this._getPlaneIntersectionPoint(a,
+b,this._ptCurrent);if(null===c||null===e)return 0;c=d.Point3.subtract(c,a).normalize();a=d.Point3.subtract(e,a).normalize();e=d.Point3.dot(c,a);e=180*Math.acos(e)/Math.PI;0>d.Point3.dot(d.Point3.cross(c,a),b)&&(e=-e);return e};e.prototype._getRotationMatrix=function(a,b,g){var c=(new d.Matrix).setTranslationComponent(-b.x,-b.y,-b.z);a=d.Matrix.createFromOffAxisRotation(a,g);b=(new d.Matrix).setTranslationComponent(b.x,b.y,b.z);return d.Matrix.multiply(d.Matrix.multiply(c,a),b)};return e}(h.OperatorBase);
+h.HandleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._navCube=c.view.getNavCube();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseMove.call(this,c),b=c.getPosition(),d=this._dragging&&1<this._dragCount,this._navCube.getEnabled()&&
+!d&&this._navCube.insideOverlay(b)?[4,this._viewer.view.pickFromPoint(b,this._pickConfig)]:[3,2];case 1:e=g.sent(),this._navCube.onMoveSelection(e),g.label=2;case 2:return[2]}})})};e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:return this._navCube.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)]:[3,
+3];case 1:return b=g.sent(),[4,this._navCube.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.NavCubeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._insertNoteButton=d.Button.Left;c._callbackFlag=!1;c._noteTextManager=b;return c}__extends(e,a);e.prototype.onMouseDown=function(c){var b=this;a.prototype.onMouseDown.call(this,c);this.isActive()&&(this._callbackFlag||(this._viewer.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._noteTextManager.explode(a)];case 1:return b.sent(),
+[2]}})})}}),this._callbackFlag=!0),this._dragging=!1)};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()){var g=new d.PickConfig(d.SelectionMask.Face);if(this._ptFirst.equals(this._ptCurrent)&&c.getButton()===this._insertNoteButton||null!==this._primaryTouchId)g=this._viewer.view.pickFromPoint(c.getPosition(),g).then(function(a){b._noteTextManager.selectPin(a)||b._noteTextManager.getExplodeActive()||b._noteTextManager.getIsolateActive()||0!==a.overlayIndex()||(a.isFaceSelection()&&new d.Markup.Note.NoteText(b._viewer,
+b._noteTextManager,a.getPosition(),a.getFaceEntity().getNormal(),a.getNodeId()),c.setHandled(!0))}),g}a.prototype.onMouseUp.call(this,c)};e.prototype.getNoteTextElement=function(){return this._noteTextManager.getNoteTextElement()};e.prototype.setNoteTextElement=function(a){this._noteTextManager.setNoteTextElement(a)};e.prototype.checkPinInstance=function(a){return null!==this._noteTextManager.checkPinInstance(a)};return e}(h.OperatorBase);h.NoteOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._selectionButton=d.Button.Left;b._ignoreTransparency=!1;b._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;b._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",c);c.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},
+selectionArray:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return b}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.setIgnoreTransparency=
+function(a){this._ignoreTransparency=a};e.prototype.getIgnoreTransparency=function(){return this._ignoreTransparency};e.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};e.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};e.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,
+this._incrementalSelection.clearSelection()]})})};e.prototype._createBeginConfig=function(a){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreUnrequestedInstances=!0;return{pickConfig:b,rayCssOrigin:a,rayCssBoxRadius:10}};e.prototype._selectionPredicate=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.model,c=a.getNodeId(),null===
+c?[2,!1]:[4,b.getNodesHaveTransparency([c])];case 1:return d=g.sent()[0],[2,!d]}})})};e.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d=this;return __generator(this,function(g){b=this._createBeginConfig(a);c=this._ignoreTransparency?function(a){return d._selectionPredicate(a)}:null;return[2,this._incrementalSelection.performSelection(b,c)]})})};e.prototype.setHandled=function(){return!0};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+this.clearSelection()};e.prototype.onMouseUp=function(c){var b=this;this.isActive()&&function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return(c.getButton()===this._selectionButton||null!==this._primaryTouchId)&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?c.controlDown()?[3,2]:[4,this.clearSelection()]:[3,4];case 1:a.sent(),a.label=2;case 2:return[4,this._performSelection(c.getPosition())];case 3:a.sent(),a.label=
+4;case 4:return[2]}})})}();a.prototype.onMouseUp.call(this,c)};return e}(h.OperatorBase);h.RayDrillSelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._selectionButton=d.Button.Left;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._doubleClickFitWorld=!0;c._noteTextManager=b;return c}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.getSelectionButton=function(){return this._selectionButton};
+e.prototype.setSelectionButton=function(a){this._selectionButton=a};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._viewer.selectionManager.clear()};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()&&5>d.Point2.subtract(this._ptFirst,this._ptCurrent).length()&&(c.getButton()===this._selectionButton||null!==this._primaryTouchId)){var g=this._viewer.view,e=new d.PickConfig(d.SelectionMask.Face|d.SelectionMask.Line);e.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;
+g=g.pickFromPoint(this._ptCurrent,e).then(function(a){var g=null!==b._viewer.cuttingManager.getCuttingSectionFromNodeId(a.getNodeId()),e=b._noteTextManager.selectPin(a),f=b._viewer.markupManager.pickMarkupItem(b._ptCurrent);if(f instanceof d.Markup.Redline.RedlineText)f.onSelect();e||g||null!==f||(a.isNodeSelection()?b._processSelectionClick(c,a):b._isDoubleClick||b._viewer.selectionManager.clear())});g}a.prototype.onMouseUp.call(this,c)};e.prototype.onDoubleClick=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){return this._doubleClickFitWorld?[2,this._viewer.view.fitWorld()]:[2]})})};e.prototype.setDoubleClickFitWorldEnabled=function(a){this._doubleClickFitWorld=a};e.prototype._getSelectionOrParentIfSelected=function(a){var b=this._viewer.model,c=a.getNodeId();if(!b.isNodeLoaded(c)||b.getNodeType(c)===d.NodeType.PmiBody)return a;var e=this._viewer.selectionManager,f=null;e.getSelectParentIfSelected()&&(f=e.containsParent(a));return null!==f?(b=
+d.Selection.SelectionItem.create(b.getNodeParent(f.getNodeId())),b.isNodeSelection()?b:a):e.contains(a)?(b=d.Selection.SelectionItem.create(b.getNodeParent(c)),b.isNodeSelection()?b:a):a};e.prototype._processSelectionClick=function(a,b){var c=b.overlayIndex();if(0===c||null===c)c=this._viewer.selectionManager,a.controlDown()||a.commandDown()?c.toggle(b):(a=this._getSelectionOrParentIfSelected(b),c.set(a))};return e}(h.OperatorBase);h.SelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=new d.PickConfig(d.SelectionMask.Face);c.bimMask=a;c.ignoreOverlays=!0;null!==b&&(c.maxWorldDistance=b);return c}function a(a,b,c,e){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Floor,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l.getPosition()]:[2,null]}})})}function e(a,b,c,e){return __awaiter(this,void 0,void 0,
+function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Wall,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l]:[2,null]}})})}var c=function(){function a(a){this._nearbyDoors=new Set;this._viewer=a}a.prototype._performSphereSelection=function(a,b,c){var g=d.Util.IncrementalSelection.create("View",this._viewer),e=new d.IncrementalPickConfig(d.SelectionMask.Face);e.bimMask=c;e.onlyStreamedInstances=!0;e.ignoreUnrequestedInstances=
+!0;return g.performSelection({pickConfig:e,sphereCenter:a,sphereRadius:b})};a.prototype.updateNearbyDoors=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,l,h,n,w,z,x,y;return __generator(this,function(m){switch(m.label){case 0:return[4,this._performSphereSelection(a,b,d.BimMask.Door)];case 1:g=m.sent();e=new Set;f=0;for(k=g;f<k.length;f++)l=k[f],h=l.getNodeId(),e.add(h);n=d.Util.setSubtraction(e,this._nearbyDoors);w=d.Util.setSubtraction(this._nearbyDoors,e);z=d.Util.setToArray(n);
+x=d.Util.setToArray(w);y=this._viewer.model;y.setNodesOpacity(z,c);y.resetNodesOpacity(x);this._nearbyDoors=e;return[2]}})})};a.prototype.forgetNearbyDoors=function(){var a=d.Util.setToArray(this._nearbyDoors);this._nearbyDoors.clear();this._viewer.model.resetNodesOpacity(a)};return a}(),b=function(b){function g(a){var g=b.call(this,a)||this;g._elevationSpeed=0;g._rotationSpeed=0;g._viewAngle=90;g._zoomDistance=0;g._walkDistance=0;g._tilt=0;g._majorAxis=d.Axis.X;g._maxExtents=0;g._walkActive=!1;g._activeWalk=
+new d.Util.CurrentAction(!0);g._bimModeEnabled=!1;g._synchronizedToggleBimMode=new d.Util.CurrentActionSync;g._initialInteractiveDrawLimitIncreaseStatus=!0;g._logical={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._effective={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),
+door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._doorCache=new c(a);g._downAxis=new d.Point3(0,-1,0);a.setCallbacks({subtreeLoaded:function(a,b){b===d.NodeSource.LoadModel&&g._updateSceneFloor()}});return g}__extends(g,b);g.prototype._updateSceneFloor=function(){var a=this._viewer.model.getViewAxes().upVector;console.assert(a.isAxis());this._downAxis=d.Point3.scale(a,-1)};g.prototype.isBimModeEnabled=function(){return this._bimModeEnabled};g.prototype._enableBimMode=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._bimModeEnabled=!0,this._effective.floor=this._scaleAgainstModelUnit(this._logical.floor),this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall),this._effective.door=this._scaleAgainstModelUnit(this._logical.door),this._updateSceneFloor(),[4,this._applyGravity()];case 1:return a.sent(),[4,this._updateNearbyDoors()];case 2:return a.sent(),[2]}})})};g.prototype._disableBimMode=function(){this._bimModeEnabled=
+!1;this._doorCache.forgetNearbyDoors()};g.prototype.enableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._enableBimMode()];case 1:return a.sent(),[2]}})})})};g.prototype.disableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){a._disableBimMode()})};g.prototype.toggleBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return a._bimModeEnabled?
+a._disableBimMode():a._enableBimMode()})};g.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:return this._viewer.view.setProjectionMode(d.Projection.Perspective),a=this._viewer.view,b=this,[4,a.getInteractiveDrawLimitIncreaseEnabled()];case 1:return b._initialInteractiveDrawLimitIncreaseStatus=c.sent(),a.setInteractiveDrawLimitIncreaseEnabled(!1),this._calculateInitialPosition(),0!==this._maxExtents?[3,
+3]:[4,this.resetDefaultWalkSpeeds()];case 2:c.sent(),c.label=3;case 3:return this._bimModeEnabled?[4,this._updateNearbyDoors()]:[3,5];case 4:c.sent(),c.label=5;case 5:return[2]}})})};g.prototype.onDeactivate=function(){this._viewer.view.setInteractiveDrawLimitIncreaseEnabled(this._initialInteractiveDrawLimitIncreaseStatus);this._doorCache.forgetNearbyDoors();b.prototype.onDeactivate.call(this)};g.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,
+function(c){switch(c.label){case 0:return this._rotationSpeed=40,this._viewAngle=90,[4,this._viewer.model.getModelBounding(!0,!1)];case 1:return a=c.sent(),b=a.extents(),this._maxExtents=Math.max(b.x,b.y,b.z),this._walkDistance=this._maxExtents/15,this._elevationSpeed=this._maxExtents/10,this._zoomDistance=this._maxExtents/30,[2]}})})};g.prototype.getBimFloorConfig=function(){return __assign({},this._logical.floor)};g.prototype.setBimFloorConfig=function(a){this._logical.floor=__assign({},a);this._effective.floor=
+this._scaleAgainstModelUnit(this._logical.floor)};g.prototype.getBimWallConfig=function(){return __assign({},this._logical.wall)};g.prototype.setBimWallConfig=function(a){this._logical.wall=__assign({},a);this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall)};g.prototype.getBimDoorConfig=function(){return __assign({},this._logical.door)};g.prototype.setBimDoorConfig=function(a){this._logical.door=__assign({},a);this._effective.door=this._scaleAgainstModelUnit(this._logical.door)};g.prototype._scaleAgainstModelUnit=
+function(a){var b=this._viewer.model;b=1/b.getNodeUnitMultiplier(b.getAbsoluteRootNode());a=__assign({},a);for(var c=0,d=Object.keys(a);c<d.length;c++){var g=d[c];"number"===typeof a[g]&&(a[g]*=b)}return a};g.prototype.onMouseDown=function(a){b.prototype.onMouseDown.call(this,a)};g.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a)};g.prototype.onMouseUp=function(a){b.prototype.onMouseUp.call(this,a)};g.prototype._applyGravity=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,e,f,k,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:return b=this._viewer.view,c=b.getCamera(),g=c.getPosition(),[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 1:e=l.sent();if(null!==e)return[3,3];g=d.Point3.subtract(g,d.Point3.scale(this._downAxis,this._effective.floor.avatarOffset));return[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 2:e=l.sent();if(null===e)return[2];l.label=3;case 3:f=new d.Point3(0,0,this._effective.floor.avatarOffset);
+k=d.Point3.add(e,f);h=d.Point3.subtract(k,g);t=h.length();if(t>this._effective.floor.negligibleClimbHeight&&(v=d.Util.computeAngleBetweenVector(h,this._downAxis),(w=90<v)&&t>this._effective.floor.maxClimbHeight))return[2];this._applyWalkDelta(c,h);return[2]}})})};g.prototype._updateNearbyDoors=function(){var a=this._viewer.view.getCamera().getPosition();return this._doorCache.updateNearbyDoors(a,this._effective.door.transparencyRange,.5)};g.prototype._updateCamera=function(a){this._resetPosition(a);
+this._updateCameraTilt(a);this._updateCameraViewAngle(a);this._viewer.view.setCamera(a)};g.prototype._applyWalkDelta=function(a,b){a.dolly(d.Point3.scale(b,-1));this._updateCamera(a)};g.prototype._applyWalkDeltaWithCollisionCheck=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,h,l,n,m,x,y,A,B,D,C,E,F,H,G;return __generator(this,function(p){switch(p.label){case 0:return g=a.getPosition(),e=d.Matrix.createFromOffAxisRotation(c,90),f=e.transform(b),k=d.Matrix.createFromOffAxisRotation(c,
+-90),h=k.transform(b),l=this._testWallCollision(g,f,this._effective.wall.avatarOffset),n=this._testWallCollision(g,h,this._effective.wall.avatarOffset),m=this._testWallCollision(g,b,b.length()+this._effective.wall.avatarOffset),[4,Promise.all([l,n])];case 1:x=p.sent();y=x[0];A=x[1];if(null!==y||null!==A)if(B=function(a){return null!==a?(a=a.getFaceEntity().getNormal(),90<d.Util.computeAngleBetweenVector(a,b)):!1},B(y)||B(A))return[2];return[4,m];case 2:return D=p.sent(),null!==D&&(C=b.length(),E=
+d.Point3.scale(b,1/C),F=d.Point3.subtract(D.getPosition(),g).length(),H=F-this._effective.wall.avatarOffset,G=Math.min(C,H),b=d.Point3.scale(E,G)),this._applyWalkDelta(a,b),[2]}})})};g.prototype._testWallCollision=function(a,b,c){return e(this._viewer.view,a,b,c)};g.prototype._walkBackward=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();a=d.Point3.subtract(e,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,
+a,f):this._applyWalkDelta(c,a)};g.prototype._walkForward=function(a,b){return this._walkBackward(-a,b)};g.prototype._walkLeft=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();g=d.Point3.subtract(g,e).normalize();a=d.Point3.cross(f,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,a,f):this._applyWalkDelta(c,a)};g.prototype._walkRight=function(a,b){return this._walkLeft(-a,b)};g.prototype.walkBackward=
+function(a){return this._walkBackward(a,!1)};g.prototype.walkForward=function(a){return this._walkForward(a,!1)};g.prototype.walkLeft=function(a){return this._walkLeft(a,!1)};g.prototype.walkRight=function(a){return this._walkRight(a,!1)};g.prototype.walkBackwardWithCollision=function(a){return this._walkBackward(a,!0)};g.prototype.walkForwardWithCollision=function(a){return this._walkForward(a,!0)};g.prototype.walkLeftWithCollision=function(a){return this._walkLeft(a,!0)};g.prototype.walkRightWithCollision=
+function(a){return this._walkRight(a,!0)};g.prototype.walkDown=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);a=b.getUp().normalize().scale(a);this._applyWalkDelta(b,a)};g.prototype.walkUp=function(a){this.walkDown(-a)};g.prototype.rotateRight=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);var c=b.getTarget(),g=b.getPosition(),e=d.Point3.subtract(g,c).length(),f=d.Point3.subtract(c,g).normalize();a=d.Util.degreesToRadians(a);a=Math.tan(a);a*=d.Point3.subtract(b.getTarget(),
+b.getPosition()).length();f=d.Point3.cross(f,b.getUp()).scale(a);c=c.copy().add(f);e=d.Point3.subtract(c,g).normalize().scale(e);c=d.Point3.add(g,e);b.setTarget(c);this._updateCamera(b)};g.prototype.rotateLeft=function(a){this.rotateRight(-a)};g.prototype.tiltDown=function(a){this.setTilt(this._tilt+a);a=this._viewer.view.getCamera();this._resetPosition(a);this._updateCamera(a)};g.prototype.tiltUp=function(a){this.tiltDown(-a)};g.prototype._calculateInitialPosition=function(){var a=this._viewer.view.getCamera();
+this._calculateMajorAxis(a);this.setTilt(this._calculateInitialTilt(a));this._resetPosition(a);this._updateCamera(a)};g.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(this._viewAngle);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),a.getPosition()).length();a.setWidth(b);a.setHeight(b)};g.prototype._updateCameraTilt=function(a){var b=a.getPosition(),c=a.getTarget(),g=a.getUp().normalize(),e=d.Point3.subtract(c,b).normalize();g=d.Point3.cross(g,e).normalize();c=d.Point3.distance(c,
+b);d.Matrix.createFromOffAxisRotation(g,this._tilt).transform(e,e);a.setTarget(d.Point3.add(b,e.scale(c)))};g.prototype._calculateInitialTilt=function(a){var b=a.getTarget();a=a.getPosition();a=d.Point3.subtract(b,a);b=a.length();this._majorAxis===d.Axis.X?a.x=0:this._majorAxis===d.Axis.Y?a.y=0:this._majorAxis===d.Axis.Z&&(a.z=0);a=a.length();return 180/Math.PI*Math.acos(a/b)};g.prototype._resetPosition=function(a){this._calculateMajorAxis(a);var b=a.getPosition(),c=a.getTarget();c=d.Point3.subtract(c,
+b);var g=c.length();0<this.getWalkSpeed()&&(g=this.getWalkSpeed());switch(this._majorAxis){case d.Axis.X:c.set(0,c.y,c.z);a.setUp(new d.Point3(1,0,0));break;case d.Axis.Y:c.set(c.x,0,c.z);a.setUp(new d.Point3(0,1,0));break;case d.Axis.Z:c.set(c.x,c.y,0),a.setUp(new d.Point3(0,0,1))}c.normalize().scale(g);a.setTarget(d.Point3.add(b,c))};g.prototype._calculateMajorAxis=function(a){var b=a.getUp();a=Math.abs(b.x);var c=Math.abs(b.y);b=Math.abs(b.z);this._majorAxis=b>=a&&b>=c?d.Axis.Z:c>=a&&c>=b?d.Axis.Y:
+d.Axis.X};g.prototype.setZoomSpeed=function(a){this._zoomDistance=a};g.prototype.getZoomSpeed=function(){return this._zoomDistance};g.prototype.setTilt=function(a){this._tilt=Math.max(Math.min(a,45),-45);a=this._viewer.view.getCamera();this._updateCamera(a)};g.prototype.getTilt=function(){return this._tilt};g.prototype.setViewAngle=function(a){a=Math.max(Math.min(a,150),30);this._viewAngle!==a&&(this._viewAngle=a,this._updateCamera(this._viewer.view.getCamera()))};g.prototype.getViewAngle=function(){return this._viewAngle};
+g.prototype.setWalkSpeed=function(a){this._walkDistance=a};g.prototype.getWalkSpeed=function(){return this._walkDistance};g.prototype.setElevationSpeed=function(a){this._elevationSpeed=a};g.prototype.getElevationSpeed=function(){return this._elevationSpeed};g.prototype.setRotationSpeed=function(a){this._rotationSpeed=a};g.prototype.getRotationSpeed=function(){return this._rotationSpeed};g.prototype.setWalkActive=function(a){this._walkActive=a};g.prototype.getWalkActive=function(){return this._walkActive};
+g.prototype.getBimModeEnabled=function(){return this._bimModeEnabled};g.prototype.getMajorAxis=function(){return this._majorAxis};g.prototype.getActiveWalk=function(){return this._activeWalk};return g}(h.OperatorBase);h.CameraWalkBaseOperator=b;(function(a){(function(a){(function(a){(function(a){a[a.avatarOffset=1500]="avatarOffset";a[a.maxClimbHeight=600]="maxClimbHeight";a[a.negligibleClimbHeight=20]="negligibleClimbHeight";a[a.maxFallDistance=5E3]="maxFallDistance"})(a.FloorConfig||(a.FloorConfig=
+{}));(function(a){a[a.avatarOffset=150]="avatarOffset"})(a.WallConfig||(a.WallConfig={}));(function(a){a[a.transparencyRange=4E3]="transparencyRange"})(a.DoorConfig||(a.DoorConfig={}))})(a.Default||(a.Default={}))})(a.Bim||(a.Bim={}))})(b=h.CameraWalkBaseOperator||(h.CameraWalkBaseOperator={}))})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){a(c,d.WalkDirection.Forward,d.WalkDirection.Backward);a(c,d.WalkDirection.Left,d.WalkDirection.Right);a(c,d.WalkDirection.Up,d.WalkDirection.Down);a(c,d.WalkDirection.RotateLeft,d.WalkDirection.RotateRight);a(c,d.WalkDirection.TiltUp,d.WalkDirection.TiltDown)}function a(a,b,d){a.has(b)&&a.has(d)&&(a.delete(b),a.delete(d))}var e=function(a){function b(b){var c=a.call(this,b)||this;c._keyWalkMapping=new Map;c._keyUpMap=new Map;c._keyDownMap=new Map;c._mouseLookSpeed=
+0;c._mouseLookEnabled=!0;c._previousWalkTime=0;c._tickTimerId=null;b.setCallbacks({camera:function(a){a.getProjection()!==d.Projection.Perspective&&c._keyDownMap.clear()}});c.addKeyMapping(d.KeyCode.a,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.d,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.w,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.s,d.WalkDirection.Backward);c.addKeyMapping(d.KeyCode.q,d.WalkDirection.RotateLeft);c.addKeyMapping(d.KeyCode.e,d.WalkDirection.RotateRight);c.addKeyMapping(d.KeyCode.r,
+d.WalkDirection.TiltUp);c.addKeyMapping(d.KeyCode.f,d.WalkDirection.TiltDown);c.addKeyMapping(d.KeyCode.x,d.WalkDirection.Up);c.addKeyMapping(d.KeyCode.c,d.WalkDirection.Down);c.addKeyMapping(d.KeyCode.LeftArrow,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.RightArrow,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.UpArrow,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.DownArrow,d.WalkDirection.Backward);return c}__extends(b,a);b.prototype.addKeyMapping=function(a,b){this._keyWalkMapping.set(a,
+b)};b.prototype.getKeyMapping=function(){return d.Util.copyMap(this._keyWalkMapping)};b.prototype.clearKeyMappings=function(){this._keyWalkMapping.clear()};b.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this._viewer.focusInput(!0)};b.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);if(this._dragging&&this._mouseLookEnabled){this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=window.screen.width,g=window.screen.height;b.setHandled(!0);
+b=d.Point2.subtract(this._ptPrevious,this._ptCurrent);this.rotateLeft(b.x/c*this._mouseLookSpeed);this.tiltUp(b.y/g*this._mouseLookSpeed)}};b.prototype.onMouseUp=function(b){5<this._dragCount&&b.setHandled(!0);a.prototype.onMouseUp.call(this,b)};b.prototype.onMousewheel=function(a){var b=this;this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=this._viewer.view,g=c.getCamera(),e=a.getPosition(),f=a.getWheelDelta();a=c.pickFromPoint(e,new d.PickConfig(d.SelectionMask.Face)).then(function(a){var c=
+a.getPosition();null!==a&&null!==c?(a=d.Point3.subtract(g.getPosition(),c).normalize().scale(b.getZoomSpeed()*f),b._applyWalkDelta(g,a)):b.walkBackward(f*b.getWalkSpeed())});a};b.prototype.onKeyDown=function(a){this._viewer.view.setProjectionMode(d.Projection.Perspective);var b=a.getKeyCode();b===d.KeyCode.v&&this.toggleBimMode();this._keyCodeActive(b)||(this._keyDownMap.set(b,a.getDate().getTime()),this._onKeyChange(b))};b.prototype.onKeyUp=function(a){var b=a.getKeyCode();this._keyUpMap.set(b,a.getDate().getTime());
+this._onKeyChange(b)};b.prototype._keyCodeActive=function(a){var b=this._keyDownMap.get(a);return void 0!==b&&(a=this._keyUpMap.get(a),void 0===a||b>a)?!0:!1};b.prototype._onKeyChange=function(a){this._keyCodeActive(a)&&this._keyWalkMapping.has(a)&&(this.getWalkActive()||(this._previousWalkTime=Date.now()),this._onTick())};b.prototype.setMouseLookSpeed=function(a){this._mouseLookSpeed=a};b.prototype.getMouseLookSpeed=function(){return this._mouseLookSpeed};b.prototype.setMouseLookEnabled=function(a){this._mouseLookEnabled=
+a};b.prototype.getMouseLookEnabled=function(){return this._mouseLookEnabled};b.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){return[2,a.prototype.resetDefaultWalkSpeeds.call(this).then(function(){b._mouseLookSpeed=300})]})})};b.prototype._execWalkDirection=function(a,b,c){var g=this.getWalkSpeed()*b;switch(a){case d.WalkDirection.Forward:return c?this.walkForwardWithCollision(g):this.walkForward(g);case d.WalkDirection.Backward:return c?
+this.walkBackwardWithCollision(g):this.walkBackward(g);case d.WalkDirection.Left:return c?this.walkLeftWithCollision(g):this.walkLeft(g);case d.WalkDirection.Right:return c?this.walkRightWithCollision(g):this.walkRight(g);case d.WalkDirection.Up:return this.walkUp(this.getElevationSpeed()*b);case d.WalkDirection.Down:return this.walkDown(this.getElevationSpeed()*b);case d.WalkDirection.RotateLeft:return this.rotateLeft(this.getRotationSpeed()*b);case d.WalkDirection.RotateRight:return this.rotateRight(this.getRotationSpeed()*
+b);case d.WalkDirection.TiltUp:return this.tiltUp(this.getRotationSpeed()*b);case d.WalkDirection.TiltDown:return this.tiltDown(this.getRotationSpeed()*b);default:d.Util.TypeAssertNever(a)}};b.prototype._queueWalkDirections=function(a){var b=this,c=new Set;this._keyWalkMapping.forEach(function(a,d){b._keyCodeActive(d)&&c.add(a)});f(c);var g=d.Util.setToArray(c);g.sort();if(0<g.length){this.setWalkActive(!0);var e=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(b,void 0,
+void 0,function(){var b,f,k,h,l,n=this;return __generator(this,function(m){b=new d.Util.ActionQueue(1,!0);if(0<a)for(f=function(c){b.push(function(){return n._execWalkDirection(c,a,e)})},k=0,h=g;k<h.length;k++)l=h[k],f(l);e&&(c.has(d.WalkDirection.Up)||c.has(d.WalkDirection.Down)||b.push(function(){return __awaiter(n,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._applyGravity()];case 1:return a.sent(),[2]}})})}),b.push(function(){return __awaiter(n,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._updateNearbyDoors()];case 1:return a.sent(),[2]}})})}));return b.isIdle()?[2]:[2,b.waitForIdle()]})})})}};b.prototype._onTick=function(){var a=this,b=Date.now(),c=(b-this._previousWalkTime)/1E3;this._previousWalkTime=b;b=!this.getActiveWalk().isIdle();this.setWalkActive(b);this._queueWalkDirections(c);null!==this._tickTimerId&&(cancelAnimationFrame(this._tickTimerId),this._tickTimerId=null);this.getWalkActive()&&
+(this._tickTimerId=requestAnimationFrame(function(){a._onTick()}))};return b}(h.CameraWalkBaseOperator);h.CameraKeyboardWalkOperator=e})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(e){function c(b,c){b=e.call(this,b)||this;b._cameraRotationMomentumEnabled=!1;b._isDown=!1;b._mouseDragged=!1;b._averagedMousePoints=new a;b._averageTimeIntervalMilliseconds=150;b._previousMouseMovePoint=d.Point2.zero();b._mouseMovePoint=d.Point2.zero();b._mouseMoveOffset=d.Point2.zero();b._previousMouseMoveTime=null;b._mouseMoveTime=null;b._mouseMoveElapsedTimeSeconds=0;b._rotationDegreesPerSecond=[0,0];b._animationLastTickTime=0;b._animationElapsedTimeSeconds=
+0;b._animationIntervalResult=null;b._preferredAnimationIntervalMilliseconds=16;b._momentum=0;b._momentumLossPerSecond=0;b._degreesPerPixel=.5;b._maxRotationMagnitudeScale=8;b._initialSelectionPosition=null;b._cameraRotateFunction=c;return b}__extends(c,e);c.prototype.getCameraRotationMomentumEnabled=function(){return this._cameraRotationMomentumEnabled};c.prototype.setCameraRotationMomentumEnabled=function(a){a!==this._cameraRotationMomentumEnabled&&((this._cameraRotationMomentumEnabled=a)||this.stopAnimation())};
+c.prototype.isCurrentlyAnimating=function(){return this._cameraRotationMomentumEnabled&&0<this.getMomentum()};c.prototype.onDeactivate=function(){return e.prototype.onDeactivate.call(this)};c.prototype.onViewOrientationChange=function(){this.stopAnimation()};c.prototype.supportsAnimation=function(){return!0};c.prototype.onMouseDown=function(a){e.prototype.onMouseDown.call(this,a);this.isActive()&&(this._initialSelectionPosition=a.getPosition(),this._isDown=!0,this.stopAnimation(),this._mouseDragged=
+!1,this._mouseMoveTime=this._previousMouseMoveTime=Date.now(),this._mouseMovePoint.assign(this._initialSelectionPosition),this._previousMouseMovePoint.assign(this._mouseMovePoint),this._averagedMousePoints.clear(),this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime))};c.prototype.onMouseMove=function(a){e.prototype.onMouseMove.call(this,a);this.isActive()&&this._isDown&&(this._mouseDragged=!0,this._previousMouseMovePoint.assign(this._mouseMovePoint),this._mouseMovePoint.assign(a.getPosition()),
+this._mouseMoveOffset=d.Point2.subtract(this._mouseMovePoint,this._previousMouseMovePoint),this._previousMouseMoveTime=this._mouseMoveTime,this._mouseMoveTime=Date.now(),this._mouseMoveElapsedTimeSeconds=null===this._previousMouseMoveTime?0:(this._mouseMoveTime-this._previousMouseMoveTime)/1E3,this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime),a=this._getMouseMoveOffsetForRotation(),this._rotateCamera(a))};c.prototype.onMouseUp=function(a){if(this.isActive()&&(this._isDown=!1,
+this._mouseDragged&&this.getCameraRotationMomentumEnabled())){this._mouseMoveOffset=this._averagedMousePoints.getAverageOffsetWithinMilliseconds(this._averageTimeIntervalMilliseconds);var b=this._getMouseMoveOffsetForRotation();if(0!==b[0]||0!==b[1]){for(var c=0;2>c;c++){var d=Math.abs(b[c])*this._maxRotationMagnitudeScale;this._rotationDegreesPerSecond[c]=b[c]/this._mouseMoveElapsedTimeSeconds;this._rotationDegreesPerSecond[c]<-d?this._rotationDegreesPerSecond[c]=-d:this._rotationDegreesPerSecond[c]>
+d&&(this._rotationDegreesPerSecond[c]=d)}this._momentum=1;this._startAnimation()}else this._momentum=0}e.prototype.onMouseUp.call(this,a)};c.prototype._rotateCamera=function(a){this._cameraRotateFunction(a)};c.prototype.stopAnimation=function(){null!==this._animationIntervalResult&&(clearInterval(this._animationIntervalResult),this._animationIntervalResult=null)};c.prototype.getMomentum=function(){return this._momentum};c.prototype.setMomentumLossPerSecond=function(a){0<=a&&(this._momentumLossPerSecond=
+a)};c.prototype.getMomentumLossPerSecond=function(){return this._momentumLossPerSecond};c.prototype.isAnimating=function(){return null!==this._animationIntervalResult};c.prototype._startAnimation=function(){var a=this;null===this._animationIntervalResult&&(this._animationLastTickTime=Date.now(),this._animationIntervalResult=window.setInterval(function(){a._onTick()},this._preferredAnimationIntervalMilliseconds))};c.prototype._getMouseMoveOffsetForRotation=function(){return[-this._mouseMoveOffset.x*
+this._degreesPerPixel,this._mouseMoveOffset.y*this._degreesPerPixel]};c.prototype._onTick=function(){var a=Date.now();this._animationElapsedTimeSeconds=(a-this._animationLastTickTime)/1E3;this._animationLastTickTime=a;this._rotateCamera([this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[0],this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[1]]);if(0<this._momentumLossPerSecond)if(this._momentum=Math.max(0,this._momentum-this._animationElapsedTimeSeconds*this._momentumLossPerSecond),
+0<this._momentum)for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]*=this._momentum;else{for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]=0;this._rotateCamera(this._rotationDegreesPerSecond);this.stopAnimation()}};return c}(h.OperatorBase);h.CameraOrbitBaseOperator=f;var a=function(){function a(a){void 0===a&&(a=10);this._count=0;this._points=Array(a);this._times=Array(a)}a.prototype.clear=function(){this._count=0};a.prototype.add=
+function(a,b){void 0===b&&(b=Date.now());var c=this._count%this._points.length;void 0===this._points[c]?this._points[c]=a.copy():this._points[c].assign(a);this._times[c]=b;this._count++};a.prototype.getAverageOffsetWithinMilliseconds=function(a,b){void 0===b&&(b=Date.now());var c=-1,e=d.Point2.zero(),f=Math.min(this._points.length,this._count);if(0<f){for(var h=0,m=0;m<f;m++){var p=(this._count-1-m)%this._points.length;if(b-this._times[p]>a)break;c=p;e.add(this._points[p]);h++}1<h?(e.subtract(this._points[c]),
+h--,e.scale(1/h)):(c=-1,e.set(0,0))}return 0<=c?d.Point2.subtract(e,this._points[c]):e};return a}()})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e){var g=a.call(this)||this;g._circle=new d.Markup.Shape.Circle;g._viewer=b;g._position=c;g._circle.setRadius(e);return g}__extends(c,a);c.prototype.draw=function(){if(this._circle){var a=this._viewer.view.projectPoint(this._position);this._circle.setCenter(d.Point2.fromPoint3(a));this._viewer.markupManager.getRenderer().drawCircle(this._circle)}};return c}(d.Markup.MarkupItem);h.OrbitMarkup=f;var a=function(a){function c(b){var c=a.call(this,
+b,function(a){if(!c._viewer.sheetManager.isDrawingSheetActive())if(null!==c._pickPosition){if(null===c._circleMarkupHandler){var b=new f(c._viewer,c._pickPosition,c._circleRadius);c._circleMarkupHandler=c._viewer.markupManager.registerMarkup(b)}c._orbitByTurnTiltWithTarget(a,c._pickPosition)}else switch(b=c._viewer.view.getCamera(),c._orbitFallbackMode){default:case d.OrbitFallbackMode.CameraTarget:c._orbitByTurnTiltWithTarget(a,b.getTarget());break;case d.OrbitFallbackMode.ModelCenter:c._modelCenter&&
+c._orbitByTurnTiltWithTarget(a,c._modelCenter);break;case d.OrbitFallbackMode.OrbitTarget:c._orbitByTurnTiltWithTarget(a,c._orbitTarget)}})||this;c._orbitTarget=d.Point3.zero();c._orbitFallbackMode=d.OrbitFallbackMode.ModelCenter;c._modelCenter=null;c._circleMarkupHandler=null;c._circleRadius=3;c._updateCameraCenterAction=new d.Util.CurrentAction(!1);c._updateCameraCenterTimer=new d.Util.Timer;c._primaryButton=d.Button.Middle;c._pickPosition=null;c._bimOrbitEnabled=!1;c._viewer.setCallbacks({sceneReady:function(){c._updateModelCenter()},
+modelSwitched:function(){c._updateModelCenter()},visibilityChanged:function(){c._updateModelCenter()},_updateTransform:function(a){a||c._updateModelCenter()},_geometryCreated:function(){c._updateModelCenter()},hwfParseComplete:function(){c._updateModelCenter()}});return c}__extends(c,a);c.prototype._updateModelCenter=function(a){var b=this;void 0===a&&(a=50);this._updateCameraCenterTimer.clear();this._updateCameraCenterAction.set(function(){return __awaiter(b,void 0,void 0,function(){var b,c=this;
+return __generator(this,function(d){switch(d.label){case 0:return[4,this._viewer.model.getModelBounding(!0,!1)];case 1:b=d.sent();if(b.isDegenerate()&&0<a)return this._updateCameraCenterTimer.set(500,function(){c._updateModelCenter(a-1)}),[2];this._modelCenter=b.center();return[2]}})})})};c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&b.getButton()===
+this._primaryButton?[4,this._viewer.view.pickFromPoint(b.getPosition(),new d.PickConfig(d.SelectionMask.Face))]:[3,2];case 1:c=g.sent(),null!==c&&0===c.overlayIndex()?(this._pickPosition=c.getPosition(),b.setHandled(!0)):this._pickPosition=null,g.label=2;case 2:return[2]}})})};c.prototype.onMouseUp=function(b){a.prototype.onMouseUp.call(this,b);b.getButton()===this._primaryButton&&(this._pickPosition=null);this._removeMarkup()};c.prototype.setBimOrbitEnabled=function(a){this._bimOrbitEnabled=a};c.prototype.getBimOrbitEnabled=
+function(){return this._bimOrbitEnabled};c.prototype._removeMarkup=function(){null!==this._circleMarkupHandler&&(this._viewer.markupManager.unregisterMarkup(this._circleMarkupHandler),this._circleMarkupHandler=null)};c.prototype._getClampedRotationMatrix=function(a,c,e,f){a=d.Matrix.createFromOffAxisRotation(a,c);c=d.Point3.zero();a.transform(e,c);return 0>=d.Util.radiansToDegrees(Math.asin(d.Point3.dot(f,c)))?new d.Matrix:a};c.prototype._orbitByTurnTiltWithTarget=function(a,c){var b=this._viewer.view,
+g=b.getCamera(),e=g.getPosition().subtract(c),f=g.getTarget().subtract(c),h=g.getUp().normalize(),q=d.Point3.subtract(f,e).normalize(),r=d.Point3.cross(h,q).normalize();q=a[0];var u=a[1];new d.Matrix;new d.Matrix;this._bimOrbitEnabled?(a=this._viewer.model.getViewAxes().upVector.copy(),r=this._getClampedRotationMatrix(r,u,h,a),a=d.Matrix.createFromOffAxisRotation(a,q/4),q=a.transform(r.transform(e)),f=a.transform(r.transform(f)),h=a.transform(r.transform(d.Point3.add(e,h)))):(r=d.Matrix.createFromOffAxisRotation(r,
+u),a=d.Matrix.createFromOffAxisRotation(h,q),r=d.Matrix.multiply(a,r),q=r.transform(e),f=r.transform(f),h=r.transform(d.Point3.add(e,h)));h.subtract(q);e=q;e.add(c);f.add(c);g.setPosition(e);g.setTarget(f);g.setUp(h);b.setCamera(g)};c.prototype.setOrbitFallbackMode=function(a){this._orbitFallbackMode=a};c.prototype.getOrbitFallbackMode=function(){return this._orbitFallbackMode};c.prototype.setOrbitTarget=function(a){this._orbitTarget=a};c.prototype.getOrbitTarget=function(){return this._orbitTarget};
+c.prototype.setPrimaryButton=function(a){this._primaryButton=a};c.prototype.getPrimaryButton=function(){return this._primaryButton};return c}(h.CameraOrbitBaseOperator);h.CameraOrbitOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._cameraPtPrevious=d.Point3.zero();return c}__extends(e,a);e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);if(this.isActive()||this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view;(c=b.getCamera().getCameraPlaneIntersectionPoint(c.getPosition(),b))&&this._cameraPtPrevious.assign(c)}};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this.isActive()||
+this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view,g=b.getCamera();if(c=g.getCameraPlaneIntersectionPoint(c.getPosition(),b))c=d.Point3.subtract(c,this._cameraPtPrevious),g.dolly(c),b.setCamera(g)}};return e}(h.OperatorBase);h.CameraPanOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._mouseMoveZoomDelta=3;c._mouseWheelZoomDelta=.25;c._pinchZoomModifier=2.5;c._zoomToMousePosition=!0;c._dollyZoomEnabled=!1;c._mouseMoveZoomFactor=1;c._mouseWheelZoomFactor=-1;c._mouseWheelAdjustCameraTarget=!1;c._secondaryTouchId=null;c._lastTouch1=d.Point2.zero();c._lastTouch2=d.Point2.zero();c._prevLen=0;return c}__extends(e,a);e.prototype.setMouseWheelZoomInverted=function(a){this._mouseWheelZoomFactor=a?-1:1};e.prototype.getMouseWheelZoomInverted=
+function(){return-1===this._mouseWheelZoomFactor};e.prototype.setMouseMoveZoomInverted=function(a){this._mouseMoveZoomFactor=a?-1:1};e.prototype.getMouseMoveZoomInverted=function(){return-1===this._mouseMoveZoomFactor};e.prototype.setMouseMoveZoomDelta=function(a){this._mouseMoveZoomDelta=a};e.prototype.getMouseMoveZoomDelta=function(){return this._mouseMoveZoomDelta};e.prototype.setMouseWheelZoomDelta=function(a){this._mouseWheelZoomDelta=a};e.prototype.getMouseWheelZoomDelta=function(){return this._mouseWheelZoomDelta};
+e.prototype.setZoomToMousePosition=function(a){this._zoomToMousePosition=a};e.prototype.getZoomToMousePosition=function(){return this._zoomToMousePosition};e.prototype.setDollyZoomEnabled=function(a){this._dollyZoomEnabled=a};e.prototype.getDollyZoomEnabled=function(){return this._dollyZoomEnabled};e.prototype.setMouseWheelAdjustCameraTarget=function(a){this._mouseWheelAdjustCameraTarget=a};e.prototype.getMouseWheelAdjustCameraTarget=function(){return this._mouseWheelAdjustCameraTarget};e.prototype.onMouseMove=
+function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,f,h,m;return __generator(this,function(g){switch(g.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this.isDragging()||!this.isActive())return[3,4];b=this._viewer.view;d=b.pointToWindowPosition(this._ptCurrent);e=b.pointToWindowPosition(this._ptPrevious);f=d.y-e.y;h=d.x-e.x;m=this._mouseMoveZoomDelta*this._mouseMoveZoomFactor*(f-h);return this._dollyZoomEnabled?[4,this._dollyZoom(m,void 0,void 0,!0)]:[3,2];case 1:return g.sent(),
+[3,4];case 2:return[4,this._doZoom(m)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._mouseWheelZoomDelta*this._mouseWheelZoomFactor*a.getWheelDelta(),this._dollyZoomEnabled?[4,this._dollyZoom(-b,void 0,a.getPosition())]:[3,2];case 1:return c.sent(),[3,4];case 2:return[4,this._doZoom(b,void 0,a.getPosition())];case 3:c.sent(),c.label=
+4;case 4:return[2]}})})};e.prototype.onTouchStart=function(a){var b=this._viewer.view;null===this._primaryTouchId?(this._primaryTouchId=a.getId(),this._lastTouch1.assign(b.pointToWindowPosition(a.getPosition()))):null===this._secondaryTouchId&&(this._secondaryTouchId=a.getId(),this._lastTouch2.assign(b.pointToWindowPosition(a.getPosition())));null!==this._primaryTouchId&&null!==this._secondaryTouchId&&(this._prevLen=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length(),this._dragging=!0)};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:b=this._viewer.view;c=a.getId();e=a.getPosition();c===this._primaryTouchId?this._lastTouch1.assign(b.pointToWindowPosition(e)):c===this._secondaryTouchId&&this._lastTouch2.assign(b.pointToWindowPosition(e));if(!this._dragging||c!==this._secondaryTouchId)return[3,2];f=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length();h=(this._prevLen-
+f)*this._pinchZoomModifier;return[4,this._doZoom(h)];case 1:g.sent(),this._prevLen=f,g.label=2;case 2:return[2]}})})};e.prototype.onTouchEnd=function(a){a=a.getId();this._primaryTouchId===a?this._primaryTouchId=null:this._secondaryTouchId===a&&(this._secondaryTouchId=null);this._dragging=!1};e.prototype.onDeactivate=function(){this._secondaryTouchId=this._primaryTouchId=null};e.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(90);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),
+a.getPosition()).length();a.setWidth(b);a.setHeight(b);return a};e.prototype._dollyZoom=function(a,b,g,e){void 0===b&&(b=this._viewer.view.getCamera());void 0===e&&(e=!1);return __awaiter(this,void 0,void 0,function(){var c,f,k,h,q,r,u,t,v,w,z,x,y=this;return __generator(this,function(l){switch(l.label){case 0:return c=this._viewer.view,b.setProjection(d.Projection.Perspective),f=b.getPosition(),k=b.getTarget(),g?[4,this._viewer.model.getModelBounding(!1,!1,!1)]:[3,3];case 1:return h=l.sent(),q=h.extents().length(),
+r=q/100,[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)];case 2:return u=l.sent(),t=u.getPosition(),null!==t&&(v=d.Point3.subtract(k,f),w=d.Point3.subtract(t,f),z=d.Point3.add(f,v.scale(d.Point3.dot(v,w)/d.Point3.dot(v,v))),b.setTarget(z)),x=d.Point3.subtract(b.getTarget(),f),0<a&&x.length()<r&&b.setTarget(d.Point3.add(k,x.copy().normalize().scale(2*r))),x=d.Point3.subtract(b.getTarget(),f),b.setPosition(d.Point3.add(f,x.copy().scale(.05*(0<a?1:-1)))),[3,4];case 3:x=d.Point3.subtract(k,f).scale(a/
+10),b.setPosition(d.Point3.add(f,x)),e&&b.setTarget(d.Point3.add(k,x)),l.label=4;case 4:return b=this._updateCameraViewAngle(b),this._viewer.pauseRendering(function(){if(g){var a=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);c.setCamera(b);var e=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);null!==a&&null!==e&&b.dolly(d.Point3.subtract(e,a))}c.setCamera(b)}),[2]}})})};e.prototype._doZoom=function(a,b,g){void 0===b&&(b=this._viewer.view.getCamera());return __awaiter(this,void 0,void 0,
+function(){var c,e,f,h,p,q,r,u=this;return __generator(this,function(k){switch(k.label){case 0:return c=this._viewer.view,e=1/(1-a),g&&this._zoomToMousePosition?this._mouseWheelAdjustCameraTarget?[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)]:[3,2]:[3,3];case 1:f=k.sent(),void 0!==f&&f.isEntitySelection()&&(h=b.getPosition().subtract(b.getTarget()),p=d.Point3.subtract(b.getTarget(),b.getPosition()),q=d.Point3.subtract(f.getPosition(),b.getPosition()),r=b.getPosition().add(p.scale(d.Point3.dot(p,
+q)/d.Point3.dot(p,p))),b.setTarget(r),b.setPosition(d.Point3.add(r,h))),k.label=2;case 2:return this._viewer.pauseRendering(function(){var a=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);u._zoomHelper(e,b);var f=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);null!==a&&null!==f&&b.dolly(d.Point3.subtract(f,a));c.setCamera(b)}),[3,4];case 3:this._zoomHelper(e,b),k.label=4;case 4:return[2]}})})};e.prototype._zoomHelper=function(a,b){var c=this._viewer.view;b.setWidth(b.getWidth()*a);b.setHeight(b.getHeight()*
+a);var e=b.getPosition(),f=b.getTarget();a=d.Point3.subtract(f,e).scale(a);b.setPosition(d.Point3.subtract(f,a));c.setCamera(b)};return e}(h.OperatorBase);h.CameraZoomOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e){c=a.call(this,c)||this;c._activeOperator=null;c._activeTouchCount=0;c._touchMoveCount=0;c._returnToOrbit=!1;c._bimNavigationEnabled=!1;c._orbitOperator=b;c._panOperator=d;c._zoomOperator=e;return c}__extends(e,a);e.prototype.setBimNavigationEnabled=function(a){this._bimNavigationEnabled=a;var b=this._orbitOperator,c=this._zoomOperator,e=this._panOperator;b.clearMapping();c.clearMapping();e.clearMapping();b.setMapping(d.Button.Left);b.setBimOrbitEnabled(a);
+c.setDollyZoomEnabled(a);a?(b.setPrimaryButton(d.Button.Left),c.setMapping(d.Button.Right),e.setMapping(d.Button.Middle),this._setBimCamera()):(b.addMapping(d.Button.Middle),b.setPrimaryButton(d.Button.Middle),c.addMapping(d.Button.Left,d.KeyModifiers.Shift),e.addMapping(d.Button.Right),e.addMapping(d.Button.Left,d.KeyModifiers.Control))};e.prototype._setBimCamera=function(){var a=this._viewer.view.getCamera(),b=d.Point3.subtract(a.getPosition(),a.getTarget()).normalize(),g=this._viewer.model.getViewAxes().upVector.copy();
+g=d.Point3.cross(b,g);b=d.Point3.cross(g,b);a.setUp(b);a.setProjection(d.Projection.Perspective);this._viewer.view.setCamera(a)};e.prototype.getBimNavigationEnabled=function(){return this._bimNavigationEnabled};e.prototype.onViewOrientationChange=function(){this._activeTouchCount=0;this._returnToOrbit=!1};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);this._setActiveOperatorForMouseInput(c);this._activeOperator&&(this._bimNavigationEnabled&&this._setBimCamera(),this._activeOperator.onMouseDown(c))};
+e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this._activeOperator&&this._dragging&&3<this._dragCount)this._activeOperator.onMouseMove(c)};e.prototype.onMouseUp=function(c){if(this._activeOperator)this._activeOperator.onMouseUp(c);this._activeOperator instanceof h.CameraOrbitOperator||this._orbitOperator._removeMarkup();a.prototype.onMouseUp.call(this,c)};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._zoomOperator.onMousewheel(a)];case 1:return b.sent(),[2]}})})};e.prototype.onTouchStart=function(a){++this._activeTouchCount;this._orbitOperator.onTouchStart(a);this._zoomOperator.onTouchStart(a);this._viewer.sheetManager.isDrawingSheetActive()&&(this._panOperator.onTouchStart(a),this._orbitOperator.onDeactivate());1===this._activeTouchCount&&(this._primaryTouchId=a.getId());2===this._activeTouchCount&&(this._orbitOperator.onDeactivate(),this._panOperator.onTouchStart(a),this._zoomOperator.onTouchStart(a))};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:++this._touchMoveCount;if(!(5<this._touchMoveCount))return[3,5];if(!this._returnToOrbit)return[3,1];this._orbitOperator.onTouchStart(a);this._returnToOrbit=!1;return[3,5];case 1:if(1!==this._activeTouchCount)return[3,3];this._orbitOperator.onTouchMove(a);return[4,this._zoomOperator.onTouchMove(a)];case 2:return b.sent(),this._panOperator.onTouchMove(a),[3,5];
+case 3:return 2!==this._activeTouchCount?[3,5]:[4,this._zoomOperator.onTouchMove(a)];case 4:b.sent(),this._panOperator.onTouchMove(a),b.label=5;case 5:return[2]}})})};e.prototype.onTouchEnd=function(a){2===this._activeTouchCount&&(this._returnToOrbit=!0);this._zoomOperator.onTouchEnd(a);this._panOperator.onTouchEnd(a);this._orbitOperator.onTouchEnd(a);0<this._activeTouchCount&&--this._activeTouchCount;0===this._activeTouchCount&&(this._touchMoveCount=0)};e.prototype.stopInteraction=function(){var c=
+[];var b=a.prototype.stopInteraction.call(this);void 0!==b&&c.push(b);this._touchMoveCount=this._activeTouchCount=0;b=this._zoomOperator.onDeactivate();void 0!==b&&c.push(b);b=this._panOperator.onDeactivate();void 0!==b&&c.push(b);b=this._orbitOperator.onDeactivate();void 0!==b&&c.push(b);return d.Util.waitForAll(c)};e.prototype._setActiveOperatorForMouseInput=function(a){var b=this._orbitOperator,c=this._panOperator,d=this._zoomOperator;this._activeOperator=null;this._viewer.sheetManager.isDrawingSheetActive()?
+this._activeOperator=c:b.checkMapping(a)?this._activeOperator=b:d.checkMapping(a)?this._activeOperator=d:c.checkMapping(a)&&(this._activeOperator=c)};e.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);this._orbitOperator.onDeactivate();this._panOperator.onDeactivate();this._zoomOperator.onDeactivate()};return e}(h.OperatorBase);h.CameraNavigationOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c,function(a){b._rotateAroundAxis(b._rotationAxis,a[0])})||this;b._rotationAxis=new d.Point3(0,0,1);b._tiltAmount=12;return b}__extends(e,a);e.prototype._rotateAroundAxis=function(a,b){var c=this._viewer.view,e=c.getCamera(),f=e.getPosition(),h=e.getUp().normalize(),m=e.getTarget();a=d.Matrix.createFromOffAxisRotation(a,b);b=(new d.Matrix).setTranslationComponent(-m.x,-m.y,-m.z);b=d.Matrix.multiply(b,a);m=(new d.Matrix).setTranslationComponent(m.x,
+m.y,m.z);d.Matrix.multiply(b,m).transform(f,f);a.transform(h,h);h.normalize();e.setPosition(f);e.setUp(h);c.setCamera(e)};e.prototype.onMousewheel=function(a){a=a.getWheelDelta();var b=this._viewer.view.getCamera(),c=b.getUp().normalize();b=d.Point3.subtract(b.getTarget(),b.getPosition()).normalize();c=d.Point3.cross(c,b).normalize();0<a?this._rotateAroundAxis(c,this._tiltAmount):this._rotateAroundAxis(c,-this._tiltAmount)};e.prototype.setRotationAxis=function(a){var b=!0;switch(a){case d.Axis.X:this._rotationAxis.set(1,
+0,0);break;case d.Axis.Y:this._rotationAxis.set(0,1,0);break;case d.Axis.Z:this._rotationAxis.set(0,0,1);break;default:b=!1}return b};return e}(h.CameraOrbitBaseOperator);h.CameraTurntableOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._keyboardWalkOperator=b;this._activeOperator=this._walkOperator=c;this._walkMode=d.WalkMode.Mouse;this._active=!1}a.prototype.setWalkMode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(this._walkMode===a)return[3,7];this._walkMode=a;if(a!==d.WalkMode.Keyboard)return[3,4];this._activeOperator=this._keyboardWalkOperator;return this._active?[4,this._walkOperator.onDeactivate()]:
+[3,3];case 1:return c.sent(),[4,this._keyboardWalkOperator.onActivate()];case 2:c.sent(),c.label=3;case 3:return[3,7];case 4:return this._activeOperator=this._walkOperator,this._active?[4,this._keyboardWalkOperator.onDeactivate()]:[3,7];case 5:return c.sent(),[4,this._walkOperator.onActivate()];case 6:c.sent(),c.label=7;case 7:return[2]}})})};a.prototype.getWalkMode=function(){return this._activeOperator instanceof h.CameraKeyboardWalkOperator?d.WalkMode.Keyboard:d.WalkMode.Mouse};a.prototype.onMouseDown=
+function(a){this._activeOperator.onMouseDown(a)};a.prototype.onMouseMove=function(a){this._activeOperator.onMouseMove(a)};a.prototype.onMouseUp=function(a){this._activeOperator.onMouseUp(a)};a.prototype.onMousewheel=function(a){this._activeOperator.onMousewheel(a)};a.prototype.onTouchStart=function(a){this._activeOperator.onTouchStart(a)};a.prototype.onTouchMove=function(a){this._activeOperator.onTouchMove(a)};a.prototype.onTouchEnd=function(a){this._activeOperator.onTouchEnd(a)};a.prototype.onKeyDown=
+function(a){this._activeOperator.onKeyDown(a)};a.prototype.onKeyUp=function(a){if(this._activeOperator instanceof h.CameraKeyboardWalkOperator)this._activeOperator.onKeyUp(a)};a.prototype.onDeactivate=function(){return this._activeOperator.onDeactivate()};a.prototype.onActivate=function(){this._active=!0;return this._activeOperator.onActivate()};a.prototype.onViewOrientationChange=function(){this._active=!1};a.prototype.stopInteraction=function(){return this._activeOperator.stopInteraction()};a.prototype.setBimModeEnabled=
+function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=[];a?(c.push(this._keyboardWalkOperator.enableBimMode()),c.push(this._walkOperator.enableBimMode())):(c.push(this._keyboardWalkOperator.disableBimMode()),c.push(this._walkOperator.disableBimMode()));return[2,Promise.all(c).then(function(){})]})})};a.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,Promise.all([this._walkOperator.resetDefaultWalkSpeeds(),
+this._keyboardWalkOperator.resetDefaultWalkSpeeds()]).then(function(){})]})})};a.prototype.setBimFloorConfig=function(a){this._walkOperator.setBimFloorConfig(a);this._keyboardWalkOperator.setBimFloorConfig(a)};a.prototype.setBimWallConfig=function(a){this._walkOperator.setBimWallConfig(a);this._keyboardWalkOperator.setBimWallConfig(a)};a.prototype.setBimDoorConfig=function(a){this._walkOperator.setBimDoorConfig(a);this._keyboardWalkOperator.setBimDoorConfig(a)};a.prototype.setZoomSpeed=function(a){this._walkOperator.setZoomSpeed(a);
+this._keyboardWalkOperator.setZoomSpeed(a)};a.prototype.setWalkSpeed=function(a){this._walkOperator.setWalkSpeed(a);this._keyboardWalkOperator.setWalkSpeed(a)};a.prototype.setElevationSpeed=function(a){this._walkOperator.setElevationSpeed(a);this._keyboardWalkOperator.setElevationSpeed(a)};a.prototype.setRotationSpeed=function(a){this._walkOperator.setRotationSpeed(a);this._keyboardWalkOperator.setRotationSpeed(a)};a.prototype.setViewAngle=function(a){this._walkOperator.setViewAngle(a);this._keyboardWalkOperator.setViewAngle(a)};
+return a}();h.CameraWalkModeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._timerId=null;c._walkButton=d.Button.None;c._previousTimestamp=0;c._activeTouchCount=0;c._maxDistance=200;return c}__extends(e,a);e.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,a.prototype.onActivate.call(this)];case 1:return c.sent(),this._viewer.trigger("walkOperatorActivated"),[2]}})})};e.prototype.onKeyDown=function(a){a=
+a.getKeyCode();var b=this.getWalkSpeed();a===d.KeyCode.PgUp&&this.setWalkSpeed(1.2*b);a===d.KeyCode.PgDown&&this.setWalkSpeed(.8*b);a===d.KeyCode.v&&this.toggleBimMode()};e.prototype.onDeactivate=function(){var c=this._resetCameraTarget();this.stopWalking();a.prototype.onDeactivate.call(this);this._viewer.trigger("walkOperatorDeactivated");return c};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);var b=this._viewer.view;b.getProjectionMode()!==d.Projection.Perspective&&(b.setProjectionMode(d.Projection.Perspective),
+this._calculateInitialPosition());this.isActive()&&(this.stopWalking(),this.setWalkActive(!0),this._walkButton=c.getButton())};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);this.getWalkActive()&&null===this._timerId&&this.isActive()&&(this._previousTimestamp=Date.now(),this._onTick())};e.prototype.onMouseUp=function(c){this.isActive()&&this.stopWalking();a.prototype.onMouseUp.call(this,c)};e.prototype.onTouchStart=function(c){a.prototype.onTouchStart.call(this,c);++this._activeTouchCount;
+1===this._activeTouchCount?this._walkButton=d.Button.Left:2===this._activeTouchCount?this._walkButton=d.Button.Right:3===this._activeTouchCount&&(this._walkButton=d.Button.None)};e.prototype.onTouchMove=function(c){3===this._activeTouchCount&&this._primaryTouchId===c.getId()?(this._ptCurrent.assign(c.getPosition()),c=d.Point2.subtract(this._ptCurrent,this._ptPrevious),this._adjustTilt(c.y/100*1.5)):3>this._activeTouchCount&&a.prototype.onTouchMove.call(this,c)};e.prototype.onTouchEnd=function(c){a.prototype.onTouchEnd.call(this,
+c);0<this._activeTouchCount&&--this._activeTouchCount};e.prototype.onMousewheel=function(a){0<a.getWheelDelta()?this._adjustTilt(3):this._adjustTilt(-3)};e.prototype.stopWalking=function(){null!==this._timerId&&(cancelAnimationFrame(this._timerId),this._timerId=null);this.setWalkActive(!1)};e.prototype._testWalk=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,function(k){switch(k.label){case 0:return c=new d.Event.MouseInputEvent(0,0,g,d.Buttons.None,
+d.KeyModifiers.None,d.MouseInputType.Down),e=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Move),f=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Up),this.onMouseDown(c),this.onMouseMove(e),[4,d.Util.sleep(b)];case 1:return k.sent(),this.onMouseUp(f),[2]}})})};e.prototype._onTick=function(){var a=this,b=Date.now(),g=(b-this._previousTimestamp)/1E3;this._previousTimestamp=b;var e=this._viewer.view;b=d.Point2.subtract(this._ptCurrent,
+this._ptFirst);var f=new d.Point2(Math.abs(b.x)/this._maxDistance,Math.abs(b.y)/this._maxDistance),h=this.getRotationSpeed()*g*f.x,m=this.getWalkSpeed()*g*f.y,p=this.getElevationSpeed()*g*f.x;g=this.getElevationSpeed()*g*f.y;if(this._walkButton===d.Button.Left){if(0!==b.x&&(0<b.x?this.rotateRight(h):0>b.x&&this.rotateLeft(h)),0!==b.y){var q=e.getCamera();this._resetPosition(q);g=q.getTarget();e=q.getPosition();g=d.Point3.subtract(g,e).normalize();var r=q.getUp(),u=d.Point3.scale(g,m);0<b.y&&(u=u.negate());
+this.setWalkActive(!0);var t=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return t?[4,this._applyWalkDeltaWithCollisionCheck(q,u,r)]:[3,4];case 1:return a.sent(),[4,this._applyGravity()];case 2:return a.sent(),[4,this._updateNearbyDoors()];case 3:return a.sent(),[3,5];case 4:return[2,this._applyWalkDelta(q,u)];case 5:return[2]}})})})}}else if(this._walkButton===d.Button.Right||this._walkButton===
+d.Button.Middle)0<Math.abs(b.y)&&(0<b.y?this.walkUp(g):this.walkDown(g)),0<Math.abs(b.x)&&(0<b.x?this.walkRight(p):this.walkLeft(p));this._timerId=requestAnimationFrame(function(){a._onTick()})};e.prototype._adjustTilt=function(a){var b=this._viewer.view;this.setTilt(this.getTilt()+a);a=b.getCamera();this._resetPosition(a);var c=a.getTarget(),e=a.getPosition(),f=d.Point3.distance(c,e),h=a.getUp().normalize();c=d.Point3.subtract(c,e).normalize();h=d.Point3.cross(h,c).normalize();d.Matrix.createFromOffAxisRotation(h,
+this.getTilt()).transform(c,c);c.normalize().scale(f);a.setTarget(d.Point3.add(e,c));b.setCamera(a)};e.prototype._resetCameraTarget=function(){return __awaiter(this,void 0,void 0,function(){var a,b,g,e,f,h;return __generator(this,function(c){switch(c.label){case 0:return a=this._viewer.view,b=a.getCanvasSize(),g=new d.Point2(Math.round(b.x/2),Math.round(b.y/2)),e=new d.PickConfig,[4,a.pickFromPoint(g,e)];case 1:return f=c.sent(),f.isEntitySelection()&&(h=a.getCamera(),h.setTarget(f.getPosition()),
+a.updateCamera(h)),[2]}})})};return e}(h.CameraWalkBaseOperator);h.CameraWalkOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._positionOffset=d.Point2.zero();this._position=d.Point2.zero();this._activeNoteText=null;this._createTextBox()}a.prototype._createTextBox=function(){var a=this;this._container=document.createElement("div");this._container.className="noteTextElement";this._textArea=document.createElement("textarea");this._textArea.oninput=function(){null!==a._activeNoteText&&a._activeNoteText.saveTextValue()};this._container.appendChild(this._textArea);
+var b=7;["blue","red","green","white","black"].forEach(function(c){var g=document.createElement("button");g.className="noteButton color "+c;g.style.top=b+"px";b+=25;g.id=c+"_button";switch(c){case "blue":var e=d.Color.blue();break;case "red":e=d.Color.red();break;case "green":e=d.Color.green();break;case "white":e=d.Color.white();break;case "black":e=d.Color.black();break;default:e=d.Color.white()}g.onmousedown=function(){null!==a._activeNoteText&&a._activeNoteText.setColor(e)};a._container.appendChild(g)});
+var g=document.createElement("button");g.className="noteButton trash";g.style.top=b+"px";g.onmousedown=function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeNoteText?[3,2]:[4,this._activeNoteText.remove()];case 1:a.sent(),a.label=2;case 2:return[2]}})})};this._container.appendChild(g)};a.prototype.setPositionOffset=function(a){this._positionOffset=a};a.prototype.getPositionOffset=function(){return this._positionOffset.copy()};
+a.prototype.setPosition=function(a){this._position=d.Point2.add(a,this._positionOffset);this._container.style.left=this._position.x+"px";this._container.style.top=this._position.y+"px"};a.prototype.getPosition=function(){return this._position.copy()};a.prototype.setText=function(a){var b=this._container.querySelector("textarea");null!==b&&(b.value=a)};a.prototype.getText=function(){var a=this._container.querySelector("textarea");return null!==a?a.value:""};a.prototype.setSize=function(a){this._container.style.width=
+a.x+"px";this._container.style.height=a.y+"px"};a.prototype.getSize=function(){var a=this._container.getBoundingClientRect();return new d.Point2(a.width,a.height)};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto"};a.prototype.blur=function(){this._container.blur()};a.prototype.hide=function(){this._container.style.visibility="hidden";this._activeNoteText=null};a.prototype.show=function(a){this._container.style.visibility="visible";this._activeNoteText=
+a};a.prototype.getHtmlContainer=function(){return this._container};a.prototype.setHtmlContainer=function(a){this._container=a};return a}();f.NoteTextElement=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.rotate=this.viewPlane=this.plane=this.axis=null}}(),a=function(){return function(a,b,g,e,f,h){this.vector=b;this.matrix=g;this.nodeId=e;this.position=a;this.handleType=f;this.translation=d.Point3.zero();this.groupId=h}}(),e=function(c){function b(a){var b=c.call(this)||this;b._meshIds=new f;b._scaleModifier=1;b._id=0;b._handleData=new Map;b._translationFromInitialHandlePosition=d.Point3.zero();b._groupIdRotationMatrix=new Map;b._viewer=
+a;b._callbacks={camera:function(){b._updateCamera()},_assemblyTreeReady:function(){return __awaiter(b,void 0,void 0,function(){var a,b,c,d,g=this;return __generator(this,function(e){this._updateViewport();this._hideOverlay();a=this._createMeshId(this._getAxisMeshData()).then(function(a){g._meshIds.axis=a});b=this._createMeshId(this._getPlaneMeshData()).then(function(a){g._meshIds.plane=a});c=this._createMeshId(this._getViewPlaneMeshData()).then(function(a){g._meshIds.viewPlane=a});d=this._createMeshId(this._getRotateMeshData()).then(function(a){g._meshIds.rotate=
+a});a;b;c;d;return[2]})})},modelSwitchStart:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.removeHandles()];case 1:return a.sent(),[2]}})})}};b._viewer.setCallbacks(b._callbacks);return b}__extends(b,c);b.prototype.remove=function(){null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null);c.prototype.remove.call(this)};b.prototype._getAxisMeshData=function(){return d.Util.generateConeCylinderMeshData(b._cylinderRadius,
+b._segmentCount,b._cylinderHeight,b._coneBaseRadius,b._capHeight,b._taperHeight)};b.prototype._getPlaneMeshData=function(){var a=new d.Point3(b._planeOffset,0,b._planeOffset),c=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset),e=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset+b._planeLength),f=new d.Point3(b._planeOffset,0,b._planeOffset+b._planeLength),h=[a.x,a.y,a.z,c.x,c.y,c.z,e.x,e.y,e.z,a.x,a.y,a.z,e.x,e.y,e.z,f.x,f.y,f.z],p=new d.Point3(0,-1,0);p=[p.x,p.y,p.z,p.x,p.y,
+p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z];var q=new d.MeshData;q.addFaces(h,p);q.setBackfacesEnabled(!0);q.addPolyline([a.x,a.y,a.z,c.x,c.y,c.z]);q.addPolyline([c.x,c.y,c.z,e.x,e.y,e.z]);q.addPolyline([e.x,e.y,e.z,f.x,f.y,f.z]);q.addPolyline([f.x,f.y,f.z,a.x,a.y,a.z]);return q};b.prototype._getViewPlaneMeshData=function(){return d.Util.generateSphereMeshData()};b.prototype._getRotateMeshData=function(a,b,c){void 0===a&&(a=35);void 0===b&&(b=12);void 0===c&&(c=.5);var g=a*Math.PI/180*.5;
+a=[];for(var e=-g;e<=g;e+=.1){var f=Math.sin(e)*b;a.push(Math.cos(e)*b);a.push(0);a.push(f)}b=new d.Point3(0,0,1);c=d.Util.createCylinderMeshDataFromArc(a,b,10,c);c.setBackfacesEnabled(!0);return c};b.prototype.setAxisMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.axis?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.axis=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.axis,
+a)];case 3:return[2]}})})};b.prototype.setPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.plane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.plane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.plane,a)];case 3:return[2]}})})};b.prototype.setViewPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,
+function(c){switch(c.label){case 0:return null!==this._meshIds.viewPlane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.viewPlane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.viewPlane,a)];case 3:return[2]}})})};b.prototype.setRotateMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.rotate?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),
+this._meshIds.rotate=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.rotate,a)];case 3:return[2]}})})};b.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.Handles};b.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!1)};b.prototype.hideOverlay=function(){this._hideOverlay();return Promise.resolve()};b.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!0);
+this._updateCamera()};b.prototype.showOverlay=function(){this._showOverlay();return Promise.resolve()};b.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.Handles,d.OverlayAnchor.UpperLeftCorner,0,d.OverlayUnit.ProportionOfCanvas,0,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas)};b.prototype.updateViewport=function(){this._updateViewport();return Promise.resolve()};b.prototype.addHandles=function(a,
+b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return this._scaleModifier=b,this._translationFromInitialHandlePosition.assign(d.Point3.zero()),[4,this.createDefaultHandles(a,c)];case 1:return g.sent(),this._showOverlay(),[2]}})})};b.prototype._updateCamera=function(){this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.Handles,this._viewer.view.getCamera())};b.prototype.getVector=function(a){a=this._handleData.get(a);return void 0!==
+a&&(a=a.vector,null!==a)?a.copy():null};b.prototype.getHandleType=function(a){a=this._handleData.get(a);return void 0===a?null:a.handleType};b.prototype.getHandleGroupId=function(a){a=this._handleData.get(a);return void 0===a?b.defaultGroupId:a.groupId};b.prototype.getPosition=function(a){if(a=this._handleData.get(a)){var b=a.translation.copy();return a.position.copy().add(this._translationFromInitialHandlePosition).add(b)}return null};b.prototype.getHandleNodeIds=function(){var a=[];this._handleData.forEach(function(b,
+c){a.push(c)});return a};b.prototype.removeHandles=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return a=this.getHandleNodeIds(),this._handleData.clear(),this._groupIdRotationMatrix.clear(),this._id=0,this._hideOverlay(),[4,this._viewer.model.deleteMeshInstances(a)];case 1:return b.sent(),[2]}})})};b.prototype.isEmpty=function(){return 0===this._handleData.size};b.prototype.createDefaultHandles=function(a,c){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return g=[],g.push(this.addViewPlaneHandle(a,b._viewPlaneColor,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(1,0,0),b._xColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,1,0),b._yColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,0,1),b._zColor,null,c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(1,0,0),b._zColor,d.Color.black(),new d.Point3(0,-1,0),c)),
+g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,1,0),b._xColor,d.Color.black(),new d.Point3(0,0,-1),c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,0,1),b._yColor,d.Color.black(),new d.Point3(-1,0,0),c)),g.push(this.addRotateHandle(a,new d.Point3(1,0,0),b._zColor,new d.Point3(0,-1,0),c)),g.push(this.addRotateHandle(a,new d.Point3(0,1,0),b._xColor,new d.Point3(0,0,-1),c)),g.push(this.addRotateHandle(a,new d.Point3(0,0,1),b._yColor,new d.Point3(-1,0,0),c)),[4,Promise.all(g)];case 1:return e.sent(),
+[2]}})})};b.prototype._createMeshId=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return b=this._viewer.model,[4,b.createMesh(a,{doNotDelete:!0})];case 1:return c=d.sent(),[2,c]}})})};b.prototype.addAxisTranslationHandle=function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.axis)return[3,2];g=this._meshIds;return[4,
+this._createMeshId(this._getAxisMeshData())];case 1:g.axis=m.sent(),m.label=2;case 2:return k="handle-axis-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.axis,k,e,null,b.copy(),l.copy())];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Axis,h)),[2,n]}})})};b.prototype.addViewPlaneHandle=function(b,c,e){return __awaiter(this,void 0,void 0,function(){var g,f;return __generator(this,function(k){switch(k.label){case 0:if(null!==
+this._meshIds.viewPlane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getViewPlaneMeshData())];case 1:g.viewPlane=k.sent(),k.label=2;case 2:return[4,this._createMeshInstance(this._meshIds.viewPlane,"handle-sphere-instance",c,null,b,new d.Matrix)];case 3:return f=k.sent(),this._handleData.set(f,new a(b.copy(),null,new d.Matrix,f,d.HandleType.ViewPlane,e)),[2,f]}})})};b.prototype.addPlaneTranslationHandle=function(b,c,e,f,h,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,
+n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.plane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getPlaneMeshData())];case 1:g.plane=m.sent(),m.label=2;case 2:return k="handle-plane-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,h),[4,this._createMeshInstance(this._meshIds.plane,k,e,f,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Plane,p)),[2,n]}})})};b.prototype.addRotateHandle=
+function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.rotate)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getRotateMeshData())];case 1:g.rotate=m.sent(),m.label=2;case 2:return k="handle-rotate-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.rotate,k,e,null,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),
+l.copy(),n,d.HandleType.Rotate,h)),[2,n]}})})};b.prototype._getRotationMatrixFromVector=function(a,b){b||(b=new d.Point3(1,0,0),.001>d.Point3.cross(b,a).squaredLength()&&(b=new d.Point3(0,1,0)));b=d.Point3.cross(b,a).normalize();var c=d.Point3.cross(b,a).normalize();a.normalize();var g=new d.Matrix;g.m[0]=b.x;g.m[1]=b.y;g.m[2]=b.z;g.m[3]=0;g.m[4]=a.x;g.m[5]=a.y;g.m[6]=a.z;g.m[7]=0;g.m[8]=c.x;g.m[9]=c.y;g.m[10]=c.z;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};b.prototype._createMeshInstance=
+function(a,b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(m){g=this._createTransformationMatrix(f,new d.Matrix);g=d.Matrix.multiply(h,g);k=new d.MeshInstanceData(a,g,b,c||void 0,e||void 0);k.setOpacity(1);k.setCreationFlags(d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw);k.setOverlayIndex(d.BuiltinOverlayIndex.Handles);l=this._viewer.model;return[2,l.createMeshInstance(k,void 0,!0,!0)]})})};b.prototype._createTransformationMatrix=function(a,c){var g=b._defaultScale*this._scaleModifier;g=(new d.Matrix).setScaleComponent(g,g,g);g=d.Matrix.multiply(g,c);g.setTranslationComponent(a.x,a.y,a.z);return g};b.prototype._getHandlePosition=function(a){var b=null;this._handleData.forEach(function(c){c.groupId===a&&(b=c.position.copy())});
+return b};b.prototype.getGroupIdRotationMatrix=function(a){a=this._groupIdRotationMatrix.get(a);return void 0===a?new d.Matrix:a.copy()};b.prototype.updatePosition=function(a,b,c,e,f){return __awaiter(this,void 0,void 0,function(){var g,k,h,l,m=this;return __generator(this,function(n){switch(n.label){case 0:g=this._viewer.model;k=[];h=new Map;l=this._getHandlePosition(e);if(null===l)return[2];this._handleData.forEach(function(n,p){var q=n.groupId,r=void 0!==f.get(q);if(q===e||r){var t=n.position.copy();
+t.add(a.copy());var u=n.translation.copy();t.add(u);u=d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b);u=d.Matrix.multiply(n.matrix,u);r&&(r=d.Point3.subtract(t,l),b.transform(r,t),t.add(l));r=m._createTransformationMatrix(t,u);c&&(n.position.assign(t),h.set(q,d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b)));k.push(g.setNodeMatrix(p,r))}});h.forEach(function(a,b){m._groupIdRotationMatrix.set(b,a.copy())});return[4,Promise.all(k)];case 1:return n.sent(),[2]}})})};b.prototype.resetTranslation=
+function(){var a=this;this._translationFromInitialHandlePosition&&(this._handleData.forEach(function(b){b.translation.add(a._translationFromInitialHandlePosition)}),this._translationFromInitialHandlePosition.assign(d.Point3.zero()))};b.prototype.getTranslation=function(){return this._translationFromInitialHandlePosition};b.className="Communicator.Markup.HandleMarkup";b.defaultGroupId=-1;b._defaultScale=.02;b._cylinderRadius=.5;b._coneBaseRadius=.9;b._cylinderHeight=7;b._capHeight=1.2;b._taperHeight=
+.2;b._segmentCount=20;b._planeOffset=1;b._planeLength=2.5;b._xColor=new d.Color(168,56,59);b._yColor=new d.Color(96,166,50);b._zColor=new d.Color(41,81,185);b._viewPlaneColor=d.Color.white();return b}(h.MarkupItem);h.HandleMarkup=e})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._lineEdgeShape=new d.Shape.Polyline;c._linePositions=[];c._name="MeasureLength";c._positions=[];c._lineShapes=[];c._lineEdgeShape.setStrokeWidth(4);c._lineEdgeShape.setStrokeColor(b.measureManager.getMeasurementEdgeColor());return c}__extends(c,a);c.prototype.setLineGeometry=function(a){this._lineEdgeShape.setStrokeColor(this._viewer.measureManager.getMeasurementEdgeColor());this._linePositions=a;this._stage=
+1};c.prototype.reset=function(){this._stage=0};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.measureManager,c=b.getMeasurementColor();b=b.getMeasurementEdgeColor();this._lineShapes.forEach(function(a){a.setStrokeColor(c)});this._lineEdgeShape.setStrokeColor(b)};c.prototype.draw=function(){};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureLengthMarkup"};return c}(f.MeasureMarkup);
+f.MeasureLengthMarkup=a})(d.Measure||(d.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b)||this;g._circlePoints=[];g._radius=0;g._surfaceCenter=d.Point3.zero();g._circlePlane=new d.Plane;g._arrowsInvert=!1;g._name="MeasureCircleEdgeLength";g._lineProperties=c;g._matrix=e.copy();g._unitMultiplier=f;g._textShape.getBoxPortion().setFillOpacity(1);g._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(c=0;5>c;c++)g._lineShapes.push(new h.Shape.Line),g._lineShapes[c].setStrokeColor(b.measureManager.getMeasurementColor());
+return g}__extends(c,a);c.prototype.createCircleData=function(){d.Util.generatePointsOnCircle(this._circlePoints,this._lineProperties.origin,this._lineProperties.radius,32,this._lineProperties.normal);this._matrix.transformArray(this._circlePoints,this._circlePoints);this._positions[0]=this._circlePoints[0].copy();this._positions[1]=this._circlePoints[16].copy();var a=new d.Point3(this._lineProperties.radius,0,0),c=new d.Point3(0,0,0);this._matrix.transform(a,a);this._matrix.transform(c,c);this._radius=
+d.Point3.subtract(c,a).length();d.Point3.subtract(this._positions[1],this._positions[0]);this._positions[4]=this._positions[1].copy();this._surfaceCenter=this._matrix.transform(this._lineProperties.origin);a=new d.Point3(this._circlePoints[0].x,this._circlePoints[0].y,this._circlePoints[0].z);c=new d.Point3(this._circlePoints[1].x,this._circlePoints[1].y,this._circlePoints[1].z);this._circlePlane=d.Plane.createFromPoints(a,c,this._surfaceCenter)};c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,
+b);this._positions[0]=this._linePositions[0];this._positions[0].equals(this._positions[this._positions.length-1])?this._positions[1]=this._positions[Math.floor(this._positions.length/2)]:this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[2]=this._linePositions[1].copy();this.createCircleData();this._setMeasurementValue(this._radius)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);
+var c=this._viewer.view.raycastFromPoint(b);if(null!==c){b=this._surfaceCenter;var e=this._circlePlane,f=e.rayIntersection(c);null===f&&(f=d.Point3.add(b,c.direction.copy().scale(-2*this._radius)),f=d.Plane.createFromPointAndNormal(f,c.direction).rayIntersection(c),console.assert(null!==f),c=new d.Ray(f,e.normal),f=e.rayIntersection(c),null===f&&(f=e.rayIntersection(c.negate())));null===f&&(console.assert(!1),f=b.copy());c=d.Point3.subtract(f,b).normalize().scale(this._radius);e=d.Point3.add(b,c);
+b=d.Point3.subtract(b,c);this._positions[0]=e;this._positions[1]=b;this._positions[2]=e.copy();this._positions[3]=b.copy();this._positions[4]=f.copy();this._positions[5]=this._surfaceCenter.copy();this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[4].x+this._positions[5].x)/2,(this._positions[4].y+this._positions[5].y)/2,(this._positions[4].z+this._positions[5].z)/2),c=d.Point3.subtract(this._positions[5],
+this._positions[4]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).length()>c.length()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=0,e=this._linePositions;c<e.length;c++){var f=d.Point2.fromPoint3(b.projectPoint(e[c]));this._lineEdgeShape.pushPoint(f)}}if(1<this._stage){c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._textShape&&
+this._textShape.setPosition(c[4]);this._lineShapes[0].set(c[5],c[2]);this._lineShapes[1].set(c[5],c[4]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.None);this._lineShapes[0].setEndcapsInverted(this._arrowsInvert);this._lineShapes[0].setEndEndcapColor(b);this._lineShapes[0].setStartEndcapColor(b)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()){this.update();
+var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0;2>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){var a=f.MeasureMarkup._serializePointArray(this._linePositions),c=f.MeasureMarkup._serializePointArray(this._positions);return{matrix:this._matrix.toJson(),lineOrigin:this._lineProperties.origin,
+lineRadius:this._lineProperties.radius,lineNormal:this._lineProperties.normal,linePositions:a,positions:c,text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,g){var b=d.Matrix.fromJson(a.matrix),e=a.lineRadius,h=d.Point3.fromJson(a.lineOrigin),m=d.Point3.fromJson(a.lineNormal);e=new d.SubentityProperties.CircleElement(e,h,m);g=new c(g,
+e,b,a.unitMultiplier||1);b=f.MeasureMarkup._constructPointArray(a.linePositions);e=f.MeasureMarkup._constructPointArray(a.positions);g.setLineGeometry(b);g._positions=e;g._textShape.setTextString(a.text);g._stage=3;g._measurementValue=a.measurementValue;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureCircleEdgeLengthMarkup"};return c}(f.MeasureLengthMarkup);f.MeasureCircleEdgeLengthMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._arcArray=[];b._lineGeometryShape=new h.Shape.Polyline;b.planeIntersectionLine=[];b._pointOnLine=d.Point3.zero();b._clickpointOriginal2=d.Point3.zero();b._clickpointOriginal1=d.Point3.zero();b._plane1=new d.Plane;b._plane2=new d.Plane;b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._intermediatePoint=d.Point3.zero();b._textAnchorPoint=d.Point3.zero();
+b._angle=0;b._useAuthoredNormals=!0;b._name="MeasureFaceFaceAngle";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype._getNormalAndPositionFromSelection=
+function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h;return __generator(this,function(l){switch(l.label){case 0:return b=a.getNodeId(),g=a.getFaceEntity().getCadFaceIndex(),e.assign(a.getPosition().copy()),c.assign(a.getFaceEntity().getNormal()),[4,this._viewer.model.getFaceProperty(b,g)];case 1:return f=l.sent(),this._useAuthoredNormals&&null!==f&&f instanceof d.SubentityProperties.PlaneElement&&(k=this._viewer.model.getNodeNetMatrix(b),h=k.normalMatrix(),null!==h&&h.transform(f.normal,
+c)),[2]}})})};c.prototype.getFirstSelection=function(){return this._faceSelection[0]};c.prototype.setFirstFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),this._faceSelection.push(a),e=d.Point3.zero(),f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,e,f)];case 1:return g.sent(),
+this._firstPoint=f.copy(),this._plane1.setFromPointAndNormal(this._firstPoint,e),this._clickpointOriginal1=a.getPosition().copy(),this._stage++,[2]}})})};c.prototype.setSecondFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,p,q,r,u,t,v,w,z,x,y,A,B;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._faceSelection[1]=a,this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),e=d.Point3.zero(),
+f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,f,e)];case 1:g.sent();this._secondPoint=e.copy();this._plane2.setFromPointAndNormal(this._secondPoint,f);this.planeIntersectionLine[0]=new d.Point3(0,0,0);this.planeIntersectionLine[1]=new d.Point3(0,0,0);h=d.Util.intersect3d2Planes(this._plane1,this._firstPoint,this._plane2,this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1]);if(2!==h)return[2,!1];p=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);
+p.normalize();this.planeIntersectionLine[0].set(this.planeIntersectionLine[0].x-100*p.x,this.planeIntersectionLine[0].y-100*p.y,this.planeIntersectionLine[0].z-100*p.z);this.planeIntersectionLine[1].set(this.planeIntersectionLine[1].x+100*p.x,this.planeIntersectionLine[1].y+100*p.y,this.planeIntersectionLine[1].z+100*p.z);d.Util.computePointToLineDistance(this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1],this._pointOnLine);q=new d.Point3(0,0,0);r=new d.Point3(0,0,0);q.set(this._firstPoint.x+
+p.x,this._firstPoint.y+p.y,this._firstPoint.z+p.z);d.Util.computePointToLineDistance(this._pointOnLine,this._firstPoint,q,r);this._firstPoint=r.copy();this._clickpointOriginal2=a.getPosition().copy();u=new d.Matrix;t=d.Point3.subtract(this._secondPoint,this._pointOnLine);v=t.length();w=d.Point3.subtract(this._firstPoint,this._pointOnLine);w.normalize();this._intermediatePoint.set(this._pointOnLine.x+w.x*v,this._pointOnLine.y+w.y*v,this._pointOnLine.z+w.z*v);this._angle=d.Util.computeAngleBetweenVector(t,
+w);if(0===this._angle)return[2,!1];this._measurementValue=this._angle;this._textShape.setTextString(this._measurementValue.toFixed(2)+"\u00b0");this._viewer.trigger("measurementValueSet",this);this._textPos=this._pointOnLine.copy();z=!1;x=new d.Point3(0,0,0);y=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(p,1,u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);x=d.Point3.subtract(x,this._firstPoint);A=x.length();d.Util.computeOffaxisRotation(p,-1,
+u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);d.Point3.subtract(x,this._firstPoint);B=x.length();B<A&&(z=!0);this._arcArray=d.Util.generateArcPoints(p,z?-this._angle:this._angle,this._pointOnLine,t,30);this._stage++;return[2,!0]}})})};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)&&(b=this._viewer.view.raycastFromPoint(b),null!==b)){var c=new d.Point3(b.origin.x+1E6*b.direction.x,b.origin.y+1E6*b.direction.y,
+b.origin.z+1E6*b.direction.z),e=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(b.origin,c,this._pointOnLine,this._firstPoint,this._secondPoint,e);this._textPos=e.copy();new d.Point3(0,0,0);b=d.Point3.subtract(e,this._pointOnLine);c=b.length();b=d.Point3.subtract(this._secondPoint,this._pointOnLine);b.normalize();this._secondPoint.set(this._pointOnLine.x+b.x*c,this._pointOnLine.y+b.y*c,this._pointOnLine.z+b.z*c);b=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);b.normalize();
+c=new d.Matrix;e=d.Point3.subtract(this._secondPoint,this._pointOnLine);var f=e.length(),h=d.Point3.subtract(this._firstPoint,this._pointOnLine);h.normalize();this._intermediatePoint.set(this._pointOnLine.x+h.x*f,this._pointOnLine.y+h.y*f,this._pointOnLine.z+h.z*f);f=!1;h=new d.Point3(0,0,0);var m=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(b,1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);var p=h.length();
+d.Util.computeOffaxisRotation(b,-1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);h.length()<p&&(f=!0);this._arcArray=d.Util.generateArcPoints(b,f?-this._angle:this._angle,this._pointOnLine,e,30);b=this._viewer.view.projectPoint(this._textPos);c=0;for(e=this._arcArray;c<e.length;c++)if(f=this._viewer.view.projectPoint(e[c]),f=(new d.Point3(b.x-f.x,b.y-f.y,b.z-f.z)).length(),void 0===q||q>f)var q=f;void 0===
+q||20>=q?this._textAnchorPoint=this._textPos:(c=this._viewer.view.projectPoint(this._intermediatePoint),q=this._viewer.view.projectPoint(this._secondPoint),c=new d.Point3(c.x-b.x,c.y-b.y,c.z-b.z),q=new d.Point3(q.x-b.x,q.y-b.y,q.z-b.z),b=c.length(),q=q.length(),this._textAnchorPoint=b<q?this._intermediatePoint:this._secondPoint)}};c.prototype._nextStage=function(){this._stage++;2<this._stage&&(this._finalized=!0,this.cleanup())};c.prototype.cleanup=function(){var a=this,c=function(b){b=a._faceSelection[b];
+a._viewer.model.unsetNodeFaceColor(b.getNodeId(),b.getFaceEntity().getCadFaceIndex())};2<=this._stage&&c(1);1<=this._stage&&c(0)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(1<this._stage){this._lineGeometryShape.clearPoints();for(var c=0,e=this._arcArray;c<e.length;c++)this._lineGeometryShape.pushPoint(d.Point2.fromPoint3(b.projectPoint(e[c])));this._lineGeometryShape.setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineGeometryShape.setStartEndcapType(h.Shape.EndcapType.Arrowhead);
+this._lineGeometryShape.setEndEndcapSize(5);this._lineGeometryShape.setStartEndcapSize(5);this._lineGeometryShape.setEndEndcapColor(this._viewer.measureManager.getMeasurementColor());this._lineGeometryShape.setStartEndcapColor(this._viewer.measureManager.getMeasurementColor());c=Array(10);c[0]=b.projectPoint(this._textPos);c[1]=b.projectPoint(this._firstPoint);c[2]=b.projectPoint(this._clickpointOriginal1);c[3]=b.projectPoint(this._secondPoint);c[4]=b.projectPoint(this._clickpointOriginal2);c[5]=
+b.projectPoint(this._intermediatePoint);c[6]=b.projectPoint(this._textAnchorPoint);this._behindView=!1;b=Array(10);for(e=0;6>=e;e++)0>=c[e].z&&(this._behindView=!0),b[e]=d.Point2.fromPoint3(c[e]);this._textShape&&this._textShape.setPosition(b[0]);this._lineShapes[0].set(b[1],b[2]);this._lineShapes[1].set(b[1],b[5]);this._lineShapes[2].set(b[3],b[4]);this._lineShapes[3].set(b[6],b[0])}};c.prototype.draw=function(){var a=0!==this._viewer.explodeManager.getMagnitude();if(this._visibility&&!a&&(this.update(),
+!this._behindView&&2<=this._stage&&4>=this._stage)){a=this._viewer.markupManager.getRenderer();for(var c=0;4>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineGeometryShape)}};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._arcArray;c<d.length;c++){var e=
+d[c].toJson();a.push(e)}return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),arcArray:a,firstPoint:this._firstPoint.toJson(),clickpointOriginal1:this._clickpointOriginal1.toJson(),secondPoint:this._secondPoint.toJson(),clickpointOriginal2:this._clickpointOriginal2.toJson(),intermediatePoint:this._intermediatePoint.toJson(),textAnchorPoint:this._textAnchorPoint.toJson(),measurementValue:this._measurementValue,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};
+c.fromJson=function(a,g){g=new c(g);for(var b=0,e=a.arcArray;b<e.length;b++){var f=d.Point3.fromJson(e[b]);g._arcArray.push(f)}g._textShape.setTextString(a.text);g._textPos.assign(d.Point3.fromJson(a.textPos));g._firstPoint.assign(d.Point3.fromJson(a.firstPoint));g._clickpointOriginal1=d.Point3.fromJson(a.clickpointOriginal1);g._secondPoint.assign(d.Point3.fromJson(a.secondPoint));g._clickpointOriginal2=d.Point3.fromJson(a.clickpointOriginal2);g._intermediatePoint.assign(d.Point3.fromJson(a.intermediatePoint));
+g._textAnchorPoint.assign(d.Point3.fromJson(a.textAnchorPoint));g._measurementValue=a.measurementValue;g._stage=3;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceAngleMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceAngleMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._line1PreviewShape1=new h.Shape.Line;b._line1PreviewShape2=new h.Shape.Line;b._line2PreviewShape1=new h.Shape.Line;b._line2PreviewShape2=new h.Shape.Line;b._matrix1=new d.Matrix;b._matrix2=new d.Matrix;b._lineGeometryShape=new h.Shape.Polyline;b._parallelFaces=!1;b._triangulatedDistance=!0;b._pointsOnSameRay=!1;b._arrowsInvert=!1;b._faceData=[];b._distance=0;b._surfaceCenter=[d.Point3.zero(),
+d.Point3.zero()];b._surfaceAxis1=[d.Point3.zero(),d.Point3.zero()];b._surfaceAxis2=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite1=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite2=[d.Point3.zero(),d.Point3.zero()];b._firstPointHelper=d.Point3.zero();b._secondPointHelper=d.Point3.zero();b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._name="MeasureFaceFaceDistance";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());
+b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstFace=function(a,c,e,f){var b=a.getNodeId(),g=a.getFaceEntity(),k=a.getPosition();this._matrix1=e.copy();this._viewer.model.setNodeFaceColor(b,
+g.getCadFaceIndex(),new d.Color(255,0,0));this._faceSelection[0]=a;this._firstPoint=k.copy();this._faceData[0]=c;this._faceData[0]instanceof d.SubentityProperties.PlaneElement?(a=this._faceData[0],c=new d.Point3(a.origin.x+a.normal.x,a.origin.y+a.normal.y,a.origin.z+a.normal.z),this._matrix1.transform(c,this._surfaceAxis1[0]),this._matrix1.transform(a.origin,this._surfaceCenter[0])):this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this.createCylinderData(this._faceData[0],e,f);this._stage++};
+c.prototype.getFirstSelection=function(){return this._faceSelection[0]||null};c.prototype.getFirstFaceData=function(){return this._faceData[0]||null};c.prototype.cleanup=function(){var a=this._viewer.model;2<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[1].getNodeId(),this._faceSelection[1].getFaceEntity().getCadFaceIndex());1<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[0].getNodeId(),this._faceSelection[0].getFaceEntity().getCadFaceIndex())};c.prototype.createCylinderData=function(a,
+c,e){e=d.Point3.subtract(e.max,e.min).length()/4;var b=new d.Point3(a.origin.x+1E4*a.normal.x,a.origin.y+1E4*a.normal.y,a.origin.z+1E4*a.normal.z),g=new d.Point3(a.origin.x-1E4*a.normal.x,a.origin.y-1E4*a.normal.y,a.origin.z-1E4*a.normal.z),f=new d.Point3(0,0,0);d.Util.computePointToLineDistance(a.origin,b,g,f);this._surfaceCenter[this._stage]=new d.Point3(0,0,0);c.transform(f,this._surfaceCenter[this._stage]);b=new d.Point3(f.x+a.normal.x,f.y+a.normal.y,f.z+a.normal.z);this._surfaceAxis1[this._stage]=
+new d.Point3(0,0,0);c.transform(b,this._surfaceAxis1[this._stage]);b.set(f.x-a.normal.x,f.y-a.normal.y,f.z-a.normal.z);this._surfaceAxis2[this._stage]=new d.Point3(0,0,0);c.transform(b,this._surfaceAxis2[this._stage]);new d.Point3(0,0,0);a=this._surfaceAxis1[this._stage].copy();a=d.Point3.subtract(a,this._surfaceCenter[this._stage]);a.normalize();this._surfaceAxis1[this._stage].set(this._surfaceCenter[this._stage].x+a.x*e,this._surfaceCenter[this._stage].y+a.y*e,this._surfaceCenter[this._stage].z+
+a.z*e);this._surfaceAxis2[this._stage].set(this._surfaceCenter[this._stage].x-a.x*e,this._surfaceCenter[this._stage].y-a.y*e,this._surfaceCenter[this._stage].z-a.z*e);this._cylinderAxisInfinite1[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x+a.x*e*1E3,this._surfaceCenter[this._stage].y+a.y*e*1E3,this._surfaceCenter[this._stage].z+a.z*e*1E3);this._cylinderAxisInfinite2[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x-a.x*e*1E3,this._surfaceCenter[this._stage].y-a.y*e*1E3,
+this._surfaceCenter[this._stage].z-a.z*e*1E3)};c.prototype.setSecondFace=function(a,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var b,g,k,l,n,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I;return __generator(this,function(m){switch(m.label){case 0:b=this._faceSelection[0];g=this._faceData[0];if(void 0===b||void 0===g)throw new d.CommunicatorError("setSecondFace() called before setFirstFace()");if(e instanceof d.SubentityProperties.PlaneElement)k=g,l=new d.Point3(k.origin.x+k.normal.x,k.origin.y+k.normal.y,
+k.origin.z+k.normal.z),this._matrix1.transform(l,this._surfaceAxis1[0]),this._matrix1.transform(k.origin,this._surfaceCenter[0]);else if(e instanceof d.SubentityProperties.CylinderElement)this.createCylinderData(e,f,h);else return[2];return[4,this._viewer.model.computeMinimumFaceFaceDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),c.getNodeId(),c.getFaceEntity().getCadFaceIndex())];case 1:n=m.sent();if(0===n.distance)return[2];this._matrix2=f.copy();this._secondPoint=c.getPosition().copy();
+if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.PlaneElement))return[3,2];t=e;l=new d.Point3(t.origin.x+t.normal.x,t.origin.y+t.normal.y,t.origin.z+t.normal.z);this._matrix2.transform(l,this._surfaceAxis1[1]);this._matrix2.transform(t.origin,this._surfaceCenter[1]);v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-
+this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);v.equalsWithTolerance(w,1E-5)||z.equalsWithTolerance(w,1E-5)?(this._secondPointHelper=new d.Point3(this._secondPoint.x,this._secondPoint.y,this._secondPoint.z),this._firstPointHelper=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z),x=new d.Plane,x.setFromPointAndNormal(this._surfaceCenter[0],v),
+y=new d.Plane,y.setFromPointAndNormal(this._surfaceCenter[1],w),A=new d.Point3(this._firstPoint.x+v.x,this._firstPoint.y+v.y,this._firstPoint.z+v.z),d.Util.intersectionPlaneLine2(b.getPosition(),A,y,this._secondPoint),z.equalsWithTolerance(w,1E-5)&&(B=new d.Point3(-v.x,-v.y,-v.z),x.setFromPointAndNormal(this._surfaceCenter[0],B)),this._distance=D=Math.abs(y.d-x.d)/x.normal.length(),this._setMeasurementValue(this._distance),this._parallelFaces=!0,this._triangulatedDistance=!1,C=new d.Point3(0,1,0),
+E=d.Point3.subtract(this._secondPoint,this._firstPoint),F=new d.Point3(0,0,0),F=d.Point3.subtract(this._secondPointHelper,this._firstPoint),H=d.Util.computeAngleBetweenVector(C,E),G=d.Util.computeAngleBetweenVector(C,F),this._textPos.assign(this._secondPoint),.1>H-G&&-.1<H-G&&(this._pointsOnSameRay=!0)):(this._firstPoint.assign(n.pos1),this._secondPoint.assign(n.pos2),this._textPos.assign(n.pos2),this._distance=n.distance,this._setMeasurementValue(this._distance));return[3,8];case 2:if(!(g instanceof
+d.SubentityProperties.CylinderElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,3];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);if(v.equalsWithTolerance(w,
+1E-5)||z.equalsWithTolerance(w,1E-5)){J=new d.Point3(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],J);this._firstPoint=J.copy();K=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z);K=d.Point3.subtract(K,this._surfaceCenter[0]);K.set(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],J);this._secondPoint=J.copy();D=d.Point3.subtract(this._secondPoint,
+this._firstPoint).length();if(1E-7>D)return[2];this._triangulatedDistance=!1;this._textPos.assign(this._secondPoint);this._setMeasurementValue(D)}else{this._distance=d.Util.distanceLineLine(this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],this._firstPoint,this._secondPoint);if(1E-7>this._distance)return[2];this._textPos.assign(this._firstPoint);this._setMeasurementValue(this._distance)}return[3,8];case 3:if(!(g instanceof d.SubentityProperties.CylinderElement&&
+e instanceof d.SubentityProperties.PlaneElement))return[3,5];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[0],v))];case 4:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);
+this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 5:if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,7];v=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,
+this._surfaceAxis1[1].z-this._surfaceCenter[1].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[1],v))];case 6:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=
+c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 7:this._firstPoint.assign(n.pos1);this._secondPoint.assign(n.pos2);this._textPos.assign(n.pos2);this._distance=n.distance;if(1E-7>this._distance)return[2];this._setMeasurementValue(this._distance);m.label=8;case 8:return this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0)),this._faceData[1]=e,this._faceSelection[1]=c,this._stage++,this.adjust(a),[2]}})})};
+c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)){var c=this._viewer.view.raycastFromPoint(b);if(null!==c){var e=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z),f=d.Util.oneVectorCross(c.direction);new d.Point3(0,0,0);var h=d.Point3.cross(c.direction,f);h.normalize();new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2);var m=
+this._textPos.copy();f.set(m.x+f.x,m.y+f.y,m.z+f.z);h.set(m.x+h.x,m.y+h.y,m.z+h.z);b=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,e,m,f,h,b);2===this._stage?d.Util.computePointToLineDistance(b,this._firstPoint,this._secondPoint,this._textPos):this._parallelFaces||this._triangulatedDistance?(c=new d.Point3(0,0,0),this._pointsOnSameRay||(d.Util.computePointToLineDistance(b,this._secondPoint,this._secondPointHelper,c),new d.Point3(0,0,0),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=
+c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,this._textPos.y+b.y,this._textPos.z+b.z))):(c=new d.Point3(0,0,0),d.Util.computePointToLineDistance(b,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],c),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,
+this._textPos.y+b.y,this._textPos.z+b.z));this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2),c=d.Point3.subtract(this._secondPoint,this._firstPoint);2*d.Point3.subtract(this._textPos,a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype._nextStage=function(){this._stage++;
+if(3<this._stage||2<this._stage&&this._triangulatedDistance)this._finalized=!0,this.cleanup()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;this._behindView=!1;if(0!==this._stage){for(var c=Array(10),e=[],f=0;10>f;f++)e.push(new d.Point3(0,0,0));this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[0]),e[1]=b.projectPoint(this._surfaceAxis1[0]),e[2]=b.projectPoint(this._surfaceAxis2[0]),c[0]=d.Point2.fromPoint3(e[0]),
+c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line1PreviewShape1.set(c[0],c[1]),this._line1PreviewShape2.set(c[0],c[2]));1<this._stage&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[1]),e[1]=b.projectPoint(this._surfaceAxis1[1]),e[2]=b.projectPoint(this._surfaceAxis2[1]),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line2PreviewShape1.set(c[0],c[1]),this._line2PreviewShape2.set(c[0],
+c[2]));1<this._stage&&(e[0]=b.projectPoint(this._textPos),e[1]=b.projectPoint(this._firstPoint),e[2]=b.projectPoint(this._secondPoint),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._textShape&&this._textShape.setPosition(c[0]),this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setEndcapsInverted(this._arrowsInvert),this._lineShapes[0].setEndEndcapColor(this._viewer.measureManager.getMeasurementColor()),
+this._lineShapes[0].setStartEndcapColor(this._viewer.measureManager.getMeasurementColor()),this._lineShapes[0].set(c[1],c[2]),this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&this._faceData[0]instanceof d.SubentityProperties.CylinderElement?(e[3]=b.projectPoint(this._surfaceCenter[0]),e[4]=b.projectPoint(this._surfaceCenter[1]),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[1],c[3]),this._lineShapes[2].set(c[2],c[4]),this._lineShapes[3].set(c[0],
+c[1])):(e[3]=b.projectPoint(this._firstPointHelper),e[4]=b.projectPoint(this._secondPointHelper),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[2],c[4]),this._lineShapes[2].set(c[1],c[3]),this._lineShapes[3].set(c[1],c[0])));for(f=0;6>f;f++)0>e[f].z&&(this._behindView=!0)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:this._faceData[0]instanceof
+d.SubentityProperties.CylinderElement&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2));break;case 2:case 3:case 4:this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement?(3>this._stage&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2),a.drawLine(this._line2PreviewShape1),a.drawLine(this._line2PreviewShape2)),a.drawLine(this._lineShapes[0]),a.drawLine(this._lineShapes[1]),
+a.drawLine(this._lineShapes[2])):(this._viewer.markupManager.getRenderer().drawLine(this._lineShapes[0]),this._parallelFaces&&(a.drawLine(this._lineShapes[1]),a.drawLine(this._lineShapes[2]))),a.drawLine(this._lineShapes[3]),a.drawTextBox(this._textShape)}}};c._serializeFaceProp=function(a){return a instanceof d.SubentityProperties.CylinderElement?{type:"CylinderElement",origin:a.origin.toJson(),normal:a.normal.toJson(),radius:a.radius}:a instanceof d.SubentityProperties.PlaneElement?{type:"PlaneElement",
+origin:a.origin.toJson(),normal:a.normal.toJson()}:null};c._constructFaceProp=function(a){if("CylinderElement"===a.type){var b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal);return new d.SubentityProperties.CylinderElement(a.radius,b,c)}return"PlaneElement"===a.type?(b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal),new d.SubentityProperties.PlaneElement(b,c)):null};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],d=0,e=this._faceData;d<
+e.length;d++)a.push(c._serializeFaceProp(e[d]));d=[];e=0;for(var f=this._surfaceCenter;e<f.length;e++)d.push(f[e].toJson());e=[];for(var h=0,m=this._surfaceAxis1;h<m.length;h++)f=m[h],e.push(f.toJson());h=[];m=0;for(var p=this._surfaceAxis2;m<p.length;m++)f=p[m],h.push(f.toJson());return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),firstPoint:this._firstPoint.toJson(),secondPoint:this._secondPoint.toJson(),firstPointHelper:this._firstPointHelper.toJson(),secondPointHelper:this._secondPointHelper.toJson(),
+measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,parallelFaces:this._parallelFaces,faceData:a,surfaceCenter:d,surfaceAxis1:e,surfaceAxis2:h,name:this.getName(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e.setName(a.name);e._textShape.setTextString(a.text);e._textPos.assign(d.Point3.fromJson(a.textPos));e._firstPoint.assign(d.Point3.fromJson(a.firstPoint));e._firstPointHelper.assign(d.Point3.fromJson(a.firstPointHelper));
+e._secondPoint.assign(d.Point3.fromJson(a.secondPoint));e._secondPointHelper.assign(d.Point3.fromJson(a.secondPointHelper));console.assert(Array.isArray(a.faceData));for(var b=0,g=a.faceData;b<g.length;b++){var f=c._constructFaceProp(g[b]);console.assert(null!==f);e._faceData.push(f)}e._surfaceCenter[0].assign(a.surfaceCenter[0]);e._surfaceCenter[1].assign(a.surfaceCenter[1]);e._surfaceAxis1[0].assign(a.surfaceAxis1[0]);e._surfaceAxis1[1].assign(a.surfaceAxis1[1]);e._surfaceAxis2[0].assign(a.surfaceAxis2[0]);
+e._surfaceAxis2[1].assign(a.surfaceAxis2[1]);e._stage=4;e._parallelFaces=a.parallelFaces;e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceDistanceMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._firstPointShape=new h.Shape.Circle;c._secondPointShape=new h.Shape.Circle;c._arrowsInvert=!1;c._name="MeasurePointPointDistance";c._lineShapes=[];for(var e=0;6>e;e++)c._lineShapes.push(new h.Shape.Line),c._lineShapes[e].setStrokeColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setEndEndcapColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setStartEndcapColor(c._viewer.measureManager.getMeasurementColor());
+c._viewer=b;c.initCircle(c._firstPointShape);c.initCircle(c._secondPointShape);c._textShape=new h.Shape.TextBox;c._textShape.getBoxPortion().setFillOpacity(1);c._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));return c}__extends(c,a);c.prototype.initCircle=function(a){a.setRadius(2.5);a.setFillColor(this._viewer.measureManager.getMeasurementColor())};c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstPointPosition=function(a){this._stage=1;this._positions[0]=
+a.copy()};c.prototype.setSecondPointPosition=function(a){this._stage=2;this._positions[1]=a.copy();this._positions[2]=a.copy();this._setMeasurementValue(d.Point3.subtract(this._positions[1],this._positions[0]).length())};c.prototype._getStage=function(){return this._stage};c.prototype.finalize=function(){this._stage++};c.prototype.getFirstPointPosition=function(){return this._positions[0]};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view.raycastFromPoint(b);if(null!==
+c){b=this._positions[0];var e=this._positions[1],f=new d.Point3(1,0,0);e.equals(b)||(f=d.Point3.subtract(e,b));var h=this._viewer.view.getCamera().getUp(),m=d.Point3.cross(c.direction,h).normalize(),p=new d.Point3((b.x+e.x)/2,(b.y+e.y)/2,(b.z+e.z)/2);h=new d.Point3(p.x+h.x,p.y+h.y,p.z+h.z);var q=new d.Point3(p.x+m.x,p.y+m.y,p.z+m.z),r=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z);m=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,r,p,
+h,q,m);this._positions[2].assign(m);new d.Point3(0,0,0);c=Math.abs(f.x)<=Math.abs(f.y)&&Math.abs(f.x)<=Math.abs(f.z)?new d.Point3(1,0,0):Math.abs(f.y)<=Math.abs(f.x)&&Math.abs(f.y)<=Math.abs(f.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);c=d.Point3.cross(c,f);p=d.Point3.cross(c,f);c.set(b.x+c.x,b.y+c.y,b.z+c.z);p.set(b.x+p.x,b.y+p.y,b.z+p.z);h=new d.Point3(m.x+1E4*f.x,m.y+1E4*f.y,m.z+1E4*f.z);f=new d.Point3(m.x-1E4*f.x,m.y-1E4*f.y,m.z-1E4*f.z);f=d.Util.intersectionPlaneLine(h,f,b,c,p,m);c=!isNaN(m.x)&&
+!isNaN(m.y)&&!isNaN(m.z);f&&c||(m=e.copy());m=d.Point3.subtract(m,b);this._positions[3]=new d.Point3(b.x+m.x,b.y+m.y,b.z+m.z);this._positions[4]=new d.Point3(e.x+m.x,e.y+m.y,e.z+m.z);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[3].x+this._positions[4].x)/2,(this._positions[3].y+this._positions[4].y)/2,(this._positions[3].z+this._positions[4].z)/2),c=d.Point3.subtract(this._positions[4],this._positions[3]);
+2*d.Point3.subtract(this._positions[2],a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view,c=Array(6);if(0<this._stage){this._behindView=!1;for(var e=0;e<this._positions.length;e++)0>=b.projectPoint(this._positions[e]).z&&(this._behindView=!0),c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._firstPointShape.setCenter(c[0])}1<this._stage&&(this._textShape&&this._textShape.setPosition(c[2]),
+this._secondPointShape.setCenter(c[1]),this._lineShapes[0].set(c[0],c[1]),this._lineShapes[1].set(c[3],c[4]),this._lineShapes[2].set(c[0],c[3]),this._lineShapes[3].set(c[1],c[4]),this._lineShapes[4].set(c[3],c[2]),this._lineShapes[5].set(c[3],c[4]),this._lineShapes[5].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setEndcapsInverted(this._arrowsInvert))};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&
+(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawCircle(this._firstPointShape);break;case 2:case 3:a.drawCircle(this._firstPointShape);a.drawCircle(this._secondPointShape);for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),
+leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);
+e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasurePointPointDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasurePointPointDistanceMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){b=a.call(this,b)||this;b._lineProperties=null;b._worldSpaceLength=0;b._arrowsInvert=!1;b._name="MeasureStraightEdgeLength";b._lineProperties=c;b._matrix=e.copy();b._matrix.setTranslationComponent(0,0,0);b._unitMultiplier=f;c=b._viewer.measureManager.getMeasurementColor();for(e=0;5>e;e++)f=new h.Shape.Line,f.setStrokeColor(c),f.setEndEndcapColor(c),f.setStartEndcapColor(c),b._lineShapes.push(f);c=b._textShape.getBoxPortion();
+c.setFillOpacity(1);c.setFillColor(new d.Color(255,255,255));return b}__extends(c,a);c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,b);this._positions[0]=this._linePositions[0];this._positions[2]=this._linePositions[0].copy();this._positions[1]=this._linePositions[this._linePositions.length-1];null!==this._lineProperties&&-1!==this._lineProperties.length?(b=new d.Point3(this._lineProperties.length,0,0),this._matrix.transform(b,b),b=this._worldSpaceLength=b.length()):
+b=d.Point3.subtract(this._positions[1],this._positions[0]).length();this._setMeasurementValue(b)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view,e=c.raycastFromPoint(b);if(null!==e){b=this._positions[0];var f=this._positions[1],h=new d.Point3(1,0,0);f.equals(b)||(h=d.Point3.subtract(f,b));var m=c.getCamera().getUp();c=d.Point3.cross(e.direction,m).normalize();var p=d.Point3.add(b,f).scale(.5);m=d.Point3.add(p,m);var q=d.Point3.add(p,c),r=d.Point3.add(d.Point3.scale(e.direction,
+1E6),e.origin);c=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(e.origin,r,p,m,q,c);this._positions[2].assign(c);new d.Point3(0,0,0);e=Math.abs(h.x)<=Math.abs(h.y)&&Math.abs(h.x)<=Math.abs(h.z)?new d.Point3(1,0,0):Math.abs(h.y)<=Math.abs(h.x)&&Math.abs(h.y)<=Math.abs(h.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);e=d.Point3.cross(e,h);p=d.Point3.cross(e,h);e.add(b);p.add(b);m=d.Point3.add(d.Point3.scale(h,1E4),c);h=d.Point3.add(d.Point3.scale(h,-1E4),c);d.Util.intersectionPlaneLine(m,h,b,e,p,c);h=
+d.Point3.subtract(c,b);this._positions[3]=d.Point3.add(b,h);this._positions[4]=d.Point3.add(f,h);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=d.Point3.add(this._positions[3],this._positions[4]).scale(.5),c=d.Point3.subtract(this._positions[4],this._positions[3]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).squaredLength()>c.squaredLength()};c.prototype.update=function(){a.prototype.update.call(this);var b=
+this._viewer.view;this._behindView=!1;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=Array(this._linePositions.length),e=0;e<this._linePositions.length;e++)c[e]=b.projectPoint(this._linePositions[e]),0>=c[e].z&&(this._behindView=!0),this._lineEdgeShape.pushPoint(d.Point2.fromPoint3(c[e]))}if(1<this._stage){var f=Array(6);c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=b.projectPoint(this._positions[e]),0>=c[e].z&&(this._behindView=!0),f[e]=d.Point2.fromPoint3(c[e]);this._textShape&&
+this._textShape.setPosition(f[2]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].set(f[3],f[4]);this._lineShapes[1].set(f[0],f[3]);this._lineShapes[2].set(f[1],f[4]);this._lineShapes[3].set(f[3],f[2]);this._lineShapes[4].set(f[3],f[4]);this._lineShapes[4].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setStartEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setEndcapsInverted(this._arrowsInvert);this._lineShapes[4].setEndEndcapColor(b);this._lineShapes[4].setStartEndcapColor(b)}};
+c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,
+measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName(),matrix:this._matrix.toJson()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){var b=d.Matrix.fromJson(a.matrix);e=new c(e,null,b,a.unitMultiplier||
+1);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureStraightEdgeLengthMarkup"};
+return c}(f.MeasureLengthMarkup);f.MeasureStraightEdgeLengthMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._noteElementId=null;g._position=d.Point3.zero();g._text="";g._color=d.Color.white();g._sphereRadius=.03;g._deleted=!1;g._active=!1;g._callbacks=null;g._viewer=b;g._noteTextManager=c;g._selectionPosition=e;g._selectionNormal=f;g._partId=h;g._noteTextManager.addNote(g);g._init();return g}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,
+function(){var a,c,d,e,f=this;return __generator(this,function(b){switch(b.label){case 0:return a=this._createPinTransformationMatrix(this._selectionPosition,this._selectionNormal),[4,Promise.all([this._createPinStemInstance(a),this._createPinSphereInstance(a)])];case 1:return c=b.sent(),d=c[0],e=c[1],this._stemInstanceId=d,this._sphereInstanceId=e,[4,this._restore(!1)];case 2:return b.sent(),this._callbacks={visibilityChanged:function(){f._matchPartVisibility()}},this._viewer.setCallbacks(this._callbacks),
+this._viewer.trigger("noteTextCreated",this),[2]}})})};c.prototype._matchPartVisibility=function(){if(void 0!==this._sphereInstanceId&&void 0!==this._stemInstanceId){var a=this._viewer.model,c=a.getNodeVisibility(this._partId),d=a.getNodeVisibility(this._sphereInstanceId);c===d||this._noteTextManager.getExplodeActive()||a.setNodesVisibility([this._stemInstanceId,this._sphereInstanceId],c);a=this._noteTextManager.getActiveItem();null===a||a.getStemInstanceId()!==this._stemInstanceId||c||this.hide()}};
+c.prototype.updatePosition=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return void 0===this._sphereInstanceId?[2]:[4,this._viewer.model.getNodeRealBounding(this._sphereInstanceId)];case 1:return this._pinBoundingBox=a=b.sent(),this._position=this._pinBoundingBox.center(),this.setText(this._text),[2]}})})};c.prototype._restore=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._noteTextManager.setActiveItemHandle(this._viewer.markupManager.registerMarkup(this)),
+this._noteTextManager.setActiveItem(this),this._show(a),this._updateColor(),[4,this.draw()];case 1:return b.sent(),[2]}})})};c.prototype.restore=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._restore(!0)]})})};c.prototype.setText=function(a){this._text=a;this._noteTextManager.getNoteTextElement().setText(a)};c.prototype.saveTextValue=function(){this._text=this._noteTextManager.getNoteTextElement().getText()};c.prototype.draw=function(){return __awaiter(this,
+void 0,void 0,function(){var a,c,e;return __generator(this,function(b){switch(b.label){case 0:if(this._deleted||!this._active)return[2];this._behindView=!1;return[4,this.updatePosition()];case 1:return b.sent(),a=this._viewer.view.projectPoint(this._position),0>=a.z&&(this._behindView=!0),this._behindView?null!==this._noteElementId&&null!==document.getElementById(this._noteElementId)&&(this._viewer.markupManager.removeMarkupElement(this._noteElementId),this._noteElementId=null):(c=new d.Point2(a.x,
+a.y),e=this._noteTextManager.getNoteTextElement(),e.setPosition(c),null===this._noteElementId&&(this._noteElementId=this._viewer.markupManager.addMarkupElement(e.getHtmlContainer()))),[2]}})})};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._noteTextManager.getNoteTextElement(),e=b.getPosition();b=b.getSize();return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};c.prototype.getUniqueId=
+function(){return this._uniqueId};c.prototype.getSphereInstanceId=function(){return this._sphereInstanceId};c.prototype.getStemInstanceId=function(){return this._stemInstanceId};c.prototype.onSelect=function(){this._noteTextManager.getNoteTextElement().focus()};c.prototype.onDeselect=function(){this._noteTextManager.getNoteTextElement().blur()};c.prototype.hide=function(){var a=this._noteTextManager.getNoteTextElement();a.hide();this.setText(a.getText());this._noteTextManager.setActiveItem(null);
+this._active=!1;this._viewer.trigger("noteTextHidden",this)};c.prototype._show=function(a){this._noteTextManager.getNoteTextElement().show(this);this._active=!0;a&&this._viewer.trigger("noteTextShown",this)};c.prototype.show=function(){this._show(!0)};c.prototype.remove=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(e){switch(e.label){case 0:return null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null),b=this._viewer.model,
+c=[],void 0!==this._stemInstanceId&&c.push(b.deleteMeshInstances([this._stemInstanceId])),void 0!==this._sphereInstanceId&&c.push(b.deleteMeshInstances([this._sphereInstanceId])),this.hide(),this._noteTextManager.removeNote(this),this._deleted=!0,[4,d.Util.waitForAll(c)];case 1:return e.sent(),a.prototype.remove.call(this),[2]}})})};c.prototype.getRemoved=function(){return this._deleted};c.prototype.setColor=function(a){this._color=a;this._updateColor();return Promise.resolve()};c.prototype.getColor=
+function(){return this._color};c.prototype.getPartId=function(){return this._partId};c.prototype._updateColor=function(){void 0!==this._sphereInstanceId&&this._viewer.model.setNodesFaceColor([this._sphereInstanceId],this._color)};c.prototype._createPinTransformationMatrix=function(a,c){var b=0,e=c.x;Math.abs(c.y)<Math.abs(e)&&(e=c.y,b=1);Math.abs(c.z)<Math.abs(e)&&(b=2);e=[0,0,0];e[b]=1;b=d.Point3.createFromArray(e);b=d.Point3.cross(c,b).normalize();e=d.Point3.cross(c,b);var g=new d.Matrix;g.m=[c.x,
+c.y,c.z,0,b.x,b.y,b.z,0,e.x,e.y,e.z,0,0,0,0,1];g=d.Matrix.multiply(g,(new d.Matrix).setScaleComponent(this._sphereRadius,this._sphereRadius,this._sphereRadius));g.setTranslationComponent(a.x,a.y,a.z);return g};c.prototype._createPinStemInstance=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinStemMeshId();if(null===b)throw new d.CommunicatorError("stem mesh hasn't been created yet");c=new d.MeshInstanceData(b,
+a,"pin-stem-instance",void 0,d.Color.black());c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype._createPinSphereInstance=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinSphereMeshId();if(null===b)throw new d.CommunicatorError("sphere mesh hasn't been created yet");c=new d.MeshInstanceData(b,a,"pin-sphere-instance",d.Color.white(),void 0);c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),selectionPosition:this._selectionPosition.toJson(),selectionNormal:this._selectionNormal.toJson(),text:this._text,color:this._color,partId:this._partId}};c.prototype.forJson=function(){return this.toJson()};c._fromJson=function(a,
+e,f){if(!f.findById(a.uniqueId)){var b=d.Point3.fromJson(a.selectionPosition),g=d.Point3.fromJson(a.selectionNormal);e=new c(e,f,b,g,a.partId);e._uniqueId=a.uniqueId;e.setText(a.text);e.setColor(d.Color.fromJson(a.color));return e}return null};c.fromJson=function(a,d,e){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=c._fromJson(a,d,e);return[2,b]})})};c.className="Communicator.Markup.Note.NoteText";return c}(h.MarkupItem);f.NoteText=a})(h.Note||(h.Note=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._pinSphereMeshId=null;c._pinStemMeshId=null;c._noteTextList=[];c._activeItemHandle=null;c._activeItem=null;c._explodeActive=!1;c._isolateActive=!1;c._stemLength=2;c._sphereIterations=2;c._viewer=b;c._noteTextElement=new f.NoteTextElement;c._noteTextElement.setPositionOffset(new d.Point2(12,-24));c._viewer.setCallbacks({sceneReady:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,
+function(a){switch(a.label){case 0:return[4,this._init()];case 1:return a.sent(),[2]}})})}});return c}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,function(){var a,d,e,f;return __generator(this,function(b){switch(b.label){case 0:return null===c._globalPinSphereMeshData&&(c._globalPinSphereMeshData=this._createPinSphereMeshData()),null===c._globalPinStemMeshData&&(c._globalPinStemMeshData=this._createPinStemMeshData()),a=this._viewer.model,d=a.createMesh(c._globalPinSphereMeshData),
+e=a.createMesh(c._globalPinStemMeshData),[4,Promise.all([d,e])];case 1:return f=b.sent(),this._pinSphereMeshId=f[0],this._pinStemMeshId=f[1],[2]}})})};c.prototype._createPinStemMeshData=function(){var a=new d.MeshData;a.addPolyline([0,0,0,this._stemLength,0,0]);return a};c.prototype._createPinSphereMeshData=function(){var a=(1+Math.sqrt(5))/2,c=Math.sqrt(10+2*Math.sqrt(5))/(4*a),e=c/2;a=c/(2*a);var f=[];f[0]=new d.Point3(-a,e,0);f[1]=new d.Point3(a,e,0);f[2]=new d.Point3(-a,-e,0);f[3]=new d.Point3(a,
+-e,0);f[4]=new d.Point3(0,-a,e);f[5]=new d.Point3(0,a,e);f[6]=new d.Point3(0,-a,-e);f[7]=new d.Point3(0,a,-e);f[8]=new d.Point3(e,0,-a);f[9]=new d.Point3(e,0,a);f[10]=new d.Point3(-e,0,-a);f[11]=new d.Point3(-e,0,a);for(e=0;e<f.length;e++){var h=f[e];h.normalize()}var m=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],p=12;a=function(a){var b=[];m.map(function(a){var c=f[a[0]],
+e=f[a[1]],g=f[a[2]];f[p++]=(new d.Point3(c.x+e.x,c.y+e.y,c.z+e.z)).scale(.5).normalize();f[p++]=(new d.Point3(e.x+g.x,e.y+g.y,e.z+g.z)).scale(.5).normalize();f[p++]=(new d.Point3(g.x+c.x,g.y+c.y,g.z+c.z)).scale(.5).normalize();b.push([a[0],p-3,p-1]);b.push([p-3,p-2,p-1]);b.push([p-3,a[1],p-2]);b.push([p-2,a[2],p-1])});m=b};for(e=0;e<this._sphereIterations;e++)a(e);a=[];c=[];for(var q=0,r=m;q<r.length;q++){var u=r[q];for(e=0;3>e;e++)h=f[u[e]],a.push(h.x+this._stemLength+1),a.push(h.y),a.push(h.z),
+h=h.normalize(),c.push(h.x),c.push(h.y),c.push(h.z)}e=new d.MeshData;e.addFaces(a,c);e.setFaceWinding(d.FaceWinding.CounterClockwise);return e};c.prototype.getPinStemMeshId=function(){return this._pinStemMeshId};c.prototype.getPinSphereMeshId=function(){return this._pinSphereMeshId};c.prototype.getNoteTextElement=function(){return this._noteTextElement};c.prototype.setNoteTextElement=function(a){this._noteTextElement.hide();this._noteTextElement=a};c.prototype.getNoteTextList=function(){return this._noteTextList};
+c.prototype.addNote=function(a){this._noteTextList.push(a);this._activeItem=a};c.prototype.removeNote=function(a){a=this._noteTextList.indexOf(a);this._noteTextList.splice(a,1)};c.prototype.updatePinVisibility=function(){return __awaiter(this,void 0,void 0,function(){var a,c,d,e,f,h,p;return __generator(this,function(b){if(0<this._noteTextList.length){a=[];c=0;for(d=this._noteTextList;c<d.length;c++)e=d[c],f=e.getSphereInstanceId(),h=e.getStemInstanceId(),void 0!==f&&a.push(f),void 0!==h&&a.push(h);
+p=this._viewer.model.setNodesVisibility(a,!this._explodeActive);this._explodeActive&&this._noteTextElement.hide();return[2,p]}return[2]})})};c.prototype.explode=function(a){this._explodeActive=0<a;return this.updatePinVisibility()};c.prototype.getExplodeActive=function(){return this._explodeActive};c.prototype.setIsolateActive=function(a){this._isolateActive=a};c.prototype.getIsolateActive=function(){return this._isolateActive};c.prototype.getActiveItem=function(){return this._activeItem};c.prototype.setActiveItem=
+function(a){this._activeItem=a};c.prototype.getActiveItemHandle=function(){return this._activeItemHandle};c.prototype.setActiveItemHandle=function(a){this._activeItemHandle=a};c.prototype.selectPin=function(a){this._activeItem&&this._activeItem.hide();a=a.getNodeId();return null!==a&&(a=this._getNoteTextFromNodeId(a),null!==a)?(a.restore(),!0):!1};c.prototype.checkPinInstance=function(a){return null!==this._getNoteTextFromNodeId(a)};c.prototype._getNoteTextFromNodeId=function(a){for(var b=0,c=this._noteTextList;b<
+c.length;b++){var d=c[b];if(d.getSphereInstanceId()===a||d.getStemInstanceId()===a)return d}return null};c.prototype.findById=function(a){for(var b=0,c=this._noteTextList;b<c.length;b++)if(a===c[b].getUniqueId())return!0;return!1};c.prototype.loadData=function(a){for(var b=[],c=0;c<a.length;c++){var d=f.NoteText.fromJson(a[c],this._viewer,this).then(function(a){return null!==a});b.push(d)}return Promise.all(b)};c.prototype.exportMarkup=function(){for(var a=[],c=0,d=this._noteTextList;c<d.length;c++)a.push(d[c].toJson());
+return a};c._globalPinSphereMeshData=null;c._globalPinStemMeshData=null;return c}(d.MarkupTypeManager);f.NoteTextManager=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._centerPt=d.Point3.zero();b._radiusPt=d.Point3.zero();b._circleShape=new h.Shape.Circle;b._previousDragPlanePosition=d.Point3.zero();b._circleShape.setFillOpacity(0);b._circleShape.setStrokeColor(d.Color.red());b._circleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setCenter=function(a){this._centerPt.assign(a)};c.prototype.getCenter=function(){return this._centerPt.copy()};
+c.prototype.setRadiusPoint=function(a){this._radiusPt.assign(a)};c.prototype.getRadiusPoint=function(){return this._radiusPt.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=d.Point2.fromPoint3(a.projectPoint(this._centerPt));a=d.Point2.fromPoint3(a.projectPoint(this._radiusPt));a=d.Point2.distance(c,a);this._circleShape.set(c,a)};c.prototype.draw=function(){this._update();this._viewer.markupManager.getRenderer().drawCircle(this._circleShape)};
+c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._circleShape.getStrokeWidth()+c;a=d.Point2.distance(this._circleShape.getCenter(),a)-this._circleShape.getRadius();return Math.abs(a)<=c};c.prototype.onSelect=function(){this._circleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._circleShape.setStrokeWidth(2)};c.prototype.isValid=function(){return this._circleShape.getRadius()>c._validRadiusTolerance};c.prototype.onDragStart=
+function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._centerPt.add(b),this._radiusPt.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,
+centerPoint:this._centerPt.toJson(),radiusPoint:this._radiusPt.toJson(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setCenter(d.Point3.fromJson(a.centerPoint));e.setRadiusPoint(d.Point3.fromJson(a.radiusPoint));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineCircle"};c._validRadiusTolerance=1;return c}(f.RedlineItem);
+f.RedlineCircle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._points=[];b._polylineShape=new h.Shape.Polyline;b._previousDragPlanePosition=d.Point3.zero();b._polylineShape.setStrokeWidth(2);b._polylineShape.setStrokeColor(d.Color.red());return b}__extends(c,a);c.prototype.addPoint=function(a){this._points.push(a.copy())};c.prototype.getPoints=function(){var a=[];this._points.forEach(function(b){a.push(b.copy())});return a};c.prototype._update=
+function(){var a=this._viewer.view;this._polylineShape.clearPoints();for(var c=0,e=this._points;c<e.length;c++){var f=d.Point2.fromPoint3(a.projectPoint(e[c]));this._polylineShape.pushPoint(f)}};c.prototype.draw=function(){this._update();this.isValid()&&this._viewer.markupManager.getRenderer().drawPolyline(this._polylineShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._polylineShape.getStrokeWidth()+c;var b=this._polylineShape.getPoints();
+if(1<b.length)for(var e=1;e<b.length;e++)if(d.Util.isPointOnLineSegment2d(a,b[e-1],b[e],c))return!0;return!1};c.prototype.onSelect=function(){this._polylineShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._polylineShape.setStrokeWidth(2)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlinePolyline"};c.prototype.isValid=function(){return 1<this._points.length};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,
+b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);for(var c=0,e=this._points;c<e.length;c++)e[c].add(b);this._polylineShape.clearPoints();this._previousDragPlanePosition.assign(a)}return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._points;c<
+d.length;c++)a.push(d[c].toJson());return{uniqueId:this._uniqueId,points:a}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;var b=0;for(a=a.points;b<a.length;b++)e.addPoint(d.Point3.fromJson(a[b]));return e};c.construct=function(a,d){return c.fromJson(a,d)};return c}(f.RedlineItem);f.RedlinePolyline=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._point1=d.Point3.zero();b._point2=d.Point3.zero();b._rectangleShape=new h.Shape.Rectangle;b._previousDragPlanePosition=d.Point3.zero();b._rectangleShape.setFillOpacity(0);b._rectangleShape.setStrokeColor(d.Color.red());b._rectangleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setPoint1=function(a){this._point1.assign(a)};c.prototype.getPoint1=function(){return this._point1.copy()};
+c.prototype.setPoint2=function(a){this._point2.assign(a)};c.prototype.getPoint2=function(){return this._point2.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=a.projectPoint(this._point1),e=a.projectPoint(this._point2);a=new d.Point2(Math.min(c.x,e.x),Math.min(c.y,e.y));c=new d.Point2(Math.max(c.x,e.x),Math.max(c.y,e.y));c=d.Point2.subtract(c,a);this._rectangleShape.setPosition(a);this._rectangleShape.setSize(c)};c.prototype.draw=
+function(){this._update();this._viewer.markupManager.getRenderer().drawRectangle(this._rectangleShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._rectangleShape.getStrokeWidth()+c;var b=this._rectangleShape.getPosition(),e=this._rectangleShape.getSize(),g=new d.Point2(b.x+e.x,b.y),f=new d.Point2(b.x,b.y+e.y);e=new d.Point2(b.x+e.x,b.y+e.y);return d.Util.isPointOnLineSegment2d(a,b,g,c)||d.Util.isPointOnLineSegment2d(a,
+g,e,c)||d.Util.isPointOnLineSegment2d(a,e,f,c)||d.Util.isPointOnLineSegment2d(a,f,b,c)?!0:!1};c.prototype.onSelect=function(){this._rectangleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._rectangleShape.setStrokeWidth(2)};c.prototype.isValid=function(){var a=this._rectangleShape.getSize();return a.x>c._validSizeTolerance.x&&a.y>c._validSizeTolerance.y};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);
+return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._point1.add(b),this._point2.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),point1:this._point1.toJson(),point2:this._point2.toJson()}};c.prototype.forJson=
+function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setPoint1(d.Point3.fromJson(a.point1));e.setPoint2(d.Point3.fromJson(a.point2));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineRectangle"};c._validSizeTolerance=new d.Point2(5,5);return c}(f.RedlineItem);f.RedlineRectangle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._sizeChanged=!1;this._sizeUpdateCallback=a;this._textUpdateCallback=b;this._createTextBox()}a.prototype._createTextBox=function(){var c=this;this._currentSize=a._defaultSize.copy();this._textArea=document.createElement("textarea");this._textArea.style.position="absolute";this._textArea.style.width=a._defaultSize.x+"px";this._textArea.style.height=a._defaultSize.y+"px";this._textArea.style.zIndex="1";this._textArea.style.pointerEvents=
+"none";this._textArea.style.resize="none";this.setBorderWidth(2);this._textArea.onmousemove=function(a){a.stopPropagation();a=new d.Point2(parseInt(c._textArea.style.width,10),parseInt(c._textArea.style.height,10));c.setSize(a)};this._textArea.onmouseup=function(a){a.stopPropagation();c._sizeChanged&&(c._sizeChanged=!1,c._sizeUpdateCallback(c._currentSize))};this._textArea.oninput=function(){c._textUpdateCallback(c._textArea.value)}};a.prototype.setPosition=function(a){this._textArea.style.left=a.x+
+"px";this._textArea.style.top=a.y+"px"};a.prototype.setBorderWidth=function(a){this._textArea.style.outline=a+"px solid red"};a.prototype.setText=function(a){this._textArea.textContent=a};a.prototype.setSize=function(a){this._currentSize.equals(a)||(this._sizeChanged=!0,this._currentSize.assign(a),this._textArea.style.width=a.x+"px",this._textArea.style.height=a.y+"px")};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto";this._textArea.style.resize="both"};
+a.prototype.blur=function(){this._textArea.blur();this._textArea.style.pointerEvents="none";this._textArea.style.resize="none"};a.prototype.getTextArea=function(){return this._textArea};a._defaultSize=new d.Point2(100,100);return a}();f.RedlineTextElement=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,e){void 0===e&&(e=c.defaultText);var g=a.call(this,b)||this;g._uniqueId=d.UUID.create();g._position=d.Point3.zero();g._size=new d.Point2(100,100);g._redlineElementId=null;g._previousDragPlanePosition=d.Point3.zero();g._text=e;g._redlineTextElement=new f.RedlineTextElement(function(a){g.setSize(a)},function(a){g.setText(a)});g._redlineTextElement.setText(g._text);g._callbacks={selectionArray:function(){g.onDeselect()}};g._viewer.setCallbacks(g._callbacks);
+return g}__extends(c,a);c.prototype.setPosition=function(a){this._position.assign(a)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(a){this._viewer.trigger("redlineUpdated",this);this._size.assign(a)};c.prototype.setText=function(a){this._viewer.trigger("redlineUpdated",this);this._text=a};c.prototype.draw=function(){var a=d.Point2.fromPoint3(this._viewer.view.projectPoint(this._position));this._redlineTextElement.setPosition(a);null===this._redlineElementId&&
+(this._redlineElementId=this._viewer.markupManager.addMarkupElement(this._redlineTextElement.getTextArea()))};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._redlineTextElement.getTextArea(),e=new d.Point2(parseFloat(b.style.left||"0"),parseFloat(b.style.top||"0"));b=new d.Point2(parseFloat(b.style.width||"0"),parseFloat(b.style.height||"0"));return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};
+c.prototype.onSelect=function(){this._redlineTextElement.setBorderWidth(4);this._redlineTextElement.focus()};c.prototype.onDeselect=function(){this._redlineTextElement.setBorderWidth(2);this._redlineTextElement.blur()};c.prototype.isValid=function(){return 0<this._text.length};c.prototype.remove=function(){this._redlineElementId&&(this._viewer.markupManager.removeMarkupElement(this._redlineElementId),this._redlineElementId=null);null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),
+this._callbacks=null);a.prototype.remove.call(this)};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);var c=this.getPosition();c.add(b);this.setPosition(c);this._previousDragPlanePosition.assign(a)}return!0};
+c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),position:this._position.toJson(),size:this._size.toJson(),text:this._text}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e,a.text);e._uniqueId=a.uniqueId;e.setPosition(d.Point3.fromJson(a.position));e.setSize(d.Point2.fromJson(a.size));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.className="Communicator.Markup.Redline.RedlineText";
+c.defaultText="Type Here...";return c}(f.RedlineItem);f.RedlineText=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._pickConfig=new d.PickConfig(d.SelectionMask.Line);c._moveSelectionAction=new d.Util.CurrentAction(!0);c._lengthMarkup=null;c._edgeMarkup=null;c._measureManager=b;c._pickConfig.restrictLinesAndPointsToSelectedFaceInstances=!1;return c}__extends(e,a);e.prototype.onActivate=function(){null===this._edgeMarkup&&(this._edgeMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,null,new d.Matrix,1))};
+e.prototype._unregisterEdgeMarkup=function(){if(null!==this._edgeMarkup){var a=this._edgeMarkup._getId();""!==a&&(this._viewer.markupManager.unregisterMarkup(a),this._edgeMarkup._setId(""))}};e.prototype._registerEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup._setId(this._viewer.markupManager.registerMarkup(this._edgeMarkup)))};e.prototype._resetEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup.reset())};e.prototype._performMoveSelection=
+function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(g){switch(g.label){case 0:return c=this._viewer.view,[4,c.pickFromPoint(a,this._pickConfig)];case 1:return d=g.sent(),(e=d.getLineEntity())&&0===d.overlayIndex()&&0!==(e.getLineBits()&4)?(b.setLineGeometry(e.getPoints()),this._registerEdgeMarkup()):this._resetEdgeMarkup(),[2]}})})};e.prototype._performUpSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,m,p,q;return __generator(this,
+function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,this._pickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._lengthMarkup&&2===this._lengthMarkup._getStage())return this._lengthMarkup._nextStage(),this._measureManager.finalizeMeasurement(this._lengthMarkup),this._lengthMarkup=null,[2];if(this._lengthMarkup||!e.isLineSelection())return[2];f=e.getLineEntity();if(0===(f.getLineBits()&4))return[2];h=e.getNodeId();m=c.getNodeUnitMultiplier(h);
+return[4,c.getEdgeProperty(h,f.getLineId())];case 2:p=g.sent();this._viewer.trigger("measurementBegin");if(!p)return[2];p instanceof d.SubentityProperties.LineElement||p instanceof d.SubentityProperties.OtherEdgeElement?(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a)):
+p instanceof d.SubentityProperties.CircleElement&&(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureCircleEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a));2===this._lengthMarkup._getStage()&&this._viewer.trigger("measurementValueSet",this._lengthMarkup);return[2]}})})};e.prototype.onMouseMove=function(c){var b=this;a.prototype.onMouseMove.call(this,
+c);var d=this._edgeMarkup;if(null!==d){var e=c.getPosition();this.isDragging()&&null===this._primaryTouchId?this._resetEdgeMarkup():(null===this._lengthMarkup&&this._moveSelectionAction.set(function(){return b._performMoveSelection(e,d)}),this._viewer.markupManager.refreshMarkup(),null!==this._lengthMarkup&&0<this._lengthMarkup._getStage()&&this._lengthMarkup.adjust(e))}};e.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];
+b=null!==this._primaryTouchId&&null!==this._lengthMarkup;if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};e.prototype.onMouseUp=function(c){this._onMouseUpImpl(c);a.prototype.onMouseUp.call(this,c)};e.prototype.setDraggingEnabled=function(a){this._dragging=a};e.prototype.onKeyUp=function(a){};e.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._lengthMarkup?(this._measureManager.removeMeasurement(this._lengthMarkup),
+this._lengthMarkup=null):this._measureManager.removeLastMeasurement(),null!==this._edgeMarkup&&this._resetEdgeMarkup())};e.prototype.setHandled=function(){return null!==this._lengthMarkup};e.prototype.onDeactivate=function(){null!==this._lengthMarkup&&(this._measureManager.removeMeasurement(this._lengthMarkup),this._lengthMarkup=null);null!==this._edgeMarkup&&this._resetEdgeMarkup()};return e}(h.OperatorBase);h.MeasureEdgeLengthOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?(a=a.getFaceEntity().getCadFaceBits(),0!==(a&2)&&0!==(a&1)):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._useAuthoredNormals=!0;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),
+h===p.getNodeId()&&(q=p.getFaceEntity().getCadFaceIndex(),r=m.getCadFaceIndex(),q===r)))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):null===this._currentHighlight&&f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=
+function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection()||
+c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&!(1>=this._markup._getStage())||!f(e))return[2];h=e.getFaceEntity();return[4,c.getFaceProperty(e.getNodeId(),h.getCadFaceIndex())];case 2:m=g.sent();if(!(m instanceof d.SubentityProperties.PlaneElement))return[2];this._unsetCurrentHighlight();if(null!==this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceAngleMarkup(this._viewer);this._markup.setUseAuthoredNormals(this._useAuthoredNormals);return[4,this._markup.setFirstFace(e)];
+case 3:return g.sent(),this._measureManager.addMeasurement(this._markup),[3,6];case 4:return[4,this._markup.setSecondFace(e)];case 5:(p=g.sent())&&this._markup.adjust(a),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);b=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._performMoveSelection(b);this._viewer.markupManager.refreshMarkup();null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(b)};c.prototype._onMouseUpImpl=
+function(a){var b=this;if(this.isActive()){var c=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(3>this._dragCount||c){var d=a.getPosition();this._moveSelectionAction.set(function(){return b._performUpSelection(d)})}}};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=
+a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};return c}(h.OperatorBase);h.MeasureFaceFaceAngleOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?0!==(a.getFaceEntity().getCadFaceBits()&1):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(h)!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),null!==p&&
+h===p.getNodeId()&&m.getCadFaceIndex()===p.getFaceEntity().getCadFaceIndex()))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection())return[2];h=
+e.getNodeId();m=e.getFaceEntity();return f(e)&&c.getNodeType(h)===d.NodeType.BodyInstance&&(!this._markup||1>=this._markup._getStage())?[4,c.getFaceProperty(h,m.getCadFaceIndex())]:[2];case 2:p=g.sent();if(!p)return[2];q=c.getNodeNetMatrix(h);this._unsetCurrentHighlight();return p instanceof d.SubentityProperties.PlaneElement||p instanceof d.SubentityProperties.CylinderElement?[4,c.getNodesBounding([h])]:[3,6];case 3:r=g.sent();if(this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceDistanceMarkup(this._viewer);
+this._markup.setUnitMultiplier(c.getNodeUnitMultiplier(h));this._markup.setFirstFace(e,p,q,r);this._measureManager.addMeasurement(this._markup);return[3,6];case 4:return[4,this._markup.setSecondFace(a,e,p,q,r)];case 5:g.sent(),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){var c=this;a.prototype.onMouseMove.call(this,b);var d=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._moveSelectionAction.set(function(){return c._performMoveSelection(d)});this._viewer.markupManager.refreshMarkup();
+null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(d)};c.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];b=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);
+a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);
+this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};return c}(h.OperatorBase);h.MeasureFaceFaceDistanceOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,c){var b=new d.Point4(c.x,c.y,c.z,1);c=new d.Point4(0,0,0,0);a.view.getFullCameraMatrix().transform4(b,c);b=1/c.w;c=new d.Point2(c.x*b,c.y*b);b=a.model.getClientDimensions();a=b[0];b=b[1];c.x=.5*a*(c.x+1);c.y=.5*b*(c.y+1);c.x=Math.max(0,Math.min(c.x,a));c.y=b-Math.max(0,Math.min(c.y,b));return c}var a=function(){return function(a,c,d){this.worldPosition=a;this.screenPosition=c;this.selectionItem=d}}(),e=function(a){function b(b){var c=a.call(this,b)||this;c._cursorSprite=
+new d.Markup.Shape.Circle;c._name="CursorMarkup";c._cursorSprite.setFillColor(b.measureManager.getMeasurementColor());c._markupId=b.markupManager.registerMarkup(c);return c}__extends(b,a);b.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawCircle(this._cursorSprite)};b.prototype.enable=function(a){this._cursorSprite.setRadius(a?2.5:0)};b.prototype.isEnabled=function(){return 0<this._cursorSprite.getRadius()};b.prototype.setPosition=function(a){this._cursorSprite.setCenter(a)};
+b.prototype.destroy=function(){this._viewer.markupManager.unregisterMarkup(this._markupId)};return b}(d.Markup.Measure.MeasureMarkup),c=function(b){function c(a,c){var e=b.call(this,a)||this;e._updateCursorSpriteAction=new d.Util.CurrentAction(!0);e._measureMarkup=null;e._cursorMarkup=null;e._cameraInteractionActive=!1;e._viewer=a;e._measureManager=c;e._snappingConfig={enabled:!0,preferVertices:!0};e._viewer.setCallbacks({beginInteraction:function(){e._onBeginInteraction()},endInteraction:function(){e._onEndInteraction()}});
+return e}__extends(c,b);c.prototype._onBeginInteraction=function(){this._cameraInteractionActive=!0;this._activateCursorSprite(!1)};c.prototype._onEndInteraction=function(){this._cameraInteractionActive=!1};c.prototype._getStage=function(){return null===this._measureMarkup?0:this._measureMarkup._getStage()};c.prototype._draw=function(){var a=!1;2>this._getStage()&&null!==this._cursorMarkup&&(this._cursorMarkup.draw(),a=!0);null!==this._measureMarkup&&(this._measureMarkup.draw(),a=!0);a&&this._viewer.markupManager.refreshMarkup()};
+c.prototype._activateCursorSprite=function(a){null!==this._cursorMarkup&&this._cursorMarkup.enable(a)};c.prototype._createConfig=function(a){return new d.PickConfig(a?d.SelectionMask.All:d.SelectionMask.Face)};c.prototype._finalizeMeasurement=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(f){switch(f.label){case 0:c=this._measureMarkup;if(null===c)return console.assert(!1),[2];d=this._createConfig(b);return[4,this._viewer.view.pickFromPoint(a,
+d)];case 1:e=f.sent();if(e.overlayIndex())return[2];this._measureMarkup.finalize();this._measureManager.finalizeMeasurement(this._measureMarkup);this._measureMarkup=null;return[2]}})})};c.prototype._getLineSnapPoint=function(a,b){console.assert(2!==this._getStage());var c=this._snappingConfig.preferVertices?a.getBestVertex():null;if(null!==c)return c;c=a.getPosition();if(!b||0===this._getStage())return c;console.assert(null!==this._measureMarkup);b=a.getPoints();a:{for(a=0;a<b.length-1;a++)if(d.Util.isPointOnLineSegment(b[a],
+b[a+1],c,1E-10)){var e=a;break a}e=0}a=b[e];b=b[e+1];e=this._measureMarkup.getFirstPointPosition();a=d.Util.closestPointFromPointToSegment(a,b,e);b=f(this._viewer,a);e=f(this._viewer,c);b=d.Point2.subtract(b,e).squaredLength();e=this._viewer.selectionManager.getPickTolerance();return b<=e*e?a:c};c.prototype._getSelectionCursorPoints=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,e,g,h,k,l,t,v;return __generator(this,function(m){switch(m.label){case 0:d=this._getStage();if(2<=d)return[2,
+null];e=this._createConfig(c);return[4,this._viewer.view.pickFromPoint(b,e)];case 1:g=m.sent();if(0!==g.overlayIndex())return[2,null];h=g.getPosition();k=b;this._snappingConfig.enabled&&(l=g.getLineEntity(),t=g.getPointEntity(),l||t)&&(v=null,null!==l?v=this._getLineSnapPoint(l,c):null!==t&&(v=t.getPosition()),null!==v&&(h=v,k=f(this._viewer,h)));return[2,new a(h,k,g)]}})})};c.prototype._updateMeasurementPoints=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,
+function(g){switch(g.label){case 0:return c=this._getStage(),console.assert(2>c),this._viewer.trigger("measurementBegin"),[4,this._getSelectionCursorPoints(a,b)];case 1:e=g.sent();if(null===e||null===e.worldPosition)return this._activateCursorSprite(!1),[2];this._activateCursorSprite(!0);null===this._measureMarkup&&(this._measureMarkup=new d.Markup.Measure.MeasurePointPointDistanceMarkup(this._viewer),this._measureManager.addMeasurement(this._measureMarkup));0===c?(this._measureMarkup.setFirstPointPosition(e.worldPosition),
+this._measureMarkup.setUnitMultiplier(e.selectionItem.isNodeSelection()?this._viewer.model.getNodeUnitMultiplier(e.selectionItem.getNodeId()):1)):1===c&&(f=this._measureMarkup.getFirstPointPosition(),e.worldPosition.equalsWithTolerance(f,1E-7)||(this._measureMarkup.setSecondPointPosition(e.worldPosition),this._measureMarkup.adjust(e.screenPosition)));return[2]}})})};c.prototype._updateCursorSpriteImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return null===
+this._cursorMarkup?[3,3]:b?[4,this._getSelectionCursorPoints(a,b)]:[3,2];case 1:return c=d.sent(),null!==c?(this._cursorMarkup.setPosition(c.screenPosition),this._activateCursorSprite(!0)):this._activateCursorSprite(!1),[3,3];case 2:this._cursorMarkup.setPosition(a),d.label=3;case 3:return this._draw(),[2]}})})};c.prototype._updateCursorSprite=function(a,b){var c=this;this._updateCursorSpriteAction.set(function(){return c._updateCursorSpriteImpl(a,b)})};c.prototype._useSnapping=function(a){return this._snappingConfig.enabled&&
+!a.altDown()};c.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a);var c=this._getStage();2>c?this._cameraInteractionActive||(c=a.getPosition(),this._updateCursorSprite(c,this._useSnapping(a))):2===c&&(this._measureMarkup.adjust(a.getPosition()),a.setHandled(!0));this._draw()};c.prototype.onMouseUp=function(a){if(this.isActive()){var c=this._getStage(),d=null!==this._primaryTouchId&&null!==this._measureMarkup&&1<c;if(3>this._dragCount||d){d=this._useSnapping(a);var e=a.getPosition();
+1>=c?this._updateMeasurementPoints(e,d):this._finalizeMeasurement(e,d)}}b.prototype.onMouseUp.call(this,a)};c.prototype.onKeyUp=function(a){};c.prototype._clearMeasurement=function(){null!==this._measureMarkup?(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null):this._measureManager.removeLastMeasurement()};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._clearMeasurement()};c.prototype.setHandled=function(){return 1<this._getStage()};c.prototype.onActivate=
+function(){this._cursorMarkup=new e(this._viewer);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!0)};c.prototype.onDeactivate=function(){null!==this._cursorMarkup&&(this._cursorMarkup.destroy(),this._cursorMarkup=null);null!==this._measureMarkup&&(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!1)};
+return c}(h.OperatorBase);h.MeasurePointPointDistanceOperator=c})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a){var c=f.call(this,a)||this;c._activeRedlineItem=null;c._newRedlineItem=null;c._viewer=a;return c}__extends(a,f);a.prototype.createRedlineItem=function(a){a;return null};a.prototype.updateRedlineItem=function(a){a};a.prototype.finalizeRedlineItem=function(a){a;return null};a.prototype.onMouseDown=function(a){f.prototype.onMouseDown.call(this,a);this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorStart(),a.setHandled(!0))};
+a.prototype.onMouseMove=function(a){f.prototype.onMouseMove.call(this,a);this.isActive()&&(this._redlineOperatorMove(),a.setHandled(!0))};a.prototype.onMouseUp=function(a){this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorEnd(),a.setHandled(!0));f.prototype.onMouseUp.call(this,a)};a.prototype.onMousewheel=function(a){a.setHandled(!0)};a.prototype.setDraggingEnabled=function(a){this._dragging=a};a.prototype.setHandled=function(){return!0};a.prototype._isRedlineItem=
+function(a){return Object.getPrototypeOf(a)instanceof d.Markup.Redline.RedlineItem};a.prototype.onKeyUp=function(a){a=a.getKeyCode();if(a===d.KeyCode.Backspace||a===d.KeyCode.Delete){a=this._viewer.markupManager;var c=a.getSelectedMarkup(),b=a.getActiveMarkupView();null!==c&&this._isRedlineItem(c)&&null!==b&&(b.removeMarkup(c),a.selectMarkup(null))}};a.prototype._removeRedlineTextIfInvalid=function(a){if(!a.isValid()){var c=this._viewer.markupManager.getActiveMarkupView();null!==c&&(c.removeMarkup(a),
+this._viewer.trigger("redlineDeleted",a));a.remove()}};a.prototype._redlineOperatorStart=function(){var a=this._viewer.markupManager,c=a.pickMarkupItem(this._ptFirst),b=a.getSelectedMarkup();c?(this._activeRedlineItem=c,this._dragging&&this._activeRedlineItem.onDragStart(this._ptFirst)&&a.refreshMarkup()):(a.selectMarkup(null),this._markupIsTextArea(b)?this._removeRedlineTextIfInvalid(b):this._newRedlineItem=this.createRedlineItem(this._ptFirst))};a.prototype._redlineOperatorMove=function(){this._activeRedlineItem?
+this._dragging&&this._activeRedlineItem.onDragMove(this._ptCurrent)&&this._viewer.markupManager.refreshMarkup():this.updateRedlineItem(this._ptCurrent)};a.prototype._redlineOperatorEnd=function(){var a=this._viewer.markupManager;this._activeRedlineItem?this._ptFirst.equals(this._ptCurrent)?a.selectMarkup(this._activeRedlineItem):(this._viewer.trigger("redlineUpdated",this._activeRedlineItem),this._dragging&&this._activeRedlineItem.onDragEnd(this._ptCurrent)&&a.refreshMarkup()):this._newRedlineItem&&
+(a=this.finalizeRedlineItem(this._ptCurrent))&&this._attachNewMarkupToView(a);this._newRedlineItem=this._activeRedlineItem=null};a.prototype._attachNewMarkupToView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,e,f,h,n,m,p,q;return __generator(this,function(g){switch(g.label){case 0:c=this._viewer;b=c.model;e=c.markupManager;f=e.getActiveMarkupView();h=!1;if(null!==f)return[3,3];n=b.getAbsoluteRootNode();return[4,b.getVisibilityState(n)];case 1:return m=g.sent(),[4,b.getNodeColorMap(b.getAbsoluteRootNode(),
+d.ElementType.Faces)];case 2:p=g.sent(),q=e.createMarkupView(void 0,!1,m,p,null),f=e.getMarkupView(q),h=!0,g.label=3;case 3:return null!==f&&(f.addMarkupItem(a),e.selectMarkup(a)),h&&null!==f&&this._viewer.trigger("viewCreated",f),this._viewer.trigger("redlineCreated",a),[2]}})})};a.prototype._markupIsTextArea=function(a){return a?a.getClassName()===d.Markup.Redline.RedlineText.className:!1};return a}(d.Operator.OperatorBase);d.RedlineOperator=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineCircle=null;c._previewHandle=null;c._centerSet=!1;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle=new d.Markup.Redline.RedlineCircle(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineCircle);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._centerSet=!0,this._redlineCircle.setCenter(a),this._redlineCircle.setRadiusPoint(a));
+return this._redlineCircle};e.prototype.updateRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle&&(a=b.getCamera().getCameraPlaneIntersectionPoint(a,b),null!==a&&(this._centerSet||(this._centerSet=!0,this._redlineCircle.setCenter(a)),this._redlineCircle.setRadiusPoint(a),this._viewer.markupManager.refreshMarkup()))};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlineCircle&&(this._redlineCircle.isValid()&&(b=this._redlineCircle),this._redlineCircle=
+null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlineCircleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlinePolyline=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlinePolyline=new d.Markup.Redline.RedlinePolyline(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlinePolyline);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlinePolyline.addPoint(a);return this._redlinePolyline};
+e.prototype.updateRedlineItem=function(a){if(this._redlinePolyline){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._redlinePolyline.addPoint(a),this._viewer.markupManager.refreshMarkup())}};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlinePolyline&&(this._redlinePolyline.isValid()&&(b=this._redlinePolyline),this._redlinePolyline=null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=
+null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlinePolylineOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineRectangle=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);this._redlineRectangle=new d.Markup.Redline.RedlineRectangle(this._viewer);null!==a&&(this._redlineRectangle.setPoint1(a),this._redlineRectangle.setPoint2(a));this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineRectangle);
+return this._redlineRectangle};e.prototype.updateRedlineItem=function(a){if(this._redlineRectangle){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlineRectangle.setPoint2(a);this._viewer.markupManager.refreshMarkup()}};e.prototype.finalizeRedlineItem=function(a){a=null;if(this._redlineRectangle&&this._previewHandle){var b=this._viewer.markupManager;this._redlineRectangle.isValid()&&(a=this._redlineRectangle);b.unregisterMarkup(this._previewHandle);
+this._redlineRectangle=this._previewHandle=null;b.refreshMarkup()}return a};return e}(d.RedlineOperator);h.RedlineRectangleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineText=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){return this._redlineText=new d.Markup.Redline.RedlineText(this._viewer)};e.prototype.finalizeRedlineItem=function(a){if(null===this._redlineText)return null;var b=this._viewer.view,c=this._redlineText;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&c.setPosition(a);this._redlineText=null;return c};return e}(d.RedlineOperator);
+h.RedlineTextOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+
+/*! promise-polyfill 2.1.0 */
+!function(a){function b(a,b){return function(){a.apply(b,arguments)}}function c(a){if("object"!=typeof this)throw new TypeError("Promises must be constructed via new");if("function"!=typeof a)throw new TypeError("not a function");this._state=null,this._value=null,this._deferreds=[],i(a,b(e,this),b(f,this))}function d(a){var b=this;return null===this._state?void this._deferreds.push(a):void j(function(){var c=b._state?a.onFulfilled:a.onRejected;if(null===c)return void(b._state?a.resolve:a.reject)(b._value);var d;try{d=c(b._value)}catch(e){return void a.reject(e)}a.resolve(d)})}function e(a){try{if(a===this)throw new TypeError("A promise cannot be resolved with itself.");if(a&&("object"==typeof a||"function"==typeof a)){var c=a.then;if("function"==typeof c)return void i(b(c,a),b(e,this),b(f,this))}this._state=!0,this._value=a,g.call(this)}catch(d){f.call(this,d)}}function f(a){this._state=!1,this._value=a,g.call(this)}function g(){for(var a=0,b=this._deferreds.length;b>a;a++)d.call(this,this._deferreds[a]);this._deferreds=null}function h(a,b,c,d){this.onFulfilled="function"==typeof a?a:null,this.onRejected="function"==typeof b?b:null,this.resolve=c,this.reject=d}function i(a,b,c){var d=!1;try{a(function(a){d||(d=!0,b(a))},function(a){d||(d=!0,c(a))})}catch(e){if(d)return;d=!0,c(e)}}var j="function"==typeof setImmediate&&setImmediate||function(a){setTimeout(a,1)},k=Array.isArray||function(a){return"[object Array]"===Object.prototype.toString.call(a)};c.prototype["catch"]=function(a){return this.then(null,a)},c.prototype.then=function(a,b){var e=this;return new c(function(c,f){d.call(e,new h(a,b,c,f))})},c.all=function(){var a=Array.prototype.slice.call(1===arguments.length&&k(arguments[0])?arguments[0]:arguments);return new c(function(b,c){function d(f,g){try{if(g&&("object"==typeof g||"function"==typeof g)){var h=g.then;if("function"==typeof h)return void h.call(g,function(a){d(f,a)},c)}a[f]=g,0===--e&&b(a)}catch(i){c(i)}}if(0===a.length)return b([]);for(var e=a.length,f=0;f<a.length;f++)d(f,a[f])})},c.resolve=function(a){return a&&"object"==typeof a&&a.constructor===c?a:new c(function(b){b(a)})},c.reject=function(a){return new c(function(b,c){c(a)})},c.race=function(a){return new c(function(b,c){for(var d=0,e=a.length;e>d;d++)a[d].then(b,c)})},c._setImmediateFn=function(a){j=a},"undefined"!=typeof module&&module.exports?module.exports=c:a.Promise||(a.Promise=c)}(this);
+
+/*!
+ * Bowser - a browser detector
+ * https://github.com/ded/bowser
+ * MIT License | (c) Dustin Diaz 2015
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+"longjmp"!==y)throw y;e.setThrew(1,0)}},invoke_viiiidi:function(a,b,c,d,f,g,h){try{e.dynCall_viiiidi(a,b,c,d,f,g,h)}catch(l){if("number"!==typeof l&&"longjmp"!==l)throw l;e.setThrew(1,0)}},invoke_viiiidii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiidii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&"longjmp"!==m)throw m;e.setThrew(1,0)}},invoke_viiiidiiii:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiidiiii(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,
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+typeof n&&"longjmp"!==n)throw n;e.setThrew(1,0)}},invoke_viiiiiiddd:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiiiiddd(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,0)}},invoke_viiiiiidiii:function(a,b,c,d,f,g,h,l,m,n,p){try{e.dynCall_viiiiiidiii(a,b,c,d,f,g,h,l,m,n,p)}catch(t){if("number"!==typeof t&&"longjmp"!==t)throw t;e.setThrew(1,0)}},invoke_viiiiiii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiiiii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&
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+_glGetActiveAttrib:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveAttrib(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetActiveUniform:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveUniform(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetAttribLocation:function(a,b){a=mg[a];b=G(b);return GLctx.getAttribLocation(a,b)},_glGetBooleanv:function(a,b){Lg(a,b,"Boolean")},
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+GLctx.ACTIVE_UNIFORMS),f=0;f<d;++f){var g=GLctx.getActiveUniform(b,f),h=g.name;a.$a=Math.max(a.$a,h.length+1);-1!==h.indexOf("]",h.length-1)&&(h=h.slice(0,h.lastIndexOf("[")));var l=GLctx.getUniformLocation(b,h);if(null!=l){var m=xg(W);c[h]=[g.size,m];W[m]=l;for(var n=1;n<g.size;++n)l=GLctx.getUniformLocation(b,h+"["+n+"]"),m=xg(W),W[m]=l}}},_glPixelStorei:function(a,b){3333==a||3317==a&&(wg=b);GLctx.pixelStorei(a,b)},_glPolygonOffset:function(a,b){GLctx.polygonOffset(a,b)},_glReadPixels:function(a,
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+count_emval_handles:We,craftEmvalAllocator:lf,craftInvokerFunction:Re,createNamedFunction:Hd,downcastPointer:xe,embind__requireFunction:Ke,embind_init_charCodes:Pd,emscriptenWebGLComputeImageSize:Mg,emscriptenWebGLGet:Lg,emscriptenWebGLGetHeapForType:Og,emscriptenWebGLGetShiftForType:Pg,emscriptenWebGLGetTexPixelData:Ng,emval_get_global:jf,ensureOverloadTable:le,enumReadValueFromPointer:Ze,exposePublicSymbol:me,extendError:Id,floatReadValueFromPointer:af,flushPendingDeletes:he,genericPointerToWireType:re,
+getBasestPointer:De,getInheritedInstance:Ee,getInheritedInstanceCount:ye,getLiveInheritedInstances:Ae,getShiftFromSize:Od,getStringOrSymbol:gf,getTypeName:Me,get_first_emval:Xe,heap32VectorToArray:Se,init_ClassHandle:je,init_RegisteredPointer:He,init_embind:Ce,init_emval:Ye,integerReadValueFromPointer:bf,makeClassHandle:Fe,makeLegalFunctionName:Gd,new_:Qe,nonConstNoSmartPtrRawPointerToWireType:te,readLatin1String:U,registerType:Md,replacePublicSymbol:Je,requireHandle:cf,requireRegisteredType:$e,runDestructor:ce,
+runDestructors:Bd,setDelayFunction:Be,shallowCopyInternalPointer:$d,simpleReadValueFromPointer:Cd,throwBindingError:V,throwInstanceAlreadyDeleted:ae,throwInternalError:Kd,throwUnboundTypeError:Pe,upcastPointer:oe,whenDependentTypesAreResolved:Ld,DYNAMICTOP_PTR:za,tempDoublePtr:$b,ABORT:Ha,STACKTOP:bb,STACK_MAX:cb,cttz_i8:dc};// EMSCRIPTEN_START_ASM
+
+var Y=(/** @suppress {uselessCode} */ function(global,env,buffer) {
+"almost asm";var a=global.Int8Array;var b=new a(buffer);var c=global.Int16Array;var d=new c(buffer);var e=global.Int32Array;var f=new e(buffer);var g=global.Uint8Array;var h=new g(buffer);var i=global.Uint16Array;var j=new i(buffer);var k=global.Uint32Array;var l=new k(buffer);var m=global.Float32Array;var n=new m(buffer);var o=global.Float64Array;var p=new o(buffer);var q=global.byteLength;var r=env.DYNAMICTOP_PTR|0;var s=env.tempDoublePtr|0;var t=env.ABORT|0;var u=env.STACKTOP|0;var v=env.STACK_MAX|0;var w=env.cttz_i8|0;var x=0;var y=0;var z=0;var A=0;var B=global.NaN,C=global.Infinity;var D=0,E=0,F=0,G=0,H=0.0;var I=0;var J=global.Math.floor;var K=global.Math.abs;var L=global.Math.sqrt;var M=global.Math.pow;var N=global.Math.cos;var O=global.Math.sin;var P=global.Math.tan;var Q=global.Math.acos;var R=global.Math.asin;var S=global.Math.atan;var T=global.Math.atan2;var U=global.Math.exp;var V=global.Math.log;var W=global.Math.ceil;var X=global.Math.imul;var Y=global.Math.min;var Z=global.Math.max;var _=global.Math.clz32;var $=env.abort;var aa=env.assert;var ba=env.enlargeMemory;var ca=env.getTotalMemory;var da=env.abortOnCannotGrowMemory;var ea=env.invoke_di;var fa=env.invoke_dii;var ga=env.invoke_i;var ha=env.invoke_ii;var ia=env.invoke_iid;var ja=env.invoke_iii;var ka=env.invoke_iiii;var la=env.invoke_iiiii;var ma=env.invoke_iiiiid;var na=env.invoke_iiiiii;var oa=env.invoke_iiiiiid;var pa=env.invoke_iiiiiidi;var qa=env.invoke_iiiiiii;var ra=env.invoke_iiiiiiii;var sa=env.invoke_iiiiiiiii;var ta=env.invoke_iiiiiiiiiiiiiiid;var ua=env.invoke_iiiiiiiiiiiiiiiid;var va=env.invoke_v;var wa=env.invoke_vd;var xa=env.invoke_vdd;var ya=env.invoke_vddi;var za=env.invoke_vdi;var Aa=env.invoke_vi;var Ba=env.invoke_vid;var Ca=env.invoke_vidd;var Da=env.invoke_viddd;var Ea=env.invoke_vidddiii;var Fa=env.invoke_viddi;var Ga=env.invoke_vidi;var Ha=env.invoke_vidiii;var Ia=env.invoke_vii;var Ja=env.invoke_viid;var Ka=env.invoke_viidd;var La=env.invoke_viiddd;var Ma=env.invoke_viiddi;var Na=env.invoke_viidi;var Oa=env.invoke_viididididi;var Pa=env.invoke_viidii;var Qa=env.invoke_viidiii;var Ra=env.invoke_viii;var Sa=env.invoke_viiid;var Ta=env.invoke_viiidd;var Ua=env.invoke_viiiddddi;var Va=env.invoke_viiiddi;var Wa=env.invoke_viiidi;var Xa=env.invoke_viiididididi;var Ya=env.invoke_viiidii;var Za=env.invoke_viiii;var _a=env.invoke_viiiid;var $a=env.invoke_viiiidddiiii;var ab=env.invoke_viiiidi;var bb=env.invoke_viiiidii;var cb=env.invoke_viiiidiiii;var db=env.invoke_viiiii;var eb=env.invoke_viiiiidd;var fb=env.invoke_viiiiiddd;var gb=env.invoke_viiiiiddi;var hb=env.invoke_viiiiidi;var ib=env.invoke_viiiiidii;var jb=env.invoke_viiiiidiii;var kb=env.invoke_viiiiidiiii;var lb=env.invoke_viiiiii;var mb=env.invoke_viiiiiidd;var nb=env.invoke_viiiiiiddd;var ob=env.invoke_viiiiiidiii;var pb=env.invoke_viiiiiii;var qb=env.invoke_viiiiiiii;var rb=env.invoke_viiiiiiiii;var sb=env.invoke_viiiiiiiiii;var tb=env.invoke_viiiiiiiiiii;var ub=env.invoke_viiiiiiiiiiii;var vb=env.invoke_viiiiiiiiiiiii;var wb=env.invoke_viiiiiiiiiiiiidddddi;var xb=env.invoke_viiiiiiiiiiiiii;var yb=env.invoke_viiiiiiiiiiiiiii;var zb=env.invoke_viiiiiiiiiiiiiiii;var Ab=env.invoke_viiiiiiiiiiiiiiiii;var Bb=env.ClassHandle;var Cb=env.ClassHandle_clone;var Db=env.ClassHandle_delete;var Eb=env.ClassHandle_deleteLater;var Fb=env.ClassHandle_isAliasOf;var Gb=env.ClassHandle_isDeleted;var Hb=env.RegisteredClass;var Ib=env.RegisteredPointer;var Jb=env.RegisteredPointer_deleteObject;var Kb=env.RegisteredPointer_destructor;var Lb=env.RegisteredPointer_fromWireType;var Mb=env.RegisteredPointer_getPointee;var Nb=env._TC_MeshBuffer_allocate;var Ob=env._TC_MeshBuffer_allocateAndFill;var Pb=env._TC_MeshBuffer_clear;var Qb=env._TC_MeshBuffer_create;var Rb=env._TC_MeshBuffer_delete;var Sb=env._TC_MeshBuffer_getIndexData;var Tb=env._TC_MeshBuffer_getVertexData;var Ub=env._TC_MeshBuffer_indexSize;var Vb=env._TC_MeshBuffer_setGlIndexData;var Wb=env._TC_MeshBuffer_setGlIndexSubData;var Xb=env._TC_MeshBuffer_setGlVertexData;var Yb=env._TC_MeshBuffer_setGlVertexSubData;var Zb=env._TC_MeshBuffer_setVertexSubData;var _b=env._TC_MeshBuffer_vertexSize;var $b=env._TC_announceModelHook;var ac=env._TC_callAfter;var bc=env._TC_callAfterCleanup;var cc=env._TC_cappingIdleHook;var dc=env._TC_dataAccessAttachedHook;var ec=env._TC_firstInstanceHook;var fc=env._TC_genericHook;var gc=env._TC_genericJsonHook;var hc=env._TC_inclusionHook;var ic=env._TC_metaDataHook;var jc=env._TC_missingModelHook;var kc=env._TC_networkReceiveHook;var lc=env._TC_postDrawHook;var mc=env._TC_priorityMetaDataHook;var nc=env._TC_remapInclusionHook;var oc=env._TC_remapModelHook;var pc=env._TC_sendRpc;var qc=env._TC_sessionStartedHook;var rc=env._TC_setReady;var sc=env.__ZSt18uncaught_exceptionv;var tc=env.___assert_fail;var uc=env.___buildEnvironment;var vc=env.___cxa_pure_virtual;var wc=env.___lock;var xc=env.___map_file;var yc=env.___setErrNo;var zc=env.___syscall140;var Ac=env.___syscall145;var Bc=env.___syscall146;var Cc=env.___syscall221;var Dc=env.___syscall5;var Ec=env.___syscall54;var Fc=env.___syscall6;var Gc=env.___syscall91;var Hc=env.___unlock;var Ic=env.__addDays;var Jc=env.__arraySum;var Kc=env.__embind_finalize_value_array;var Lc=env.__embind_finalize_value_object;var Mc=env.__embind_register_bool;var Nc=env.__embind_register_class;var Oc=env.__embind_register_class_class_function;var Pc=env.__embind_register_emval;var Qc=env.__embind_register_enum;var Rc=env.__embind_register_enum_value;var Sc=env.__embind_register_float;var Tc=env.__embind_register_integer;var Uc=env.__embind_register_memory_view;var Vc=env.__embind_register_std_string;var Wc=env.__embind_register_std_wstring;var Xc=env.__embind_register_value_array;var Yc=env.__embind_register_value_array_element;var Zc=env.__embind_register_value_object;var _c=env.__embind_register_value_object_field;var $c=env.__embind_register_void;var ad=env.__emval_addMethodCaller;var bd=env.__emval_allocateDestructors;var cd=env.__emval_as;var dd=env.__emval_call;var ed=env.__emval_call_method;var fd=env.__emval_decref;var gd=env.__emval_get_global;var hd=env.__emval_get_method_caller;var id=env.__emval_get_module_property;var jd=env.__emval_get_property;var kd=env.__emval_incref;var ld=env.__emval_lookupTypes;var md=env.__emval_new;var nd=env.__emval_new_array;var od=env.__emval_new_cstring;var pd=env.__emval_new_object;var qd=env.__emval_register;var rd=env.__emval_run_destructors;var sd=env.__emval_set_property;var td=env.__emval_take_value;var ud=env.__isLeapYear;var vd=env._abort;var wd=env._clock_gettime;var xd=env._embind_repr;var yd=env._emscripten_asm_const_i;var zd=env._emscripten_asm_const_iii;var Ad=env._emscripten_get_canvas_size;var Bd=env._emscripten_get_now;var Cd=env._emscripten_get_now_is_monotonic;var Dd=env._emscripten_memcpy_big;var Ed=env._emscripten_set_main_loop;var Fd=env._emscripten_set_main_loop_timing;var Gd=env._emscripten_webgl_create_context;var Hd=env._emscripten_webgl_destroy_context;var Id=env._emscripten_webgl_init_context_attributes;var Jd=env._emscripten_webgl_make_context_current;var Kd=env._getenv;var Ld=env._glActiveTexture;var Md=env._glAttachShader;var Nd=env._glBindBuffer;var Od=env._glBindFramebuffer;var Pd=env._glBindRenderbuffer;var Qd=env._glBindTexture;var Rd=env._glBlendFunc;var Sd=env._glBlendFuncSeparate;var Td=env._glBufferData;var Ud=env._glBufferSubData;var Vd=env._glClear;var Wd=env._glClearColor;var Xd=env._glClearStencil;var Yd=env._glColorMask;var Zd=env._glCompileShader;var _d=env._glCreateProgram;var $d=env._glCreateShader;var ae=env._glDeleteBuffers;var be=env._glDeleteFramebuffers;var ce=env._glDeleteProgram;var de=env._glDeleteRenderbuffers;var ee=env._glDeleteShader;var fe=env._glDeleteTextures;var ge=env._glDepthFunc;var he=env._glDepthMask;var ie=env._glDepthRangef;var je=env._glDisable;var ke=env._glDisableVertexAttribArray;var le=env._glDrawArrays;var me=env._glDrawArraysInstanced;var ne=env._glDrawBuffers;var oe=env._glDrawElements;var pe=env._glDrawElementsInstanced;var qe=env._glEnable;var re=env._glEnableVertexAttribArray;var se=env._glFinish;var te=env._glFramebufferRenderbuffer;var ue=env._glFramebufferTexture2D;var ve=env._glFrontFace;var we=env._glGenBuffers;var xe=env._glGenFramebuffers;var ye=env._glGenRenderbuffers;var ze=env._glGenTextures;var Ae=env._glGenerateMipmap;var Be=env._glGetActiveAttrib;var Ce=env._glGetActiveUniform;var De=env._glGetAttribLocation;var Ee=env._glGetBooleanv;var Fe=env._glGetError;var Ge=env._glGetFloatv;var He=env._glGetIntegerv;var Ie=env._glGetProgramiv;var Je=env._glGetShaderPrecisionFormat;var Ke=env._glGetString;var Le=env._glGetUniformLocation;var Me=env._glIsEnabled;var Ne=env._glLinkProgram;var Oe=env._glPixelStorei;var Pe=env._glPolygonOffset;var Qe=env._glReadPixels;var Re=env._glRenderbufferStorage;var Se=env._glScissor;var Te=env._glShaderSource;var Ue=env._glStencilFunc;var Ve=env._glStencilFuncSeparate;var We=env._glStencilMask;var Xe=env._glStencilMaskSeparate;var Ye=env._glStencilOp;var Ze=env._glStencilOpSeparate;var _e=env._glTexImage2D;var $e=env._glTexParameterf;var af=env._glTexParameteri;var bf=env._glUniform1f;var cf=env._glUniform1fv;var df=env._glUniform1i;var ef=env._glUniform2f;var ff=env._glUniform2fv;var gf=env._glUniform2i;var hf=env._glUniform3f;var jf=env._glUniform3fv;var kf=env._glUniform4f;var lf=env._glUniform4fv;var mf=env._glUniformMatrix3fv;var nf=env._glUniformMatrix4fv;var of=env._glUseProgram;var pf=env._glVertexAttrib1f;var qf=env._glVertexAttrib4f;var rf=env._glVertexAttribDivisor;var sf=env._glVertexAttribPointer;var tf=env._glViewport;var uf=env._glppAsyncUploadImage;var vf=env._llvm_ceil_f64;var wf=env._llvm_fabs_f32;var xf=env._llvm_fabs_f64;var yf=env._llvm_trap;var zf=env._nanosleep;var Af=env._networkClose;var Bf=env._networkCloseBeforeUnload;var Cf=env._networkConnect;var Df=env._networkSendData;var Ef=env._pthread_cond_wait;var Ff=env._pthread_mutex_destroy;var Gf=env._strftime;var Hf=env._strftime_l;var If=env._usleep;var Jf=env.constNoSmartPtrRawPointerToWireType;var Kf=env.count_emval_handles;var Lf=env.craftEmvalAllocator;var Mf=env.craftInvokerFunction;var Nf=env.createNamedFunction;var Of=env.downcastPointer;var Pf=env.embind__requireFunction;var Qf=env.embind_init_charCodes;var Rf=env.emscriptenWebGLComputeImageSize;var Sf=env.emscriptenWebGLGet;var Tf=env.emscriptenWebGLGetHeapForType;var Uf=env.emscriptenWebGLGetShiftForType;var Vf=env.emscriptenWebGLGetTexPixelData;var Wf=env.emval_get_global;var Xf=env.ensureOverloadTable;var Yf=env.enumReadValueFromPointer;var Zf=env.exposePublicSymbol;var _f=env.extendError;var $f=env.floatReadValueFromPointer;var ag=env.flushPendingDeletes;var bg=env.genericPointerToWireType;var cg=env.getBasestPointer;var dg=env.getInheritedInstance;var eg=env.getInheritedInstanceCount;var fg=env.getLiveInheritedInstances;var gg=env.getShiftFromSize;var hg=env.getStringOrSymbol;var ig=env.getTypeName;var jg=env.get_first_emval;var kg=env.heap32VectorToArray;var lg=env.init_ClassHandle;var mg=env.init_RegisteredPointer;var ng=env.init_embind;var og=env.init_emval;var pg=env.integerReadValueFromPointer;var qg=env.makeClassHandle;var rg=env.makeLegalFunctionName;var sg=env.new_;var tg=env.nonConstNoSmartPtrRawPointerToWireType;var ug=env.readLatin1String;var vg=env.registerType;var wg=env.replacePublicSymbol;var xg=env.requireHandle;var yg=env.requireRegisteredType;var zg=env.runDestructor;var Ag=env.runDestructors;var Bg=env.setDelayFunction;var Cg=env.shallowCopyInternalPointer;var Dg=env.simpleReadValueFromPointer;var Eg=env.throwBindingError;var Fg=env.throwInstanceAlreadyDeleted;var Gg=env.throwInternalError;var Hg=env.throwUnboundTypeError;var Ig=env.upcastPointer;var Jg=env.whenDependentTypesAreResolved;var Kg=0.0;function Lg(newBuffer){if(q(newBuffer)&16777215||q(newBuffer)<=16777215||q(newBuffer)>2147483648)return false;b=new a(newBuffer);d=new c(newBuffer);f=new e(newBuffer);h=new g(newBuffer);j=new i(newBuffer);l=new k(newBuffer);n=new m(newBuffer);p=new o(newBuffer);buffer=newBuffer;return true}
+// EMSCRIPTEN_START_FUNCS
+function uN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function vN(a){a=a|0;return a+4|0}function wN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function xN(a){a=a|0;yf()}function yN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;IG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);IG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);IG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function AN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262859;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262859)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262859)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BN(a){a=a|0;sOb(a);return}function CN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return b|0}function DN(a,b){a=a|0;b=b|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return}function EN(a){a=a|0;return}function FN(a){a=a|0;sOb(a);return}function GN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87392?a+4|0:0)|0}function IN(a){a=a|0;return 4088}function JN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KN(a){a=a|0;sOb(a);return}function LN(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MN(a){a=a|0;return a+4|0}function NN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function ON(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262860;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262860)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262860)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;d=i;e=a+4|0;b=f[e>>2]|0;g=f[a>>2]|0;h=g+4|0;if((b|0)!=((f[h>>2]|0)-(f[g>>2]|0)>>2|0)){h=b;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}b=pOb(288)|0;dQb(b|0,0,288)|0;n[b+64>>2]=1.0;c=b+68|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+84>>2]=1.0;c=b+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+104>>2]=1.0;c=b+108|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+124>>2]=1.0;c=b+128|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[b>>2]=21904;f[b+148>>2]=0;f[b+152>>2]=0;f[b+156>>2]=0;f[b+144>>2]=18364;f[b+160>>2]=18020;f[b+172>>2]=0;f[b+176>>2]=0;f[b+180>>2]=0;f[b+168>>2]=21952;f[b+184>>2]=22e3;f[b+196>>2]=0;f[b+200>>2]=0;f[b+204>>2]=0;f[b+192>>2]=22024;f[b+208>>2]=22072;f[b+228>>2]=0;f[b+232>>2]=0;f[b+236>>2]=0;f[b+224>>2]=22024;f[b+240>>2]=22072;f[b+260>>2]=0;f[b+264>>2]=0;f[b+268>>2]=0;f[b+256>>2]=22024;f[b+272>>2]=22072;f[d>>2]=b;c=f[h>>2]|0;if(c>>>0<(f[g+8>>2]|0)>>>0){f[c>>2]=b;f[h>>2]=c+4}else YN(g,d);g=f[a>>2]|0;h=f[e>>2]|0;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}function QN(a){a=a|0;sOb(a);return}function RN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return b|0}function SN(a,b){a=a|0;b=b|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return}function TN(a){a=a|0;return}function UN(a){a=a|0;sOb(a);return}function VN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87835?a+4|0:0)|0}function XN(a){a=a|0;return 4160}function YN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21904;f[a+256>>2]=22048;b=f[a+260>>2]|0;if(b|0){c=a+264|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+224>>2]=22048;b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+192>>2]=22048;b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+168>>2]=21976;d=f[a+172>>2]|0;if(d|0){b=a+176|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}f[a+144>>2]=18388;b=f[a+148>>2]|0;if(!b){f[a>>2]=21928;a=a+4|0;dO(a);return}c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);f[a>>2]=21928;a=a+4|0;dO(a);return}function _N(a){a=a|0;ZN(a);sOb(a);return}function $N(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0;y=a+144|0;d=a+168|0;e=a+192|0;g=a+224|0;i=a+256|0;b=Sg[f[(f[y>>2]|0)+8>>2]&255](y,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){a=0;return a|0}y=Sg[f[(f[i>>2]|0)+8>>2]&255](i,b,c)|0;if(!y){a=0;return a|0}if((c-y|0)<64){a=0;return a|0}s=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;t=y+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;u=y+8|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;v=y+12|0;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;w=y+16|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;x=y+20|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;i=y+24|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=y+28|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=y+32|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=y+36|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=y+40|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=y+44|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=y+48|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;p=y+52|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=y+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=y+60|0;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;b=y+64|0;if((c-b|0)<4){a=0;return a|0}g=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=y+68|0;if((c-b|0)<4){a=0;return a|0}b=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;d=y+72|0;if((c-d|0)<4){a=0;return a|0}e=y+76|0;if((c-e|0)<4){a=0;return a|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=a+4|0;z=a+148|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+8|0;A=a+152|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+12|0;e=a+156|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+16|0;z=a+172|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+20|0;A=a+176|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+24|0;e=a+180|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+28|0;z=a+196|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+32|0;A=a+200|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+36|0;e=a+204|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+40|0;z=a+228|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+44|0;A=a+232|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+48|0;e=a+236|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+52|0;z=a+260|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+56|0;A=a+264|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+60|0;e=a+268|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;f[a+64>>2]=s;f[a+68>>2]=t;f[a+72>>2]=u;f[a+76>>2]=v;f[a+80>>2]=w;f[a+84>>2]=x;f[a+88>>2]=i;f[a+92>>2]=j;f[a+96>>2]=k;f[a+100>>2]=l;f[a+104>>2]=m;f[a+108>>2]=n;f[a+112>>2]=o;f[a+116>>2]=p;f[a+120>>2]=q;f[a+124>>2]=r;f[a+128>>2]=g;f[a+132>>2]=b;f[a+136>>2]=d;f[a+140>>2]=c;a=y+80|0;return a|0}function aO(a){a=a|0;return a+4|0}function bO(a){a=a|0;f[a>>2]=21928;dO(a+4|0);return}function cO(a){a=a|0;yf()}function dO(a){a=a|0;var b=0,c=0,d=0;b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}d=f[a+12>>2]|0;if(d|0){b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function eO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function fO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21976;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b);sOb(a);return}function gO(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=e;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=c+4|0;l=a+4|0;i=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-2-g|0)>>>1)<<1)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-g>>1>>>0<n>>>0){if((n|0)<0)vd();c=c-g|0;g=pOb(n<<1)|0;if((c|0)>0)bQb(g|0,i|0,c|0)|0;f[l>>2]=g;f[k>>2]=g+(c>>1<<1);f[j>>2]=g+(n<<1);if(i|0)sOb(i)}else if(!n){n=e;return n|0}a=a+20|0;g=0;while(1){if((m-e|0)<2){e=0;c=18;break}i=h[e>>0]|h[e+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;e=e+2|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){d[c>>1]=i;f[k>>2]=c+2}else nO(l,a);g=g+1|0;if(g>>>0>=n>>>0){c=18;break}}if((c|0)==18)return e|0;return 0}function hO(a){a=a|0;return a+4|0}function iO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function jO(a){a=a|0;yf()}function kO(a){a=a|0;sOb(a);return}function lO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<2){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8;b[d>>0]=a;b[d+1>>0]=a>>8;d=c+2|0;return d|0}function mO(a){a=a|0;return a+4|0}function nO(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=a+4|0;k=f[a>>2]|0;l=(f[h>>2]|0)-k|0;g=l>>1;c=g+1|0;if((l|0)<-2)AMb(a);m=a+8|0;e=(f[m>>2]|0)-k|0;e=e>>1>>>0<1073741823?(e>>>0<c>>>0?c:e):2147483647;do if(!e){i=0;j=0}else if((e|0)<0)vd();else{j=pOb(e<<1)|0;i=j;break}while(0);c=i+(g<<1)|0;d[c>>1]=d[b>>1]|0;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=i;f[h>>2]=c+2;f[m>>2]=i+(e<<1);if(!k)return;sOb(k);return}function oO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function pO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22048;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function qO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else xO(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function rO(a){a=a|0;return a+4|0}function sO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function tO(a){a=a|0;yf()}function uO(a){a=a|0;sOb(a);return}function vO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function wO(a){a=a|0;return a+4|0}function xO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function yO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zO(c,a);fd(f[64564]|0);f[64564]=f[c>>2];f[c>>2]=0;fd(0);u=b;return}function zO(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+32|0;m=t;k=t+16|0;o=pd()|0;f[a>>2]=o;o=gd(88647)|0;p=gd(88660)|0;q=gd(88672)|0;r=id(88684)|0;s=id(88692)|0;l=id(88700)|0;e=f[c>>2]|0;d=e>>>2;e=((f[c+4>>2]|0)-e>>2)+d|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}i=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(i|0,r|0,88717,k|0,m|0);d=~~v>>>0;i=d;rd(f[k>>2]|0);kd(i|0);f[m>>2]=d;d=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;e=od(88708)|0;sd(h|0,e|0,d|0);fd(e|0);fd(d|0);fd(i|0);i=f[c+12>>2]|0;d=f[c+16>>2]|0;e=i;if((i|0)!=(d|0)){g=e>>>1;d=(d-e>>1)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}h=f[64588]|0;f[m>>2]=g;f[m+8>>2]=d;v=+ed(h|0,s|0,88717,k|0,m|0);h=~~v>>>0;i=h;rd(f[k>>2]|0);kd(i|0);f[m>>2]=h;h=md(p|0,1,22088,m|0)|0;e=f[a>>2]|0;g=od(88726)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);fd(i|0)}h=nd()|0;i=m+8|0;g=f[c+24>>2]|0;d=f[c+28>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=0;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=0;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+36>>2]|0;d=f[c+40>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=1;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=1;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+48>>2]|0;d=f[c+52>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=2;i=td(17744,m|0)|0;sd(h|0,i|0,2);fd(i|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);g=~~v>>>0;i=g;rd(f[k>>2]|0);kd(i|0);f[m>>2]=g;g=md(q|0,1,22088,m|0)|0;f[m>>2]=2;e=td(17744,m|0)|0;sd(h|0,e|0,g|0);fd(e|0);fd(g|0);fd(i|0)}i=f[a>>2]|0;d=od(88734)|0;sd(i|0,d|0,h|0);fd(d|0);fd(h|0);d=c+60|0;do if(+n[d>>2]!=1.0)j=31;else if(+n[c+64>>2]!=0.0)j=31;else if(+n[c+68>>2]!=0.0)j=31;else if(+n[c+72>>2]!=0.0)j=31;else if(+n[c+76>>2]!=0.0)j=31;else if(+n[c+80>>2]!=1.0)j=31;else if(+n[c+84>>2]!=0.0)j=31;else if(+n[c+88>>2]!=0.0)j=31;else if(+n[c+92>>2]!=0.0)j=31;else if(+n[c+96>>2]!=0.0)j=31;else if(+n[c+100>>2]!=1.0)j=31;else if(+n[c+104>>2]!=0.0)j=31;else if(+n[c+108>>2]!=0.0)j=31;else if(+n[c+112>>2]!=0.0)j=31;else{if(+n[c+116>>2]!=0.0){j=31;break}if(+n[c+120>>2]!=1.0)j=31}while(0);if((j|0)==31){d=d>>>2;e=d+16|0;if(!(b[255592]|0))if(MPb(255592)|0){j=hd(3,22092)|0;f[64588]=j}h=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(h|0,r|0,88717,k|0,m|0);h=~~v>>>0;j=h;rd(f[k>>2]|0);kd(j|0);f[m>>2]=h;k=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;i=od(88743)|0;sd(h|0,i|0,k|0);fd(i|0);fd(k|0);fd(j|0)}d=pd()|0;g=c+136|0;e=f[g>>2]|0;if(!(e&2)){if(e&1|0){k=od(88759)|0;j=od(88784)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}}else{k=od(88759)|0;j=od(88767)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}j=(f[g>>2]|0)>>>2&1;k=od(88794)|0;f[m>>2]=j;j=td(17688,m|0)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0);k=(f[g>>2]|0)>>>16&1;j=od(88805)|0;f[m>>2]=k;k=td(17688,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88816)|0;sd(j|0,k|0,d|0);fd(k|0);fd(d|0);k=lMa(g)|0;d=f[a>>2]|0;j=od(88824)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88831)|0;f[m>>2]=3;d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[g>>2]&4096|0?6:3;d=f[a>>2]|0;j=od(88844)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[g>>2]|0;k=f[a>>2]|0;d=od(88853)|0;f[m>>2]=(j&4096|0?6:3)+(j>>>12&2);j=td(17744,m|0)|0;sd(k|0,d|0,j|0);fd(j|0);fd(d|0);d=f[a>>2]|0;j=od(88866)|0;f[m>>2]=f[c+124>>2];k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88882)|0;f[m>>2]=f[c+128>>2];d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[a>>2]|0;d=od(88898)|0;f[m>>2]=f[c+132>>2];c=td(17744,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0;if(d&8){k=f[a>>2]|0;d=od(88915)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&16){k=f[a>>2]|0;d=od(88927)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&32){k=f[a>>2]|0;d=od(88935)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&64){k=f[a>>2]|0;d=od(88947)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&128){k=f[a>>2]|0;d=od(88959)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&256){k=f[a>>2]|0;d=od(88967)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&512){k=f[a>>2]|0;d=od(88979)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&1024){k=f[a>>2]|0;d=od(88992)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(!(d&2048)){fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}c=f[a>>2]|0;a=od(89001)|0;f[m>>2]=1;m=td(17688,m|0)|0;sd(c|0,a|0,m|0);fd(m|0);fd(a|0);fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}function AO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262861;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262861)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262861)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BO(a){a=a|0;sOb(a);return}function CO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return b|0}function DO(a,b){a=a|0;b=b|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return}function EO(a){a=a|0;return}function FO(a){a=a|0;sOb(a);return}function GO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89204?a+4|0:0)|0}function IO(a){a=a|0;return 4384}function JO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KO(a){a=a|0;sOb(a);return}function LO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MO(a){a=a|0;return a+4|0}function NO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function OO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262862;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262862)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262862)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PO(a){a=a|0;sOb(a);return}function QO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return b|0}function RO(a,b){a=a|0;b=b|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return}function SO(a){a=a|0;return}function TO(a){a=a|0;sOb(a);return}function UO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89695?a+4|0:0)|0}function WO(a){a=a|0;return 4456}function XO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YO(a){a=a|0;sOb(a);return}function ZO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function _O(a){a=a|0;return a+4|0}function $O(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function aP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262863;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262863)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262863)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function bP(a){a=a|0;sOb(a);return}function cP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return b|0}function dP(a,b){a=a|0;b=b|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return}function eP(a){a=a|0;return}function fP(a){a=a|0;sOb(a);return}function gP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function hP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90168?a+4|0:0)|0}function iP(a){a=a|0;return 4528}function jP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function kP(a){a=a|0;sOb(a);return}function lP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<48){c=0;return c|0}a=a+8|0;d=c;e=a+48|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+48|0;return c|0}function mP(a){a=a|0;return a+8|0}function nP(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(48)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];f[c>>2]=d;a=td(4584,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function oP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262864;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262864)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262864)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pP(a){a=a|0;sOb(a);return}function qP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return b|0}function rP(a,b){a=a|0;b=b|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return}function sP(a){a=a|0;return}function tP(a){a=a|0;sOb(a);return}function uP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90609?a+4|0:0)|0}function wP(a){a=a|0;return 4608}function xP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yP(a){a=a|0;sOb(a);return}function zP(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function AP(a){a=a|0;return a+4|0}function BP(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function CP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262865;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262865)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262865)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function DP(a){a=a|0;sOb(a);return}function EP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return b|0}function FP(a,b){a=a|0;b=b|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return}function GP(a){a=a|0;return}function HP(a){a=a|0;sOb(a);return}function IP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function JP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91105?a+4|0:0)|0}function KP(a){a=a|0;return 4688}function LP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function MP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function NP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function OP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0;e=a+28|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}g=c;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+32|0;j=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=j;d=a+12|0;j=a+36|0;i=f[d>>2]|0;f[d>>2]=f[j>>2];f[j>>2]=i;j=a+16|0;i=a+40|0;d=f[j>>2]|0;f[j>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=e;f[i+4>>2]=g;i=c+8|0;return i|0}function PP(a){a=a|0;return a+4|0}function QP(a){a=a|0;var b=0,c=0;f[a>>2]=22452;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function RP(a){a=a|0;yf()}function SP(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TP(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(4728,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);IG(e,b+4|0);g=od(91327)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+16|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function UP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262866;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262866)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262866)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VP(a){a=a|0;sOb(a);return}function WP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return b|0}function XP(a,b){a=a|0;b=b|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return}function YP(a){a=a|0;return}function ZP(a){a=a|0;sOb(a);return}function _P(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $P(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91551?a+4|0:0)|0}function aQ(a){a=a|0;return 4752}function bQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cQ(a){a=a|0;sOb(a);return}function dQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<1){c=0;return c|0}e=c+1|0;if((d-e|0)<8){c=0;return c|0}d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[a+4>>0]=b[c>>0]|0;a=a+8|0;f[a>>2]=d;f[a+4>>2]=e;c=c+9|0;return c|0}function eQ(a){a=a|0;return a+4|0}function fQ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;gQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function gQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;a=od(83077)|0;f[e>>2]=h[b>>0];g=td(4792,e|0)|0;sd(d|0,a|0,g|0);fd(g|0);fd(a|0);hQ(e,b+4|0);a=od(91776)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function hQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262867;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262867)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262867)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jQ(a){a=a|0;sOb(a);return}function kQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return b|0}function lQ(a,b){a=a|0;b=b|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return}function mQ(a){a=a|0;return}function nQ(a){a=a|0;sOb(a);return}function oQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91985?a+4|0:0)|0}function qQ(a){a=a|0;return 4816}function rQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sQ(a){a=a|0;sOb(a);return}function tQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function uQ(a){a=a|0;return a+8|0}function vQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(4872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function wQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262868;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262868)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262868)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function xQ(a){a=a|0;sOb(a);return}function yQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return b|0}function zQ(a,b){a=a|0;b=b|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return}function AQ(a){a=a|0;return}function BQ(a){a=a|0;sOb(a);return}function CQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function DQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92445?a+4|0:0)|0}function EQ(a){a=a|0;return 4896}function FQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function GQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(24)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[d+16>>2]=f[a+16>>2];f[d+20>>2]=f[a+20>>2];f[c>>2]=d;a=td(1112,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function HQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262869;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262869)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262869)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function IQ(a){a=a|0;sOb(a);return}function JQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return b|0}function KQ(a,b){a=a|0;b=b|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return}function LQ(a){a=a|0;return}function MQ(a){a=a|0;sOb(a);return}function NQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function OQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92687?a+4|0:0)|0}function PQ(a){a=a|0;return 4920}function QQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function RQ(a){a=a|0;sOb(a);return}function SQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0.0,m=0,n=0,o=0,q=0,r=0,t=0,v=0;v=u;u=u+992|0;e=v+952|0;h=v+920|0;k=v+888|0;r=v+752|0;t=v;f[e>>2]=22748;f[h>>2]=22748;f[k>>2]=22748;f[r>>2]=22772;if((d-c|0)<1){t=0;u=v;return t|0}q=b[c>>0]|0;g=c+1|0;if((d-g|0)<24){t=0;u=v;return t|0}o=e+8|0;m=o;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+25|0;if((d-g|0)<24){t=0;u=v;return t|0}n=h+8|0;m=n;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+49|0;if((d-g|0)<24){t=0;u=v;return t|0}h=k+8|0;m=h;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));e=c+73|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];l=+p[s>>3];e=c+81|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+89|0;if((d-e|0)<8){t=0;u=v;return t|0}g=c+97|0;if((d-g|0)<128){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];d=r+8|0;m=d;e=m+128|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));aAa(t,q,o,n,h,l,j,i);a=a+8|0;VQ(a,t)|0;UAa(a,d);t=c+225|0;u=v;return t|0}function TQ(a){a=a|0;return a+8|0}function UQ(a){a=a|0;yf()}function VQ(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;e=u;u=u+912|0;b[a>>0]=b[c>>0]|0;i=+p[(c+8|0)>>3];p[(c+8|0)>>3]=+p[(a+8|0)>>3];p[(a+8|0)>>3]=i;i=+p[(c+16|0)>>3];p[(c+16|0)>>3]=+p[(a+16|0)>>3];p[(a+16|0)>>3]=i;i=+p[(c+24|0)>>3];p[(c+24|0)>>3]=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[(c+32|0)>>3];p[(c+32|0)>>3]=+p[(a+32|0)>>3];p[(a+32|0)>>3]=i;i=+p[(c+40|0)>>3];p[(c+40|0)>>3]=+p[(a+40|0)>>3];p[(a+40|0)>>3]=i;i=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=i;i=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=i;i=+p[(c+64|0)>>3];p[(c+64|0)>>3]=+p[(a+64|0)>>3];p[(a+64|0)>>3]=i;i=+p[(c+72|0)>>3];p[(c+72|0)>>3]=+p[(a+72|0)>>3];p[(a+72|0)>>3]=i;i=+p[(c+80|0)>>3];p[(c+80|0)>>3]=+p[(a+80|0)>>3];p[(a+80|0)>>3]=i;i=+p[(c+88|0)>>3];p[(c+88|0)>>3]=+p[(a+88|0)>>3];p[(a+88|0)>>3]=i;i=+p[(c+96|0)>>3];p[(c+96|0)>>3]=+p[(a+96|0)>>3];p[(a+96|0)>>3]=i;i=+p[(c+104|0)>>3];p[(c+104|0)>>3]=+p[(a+104|0)>>3];p[(a+104|0)>>3]=i;i=+p[(c+112|0)>>3];p[(c+112|0)>>3]=+p[(a+112|0)>>3];p[(a+112|0)>>3]=i;i=+p[(c+120|0)>>3];p[(c+120|0)>>3]=+p[(a+120|0)>>3];p[(a+120|0)>>3]=i;i=+p[(c+128|0)>>3];p[(c+128|0)>>3]=+p[(a+128|0)>>3];p[(a+128|0)>>3]=i;i=+p[(c+136|0)>>3];p[(c+136|0)>>3]=+p[(a+136|0)>>3];p[(a+136|0)>>3]=i;i=+p[(c+144|0)>>3];p[(c+144|0)>>3]=+p[(a+144|0)>>3];p[(a+144|0)>>3]=i;i=+p[(c+152|0)>>3];p[(c+152|0)>>3]=+p[(a+152|0)>>3];p[(a+152|0)>>3]=i;i=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(a+160|0)>>3];p[(a+160|0)>>3]=i;i=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(a+168|0)>>3];p[(a+168|0)>>3]=i;i=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(a+176|0)>>3];p[(a+176|0)>>3]=i;i=+p[(c+184|0)>>3];p[(c+184|0)>>3]=+p[(a+184|0)>>3];p[(a+184|0)>>3]=i;i=+p[(c+192|0)>>3];p[(c+192|0)>>3]=+p[(a+192|0)>>3];p[(a+192|0)>>3]=i;i=+p[(c+200|0)>>3];p[(c+200|0)>>3]=+p[(a+200|0)>>3];p[(a+200|0)>>3]=i;d=a+208|0;g=c+208|0;h=d+40|0;do{f[d>>2]=f[g>>2];d=d+4|0;g=g+4|0}while((d|0)<(h|0));i=+p[(c+248|0)>>3];p[(c+248|0)>>3]=+p[(a+248|0)>>3];p[(a+248|0)>>3]=i;i=+p[(c+256|0)>>3];p[(c+256|0)>>3]=+p[(a+256|0)>>3];p[(a+256|0)>>3]=i;i=+p[(c+264|0)>>3];p[(c+264|0)>>3]=+p[(a+264|0)>>3];p[(a+264|0)>>3]=i;i=+p[(c+272|0)>>3];p[(c+272|0)>>3]=+p[(a+272|0)>>3];p[(a+272|0)>>3]=i;i=+p[(c+280|0)>>3];p[(c+280|0)>>3]=+p[(a+280|0)>>3];p[(a+280|0)>>3]=i;i=+p[(c+288|0)>>3];p[(c+288|0)>>3]=+p[(a+288|0)>>3];p[(a+288|0)>>3]=i;i=+p[(c+296|0)>>3];p[(c+296|0)>>3]=+p[(a+296|0)>>3];p[(a+296|0)>>3]=i;i=+p[(c+304|0)>>3];p[(c+304|0)>>3]=+p[(a+304|0)>>3];p[(a+304|0)>>3]=i;i=+p[(c+312|0)>>3];p[(c+312|0)>>3]=+p[(a+312|0)>>3];p[(a+312|0)>>3]=i;i=+p[(c+320|0)>>3];p[(c+320|0)>>3]=+p[(a+320|0)>>3];p[(a+320|0)>>3]=i;i=+p[(c+328|0)>>3];p[(c+328|0)>>3]=+p[(a+328|0)>>3];p[(a+328|0)>>3]=i;i=+p[(c+336|0)>>3];p[(c+336|0)>>3]=+p[(a+336|0)>>3];p[(a+336|0)>>3]=i;i=+p[(c+344|0)>>3];p[(c+344|0)>>3]=+p[(a+344|0)>>3];p[(a+344|0)>>3]=i;i=+p[(c+352|0)>>3];p[(c+352|0)>>3]=+p[(a+352|0)>>3];p[(a+352|0)>>3]=i;i=+p[(c+360|0)>>3];p[(c+360|0)>>3]=+p[(a+360|0)>>3];p[(a+360|0)>>3]=i;i=+p[(c+368|0)>>3];p[(c+368|0)>>3]=+p[(a+368|0)>>3];p[(a+368|0)>>3]=i;h=f[(c+376|0)>>2]|0;f[(c+376|0)>>2]=f[(a+376|0)>>2];f[(a+376|0)>>2]=h;h=f[(c+380|0)>>2]|0;f[(c+380|0)>>2]=f[(a+380|0)>>2];f[(a+380|0)>>2]=h;h=f[(c+384|0)>>2]|0;f[(c+384|0)>>2]=f[(a+384|0)>>2];f[(a+384|0)>>2]=h;h=f[(c+388|0)>>2]|0;f[(c+388|0)>>2]=f[(a+388|0)>>2];f[(a+388|0)>>2]=h;h=f[(c+392|0)>>2]|0;f[(c+392|0)>>2]=f[(a+392|0)>>2];f[e+16>>2]=a;f[e+24>>2]=c;f[e+216>>2]=h;f[e+840>>2]=0;f[e+844>>2]=0;A$(e);G=f[e+840>>2]|0;D=f[e+844>>2]|0;H=+n[e+844>>2];f[e+840>>2]=0;f[e+844>>2]=0;if((G|0)==6){u=e;return D|0}u=e;return 0|0;return 0}function WQ(a){a=a|0;sOb(a);return}function XQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+8|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function YQ(a){a=a|0;return a+8|0}function ZQ(a){a=a|0;sOb(a);return}function _Q(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<128){c=0;return c|0}a=a+8|0;d=c;e=a+128|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+128|0;return c|0}function $Q(a){a=a|0;return a+8|0}function aR(a){a=a|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);bR(255600,a)|0;f[c>>2]=255600;c=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=c;fd(0);u=d;return}function bR(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return a|0}function cR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262870;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262870)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262870)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dR(a){a=a|0;sOb(a);return}function eR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return b|0}function fR(a,b){a=a|0;b=b|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return}function gR(a){a=a|0;return}function hR(a){a=a|0;sOb(a);return}function iR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93430?a+4|0:0)|0}function kR(a){a=a|0;return 5072}function lR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mR(a){a=a|0;sOb(a);return}function nR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function oR(a){a=a|0;return a+4|0}function pR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function qR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262871;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262871)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262871)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rR(a){a=a|0;sOb(a);return}function sR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return b|0}function tR(a,b){a=a|0;b=b|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return}function uR(a){a=a|0;return}function vR(a){a=a|0;sOb(a);return}function wR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93902?a+4|0:0)|0}function yR(a){a=a|0;return 5144}function zR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AR(a){a=a|0;sOb(a);return}function BR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function CR(a){a=a|0;return a+4|0}function DR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ER(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262872;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262872)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262872)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FR(a){a=a|0;sOb(a);return}function GR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return b|0}function HR(a,b){a=a|0;b=b|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return}function IR(a){a=a|0;return}function JR(a){a=a|0;sOb(a);return}function KR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94378?a+4|0:0)|0}function MR(a){a=a|0;return 5216}function NR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OR(a){a=a|0;sOb(a);return}function PR(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function QR(a){a=a|0;return a+4|0}function RR(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function SR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262873;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262873)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262873)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TR(a){a=a|0;sOb(a);return}function UR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return b|0}function VR(a,b){a=a|0;b=b|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return}function WR(a){a=a|0;return}function XR(a){a=a|0;sOb(a);return}function YR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94896?a+4|0:0)|0}function _R(a){a=a|0;return 5288}function $R(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[e>>2]=d;a=f[d>>2]|0;if(!a)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~((d+-32-a|0)>>>5)<<5);sOb(a);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function bS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b){sOb(a);return}h=a+8|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);sOb(a);return}function cS(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;if((c-b|0)<4){o=0;return o|0}o=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;n=a+4|0;i=f[n>>2]|0;m=a+8|0;d=f[m>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(i|0));rS(n,o);i=a+16|0;if(!o){o=b;return o|0}j=a+20|0;k=a+12|0;l=a+24|0;g=a+28|0;e=0;while(1){b=iS(i,b,c)|0;if(!b){b=0;d=15;break}d=f[m>>2]|0;if(d>>>0<(f[k>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[j>>2];f[a>>2]=f[l>>2];f[d+8>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[j>>2]=0;f[m>>2]=(f[m>>2]|0)+12}else sS(n,j);e=e+1|0;if(e>>>0>=o>>>0){d=15;break}}if((d|0)==15)return b|0;return 0}function dS(a){a=a|0;return a+4|0}function eS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-12|0;f[e>>2]=a;d=f[a>>2]|0;if(d){a=c+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function fS(a){a=a|0;yf()}function gS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function hS(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=23116;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function iS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;r=d;if((r-c|0)<4){s=0;return s|0}s=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;q=a+4|0;m=f[q>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-32-l|0)>>>5)<<5)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>5>>>0<s>>>0){if(s>>>0>134217727)vd();k=pOb(s<<5)|0;g=k+(e-l>>5<<5)|0;j=g;k=k+(s<<5)|0;if((c|0)==(m|0))c=j;else{i=c+-32|0;e=g;while(1){t=c;c=c+-32|0;p[e+-32>>3]=+p[c>>3];p[e+-24>>3]=+p[t+-24>>3];p[e+-16>>3]=+p[t+-16>>3];p[e+-8>>3]=+p[t+-8>>3];if((c|0)==(m|0))break;else e=e+-32|0}c=g+(~((i-l|0)>>>5)<<5)|0}f[q>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!s){t=d;return t|0}k=a+24|0;l=a+32|0;m=a+40|0;j=a+48|0;i=0;while(1){if((r-d|0)<32){d=0;c=20;break}c=k;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c+16>>2]=f[k+16>>2];f[c+20>>2]=f[k+20>>2];f[c+24>>2]=f[k+24>>2];f[c+28>>2]=f[k+28>>2];p[c>>3]=+p[k>>3];p[c+8>>3]=+p[l>>3];p[c+16>>3]=+p[m>>3];p[c+24>>3]=+p[j>>3];f[o>>2]=(f[o>>2]|0)+32}else qS(q,k);i=i+1|0;if(i>>>0>=s>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function jS(a){a=a|0;return a+4|0}function kS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function lS(a){a=a|0;yf()}function mS(a){a=a|0;return}function nS(a){a=a|0;sOb(a);return}function oS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+8|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function pS(a){a=a|0;return a+8|0}function qS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>5;c=h+1|0;j=m;if(c>>>0>134217727)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>4;e=i>>5>>>0<67108863?(e>>>0<c>>>0?c:e):134217727;do if(!e)g=0;else if(e>>>0>134217727)vd();else{g=pOb(e<<5)|0;break}while(0);c=g+(h<<5)|0;i=g+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];p[c>>3]=+p[b>>3];p[g+(h<<5)+8>>3]=+p[b+8>>3];p[g+(h<<5)+16>>3]=+p[b+16>>3];p[g+(h<<5)+24>>3]=+p[b+24>>3];g=c+32|0;if((d|0)!=(j|0)){b=d+-32-m|0;e=c;while(1){h=d;d=d+-32|0;p[e+-32>>3]=+p[d>>3];p[e+-24>>3]=+p[h+-24>>3];p[e+-16>>3]=+p[h+-16>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-32|0}c=c+(~(b>>>5)<<5)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function rS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function sS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function tS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uS(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k;g=(f[b+4>>2]|0)-(f[b>>2]|0)|0;i=(g|0)/12|0;j=nd()|0;f[a>>2]=j;if(!g){u=k;return}e=0;do{c=f[b>>2]|0;a=c+(e*12|0)|0;c=(f[c+(e*12|0)+4>>2]|0)-(f[a>>2]|0)>>5;d=nd()|0;if(c|0){g=0;do{m=f[a>>2]|0;l=pOb(32)|0;p[l>>3]=+p[m+(g<<5)>>3];p[l+8>>3]=+p[m+(g<<5)+8>>3];p[l+16>>3]=+p[m+(g<<5)+16>>3];p[l+24>>3]=+p[m+(g<<5)+24>>3];f[h>>2]=l;l=td(5528,h|0)|0;f[h>>2]=g;m=td(17744,h|0)|0;sd(d|0,m|0,l|0);fd(m|0);fd(l|0);g=g+1|0}while((g|0)!=(c|0))}f[h>>2]=e;m=td(17744,h|0)|0;sd(j|0,m|0,d|0);fd(m|0);fd(d|0);e=e+1|0}while(e>>>0<i>>>0);u=k;return}function vS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262874;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262874)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262874)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wS(a){a=a|0;sOb(a);return}function xS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return b|0}function yS(a,b){a=a|0;b=b|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return}function zS(a){a=a|0;return}function AS(a){a=a|0;sOb(a);return}function BS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96441?a+4|0:0)|0}function DS(a){a=a|0;return 5560}function ES(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262875;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262875)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262875)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HS(a){a=a|0;sOb(a);return}function IS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return b|0}function JS(a,b){a=a|0;b=b|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return}function KS(a){a=a|0;return}function LS(a){a=a|0;sOb(a);return}function MS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96709?a+4|0:0)|0}function OS(a){a=a|0;return 5584}function PS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QS(a){a=a|0;sOb(a);return}function RS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<56){c=0;return c|0}a=a+8|0;d=c;e=a+56|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+56|0;return c|0}function SS(a){a=a|0;return a+8|0}function TS(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(56)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];p[d+48>>3]=+p[a+48>>3];f[c>>2]=d;a=td(5640,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function US(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262876;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262876)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262876)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VS(a){a=a|0;sOb(a);return}function WS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return b|0}function XS(a,b){a=a|0;b=b|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return}function YS(a){a=a|0;return}function ZS(a){a=a|0;sOb(a);return}function _S(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $S(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97136?a+4|0:0)|0}function aT(a){a=a|0;return 5664}function bT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cT(a){a=a|0;sOb(a);return}function dT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function eT(a){a=a|0;return a+4|0}function fT(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function gT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262877;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262877)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262877)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function hT(a){a=a|0;sOb(a);return}function iT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return b|0}function jT(a,b){a=a|0;b=b|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return}function kT(a){a=a|0;return}function lT(a){a=a|0;sOb(a);return}function mT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function nT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97523?a+4|0:0)|0}function oT(a){a=a|0;return 5736}function pT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function qT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function rT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262878;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262878)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262878)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sT(a){a=a|0;sOb(a);return}function tT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return b|0}function uT(a,b){a=a|0;b=b|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return}function vT(a){a=a|0;return}function wT(a){a=a|0;sOb(a);return}function xT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97803?a+4|0:0)|0}function zT(a){a=a|0;return 5760}function AT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BT(a){a=a|0;sOb(a);return}function CT(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function DT(a){a=a|0;return a+4|0}function ET(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function FT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262879;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262879)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262879)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function GT(a){a=a|0;sOb(a);return}function HT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return b|0}function IT(a,b){a=a|0;b=b|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return}function JT(a){a=a|0;return}function KT(a){a=a|0;sOb(a);return}function LT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function MT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98279?a+4|0:0)|0}function NT(a){a=a|0;return 5832}function OT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function PT(a){a=a|0;sOb(a);return}function QT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function RT(a){a=a|0;return a+4|0}function ST(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function TT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262880;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262880)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262880)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function UT(a){a=a|0;sOb(a);return}function VT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return b|0}function WT(a,b){a=a|0;b=b|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return}function XT(a){a=a|0;return}function YT(a){a=a|0;sOb(a);return}function ZT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _T(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98754?a+4|0:0)|0}function $T(a){a=a|0;return 5904}function aU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function bU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262881;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262881)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262881)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dU(a){a=a|0;sOb(a);return}function eU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return b|0}function fU(a,b){a=a|0;b=b|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return}function gU(a){a=a|0;return}function hU(a){a=a|0;sOb(a);return}function iU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99034?a+4|0:0)|0}function kU(a){a=a|0;return 5928}function lU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mU(a){a=a|0;sOb(a);return}function nU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oU(a){a=a|0;return a+4|0}function pU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function qU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262882;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262882)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262882)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rU(a){a=a|0;sOb(a);return}function sU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return b|0}function tU(a,b){a=a|0;b=b|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return}function uU(a){a=a|0;return}function vU(a){a=a|0;sOb(a);return}function wU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99510?a+4|0:0)|0}function yU(a){a=a|0;return 6e3}function zU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function BU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262883;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262883)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262883)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CU(a){a=a|0;sOb(a);return}function DU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return b|0}function EU(a,b){a=a|0;b=b|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return}function FU(a){a=a|0;return}function GU(a){a=a|0;sOb(a);return}function HU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99791?a+4|0:0)|0}function JU(a){a=a|0;return 6024}function KU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LU(a){a=a|0;sOb(a);return}function MU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NU(a){a=a|0;return a+4|0}function OU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262884;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262884)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262884)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QU(a){a=a|0;sOb(a);return}function RU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return b|0}function SU(a,b){a=a|0;b=b|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return}function TU(a){a=a|0;return}function UU(a){a=a|0;sOb(a);return}function VU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100266?a+4|0:0)|0}function XU(a){a=a|0;return 6096}function YU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_U(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _U(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $U(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262885;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262885)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262885)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aV(a){a=a|0;sOb(a);return}function bV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return b|0}function cV(a,b){a=a|0;b=b|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return}function dV(a){a=a|0;return}function eV(a){a=a|0;sOb(a);return}function fV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100546?a+4|0:0)|0}function hV(a){a=a|0;return 6120}function iV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jV(a){a=a|0;sOb(a);return}function kV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function lV(a){a=a|0;return a+4|0}function mV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function nV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262886;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262886)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262886)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oV(a){a=a|0;sOb(a);return}function pV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return b|0}function qV(a,b){a=a|0;b=b|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return}function rV(a){a=a|0;return}function sV(a){a=a|0;sOb(a);return}function tV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function uV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101021?a+4|0:0)|0}function vV(a){a=a|0;return 6192}function wV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function xV(a){a=a|0;sOb(a);return}function yV(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function zV(a){a=a|0;return a+4|0}function AV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function BV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262887;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262887)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262887)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CV(a){a=a|0;sOb(a);return}function DV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return b|0}function EV(a,b){a=a|0;b=b|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return}function FV(a){a=a|0;return}function GV(a){a=a|0;sOb(a);return}function HV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101493?a+4|0:0)|0}function JV(a){a=a|0;return 6264}function KV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LV(a){a=a|0;sOb(a);return}function MV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NV(a){a=a|0;return a+4|0}function OV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262888;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262888)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262888)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QV(a){a=a|0;sOb(a);return}function RV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return b|0}function SV(a,b){a=a|0;b=b|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return}function TV(a){a=a|0;return}function UV(a){a=a|0;sOb(a);return}function VV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101968?a+4|0:0)|0}function XV(a){a=a|0;return 6336}function YV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function _V(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262889;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262889)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262889)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $V(a){a=a|0;sOb(a);return}function aW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return b|0}function bW(a,b){a=a|0;b=b|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return}function cW(a){a=a|0;return}function dW(a){a=a|0;sOb(a);return}function eW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102248?a+4|0:0)|0}function gW(a){a=a|0;return 6360}function hW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function jW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262890;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262890)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262890)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function kW(a){a=a|0;sOb(a);return}function lW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return b|0}function mW(a,b){a=a|0;b=b|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return}function nW(a){a=a|0;return}function oW(a){a=a|0;sOb(a);return}function pW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function qW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102529?a+4|0:0)|0}function rW(a){a=a|0;return 6384}function sW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function tW(a){a=a|0;sOb(a);return}function uW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vW(a){a=a|0;return a+4|0}function wW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262891;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262891)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262891)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yW(a){a=a|0;sOb(a);return}function zW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return b|0}function AW(a,b){a=a|0;b=b|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return}function BW(a){a=a|0;return}function CW(a){a=a|0;sOb(a);return}function DW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103005?a+4|0:0)|0}function FW(a){a=a|0;return 6456}function GW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function IW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262892;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262892)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262892)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function JW(a){a=a|0;sOb(a);return}function KW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return b|0}function LW(a,b){a=a|0;b=b|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return}function MW(a){a=a|0;return}function NW(a){a=a|0;sOb(a);return}function OW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function PW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103287?a+4|0:0)|0}function QW(a){a=a|0;return 6480}function RW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function SW(a){a=a|0;sOb(a);return}function TW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function UW(a){a=a|0;return a+4|0}function VW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function WW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262893;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262893)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262893)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function XW(a){a=a|0;sOb(a);return}function YW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return b|0}function ZW(a,b){a=a|0;b=b|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return}function _W(a){a=a|0;return}function $W(a){a=a|0;sOb(a);return}function aX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function bX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103766?a+4|0:0)|0}function cX(a){a=a|0;return 6552}function dX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function eX(a){a=a|0;sOb(a);return}function fX(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function gX(a){a=a|0;return a+4|0}function hX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function iX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262894;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262894)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262894)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jX(a){a=a|0;sOb(a);return}function kX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return b|0}function lX(a,b){a=a|0;b=b|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return}function mX(a){a=a|0;return}function nX(a){a=a|0;sOb(a);return}function oX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104238?a+4|0:0)|0}function qX(a){a=a|0;return 6624}function rX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function tX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262895;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262895)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262895)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function uX(a){a=a|0;sOb(a);return}function vX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return b|0}function wX(a,b){a=a|0;b=b|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return}function xX(a){a=a|0;return}function yX(a){a=a|0;sOb(a);return}function zX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function AX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104519?a+4|0:0)|0}function BX(a){a=a|0;return 6648}function CX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function DX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function EX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262896;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262896)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262896)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FX(a){a=a|0;sOb(a);return}function GX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return b|0}function HX(a,b){a=a|0;b=b|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return}function IX(a){a=a|0;return}function JX(a){a=a|0;sOb(a);return}function KX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104800?a+4|0:0)|0}function MX(a){a=a|0;return 6672}function NX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function PX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262897;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262897)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262897)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QX(a){a=a|0;sOb(a);return}function RX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return b|0}function SX(a,b){a=a|0;b=b|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return}function TX(a){a=a|0;return}function UX(a){a=a|0;sOb(a);return}function VX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105082?a+4|0:0)|0}function XX(a){a=a|0;return 6696}function YX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _X(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262898;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262898)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262898)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $X(a){a=a|0;sOb(a);return}function aY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return b|0}function bY(a,b){a=a|0;b=b|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return}function cY(a){a=a|0;return}function dY(a){a=a|0;sOb(a);return}function eY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105365?a+4|0:0)|0}function gY(a){a=a|0;return 6720}function hY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iY(a){a=a|0;sOb(a);return}function jY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function kY(a){a=a|0;return a+4|0}function lY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function mY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262899;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262899)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262899)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function nY(a){a=a|0;sOb(a);return}function oY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return b|0}function pY(a,b){a=a|0;b=b|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return}function qY(a){a=a|0;return}function rY(a){a=a|0;sOb(a);return}function sY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function tY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105846?a+4|0:0)|0}function uY(a){a=a|0;return 6792}function vY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wY(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262900;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262900)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262900)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yY(a){a=a|0;sOb(a);return}function zY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return b|0}function AY(a,b){a=a|0;b=b|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return}function BY(a){a=a|0;return}function CY(a){a=a|0;sOb(a);return}function DY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106128?a+4|0:0)|0}function FY(a){a=a|0;return 6816}function GY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HY(a){a=a|0;sOb(a);return}function IY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function JY(a){a=a|0;return a+4|0}function KY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function LY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262901;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262901)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262901)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MY(a){a=a|0;sOb(a);return}function NY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return b|0}function OY(a,b){a=a|0;b=b|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return}function PY(a){a=a|0;return}function QY(a){a=a|0;sOb(a);return}function RY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106605?a+4|0:0)|0}function TY(a){a=a|0;return 6888}function UY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VY(a){a=a|0;sOb(a);return}function WY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function XY(a){a=a|0;return a+4|0}function YY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ZY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262902;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262902)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262902)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _Y(a){a=a|0;sOb(a);return}function $Y(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return b|0}function aZ(a,b){a=a|0;b=b|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return}function bZ(a){a=a|0;return}function cZ(a){a=a|0;sOb(a);return}function dZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107086?a+4|0:0)|0}function fZ(a){a=a|0;return 6960}function gZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hZ(a){a=a|0;sOb(a);return}function iZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function jZ(a){a=a|0;return a+4|0}function kZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function lZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262903;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262903)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262903)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mZ(a){a=a|0;sOb(a);return}function nZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return b|0}function oZ(a,b){a=a|0;b=b|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return}function pZ(a){a=a|0;return}function qZ(a){a=a|0;sOb(a);return}function rZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107551?a+4|0:0)|0}function tZ(a){a=a|0;return 7032}function uZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vZ(a){a=a|0;sOb(a);return}function wZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function xZ(a){a=a|0;return a+4|0}function yZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function zZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262904;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262904)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262904)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AZ(a){a=a|0;sOb(a);return}function BZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return b|0}function CZ(a,b){a=a|0;b=b|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return}function DZ(a){a=a|0;return}function EZ(a){a=a|0;sOb(a);return}function FZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107955?a+4|0:0)|0}function HZ(a){a=a|0;return 7104}function IZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JZ(a){a=a|0;sOb(a);return}function KZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function LZ(a){a=a|0;return a+4|0}function MZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function NZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262905;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262905)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262905)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function OZ(a){a=a|0;sOb(a);return}function PZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return b|0}function QZ(a,b){a=a|0;b=b|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return}function RZ(a){a=a|0;return}function SZ(a){a=a|0;sOb(a);return}function TZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function UZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108383?a+4|0:0)|0}function VZ(a){a=a|0;return 7176}function WZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function XZ(a){a=a|0;sOb(a);return}function YZ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZZ(a){a=a|0;return a+4|0}function _Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function $Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262906;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262906)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262906)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function a_(a){a=a|0;sOb(a);return}function b_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return b|0}function c_(a,b){a=a|0;b=b|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return}function d_(a){a=a|0;return}function e_(a){a=a|0;sOb(a);return}function f_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function g_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108860?a+4|0:0)|0}function h_(a){a=a|0;return 7248}function i_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function j_(a){a=a|0;sOb(a);return}function k_(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function l_(a){a=a|0;return a+4|0}function m_(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262907;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262907)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262907)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o_(a){a=a|0;sOb(a);return}function p_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return b|0}function q_(a,b){a=a|0;b=b|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return}function r_(a){a=a|0;return}function s_(a){a=a|0;sOb(a);return}function t_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109322?a+4|0:0)|0}function v_(a){a=a|0;return 7320}function w_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x_(a){a=a|0;sOb(a);return}function y_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function z_(a){a=a|0;return a+8|0}function A_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(7376,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function B_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262908;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262908)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262908)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C_(a){a=a|0;sOb(a);return}function D_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return b|0}function E_(a,b){a=a|0;b=b|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return}function F_(a){a=a|0;return}function G_(a){a=a|0;sOb(a);return}function H_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109728?a+4|0:0)|0}function J_(a){a=a|0;return 7400}function K_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L_(a){a=a|0;sOb(a);return}function M_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function N_(a){a=a|0;return a+4|0}function O_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;c=b;d=pOb(8)|0;g=a;e=f[g+4>>2]|0;a=d;f[a>>2]=f[g>>2];f[a+4>>2]=e;f[c>>2]=d;a=td(7456,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262909;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262909)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262909)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q_(a){a=a|0;sOb(a);return}function R_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return b|0}function S_(a,b){a=a|0;b=b|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return}function T_(a){a=a|0;return}function U_(a){a=a|0;sOb(a);return}function V_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110134?a+4|0:0)|0}function X_(a){a=a|0;return 7480}function Y_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(400,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function __(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262910;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262910)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262910)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $_(a){a=a|0;sOb(a);return}function a$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return b|0}function b$(a,b){a=a|0;b=b|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return}function c$(a){a=a|0;return}function d$(a){a=a|0;sOb(a);return}function e$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110380?a+4|0:0)|0}function g$(a){a=a|0;return 7504}function h$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i$(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(2968,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262911;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262911)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262911)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function k$(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;g=a+4|0;c=f[g>>2]|0;h=f[a>>2]|0;i=h+4|0;if((c|0)!=((f[i>>2]|0)-(f[h>>2]|0)>>2|0)){i=c;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}c=pOb(944)|0;dQb(c|0,0,944)|0;f[c>>2]=25364;f[c+60>>2]=0;f[c+64>>2]=0;f[c+68>>2]=0;f[c+56>>2]=25412;f[c+72>>2]=25460;f[c+276>>2]=0;f[c+280>>2]=0;f[c+284>>2]=0;f[c+272>>2]=25532;f[c+384>>2]=0;f[c+388>>2]=0;f[c+392>>2]=0;f[c+396>>2]=-1;b[c+496>>0]=0;f[c+288>>2]=25580;f[c+508>>2]=0;f[c+512>>2]=0;f[c+516>>2]=0;f[c+504>>2]=20568;f[c+520>>2]=18528;f[c+540>>2]=0;f[c+544>>2]=0;f[c+548>>2]=0;f[c+536>>2]=25628;b[c+672>>0]=0;f[c+552>>2]=25676;f[c+684>>2]=0;f[c+688>>2]=0;f[c+692>>2]=0;f[c+680>>2]=25700;b[c+936>>0]=0;f[c+696>>2]=25748;f[e>>2]=c;d=f[i>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=c;f[i>>2]=d+4}else t$(h,e);h=f[a>>2]|0;i=f[g>>2]|0;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}function l$(a){a=a|0;sOb(a);return}function m$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return b|0}function n$(a,b){a=a|0;b=b|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return}function o$(a){a=a|0;return}function p$(a){a=a|0;sOb(a);return}function q$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function r$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110646?a+4|0:0)|0}function s$(a){a=a|0;return 7528}function t$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function u$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25364;f[a+680>>2]=25724;b=f[a+684>>2]|0;if(b|0){c=a+688|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}f[a+536>>2]=25652;b=f[a+540>>2]|0;if(b|0){c=a+544|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}U$(a+272|0);f[a+56>>2]=25436;b=f[a+60>>2]|0;if(!b){f[a>>2]=25388;a=a+4|0;B$(a);return}c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);f[a>>2]=25388;a=a+4|0;B$(a);return}function v$(a){a=a|0;u$(a);sOb(a);return}function w$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+56|0;d=a+272|0;e=a+536|0;g=a+680|0;b=Sg[f[(f[h>>2]|0)+8>>2]&255](h,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){h=0;return h|0}h=a+4|0;c=a+60|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+8|0;g=a+64|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+12|0;h=a+68|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+16|0;c=a+276|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+20|0;g=a+280|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+24|0;h=a+284|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+28|0;c=a+540|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+32|0;g=a+544|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+36|0;h=a+548|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+40|0;c=a+684|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+44|0;g=a+688|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+48|0;h=a+692|0;a=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=a;h=b;return h|0}function x$(a){a=a|0;return a+4|0}function y$(a){a=a|0;f[a>>2]=25388;B$(a+4|0);return}function z$(a){a=a|0;yf()}function A$(a){a=a|0;var c=0,d=0,e=0,g=0.0;c=f[a+16>>2]|0;d=f[a+24>>2]|0;e=f[a+216>>2]|0;a:{f[(c+392|0)>>2]=e;e=f[(d+396|0)>>2]|0;f[(d+396|0)>>2]=f[(c+396|0)>>2];f[(c+396|0)>>2]=e;e=f[(d+400|0)>>2]|0;f[(d+400|0)>>2]=f[(c+400|0)>>2];f[(c+400|0)>>2]=e;e=f[(d+404|0)>>2]|0;f[(d+404|0)>>2]=f[(c+404|0)>>2];f[(c+404|0)>>2]=e;e=f[(d+408|0)>>2]|0;f[(d+408|0)>>2]=f[(c+408|0)>>2];f[(c+408|0)>>2]=e;e=f[(d+412|0)>>2]|0;f[(d+412|0)>>2]=f[(c+412|0)>>2];f[(c+412|0)>>2]=e;e=f[(d+416|0)>>2]|0;f[(d+416|0)>>2]=f[(c+416|0)>>2];f[(c+416|0)>>2]=e;e=f[(d+420|0)>>2]|0;f[(d+420|0)>>2]=f[(c+420|0)>>2];f[(c+420|0)>>2]=e;e=f[(d+424|0)>>2]|0;f[(d+424|0)>>2]=f[(c+424|0)>>2];f[(c+424|0)>>2]=e;e=f[(d+428|0)>>2]|0;f[(d+428|0)>>2]=f[(c+428|0)>>2];f[(c+428|0)>>2]=e;e=f[(d+432|0)>>2]|0;f[(d+432|0)>>2]=f[(c+432|0)>>2];f[(c+432|0)>>2]=e;e=f[(d+436|0)>>2]|0;f[(d+436|0)>>2]=f[(c+436|0)>>2];f[(c+436|0)>>2]=e;g=+p[(d+440|0)>>3];p[(d+440|0)>>3]=+p[(c+440|0)>>3];p[(c+440|0)>>3]=g;g=+p[(d+448|0)>>3];p[(d+448|0)>>3]=+p[(c+448|0)>>3];p[(c+448|0)>>3]=g;g=+p[(d+456|0)>>3];p[(d+456|0)>>3]=+p[(c+456|0)>>3];p[(c+456|0)>>3]=g;g=+p[(d+464|0)>>3];p[(d+464|0)>>3]=+p[(c+464|0)>>3];p[(c+464|0)>>3]=g;g=+p[(d+472|0)>>3];p[(d+472|0)>>3]=+p[(c+472|0)>>3];p[(c+472|0)>>3]=g;g=+p[(d+480|0)>>3];p[(d+480|0)>>3]=+p[(c+480|0)>>3];p[(c+480|0)>>3]=g;g=+p[(d+488|0)>>3];p[(d+488|0)>>3]=+p[(c+488|0)>>3];p[(c+488|0)>>3]=g;g=+p[(d+496|0)>>3];p[(d+496|0)>>3]=+p[(c+496|0)>>3];p[(c+496|0)>>3]=g;g=+p[(d+504|0)>>3];p[(d+504|0)>>3]=+p[(c+504|0)>>3];p[(c+504|0)>>3]=g;g=+p[(d+512|0)>>3];p[(d+512|0)>>3]=+p[(c+512|0)>>3];p[(c+512|0)>>3]=g;g=+p[(d+520|0)>>3];p[(d+520|0)>>3]=+p[(c+520|0)>>3];p[(c+520|0)>>3]=g;g=+p[(d+528|0)>>3];p[(d+528|0)>>3]=+p[(c+528|0)>>3];p[(c+528|0)>>3]=g;g=+p[(d+536|0)>>3];p[(d+536|0)>>3]=+p[(c+536|0)>>3];p[(c+536|0)>>3]=g;g=+p[(d+544|0)>>3];p[(d+544|0)>>3]=+p[(c+544|0)>>3];p[(c+544|0)>>3]=g;g=+p[(d+552|0)>>3];p[(d+552|0)>>3]=+p[(c+552|0)>>3];p[(c+552|0)>>3]=g;g=+p[(d+560|0)>>3];p[(d+560|0)>>3]=+p[(c+560|0)>>3];p[(c+560|0)>>3]=g;g=+p[(d+568|0)>>3];p[(d+568|0)>>3]=+p[(c+568|0)>>3];p[(c+568|0)>>3]=g;g=+p[(d+576|0)>>3];p[(d+576|0)>>3]=+p[(c+576|0)>>3];p[(c+576|0)>>3]=g;g=+p[(d+584|0)>>3];p[(d+584|0)>>3]=+p[(c+584|0)>>3];p[(c+584|0)>>3]=g;g=+p[(d+592|0)>>3];p[(d+592|0)>>3]=+p[(c+592|0)>>3];p[(c+592|0)>>3]=g;g=+p[(d+600|0)>>3];p[(d+600|0)>>3]=+p[(c+600|0)>>3];p[(c+600|0)>>3]=g;g=+p[(d+608|0)>>3];p[(d+608|0)>>3]=+p[(c+608|0)>>3];p[(c+608|0)>>3]=g;g=+p[(d+616|0)>>3];p[(d+616|0)>>3]=+p[(c+616|0)>>3];p[(c+616|0)>>3]=g;g=+p[(d+624|0)>>3];p[(d+624|0)>>3]=+p[(c+624|0)>>3];p[(c+624|0)>>3]=g;g=+p[(d+632|0)>>3];p[(d+632|0)>>3]=+p[(c+632|0)>>3];p[(c+632|0)>>3]=g;g=+p[(d+640|0)>>3];p[(d+640|0)>>3]=+p[(c+640|0)>>3];p[(c+640|0)>>3]=g;g=+p[(d+648|0)>>3];p[(d+648|0)>>3]=+p[(c+648|0)>>3];p[(c+648|0)>>3]=g;g=+p[(d+656|0)>>3];p[(d+656|0)>>3]=+p[(c+656|0)>>3];p[(c+656|0)>>3]=g;g=+p[(d+664|0)>>3];p[(d+664|0)>>3]=+p[(c+664|0)>>3];p[(c+664|0)>>3]=g;g=+p[(d+672|0)>>3];p[(d+672|0)>>3]=+p[(c+672|0)>>3];p[(c+672|0)>>3]=g;g=+p[(d+680|0)>>3];p[(d+680|0)>>3]=+p[(c+680|0)>>3];p[(c+680|0)>>3]=g;g=+p[(d+688|0)>>3];p[(d+688|0)>>3]=+p[(c+688|0)>>3];p[(c+688|0)>>3]=g;e=f[(d+696|0)>>2]|0;f[(d+696|0)>>2]=f[(c+696|0)>>2];f[(c+696|0)>>2]=e;e=f[(d+700|0)>>2]|0;f[(d+700|0)>>2]=f[(c+700|0)>>2];f[(c+700|0)>>2]=e;e=f[(d+704|0)>>2]|0;f[(d+704|0)>>2]=f[(c+704|0)>>2];f[(c+704|0)>>2]=e;e=f[(d+708|0)>>2]|0;f[(d+708|0)>>2]=f[(c+708|0)>>2];f[(c+708|0)>>2]=e;e=f[(d+712|0)>>2]|0;f[(d+712|0)>>2]=f[(c+712|0)>>2];f[(c+712|0)>>2]=e;e=f[(d+716|0)>>2]|0;f[(d+716|0)>>2]=f[(c+716|0)>>2];f[(c+716|0)>>2]=e;e=f[(d+720|0)>>2]|0;f[(d+720|0)>>2]=f[(c+720|0)>>2];f[(c+720|0)>>2]=e;e=f[(d+724|0)>>2]|0;f[(d+724|0)>>2]=f[(c+724|0)>>2];f[(c+724|0)>>2]=e;e=f[(d+728|0)>>2]|0;f[(d+728|0)>>2]=f[(c+728|0)>>2];f[(c+728|0)>>2]=e;f[(c+732|0)>>2]=f[(d+732|0)>>2];f[(c+732|0)+4>>2]=f[(d+732|0)+4>>2];f[(c+732|0)+8>>2]=f[(d+732|0)+8>>2];b[(c+732|0)+12>>0]=b[(d+732|0)+12>>0]|0;f[a+840>>2]=6;f[a+844>>2]=c|0;break a}}
+function msb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function nsb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;i=f[a>>2]|0;d=f[b>>2]|0;i=i+(((d-i|0)/192|0)*192|0)|0;b=f[c>>2]|0;if((b|0)==(d|0))return i|0;b=i+(((b-d|0)/192|0)*192|0)|0;h=a+4|0;g=f[h>>2]|0;if((b|0)==(g|0))c=i;else{c=i;do{d=c;a=b;e=d+36|0;do{f[d>>2]=f[a>>2];d=d+4|0;a=a+4|0}while((d|0)<(e|0));a=b+40|0;j=+p[a>>3];d=c+40|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+48|0;j=+p[d>>3];a=c+48|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+56|0;j=+p[a>>3];d=c+56|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+64|0;j=+p[d>>3];a=c+64|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+72|0;j=+p[a>>3];d=c+72|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+80|0;j=+p[d>>3];a=c+80|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=c+88|0;d=b+88|0;e=f[d>>2]|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=b+92|0;e=f[a>>2]|0;d=c+92|0;f[a>>2]=f[d>>2];f[d>>2]=e;d=b+96|0;e=f[d>>2]|0;a=c+96|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=c+100|0;e=b+100|0;d=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+104|0;d=f[a>>2]|0;e=c+104|0;f[a>>2]=f[e>>2];f[e>>2]=d;e=b+108|0;d=f[e>>2]|0;a=c+108|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+112|0;j=+p[a>>3];d=c+112|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+120|0;j=+p[d>>3];a=c+120|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+128|0;j=+p[a>>3];d=c+128|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+136|0;j=+p[d>>3];a=c+136|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+144|0;j=+p[a>>3];d=c+144|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+152|0;j=+p[d>>3];a=c+152|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+160|0;j=+p[a>>3];d=c+160|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+168|0;j=+p[d>>3];a=c+168|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+176|0;j=+p[a>>3];d=c+176|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+184|0;a=f[d+4>>2]|0;e=c+184|0;f[e>>2]=f[d>>2];f[e+4>>2]=a;b=b+192|0;c=c+192|0}while((b|0)!=(g|0));b=f[h>>2]|0}if((b|0)==(c|0))return i|0;f[h>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);return i|0}function osb(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0;N=0;na=u;u=u+3632|0;a:while(1){l=c;Y=c+-208|0;B=c+-416|0;C=c+-24|0;M=c+-16|0;Z=c+-172|0;_=c+-168|0;$=c+-164|0;S=c+-160|0;T=c+-156|0;U=c+-152|0;V=c+-144|0;W=c+-136|0;X=c+-128|0;ea=c+-120|0;aa=c+-116|0;ba=c+-112|0;ca=c+-108|0;fa=c+-88|0;ga=c+-80|0;ha=c+-72|0;ia=c+-64|0;ja=c+-56|0;ka=c+-48|0;la=c+-40|0;ma=c+-32|0;da=c+-24|0;i=a;while(1){R=i;b:while(1){m=R;switch((l-m|0|0)/208|0|0){case 2:{N=5;break a}case 3:{N=15;break a}case 4:{N=16;break a}case 5:{N=17;break a}case 1:case 0:{N=144;break a}default:{}}if((l-m|0|0)<1456){N=19;break a}o=R+((((l-m|0)>>>0)/416|0)*208|0)|0;if((l-m|0|0)>207792)j=Dsb(R,R+((((l-m|0)>>>0)/832|0)*208|0)|0,o,o+((((l-m|0)>>>0)/832|0)*208|0)|0,Y)|0;else j=Bsb(R,o,Y)|0;z=R+184|0;g=~~+p[z>>3]>>>0;A=R+((((l-m|0)>>>0)/416|0)*208|0)+184|0;h=~~+p[A>>3]>>>0;if(g>>>0<h>>>0){F=Y;I=j;break}if(g>>>0<=h>>>0){d=+p[R+192>>3];e=+p[R+((((l-m|0)>>>0)/416|0)*208|0)+192>>3];if(d<e){F=Y;I=j;break}if(!(d>e))if(gub(R,o)|0){F=Y;I=j;break}}f[na+312>>2]=E;f[na+392>>2]=R;f[na+600>>2]=aa;f[na+648>>2]=ba;f[na+688>>2]=ca;f[na+824>>2]=da;f[na+832>>2]=S;f[na+864>>2]=T;f[na+888>>2]=U;f[na+920>>2]=V;f[na+944>>2]=W;f[na+968>>2]=X;f[na+1016>>2]=ea;f[na+1032>>2]=fa;f[na+1064>>2]=ga;f[na+1096>>2]=ha;f[na+1152>>2]=l;f[na+1160>>2]=ia;f[na+1216>>2]=ja;f[na+1280>>2]=ka;f[na+1312>>2]=la;f[na+1360>>2]=ma;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+1496>>2]=z;f[na+1512>>2]=A;f[na+1600>>2]=Y;f[na+2024>>2]=B;f[na+2280>>2]=K;f[na+2496>>2]=C;f[na+2936>>2]=M;f[na+3288>>2]=Z;f[na+3352>>2]=_;f[na+3376>>2]=$;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3504>>2]=0;f[na+3508>>2]=0;utb(na);E=f[na+312>>2]|0;R=f[na+392>>2]|0;K=f[na+2280>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3504>>2]|0;D=f[na+3508>>2]|0;H=+n[na+3508>>2];f[na+3504>>2]=0;f[na+3508>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 7:break a}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 8:continue b}}f[na+288>>2]=i;f[na+312>>2]=E;f[na+336>>2]=j;f[na+352>>2]=c;f[na+392>>2]=R;f[na+440>>2]=F;f[na+464>>2]=I;f[na+536>>2]=J;f[na+1152>>2]=l;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+2280>>2]=K;f[na+3304>>2]=L;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3496>>2]=0;f[na+3500>>2]=0;ttb(na);i=f[na+288>>2]|0;F=f[na+440>>2]|0;I=f[na+464>>2]|0;J=f[na+536>>2]|0;L=f[na+3304>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3496>>2]|0;D=f[na+3500>>2]|0;H=+n[na+3500>>2];f[na+3496>>2]=0;f[na+3500>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((N|0)==142){N=0;osb(J+208|0,c);a=R;c=J;continue}else if((N|0)==143){N=0;if(L){N=144;break}else{a=R;c=J;continue}}}a=1;if(a)if((N|0)==5){a=~~+p[C>>3]>>>0;c=~~+p[R+184>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=na;return}d=+p[M>>3];e=+p[R+192>>3];if(!(d<e)){if(d>e){u=na;return}if(!(gub(Y,R)|0)){u=na;return}}}O=na+24|0;P=R;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));a=f[R+36>>2]|0;c=f[R+40>>2]|0;g=f[R+44>>2]|0;h=f[R+48>>2]|0;i=f[R+52>>2]|0;j=f[R+56>>2]|0;d=+p[R+64>>3];e=+p[R+72>>3];k=+p[R+80>>3];O=R+88|0;l=f[O>>2]|0;P=R+92|0;m=f[P>>2]|0;Q=R+96|0;o=f[Q>>2]|0;f[Q>>2]=0;f[P>>2]=0;f[O>>2]=0;O=R+100|0;f[(na+232|0)>>2]=f[O>>2];f[(na+232|0)+4>>2]=f[O+4>>2];f[(na+232|0)+8>>2]=f[O+8>>2];f[(na+232|0)+12>>2]=f[O+12>>2];f[(na+232|0)+16>>2]=f[O+16>>2];q=+p[R+120>>3];r=+p[R+128>>3];s=+p[R+136>>3];t=+p[R+144>>3];v=+p[R+152>>3];w=+p[R+160>>3];x=+p[R+168>>3];y=+p[R+176>>3];O=R+184|0;f[na>>2]=f[O>>2];f[na+4>>2]=f[O+4>>2];f[na+8>>2]=f[O+8>>2];f[na+12>>2]=f[O+12>>2];b[na+16>>0]=b[O+16>>0]|0;psb(R,Y)|0;O=Y;P=na+24|0;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[Z>>2]=a;f[_>>2]=c;f[$>>2]=g;f[S>>2]=h;f[T>>2]=i;f[U>>2]=j;p[V>>3]=d;p[W>>3]=e;p[X>>3]=k;a=f[ea>>2]|0;if(a|0){c=f[aa>>2]|0;if((c|0)!=(a|0))f[aa>>2]=c+(~(((c+-12-a|0)>>>0)/12|0)*12|0);sOb(a);f[ba>>2]=0;f[aa>>2]=0;f[ea>>2]=0}f[ea>>2]=l;f[aa>>2]=m;f[ba>>2]=o;f[ca>>2]=f[(na+232|0)>>2];f[ca+4>>2]=f[(na+232|0)+4>>2];f[ca+8>>2]=f[(na+232|0)+8>>2];f[ca+12>>2]=f[(na+232|0)+12>>2];f[ca+16>>2]=f[(na+232|0)+16>>2];p[fa>>3]=q;p[ga>>3]=r;p[ha>>3]=s;p[ia>>3]=t;p[ja>>3]=v;p[ka>>3]=w;p[la>>3]=x;p[ma>>3]=y;f[da>>2]=f[na>>2];f[da+4>>2]=f[na+4>>2];f[da+8>>2]=f[na+8>>2];f[da+12>>2]=f[na+12>>2];b[da+16>>0]=b[na+16>>0]|0;u=na;return}else a=1;f[na+352>>2]=c;f[na+392>>2]=R;f[na+1600>>2]=Y;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3456>>2]=a;f[na+3488>>2]=0;f[na+3492>>2]=0;stb(na);G=f[na+3488>>2]|0;D=f[na+3492>>2]|0;H=+n[na+3492>>2];f[na+3488>>2]=0;f[na+3492>>2]=0;if((G|0)==5)return}function psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));i=a+36|0;h=c+36|0;d=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=c+40|0;d=f[i>>2]|0;h=a+40|0;f[i>>2]=f[h>>2];f[h>>2]=d;h=c+44|0;d=f[h>>2]|0;i=a+44|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=a+48|0;d=c+48|0;h=f[d>>2]|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+52|0;h=f[i>>2]|0;d=a+52|0;f[i>>2]=f[d>>2];f[d>>2]=h;d=c+56|0;h=f[d>>2]|0;i=a+56|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+64|0;j=+p[i>>3];h=a+64|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+72|0;j=+p[h>>3];i=a+72|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+80|0;j=+p[i>>3];h=a+80|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=a+88|0;i=c+88|0;d=f[h>>2]|0;g=a+92|0;if(!d)d=a+96|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=a+96|0;f[d>>2]=0;f[g>>2]=0;f[h>>2]=0}f[h>>2]=f[i>>2];h=c+92|0;f[g>>2]=f[h>>2];g=c+96|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;i=a+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=c+120|0;j=+p[i>>3];h=a+120|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+128|0;j=+p[h>>3];i=a+128|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+136|0;j=+p[i>>3];h=a+136|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+144|0;j=+p[h>>3];i=a+144|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+152|0;j=+p[i>>3];h=a+152|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+160|0;j=+p[h>>3];i=a+160|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+168|0;j=+p[i>>3];h=a+168|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+176|0;j=+p[h>>3];i=a+176|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=a+184|0;c=c+184|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];f[i+12>>2]=f[c+12>>2];b[i+16>>0]=b[c+16>>0]|0;return a|0}function qsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/208|0)>>>0>=c>>>0){do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=(f[m>>2]|0)+208|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/208|0;d=g+c|0;if(d>>>0>20648881)AMb(a);j=(h-e|0)/208|0;k=j<<1;d=j>>>0<10324440?(k>>>0<d>>>0?d:k):20648881;do if(!d)i=0;else if(d>>>0>20648881)vd();else{i=pOb(d*208|0)|0;break}while(0);j=i+(g*208|0)|0;e=j;g=i+(d*208|0)|0;k=e;d=j;do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=k+208|0;k=d;c=c+-1|0}while((c|0)!=0);h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=e;i=h;d=h}else{c=j;do{d=d+-208|0;f0(c+-208|0,d);c=e+-208|0;e=c}while((d|0)!=(h|0));c=e;i=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;h=i;if((d|0)!=(h|0))do{c=f[d+-120>>2]|0;if(c|0){e=d+-116|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~(((g+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}d=d+-208|0}while((d|0)!=(h|0));if(!i)return;sOb(i);return}function rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function ssb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;F=0;J=u;u=u+2704|0;a:while(1){z=c;v=c+-120|0;A=c+-240|0;d=c+-24|0;h=c+-16|0;w=c+-80|0;x=c+-72|0;y=c+-64|0;q=c+-56|0;r=c+-40|0;s=c+-32|0;t=c+-24|0;k=a;f[J+224>>2]=k;f[J+240>>2]=a;f[J+288>>2]=c;f[J+320>>2]=I;f[J+840>>2]=q;f[J+912>>2]=r;f[J+976>>2]=s;f[J+1008>>2]=t;f[J+1256>>2]=z;f[J+1712>>2]=v;f[J+2200>>2]=A;f[J+2304>>2]=d;f[J+2352>>2]=h;f[J+2376>>2]=w;f[J+2408>>2]=x;f[J+2440>>2]=y;f[J+2504>>2]=B;f[J+2520>>2]=C;f[J+2528>>2]=E;f[J+2536>>2]=F;f[J+2584>>2]=0;f[J+2588>>2]=0;wtb(J);a=f[J+240>>2]|0;c=f[J+288>>2]|0;I=f[J+320>>2]|0;B=f[J+2504>>2]|0;C=f[J+2520>>2]|0;E=f[J+2528>>2]|0;F=f[J+2536>>2]|0;G=f[J+2584>>2]|0;D=f[J+2588>>2]|0;H=+n[J+2588>>2];f[J+2584>>2]=0;f[J+2588>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}a=1;if(a)if((F|0)==5){a=~~+p[d>>3]>>>0;c=~~+p[I+96>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=J;return}e=+p[h>>3];g=+p[I+104>>3];if(!(e<g)){if(e>g){u=J;return}if(!(hub(v,I)|0)){u=J;return}}}B=J+24|0;C=I;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));j=I+40|0;k=I+48|0;a=I+56|0;e=+p[j>>3];g=+p[k>>3];l=+p[a>>3];c=I+64|0;f[(J+64|0)>>2]=f[c>>2];f[(J+64|0)+4>>2]=f[c+4>>2];f[(J+64|0)+8>>2]=f[c+8>>2];f[(J+64|0)+12>>2]=f[c+12>>2];d=I+80|0;h=I+88|0;m=+p[d>>3];o=+p[h>>3];i=I+96|0;f[J>>2]=f[i>>2];f[J+4>>2]=f[i+4>>2];f[J+8>>2]=f[i+8>>2];f[J+12>>2]=f[i+12>>2];b[J+16>>0]=b[i+16>>0]|0;B=I;C=v;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[w>>3];p[w>>3]=e;p[j>>3]=K;K=+p[x>>3];p[x>>3]=+p[k>>3];p[k>>3]=K;K=+p[y>>3];p[y>>3]=+p[a>>3];p[a>>3]=K;f[c>>2]=f[q>>2];f[c+4>>2]=f[q+4>>2];f[c+8>>2]=f[q+8>>2];f[c+12>>2]=f[q+12>>2];K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;p[h>>3]=+p[s>>3];f[i>>2]=f[t>>2];f[i+4>>2]=f[t+4>>2];f[i+8>>2]=f[t+8>>2];f[i+12>>2]=f[t+12>>2];b[i+16>>0]=b[t+16>>0]|0;B=v;C=J+24|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));p[w>>3]=e;p[x>>3]=g;p[y>>3]=l;f[q>>2]=f[(J+64|0)>>2];f[q+4>>2]=f[(J+64|0)+4>>2];f[q+8>>2]=f[(J+64|0)+8>>2];f[q+12>>2]=f[(J+64|0)+12>>2];p[r>>3]=m;p[s>>3]=o;f[t>>2]=f[J>>2];f[t+4>>2]=f[J+4>>2];f[t+8>>2]=f[J+8>>2];f[t+12>>2]=f[J+12>>2];b[t+16>>0]=b[J+16>>0]|0;u=J;return}else a=1;if(a)if((F|0)==11){xsb(I,I+120|0,v)|0;u=J;return}else if((F|0)==12){ysb(I,I+120|0,I+240|0,v)|0;u=J;return}else if((F|0)==13){zsb(I,I+120|0,I+240|0,I+360|0,v)|0;u=J;return}else a=1;if(a)if((F|0)==15){d=I+240|0;xsb(I,I+120|0,d)|0;a=I+360|0;if((a|0)==(c|0)){u=J;return}x=(J+64|0)+40|0;y=(J+64|0)+64|0;z=(J+64|0)+80|0;A=(J+64|0)+96|0;w=a;while(1){a=~~+p[w+96>>3]>>>0;h=~~+p[d+96>>3]>>>0;if(a>>>0<h>>>0)F=22;else if(a>>>0<=h>>>0){e=+p[w+104>>3];g=+p[d+104>>3];if(e<g)F=22;else if(!(e>g))if(hub(w,d)|0)F=22}if((F|0)==22){F=0;B=J+64|0;C=w;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));a=w+40|0;f[x>>2]=f[a>>2];f[x+4>>2]=f[a+4>>2];f[x+8>>2]=f[a+8>>2];f[x+12>>2]=f[a+12>>2];f[x+16>>2]=f[a+16>>2];f[x+20>>2]=f[a+20>>2];p[x>>3]=+p[a>>3];p[((J+64|0)+48|0)>>3]=+p[w+48>>3];p[((J+64|0)+56|0)>>3]=+p[w+56>>3];a=w+64|0;f[y>>2]=f[a>>2];f[y+4>>2]=f[a+4>>2];f[y+8>>2]=f[a+8>>2];f[y+12>>2]=f[a+12>>2];a=w+80|0;f[z>>2]=f[a>>2];f[z+4>>2]=f[a+4>>2];f[z+8>>2]=f[a+8>>2];f[z+12>>2]=f[a+12>>2];p[z>>3]=+p[a>>3];p[((J+64|0)+88|0)>>3]=+p[w+88>>3];a=w+96|0;f[A>>2]=f[a>>2];f[A+4>>2]=f[a+4>>2];f[A+8>>2]=f[a+8>>2];f[A+12>>2]=f[a+12>>2];b[A+16>>0]=b[a+16>>0]|0;a=w;while(1){B=a;C=d;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));t=d+40|0;K=+p[t>>3];v=a+40|0;p[t>>3]=+p[v>>3];p[v>>3]=K;v=d+48|0;K=+p[v>>3];k=a+48|0;p[v>>3]=+p[k>>3];p[k>>3]=K;k=d+56|0;K=+p[k>>3];r=a+56|0;p[k>>3]=+p[r>>3];p[r>>3]=K;r=a+64|0;q=d+64|0;f[r>>2]=f[q>>2];f[r+4>>2]=f[q+4>>2];f[r+8>>2]=f[q+8>>2];f[r+12>>2]=f[q+12>>2];r=d+80|0;K=+p[r>>3];s=a+80|0;p[r>>3]=+p[s>>3];p[s>>3]=K;s=d+88|0;K=+p[s>>3];E=a+88|0;p[s>>3]=+p[E>>3];p[E>>3]=K;E=a+96|0;j=d+96|0;f[E>>2]=f[j>>2];f[E+4>>2]=f[j+4>>2];f[E+8>>2]=f[j+8>>2];f[E+12>>2]=f[j+12>>2];b[E+16>>0]=b[j+16>>0]|0;if((d|0)==(I|0))break;i=d+-120|0;a=~~+p[((J+64|0)+96|0)>>3]>>>0;h=~~+p[d+-24>>3]>>>0;if(a>>>0<h>>>0){a=d;d=i;continue}if(a>>>0>h>>>0)break;e=+p[((J+64|0)+104|0)>>3];g=+p[d+-16>>3];if(e<g){a=d;d=i;continue}if(e>g)break;if(hub(J+64|0,i)|0){a=d;d=i}else break}B=d;C=J+64|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[((J+64|0)+40|0)>>3];p[((J+64|0)+40|0)>>3]=+p[t>>3];p[t>>3]=K;K=+p[((J+64|0)+48|0)>>3];p[((J+64|0)+48|0)>>3]=+p[v>>3];p[v>>3]=K;K=+p[((J+64|0)+56|0)>>3];p[((J+64|0)+56|0)>>3]=+p[k>>3];p[k>>3]=K;f[q>>2]=f[y>>2];f[q+4>>2]=f[y+4>>2];f[q+8>>2]=f[y+8>>2];f[q+12>>2]=f[y+12>>2];K=+p[((J+64|0)+80|0)>>3];p[((J+64|0)+80|0)>>3]=+p[r>>3];p[r>>3]=K;K=+p[((J+64|0)+88|0)>>3];p[((J+64|0)+88|0)>>3]=+p[s>>3];p[s>>3]=K;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[j+12>>2]=f[A+12>>2];b[j+16>>0]=b[A+16>>0]|0}a=w+120|0;if((a|0)==(c|0))break;else{d=w;w=a}}u=J;return}else a=1;if(a)if((F|0)==111)if(1){u=J;return}}function tsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+8|0;h=f[n>>2]|0;o=a+4|0;d=f[o>>2]|0;if(((h-d|0)/120|0)>>>0>=c>>>0){do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=(f[o>>2]|0)+120|0;f[o>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/120|0;d=g+c|0;if(d>>>0>35791394)AMb(a);l=(h-e|0)/120|0;m=l<<1;d=l>>>0<17895697?(m>>>0<d>>>0?d:m):35791394;do if(!d)i=0;else if(d>>>0>35791394)vd();else{i=pOb(d*120|0)|0;break}while(0);h=i+(g*120|0)|0;g=h;e=i+(d*120|0)|0;d=h;m=g;do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=m+120|0;m=d;c=c+-1|0}while((c|0)!=0);k=f[a>>2]|0;d=f[o>>2]|0;if((d|0)==(k|0)){c=g;d=k}else{j=d;c=g;do{g=j;j=j+-120|0;d=h+-120|0;i=j;l=d+36|0;do{f[d>>2]=f[i>>2];d=d+4|0;i=i+4|0}while((d|0)<(l|0));p[h+-80>>3]=+p[g+-80>>3];p[h+-72>>3]=+p[g+-72>>3];p[h+-64>>3]=+p[g+-64>>3];l=h+-56|0;i=g+-56|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];p[h+-40>>3]=+p[g+-40>>3];p[h+-32>>3]=+p[g+-32>>3];l=h+-24|0;i=g+-24|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];b[l+16>>0]=b[i+16>>0]|0;h=c+-120|0;c=h}while((j|0)!=(k|0));d=f[a>>2]|0}f[a>>2]=c;f[o>>2]=m;f[n>>2]=e;if(!d)return;sOb(d);return}function usb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function vsb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wsb(a,b);return}function wsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+720|0;j=+p[(c+96|0)>>3];e=~~+p[(a+96|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){m=1;h=j}else if(~~j>>>0>>>0>e>>>0){m=0;h=j}else{h=+p[c+104>>3];i=+p[a+104>>3];if(h<i){m=1;h=j}else if(h>i){m=0;h=j}else{m=hub(c,a)|0;h=+p[(c+96|0)>>3]}}g=~~+p[(d+96|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+104>>3];i=+p[c+104>>3];if(h<i)e=1;else if(h>i)e=0;else e=hub(d,c)|0}if(!m){if(!e){c=0;u=t;return c|0}q=t+24|0;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(c+40|0)>>3];i=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];f[(t+64|0)>>2]=f[(c+64|0)>>2];f[(t+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(c+64|0)+12>>2];k=+p[(c+80|0)>>3];l=+p[(c+88|0)>>3];f[t>>2]=f[(c+96|0)>>2];f[t+4>>2]=f[(c+96|0)+4>>2];f[t+8>>2]=f[(c+96|0)+8>>2];f[t+12>>2]=f[(c+96|0)+12>>2];b[t+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=d;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(d+40|0)>>3];p[(d+40|0)>>3]=h;p[(c+40|0)>>3]=v;v=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=v;v=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=v;f[(c+64|0)>>2]=f[(d+64|0)>>2];f[(c+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(d+64|0)+12>>2];p[(c+80|0)>>3]=+p[(d+80|0)>>3];p[(c+88|0)>>3]=+p[(d+88|0)>>3];f[(c+96|0)>>2]=f[(d+96|0)>>2];f[(c+96|0)+4>>2]=f[(d+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(d+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(d+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(d+96|0)+16>>0]|0;q=d;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(d+40|0)>>3]=h;p[(d+48|0)>>3]=i;p[(d+56|0)>>3]=j;f[(d+64|0)>>2]=f[(t+64|0)>>2];f[(d+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(d+80|0)>>3]=k;p[(d+88|0)>>3]=l;f[(d+96|0)>>2]=f[t>>2];f[(d+96|0)+4>>2]=f[t+4>>2];f[(d+96|0)+8>>2]=f[t+8>>2];f[(d+96|0)+12>>2]=f[t+12>>2];b[(d+96|0)+16>>0]=b[t+16>>0]|0;e=~~+p[(c+96|0)>>3]>>>0;g=~~+p[(a+96|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=t;return c|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){c=1;u=t;return c|0}if(!(hub(c,a)|0)){c=1;u=t;return c|0}}}q=t+24|0;r=a;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(a+40|0)>>3];i=+p[(a+48|0)>>3];j=+p[(a+56|0)>>3];f[(t+64|0)>>2]=f[(a+64|0)>>2];f[(t+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(a+64|0)+12>>2];k=+p[(a+80|0)>>3];l=+p[(a+88|0)>>3];f[t>>2]=f[(a+96|0)>>2];f[t+4>>2]=f[(a+96|0)+4>>2];f[t+8>>2]=f[(a+96|0)+8>>2];f[t+12>>2]=f[(a+96|0)+12>>2];b[t+16>>0]=b[(a+96|0)+16>>0]|0;q=a;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(c+40|0)>>3];p[(c+40|0)>>3]=h;p[(a+40|0)>>3]=v;v=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=v;v=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=v;f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];p[(a+80|0)>>3]=+p[(c+80|0)>>3];p[(a+88|0)>>3]=+p[(c+88|0)>>3];f[(a+96|0)>>2]=f[(c+96|0)>>2];f[(a+96|0)+4>>2]=f[(c+96|0)+4>>2];f[(a+96|0)+8>>2]=f[(c+96|0)+8>>2];f[(a+96|0)+12>>2]=f[(c+96|0)+12>>2];b[(a+96|0)+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(c+40|0)>>3]=h;p[(c+48|0)>>3]=i;p[(c+56|0)>>3]=j;f[(c+64|0)>>2]=f[(t+64|0)>>2];f[(c+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(c+80|0)>>3]=k;p[(c+88|0)>>3]=l;f[(c+96|0)>>2]=f[t>>2];f[(c+96|0)+4>>2]=f[t+4>>2];f[(c+96|0)+8>>2]=f[t+8>>2];f[(c+96|0)+12>>2]=f[t+12>>2];b[(c+96|0)+16>>0]=b[t+16>>0]|0;c=2;u=t;return c|0}f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=o;f[t+136>>2]=e;f[t+608>>2]=q;f[t+624>>2]=r;f[t+632>>2]=s;f[t+640>>2]=0;f[t+644>>2]=0;xtb(t);G=f[t+640>>2]|0;D=f[t+644>>2]|0;H=+n[t+644>>2];f[t+640>>2]=0;f[t+644>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function ysb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+80|0;L=O+64|0;K=O+24|0;M=O;N=xsb(a,c,d)|0;j=~~+p[e+96>>3]>>>0;t=d+96|0;g=~~+p[t>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=O;return N|0}h=+p[e+104>>3];i=+p[d+104>>3];if(!(h<i)){if(h>i){u=O;return N|0}if(!(hub(e,d)|0)){u=O;return N|0}}}H=K;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));F=d+40|0;G=d+48|0;A=d+56|0;h=+p[F>>3];i=+p[G>>3];q=+p[A>>3];B=d+64|0;f[L>>2]=f[B>>2];f[L+4>>2]=f[B+4>>2];f[L+8>>2]=f[B+8>>2];f[L+12>>2]=f[B+12>>2];C=d+80|0;D=d+88|0;r=+p[C>>3];s=+p[D>>3];E=d+96|0;f[M>>2]=f[E>>2];f[M+4>>2]=f[E+4>>2];f[M+8>>2]=f[E+8>>2];f[M+12>>2]=f[E+12>>2];b[M+16>>0]=b[E+16>>0]|0;H=d;I=e;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));g=e+40|0;P=+p[g>>3];p[g>>3]=h;p[F>>3]=P;j=e+48|0;P=+p[j>>3];p[j>>3]=+p[G>>3];p[G>>3]=P;k=e+56|0;P=+p[k>>3];p[k>>3]=+p[A>>3];p[A>>3]=P;l=e+64|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];f[B+12>>2]=f[l+12>>2];m=e+80|0;p[C>>3]=+p[m>>3];n=e+88|0;p[D>>3]=+p[n>>3];o=e+96|0;f[E>>2]=f[o>>2];f[E+4>>2]=f[o+4>>2];f[E+8>>2]=f[o+8>>2];f[E+12>>2]=f[o+12>>2];b[E+16>>0]=b[o+16>>0]|0;H=e;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[g>>3]=h;p[j>>3]=i;p[k>>3]=q;f[l>>2]=f[L>>2];f[l+4>>2]=f[L+4>>2];f[l+8>>2]=f[L+8>>2];f[l+12>>2]=f[L+12>>2];p[m>>3]=r;p[n>>3]=s;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o+12>>2]=f[M+12>>2];b[o+16>>0]=b[M+16>>0]|0;k=N+1|0;g=~~+p[t>>3]>>>0;l=c+96|0;j=~~+p[l>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[d+104>>3];i=+p[c+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(d,c)|0)){N=k;u=O;return N|0}}}H=K;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));y=c+40|0;z=c+48|0;e=c+56|0;h=+p[y>>3];i=+p[z>>3];q=+p[e>>3];t=c+64|0;f[L>>2]=f[t>>2];f[L+4>>2]=f[t+4>>2];f[L+8>>2]=f[t+8>>2];f[L+12>>2]=f[t+12>>2];v=c+80|0;w=c+88|0;r=+p[v>>3];s=+p[w>>3];x=c+96|0;f[M>>2]=f[x>>2];f[M+4>>2]=f[x+4>>2];f[M+8>>2]=f[x+8>>2];f[M+12>>2]=f[x+12>>2];b[M+16>>0]=b[x+16>>0]|0;H=c;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[F>>3];p[F>>3]=h;p[y>>3]=P;P=+p[G>>3];p[G>>3]=+p[z>>3];p[z>>3]=P;P=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=P;f[t>>2]=f[B>>2];f[t+4>>2]=f[B+4>>2];f[t+8>>2]=f[B+8>>2];f[t+12>>2]=f[B+12>>2];p[v>>3]=+p[C>>3];p[w>>3]=+p[D>>3];f[x>>2]=f[E>>2];f[x+4>>2]=f[E+4>>2];f[x+8>>2]=f[E+8>>2];f[x+12>>2]=f[E+12>>2];b[x+16>>0]=b[E+16>>0]|0;H=d;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[F>>3]=h;p[G>>3]=i;p[A>>3]=q;f[B>>2]=f[L>>2];f[B+4>>2]=f[L+4>>2];f[B+8>>2]=f[L+8>>2];f[B+12>>2]=f[L+12>>2];p[C>>3]=r;p[D>>3]=s;f[E>>2]=f[M>>2];f[E+4>>2]=f[M+4>>2];f[E+8>>2]=f[M+8>>2];f[E+12>>2]=f[M+12>>2];b[E+16>>0]=b[M+16>>0]|0;k=N+2|0;g=~~+p[l>>3]>>>0;j=~~+p[a+96>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(c,a)|0)){N=k;u=O;return N|0}}}H=K;I=a;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));n=a+40|0;o=a+48|0;g=a+56|0;h=+p[n>>3];i=+p[o>>3];q=+p[g>>3];j=a+64|0;f[L>>2]=f[j>>2];f[L+4>>2]=f[j+4>>2];f[L+8>>2]=f[j+8>>2];f[L+12>>2]=f[j+12>>2];k=a+80|0;l=a+88|0;r=+p[k>>3];s=+p[l>>3];m=a+96|0;f[M>>2]=f[m>>2];f[M+4>>2]=f[m+4>>2];f[M+8>>2]=f[m+8>>2];f[M+12>>2]=f[m+12>>2];b[M+16>>0]=b[m+16>>0]|0;H=a;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[y>>3];p[y>>3]=h;p[n>>3]=P;P=+p[z>>3];p[z>>3]=+p[o>>3];p[o>>3]=P;P=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=P;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];p[k>>3]=+p[v>>3];p[l>>3]=+p[w>>3];f[m>>2]=f[x>>2];f[m+4>>2]=f[x+4>>2];f[m+8>>2]=f[x+8>>2];f[m+12>>2]=f[x+12>>2];b[m+16>>0]=b[x+16>>0]|0;H=c;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[y>>3]=h;p[z>>3]=i;p[e>>3]=q;f[t>>2]=f[L>>2];f[t+4>>2]=f[L+4>>2];f[t+8>>2]=f[L+8>>2];f[t+12>>2]=f[L+12>>2];p[v>>3]=r;p[w>>3]=s;f[x>>2]=f[M>>2];f[x+4>>2]=f[M+4>>2];f[x+8>>2]=f[M+8>>2];f[x+12>>2]=f[M+12>>2];b[x+16>>0]=b[M+16>>0]|0;N=N+3|0;u=O;return N|0}function zsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+640|0;s=ysb(a,c,d,e)|0;i=~~+p[g+96>>3]>>>0;h=~~+p[(e+96|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=t;return s|0}j=+p[g+104>>3];k=+p[e+104>>3];if(!(j<k)){if(j>k){u=t;return s|0}if(!(hub(g,e)|0)){u=t;return s|0}}}h=t+24|0;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(e+40|0)>>3];k=+p[(e+48|0)>>3];l=+p[(e+56|0)>>3];f[(t+64|0)>>2]=f[(e+64|0)>>2];f[(t+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(e+64|0)+12>>2];m=+p[(e+80|0)>>3];o=+p[(e+88|0)>>3];f[t>>2]=f[(e+96|0)>>2];f[t+4>>2]=f[(e+96|0)+4>>2];f[t+8>>2]=f[(e+96|0)+8>>2];f[t+12>>2]=f[(e+96|0)+12>>2];b[t+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=g;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(g+40|0)>>3];p[(g+40|0)>>3]=j;p[(e+40|0)>>3]=v;v=+p[(g+48|0)>>3];p[(g+48|0)>>3]=+p[(e+48|0)>>3];p[(e+48|0)>>3]=v;v=+p[(g+56|0)>>3];p[(g+56|0)>>3]=+p[(e+56|0)>>3];p[(e+56|0)>>3]=v;f[(e+64|0)>>2]=f[(g+64|0)>>2];f[(e+64|0)+4>>2]=f[(g+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(g+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(g+64|0)+12>>2];p[(e+80|0)>>3]=+p[(g+80|0)>>3];p[(e+88|0)>>3]=+p[(g+88|0)>>3];f[(e+96|0)>>2]=f[(g+96|0)>>2];f[(e+96|0)+4>>2]=f[(g+96|0)+4>>2];f[(e+96|0)+8>>2]=f[(g+96|0)+8>>2];f[(e+96|0)+12>>2]=f[(g+96|0)+12>>2];b[(e+96|0)+16>>0]=b[(g+96|0)+16>>0]|0;h=g;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(g+40|0)>>3]=j;p[(g+48|0)>>3]=k;p[(g+56|0)>>3]=l;f[(g+64|0)>>2]=f[(t+64|0)>>2];f[(g+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(g+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(g+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(g+80|0)>>3]=m;p[(g+88|0)>>3]=o;f[(g+96|0)>>2]=f[t>>2];f[(g+96|0)+4>>2]=f[t+4>>2];f[(g+96|0)+8>>2]=f[t+8>>2];f[(g+96|0)+12>>2]=f[t+12>>2];b[(g+96|0)+16>>0]=b[t+16>>0]|0;h=~~+p[(e+96|0)>>3]>>>0;i=~~+p[(d+96|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){s=s+1|0;u=t;return s|0}j=+p[e+104>>3];k=+p[d+104>>3];if(!(j<k)){if(j>k){s=s+1|0;u=t;return s|0}if(!(hub(e,d)|0)){s=s+1|0;u=t;return s|0}}}h=t+24|0;i=d;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(d+40|0)>>3];k=+p[(d+48|0)>>3];l=+p[(d+56|0)>>3];f[(t+64|0)>>2]=f[(d+64|0)>>2];f[(t+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(d+64|0)+12>>2];m=+p[(d+80|0)>>3];o=+p[(d+88|0)>>3];f[t>>2]=f[(d+96|0)>>2];f[t+4>>2]=f[(d+96|0)+4>>2];f[t+8>>2]=f[(d+96|0)+8>>2];f[t+12>>2]=f[(d+96|0)+12>>2];b[t+16>>0]=b[(d+96|0)+16>>0]|0;h=d;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(e+40|0)>>3];p[(e+40|0)>>3]=j;p[(d+40|0)>>3]=v;v=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=v;v=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=v;f[(d+64|0)>>2]=f[(e+64|0)>>2];f[(d+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(e+64|0)+12>>2];p[(d+80|0)>>3]=+p[(e+80|0)>>3];p[(d+88|0)>>3]=+p[(e+88|0)>>3];f[(d+96|0)>>2]=f[(e+96|0)>>2];f[(d+96|0)+4>>2]=f[(e+96|0)+4>>2];f[(d+96|0)+8>>2]=f[(e+96|0)+8>>2];f[(d+96|0)+12>>2]=f[(e+96|0)+12>>2];b[(d+96|0)+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(e+40|0)>>3]=j;p[(e+48|0)>>3]=k;p[(e+56|0)>>3]=l;f[(e+64|0)>>2]=f[(t+64|0)>>2];f[(e+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(e+80|0)>>3]=m;p[(e+88|0)>>3]=o;f[(e+96|0)>>2]=f[t>>2];f[(e+96|0)+4>>2]=f[t+4>>2];f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=e;f[t+136>>2]=r;f[t+336>>2]=s;f[t+536>>2]=h;f[t+552>>2]=i;f[t+560>>2]=q;f[t+568>>2]=0;f[t+572>>2]=0;ytb(t);G=f[t+568>>2]|0;D=f[t+572>>2]|0;H=+n[t+572>>2];f[t+568>>2]=0;f[t+572>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Asb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+160|0;N=O+40|0;x=O+24|0;y=O;switch((c-a|0)/120|0|0){case 2:{w=c+-120|0;e=~~+p[c+-24>>3]>>>0;d=~~+p[a+96>>3]>>>0;if(e>>>0>=d>>>0){if(e>>>0>d>>>0){c=1;u=O;return c|0}g=+p[c+-16>>3];h=+p[a+104>>3];if(!(g<h)){if(g>h){c=1;u=O;return c|0}if(!(hub(w,a)|0)){c=1;u=O;return c|0}}}K=N;L=a;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));d=a+40|0;e=a+48|0;i=a+56|0;g=+p[d>>3];h=+p[e>>3];s=+p[i>>3];k=a+64|0;f[x>>2]=f[k>>2];f[x+4>>2]=f[k+4>>2];f[x+8>>2]=f[k+8>>2];f[x+12>>2]=f[k+12>>2];m=a+80|0;o=a+88|0;t=+p[m>>3];v=+p[o>>3];r=a+96|0;f[y>>2]=f[r>>2];f[y+4>>2]=f[r+4>>2];f[y+8>>2]=f[r+8>>2];f[y+12>>2]=f[r+12>>2];b[y+16>>0]=b[r+16>>0]|0;K=a;L=w;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));q=c+-80|0;P=+p[q>>3];p[q>>3]=g;p[d>>3]=P;n=c+-72|0;P=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=P;l=c+-64|0;P=+p[l>>3];p[l>>3]=+p[i>>3];p[i>>3]=P;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];i=c+-40|0;p[m>>3]=+p[i>>3];e=c+-32|0;p[o>>3]=+p[e>>3];d=c+-24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];b[r+16>>0]=b[d+16>>0]|0;K=w;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));p[q>>3]=g;p[n>>3]=h;p[l>>3]=s;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];f[j+12>>2]=f[x+12>>2];p[i>>3]=t;p[e>>3]=v;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2];f[d+12>>2]=f[y+12>>2];b[d+16>>0]=b[y+16>>0]|0;c=1;u=O;return c|0}case 3:{xsb(a,a+120|0,c+-120|0)|0;c=1;u=O;return c|0}case 4:{ysb(a,a+120|0,a+240|0,c+-120|0)|0;c=1;u=O;return c|0}case 5:{zsb(a,a+120|0,a+240|0,a+360|0,c+-120|0)|0;c=1;u=O;return c|0}case 1:case 0:{c=1;u=O;return c|0}default:{e=a+240|0;xsb(a,a+120|0,e)|0;d=a+360|0;a:do if((d|0)==(c|0)){e=1;d=0}else{y=N+40|0;z=N+48|0;A=N+56|0;B=N+64|0;C=N+80|0;D=N+88|0;E=N+96|0;F=N+96|0;G=N+104|0;H=N+40|0;I=N+80|0;x=d;d=0;while(1){i=~~+p[x+96>>3]>>>0;j=~~+p[e+96>>3]>>>0;if(i>>>0<j>>>0)J=18;else if(i>>>0<=j>>>0){g=+p[x+104>>3];h=+p[e+104>>3];if(g<h)J=18;else if(!(g>h))if(hub(x,e)|0)J=18}if((J|0)==18){J=0;K=N;L=x;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));i=x+40|0;f[y>>2]=f[i>>2];f[y+4>>2]=f[i+4>>2];f[y+8>>2]=f[i+8>>2];f[y+12>>2]=f[i+12>>2];f[y+16>>2]=f[i+16>>2];f[y+20>>2]=f[i+20>>2];p[y>>3]=+p[i>>3];p[z>>3]=+p[x+48>>3];p[A>>3]=+p[x+56>>3];i=x+64|0;f[B>>2]=f[i>>2];f[B+4>>2]=f[i+4>>2];f[B+8>>2]=f[i+8>>2];f[B+12>>2]=f[i+12>>2];i=x+80|0;f[C>>2]=f[i>>2];f[C+4>>2]=f[i+4>>2];f[C+8>>2]=f[i+8>>2];f[C+12>>2]=f[i+12>>2];p[C>>3]=+p[i>>3];p[D>>3]=+p[x+88>>3];i=x+96|0;f[E>>2]=f[i>>2];f[E+4>>2]=f[i+4>>2];f[E+8>>2]=f[i+8>>2];f[E+12>>2]=f[i+12>>2];b[E+16>>0]=b[i+16>>0]|0;i=x;while(1){K=i;L=e;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));r=e+40|0;P=+p[r>>3];w=i+40|0;p[r>>3]=+p[w>>3];p[w>>3]=P;w=e+48|0;P=+p[w>>3];m=i+48|0;p[w>>3]=+p[m>>3];p[m>>3]=P;m=e+56|0;P=+p[m>>3];o=i+56|0;p[m>>3]=+p[o>>3];p[o>>3]=P;o=i+64|0;n=e+64|0;f[o>>2]=f[n>>2];f[o+4>>2]=f[n+4>>2];f[o+8>>2]=f[n+8>>2];f[o+12>>2]=f[n+12>>2];o=e+80|0;P=+p[o>>3];q=i+80|0;p[o>>3]=+p[q>>3];p[q>>3]=P;q=e+88|0;P=+p[q>>3];M=i+88|0;p[q>>3]=+p[M>>3];p[M>>3]=P;M=i+96|0;l=e+96|0;f[M>>2]=f[l>>2];f[M+4>>2]=f[l+4>>2];f[M+8>>2]=f[l+8>>2];f[M+12>>2]=f[l+12>>2];b[M+16>>0]=b[l+16>>0]|0;if((e|0)==(a|0))break;k=e+-120|0;i=~~+p[F>>3]>>>0;j=~~+p[e+-24>>3]>>>0;if(i>>>0<j>>>0){i=e;e=k;continue}if(i>>>0>j>>>0)break;g=+p[G>>3];h=+p[e+-16>>3];if(g<h){i=e;e=k;continue}if(g>h)break;if(hub(N,k)|0){i=e;e=k}else break}K=e;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));P=+p[H>>3];p[H>>3]=+p[r>>3];p[r>>3]=P;P=+p[z>>3];p[z>>3]=+p[w>>3];p[w>>3]=P;P=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=P;f[n>>2]=f[B>>2];f[n+4>>2]=f[B+4>>2];f[n+8>>2]=f[B+8>>2];f[n+12>>2]=f[B+12>>2];P=+p[I>>3];p[I>>3]=+p[o>>3];p[o>>3]=P;P=+p[D>>3];p[D>>3]=+p[q>>3];p[q>>3]=P;f[l>>2]=f[E>>2];f[l+4>>2]=f[E+4>>2];f[l+8>>2]=f[E+8>>2];f[l+12>>2]=f[E+12>>2];b[l+16>>0]=b[E+16>>0]|0;d=d+1|0;if((d|0)==8){e=0;d=(x+120|0)==(c|0);break a}}e=x+120|0;if((e|0)==(c|0)){e=1;d=0;break}else{M=x;x=e;e=M}}}while(0);c=d|e;u=O;return c|0}}return 0}function Bsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,E=0,F=0,I=0;I=u;u=u+1312|0;j=+p[(c+184|0)>>3];e=~~+p[(a+184|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;h=j}else if(~~j>>>0>>>0>e>>>0){k=0;h=j}else{h=+p[c+192>>3];i=+p[a+192>>3];if(h<i){k=1;h=j}else if(h>i){k=0;h=j}else{k=gub(c,a)|0;h=+p[(c+184|0)>>3]}}g=~~+p[(d+184|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+192>>3];i=+p[c+192>>3];if(h<i)e=1;else if(h>i)e=0;else e=gub(d,c)|0}if(!k){if(!e){c=0;u=I;return c|0}C=I+24|0;E=c;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[(c+36|0)>>2]|0;g=f[(c+40|0)>>2]|0;k=f[(c+44|0)>>2]|0;l=f[(c+48|0)>>2]|0;m=f[(c+52|0)>>2]|0;o=f[(c+56|0)>>2]|0;h=+p[(c+64|0)>>3];i=+p[(c+72|0)>>3];j=+p[(c+80|0)>>3];q=f[(c+88|0)>>2]|0;r=f[(c+92|0)>>2]|0;s=f[(c+96|0)>>2]|0;f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0;f[(I+60|0)>>2]=f[(c+100|0)>>2];f[(I+60|0)+4>>2]=f[(c+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(c+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(c+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(c+100|0)+16>>2];t=+p[(c+120|0)>>3];v=+p[(c+128|0)>>3];w=+p[(c+136|0)>>3];x=+p[(c+144|0)>>3];y=+p[(c+152|0)>>3];z=+p[(c+160|0)>>3];A=+p[(c+168|0)>>3];B=+p[(c+176|0)>>3];f[I>>2]=f[(c+184|0)>>2];f[I+4>>2]=f[(c+184|0)+4>>2];f[I+8>>2]=f[(c+184|0)+8>>2];f[I+12>>2]=f[(c+184|0)+12>>2];b[I+16>>0]=b[(c+184|0)+16>>0]|0;psb(c,d)|0;C=d;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[d+36>>2]=e;f[d+40>>2]=g;f[d+44>>2]=k;f[d+48>>2]=l;f[d+52>>2]=m;f[d+56>>2]=o;p[d+64>>3]=h;p[d+72>>3]=i;p[d+80>>3]=j;e=f[(d+88|0)>>2]|0;if(!e)e=d+96|0;else{g=f[(d+92|0)>>2]|0;if((g|0)!=(e|0))f[(d+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;e=d+96|0}f[(d+88|0)>>2]=q;f[(d+92|0)>>2]=r;f[e>>2]=s;f[(d+100|0)>>2]=f[(I+60|0)>>2];f[(d+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(d+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(d+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(d+100|0)+16>>2]=f[(I+60|0)+16>>2];p[d+120>>3]=t;p[d+128>>3]=v;p[d+136>>3]=w;p[d+144>>3]=x;p[d+152>>3]=y;p[d+160>>3]=z;p[d+168>>3]=A;p[d+176>>3]=B;f[(d+184|0)>>2]=f[I>>2];f[(d+184|0)+4>>2]=f[I+4>>2];f[(d+184|0)+8>>2]=f[I+8>>2];f[(d+184|0)+12>>2]=f[I+12>>2];b[(d+184|0)+16>>0]=b[I+16>>0]|0;e=~~+p[(c+184|0)>>3]>>>0;g=~~+p[(a+184|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=I;return c|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){c=1;u=I;return c|0}if(!(gub(c,a)|0)){c=1;u=I;return c|0}}}C=I+24|0;E=a;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[a+36>>2]|0;g=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;o=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];j=+p[a+80>>3];q=f[(a+88|0)>>2]|0;r=f[(a+92|0)>>2]|0;s=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(I+60|0)>>2]=f[(a+100|0)>>2];f[(I+60|0)+4>>2]=f[(a+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(a+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(a+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(a+100|0)+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];f[I>>2]=f[(a+184|0)>>2];f[I+4>>2]=f[(a+184|0)+4>>2];f[I+8>>2]=f[(a+184|0)+8>>2];f[I+12>>2]=f[(a+184|0)+12>>2];b[I+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c)|0;C=c;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(c+36|0)>>2]=e;f[(c+40|0)>>2]=g;f[(c+44|0)>>2]=k;f[(c+48|0)>>2]=l;f[(c+52|0)>>2]=m;f[(c+56|0)>>2]=o;p[(c+64|0)>>3]=h;p[(c+72|0)>>3]=i;p[(c+80|0)>>3]=j;e=f[(c+88|0)>>2]|0;if(e|0){g=f[(c+92|0)>>2]|0;if((g|0)!=(e|0))f[(c+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0}f[(c+88|0)>>2]=q;f[(c+92|0)>>2]=r;f[(c+96|0)>>2]=s;f[(c+100|0)>>2]=f[(I+60|0)>>2];f[(c+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(c+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(c+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(c+100|0)+16>>2]=f[(I+60|0)+16>>2];p[(c+120|0)>>3]=t;p[(c+128|0)>>3]=v;p[(c+136|0)>>3]=w;p[(c+144|0)>>3]=x;p[(c+152|0)>>3]=y;p[(c+160|0)>>3]=z;p[(c+168|0)>>3]=A;p[(c+176|0)>>3]=B;f[(c+184|0)>>2]=f[I>>2];f[(c+184|0)+4>>2]=f[I+4>>2];f[(c+184|0)+8>>2]=f[I+8>>2];f[(c+184|0)+12>>2]=f[I+12>>2];b[(c+184|0)+16>>0]=b[I+16>>0]|0;c=2;u=I;return c|0}f[I+96>>2]=a;f[I+104>>2]=c;f[I+112>>2]=d;f[I+120>>2]=l;f[I+136>>2]=e;f[I+1200>>2]=C;f[I+1216>>2]=E;f[I+1224>>2]=F;f[I+1232>>2]=0;f[I+1236>>2]=0;ztb(I);G=f[I+1232>>2]|0;D=f[I+1236>>2]|0;H=+n[I+1236>>2];f[I+1232>>2]=0;f[I+1236>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Csb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0;za=u;u=u+80|0;va=za+24|0;wa=za+60|0;xa=za;ya=Bsb(a,c,d)|0;j=~~+p[e+184>>3]>>>0;C=d+184|0;g=~~+p[C>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=za;return ya|0}h=+p[e+192>>3];i=+p[d+192>>3];if(!(h<i)){if(h>i){u=za;return ya|0}if(!(gub(e,d)|0)){u=za;return ya|0}}}sa=va;ta=d;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));ca=d+36|0;ba=d+40|0;Y=d+44|0;g=f[ca>>2]|0;j=f[ba>>2]|0;k=f[Y>>2]|0;da=d+48|0;Z=d+52|0;_=d+56|0;l=f[da>>2]|0;m=f[Z>>2]|0;n=f[_>>2]|0;$=d+72|0;aa=d+80|0;ea=d+64|0;h=+p[ea>>3];i=+p[$>>3];o=+p[aa>>3];ma=d+88|0;q=f[ma>>2]|0;na=d+92|0;r=f[na>>2]|0;oa=d+96|0;s=f[oa>>2]|0;f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0;fa=d+100|0;f[wa>>2]=f[fa>>2];f[wa+4>>2]=f[fa+4>>2];f[wa+8>>2]=f[fa+8>>2];f[wa+12>>2]=f[fa+12>>2];f[wa+16>>2]=f[fa+16>>2];ga=d+128|0;ha=d+136|0;pa=d+120|0;t=+p[pa>>3];v=+p[ga>>3];w=+p[ha>>3];ia=d+152|0;ja=d+160|0;qa=d+144|0;x=+p[qa>>3];y=+p[ia>>3];z=+p[ja>>3];ka=d+176|0;ra=d+168|0;A=+p[ra>>3];B=+p[ka>>3];la=d+184|0;f[xa>>2]=f[la>>2];f[xa+4>>2]=f[la+4>>2];f[xa+8>>2]=f[la+8>>2];f[xa+12>>2]=f[la+12>>2];b[xa+16>>0]=b[la+16>>0]|0;psb(d,e)|0;sa=e;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[e+36>>2]=g;f[e+40>>2]=j;f[e+44>>2]=k;f[e+48>>2]=l;f[e+52>>2]=m;f[e+56>>2]=n;p[e+64>>3]=h;p[e+72>>3]=i;p[e+80>>3]=o;l=e+88|0;g=f[l>>2]|0;k=e+92|0;if(!g)g=e+96|0;else{j=f[k>>2]|0;if((j|0)!=(g|0))f[k>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=e+96|0;f[g>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=q;f[k>>2]=r;f[g>>2]=s;k=e+100|0;f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];p[e+120>>3]=t;p[e+128>>3]=v;p[e+136>>3]=w;p[e+144>>3]=x;p[e+152>>3]=y;p[e+160>>3]=z;p[e+168>>3]=A;p[e+176>>3]=B;k=e+184|0;f[k>>2]=f[xa>>2];f[k+4>>2]=f[xa+4>>2];f[k+8>>2]=f[xa+8>>2];f[k+12>>2]=f[xa+12>>2];b[k+16>>0]=b[xa+16>>0]|0;k=ya+1|0;g=~~+p[C>>3]>>>0;e=c+184|0;j=~~+p[e>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[d+192>>3];i=+p[c+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(d,c)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=c;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));J=c+36|0;H=c+40|0;C=c+44|0;g=f[J>>2]|0;j=f[H>>2]|0;k=f[C>>2]|0;K=c+48|0;D=c+52|0;E=c+56|0;l=f[K>>2]|0;m=f[D>>2]|0;n=f[E>>2]|0;F=c+72|0;G=c+80|0;I=c+64|0;h=+p[I>>3];i=+p[F>>3];o=+p[G>>3];S=c+88|0;q=f[S>>2]|0;T=c+92|0;r=f[T>>2]|0;U=c+96|0;s=f[U>>2]|0;f[U>>2]=0;f[T>>2]=0;f[S>>2]=0;L=c+100|0;f[wa>>2]=f[L>>2];f[wa+4>>2]=f[L+4>>2];f[wa+8>>2]=f[L+8>>2];f[wa+12>>2]=f[L+12>>2];f[wa+16>>2]=f[L+16>>2];M=c+128|0;N=c+136|0;V=c+120|0;t=+p[V>>3];v=+p[M>>3];w=+p[N>>3];O=c+152|0;P=c+160|0;W=c+144|0;x=+p[W>>3];y=+p[O>>3];z=+p[P>>3];Q=c+176|0;X=c+168|0;A=+p[X>>3];B=+p[Q>>3];R=c+184|0;f[xa>>2]=f[R>>2];f[xa+4>>2]=f[R+4>>2];f[xa+8>>2]=f[R+8>>2];f[xa+12>>2]=f[R+12>>2];b[xa+16>>0]=b[R+16>>0]|0;psb(c,d)|0;sa=d;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[ca>>2]=g;f[ba>>2]=j;f[Y>>2]=k;f[da>>2]=l;f[Z>>2]=m;f[_>>2]=n;p[ea>>3]=h;p[$>>3]=i;p[aa>>3]=o;g=f[ma>>2]|0;if(g|0){j=f[na>>2]|0;if((j|0)!=(g|0))f[na>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0}f[ma>>2]=q;f[na>>2]=r;f[oa>>2]=s;f[fa>>2]=f[wa>>2];f[fa+4>>2]=f[wa+4>>2];f[fa+8>>2]=f[wa+8>>2];f[fa+12>>2]=f[wa+12>>2];f[fa+16>>2]=f[wa+16>>2];p[pa>>3]=t;p[ga>>3]=v;p[ha>>3]=w;p[qa>>3]=x;p[ia>>3]=y;p[ja>>3]=z;p[ra>>3]=A;p[ka>>3]=B;f[la>>2]=f[xa>>2];f[la+4>>2]=f[xa+4>>2];f[la+8>>2]=f[xa+8>>2];f[la+12>>2]=f[xa+12>>2];b[la+16>>0]=b[xa+16>>0]|0;k=ya+2|0;g=~~+p[e>>3]>>>0;j=~~+p[a+184>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(c,a)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=a;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));g=f[a+36>>2]|0;j=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;n=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];o=+p[a+80>>3];sa=a+88|0;q=f[sa>>2]|0;ta=a+92|0;r=f[ta>>2]|0;ua=a+96|0;s=f[ua>>2]|0;f[ua>>2]=0;f[ta>>2]=0;f[sa>>2]=0;sa=a+100|0;f[wa>>2]=f[sa>>2];f[wa+4>>2]=f[sa+4>>2];f[wa+8>>2]=f[sa+8>>2];f[wa+12>>2]=f[sa+12>>2];f[wa+16>>2]=f[sa+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];sa=a+184|0;f[xa>>2]=f[sa>>2];f[xa+4>>2]=f[sa+4>>2];f[xa+8>>2]=f[sa+8>>2];f[xa+12>>2]=f[sa+12>>2];b[xa+16>>0]=b[sa+16>>0]|0;psb(a,c)|0;sa=c;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[J>>2]=g;f[H>>2]=j;f[C>>2]=k;f[K>>2]=l;f[D>>2]=m;f[E>>2]=n;p[I>>3]=h;p[F>>3]=i;p[G>>3]=o;g=f[S>>2]|0;if(g|0){j=f[T>>2]|0;if((j|0)!=(g|0))f[T>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[U>>2]=0;f[T>>2]=0;f[S>>2]=0}f[S>>2]=q;f[T>>2]=r;f[U>>2]=s;f[L>>2]=f[wa>>2];f[L+4>>2]=f[wa+4>>2];f[L+8>>2]=f[wa+8>>2];f[L+12>>2]=f[wa+12>>2];f[L+16>>2]=f[wa+16>>2];p[V>>3]=t;p[M>>3]=v;p[N>>3]=w;p[W>>3]=x;p[O>>3]=y;p[P>>3]=z;p[X>>3]=A;p[Q>>3]=B;f[R>>2]=f[xa>>2];f[R+4>>2]=f[xa+4>>2];f[R+8>>2]=f[xa+8>>2];f[R+12>>2]=f[xa+12>>2];b[R+16>>0]=b[xa+16>>0]|0;ya=ya+3|0;u=za;return ya|0}function Dsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+1088|0;L=Csb(a,c,d,e)|0;i=~~+p[g+184>>3]>>>0;h=~~+p[(e+184|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=M;return L|0}j=+p[g+192>>3];k=+p[e+192>>3];if(!(j<k)){if(j>k){u=M;return L|0}if(!(gub(g,e)|0)){u=M;return L|0}}}F=M+24|0;I=e;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));h=f[(e+36|0)>>2]|0;i=f[(e+40|0)>>2]|0;m=f[(e+44|0)>>2]|0;o=f[(e+48|0)>>2]|0;q=f[(e+52|0)>>2]|0;r=f[(e+56|0)>>2]|0;j=+p[(e+64|0)>>3];k=+p[(e+72|0)>>3];l=+p[(e+80|0)>>3];s=f[(e+88|0)>>2]|0;t=f[(e+92|0)>>2]|0;v=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0;f[(M+60|0)>>2]=f[(e+100|0)>>2];f[(M+60|0)+4>>2]=f[(e+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(e+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(e+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(e+100|0)+16>>2];w=+p[(e+120|0)>>3];x=+p[(e+128|0)>>3];y=+p[(e+136|0)>>3];z=+p[(e+144|0)>>3];A=+p[(e+152|0)>>3];B=+p[(e+160|0)>>3];C=+p[(e+168|0)>>3];E=+p[(e+176|0)>>3];f[M>>2]=f[(e+184|0)>>2];f[M+4>>2]=f[(e+184|0)+4>>2];f[M+8>>2]=f[(e+184|0)+8>>2];f[M+12>>2]=f[(e+184|0)+12>>2];b[M+16>>0]=b[(e+184|0)+16>>0]|0;psb(e,g)|0;F=g;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[g+36>>2]=h;f[g+40>>2]=i;f[g+44>>2]=m;f[g+48>>2]=o;f[g+52>>2]=q;f[g+56>>2]=r;p[g+64>>3]=j;p[g+72>>3]=k;p[g+80>>3]=l;h=f[(g+88|0)>>2]|0;if(!h)h=g+96|0;else{i=f[(g+92|0)>>2]|0;if((i|0)!=(h|0))f[(g+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(g+96|0)>>2]=0;f[(g+92|0)>>2]=0;f[(g+88|0)>>2]=0;h=g+96|0}f[(g+88|0)>>2]=s;f[(g+92|0)>>2]=t;f[h>>2]=v;f[(g+100|0)>>2]=f[(M+60|0)>>2];f[(g+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(g+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(g+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(g+100|0)+16>>2]=f[(M+60|0)+16>>2];p[g+120>>3]=w;p[g+128>>3]=x;p[g+136>>3]=y;p[g+144>>3]=z;p[g+152>>3]=A;p[g+160>>3]=B;p[g+168>>3]=C;p[g+176>>3]=E;f[(g+184|0)>>2]=f[M>>2];f[(g+184|0)+4>>2]=f[M+4>>2];f[(g+184|0)+8>>2]=f[M+8>>2];f[(g+184|0)+12>>2]=f[M+12>>2];b[(g+184|0)+16>>0]=b[M+16>>0]|0;h=~~+p[(e+184|0)>>3]>>>0;i=~~+p[(d+184|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){L=L+1|0;u=M;return L|0}j=+p[e+192>>3];k=+p[d+192>>3];if(!(j<k)){if(j>k){L=L+1|0;u=M;return L|0}if(!(gub(e,d)|0)){L=L+1|0;u=M;return L|0}}}F=M+24|0;I=d;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));i=f[(d+36|0)>>2]|0;m=f[(d+40|0)>>2]|0;o=f[(d+44|0)>>2]|0;q=f[(d+48|0)>>2]|0;r=f[(d+52|0)>>2]|0;h=f[(d+56|0)>>2]|0;j=+p[(d+64|0)>>3];k=+p[(d+72|0)>>3];l=+p[(d+80|0)>>3];s=f[(d+88|0)>>2]|0;t=f[(d+92|0)>>2]|0;v=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;f[(M+60|0)>>2]=f[(d+100|0)>>2];f[(M+60|0)+4>>2]=f[(d+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(d+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(d+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(d+100|0)+16>>2];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[M>>2]=f[(d+184|0)>>2];f[M+4>>2]=f[(d+184|0)+4>>2];f[M+8>>2]=f[(d+184|0)+8>>2];f[M+12>>2]=f[(d+184|0)+12>>2];b[M+16>>0]=b[(d+184|0)+16>>0]|0;psb(d,e)|0;F=e;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[(e+36|0)>>2]=i;f[(e+40|0)>>2]=m;f[(e+44|0)>>2]=o;f[(e+48|0)>>2]=q;f[(e+52|0)>>2]=r;f[(e+56|0)>>2]=h;p[(e+64|0)>>3]=j;p[(e+72|0)>>3]=k;p[(e+80|0)>>3]=l;h=f[(e+88|0)>>2]|0;if(h|0){i=f[(e+92|0)>>2]|0;if((i|0)!=(h|0))f[(e+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0}f[(e+88|0)>>2]=s;f[(e+92|0)>>2]=t;f[(e+96|0)>>2]=v;f[(e+100|0)>>2]=f[(M+60|0)>>2];f[(e+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(e+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(e+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(e+100|0)+16>>2]=f[(M+60|0)+16>>2];p[(e+120|0)>>3]=w;p[(e+128|0)>>3]=x;p[(e+136|0)>>3]=y;p[(e+144|0)>>3]=z;p[(e+152|0)>>3]=A;p[(e+160|0)>>3]=B;p[(e+168|0)>>3]=C;f[M+96>>2]=a;f[M+104>>2]=c;f[M+112>>2]=d;f[M+120>>2]=e;f[M+136>>2]=K;n[M+272>>2]=E;f[M+888>>2]=L;f[M+992>>2]=F;f[M+1008>>2]=I;f[M+1016>>2]=J;f[M+1024>>2]=0;f[M+1028>>2]=0;Atb(M);G=f[M+1024>>2]|0;D=f[M+1028>>2]|0;H=+n[M+1028>>2];f[M+1024>>2]=0;f[M+1028>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Esb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0;L=0;P=u;u=u+1296|0;d=1;h=(c-a|0)/208|0|0;if(d)switch(h|0){case 2:{h=~~+p[c+-24>>3]>>>0;d=~~+p[a+184>>3]>>>0;if(h>>>0>=d>>>0){if(h>>>0>d>>>0){c=1;u=P;return c|0}e=+p[c+-16>>3];g=+p[a+192>>3];if(!(e<g)){if(e>g){c=1;u=P;return c|0}if(!(gub(c+-208|0,a)|0)){c=1;u=P;return c|0}}}M=P+24|0;N=a;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));d=f[a+36>>2]|0;h=f[a+40>>2]|0;i=f[a+44>>2]|0;j=f[a+48>>2]|0;k=f[a+52>>2]|0;l=f[a+56>>2]|0;e=+p[a+64>>3];g=+p[a+72>>3];s=+p[a+80>>3];m=f[(a+88|0)>>2]|0;o=f[(a+92|0)>>2]|0;q=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(P+232|0)>>2]=f[(a+100|0)>>2];f[(P+232|0)+4>>2]=f[(a+100|0)+4>>2];f[(P+232|0)+8>>2]=f[(a+100|0)+8>>2];f[(P+232|0)+12>>2]=f[(a+100|0)+12>>2];f[(P+232|0)+16>>2]=f[(a+100|0)+16>>2];A=+p[a+120>>3];B=+p[a+128>>3];C=+p[a+136>>3];E=+p[a+144>>3];F=+p[a+152>>3];I=+p[a+160>>3];J=+p[a+168>>3];K=+p[a+176>>3];f[P>>2]=f[(a+184|0)>>2];f[P+4>>2]=f[(a+184|0)+4>>2];f[P+8>>2]=f[(a+184|0)+8>>2];f[P+12>>2]=f[(a+184|0)+12>>2];b[P+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c+-208|0)|0;M=c+-208|0;N=P+24|0;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));f[c+-172>>2]=d;f[c+-168>>2]=h;f[c+-164>>2]=i;f[c+-160>>2]=j;f[c+-156>>2]=k;f[c+-152>>2]=l;p[c+-144>>3]=e;p[c+-136>>3]=g;p[c+-128>>3]=s;d=f[(c+-120|0)>>2]|0;if(!d)d=c+-112|0;else{h=f[(c+-116|0)>>2]|0;if((h|0)!=(d|0))f[(c+-116|0)>>2]=h+(~(((h+-12-d|0)>>>0)/12|0)*12|0);sOb(d);f[(c+-112|0)>>2]=0;f[(c+-116|0)>>2]=0;f[(c+-120|0)>>2]=0;d=c+-112|0}f[(c+-120|0)>>2]=m;f[(c+-116|0)>>2]=o;f[d>>2]=q;f[(c+-108|0)>>2]=f[(P+232|0)>>2];f[(c+-108|0)+4>>2]=f[(P+232|0)+4>>2];f[(c+-108|0)+8>>2]=f[(P+232|0)+8>>2];f[(c+-108|0)+12>>2]=f[(P+232|0)+12>>2];f[(c+-108|0)+16>>2]=f[(P+232|0)+16>>2];p[c+-88>>3]=A;p[c+-80>>3]=B;p[c+-72>>3]=C;p[c+-64>>3]=E;p[c+-56>>3]=F;p[c+-48>>3]=I;p[c+-40>>3]=J;p[c+-32>>3]=K;f[(c+-24|0)>>2]=f[P>>2];f[(c+-24|0)+4>>2]=f[P+4>>2];f[(c+-24|0)+8>>2]=f[P+8>>2];f[(c+-24|0)+12>>2]=f[P+12>>2];b[(c+-24|0)+16>>0]=b[P+16>>0]|0;c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){case 3:{Bsb(a,a+208|0,c+-208|0)|0;c=1;u=P;return c|0}case 4:{Csb(a,a+208|0,a+416|0,c+-208|0)|0;c=1;u=P;return c|0}case 5:{Dsb(a,a+208|0,a+416|0,a+624|0,c+-208|0)|0;c=1;u=P;return c|0}case 1:case 0:{c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){default:{Bsb(a,a+208|0,a+416|0)|0;a:{d=1;if(d){d=0;if((a+624|0|0)==(c|0)){x=1;z=0}else d=1}if(d)if(1){t=(P+24|0)+36|0;v=(P+24|0)+48|0;w=(P+24|0)+64|0;l=(P+24|0)+100|0;m=(P+24|0)+120|0;o=(P+24|0)+144|0;q=(P+24|0)+168|0;r=(P+24|0)+184|0;k=a+624|0;i=0;j=a+416|0;while(1){d=~~+p[k+184>>3]>>>0;h=~~+p[j+184>>3]>>>0;if(d>>>0<h>>>0)L=23;else if(d>>>0>h>>>0)y=i;else{e=+p[k+192>>3];g=+p[j+192>>3];if(e<g)L=23;else if(e>g)y=i;else if(gub(k,j)|0)L=23;else y=i}if((L|0)==23){L=0;M=P+24|0;N=k;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));h=k+36|0;f[t>>2]=f[h>>2];f[t+4>>2]=f[h+4>>2];f[t+8>>2]=f[h+8>>2];f[t>>2]=f[h>>2];f[((P+24|0)+40|0)>>2]=f[k+40>>2];f[((P+24|0)+44|0)>>2]=f[k+44>>2];h=k+48|0;f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2];f[v>>2]=f[h>>2];f[((P+24|0)+52|0)>>2]=f[k+52>>2];f[((P+24|0)+56|0)>>2]=f[k+56>>2];h=k+64|0;f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[P+272>>2]=a;f[P+280>>2]=c;f[P+304>>2]=k;f[P+312>>2]=i;f[P+320>>2]=j;f[P+336>>2]=x;f[P+344>>2]=y;f[P+352>>2]=z;f[P+392>>2]=l;f[P+400>>2]=m;f[P+408>>2]=o;f[P+416>>2]=q;f[P+424>>2]=r;f[P+488>>2]=h;f[P+1128>>2]=t;f[P+1136>>2]=v;f[P+1144>>2]=w;f[P+1152>>2]=M;f[P+1168>>2]=N;f[P+1176>>2]=O;f[P+1224>>2]=0;f[P+1228>>2]=0;Btb(P);x=f[P+336>>2]|0;y=f[P+344>>2]|0;z=f[P+352>>2]|0;G=f[P+1224>>2]|0;D=f[P+1228>>2]|0;H=+n[P+1228>>2];f[P+1224>>2]=0;f[P+1228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 2:break a}}d=k+208|0;if((d|0)==(c|0)){x=1;z=0;break}else{j=k;k=d;i=y}}}}c=z|x;u=P;return c|0}}return 0}function Fsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0.0,ka=0;ga=u;u=u+2144|0;j=+p[(c+216|0)>>3];e=~~+p[(a+216|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;g=j}else if(~~j>>>0>>>0>e>>>0){k=0;g=j}else{g=+p[c+224>>3];h=+p[a+224>>3];if(g<h){k=1;g=j}else if(g>h){k=0;g=j}else{k=fub(c,a)|0;g=+p[(c+216|0)>>3]}}i=~~+p[(d+216|0)>>3]>>>0;e=~~g>>>0;if(i>>>0<e>>>0)I=1;else if(i>>>0>e>>>0)I=0;else{g=+p[d+224>>3];h=+p[c+224>>3];if(g<h)I=1;else if(g>h)I=0;else I=fub(d,c)|0}if(!k){if(!I){ia=0;u=ga;return ia|0}fa=ga+24|0;ha=c;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));g=+p[(c+40|0)>>3];h=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];l=+p[(c+64|0)>>3];m=+p[(c+72|0)>>3];o=+p[(c+80|0)>>3];e=f[(c+88|0)>>2]|0;i=f[(c+92|0)>>2]|0;k=f[(c+96|0)>>2]|0;q=f[(c+100|0)>>2]|0;r=f[(c+104|0)>>2]|0;s=f[(c+108|0)>>2]|0;t=+p[(c+112|0)>>3];v=+p[(c+120|0)>>3];w=+p[(c+128|0)>>3];x=+p[(c+136|0)>>3];y=+p[(c+144|0)>>3];z=+p[(c+152|0)>>3];A=+p[(c+160|0)>>3];B=+p[(c+168|0)>>3];C=+p[(c+176|0)>>3];f[(ga+64|0)>>2]=f[(c+184|0)>>2];f[(ga+64|0)+4>>2]=f[(c+184|0)+4>>2];f[(ga+64|0)+8>>2]=f[(c+184|0)+8>>2];f[(ga+64|0)+12>>2]=f[(c+184|0)+12>>2];E=+p[(c+200|0)>>3];F=+p[(c+208|0)>>3];f[ga>>2]=f[(c+216|0)>>2];f[ga+4>>2]=f[(c+216|0)+4>>2];f[ga+8>>2]=f[(c+216|0)+8>>2];f[ga+12>>2]=f[(c+216|0)+12>>2];b[ga+16>>0]=b[(c+216|0)+16>>0]|0;fa=c;ha=d;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));ja=+p[(d+40|0)>>3];p[(d+40|0)>>3]=g;p[(c+40|0)>>3]=ja;ja=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=ja;ja=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=ja;ja=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=ja;ja=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=ja;ja=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=ja;ka=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=e;f[(c+88|0)>>2]=ka;ka=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=ka;ka=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=ka;ka=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=ka;f[(c+104|0)>>2]=f[(d+104|0)>>2];f[(c+108|0)>>2]=f[(d+108|0)>>2];ja=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=ja;ja=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=ja;ja=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=ja;ja=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=ja;ja=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=ja;ja=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=ja;ja=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(c+160|0)>>3];f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+160>>2]=ja;n[ga+1152>>2]=g;n[ga+1184>>2]=h;n[ga+1224>>2]=j;n[ga+1248>>2]=l;n[ga+1280>>2]=m;n[ga+1320>>2]=o;f[ga+1368>>2]=e;f[ga+1408>>2]=i;f[ga+1448>>2]=k;f[ga+1504>>2]=q;f[ga+1536>>2]=r;f[ga+1576>>2]=s;n[ga+1592>>2]=t;n[ga+1680>>2]=v;n[ga+1768>>2]=w;n[ga+1784>>2]=x;n[ga+1792>>2]=y;n[ga+1800>>2]=z;n[ga+1808>>2]=A;n[ga+1816>>2]=B;n[ga+1824>>2]=C;n[ga+1832>>2]=E;n[ga+1840>>2]=F;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2016>>2]=0;f[ga+2020>>2]=0;Etb(ga);J=f[ga+120>>2]|0;fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2016>>2]|0;D=f[ga+2020>>2]|0;H=+n[ga+2020>>2];f[ga+2016>>2]=0;f[ga+2020>>2]=0;if((G|0)==6)return D|0}f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;f[ga+136>>2]=I;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2008>>2]=0;f[ga+2012>>2]=0;Dtb(ga);J=f[ga+120>>2]|0;K=+n[ga+952>>2];L=+n[ga+960>>2];M=+n[ga+968>>2];N=+n[ga+976>>2];O=+n[ga+984>>2];P=+n[ga+992>>2];Q=f[ga+1e3>>2]|0;R=f[ga+1008>>2]|0;S=f[ga+1016>>2]|0;T=f[ga+1024>>2]|0;U=f[ga+1032>>2]|0;V=f[ga+1040>>2]|0;W=+n[ga+1048>>2];X=+n[ga+1056>>2];Y=+n[ga+1064>>2];Z=+n[ga+1072>>2];_=+n[ga+1080>>2];$=+n[ga+1088>>2];aa=+n[ga+1096>>2];ba=+n[ga+1104>>2];ca=+n[ga+1112>>2];da=+n[ga+1120>>2];ea=+n[ga+1128>>2];fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2008>>2]|0;D=f[ga+2012>>2]|0;H=+n[ga+2012>>2];f[ga+2008>>2]=0;f[ga+2012>>2]=0;if((G|0)==6)return D|0;f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2e3>>2]=0;f[ga+2004>>2]=0;Ctb(ga);G=f[ga+2e3>>2]|0;D=f[ga+2004>>2]|0;H=+n[ga+2004>>2];f[ga+2e3>>2]=0;f[ga+2004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Gsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0,ja=0,ka=0,la=0.0,ma=0;ka=u;u=u+1376|0;ja=Fsb(a,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=ka;return ja|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=ka;return ja|0}if(!(fub(e,d)|0)){u=ka;return ja|0}}}J=ka+24|0;K=d;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));h=+p[(d+40|0)>>3];i=+p[(d+48|0)>>3];k=+p[(d+56|0)>>3];l=+p[(d+64|0)>>3];m=+p[(d+72|0)>>3];o=+p[(d+80|0)>>3];g=f[(d+88|0)>>2]|0;j=f[(d+92|0)>>2]|0;q=f[(d+96|0)>>2]|0;r=f[(d+100|0)>>2]|0;s=f[(d+104|0)>>2]|0;t=f[(d+108|0)>>2]|0;v=+p[(d+112|0)>>3];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[(ka+64|0)>>2]=f[(d+184|0)>>2];f[(ka+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(ka+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(ka+64|0)+12>>2]=f[(d+184|0)+12>>2];F=+p[(d+200|0)>>3];I=+p[(d+208|0)>>3];f[ka>>2]=f[(d+216|0)>>2];f[ka+4>>2]=f[(d+216|0)+4>>2];f[ka+8>>2]=f[(d+216|0)+8>>2];f[ka+12>>2]=f[(d+216|0)+12>>2];b[ka+16>>0]=b[(d+216|0)+16>>0]|0;J=d;K=e;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));la=+p[(e+40|0)>>3];p[(e+40|0)>>3]=h;p[(d+40|0)>>3]=la;la=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=la;la=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=la;la=+p[(e+64|0)>>3];p[(e+64|0)>>3]=+p[(d+64|0)>>3];p[(d+64|0)>>3]=la;la=+p[(e+72|0)>>3];p[(e+72|0)>>3]=+p[(d+72|0)>>3];p[(d+72|0)>>3]=la;la=+p[(e+80|0)>>3];p[(e+80|0)>>3]=+p[(d+80|0)>>3];p[(d+80|0)>>3]=la;ma=f[(e+88|0)>>2]|0;f[(e+88|0)>>2]=g;f[(d+88|0)>>2]=ma;ma=f[(e+92|0)>>2]|0;f[(e+92|0)>>2]=f[(d+92|0)>>2];f[(d+92|0)>>2]=ma;ma=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=f[(d+96|0)>>2];f[(d+96|0)>>2]=ma;ma=f[(e+100|0)>>2]|0;f[(e+100|0)>>2]=f[(d+100|0)>>2];f[(d+100|0)>>2]=ma;f[(d+104|0)>>2]=f[(e+104|0)>>2];f[(d+108|0)>>2]=f[(e+108|0)>>2];la=+p[(e+112|0)>>3];p[(e+112|0)>>3]=+p[(d+112|0)>>3];p[(d+112|0)>>3]=la;la=+p[(e+120|0)>>3];p[(e+120|0)>>3]=+p[(d+120|0)>>3];p[(d+120|0)>>3]=la;la=+p[(e+128|0)>>3];p[(e+128|0)>>3]=+p[(d+128|0)>>3];p[(d+128|0)>>3]=la;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+120>>2]=e;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;n[ka+560>>2]=h;n[ka+616>>2]=i;n[ka+688>>2]=k;n[ka+776>>2]=l;n[ka+832>>2]=m;n[ka+872>>2]=o;f[ka+952>>2]=g;f[ka+960>>2]=j;f[ka+968>>2]=q;f[ka+976>>2]=r;f[ka+984>>2]=s;f[ka+992>>2]=t;n[ka+1e3>>2]=v;n[ka+1008>>2]=w;n[ka+1016>>2]=x;n[ka+1024>>2]=y;n[ka+1032>>2]=z;n[ka+1040>>2]=A;f[ka+1048>>2]=ja;n[ka+1056>>2]=B;n[ka+1064>>2]=C;n[ka+1072>>2]=E;n[ka+1080>>2]=F;n[ka+1088>>2]=I;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1288>>2]=0;f[ka+1292>>2]=0;Gtb(ka);M=f[ka+128>>2]|0;N=+n[ka+184>>2];O=+n[ka+192>>2];P=+n[ka+200>>2];Q=+n[ka+208>>2];R=+n[ka+216>>2];S=+n[ka+224>>2];T=f[ka+232>>2]|0;U=f[ka+240>>2]|0;V=f[ka+248>>2]|0;W=f[ka+256>>2]|0;X=f[ka+264>>2]|0;Y=f[ka+272>>2]|0;Z=+n[ka+280>>2];_=+n[ka+296>>2];$=+n[ka+304>>2];aa=+n[ka+312>>2];ba=+n[ka+320>>2];ca=+n[ka+328>>2];da=+n[ka+336>>2];ea=+n[ka+344>>2];fa=+n[ka+352>>2];ga=+n[ka+360>>2];ha=+n[ka+368>>2];ia=f[ka+440>>2]|0;J=f[ka+1248>>2]|0;K=f[ka+1264>>2]|0;L=f[ka+1272>>2]|0;G=f[ka+1288>>2]|0;D=f[ka+1292>>2]|0;H=+n[ka+1292>>2];f[ka+1288>>2]=0;f[ka+1292>>2]=0;if((G|0)==6)return D|0;f[ka+96>>2]=a;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;f[ka+1048>>2]=ja;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1280>>2]=0;f[ka+1284>>2]=0;Ftb(ka);G=f[ka+1280>>2]|0;D=f[ka+1284>>2]|0;H=+n[ka+1284>>2];f[ka+1280>>2]=0;f[ka+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Hsb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0,$=0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0.0,oa=0.0,pa=0.0,qa=0.0,ra=0.0,sa=0.0;$=u;u=u+1792|0;_=Gsb(a,b,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=$;return _|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=$;return _|0}if(!(fub(e,d)|0)){u=$;return _|0}}}g=$+24|0;j=d;k=g+36|0;do{f[g>>2]=f[j>>2];g=g+4|0;j=j+4|0}while((g|0)<(k|0));sa=+p[(d+40|0)>>3];ra=+p[(d+48|0)>>3];qa=+p[(d+56|0)>>3];pa=+p[(d+64|0)>>3];oa=+p[(d+72|0)>>3];na=+p[(d+80|0)>>3];ma=f[(d+88|0)>>2]|0;la=f[(d+92|0)>>2]|0;ka=f[(d+96|0)>>2]|0;ja=f[(d+100|0)>>2]|0;ia=f[(d+104|0)>>2]|0;ha=f[(d+108|0)>>2]|0;ga=+p[(d+112|0)>>3];fa=+p[(d+120|0)>>3];ea=+p[(d+128|0)>>3];da=+p[(d+136|0)>>3];ca=+p[(d+144|0)>>3];ba=+p[(d+152|0)>>3];aa=+p[(d+160|0)>>3];h=+p[(d+168|0)>>3];i=+p[(d+176|0)>>3];f[($+64|0)>>2]=f[(d+184|0)>>2];f[($+64|0)+4>>2]=f[(d+184|0)+4>>2];f[($+64|0)+8>>2]=f[(d+184|0)+8>>2];f[($+64|0)+12>>2]=f[(d+184|0)+12>>2];f[$+112>>2]=c;f[$+120>>2]=d;f[$+128>>2]=e;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+616>>2]=sa;n[$+688>>2]=ra;n[$+776>>2]=qa;n[$+832>>2]=pa;n[$+880>>2]=oa;n[$+928>>2]=na;f[$+984>>2]=ma;f[$+1040>>2]=la;f[$+1112>>2]=ka;f[$+1248>>2]=ja;f[$+1296>>2]=ia;f[$+1344>>2]=ha;n[$+1384>>2]=ga;n[$+1392>>2]=fa;n[$+1400>>2]=ea;n[$+1408>>2]=da;n[$+1416>>2]=ca;n[$+1424>>2]=ba;n[$+1432>>2]=aa;n[$+1440>>2]=h;n[$+1448>>2]=i;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1672>>2]=0;f[$+1676>>2]=0;Jtb($);l=f[$+136>>2]|0;m=+n[$+200>>2];o=+n[$+208>>2];q=+n[$+216>>2];r=+n[$+224>>2];s=+n[$+232>>2];t=+n[$+240>>2];v=f[$+248>>2]|0;w=f[$+256>>2]|0;x=f[$+264>>2]|0;y=f[$+272>>2]|0;z=f[$+280>>2]|0;g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1672>>2]|0;D=f[$+1676>>2]|0;H=+n[$+1676>>2];f[$+1672>>2]=0;f[$+1676>>2]=0;if((G|0)==6)return D|0;f[$+104>>2]=b;f[$+112>>2]=c;f[$+120>>2]=d;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1664>>2]=0;f[$+1668>>2]=0;Itb($);l=f[$+136>>2]|0;A=+n[$+584>>2];B=+n[$+592>>2];C=+n[$+600>>2];E=+n[$+608>>2];F=+n[$+624>>2];I=+n[$+632>>2];J=f[$+640>>2]|0;K=f[$+648>>2]|0;L=f[$+656>>2]|0;M=f[$+664>>2]|0;N=f[$+672>>2]|0;O=f[$+680>>2]|0;P=+n[$+696>>2];Q=+n[$+704>>2];R=+n[$+712>>2];S=+n[$+720>>2];T=+n[$+728>>2];U=+n[$+736>>2];V=+n[$+744>>2];W=+n[$+752>>2];X=+n[$+760>>2];Y=+n[$+768>>2];Z=+n[$+784>>2];g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1664>>2]|0;D=f[$+1668>>2]|0;H=+n[$+1668>>2];f[$+1664>>2]=0;f[$+1668>>2]=0;if((G|0)==6)return D|0;f[$+96>>2]=a;f[$+104>>2]=b;f[$+112>>2]=c;f[$+136>>2]=l;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1656>>2]=0;f[$+1660>>2]=0;Htb($);G=f[$+1656>>2]|0;D=f[$+1660>>2]|0;H=+n[$+1660>>2];f[$+1656>>2]=0;f[$+1660>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Isb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0;B=0;C=u;u=u+1952|0;c=1;g=(b-a|0)/240|0|0;if(c)switch(g|0){case 2:{g=~~+p[b+-24>>3]>>>0;c=~~+p[a+216>>3]>>>0;if(g>>>0>=c>>>0){if(g>>>0>c>>>0){b=1;u=C;return b|0}d=+p[b+-16>>3];e=+p[a+224>>3];if(!(d<e)){if(d>e){b=1;u=C;return b|0}if(!(fub(b+-240|0,a)|0)){b=1;u=C;return b|0}}}c=C+40|0;g=a;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));R=+p[(a+40|0)>>3];Q=+p[(a+48|0)>>3];P=+p[(a+56|0)>>3];O=+p[(a+64|0)>>3];N=+p[(a+72|0)>>3];M=+p[(a+80|0)>>3];w=f[(a+88|0)>>2]|0;x=f[(a+92|0)>>2]|0;y=f[(a+96|0)>>2]|0;z=f[(a+100|0)>>2]|0;A=f[(a+104|0)>>2]|0;B=f[(a+108|0)>>2]|0;L=+p[(a+112|0)>>3];K=+p[(a+120|0)>>3];J=+p[(a+128|0)>>3];I=+p[(a+136|0)>>3];F=+p[(a+144|0)>>3];E=+p[(a+152|0)>>3];d=+p[(a+160|0)>>3];e=+p[(a+168|0)>>3];f[C+304>>2]=a;f[C+312>>2]=b;f[C+400>>2]=h;n[C+632>>2]=R;n[C+704>>2]=Q;n[C+776>>2]=P;n[C+840>>2]=O;n[C+912>>2]=N;n[C+976>>2]=M;f[C+1104>>2]=w;f[C+1176>>2]=x;f[C+1248>>2]=y;f[C+1336>>2]=z;f[C+1376>>2]=A;f[C+1424>>2]=B;n[C+1472>>2]=L;n[C+1520>>2]=K;n[C+1568>>2]=J;n[C+1584>>2]=I;n[C+1592>>2]=F;n[C+1600>>2]=E;n[C+1608>>2]=d;n[C+1616>>2]=e;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1864>>2]=0;f[C+1868>>2]=0;Ltb(C);G=f[C+1864>>2]|0;D=f[C+1868>>2]|0;H=+n[C+1868>>2];f[C+1864>>2]=0;f[C+1868>>2]=0;if((G|0)==6)return D|0}default:c=1}if(c)switch(g|0){case 3:{Fsb(a,a+240|0,b+-240|0)|0;b=1;u=C;return b|0}case 4:{Gsb(a,a+240|0,a+480|0,b+-240|0)|0;b=1;u=C;return b|0}case 5:{Hsb(a,a+240|0,a+480|0,a+720|0,b+-240|0)|0;b=1;u=C;return b|0}case 1:case 0:{b=1;u=C;return b|0}default:c=1}if(c)switch(g|0){default:{Fsb(a,a+240|0,a+480|0)|0;a:{c=1;if(c){c=0;if((a+720|0|0)==(b|0)){y=1;A=0}else c=1}if(c)if(1){l=(C+40|0)+40|0;m=(C+40|0)+64|0;o=(C+40|0)+88|0;q=(C+40|0)+100|0;r=(C+40|0)+112|0;s=(C+40|0)+136|0;t=(C+40|0)+160|0;v=(C+40|0)+184|0;w=(C+40|0)+200|0;x=(C+40|0)+216|0;k=a+720|0;h=0;j=a+480|0;while(1){c=~~+p[k+216>>3]>>>0;g=~~+p[j+216>>3]>>>0;if(c>>>0<g>>>0)B=18;else if(c>>>0>g>>>0)z=h;else{d=+p[k+224>>3];e=+p[j+224>>3];if(d<e)B=18;else if(d>e)z=h;else if(fub(k,j)|0)B=18;else z=h}if((B|0)==18){B=0;c=C+40|0;g=k;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));S=k+40|0;f[l>>2]=f[S>>2];f[l+4>>2]=f[S+4>>2];f[l+8>>2]=f[S+8>>2];f[l+12>>2]=f[S+12>>2];f[l+16>>2]=f[S+16>>2];f[l+20>>2]=f[S+20>>2];p[l>>3]=+p[S>>3];p[((C+40|0)+48|0)>>3]=+p[k+48>>3];p[((C+40|0)+56|0)>>3]=+p[k+56>>3];S=k+64|0;f[m>>2]=f[S>>2];f[m+4>>2]=f[S+4>>2];f[m+8>>2]=f[S+8>>2];f[m+12>>2]=f[S+12>>2];f[m+16>>2]=f[S+16>>2];f[m+20>>2]=f[S+20>>2];f[C+304>>2]=a;f[C+312>>2]=b;f[C+328>>2]=k;f[C+336>>2]=h;f[C+344>>2]=j;f[C+360>>2]=y;f[C+368>>2]=z;f[C+392>>2]=A;f[C+440>>2]=m;f[C+448>>2]=o;f[C+456>>2]=q;f[C+464>>2]=r;f[C+472>>2]=s;f[C+480>>2]=t;f[C+488>>2]=v;f[C+496>>2]=w;f[C+504>>2]=x;f[C+560>>2]=S;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1856>>2]=0;f[C+1860>>2]=0;Ktb(C);y=f[C+360>>2]|0;z=f[C+368>>2]|0;A=f[C+392>>2]|0;G=f[C+1856>>2]|0;D=f[C+1860>>2]|0;H=+n[C+1860>>2];f[C+1856>>2]=0;f[C+1860>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break a}}c=k+240|0;if((c|0)==(b|0)){y=1;A=0;break}else{j=k;k=c;h=z}}}}S=A|y;u=C;return S|0}}return 0}function Jsb(){if(!(b[257144]|0))MPb(257144)|0;f[64728]=262921;return}function Ksb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[b+56>>2]|0;if(!e)e=0;else e=f[f[e>>2]>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];QDa(f[b+48>>2]|0,e,d,a);return}function Lsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;F=u;u=u+1104|0;C=F+1040|0;E=F+520|0;D=F;if(b[a+55>>0]|0)if(!(f[d+196>>2]&16777216)){u=F;return}g=a+56|0;do if(b[a+23>>0]|0){if(f[g>>2]|0)if(b[a+8>>0]|0)break;if(!(FSa(f[a+48>>2]|0,d+116|0,b[a+32>>0]|0)|0)){u=F;return}}while(0);h=f[d+4>>2]|0;B=f[d+96>>2]|0;g=f[g>>2]|0;if(!g)g=0;else g=f[f[g>>2]>>2]|0;f[C>>2]=f[B>>2];j=C+4|0;f[j>>2]=f[B+4>>2];k=C+8|0;f[k>>2]=f[B+8>>2];l=C+12|0;f[l>>2]=f[B+12>>2];m=C+16|0;f[m>>2]=f[B+16>>2];o=C+20|0;f[o>>2]=f[B+20>>2];q=C+24|0;f[q>>2]=f[B+24>>2];r=C+28|0;f[r>>2]=f[B+28>>2];s=C+32|0;f[s>>2]=f[B+32>>2];t=C+36|0;f[t>>2]=f[B+36>>2];v=C+40|0;f[v>>2]=f[B+40>>2];w=C+44|0;f[w>>2]=f[B+44>>2];x=C+48|0;f[x>>2]=f[B+48>>2];y=C+52|0;f[y>>2]=f[B+52>>2];z=C+56|0;f[z>>2]=f[B+56>>2];A=C+60|0;f[A>>2]=f[B+60>>2];QDa(f[a+48>>2]|0,g,d,C);f[E>>2]=a;i=a+120|0;f[E+4>>2]=i;G=E+8|0;f[G>>2]=d;g=E+12|0;f[g>>2]=h;jEa(E+16|0,f[h+44>>2]|0);f[E+100>>2]=B;p[E+104>>3]=+n[C>>2];p[E+112>>3]=+n[j>>2];p[E+120>>3]=+n[k>>2];p[E+128>>3]=+n[l>>2];p[E+136>>3]=+n[m>>2];p[E+144>>3]=+n[o>>2];p[E+152>>3]=+n[q>>2];p[E+160>>3]=+n[r>>2];p[E+168>>3]=+n[s>>2];p[E+176>>3]=+n[t>>2];p[E+184>>3]=+n[v>>2];p[E+192>>3]=+n[w>>2];p[E+200>>3]=+n[x>>2];p[E+208>>3]=+n[y>>2];p[E+216>>3]=+n[z>>2];p[E+224>>3]=+n[A>>2];h=(f[(f[G>>2]|0)+4>>2]|0)!=(f[g>>2]|0);b[E+361>>0]=h&1;g=d+196|0;if(h)h=1;else h=(f[g>>2]|0)>>>1&1;b[E+362>>0]=h;p[E+368>>3]=+p[(f[E>>2]|0)+112>>3];f[E+504>>2]=0;p[E+512>>3]=0.0;Msb(E,c,e)|0;if(f[g>>2]&1048576|0)if(!(b[a+21>>0]|0)){h=lJa(d)|0;h=f[h>>2]|0;f[D>>2]=a;f[D+4>>2]=i;a=D+8|0;f[a>>2]=d;G=D+12|0;f[G>>2]=h;jEa(D+16|0,f[h+44>>2]|0);f[D+100>>2]=B;p[D+104>>3]=+n[C>>2];p[D+112>>3]=+n[j>>2];p[D+120>>3]=+n[k>>2];p[D+128>>3]=+n[l>>2];p[D+136>>3]=+n[m>>2];p[D+144>>3]=+n[o>>2];p[D+152>>3]=+n[q>>2];p[D+160>>3]=+n[r>>2];p[D+168>>3]=+n[s>>2];p[D+176>>3]=+n[t>>2];p[D+184>>3]=+n[v>>2];p[D+192>>3]=+n[w>>2];p[D+200>>3]=+n[x>>2];p[D+208>>3]=+n[y>>2];p[D+216>>3]=+n[z>>2];p[D+224>>3]=+n[A>>2];G=(f[(f[a>>2]|0)+4>>2]|0)!=(f[G>>2]|0);b[D+361>>0]=G&1;if(G)g=1;else g=(f[g>>2]|0)>>>1&1;b[D+362>>0]=g;p[D+368>>3]=+p[(f[D>>2]|0)+112>>3];f[D+504>>2]=0;p[D+512>>3]=0.0;Msb(D,c,e)|0;g=D+64|0;h=f[D+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=D+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=D+48|0;h=f[D+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=D+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}}g=E+64|0;h=f[E+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=E+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=E+48|0;h=f[E+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=E+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}u=F;return}function Msb(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=0;o=u;u=u+4208|0;i=f[a>>2]|0;h=(b[i+24>>0]|0)!=0;e=(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+24>>2]|0)!=0;if(!(f[i+56>>2]|0))l=0;else if((b[i+12>>0]|0)==0|e^1)l=1;else l=(c|0)==2?1:(f[(f[a+8>>2]|0)+196>>2]&24576|0)==24576;do if(!(c&1))j=0;else if(!(b[i+109>>0]|0))j=0;else{if(!(b[i+20>>0]|0)){if(!e){j=0;break}}else if(!(+p[i+112>>3]>=d)|e^1){j=0;break}if(h)e=(b[i+26>>0]|0)==0;else e=0;j=cjb(i+52|0,e,f[i+104>>2]|0,f[a+8>>2]|0)|0}while(0);if((c&2|0)!=0|l){c=f[a>>2]|0;if(!(b[c+110>>0]|0))g=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+28>>2]|0))g=0;else{if(h)e=(b[c+27>>0]|0)==0;else e=0;g=djb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0;c=f[a>>2]|0}if(!(b[c+111>>0]|0))c=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+32>>2]|0))c=0;else{if(h)e=(b[c+28>>0]|0)==0;else e=0;c=ejb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0}}else{g=0;c=0}if(!(c|(j|g))){m=0;u=o;return m|0}e=f[(f[(a+8|0)>>2]|0)+108>>2]|0;if(e|0)if(!(Xtb(f[a>>2]|0,e)|0)){m=0;u=o;return m|0}i=1;f[o+656>>2]=a;n[o+672>>2]=d;f[o+920>>2]=k;f[o+3192>>2]=l;f[o+3744>>2]=g;f[o+3760>>2]=j;f[o+3776>>2]=c;f[o+3848>>2]=m;f[o+3856>>2]=i;f[o+4e3>>2]=0;f[o+4004>>2]=0;Ptb(o);G=f[o+4e3>>2]|0;D=f[o+4004>>2]|0;H=+n[o+4004>>2];f[o+4e3>>2]=0;f[o+4004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Nsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;k=f[m>>2]|0;d=f[a>>2]|0;j=(k-d|0)/208|0;e=j+1|0;c=d;g=k;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;h=l<<1;h=l>>>0<10324440?(h>>>0<e>>>0?e:h):20648881;do if(!h)i=0;else if(h>>>0>20648881)vd();else{i=pOb(h*208|0)|0;break}while(0);d=i+(j*208|0)|0;e=d;l=i+(h*208|0)|0;dQb(d|0,0,208)|0;f[i+(j*208|0)+100>>2]=-1;b[i+(j*208|0)+200>>0]=0;h=d+208|0;if((g|0)==(c|0))i=k;else{do{g=g+-208|0;f0(d+-208|0,g);d=e+-208|0;e=d}while((g|0)!=(c|0));i=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=h;f[n>>2]=l;h=i;if((c|0)!=(h|0))do{d=f[c+-120>>2]|0;if(d|0){e=c+-116|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(h|0));if(!i)return;sOb(i);return}function Osb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=a+4|0;c=f[o>>2]|0;d=f[a>>2]|0;g=(c-d|0)/120|0;e=g+1|0;n=d;i=c;if(e>>>0>35791394)AMb(a);q=a+8|0;l=((f[q>>2]|0)-d|0)/120|0;m=l<<1;e=l>>>0<17895697?(m>>>0<e>>>0?e:m):35791394;do if(!e)h=0;else if(e>>>0>35791394)vd();else{h=pOb(e*120|0)|0;break}while(0);g=h+(g*120|0)|0;d=g;l=h+(e*120|0)|0;j=g;k=j+120|0;do{f[j>>2]=0;j=j+4|0}while((j|0)<(k|0));m=g+120|0;if((i|0)!=(n|0)){h=i;e=g;do{c=h;h=h+-120|0;j=e+-120|0;g=h;k=j+36|0;do{f[j>>2]=f[g>>2];j=j+4|0;g=g+4|0}while((j|0)<(k|0));p[e+-80>>3]=+p[c+-80>>3];p[e+-72>>3]=+p[c+-72>>3];p[e+-64>>3]=+p[c+-64>>3];k=e+-56|0;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];p[e+-40>>3]=+p[c+-40>>3];p[e+-32>>3]=+p[c+-32>>3];k=e+-24|0;j=c+-24|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];b[k+16>>0]=b[j+16>>0]|0;e=d+-120|0;d=e}while((h|0)!=(n|0));c=f[a>>2]|0}f[a>>2]=d;f[o>>2]=m;f[q>>2]=l;if(!c)return;sOb(c);return}function Psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+168|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+184>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+192>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+176>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+192>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+64>>3]+y/z*.0001;A=+p[c+72>>3]+x/z*.0001;z=w/z*.0001+ +p[c+80>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+192>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Qsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0;j=f[b>>2]|0;i=f[b+4>>2]|0;q=(j<<6)+-1640531527+(j>>>2)+i^j;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=q&g;else if(q>>>0<l>>>0)h=q;else h=(q>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{b=f[b>>2]|0;if(!b)b=h;else{if(c){while(1){o=f[b+4>>2]|0;if(!((o|0)==(q|0)|(o&g|0)==(h|0))){b=h;break a}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}while(1){c=f[b+4>>2]|0;if((c|0)!=(q|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}}}while(0);o=pOb(24)|0;f[o+8>>2]=j;f[o+12>>2]=i;p[o+16>>3]=0.0;f[o+4>>2]=q;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Ssb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&q;break}if(q>>>0<b>>>0){g=b;b=q}else{g=b;b=(q>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=33}}else{f[o>>2]=f[b>>2];r=33}if((r|0)==33)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Ssb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Tsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Tsb(a,b);return}function Tsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Usb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+80|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+96>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+104>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+88>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+104>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+104>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Vsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+200|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+216>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+224>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+208>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+224>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+224>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Wsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+64|0;c=j+48|0;h=j;i=a+109|0;b[c>>0]=b[i>>0]|0;b[c+1>>0]=b[i+1>>0]|0;b[c+2>>0]=b[i+2>>0]|0;ujb(i,b[a+108>>0]|0);i=AQa(f[a+48>>2]|0)|0;d=f[a+56>>2]|0;e=a+104|0;g=f[e>>2]|0;if(!g){if(_9a(i)|0){f[h>>2]=a;f[h+4>>2]=d;$9a(i,106,h);f[e>>2]=0;if(b[a+96>>0]|0)if((f[a+120>>2]|0)!=(f[a+124>>2]|0))p[a+112>>3]=0.0}}else{Xsb(h,a,W9a(i,g,0)|0,d+24|0);Ujb(a+120|0,h);B$(h)}i=a+109|0;b[i>>0]=b[c>>0]|0;b[i+1>>0]=b[c+1>>0]|0;b[i+2>>0]=b[c+2>>0]|0;u=j;return}function Xsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0;g=u;u=u+1408|0;i=g+1360|0;k=g+1344|0;j=g+976|0;m=g+776|0;h=g;l=g+1392|0;o=f[c+56>>2]|0;qeb(i,d);n=+(~~(+p[i+24>>3]*+p[o+16>>3])|0);p[k>>3]=+(~~(+p[i+16>>3]*+p[o+8>>3])|0);p[k+8>>3]=n;ojb(j,d+16|0,k,f[c+16>>2]|0);qjb(m,j,e,k);k=b[c+108>>0]|0;j=f[c+48>>2]|0;f[l>>2]=m;b[l+4>>0]=0;e=f[c+104>>2]|0;b[i>>0]=b[l>>0]|0;b[i+1>>0]=b[l+1>>0]|0;b[i+2>>0]=b[l+2>>0]|0;b[i+3>>0]=b[l+3>>0]|0;b[i+4>>0]=b[l+4>>0]|0;b[i+5>>0]=b[l+5>>0]|0;b[i+6>>0]=b[l+6>>0]|0;b[i+7>>0]=b[l+7>>0]|0;Sjb(h,c,k,j,c+52|0,i,e);Xjb(h,d);Vrb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function Ysb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0;o=u;u=u+64|0;i=o+16|0;n=o;if(!(b[c+812>>0]|0)){u=o;return}if(!(Vjb((f[d>>2]|0)+120|0)|0)){u=o;return}q=f[d+4>>2]|0;qeb(i,c);e=+p[q+8>>3];g=+p[q+16>>3];h=~~(+p[i+24>>3]*g);j=+(~~(e*+p[i>>3])|0);k=+p[q+24>>3]-j;l=+(~~g-h-~~(g*+p[i+8>>3])|0);m=+p[q+32>>3]-l;if(!(k<0.0|m<0.0)){r=+(~~(+p[i+16>>3]*e)|0);e=e-j;j=+(h|0);l=g-l;if(k>=(e<r?e:r)?0:!(m>=(l<j?l:j))){p[n>>3]=k;p[n+8>>3]=m;f[(f[d>>2]|0)+104>>2]=a;Xsb(i,f[d>>2]|0,c,n);Ujb((f[d>>2]|0)+120|0,i);B$(i)}}u=o;return}function Zsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+32|0;o=q;j=f[a+56>>2]|0;h=+p[d>>3];if(h<0.0){o=0;u=q;return o|0}n=d+8|0;g=+p[n>>3];if(g<0.0){o=0;u=q;return o|0}if(h>+p[j+8>>3]){o=0;u=q;return o|0}if(g>+p[j+16>>3]){o=0;u=q;return o|0}if(!e){o=1;u=q;return o|0}a=W9a(AQa(f[a+48>>2]|0)|0,e,0)|0;if(!(b[a+812>>0]|0)){o=0;u=q;return o|0}qeb(o,a);m=+p[c+8>>3];k=+p[c+16>>3];a=~~(+p[o+24>>3]*k);l=+(~~(m*+p[o>>3])|0);h=+p[d>>3]-l;i=+(~~k-a-~~(k*+p[o+8>>3])|0);g=+p[n>>3]-i;if(h<0.0|g<0.0){o=0;u=q;return o|0}else{r=+(~~(+p[o+16>>3]*m)|0);s=m-l;m=+(a|0);l=k-i;u=q;return (h>=(s<r?s:r)?0:!(g>=(l<m?l:m)))|0}return 0}function _sb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;t=a+d|0;u=c+e|0;v=u+-12|0;if(!e){if((d|0)!=1){w=-1;return w|0}w=((b[a>>0]|0)!=0)<<31>>31;return w|0}n=t+-15|0;o=t+-8|0;p=t+-5|0;q=u+-5|0;r=u+-8|0;s=r;e=a;g=c;a:while(1){d=e+1|0;l=h[e>>0]|0;e=l>>>4;if((e|0)==15){e=15;do{m=d;d=d+1|0;m=b[m>>0]|0;e=e+(m&255)|0}while(m<<24>>24==-1&d>>>0<n>>>0);if((e|0)<0)break}m=g+e|0;i=d+e|0;if(m>>>0>v>>>0|i>>>0>o>>>0){w=9;break}else e=g;while(1){j=d;x=j;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=e;g=k;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;e=e+8|0;if(e>>>0>=m>>>0)break;else d=d+8|0}g=h[i+1>>0]<<8|h[i>>0];j=g&65535;k=m+(0-g)|0;d=i+2|0;if(k>>>0<c>>>0)break;e=l&15;if((e|0)==15){e=15;do{if(d>>>0>p>>>0)break a;x=d;d=d+1|0;x=b[x>>0]|0;e=e+(x&255)|0}while(x<<24>>24==-1);if((e|0)<0)break}l=m+(e+4)|0;if((j&65535)<8){x=f[42168+(g<<2)>>2]|0;b[m>>0]=b[k>>0]|0;b[m+1>>0]=b[k+1>>0]|0;b[m+2>>0]=b[k+2>>0]|0;b[m+3>>0]=b[k+3>>0]|0;g=k+(f[42200+(g<<2)>>2]|0)|0;k=m+4|0;j=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;g=g+(0-x)|0}else{x=k;i=x;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;x=x+4|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;g=m;j=g;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;g=g+4|0;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;g=k+8|0}e=m+8|0;if(l>>>0<=v>>>0)while(1){m=g;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=e;k=x;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;e=e+8|0;if(e>>>0<l>>>0)g=g+8|0;else{e=d;g=l;continue a}}if(l>>>0>q>>>0)break;if(e>>>0<r>>>0){i=e;j=g;while(1){m=j;y=m;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=i;k=x;b[k>>0]=y;b[k+1>>0]=y>>8;b[k+2>>0]=y>>16;b[k+3>>0]=y>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;i=i+8|0;if(i>>>0>=r>>>0)break;else j=j+8|0}g=g+(s-e)|0;e=r}if(e>>>0>=l>>>0){e=d;g=l;continue}while(1){i=e+1|0;b[e>>0]=b[g>>0]|0;if(i>>>0<l>>>0){g=g+1|0;e=i}else{e=d;g=l;continue a}}}if((w|0)==9)if(!(m>>>0>u>>>0|(i|0)!=(t|0))){bQb(g|0,d|0,e|0)|0;y=m-c|0;return y|0}y=a+-1-d|0;return y|0}function $sb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+8|0;f[d>>2]=b;f[d+4>>2]=c;d=QPb(b|0,c|0,-1379879466,1625958382)|0;e=a+16|0;f[e>>2]=d;f[e+4>>2]=I;e=QPb(b|0,c|0,668265295,-1028477379)|0;d=a+24|0;f[d>>2]=e;f[d+4>>2]=I;d=a+32|0;f[d>>2]=b;f[d+4>>2]=c;b=QPb(b|0,c|0,2048144761,1640531534)|0;c=a+40|0;f[c>>2]=b;f[c+4>>2]=I;c=a;f[c>>2]=0;f[c+4>>2]=0;f[a+80>>2]=0;return 0}function atb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;r=b+c|0;d=a;d=QPb(f[d>>2]|0,f[d+4>>2]|0,c|0,0)|0;s=a;f[s>>2]=d;f[s+4>>2]=I;s=a+80|0;d=f[s>>2]|0;do if((d+c|0)>>>0<32){bQb(a+48+d|0,b|0,c|0)|0;b=(f[s>>2]|0)+c|0}else{if(d){m=a+48|0;bQb(m+d|0,b|0,32-d|0)|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+16|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;q=a+56|0;p=q;q=q+4|0;q=WPb(h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,668265295,-1028477379)|0;p=a+24|0;o=p;q=QPb(f[o>>2]|0,f[o+4>>2]|0,q|0,I|0)|0;o=I;n=_Pb(q|0,o|0,31)|0;m=I;o=ZPb(q|0,o|0,33)|0;m=WPb(n|o|0,m|I|0,-2048144761,-1640531535)|0;f[p>>2]=m;f[p+4>>2]=I;p=a+64|0;m=p;p=p+4|0;p=WPb(h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,668265295,-1028477379)|0;m=a+32|0;o=m;p=QPb(f[o>>2]|0,f[o+4>>2]|0,p|0,I|0)|0;o=I;n=_Pb(p|0,o|0,31)|0;q=I;o=ZPb(p|0,o|0,33)|0;q=WPb(n|o|0,q|I|0,-2048144761,-1640531535)|0;f[m>>2]=q;f[m+4>>2]=I;m=a+72|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+40|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;b=b+(32-(f[s>>2]|0))|0;f[s>>2]=0}if((b+32|0)>>>0<=r>>>0){m=r+-32|0;n=a+16|0;c=n;o=a+24|0;g=o;p=a+32|0;j=p;q=a+40|0;l=q;d=f[c>>2]|0;c=f[c+4>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;i=f[j>>2]|0;j=f[j+4>>2]|0;k=f[l>>2]|0;l=f[l+4>>2]|0;do{t=b;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,d|0,c|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;d=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;c=I;w=b+8|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,e|0,g|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;e=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;g=I;t=b+16|0;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,i|0,j|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;i=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;j=I;w=b+24|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,k|0,l|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;k=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;l=I;b=b+32|0}while(b>>>0<=m>>>0);w=n;f[w>>2]=d;f[w+4>>2]=c;w=o;f[w>>2]=e;f[w+4>>2]=g;w=p;f[w>>2]=i;f[w+4>>2]=j;w=q;f[w>>2]=k;f[w+4>>2]=l}if(b>>>0<r>>>0){w=r-b|0;bQb(a+48|0,b|0,w|0)|0;b=w;break}else return 0}while(0);f[s>>2]=b;return 0}function btb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;g=a+48|0;i=g+(f[a+80>>2]|0)|0;b=a;e=f[b>>2]|0;b=f[b+4>>2]|0;if(b>>>0>0|(b|0)==0&e>>>0>31){p=a+16|0;m=f[p>>2]|0;p=f[p+4>>2]|0;n=a+24|0;j=f[n>>2]|0;n=f[n+4>>2]|0;l=a+32|0;c=f[l>>2]|0;l=f[l+4>>2]|0;k=a+40|0;d=f[k>>2]|0;k=f[k+4>>2]|0;s=_Pb(m|0,p|0,1)|0;o=I;q=ZPb(m|0,p|0,63)|0;o=o|I;u=_Pb(j|0,n|0,7)|0;t=I;r=ZPb(j|0,n|0,57)|0;o=QPb(u|r|0,t|I|0,s|q|0,o|0)|0;q=I;s=_Pb(c|0,l|0,12)|0;t=I;r=ZPb(c|0,l|0,52)|0;t=QPb(o|0,q|0,s|r|0,t|I|0)|0;r=I;s=_Pb(d|0,k|0,18)|0;q=I;o=ZPb(d|0,k|0,46)|0;q=QPb(t|0,r|0,s|o|0,q|I|0)|0;o=I;s=WPb(m|0,p|0,668265295,-1028477379)|0;r=I;p=WPb(m|0,p|0,-2147483648,-1813351001)|0;m=I;r=ZPb(s|0,r|0,33)|0;m=WPb(r|p|0,I|m|0,-2048144761,-1640531535)|0;o=WPb(q^m|0,o^I|0,-2048144761,-1640531535)|0;o=QPb(o|0,I|0,-1028477341,-2048144777)|0;m=I;q=WPb(j|0,n|0,668265295,-1028477379)|0;p=I;n=WPb(j|0,n|0,-2147483648,-1813351001)|0;j=I;p=ZPb(q|0,p|0,33)|0;j=WPb(p|n|0,I|j|0,-2048144761,-1640531535)|0;m=WPb(o^j|0,m^I|0,-2048144761,-1640531535)|0;m=QPb(m|0,I|0,-1028477341,-2048144777)|0;j=I;o=WPb(c|0,l|0,668265295,-1028477379)|0;n=I;l=WPb(c|0,l|0,-2147483648,-1813351001)|0;c=I;n=ZPb(o|0,n|0,33)|0;c=WPb(n|l|0,I|c|0,-2048144761,-1640531535)|0;j=WPb(m^c|0,j^I|0,-2048144761,-1640531535)|0;j=QPb(j|0,I|0,-1028477341,-2048144777)|0;c=I;m=WPb(d|0,k|0,668265295,-1028477379)|0;l=I;k=WPb(d|0,k|0,-2147483648,-1813351001)|0;d=I;l=ZPb(m|0,l|0,33)|0;d=WPb(l|k|0,I|d|0,-2048144761,-1640531535)|0;c=WPb(j^d|0,c^I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;d=I}else{c=a+8|0;c=QPb(f[c>>2]|0,f[c+4>>2]|0,374761413,668265263)|0;d=I}c=QPb(c|0,d|0,e|0,b|0)|0;b=I;e=a+56|0;if(i>>>0<e>>>0)e=g;else{d=g;while(1){u=d;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;s=WPb(u|0,d|0,668265295,-1028477379)|0;t=I;d=WPb(u|0,d|0,-2147483648,-1813351001)|0;u=I;t=ZPb(s|0,t|0,33)|0;u=WPb(t|d|0,I|u|0,-2048144761,-1640531535)|0;u=u^c;b=I^b;d=_Pb(u|0,b|0,27)|0;c=I;b=ZPb(u|0,b|0,37)|0;c=WPb(d|b|0,c|I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;b=I;d=e+8|0;if(d>>>0>i>>>0)break;else{u=e;e=d;d=u}}}d=e+4|0;if(d>>>0>i>>>0)d=e;else{t=WPb(h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0,0,-2048144761,-1640531535)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,23)|0;c=I;b=ZPb(t|0,b|0,41)|0;c=WPb(u|b|0,c|I|0,668265295,-1028477379)|0;c=QPb(c|0,I|0,-1640531463,374761393)|0;b=I}if(d>>>0>=i>>>0){u=c;t=b;s=ZPb(u|0,t|0,33)|0;r=I;u=s^u;t=r^t;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}do{t=WPb(h[d>>0]|0|0,0,374761413,668265263)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,11)|0;c=I;b=ZPb(t|0,b|0,53)|0;c=WPb(u|b|0,c|I|0,-2048144761,-1640531535)|0;b=I;d=d+1|0}while((d|0)!=(i|0));u=ZPb(c|0,b|0,33)|0;t=I;u=u^c;t=t^b;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}function ctb(a){a=a|0;return a>>>0>4294967278|0}function dtb(a,b,c,e,g){a=a|0;b=b|0;c=c|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;i=e+g|0;if(g>>>0<4){e=-10;return e|0}j=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;k=j&15;g=k+5|0;if(g>>>0>15){e=-13;return e|0}f[c>>2]=g;g=32<<k;c=g|1;a:do if(g>>>0>1){t=i+-7|0;u=i+-4|0;v=u;s=i+-5|0;n=0;r=0;l=4;o=j>>>4;i=g;q=k+6|0;g=e;b:while(1){do if(!n){j=r;p=g;n=l;g=o}else{c:do if((o&65535|0)==65535){k=r;j=o;while(1){k=k+24|0;if(g>>>0>=s>>>0)break;g=g+2|0;j=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>l;if((j&65535|0)!=65535)break c}j=j>>>16;l=l+16|0;p=(j|0)==65535;k=p?k+24|0:k;l=p?l+16|0:l;j=p?0:j}else{k=r;j=o}while(0);m=j&3;if((m|0)==3){do{k=k+3|0;j=j>>>2;l=l+2|0;m=j&3}while((m|0)==3);o=j;j=m}else{o=j;j=m}j=k+j|0;l=l+2|0;if(j>>>0>(f[b>>2]|0)>>>0){g=-15;break b}if(j>>>0>r>>>0)dQb(a+(r<<1)|0,0,j-r<<1|0)|0;else j=r;k=g+(l>>3)|0;if(g>>>0>t>>>0&k>>>0>u>>>0){p=g;n=l;g=o>>>2;break}else{g=l&7;p=k;n=g;g=(h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24)>>>g;break}}while(0);l=(i<<1)+-1|0;k=g&i+-1;m=l-c<<16>>16;if(k>>>0<m>>>0)g=q+-1|0;else{g=g&l;k=g<<16>>16;k=(k|0)<(i|0)?g:k-m|0;g=q}l=g+n|0;n=(k&65535)+-1<<16>>16;r=n<<16>>16;c=c-((n<<16>>16<0?0-r|0:r)<<16>>16)|0;r=j+1|0;d[a+(j<<1)>>1]=n;n=n<<16>>16==0&1;if((c|0)<(i|0)){g=q;do{g=g+-1|0;i=i>>1}while((c|0)<(i|0));k=i;m=g}else{k=i;m=q}g=p+(l>>3)|0;if(p>>>0>t>>>0&g>>>0>u>>>0){g=u;i=l-(v-p<<3)|0}else i=l&7;if(!((c|0)>1?r>>>0<=(f[b>>2]|0)>>>0:0))break a;else{l=i;o=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>(i&31);i=k;q=m}}return g|0}else{j=-1;i=4;g=e}while(0);if((c|0)!=1|(i|0)>32){e=-11;return e|0}f[b>>2]=j;e=g+(i+7>>3)-e|0;return e|0}function etb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;m=b[i>>0]|0;l=m&255;do if(m<<24>>24<0){k=l+-127|0;l=(l+-126|0)>>>1;if(l>>>0>=j>>>0){e=-10;return e|0}if(k>>>0>=c>>>0){e=-11;return e|0}i=i+1|0;if(!k){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));c=0;i=0;break}else{c=0;do{n=i+(c>>>1)|0;b[a+c>>0]=(h[n>>0]|0)>>>4;b[a+(c|1)>>0]=b[n>>0]&15;c=c+2|0}while(c>>>0<k>>>0);m=l;n=9}}else{if(l>>>0>=j>>>0){e=-10;return e|0}k=itb(a,c+-1|0,i+1|0,l)|0;if(k>>>0<4294967279){m=l;n=9}else{e=k;return e|0}}while(0);a:do if((n|0)==9){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));if(!k){c=0;l=m;i=0}else{c=0;j=0;while(1){i=a+j|0;l=b[i>>0]|0;if((l&255)>15){k=-11;break}n=d+((l&255)<<2)|0;f[n>>2]=(f[n>>2]|0)+1;c=(1<<(h[i>>0]|0)>>1)+c|0;j=j+1|0;if(j>>>0>=k>>>0){l=m;i=k;break a}}return k|0}}while(0);k=31-(_(c|0)|0)+1|0;if(k>>>0>16){e=-11;return e|0}f[g>>2]=k;g=(1<<k)-c|0;n=31-(_(g|0)|0)|0;k=n+1|0;if((1<<n|0)!=(g|0)){e=-11;return e|0}b[a+i>>0]=k;a=d+(k<<2)|0;f[a>>2]=(f[a>>2]|0)+1;d=f[d+4>>2]|0;if(!(d>>>0>1&(d&1|0)==0)){e=-11;return e|0}f[e>>2]=i+1;e=l+1|0;return e|0}function ftb(a,c,e,f){a=a|0;c=c|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+512|0;q=t;r=a+4|0;o=e+1|0;s=1<<f;p=s+-1|0;if(e>>>0>255){s=-14;u=t;return s|0}if(f>>>0>12){s=-13;u=t;return s|0}k=f&65535;l=(o|0)==0;if(l){d[a>>1]=k;d[a+2>>1]=1}else{m=65536<<f+-1>>16;j=0;e=p;g=1;while(1){i=d[c+(j<<1)>>1]|0;if(i<<16>>16==-1){b[r+(e<<2)+2>>0]=j;n=e+-1|0;e=1}else{n=e;e=i;g=(m|0)>(i<<16>>16|0)?g:0}d[q+(j<<1)>>1]=e;j=j+1|0;if((j|0)==(o|0))break;else e=n}d[a>>1]=k;d[a+2>>1]=g;if(!l){l=(s>>>3)+3+(s>>>1)|0;k=0;e=0;do{g=d[c+(k<<1)>>1]|0;if(g<<16>>16>0){j=k&255;i=g<<16>>16;g=0;do{b[r+(e<<2)+2>>0]=j;do e=l+e&p;while(e>>>0>n>>>0);g=g+1|0}while((g|0)<(i|0))}k=k+1|0}while((k|0)!=(o|0));if(e|0){s=-1;u=t;return s|0}}}g=f+-31|0;e=0;do{p=r+(e<<2)|0;o=q+((h[p+2>>0]|0)<<1)|0;f=d[o>>1]|0;d[o>>1]=f+1<<16>>16;f=f&65535;o=g+(_(f|0)|0)|0;b[p+3>>0]=o;d[p>>1]=(f<<(o&255))-s;e=e+1|0}while(e>>>0<s>>>0);e=0;u=t;return e|0}function gtb(a,c){a=a|0;c=c|0;var e=0;e=a+4|0;d[a>>1]=0;d[a+2>>1]=0;d[e>>1]=0;b[e+2>>0]=c;b[e+3>>0]=0;return 0}function htb(a,c,e,f,g){a=a|0;c=c|0;e=e|0;f=f|0;g=g|0;var i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;t=(d[g+2>>1]|0)!=0;s=a+c|0;r=s+-3|0;if(!f){v=-10;return v|0}do if(f>>>0>3){l=f+-4|0;c=b[e+(f+-1)>>0]|0;if(!(c<<24>>24)){v=-1;return v|0}i=e+l|0;k=(_(c&255|0)|0)+-23|0;if(f>>>0<4294967279)c=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;else{v=f;return v|0}}else{c=h[e>>0]|0;switch(f|0){case 2:{v=6;break}case 3:{c=h[e+2>>0]<<16|c;v=6;break}default:{}}if((v|0)==6)c=(h[e+1>>0]<<8)+c|0;i=b[e+(f+-1)>>0]|0;if(!(i<<24>>24)){v=-1;return v|0}else{k=(4-f<<3)+-23+(_(i&255|0)|0)|0;l=0;break}}while(0);i=e+l|0;n=d[g>>1]|0;o=n&65535;n=31-n&31;p=c<<(k&31)>>>1>>>n;m=k+o|0;do if(m>>>0>32)f=c;else{if((l|0)>=4){l=l-(m>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m&7;break}k=m>>>3;i=(i+(0-k)|0)>>>0<e>>>0?l:k;k=l-i|0;if(!l){f=c;l=0}else{f=e+k|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m-(i<<3)|0;l=k}}while(0);i=e+l|0;u=g+4|0;c=f<<(m&31)>>>1>>>n;k=m+o|0;a:do if(k>>>0>32){i=a;m=p}else{if((l|0)<4)if(!l)l=0;else{q=k>>>3;q=(i+(0-q)|0)>>>0<e>>>0?l:q;l=l-q|0;f=e+l|0;k=k-(q<<3)|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;if(k>>>0>32){i=a;m=p;break}}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}i=a;o=p;n=f;while(1){f=e+l|0;if((l|0)<4){if(!l){m=o;f=n;l=0;break a}q=k>>>3;m=(f+(0-q)|0)>>>0<e>>>0;q=m?l:q;m=m&1;f=q;k=k-(q<<3)|0}else{m=0;f=k>>>3;k=k&7}l=l-f|0;q=e+l|0;f=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;if(!(i>>>0<r>>>0&(m|0)==0)){m=o;break a}p=d[u+(o<<2)>>1]|0;n=b[u+(o<<2)+2>>0]|0;o=b[u+(o<<2)+3>>0]|0;m=o&255;g=f<<(k&31);if(t){w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>(0-k&31);n=(g>>>(0-o&31))+(p&65535)|0;k=w+(k&255)|0}else{w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>1>>>(31-k&31);n=(g>>>1>>>(31-o&31))+(p&65535)|0;k=w+(k&255)|0}p=m+(j[u+(c<<2)>>1]|0)|0;b[i+1>>0]=b[u+(c<<2)+2>>0]|0;if(k>>>0>32)break;if((l|0)<4){if(!l){l=0;break}c=k>>>3;w=(q+(0-c)|0)>>>0<e>>>0;q=w?l:c;l=l-q|0;c=e+l|0;k=k-(q<<3)|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if(w){f=c;break}else f=c}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}g=d[u+(n<<2)>>1]|0;m=b[u+(n<<2)+2>>0]|0;n=b[u+(n<<2)+3>>0]|0;c=n&255;o=f<<(k&31);if(t){w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>(0-k&31);m=(o>>>(0-n&31))+(g&65535)|0;k=w+(k&255)|0}else{w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>1>>>(31-k&31);m=(o>>>1>>>(31-n&31))+(g&65535)|0;k=w+(k&255)|0}c=c+(j[u+(p<<2)>>1]|0)|0;b[i+3>>0]=b[u+(p<<2)+2>>0]|0;i=i+4|0;if(k>>>0>32)break a;else{o=m;n=f}}i=i+2|0;c=p;m=n}while(0);r=s+-2|0;if(i>>>0>r>>>0){w=-9;return w|0}q=t?0:31;p=(t^1)&1;g=i;o=m;while(1){n=e+l|0;i=b[u+(o<<2)+3>>0]|0;m=k+(i&255)|0;w=o;o=(f<<(k&31)>>>p>>>(q-i&31))+(j[u+(o<<2)>>1]|0)|0;i=g+1|0;b[g>>0]=b[u+(w<<2)+2>>0]|0;if(m>>>0>32){k=2;v=55;break}if((l|0)<4)if(!l)n=0;else{v=m>>>3;v=(n+(0-v)|0)>>>0<e>>>0?l:v;k=v;m=m-(v<<3)|0;v=46}else{k=m>>>3;m=m&7;v=46}if((v|0)==46){v=0;n=l-k|0;f=e+n|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}l=e+n|0;if(i>>>0>r>>>0){c=-9;v=56;break}t=b[u+(c<<2)+3>>0]|0;k=m+(t&255)|0;w=c;c=(f<<(m&31)>>>p>>>(q-t&31))+(j[u+(c<<2)>>1]|0)|0;m=g+2|0;b[i>>0]=b[u+(w<<2)+2>>0]|0;if(k>>>0>32){i=m;k=3;c=o;v=55;break}if((n|0)<4)if(!n)l=0;else{v=k>>>3;v=(l+(0-v)|0)>>>0<e>>>0?n:v;i=v;k=k-(v<<3)|0;v=51}else{i=k>>>3;k=k&7;v=51}if((v|0)==51){v=0;l=n-i|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}if(m>>>0>r>>>0){c=-9;v=56;break}else g=m}if((v|0)==55){b[i>>0]=b[u+(c<<2)+2>>0]|0;w=g+k-a|0;return w|0}else if((v|0)==56)return c|0;return 0}function itb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16912|0;h=l+16400|0;k=l+8|0;i=l+4|0;j=l;f[j>>2]=255;if(d>>>0<2)e=-10;else{e=dtb(h,j,i,c,d)|0;if(e>>>0<4294967279){c=c+e|0;g=d-e|0;if(e>>>0<d>>>0){e=ftb(k,h,f[j>>2]|0,f[i>>2]|0)|0;if(e>>>0<4294967279)e=htb(a,b,c,g,k)|0}else e=-10}}u=l;return e|0}function jtb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+336|0;m=p+80|0;n=p+8|0;g=p+4|0;i=p;f[g>>2]=0;f[i>>2]=0;o=a+4|0;c=etb(m,256,n,i,g,c,d)|0;if(ctb(c)|0){o=c;u=p;return o|0}e=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=f[g>>2]|0;if(d>>>0>((e&255)+1|0)>>>0){o=-13;u=p;return o|0}l=e&-16776961|d<<16&16711680;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;l=d+1|0;if(l>>>0>1){d=1;e=0;do{k=n+(d<<2)|0;j=e;e=(f[k>>2]<<d+-1)+e|0;f[k>>2]=j;d=d+1|0}while(d>>>0<l>>>0)}g=f[i>>2]|0;if(!g){o=c;u=p;return o|0}else e=0;do{k=h[m+e>>0]|0;a=e&255;i=l-k&255;j=n+(k<<2)|0;d=f[j>>2]|0;k=d+(1<<k>>1)|0;if(d>>>0<k>>>0)do{b[o+(d<<1)>>0]=a;b[o+(d<<1)+1>>0]=i;d=d+1|0}while(d>>>0<k>>>0);f[j>>2]=k;e=e+1|0}while(e>>>0<g>>>0);u=p;return c|0}function ktb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=c+4|0;i=f[p>>2]|0;a:do if(i>>>0<=32){n=c+8|0;o=c+12|0;l=d+-4|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break a;q=i>>>3;r=(j+(0-q)|0)>>>0<k>>>0;q=r?j-k|0:q;j=j+(0-q)|0;f[n>>2]=j;k=r&1;i=i-(q<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>l>>>0|(k|0)!=0)break a;j=j<<(i&31)>>>m;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);b[a>>0]=r;r=f[p>>2]|0;j=f[c>>2]<<(r&31)>>>m;i=b[e+(j<<1)>>0]|0;f[p>>2]=r+(h[e+(j<<1)+1>>0]|0);j=a+2|0;b[a+1>>0]=i;i=f[p>>2]|0;if(i>>>0>32){a=j;break}else a=j}}while(0);l=c+8|0;m=c+12|0;n=0-g&31;b:do if(i>>>0>32)j=a;else while(1){j=f[l>>2]|0;k=f[m>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0)){j=a;break b}r=i>>>3;q=(j+(0-r)|0)>>>0<k>>>0;r=q?j-k|0:r;j=j+(0-r)|0;f[l>>2]=j;k=q&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[l>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<d>>>0&(k|0)==0)){j=a;break b}j=j<<(i&31)>>>n;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);j=a+1|0;b[a>>0]=r;i=f[p>>2]|0;if(i>>>0>32)break;else a=j}while(0);if(j>>>0>=d>>>0)return;a=0-g&31;q=f[c>>2]<<(i&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=i+(h[e+(q<<1)+1>>0]|0);i=j+1|0;b[j>>0]=r;if((i|0)==(d|0))return;do{g=f[p>>2]|0;q=f[c>>2]<<(g&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=g+(h[e+(q<<1)+1>>0]|0);b[i>>0]=r;i=i+1|0}while((i|0)!=(d|0));return}function ltb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;i=jtb(a,e,g)|0;if(ctb(i)|0){m=i;u=n;return m|0}if(i>>>0>=g>>>0){m=-10;u=n;return m|0}j=e+i|0;i=g-i|0;l=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;do if(!i){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;i=-10}else{f[m+12>>2]=j;if(i>>>0>3){e=e+g+-4|0;f[m+8>>2]=e;f[m>>2]=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[g>>2]=k;break}}f[m+8>>2]=j;e=h[j>>0]|0;f[m>>2]=e;switch(i|0){case 2:{k=11;break}case 3:{e=(h[j+2>>0]|0)<<16|e;f[m>>2]=e;k=11;break}default:{}}if((k|0)==11)f[m>>2]=((h[j+1>>0]|0)<<8)+e;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[g>>2]=k;break}}while(0);if(!(ctb(i)|0)){ktb(c,m,c+d|0,a+4|0,l>>>16&255);i=((f[m+4>>2]|0)!=32?1:(f[m+8>>2]|0)!=(f[m+12>>2]|0))?-11:d}m=i;u=n;return m|0}function mtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;y=0;D=u;u=u+1056|0;if(e>>>0<10){g=-11;u=D;return g|0}l=h[d>>0]|h[d+1>>0]<<8;o=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;v=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;i=e+-6-(l&65535)-(o&65535)-(v&65535)|0;m=(d+6|0)+(l&65535)|0;q=m+(o&65535)|0;x=q+(v&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;j=1;if(j){j=0;if(i>>>0>e>>>0)z=-11;else j=1}if(j)if(1){do if(!(l<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((l&65535)>3){f[(D+48|0)+8>>2]=m+-4|0;f[(D+48|0)>>2]=h[(m+-4|0)>>0]|h[(m+-4|0)+1>>0]<<8|h[(m+-4|0)+2>>0]<<16|h[(m+-4|0)+3>>0]<<24;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(l<<16>>16){case 2:{k=e;y=11;break}case 3:{k=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=k;y=11;break}default:{}}if((y|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+k;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(l&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(o<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;k=-10}else{f[(D+32|0)+12>>2]=m;if((o&65535)>3){f[(D+32|0)+8>>2]=q+-4|0;f[(D+32|0)>>2]=h[(q+-4|0)>>0]|h[(q+-4|0)+1>>0]<<8|h[(q+-4|0)+2>>0]<<16|h[(q+-4|0)+3>>0]<<24;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}f[(D+32|0)+8>>2]=m;e=h[m>>0]|0;f[(D+32|0)>>2]=e;switch(o<<16>>16){case 2:{n=e;y=24;break}case 3:{n=(h[m+2>>0]|0)<<16|e;f[(D+32|0)>>2]=n;y=24;break}default:{}}if((y|0)==24)f[(D+32|0)>>2]=((h[m+1>>0]|0)<<8)+n;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(4-(o&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}while(0);l=1;if(l){l=0;if(!(ctb(k)|0)){do if(!(v<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=q;if((v&65535)>3){f[(D+16|0)+8>>2]=x+-4|0;f[(D+16|0)>>2]=h[(x+-4|0)>>0]|h[(x+-4|0)+1>>0]<<8|h[(x+-4|0)+2>>0]<<16|h[(x+-4|0)+3>>0]<<24;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}f[(D+16|0)+8>>2]=q;e=h[q>>0]|0;f[(D+16|0)>>2]=e;switch(v<<16>>16){case 2:{p=e;y=37;break}case 3:{p=(h[q+2>>0]|0)<<16|e;f[(D+16|0)>>2]=p;y=37;break}default:{}}if((y|0)==37)f[(D+16|0)>>2]=((h[q+1>>0]|0)<<8)+p;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(v&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}while(0);d=1;if(d){d=0;if(!(ctb(j)|0)){do if(!i){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;i=-10}else{f[D+12>>2]=x;if(i>>>0>3){f[D+8>>2]=x+i+-4|0;f[D>>2]=h[(x+i+-4|0)>>0]|h[(x+i+-4|0)+1>>0]<<8|h[(x+i+-4|0)+2>>0]<<16|h[(x+i+-4|0)+3>>0]<<24;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=y;break}}f[D+8>>2]=x;e=h[x>>0]|0;f[D>>2]=e;switch(i|0){case 2:{w=e;y=50;break}case 3:{w=(h[x+2>>0]|0)<<16|e;f[D>>2]=w;y=50;break}default:{}}if((y|0)==50)f[D>>2]=((h[x+1>>0]|0)<<8)+w;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=y;break}}while(0);e=1;if(e){e=0;if(!(ctb(i)|0)){f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+272>>2]=z;f[D+352>>2]=A;f[D+616>>2]=B;f[D+624>>2]=C;f[D+832>>2]=s;f[D+992>>2]=0;f[D+996>>2]=0;Qtb(D);z=f[D+272>>2]|0}else e=1}if(e)if(1)z=i}else d=1}if(d)if(1)z=j}else l=1}if(l)if(1)z=k}else t=1}if(t)if(1)z=r}g=z;u=D;return g|0}function ntb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;J=u;u=u+2144|0;E=J+1304|0;F=J+1236|0;l=J+1888|0;G=J+1376|0;o=J+1168|0;H=J+1096|0;I=J+8|0;g=J+4|0;i=J;k=o;m=k+68|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));k=H;m=k+72|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));j=H+4|0;B=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;C=B&255;D=a+4|0;if((B&255)>16){I=-13;u=J;return I|0}A=etb(l,256,o,i,g,c,e)|0;if(ctb(A)|0){I=A;u=J;return I|0}m=f[g>>2]|0;if(m>>>0>C>>>0){I=-13;u=J;return I|0}else p=m;while(1)if(!(f[o+(p<<2)>>2]|0))p=p+-1|0;else break;n=p+1|0;k=n>>>0>1;if(k){c=1;e=0;while(1){g=(f[o+(c<<2)>>2]|0)+e|0;f[j+(c<<2)>>2]=e;c=c+1|0;if((c|0)==(n|0)){z=g;break}else e=g}}else z=0;f[j>>2]=z;e=f[i>>2]|0;if(e|0){c=0;do{x=b[l+c>>0]|0;w=j+((x&255)<<2)|0;y=f[w>>2]|0;f[w>>2]=y+1;b[G+(y<<1)>>0]=c;b[G+(y<<1)+1>>0]=x;c=c+1|0}while(c>>>0<e>>>0)}f[j>>2]=0;if(k){g=C+-1-m|0;c=1;e=0;do{y=e;e=(f[o+(c<<2)>>2]<<g+c)+e|0;f[I+(c<<2)>>2]=y;c=c+1|0}while((c|0)!=(n|0))}c=1-p+m|0;g=C+1-c|0;if(!(c>>>0>=g>>>0|k^1))do{e=1;do{f[I+(c*68|0)+(e<<2)>>2]=(f[I+(e<<2)>>2]|0)>>>c;e=e+1|0}while((e|0)!=(n|0));c=c+1|0}while((c|0)!=(g|0));x=m+1|0;y=x-C|0;v=x-p|0;k=F;i=I;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(z|0){t=0;do{j=b[G+(t<<1)>>0]|0;w=h[G+(t<<1)+1>>0]|0;s=x-w|0;w=F+(w<<2)|0;e=f[w>>2]|0;n=C-s|0;o=1<<n;if(n>>>0<v>>>0){c=o+e|0;if(e>>>0<c>>>0){g=s<<16&16711680|j&255|16777216;do{s=D+(e<<2)|0;d[s>>1]=g;d[s+2>>1]=g>>>16;e=e+1|0}while((e|0)!=(c|0))}}else{c=s+y|0;g=(c|0)>1;c=g?c:1;r=f[H+(c<<2)>>2]|0;p=D+(e<<2)|0;q=G+(r<<1)|0;r=z-r|0;k=E;i=I+(s*68|0)|0;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(g){i=f[E+(c<<2)>>2]|0;if(i|0){g=s<<16&16711680|j&255|16777216;c=0;do{m=p+(c<<2)|0;d[m>>1]=g;d[m+2>>1]=g>>>16;c=c+1|0}while((c|0)!=(i|0))}}if(r|0){l=j&255;g=0;do{j=h[q+(g<<1)+1>>0]|0;i=x-j|0;j=E+(j<<2)|0;c=f[j>>2]|0;k=(1<<n-i)+c|0;i=(h[q+(g<<1)>>0]|0)<<8|l|i+s<<16&16711680|33554432;do{m=p+(c<<2)|0;c=c+1|0;d[m>>1]=i;d[m+2>>1]=i>>>16}while(c>>>0<k>>>0);f[j>>2]=k;g=g+1|0}while((g|0)!=(r|0))}c=o+e|0}f[w>>2]=c;t=t+1|0}while((t|0)!=(z|0))}I=B&-16776961|C<<16|256;b[a>>0]=I;b[a+1>>0]=I>>8;b[a+2>>0]=I>>16;b[a+3>>0]=I>>24;I=A;u=J;return I|0}function otb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=c+4|0;i=f[q>>2]|0;a:do if(i>>>0>32)p=10;else{n=c+8|0;o=c+12|0;l=d+-7|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break;r=i>>>3;s=(j+(0-r)|0)>>>0<k>>>0;r=s?j-k|0:r;j=j+(0-r)|0;f[n>>2]=j;k=s&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<l>>>0&(k|0)==0)){p=9;break}s=j<<(i&31)>>>m;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;s=a+(h[e+(s<<2)+3>>0]|0)|0;a=f[c>>2]<<(i&31)>>>m;i=e+(a<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=i;a=s+(h[e+(a<<2)+3>>0]|0)|0;if(i>>>0>32){p=10;break a}}if((p|0)==9)if(i>>>0>32){p=10;break}m=c+8|0;n=c+12|0;k=d+-2|0;o=0-g&31;do{j=f[m>>2]|0;l=f[n>>2]|0;if(j>>>0<(l+4|0)>>>0){if((j|0)==(l|0))break a;s=i>>>3;r=(j+(0-s)|0)>>>0<l>>>0;s=r?j-l|0:s;j=j+(0-s)|0;f[m>>2]=j;l=r&1;i=i-(s<<3)|0}else{j=j+(0-(i>>>3))|0;f[m>>2]=j;l=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>k>>>0|(l|0)!=0)break a;s=j<<(i&31)>>>o;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(i>>>0<=32)}while(0);if((p|0)==10)k=d+-2|0;if(a>>>0>k>>>0)j=a;else{j=0-g&31;do{s=f[c>>2]<<(i&31)>>>j;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(a>>>0<=k>>>0);j=a}if(j>>>0>=d>>>0)return;a=f[c>>2]<<(i&31)>>>(0-g&31);b[j>>0]=b[e+(a<<2)>>0]|0;if((b[e+(a<<2)+3>>0]|0)==1){f[q>>2]=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0);return}i=f[q>>2]|0;if(i>>>0>=32)return;s=i+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=s>>>0<32?s:32;return}function ptb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;x=0;D=u;u=u+1088|0;if(e>>>0<10){g=-11;u=D;return g|0}k=h[d>>0]|h[d+1>>0]<<8;n=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;q=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;y=e+-6-(k&65535)-(n&65535)-(q&65535)|0;l=(d+6|0)+(k&65535)|0;p=l+(n&65535)|0;w=p+(q&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;i=1;if(i){i=0;if(y>>>0>e>>>0)z=-11;else i=1}if(i)if(1){do if(!(k<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((k&65535)>3){f[(D+48|0)+8>>2]=l+-4|0;f[(D+48|0)>>2]=h[(l+-4|0)>>0]|h[(l+-4|0)+1>>0]<<8|h[(l+-4|0)+2>>0]<<16|h[(l+-4|0)+3>>0]<<24;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(k<<16>>16){case 2:{j=e;x=11;break}case 3:{j=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=j;x=11;break}default:{}}if((x|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+j;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(k&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(n<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;l=-10}else{f[(D+32|0)+12>>2]=l;if((n&65535)>3){f[(D+32|0)+8>>2]=p+-4|0;f[(D+32|0)>>2]=h[(p+-4|0)>>0]|h[(p+-4|0)+1>>0]<<8|h[(p+-4|0)+2>>0]<<16|h[(p+-4|0)+3>>0]<<24;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}f[(D+32|0)+8>>2]=l;e=h[l>>0]|0;f[(D+32|0)>>2]=e;switch(n<<16>>16){case 2:{m=e;x=24;break}case 3:{m=(h[l+2>>0]|0)<<16|e;f[(D+32|0)>>2]=m;x=24;break}default:{}}if((x|0)==24)f[(D+32|0)>>2]=((h[l+1>>0]|0)<<8)+m;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(4-(n&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}while(0);m=1;if(m){m=0;if(!(ctb(l)|0)){do if(!(q<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=p;if((q&65535)>3){f[(D+16|0)+8>>2]=w+-4|0;f[(D+16|0)>>2]=h[(w+-4|0)>>0]|h[(w+-4|0)+1>>0]<<8|h[(w+-4|0)+2>>0]<<16|h[(w+-4|0)+3>>0]<<24;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}f[(D+16|0)+8>>2]=p;e=h[p>>0]|0;f[(D+16|0)>>2]=e;switch(q<<16>>16){case 2:{o=e;x=37;break}case 3:{o=(h[p+2>>0]|0)<<16|e;f[(D+16|0)>>2]=o;x=37;break}default:{}}if((x|0)==37)f[(D+16|0)>>2]=((h[p+1>>0]|0)<<8)+o;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(q&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}while(0);k=1;if(k){k=0;if(!(ctb(j)|0)){do if(!y){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;e=-10;i=0}else{f[D+12>>2]=w;if(y>>>0>3){f[D+8>>2]=w+y+-4|0;f[D>>2]=h[(w+y+-4|0)>>0]|h[(w+y+-4|0)+1>>0]<<8|h[(w+y+-4|0)+2>>0]<<16|h[(w+y+-4|0)+3>>0]<<24;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=i;e=y;break}}f[D+8>>2]=w;e=h[w>>0]|0;f[D>>2]=e;switch(y|0){case 2:{v=e;x=50;break}case 3:{v=(h[w+2>>0]|0)<<16|e;f[D>>2]=v;x=50;break}default:{}}if((x|0)==50)f[D>>2]=((h[w+1>>0]|0)<<8)+v;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(4-y<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=i;e=y;break}}while(0);d=1;if(d){d=0;if(!(ctb(e)|0)){q=(D+48|0)+4|0;v=(D+32|0)+4|0;w=(D+16|0)+4|0;E=a;n=B;o=C;p=C+((c+3|0)>>>2)|0;x=s;y=i;f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+144>>2]=E;f[D+152>>2]=n;f[D+160>>2]=o;f[D+168>>2]=p;f[D+272>>2]=z;f[D+296>>2]=A;f[D+440>>2]=q;f[D+448>>2]=v;f[D+456>>2]=w;f[D+472>>2]=x;f[D+560>>2]=B;f[D+568>>2]=C;f[D+616>>2]=y;f[D+1024>>2]=0;f[D+1028>>2]=0;Rtb(D);z=f[D+272>>2]|0}else d=1}if(d)if(1)z=e}else k=1}if(k)if(1)z=j}else m=1}if(m)if(1)z=l}else t=1}if(t)if(1)z=r}E=z;u=D;return E|0}function qtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;k=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if(!(k&65280)){do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(_(i&255|0)|0)+-23|0;f[d>>2]=j;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=25;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=25;break}default:{}}if((j|0)==25)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=j;break}}while(0);if(!(ctb(e)|0)){ktb(a,l,a+c|0,g+4|0,k>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}else{do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(_(i&255|0)|0)+-23|0;f[d>>2]=k;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=10;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=10;break}default:{}}if((j|0)==10)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=k;break}}while(0);if(!(ctb(e)|0)){otb(a,l,a+c|0,g+4|0,(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}return 0}function rtb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!(((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24)>>>8&255)<<24>>24)){e=mtb(a,b,c,d,e)|0;return e|0}else{e=ptb(a,b,c,d,e)|0;return e|0}return 0}function stb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=f[a+352>>2]|0;z=f[a+392>>2]|0;c=f[a+1600>>2]|0;k=f[a+3408>>2]|0;l=f[a+3424>>2]|0;m=f[a+3432>>2]|0;A=f[a+3448>>2]|0;B=f[a+3456>>2]|0;a:{if(B){B=0;if((A|0)==15){Bsb(z,z+208|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==16){Csb(z,z+208|0,z+416|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==17){Dsb(z,z+208|0,z+416|0,z+624|0,c)|0;u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==19){d=z+416|0;Bsb(z,z+208|0,d)|0;c=z+624|0;if((c|0)==(y|0)){u=a;f[a+3488>>2]=5;break a}v=(a+24|0)+36|0;w=(a+24|0)+48|0;x=(a+24|0)+64|0;o=(a+24|0)+100|0;q=(a+24|0)+120|0;r=(a+24|0)+144|0;s=(a+24|0)+168|0;t=(a+24|0)+184|0;n=c;while(1){c=~~+p[n+184>>3]>>>0;h=~~+p[d+184>>3]>>>0;if(c>>>0<h>>>0)A=26;else if(c>>>0<=h>>>0){e=+p[n+192>>3];g=+p[d+192>>3];if(e<g)A=26;else if(!(e>g))if(gub(n,d)|0)A=26}if((A|0)==26){A=0;k=a+24|0;l=n;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));m=n+36|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];f[v>>2]=f[m>>2];f[((a+24|0)+40|0)>>2]=f[n+40>>2];f[((a+24|0)+44|0)>>2]=f[n+44>>2];m=n+48|0;f[w>>2]=f[m>>2];f[w+4>>2]=f[m+4>>2];f[w+8>>2]=f[m+8>>2];f[w>>2]=f[m>>2];f[((a+24|0)+52|0)>>2]=f[n+52>>2];f[((a+24|0)+56|0)>>2]=f[n+56>>2];m=n+64|0;f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];f[x+12>>2]=f[m+12>>2];f[x+16>>2]=f[m+16>>2];f[x+20>>2]=f[m+20>>2];p[x>>3]=+p[m>>3];p[((a+24|0)+72|0)>>3]=+p[n+72>>3];p[((a+24|0)+80|0)>>3]=+p[n+80>>3];m=n+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[m>>2];l=n+92|0;f[((a+24|0)+92|0)>>2]=f[l>>2];k=n+96|0;f[((a+24|0)+96|0)>>2]=f[k>>2];f[k>>2]=0;f[l>>2]=0;f[m>>2]=0;m=n+100|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];f[o+12>>2]=f[m+12>>2];f[o+16>>2]=f[m+16>>2];m=n+120|0;f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[q+12>>2]=f[m+12>>2];f[q+16>>2]=f[m+16>>2];f[q+20>>2]=f[m+20>>2];p[q>>3]=+p[m>>3];p[((a+24|0)+128|0)>>3]=+p[n+128>>3];p[((a+24|0)+136|0)>>3]=+p[n+136>>3];m=n+144|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];f[r+12>>2]=f[m+12>>2];f[r+16>>2]=f[m+16>>2];f[r+20>>2]=f[m+20>>2];p[r>>3]=+p[m>>3];p[((a+24|0)+152|0)>>3]=+p[n+152>>3];p[((a+24|0)+160|0)>>3]=+p[n+160>>3];m=n+168|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];p[s>>3]=+p[m>>3];p[((a+24|0)+176|0)>>3]=+p[n+176>>3];m=n+184|0;f[t>>2]=f[m>>2];f[t+4>>2]=f[m+4>>2];f[t+8>>2]=f[m+8>>2];f[t+12>>2]=f[m+12>>2];b[t+16>>0]=b[m+16>>0]|0;psb(n,d)|0;b:do if((d|0)==(z|0))i=z;else{h=d;while(1){i=h;h=h+-208|0;c=~~+p[((a+24|0)+184|0)>>3]>>>0;d=~~+p[i+-24>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0)break b;e=+p[((a+24|0)+192|0)>>3];g=+p[i+-16>>3];if(!(e<g)){if(e>g)break b;if(!(gub(a+24|0,h)|0))break b}}psb(i,h)|0;if((h|0)==(z|0)){i=z;break}}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[v>>2]|0;f[v>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[w>>2]|0;f[w>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;g=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+88|0;c=f[j>>2]|0;h=i+92|0;if(!c)c=i+96|0;else{d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[h>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;j=i+100|0;f[j>>2]=f[o>>2];f[j+4>>2]=f[o+4>>2];f[j+8>>2]=f[o+8>>2];f[j+12>>2]=f[o+12>>2];f[j+16>>2]=f[o+16>>2];g=+p[((a+24|0)+120|0)>>3];j=i+120|0;p[((a+24|0)+120|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+128|0)>>3];j=i+128|0;p[((a+24|0)+128|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+136|0)>>3];j=i+136|0;p[((a+24|0)+136|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+144|0)>>3];j=i+144|0;p[((a+24|0)+144|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+152|0)>>3];j=i+152|0;p[((a+24|0)+152|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+160|0)>>3];j=i+160|0;p[((a+24|0)+160|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+168|0)>>3];j=i+168|0;p[((a+24|0)+168|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+176|0)>>3];j=i+176|0;p[((a+24|0)+176|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+184|0;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];b[j+16>>0]=b[t+16>>0]|0}c=n+208|0;if((c|0)==(y|0))break;else{d=n;n=c}}u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==144)if(1){u=a;f[a+3488>>2]=5;break a}else B=1}}f[a+3408>>2]=k;f[a+3424>>2]=l;f[a+3432>>2]=m;f[a+3448>>2]=A;f[a+3456>>2]=B}function ttb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0;J=f[a+288>>2]|0;y=f[a+312>>2]|0;z=f[a+336>>2]|0;K=f[a+352>>2]|0;L=f[a+392>>2]|0;H=f[a+440>>2]|0;I=f[a+464>>2]|0;D=f[a+536>>2]|0;M=f[a+1152>>2]|0;N=f[a+1424>>2]|0;B=f[a+1488>>2]|0;A=f[a+2280>>2]|0;O=f[a+3304>>2]|0;P=f[a+3408>>2]|0;R=f[a+3424>>2]|0;S=f[a+3432>>2]|0;Q=f[a+3448>>2]|0;a:{if((Q|0)==96){Q=0;P=a+24|0;R=L;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[L+36>>2]|0;d=f[L+40>>2]|0;i=f[L+44>>2]|0;j=f[L+48>>2]|0;k=f[L+52>>2]|0;l=f[L+56>>2]|0;e=+p[L+64>>3];g=+p[L+72>>3];h=+p[L+80>>3];P=L+88|0;m=f[P>>2]|0;R=L+92|0;n=f[R>>2]|0;S=L+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=L+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[L+120>>3];r=+p[L+128>>3];s=+p[L+136>>3];t=+p[L+144>>3];u=+p[L+152>>3];v=+p[L+160>>3];w=+p[L+168>>3];x=+p[L+176>>3];P=L+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(L,A)|0;P=A;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[y+-172>>2]=c;f[y+-168>>2]=d;f[y+-164>>2]=i;f[y+-160>>2]=j;f[y+-156>>2]=k;f[y+-152>>2]=l;p[y+-144>>3]=e;p[y+-136>>3]=g;p[y+-128>>3]=h;j=y+-120|0;c=f[j>>2]|0;i=y+-116|0;if(!c)c=y+-112|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=y+-112|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;H=y+-108|0;f[H>>2]=f[(a+232|0)>>2];f[H+4>>2]=f[(a+232|0)+4>>2];f[H+8>>2]=f[(a+232|0)+8>>2];f[H+12>>2]=f[(a+232|0)+12>>2];f[H+16>>2]=f[(a+232|0)+16>>2];p[y+-88>>3]=q;p[y+-80>>3]=r;p[y+-72>>3]=s;p[y+-64>>3]=t;p[y+-56>>3]=u;p[y+-48>>3]=v;p[y+-40>>3]=w;p[y+-32>>3]=x;H=y+-24|0;f[H>>2]=f[a>>2];f[H+4>>2]=f[a+4>>2];f[H+8>>2]=f[a+8>>2];f[H+12>>2]=f[a+12>>2];b[H+16>>0]=b[a+16>>0]|0;H=A;I=z+1|0}c=L+208|0;b:{d=1;if(d)if(c>>>0<H>>>0){j=H;C=I;while(1){l=B+184|0;m=B+192|0;while(1){d=~~+p[c+184>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){F=h;break}e=+p[c+192>>3];g=+p[m>>3];if(!(e<g)){if(e>g){F=h;break}if(!(gub(c,B)|0)){Q=110;break}}}c=c+208|0}if((Q|0)==110){Q=0;F=+p[l>>3]}k=j+-208|0;d=~~+p[j+-24>>3]>>>0;i=~~F>>>0;c:do if(d>>>0<i>>>0){A=j;j=k}else{h=F;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){A=j;j=k;break c}if(e>g)e=h;else{if(gub(k,B)|0){A=j;j=k;break c}e=+p[l>>3]}}j=k+-208|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){A=k;break}else{E=k;k=j;h=e;j=E}}}while(0);if(c>>>0>j>>>0){E=B;D=c;break b}P=a+24|0;R=c;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));d=f[c+36>>2]|0;i=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;e=+p[c+64>>3];g=+p[c+72>>3];h=+p[c+80>>3];P=c+88|0;o=f[P>>2]|0;R=c+92|0;y=f[R>>2]|0;S=c+96|0;z=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=c+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[c+120>>3];r=+p[c+128>>3];s=+p[c+136>>3];t=+p[c+144>>3];u=+p[c+152>>3];v=+p[c+160>>3];w=+p[c+168>>3];x=+p[c+176>>3];P=c+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(c,j)|0;P=j;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[A+-172>>2]=d;f[A+-168>>2]=i;f[A+-164>>2]=k;f[A+-160>>2]=l;f[A+-156>>2]=m;f[A+-152>>2]=n;p[A+-144>>3]=e;p[A+-136>>3]=g;p[A+-128>>3]=h;l=A+-120|0;d=f[l>>2]|0;k=A+-116|0;if(!d)d=A+-112|0;else{i=f[k>>2]|0;if((i|0)!=(d|0))f[k>>2]=i+(~(((i+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=A+-112|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=o;f[k>>2]=y;f[d>>2]=z;E=A+-108|0;f[E>>2]=f[(a+232|0)>>2];f[E+4>>2]=f[(a+232|0)+4>>2];f[E+8>>2]=f[(a+232|0)+8>>2];f[E+12>>2]=f[(a+232|0)+12>>2];f[E+16>>2]=f[(a+232|0)+16>>2];p[A+-88>>3]=q;p[A+-80>>3]=r;p[A+-72>>3]=s;p[A+-64>>3]=t;p[A+-56>>3]=u;p[A+-48>>3]=v;p[A+-40>>3]=w;p[A+-32>>3]=x;E=A+-24|0;f[E>>2]=f[a>>2];f[E+4>>2]=f[a+4>>2];f[E+8>>2]=f[a+8>>2];f[E+12>>2]=f[a+12>>2];b[E+16>>0]=b[a+16>>0]|0;B=(B|0)==(c|0)?j:B;c=c+208|0;C=C+1|0}}else d=1;if(d)if(1){E=B;C=I;D=c}}do{c=1;if(c){c=0;if((D|0)==(E|0))G=C;else c=1}if(c)if(1){c=~~+p[E+184>>3]>>>0;d=~~+p[D+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){G=C;break}e=+p[E+192>>3];g=+p[D+192>>3];if(!(e<g)){if(e>g){G=C;break}if(!(gub(E,D)|0)){G=C;break}}}P=a+24|0;R=D;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[D+36>>2]|0;d=f[D+40>>2]|0;i=f[D+44>>2]|0;j=f[D+48>>2]|0;k=f[D+52>>2]|0;l=f[D+56>>2]|0;e=+p[D+64>>3];g=+p[D+72>>3];h=+p[D+80>>3];P=D+88|0;m=f[P>>2]|0;R=D+92|0;n=f[R>>2]|0;S=D+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=D+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[D+120>>3];r=+p[D+128>>3];s=+p[D+136>>3];t=+p[D+144>>3];u=+p[D+152>>3];v=+p[D+160>>3];w=+p[D+168>>3];x=+p[D+176>>3];P=D+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(D,E)|0;P=E;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[E+36>>2]=c;f[E+40>>2]=d;f[E+44>>2]=i;f[E+48>>2]=j;f[E+52>>2]=k;f[E+56>>2]=l;p[E+64>>3]=e;p[E+72>>3]=g;p[E+80>>3]=h;j=E+88|0;c=f[j>>2]|0;i=E+92|0;if(!c)c=E+96|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=E+96|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;G=E+100|0;f[G>>2]=f[(a+232|0)>>2];f[G+4>>2]=f[(a+232|0)+4>>2];f[G+8>>2]=f[(a+232|0)+8>>2];f[G+12>>2]=f[(a+232|0)+12>>2];f[G+16>>2]=f[(a+232|0)+16>>2];p[E+120>>3]=q;p[E+128>>3]=r;p[E+136>>3]=s;p[E+144>>3]=t;p[E+152>>3]=u;p[E+160>>3]=v;p[E+168>>3]=w;p[E+176>>3]=x;G=E+184|0;f[G>>2]=f[a>>2];f[G+4>>2]=f[a+4>>2];f[G+8>>2]=f[a+8>>2];f[G+12>>2]=f[a+12>>2];b[G+16>>0]=b[a+16>>0]|0;G=C+1|0}}while(0);if(!G){O=Esb(L,D)|0;c=D+208|0;if(Esb(c,K)|0){Q=143;f[a+3496>>2]=1;break a}if(O){J=c;f[a+3496>>2]=3;break a}}K=D;if(((K-N|0)/208|0|0)>=((M-K|0)/208|0|0)){Q=142;f[a+3496>>2]=1;break a}osb(L,D);J=D+208|0}f[a+288>>2]=J;f[a+440>>2]=H;f[a+464>>2]=I;f[a+536>>2]=D;f[a+3304>>2]=O;f[a+3408>>2]=P;f[a+3424>>2]=R;f[a+3432>>2]=S;f[a+3448>>2]=Q}function utb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;W=f[a+312>>2]|0;X=f[a+392>>2]|0;J=f[a+600>>2]|0;K=f[a+648>>2]|0;L=f[a+688>>2]|0;M=f[a+824>>2]|0;A=f[a+832>>2]|0;B=f[a+864>>2]|0;C=f[a+888>>2]|0;D=f[a+920>>2]|0;E=f[a+944>>2]|0;F=f[a+968>>2]|0;N=f[a+1016>>2]|0;O=f[a+1032>>2]|0;P=f[a+1064>>2]|0;Q=f[a+1096>>2]|0;g=f[a+1152>>2]|0;R=f[a+1160>>2]|0;S=f[a+1216>>2]|0;T=f[a+1280>>2]|0;U=f[a+1312>>2]|0;V=f[a+1360>>2]|0;h=f[a+1424>>2]|0;m=f[a+1488>>2]|0;Y=f[a+1496>>2]|0;n=f[a+1512>>2]|0;k=f[a+1600>>2]|0;j=f[a+2024>>2]|0;Z=f[a+2280>>2]|0;o=f[a+2496>>2]|0;q=f[a+2936>>2]|0;G=f[a+3288>>2]|0;H=f[a+3352>>2]|0;I=f[a+3376>>2]|0;_=f[a+3408>>2]|0;aa=f[a+3424>>2]|0;ba=f[a+3432>>2]|0;$=f[a+3448>>2]|0;a:{if((X|0)!=(j|0)){l=X+((((g-h|0)>>>0)/416|0)*208|0)+192|0;W=k;Z=j;while(1){g=~~+p[W+-24>>3]>>>0;h=~~+p[n>>3]>>>0;if(g>>>0<h>>>0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(g>>>0<=h>>>0){d=+p[W+-16>>3];e=+p[l>>3];if(d<e){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(!(d>e))if(gub(Z,m)|0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}}g=Z+-208|0;if((X|0)==(g|0))break;else{W=Z;Z=g}}}l=X+208|0;j=~~+p[Y>>3]>>>0;g=~~+p[o>>3]>>>0;do{h=1;if(h){h=0;if(j>>>0<g>>>0)c=l;else h=1}if(h)if(1){if(j>>>0<=g>>>0){e=+p[X+192>>3];d=+p[q>>3];if(e<d){c=l;break}if(!(e>d))if(gub(X,k)|0){c=l;break}}if((l|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}j=X+192|0;c=l;while(1){g=~~+p[Y>>3]>>>0;h=~~+p[c+184>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[j>>3];e=+p[c+192>>3];if(d<e)break;if(!(d>e))if(gub(X,c)|0)break}c=c+208|0;if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,k)|0;_=k;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[G>>2]=g;f[H>>2]=h;f[I>>2]=j;f[A>>2]=l;f[B>>2]=m;f[C>>2]=n;p[D>>3]=d;p[E>>3]=e;p[F>>3]=i;g=f[N>>2]|0;if(g|0){h=f[J>>2]|0;if((h|0)!=(g|0))f[J>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[K>>2]=0;f[J>>2]=0;f[N>>2]=0}f[N>>2]=o;f[J>>2]=q;f[K>>2]=r;f[L>>2]=f[(a+232|0)>>2];f[L+4>>2]=f[(a+232|0)+4>>2];f[L+8>>2]=f[(a+232|0)+8>>2];f[L+12>>2]=f[(a+232|0)+12>>2];f[L+16>>2]=f[(a+232|0)+16>>2];p[O>>3]=s;p[P>>3]=t;p[Q>>3]=u;p[R>>3]=v;p[S>>3]=w;p[T>>3]=x;p[U>>3]=y;p[V>>3]=z;f[M>>2]=f[a>>2];f[M+4>>2]=f[a+4>>2];f[M+8>>2]=f[a+8>>2];f[M+12>>2]=f[a+12>>2];b[M+16>>0]=b[a+16>>0]|0;c=c+208|0}}while(0);if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}B=X+192|0;while(1){d=+p[Y>>3];g=~~+p[c+184>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=~~d>>>0;i=d;while(1){if(j>>>0>g>>>0)d=i;else{d=+p[B>>3];e=+p[c+192>>3];if(d<e)break b;if(d>e)d=i;else{if(gub(X,c)|0)break b;d=+p[Y>>3]}}h=c+208|0;j=~~d>>>0;g=~~+p[c+392>>3]>>>0;if(j>>>0<g>>>0){c=h;break}else{c=h;i=d}}}while(0);while(1){A=k+-208|0;g=~~+p[Y>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=A;continue}if(g>>>0>h>>>0)break;d=+p[B>>3];e=+p[k+-16>>3];if(d<e){k=A;continue}if(d>e)break;if(gub(X,A)|0)k=A;else break}if(c>>>0>=A>>>0){X=c;f[a+3504>>2]=4;f[a+3508>>2]=8;break a}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,A)|0;_=A;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[k+-172>>2]=g;f[k+-168>>2]=h;f[k+-164>>2]=j;f[k+-160>>2]=l;f[k+-156>>2]=m;f[k+-152>>2]=n;p[k+-144>>3]=d;p[k+-136>>3]=e;p[k+-128>>3]=i;l=k+-120|0;g=f[l>>2]|0;j=k+-116|0;if(!g)g=k+-112|0;else{h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=k+-112|0;f[g>>2]=0;f[j>>2]=0;f[l>>2]=0}f[l>>2]=o;f[j>>2]=q;f[g>>2]=r;V=k+-108|0;f[V>>2]=f[(a+232|0)>>2];f[V+4>>2]=f[(a+232|0)+4>>2];f[V+8>>2]=f[(a+232|0)+8>>2];f[V+12>>2]=f[(a+232|0)+12>>2];f[V+16>>2]=f[(a+232|0)+16>>2];p[k+-88>>3]=s;p[k+-80>>3]=t;p[k+-72>>3]=u;p[k+-64>>3]=v;p[k+-56>>3]=w;p[k+-48>>3]=x;p[k+-40>>3]=y;p[k+-32>>3]=z;k=k+-24|0;f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];b[k+16>>0]=b[a+16>>0]|0;k=A;c=c+208|0}}f[a+312>>2]=W;f[a+392>>2]=X;f[a+2280>>2]=Z;f[a+3408>>2]=_;f[a+3424>>2]=aa;f[a+3432>>2]=ba;f[a+3448>>2]=$}function vtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;F=f[a+224>>2]|0;u=f[a+248>>2]|0;v=f[a+272>>2]|0;G=f[a+288>>2]|0;H=f[a+320>>2]|0;D=f[a+384>>2]|0;E=f[a+408>>2]|0;z=f[a+480>>2]|0;I=f[a+1056>>2]|0;x=f[a+1072>>2]|0;J=f[a+1256>>2]|0;w=f[a+1608>>2]|0;K=f[a+2264>>2]|0;L=f[a+2504>>2]|0;N=f[a+2520>>2]|0;O=f[a+2528>>2]|0;M=f[a+2536>>2]|0;a:{if((M|0)==78){M=0;L=a+24|0;N=H;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=H+40|0;d=H+48|0;i=H+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=H+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=H+80|0;n=H+88|0;r=+p[l>>3];s=+p[n>>3];q=H+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=H;N=w;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=u+-80|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=u+-72|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=u+-64|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=u+-56|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=u+-40|0;P=+p[i>>3];p[i>>3]=+p[l>>3];p[l>>3]=P;d=u+-32|0;p[n>>3]=+p[d>>3];c=u+-24|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=w;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;D=w;E=v+1|0}c=H+120|0;b:{d=1;if(d)if(c>>>0<D>>>0){j=D;y=E;while(1){l=x+96|0;m=x+104|0;while(1){d=~~+p[c+96>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){B=h;break}e=+p[c+104>>3];g=+p[m>>3];if(!(e<g)){if(e>g){B=h;break}if(!(hub(c,x)|0)){M=87;break}}}c=c+120|0}if((M|0)==87){M=0;B=+p[l>>3]}k=j+-120|0;d=~~+p[j+-24>>3]>>>0;i=~~B>>>0;c:do if(d>>>0<i>>>0){w=j;j=k}else{h=B;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){w=j;j=k;break c}if(e>g)e=h;else{if(hub(k,x)|0){w=j;j=k;break c}e=+p[l>>3]}}j=k+-120|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){w=k;break}else{A=k;k=j;h=e;j=A}}}while(0);if(c>>>0>j>>>0){A=x;z=c;break b}L=a+24|0;N=c;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));d=c+40|0;i=c+48|0;k=c+56|0;e=+p[d>>3];g=+p[i>>3];h=+p[k>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];n=c+80|0;q=c+88|0;r=+p[n>>3];s=+p[q>>3];u=c+96|0;f[a>>2]=f[u>>2];f[a+4>>2]=f[u+4>>2];f[a+8>>2]=f[u+8>>2];f[a+12>>2]=f[u+12>>2];b[a+16>>0]=b[u+16>>0]|0;L=c;N=j;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));v=w+-80|0;P=+p[v>>3];p[v>>3]=e;p[d>>3]=P;t=w+-72|0;P=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=P;o=w+-64|0;P=+p[o>>3];p[o>>3]=+p[k>>3];p[k>>3]=P;m=w+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];k=w+-40|0;P=+p[k>>3];p[k>>3]=+p[n>>3];p[n>>3]=P;i=w+-32|0;p[q>>3]=+p[i>>3];d=w+-24|0;f[u>>2]=f[d>>2];f[u+4>>2]=f[d+4>>2];f[u+8>>2]=f[d+8>>2];f[u+12>>2]=f[d+12>>2];b[u+16>>0]=b[d+16>>0]|0;L=j;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[v>>3]=e;p[t>>3]=g;p[o>>3]=h;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[k>>3]=r;p[i>>3]=s;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];b[d+16>>0]=b[a+16>>0]|0;x=(x|0)==(c|0)?j:x;c=c+120|0;y=y+1|0}}else d=1;if(d)if(1){A=x;y=E;z=c}}do{c=1;if(c){c=0;if((z|0)==(A|0))C=y;else c=1}if(c)if(1){c=~~+p[A+96>>3]>>>0;d=~~+p[z+96>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){C=y;break}e=+p[A+104>>3];g=+p[z+104>>3];if(!(e<g)){if(e>g){C=y;break}if(!(hub(A,z)|0)){C=y;break}}}L=a+24|0;N=z;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=z+40|0;d=z+48|0;i=z+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=z+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=z+80|0;n=z+88|0;r=+p[l>>3];s=+p[n>>3];q=z+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=z;N=A;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=A+40|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=A+48|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=A+56|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=A+64|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=A+80|0;p[l>>3]=+p[i>>3];d=A+88|0;p[n>>3]=+p[d>>3];c=A+96|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=A;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;C=y+1|0}}while(0);if(!C){K=Asb(H,z)|0;c=z+120|0;if(Asb(c,G)|0){M=110;f[a+2576>>2]=1;break a}if(K){F=c;f[a+2576>>2]=3;break a}}G=z;if(((G-I|0)/120|0|0)>=((J-G|0)/120|0|0)){M=109;f[a+2576>>2]=1;break a}ssb(H,z);F=z+120|0}f[a+224>>2]=F;f[a+384>>2]=D;f[a+408>>2]=E;f[a+480>>2]=z;f[a+2264>>2]=K;f[a+2504>>2]=L;f[a+2520>>2]=N;f[a+2528>>2]=O;f[a+2536>>2]=M}function wtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0.0;A=f[a+224>>2]|0;B=f[a+240>>2]|0;E=f[a+288>>2]|0;L=f[a+840>>2]|0;M=f[a+912>>2]|0;N=f[a+976>>2]|0;O=f[a+1008>>2]|0;Q=f[a+1256>>2]|0;S=f[a+1712>>2]|0;T=f[a+2200>>2]|0;V=f[a+2304>>2]|0;W=f[a+2352>>2]|0;X=f[a+2376>>2]|0;Y=f[a+2408>>2]|0;Z=f[a+2440>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;a:{while(1){F=A;b:while(1){k=F;switch((Q-k|0|0)/120|0|0){case 2:{$=5;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 3:{$=11;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 4:{$=12;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 5:{$=13;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 1:case 0:{$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}default:{}}if((Q-k|0|0)<840){$=15;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}l=F+((((Q-k|0)>>>0)/240|0)*120|0)|0;if((Q-k|0|0)>119880)i=zsb(F,F+((((Q-k|0)>>>0)/480|0)*120|0)|0,l,l+((((Q-k|0)>>>0)/480|0)*120|0)|0,S)|0;else i=xsb(F,l,S)|0;P=F+96|0;c=~~+p[P>>3]>>>0;m=F+((((Q-k|0)>>>0)/240|0)*120|0)+96|0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){I=S;J=i;break}if(c>>>0<=g>>>0){d=+p[F+104>>3];e=+p[F+((((Q-k|0)>>>0)/240|0)*120|0)+104>>3];if(d<e){I=S;J=i;break}if(!(d>e))if(hub(F,l)|0){I=S;J=i;break}}if((F|0)!=(T|0)){h=F+((((Q-k|0)>>>0)/240|0)*120|0)+104|0;C=S;R=T;while(1){c=~~+p[C+-24>>3]>>>0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){$=78;break b}if(c>>>0<=g>>>0){d=+p[C+-16>>3];e=+p[h>>3];if(d<e){$=78;break b}if(!(d>e))if(hub(R,l)|0){$=78;break b}}c=R+-120|0;if((F|0)==(c|0))break;else{C=R;R=c}}}c=F+120|0;g=~~+p[P>>3]>>>0;h=~~+p[V>>3]>>>0;do{i=1;if(i){i=0;if(g>>>0<h>>>0)z=c;else i=1}if(i)if(1){if(g>>>0<=h>>>0){d=+p[F+104>>3];e=+p[W>>3];if(d<e){z=c;break}if(!(d>e))if(hub(F,S)|0){z=c;break}}if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}i=F+104|0;while(1){g=~~+p[P>>3]>>>0;h=~~+p[c+96>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+104>>3];if(d<e)break;if(!(d>e))if(hub(F,c)|0)break}c=c+120|0;if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));m=c+40|0;o=c+48|0;g=c+56|0;d=+p[m>>3];e=+p[o>>3];j=+p[g>>3];h=c+64|0;f[(a+64|0)>>2]=f[h>>2];f[(a+64|0)+4>>2]=f[h+4>>2];f[(a+64|0)+8>>2]=f[h+8>>2];f[(a+64|0)+12>>2]=f[h+12>>2];i=c+80|0;k=c+88|0;q=+p[i>>3];r=+p[k>>3];l=c+96|0;f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];f[a+12>>2]=f[l+12>>2];b[a+16>>0]=b[l+16>>0]|0;_=c;aa=S;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));ca=+p[X>>3];p[X>>3]=d;p[m>>3]=ca;ca=+p[Y>>3];p[Y>>3]=+p[o>>3];p[o>>3]=ca;ca=+p[Z>>3];p[Z>>3]=+p[g>>3];p[g>>3]=ca;f[h>>2]=f[L>>2];f[h+4>>2]=f[L+4>>2];f[h+8>>2]=f[L+8>>2];f[h+12>>2]=f[L+12>>2];ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=ca;p[k>>3]=+p[N>>3];f[l>>2]=f[O>>2];f[l+4>>2]=f[O+4>>2];f[l+8>>2]=f[O+8>>2];f[l+12>>2]=f[O+12>>2];b[l+16>>0]=b[O+16>>0]|0;_=S;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[X>>3]=d;p[Y>>3]=e;p[Z>>3]=j;f[L>>2]=f[(a+64|0)>>2];f[L+4>>2]=f[(a+64|0)+4>>2];f[L+8>>2]=f[(a+64|0)+8>>2];f[L+12>>2]=f[(a+64|0)+12>>2];p[M>>3]=q;p[N>>3]=r;f[O>>2]=f[a>>2];f[O+4>>2]=f[a+4>>2];f[O+8>>2]=f[a+8>>2];f[O+12>>2]=f[a+12>>2];b[O+16>>0]=b[a+16>>0]|0;z=c+120|0}}while(0);if((z|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}y=F+104|0;k=S;c=z;while(1){d=+p[P>>3];g=~~+p[c+96>>3]>>>0;c:do if(~~d>>>0>>>0>=g>>>0){i=~~d>>>0;j=d;while(1){if(i>>>0>g>>>0)d=j;else{d=+p[y>>3];e=+p[c+104>>3];if(d<e)break c;if(d>e)d=j;else{if(hub(F,c)|0)break c;d=+p[P>>3]}}h=c+120|0;i=~~d>>>0;g=~~+p[c+216>>3]>>>0;if(i>>>0<g>>>0){c=h;break}else{c=h;j=d}}}while(0);while(1){x=k+-120|0;g=~~+p[P>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=x;continue}if(g>>>0>h>>>0)break;d=+p[y>>3];e=+p[k+-16>>3];if(d<e){k=x;continue}if(d>e)break;if(hub(F,x)|0)k=x;else break}if(c>>>0>=x>>>0){F=c;continue b}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];o=c+80|0;t=c+88|0;q=+p[o>>3];r=+p[t>>3];v=c+96|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];b[a+16>>0]=b[v+16>>0]|0;_=c;aa=x;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));w=k+-80|0;ca=+p[w>>3];p[w>>3]=d;p[g>>3]=ca;u=k+-72|0;ca=+p[u>>3];p[u>>3]=+p[h>>3];p[h>>3]=ca;s=k+-64|0;ca=+p[s>>3];p[s>>3]=+p[i>>3];p[i>>3]=ca;m=k+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];i=k+-40|0;ca=+p[i>>3];p[i>>3]=+p[o>>3];p[o>>3]=ca;h=k+-32|0;p[t>>3]=+p[h>>3];g=k+-24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];b[v+16>>0]=b[g+16>>0]|0;_=x;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[w>>3]=d;p[u>>3]=e;p[s>>3]=j;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=q;p[h>>3]=r;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=x;c=c+120|0}}f[a+224>>2]=A;f[a+248>>2]=C;f[a+272>>2]=i;f[a+288>>2]=E;f[a+320>>2]=F;f[a+384>>2]=I;f[a+408>>2]=J;f[a+480>>2]=K;f[a+1056>>2]=k;f[a+1072>>2]=l;f[a+1256>>2]=Q;f[a+1608>>2]=R;f[a+2264>>2]=U;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$;f[a+2576>>2]=0;f[a+2580>>2]=0;vtb(a);A=f[a+224>>2]|0;I=f[a+384>>2]|0;J=f[a+408>>2]|0;K=f[a+480>>2]|0;U=f[a+2264>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;G=f[a+2576>>2]|0;D=f[a+2580>>2]|0;H=+n[a+2580>>2];f[a+2576>>2]=0;f[a+2580>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if(($|0)==109){$=0;ssb(K+120|0,E);B=F;E=K;f[a+2584>>2]=3;break a}else if(($|0)==110){$=0;if(U){$=111;f[a+2584>>2]=1;break a}else{B=F;E=K;f[a+2584>>2]=3;break a}}}f[a+224>>2]=A;f[a+240>>2]=B;f[a+288>>2]=E;f[a+320>>2]=F;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$}function xtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0;c=f[a+96>>2]|0;m=f[a+104>>2]|0;n=f[a+112>>2]|0;r=f[a+136>>2]|0;a:{if(r){o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(c+40|0)>>3];e=+p[(c+48|0)>>3];g=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];h=+p[(c+80|0)>>3];i=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=d;p[(c+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=l;f[(c+64|0)>>2]=f[(n+64|0)>>2];f[(c+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(c+80|0)>>3]=+p[(n+80|0)>>3];p[(c+88|0)>>3]=+p[(n+88|0)>>3];f[(c+96|0)>>2]=f[(n+96|0)>>2];f[(c+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=d;p[(n+48|0)>>3]=e;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=h;p[(n+88|0)>>3]=i;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));i=+p[(c+40|0)>>3];k=+p[(c+48|0)>>3];l=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];e=+p[(c+80|0)>>3];d=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));h=+p[(m+40|0)>>3];p[(m+40|0)>>3]=i;p[(c+40|0)>>3]=h;h=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=h;h=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=h;f[(c+64|0)>>2]=f[(m+64|0)>>2];f[(c+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(c+80|0)>>3]=+p[(m+80|0)>>3];p[(c+88|0)>>3]=+p[(m+88|0)>>3];f[(c+96|0)>>2]=f[(m+96|0)>>2];f[(c+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=i;p[(m+48|0)>>3]=k;p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=e;p[(m+88|0)>>3]=d;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(n+96|0)>>3]>>>0;j=~~+p[(m+96|0)>>3]>>>0;do if(c>>>0<j>>>0){h=k;g=l}else{if(c>>>0>j>>>0){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}g=+p[n+104>>3];h=+p[m+104>>3];if(g<h){h=k;g=l}else{if(g>h){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}if(hub(n,m)|0){i=+p[(m+40|0)>>3];h=+p[(m+48|0)>>3];g=+p[(m+56|0)>>3];e=+p[(m+80|0)>>3];d=+p[(m+88|0)>>3];break}else{c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}}}while(0);o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=i;p[(m+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(n+64|0)>>2];f[(m+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(m+80|0)>>3]=+p[(n+80|0)>>3];p[(m+88|0)>>3]=+p[(n+88|0)>>3];f[(m+96|0)>>2]=f[(n+96|0)>>2];f[(m+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=i;p[(n+48|0)>>3]=h;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=e;p[(n+88|0)>>3]=d;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}f[a+120>>2]=c;f[a+608>>2]=o;f[a+624>>2]=q;f[a+632>>2]=r}function ytb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0;l=f[a+96>>2]|0;m=f[a+104>>2]|0;k=f[a+112>>2]|0;c=f[a+120>>2]|0;n=f[a+336>>2]|0;o=f[a+536>>2]|0;q=f[a+552>>2]|0;r=f[a+560>>2]|0;a:{f[(c+96|0)+8>>2]=f[a+8>>2];f[(c+96|0)+12>>2]=f[a+12>>2];b[(c+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(k+96|0)>>3]>>>0;g=~~+p[(m+96|0)>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[k+104>>3];e=+p[m+104>>3];if(!(d<e)){if(d>e){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(k,m)|0)){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(m+40|0)>>3];e=+p[(m+48|0)>>3];h=+p[(m+56|0)>>3];f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];i=+p[(m+80|0)>>3];j=+p[(m+88|0)>>3];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=k;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(k+40|0)>>3];p[(k+40|0)>>3]=d;p[(m+40|0)>>3]=s;s=+p[(k+48|0)>>3];p[(k+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=s;s=+p[(k+56|0)>>3];p[(k+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=s;f[(m+64|0)>>2]=f[(k+64|0)>>2];f[(m+64|0)+4>>2]=f[(k+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(k+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(k+64|0)+12>>2];p[(m+80|0)>>3]=+p[(k+80|0)>>3];p[(m+88|0)>>3]=+p[(k+88|0)>>3];f[(m+96|0)>>2]=f[(k+96|0)>>2];f[(m+96|0)+4>>2]=f[(k+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(k+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(k+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(k+96|0)+16>>0]|0;o=k;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(k+40|0)>>3]=d;p[(k+48|0)>>3]=e;p[(k+56|0)>>3]=h;f[(k+64|0)>>2]=f[(a+64|0)>>2];f[(k+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(k+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(k+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(k+80|0)>>3]=i;p[(k+88|0)>>3]=j;f[(k+96|0)>>2]=f[a>>2];f[(k+96|0)+4>>2]=f[a+4>>2];f[(k+96|0)+8>>2]=f[a+8>>2];f[(k+96|0)+12>>2]=f[a+12>>2];b[(k+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(m+96|0)>>3]>>>0;g=~~+p[l+96>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[m+104>>3];e=+p[l+104>>3];if(!(d<e)){if(d>e){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(m,l)|0)){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=l;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(l+40|0)>>3];e=+p[(l+48|0)>>3];h=+p[(l+56|0)>>3];f[(a+64|0)>>2]=f[(l+64|0)>>2];f[(a+64|0)+4>>2]=f[(l+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(l+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(l+64|0)+12>>2];i=+p[(l+80|0)>>3];j=+p[(l+88|0)>>3];f[a>>2]=f[(l+96|0)>>2];f[a+4>>2]=f[(l+96|0)+4>>2];f[a+8>>2]=f[(l+96|0)+8>>2];f[a+12>>2]=f[(l+96|0)+12>>2];b[a+16>>0]=b[(l+96|0)+16>>0]|0;o=l;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(m+40|0)>>3];p[(m+40|0)>>3]=d;p[(l+40|0)>>3]=s;s=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(l+48|0)>>3];p[(l+48|0)>>3]=s;s=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(l+56|0)>>3];p[(l+56|0)>>3]=s;f[(l+64|0)>>2]=f[(m+64|0)>>2];f[(l+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(l+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(l+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(l+80|0)>>3]=+p[(m+80|0)>>3];p[(l+88|0)>>3]=+p[(m+88|0)>>3];f[(l+96|0)>>2]=f[(m+96|0)>>2];f[(l+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(l+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(l+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(l+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=d;p[(m+48|0)>>3]=e;p[(m+56|0)>>3]=h;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=i;p[(m+88|0)>>3]=j;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=n+4|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}f[a+136>>2]=c;f[a+536>>2]=o;f[a+552>>2]=q;f[a+560>>2]=r}function ztb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,D=0,E=0;z=f[a+96>>2]|0;A=f[a+104>>2]|0;B=f[a+112>>2]|0;E=f[a+136>>2]|0;a:{if(E){C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];q=+p[z+120>>3];r=+p[z+128>>3];s=+p[z+136>>3];t=+p[z+144>>3];v=+p[z+152>>3];w=+p[z+160>>3];x=+p[z+168>>3];y=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=q;p[B+128>>3]=r;p[B+136>>3]=s;p[B+144>>3]=t;p[B+152>>3]=v;p[B+160>>3]=w;p[B+168>>3]=x;p[B+176>>3]=y;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];y=+p[z+120>>3];x=+p[z+128>>3];w=+p[z+136>>3];v=+p[z+144>>3];t=+p[z+152>>3];s=+p[z+160>>3];r=+p[z+168>>3];q=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,A)|0;C=A;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(!c)c=A+96|0;else{d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;c=A+96|0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=n;f[c>>2]=o;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=y;p[(A+128|0)>>3]=x;p[(A+136|0)>>3]=w;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=t;p[(A+160|0)>>3]=s;p[(A+168|0)>>3]=r;p[(A+176|0)>>3]=q;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(B+184|0)>>3]>>>0;d=~~+p[(A+184|0)>>3]>>>0;do if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}e=+p[B+192>>3];g=+p[A+192>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}if(gub(B,A)|0){m=f[(A+88|0)>>2]|0;n=f[(A+92|0)>>2]|0;o=f[A+96>>2]|0;y=+p[(A+120|0)>>3];x=+p[(A+128|0)>>3];w=+p[(A+136|0)>>3];v=+p[(A+144|0)>>3];t=+p[(A+152|0)>>3];s=+p[(A+160|0)>>3];r=+p[(A+168|0)>>3];q=+p[(A+176|0)>>3];break}else{c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}}}while(0);C=a+24|0;D=A;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[(A+36|0)>>2]|0;d=f[(A+40|0)>>2]|0;h=f[(A+44|0)>>2]|0;i=f[(A+48|0)>>2]|0;j=f[(A+52|0)>>2]|0;k=f[(A+56|0)>>2]|0;e=+p[(A+64|0)>>3];g=+p[(A+72|0)>>3];l=+p[(A+80|0)>>3];f[A+96>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;f[(a+60|0)>>2]=f[(A+100|0)>>2];f[(a+60|0)+4>>2]=f[(A+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(A+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(A+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(A+100|0)+16>>2];f[a>>2]=f[(A+184|0)>>2];f[a+4>>2]=f[(A+184|0)+4>>2];f[a+8>>2]=f[(A+184|0)+8>>2];f[a+12>>2]=f[(A+184|0)+12>>2];b[a+16>>0]=b[(A+184|0)+16>>0]|0;psb(A,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=y;p[B+128>>3]=x;p[B+136>>3]=w;p[B+144>>3]=v;p[B+152>>3]=t;p[B+160>>3]=s;p[B+168>>3]=r;p[B+176>>3]=q;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}f[a+120>>2]=c;f[a+1200>>2]=C;f[a+1216>>2]=D;f[a+1224>>2]=E}function Atb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;B=f[a+96>>2]|0;C=f[a+104>>2]|0;A=f[a+112>>2]|0;c=f[a+120>>2]|0;z=+n[a+272>>2];D=f[a+888>>2]|0;E=f[a+992>>2]|0;F=f[a+1008>>2]|0;G=f[a+1016>>2]|0;a:{p[(c+176|0)>>3]=z;f[(c+184|0)>>2]=f[a>>2];f[(c+184|0)+4>>2]=f[a+4>>2];f[(c+184|0)+8>>2]=f[a+8>>2];f[(c+184|0)+12>>2]=f[a+12>>2];b[(c+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(A+184|0)>>3]>>>0;d=~~+p[(C+184|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[A+192>>3];g=+p[C+192>>3];if(!(e<g)){if(e>g){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(A,C)|0)){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=C;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[(C+36|0)>>2]|0;d=f[(C+40|0)>>2]|0;h=f[(C+44|0)>>2]|0;i=f[(C+48|0)>>2]|0;j=f[(C+52|0)>>2]|0;k=f[(C+56|0)>>2]|0;e=+p[(C+64|0)>>3];g=+p[(C+72|0)>>3];l=+p[(C+80|0)>>3];m=f[(C+88|0)>>2]|0;o=f[(C+92|0)>>2]|0;q=f[(C+96|0)>>2]|0;f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0;f[(a+60|0)>>2]=f[(C+100|0)>>2];f[(a+60|0)+4>>2]=f[(C+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(C+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(C+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(C+100|0)+16>>2];r=+p[(C+120|0)>>3];s=+p[(C+128|0)>>3];t=+p[(C+136|0)>>3];v=+p[(C+144|0)>>3];w=+p[(C+152|0)>>3];x=+p[(C+160|0)>>3];y=+p[(C+168|0)>>3];z=+p[(C+176|0)>>3];f[a>>2]=f[(C+184|0)>>2];f[a+4>>2]=f[(C+184|0)+4>>2];f[a+8>>2]=f[(C+184|0)+8>>2];f[a+12>>2]=f[(C+184|0)+12>>2];b[a+16>>0]=b[(C+184|0)+16>>0]|0;psb(C,A)|0;E=A;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(c|0){d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=o;f[(A+96|0)>>2]=q;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=r;p[(A+128|0)>>3]=s;p[(A+136|0)>>3]=t;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=w;p[(A+160|0)>>3]=x;p[(A+168|0)>>3]=y;p[(A+176|0)>>3]=z;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(C+184|0)>>3]>>>0;d=~~+p[B+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[C+192>>3];g=+p[B+192>>3];if(!(e<g)){if(e>g){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(C,B)|0)){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=B;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[B+36>>2]|0;d=f[B+40>>2]|0;h=f[B+44>>2]|0;i=f[B+48>>2]|0;j=f[B+52>>2]|0;k=f[B+56>>2]|0;e=+p[B+64>>3];g=+p[B+72>>3];l=+p[B+80>>3];m=f[(B+88|0)>>2]|0;o=f[(B+92|0)>>2]|0;q=f[(B+96|0)>>2]|0;f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;f[(a+60|0)>>2]=f[(B+100|0)>>2];f[(a+60|0)+4>>2]=f[(B+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(B+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(B+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(B+100|0)+16>>2];r=+p[B+120>>3];s=+p[B+128>>3];t=+p[B+136>>3];v=+p[B+144>>3];w=+p[B+152>>3];x=+p[B+160>>3];y=+p[B+168>>3];z=+p[B+176>>3];f[a>>2]=f[(B+184|0)>>2];f[a+4>>2]=f[(B+184|0)+4>>2];f[a+8>>2]=f[(B+184|0)+8>>2];f[a+12>>2]=f[(B+184|0)+12>>2];b[a+16>>0]=b[(B+184|0)+16>>0]|0;psb(B,C)|0;E=C;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(C+36|0)>>2]=c;f[(C+40|0)>>2]=d;f[(C+44|0)>>2]=h;f[(C+48|0)>>2]=i;f[(C+52|0)>>2]=j;f[(C+56|0)>>2]=k;p[(C+64|0)>>3]=e;p[(C+72|0)>>3]=g;p[(C+80|0)>>3]=l;c=f[(C+88|0)>>2]|0;if(c|0){d=f[(C+92|0)>>2]|0;if((d|0)!=(c|0))f[(C+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0}f[(C+88|0)>>2]=m;f[(C+92|0)>>2]=o;f[(C+96|0)>>2]=q;f[(C+100|0)>>2]=f[(a+60|0)>>2];f[(C+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(C+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(C+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(C+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(C+120|0)>>3]=r;p[(C+128|0)>>3]=s;p[(C+136|0)>>3]=t;p[(C+144|0)>>3]=v;p[(C+152|0)>>3]=w;p[(C+160|0)>>3]=x;p[(C+168|0)>>3]=y;p[(C+176|0)>>3]=z;f[(C+184|0)>>2]=f[a>>2];f[(C+184|0)+4>>2]=f[a+4>>2];f[(C+184|0)+8>>2]=f[a+8>>2];f[(C+184|0)+12>>2]=f[a+12>>2];b[(C+184|0)+16>>0]=b[a+16>>0]|0;c=D+4|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}f[a+136>>2]=c;f[a+992>>2]=E;f[a+1008>>2]=F;f[a+1016>>2]=G}function Btb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;j=f[a+272>>2]|0;x=f[a+280>>2]|0;t=f[a+304>>2]|0;q=f[a+312>>2]|0;c=f[a+320>>2]|0;u=f[a+336>>2]|0;v=f[a+344>>2]|0;w=f[a+352>>2]|0;r=f[a+392>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+416>>2]|0;s=f[a+424>>2]|0;e=f[a+488>>2]|0;n=f[a+1128>>2]|0;o=f[a+1136>>2]|0;i=f[a+1144>>2]|0;a:{f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];f[i+20>>2]=f[e+20>>2];p[i>>3]=+p[e>>3];p[((a+24|0)+72|0)>>3]=+p[t+72>>3];p[((a+24|0)+80|0)>>3]=+p[t+80>>3];i=t+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[i>>2];e=t+92|0;f[((a+24|0)+92|0)>>2]=f[e>>2];d=t+96|0;f[((a+24|0)+96|0)>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=t+100|0;f[r>>2]=f[i>>2];f[r+4>>2]=f[i+4>>2];f[r+8>>2]=f[i+8>>2];f[r+12>>2]=f[i+12>>2];f[r+16>>2]=f[i+16>>2];i=t+120|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];p[k>>3]=+p[i>>3];p[((a+24|0)+128|0)>>3]=+p[t+128>>3];p[((a+24|0)+136|0)>>3]=+p[t+136>>3];k=t+144|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[l+12>>2]=f[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];p[l>>3]=+p[k>>3];p[((a+24|0)+152|0)>>3]=+p[t+152>>3];p[((a+24|0)+160|0)>>3]=+p[t+160>>3];l=t+168|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];p[m>>3]=+p[l>>3];p[((a+24|0)+176|0)>>3]=+p[t+176>>3];m=t+184|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];b[s+16>>0]=b[m+16>>0]|0;psb(t,c)|0;b:do if((c|0)==(j|0))i=j;else while(1){i=c;c=c+-208|0;d=~~+p[((a+24|0)+184|0)>>3]>>>0;e=~~+p[i+-24>>3]>>>0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0)break b;g=+p[((a+24|0)+192|0)>>3];h=+p[i+-16>>3];if(!(g<h)){if(g>h)break b;if(!(gub(a+24|0,c)|0))break b}}psb(i,c)|0;if((c|0)==(j|0)){i=j;break}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[n>>2]|0;f[n>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[o>>2]|0;f[o>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;h=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=h;j=i+88|0;c=f[j>>2]|0;e=i+92|0;if(!c)c=i+96|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[e>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[e>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;c=i+100|0;f[c>>2]=f[r>>2];f[c+4>>2]=f[r+4>>2];f[c+8>>2]=f[r+8>>2];f[c+12>>2]=f[r+12>>2];f[c+16>>2]=f[r+16>>2];h=+p[((a+24|0)+120|0)>>3];c=i+120|0;p[((a+24|0)+120|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+128|0)>>3];c=i+128|0;p[((a+24|0)+128|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+136|0)>>3];c=i+136|0;p[((a+24|0)+136|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+144|0)>>3];c=i+144|0;p[((a+24|0)+144|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+152|0)>>3];c=i+152|0;p[((a+24|0)+152|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+160|0)>>3];c=i+160|0;p[((a+24|0)+160|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+168|0)>>3];c=i+168|0;p[((a+24|0)+168|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+176|0)>>3];c=i+176|0;p[((a+24|0)+176|0)>>3]=+p[c>>3];p[c>>3]=h;c=i+184|0;f[c>>2]=f[s>>2];f[c+4>>2]=f[s+4>>2];f[c+8>>2]=f[s+8>>2];f[c+12>>2]=f[s+12>>2];b[c+16>>0]=b[s+16>>0]|0;c=q+1|0;if((c|0)==8){u=0;w=(t+208|0)==(x|0);f[a+1224>>2]=2;f[a+1228>>2]=2;break a}else v=c}f[a+336>>2]=u;f[a+344>>2]=v;f[a+352>>2]=w;f[a+1152>>2]=k;f[a+1168>>2]=l;f[a+1176>>2]=m}function Ctb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0;J=f[a+96>>2]|0;H=f[a+104>>2]|0;I=f[a+112>>2]|0;j=+n[a+952>>2];o=+n[a+960>>2];r=+n[a+968>>2];t=+n[a+976>>2];w=+n[a+984>>2];y=+n[a+992>>2];l=f[a+1e3>>2]|0;A=f[a+1008>>2]|0;B=f[a+1016>>2]|0;C=f[a+1024>>2]|0;D=f[a+1032>>2]|0;E=f[a+1040>>2]|0;z=+n[a+1048>>2];x=+n[a+1056>>2];v=+n[a+1064>>2];s=+n[a+1072>>2];q=+n[a+1080>>2];m=+n[a+1088>>2];k=+n[a+1096>>2];F=+n[a+1104>>2];G=+n[a+1112>>2];e=+n[a+1120>>2];d=+n[a+1128>>2];a:{b[(J+216|0)+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(H+40|0)>>3]=j;p[(H+48|0)>>3]=o;p[(H+56|0)>>3]=r;p[(H+64|0)>>3]=t;p[(H+72|0)>>3]=w;p[(H+80|0)>>3]=y;f[(H+88|0)>>2]=l;f[(H+92|0)>>2]=A;f[(H+96|0)>>2]=B;f[(H+100|0)>>2]=C;f[(H+104|0)>>2]=D;f[(H+108|0)>>2]=E;p[(H+112|0)>>3]=z;p[(H+120|0)>>3]=x;p[(H+128|0)>>3]=v;p[(H+136|0)>>3]=s;p[(H+144|0)>>3]=q;p[(H+152|0)>>3]=m;p[(H+160|0)>>3]=k;p[(H+168|0)>>3]=F;p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(a+64|0)>>2];f[(H+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(H+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(H+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(H+200|0)>>3]=e;p[(H+208|0)>>3]=d;f[(H+216|0)>>2]=f[a>>2];f[(H+216|0)+4>>2]=f[a+4>>2];f[(H+216|0)+8>>2]=f[a+8>>2];f[(H+216|0)+12>>2]=f[a+12>>2];b[(H+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(I+216|0)>>3]>>>0;g=~~+p[(H+216|0)>>3]>>>0;do if(c>>>0<g>>>0){g=D;c=E;i=F;h=G}else{if(c>>>0>g>>>0){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}h=+p[I+224>>3];i=+p[H+224>>3];if(h<i){g=D;c=E;i=F;h=G}else{if(h>i){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}if(fub(I,H)|0){j=+p[(H+40|0)>>3];l=f[(H+88|0)>>2]|0;o=+p[(H+48|0)>>3];r=+p[(H+56|0)>>3];t=+p[(H+64|0)>>3];w=+p[(H+72|0)>>3];y=+p[(H+80|0)>>3];A=f[(H+92|0)>>2]|0;B=f[(H+96|0)>>2]|0;C=f[(H+100|0)>>2]|0;g=f[(H+104|0)>>2]|0;c=f[(H+108|0)>>2]|0;z=+p[(H+112|0)>>3];x=+p[(H+120|0)>>3];v=+p[(H+128|0)>>3];s=+p[(H+136|0)>>3];q=+p[(H+144|0)>>3];m=+p[(H+152|0)>>3];k=+p[(H+160|0)>>3];i=+p[(H+168|0)>>3];h=+p[(H+176|0)>>3];e=+p[(H+200|0)>>3];d=+p[(H+208|0)>>3];break}else{c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}}}while(0);J=a+24|0;K=H;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));f[(a+64|0)>>2]=f[(H+184|0)>>2];f[(a+64|0)+4>>2]=f[(H+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(H+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(H+184|0)+12>>2];f[a>>2]=f[(H+216|0)>>2];f[a+4>>2]=f[(H+216|0)+4>>2];f[a+8>>2]=f[(H+216|0)+8>>2];f[a+12>>2]=f[(H+216|0)+12>>2];b[a+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=I;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));G=+p[(I+40|0)>>3];p[(I+40|0)>>3]=j;p[(H+40|0)>>3]=G;G=+p[(I+48|0)>>3];p[(I+48|0)>>3]=+p[(H+48|0)>>3];p[(H+48|0)>>3]=G;G=+p[(I+56|0)>>3];p[(I+56|0)>>3]=+p[(H+56|0)>>3];p[(H+56|0)>>3]=G;G=+p[(I+64|0)>>3];p[(I+64|0)>>3]=+p[(H+64|0)>>3];p[(H+64|0)>>3]=G;G=+p[(I+72|0)>>3];p[(I+72|0)>>3]=+p[(H+72|0)>>3];p[(H+72|0)>>3]=G;G=+p[(I+80|0)>>3];p[(I+80|0)>>3]=+p[(H+80|0)>>3];p[(H+80|0)>>3]=G;J=f[(I+88|0)>>2]|0;f[(I+88|0)>>2]=l;f[(H+88|0)>>2]=J;J=f[(I+92|0)>>2]|0;f[(I+92|0)>>2]=f[(H+92|0)>>2];f[(H+92|0)>>2]=J;J=f[(I+96|0)>>2]|0;f[(I+96|0)>>2]=f[(H+96|0)>>2];f[(H+96|0)>>2]=J;J=f[(I+100|0)>>2]|0;f[(I+100|0)>>2]=f[(H+100|0)>>2];f[(H+100|0)>>2]=J;f[(H+104|0)>>2]=f[(I+104|0)>>2];f[(H+108|0)>>2]=f[(I+108|0)>>2];G=+p[(I+112|0)>>3];p[(I+112|0)>>3]=+p[(H+112|0)>>3];p[(H+112|0)>>3]=G;G=+p[(I+120|0)>>3];p[(I+120|0)>>3]=+p[(H+120|0)>>3];p[(H+120|0)>>3]=G;G=+p[(I+128|0)>>3];p[(I+128|0)>>3]=+p[(H+128|0)>>3];p[(H+128|0)>>3]=G;G=+p[(I+136|0)>>3];p[(I+136|0)>>3]=+p[(H+136|0)>>3];p[(H+136|0)>>3]=G;G=+p[(I+144|0)>>3];p[(I+144|0)>>3]=+p[(H+144|0)>>3];p[(H+144|0)>>3]=G;G=+p[(I+152|0)>>3];p[(I+152|0)>>3]=+p[(H+152|0)>>3];p[(H+152|0)>>3]=G;G=+p[(I+160|0)>>3];p[(I+160|0)>>3]=+p[(H+160|0)>>3];p[(H+160|0)>>3]=G;G=+p[(I+168|0)>>3];p[(I+168|0)>>3]=+p[(H+168|0)>>3];p[(H+168|0)>>3]=G;G=+p[(I+176|0)>>3];p[(I+176|0)>>3]=+p[(H+176|0)>>3];p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(I+184|0)>>2];f[(H+184|0)+4>>2]=f[(I+184|0)+4>>2];f[(H+184|0)+8>>2]=f[(I+184|0)+8>>2];f[(H+184|0)+12>>2]=f[(I+184|0)+12>>2];p[(H+200|0)>>3]=+p[(I+200|0)>>3];p[(H+208|0)>>3]=+p[(I+208|0)>>3];f[(H+216|0)>>2]=f[(I+216|0)>>2];f[(H+216|0)+4>>2]=f[(I+216|0)+4>>2];f[(H+216|0)+8>>2]=f[(I+216|0)+8>>2];f[(H+216|0)+12>>2]=f[(I+216|0)+12>>2];b[(H+216|0)+16>>0]=b[(I+216|0)+16>>0]|0;J=I;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(I+40|0)>>3]=j;p[(I+48|0)>>3]=o;p[(I+56|0)>>3]=r;p[(I+64|0)>>3]=t;p[(I+72|0)>>3]=w;p[(I+80|0)>>3]=y;f[(I+88|0)>>2]=l;f[(I+92|0)>>2]=A;f[(I+96|0)>>2]=B;f[(I+100|0)>>2]=C;f[(I+104|0)>>2]=g;f[(I+108|0)>>2]=c;p[(I+112|0)>>3]=z;p[(I+120|0)>>3]=x;p[(I+128|0)>>3]=v;p[(I+136|0)>>3]=s;p[(I+144|0)>>3]=q;p[(I+152|0)>>3]=m;p[(I+160|0)>>3]=k;p[(I+168|0)>>3]=i;p[(I+176|0)>>3]=h;f[(I+184|0)>>2]=f[(a+64|0)>>2];f[(I+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(I+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(I+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(I+200|0)>>3]=e;p[(I+208|0)>>3]=d;f[(I+216|0)>>2]=f[a>>2];f[(I+216|0)+4>>2]=f[a+4>>2];f[(I+216|0)+8>>2]=f[a+8>>2];f[(I+216|0)+12>>2]=f[a+12>>2];b[(I+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=J;f[a+1984>>2]=K;f[a+1992>>2]=L}function Dtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0.0;D=f[a+96>>2]|0;d=f[a+104>>2]|0;E=f[a+112>>2]|0;c=f[a+120>>2]|0;ca=f[a+136>>2]|0;F=+n[a+952>>2];G=+n[a+960>>2];H=+n[a+968>>2];I=+n[a+976>>2];J=+n[a+984>>2];K=+n[a+992>>2];L=f[a+1e3>>2]|0;M=f[a+1008>>2]|0;N=f[a+1016>>2]|0;O=f[a+1024>>2]|0;P=f[a+1032>>2]|0;Q=f[a+1040>>2]|0;R=+n[a+1048>>2];S=+n[a+1056>>2];T=+n[a+1064>>2];U=+n[a+1072>>2];V=+n[a+1080>>2];W=+n[a+1088>>2];X=+n[a+1096>>2];Y=+n[a+1104>>2];Z=+n[a+1112>>2];_=+n[a+1120>>2];$=+n[a+1128>>2];a:{if(ca){aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));e=+p[(D+40|0)>>3];g=+p[(D+48|0)>>3];h=+p[(D+56|0)>>3];i=+p[(D+64|0)>>3];j=+p[(D+72|0)>>3];k=+p[(D+80|0)>>3];c=f[(D+88|0)>>2]|0;d=f[(D+92|0)>>2]|0;l=f[(D+96|0)>>2]|0;m=f[(D+100|0)>>2]|0;o=f[(D+104|0)>>2]|0;q=f[(D+108|0)>>2]|0;r=+p[(D+112|0)>>3];s=+p[(D+120|0)>>3];t=+p[(D+128|0)>>3];v=+p[(D+136|0)>>3];w=+p[(D+144|0)>>3];x=+p[(D+152|0)>>3];y=+p[(D+160|0)>>3];z=+p[(D+168|0)>>3];A=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];B=+p[(D+200|0)>>3];C=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=E;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(E+40|0)>>3];p[(E+40|0)>>3]=e;p[(D+40|0)>>3]=da;da=+p[(E+48|0)>>3];p[(E+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(E+56|0)>>3];p[(E+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(E+64|0)>>3];p[(E+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(E+72|0)>>3];p[(E+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(E+80|0)>>3];p[(E+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;aa=f[(E+88|0)>>2]|0;f[(E+88|0)>>2]=c;f[(D+88|0)>>2]=aa;aa=f[(E+92|0)>>2]|0;f[(E+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=aa;aa=f[(E+96|0)>>2]|0;f[(E+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=aa;aa=f[(E+100|0)>>2]|0;f[(E+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=aa;f[(D+104|0)>>2]=f[(E+104|0)>>2];f[(D+108|0)>>2]=f[(E+108|0)>>2];da=+p[(E+112|0)>>3];p[(E+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(E+120|0)>>3];p[(E+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(E+128|0)>>3];p[(E+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(E+136|0)>>3];p[(E+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(E+144|0)>>3];p[(E+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(E+152|0)>>3];p[(E+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(E+160|0)>>3];p[(E+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(E+168|0)>>3];p[(E+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(E+176|0)>>3];p[(E+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(E+184|0)>>2];f[(D+184|0)+4>>2]=f[(E+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(E+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(E+184|0)+12>>2];p[(D+200|0)>>3]=+p[(E+200|0)>>3];p[(D+208|0)>>3]=+p[(E+208|0)>>3];f[(D+216|0)>>2]=f[(E+216|0)>>2];f[(D+216|0)+4>>2]=f[(E+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(E+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(E+216|0)+12>>2];b[(D+216|0)+16>>0]=b[(E+216|0)+16>>0]|0;aa=E;ba=a+24|0;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));p[(E+40|0)>>3]=e;p[(E+48|0)>>3]=g;p[(E+56|0)>>3]=h;p[(E+64|0)>>3]=i;p[(E+72|0)>>3]=j;p[(E+80|0)>>3]=k;f[(E+88|0)>>2]=c;f[(E+92|0)>>2]=d;f[(E+96|0)>>2]=l;f[(E+100|0)>>2]=m;f[(E+104|0)>>2]=o;f[(E+108|0)>>2]=q;p[(E+112|0)>>3]=r;p[(E+120|0)>>3]=s;p[(E+128|0)>>3]=t;p[(E+136|0)>>3]=v;p[(E+144|0)>>3]=w;p[(E+152|0)>>3]=x;p[(E+160|0)>>3]=y;p[(E+168|0)>>3]=z;p[(E+176|0)>>3]=A;f[(E+184|0)>>2]=f[(a+64|0)>>2];f[(E+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(E+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(E+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(E+200|0)>>3]=B;p[(E+208|0)>>3]=C;f[(E+216|0)>>2]=f[a>>2];f[(E+216|0)+4>>2]=f[a+4>>2];f[(E+216|0)+8>>2]=f[a+8>>2];f[(E+216|0)+12>>2]=f[a+12>>2];b[(E+216|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+2008>>2]=6;f[a+2012>>2]=c|0;break a}aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));F=+p[(D+40|0)>>3];G=+p[(D+48|0)>>3];H=+p[(D+56|0)>>3];I=+p[(D+64|0)>>3];J=+p[(D+72|0)>>3];K=+p[(D+80|0)>>3];L=f[(D+88|0)>>2]|0;M=f[(D+92|0)>>2]|0;N=f[(D+96|0)>>2]|0;O=f[(D+100|0)>>2]|0;P=f[(D+104|0)>>2]|0;Q=f[(D+108|0)>>2]|0;R=+p[(D+112|0)>>3];S=+p[(D+120|0)>>3];T=+p[(D+128|0)>>3];U=+p[(D+136|0)>>3];V=+p[(D+144|0)>>3];W=+p[(D+152|0)>>3];X=+p[(D+160|0)>>3];Y=+p[(D+168|0)>>3];Z=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];_=+p[(D+200|0)>>3];$=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=d;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(d+40|0)>>3];p[(d+40|0)>>3]=F;p[(D+40|0)>>3]=da;da=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;E=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=L;f[(D+88|0)>>2]=E;E=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=E;E=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=E;E=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=E;f[(D+104|0)>>2]=f[(d+104|0)>>2];f[(D+108|0)>>2]=f[(d+108|0)>>2];da=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(d+184|0)>>2];f[(D+184|0)+4>>2]=f[(d+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(d+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(d+184|0)+12>>2];p[(D+200|0)>>3]=+p[(d+200|0)>>3];p[(D+208|0)>>3]=+p[(d+208|0)>>3];f[(D+216|0)>>2]=f[(d+216|0)>>2];f[(D+216|0)+4>>2]=f[(d+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(d+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(d+216|0)+12>>2]}f[a+120>>2]=c;n[a+952>>2]=F;n[a+960>>2]=G;n[a+968>>2]=H;n[a+976>>2]=I;n[a+984>>2]=J;n[a+992>>2]=K;f[a+1e3>>2]=L;f[a+1008>>2]=M;f[a+1016>>2]=N;f[a+1024>>2]=O;f[a+1032>>2]=P;f[a+1040>>2]=Q;n[a+1048>>2]=R;n[a+1056>>2]=S;n[a+1064>>2]=T;n[a+1072>>2]=U;n[a+1080>>2]=V;n[a+1088>>2]=W;n[a+1096>>2]=X;n[a+1104>>2]=Y;n[a+1112>>2]=Z;n[a+1120>>2]=_;n[a+1128>>2]=$;f[a+1968>>2]=aa;f[a+1984>>2]=ba;f[a+1992>>2]=ca}function Etb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;J=+n[a+160>>2];e=+n[a+1152>>2];g=+n[a+1184>>2];h=+n[a+1224>>2];i=+n[a+1248>>2];j=+n[a+1280>>2];k=+n[a+1320>>2];d=f[a+1368>>2]|0;l=f[a+1408>>2]|0;m=f[a+1448>>2]|0;o=f[a+1504>>2]|0;q=f[a+1536>>2]|0;D=f[a+1576>>2]|0;r=+n[a+1592>>2];s=+n[a+1680>>2];t=+n[a+1768>>2];v=+n[a+1784>>2];w=+n[a+1792>>2];x=+n[a+1800>>2];y=+n[a+1808>>2];z=+n[a+1816>>2];A=+n[a+1824>>2];B=+n[a+1832>>2];C=+n[a+1840>>2];a:{p[(F+160|0)>>3]=J;J=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=J;J=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=J;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;G=c;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[(E+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}if(!(fub(F,E)|0)){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}}}G=a+24|0;H=E;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;G=E;H=F;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));J=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=J;J=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=J;J=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=J;J=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=J;J=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=J;J=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=J;G=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=G;G=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=G;G=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=G;G=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=G;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];J=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=J;J=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=J;J=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=J;J=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=J;J=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=J;J=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=J;J=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=J;J=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=J;J=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=J;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;G=F;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=G;f[a+1984>>2]=H;f[a+1992>>2]=I}function Ftb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;D=f[a+112>>2]|0;e=+n[a+184>>2];g=+n[a+192>>2];h=+n[a+200>>2];i=+n[a+208>>2];j=+n[a+216>>2];k=+n[a+224>>2];c=f[a+232>>2]|0;d=f[a+240>>2]|0;l=f[a+248>>2]|0;m=f[a+256>>2]|0;o=f[a+264>>2]|0;q=f[a+272>>2]|0;r=+n[a+280>>2];s=+n[a+296>>2];t=+n[a+304>>2];v=+n[a+312>>2];w=+n[a+320>>2];x=+n[a+328>>2];y=+n[a+336>>2];z=+n[a+344>>2];A=+n[a+352>>2];B=+n[a+360>>2];C=+n[a+368>>2];H=f[a+440>>2]|0;G=f[a+1048>>2]|0;a:{f[(D+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=H;H=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=H;H=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=H;f[(F+104|0)>>2]=f[(D+104|0)>>2];f[(F+108|0)>>2]=f[(D+108|0)>>2];K=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=K;K=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=K;K=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=K;K=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=K;K=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=K;K=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=K;K=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(D+184|0)>>2];f[(F+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(F+200|0)>>3]=+p[(D+200|0)>>3];p[(F+208|0)>>3]=+p[(D+208|0)>>3];f[(F+216|0)>>2]=f[(D+216|0)>>2];f[(F+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;H=D;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+3|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+128>>2]=c;f[a+1248>>2]=H;f[a+1264>>2]=I;f[a+1272>>2]=J}function Gtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0.0;F=f[a+104>>2]|0;ca=f[a+112>>2]|0;m=f[a+120>>2]|0;E=f[a+128>>2]|0;G=+n[a+184>>2];H=+n[a+192>>2];I=+n[a+200>>2];J=+n[a+208>>2];K=+n[a+216>>2];L=+n[a+224>>2];M=f[a+232>>2]|0;N=f[a+240>>2]|0;O=f[a+248>>2]|0;P=f[a+256>>2]|0;Q=f[a+264>>2]|0;R=f[a+272>>2]|0;S=+n[a+280>>2];T=+n[a+296>>2];U=+n[a+304>>2];V=+n[a+312>>2];W=+n[a+320>>2];X=+n[a+328>>2];Y=+n[a+336>>2];Z=+n[a+344>>2];_=+n[a+352>>2];$=+n[a+360>>2];aa=+n[a+368>>2];ba=f[a+440>>2]|0;e=+n[a+560>>2];g=+n[a+616>>2];h=+n[a+688>>2];i=+n[a+776>>2];j=+n[a+832>>2];k=+n[a+872>>2];c=f[a+952>>2]|0;d=f[a+960>>2]|0;l=f[a+968>>2]|0;o=f[a+976>>2]|0;q=f[a+984>>2]|0;r=f[a+992>>2]|0;s=+n[a+1e3>>2];t=+n[a+1008>>2];v=+n[a+1016>>2];w=+n[a+1024>>2];x=+n[a+1032>>2];y=+n[a+1040>>2];da=f[a+1048>>2]|0;z=+n[a+1056>>2];A=+n[a+1064>>2];B=+n[a+1072>>2];C=+n[a+1080>>2];D=+n[a+1088>>2];a:{ha=+p[(m+136|0)>>3];p[(m+136|0)>>3]=+p[(ca+136|0)>>3];p[(ca+136|0)>>3]=ha;ha=+p[(m+144|0)>>3];p[(m+144|0)>>3]=+p[(ca+144|0)>>3];p[(ca+144|0)>>3]=ha;ha=+p[(m+152|0)>>3];p[(m+152|0)>>3]=+p[(ca+152|0)>>3];p[(ca+152|0)>>3]=ha;ha=+p[(m+160|0)>>3];p[(m+160|0)>>3]=+p[(ca+160|0)>>3];p[(ca+160|0)>>3]=ha;ha=+p[(m+168|0)>>3];p[(m+168|0)>>3]=+p[(ca+168|0)>>3];p[(ca+168|0)>>3]=ha;ha=+p[(m+176|0)>>3];p[(m+176|0)>>3]=+p[(ca+176|0)>>3];p[(ca+176|0)>>3]=ha;f[(ca+184|0)>>2]=f[(m+184|0)>>2];f[(ca+184|0)+4>>2]=f[(m+184|0)+4>>2];f[(ca+184|0)+8>>2]=f[(m+184|0)+8>>2];f[(ca+184|0)+12>>2]=f[(m+184|0)+12>>2];p[(ca+200|0)>>3]=+p[(m+200|0)>>3];p[(ca+208|0)>>3]=+p[(m+208|0)>>3];f[(ca+216|0)>>2]=f[(m+216|0)>>2];f[(ca+216|0)+4>>2]=f[(m+216|0)+4>>2];f[(ca+216|0)+8>>2]=f[(m+216|0)+8>>2];f[(ca+216|0)+12>>2]=f[(m+216|0)+12>>2];b[(ca+216|0)+16>>0]=b[(m+216|0)+16>>0]|0;ea=m;fa=a+24|0;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));p[(m+40|0)>>3]=e;p[(m+48|0)>>3]=g;p[(m+56|0)>>3]=h;p[(m+64|0)>>3]=i;p[(m+72|0)>>3]=j;p[(m+80|0)>>3]=k;f[(m+88|0)>>2]=c;f[(m+92|0)>>2]=d;f[(m+96|0)>>2]=l;f[(m+100|0)>>2]=o;f[(m+104|0)>>2]=q;f[(m+108|0)>>2]=r;p[(m+112|0)>>3]=s;p[(m+120|0)>>3]=t;p[(m+128|0)>>3]=v;p[(m+136|0)>>3]=w;p[(m+144|0)>>3]=x;p[(m+152|0)>>3]=y;p[(m+160|0)>>3]=z;p[(m+168|0)>>3]=A;p[(m+176|0)>>3]=B;f[(m+184|0)>>2]=f[(a+64|0)>>2];f[(m+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+200|0)>>3]=C;p[(m+208|0)>>3]=D;f[(m+216|0)>>2]=f[a>>2];f[(m+216|0)+4>>2]=f[a+4>>2];f[(m+216|0)+8>>2]=f[a+8>>2];f[(m+216|0)+12>>2]=f[a+12>>2];b[(m+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(ca+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}e=+p[ca+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}if(!(fub(ca,F)|0)){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}}}ea=a+24|0;fa=F;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));G=+p[(F+40|0)>>3];H=+p[(F+48|0)>>3];I=+p[(F+56|0)>>3];J=+p[(F+64|0)>>3];K=+p[(F+72|0)>>3];L=+p[(F+80|0)>>3];M=f[(F+88|0)>>2]|0;N=f[(F+92|0)>>2]|0;O=f[(F+96|0)>>2]|0;P=f[(F+100|0)>>2]|0;Q=f[(F+104|0)>>2]|0;R=f[(F+108|0)>>2]|0;S=+p[(F+112|0)>>3];T=+p[(F+120|0)>>3];U=+p[(F+128|0)>>3];V=+p[(F+136|0)>>3];W=+p[(F+144|0)>>3];X=+p[(F+152|0)>>3];Y=+p[(F+160|0)>>3];Z=+p[(F+168|0)>>3];_=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];$=+p[(F+200|0)>>3];aa=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;ea=F;fa=ca;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));ha=+p[(ca+40|0)>>3];p[(ca+40|0)>>3]=G;p[(F+40|0)>>3]=ha;ha=+p[(ca+48|0)>>3];p[(ca+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ha;ha=+p[(ca+56|0)>>3];p[(ca+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ha;ha=+p[(ca+64|0)>>3];p[(ca+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ha;ha=+p[(ca+72|0)>>3];p[(ca+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ha;ha=+p[(ca+80|0)>>3];p[(ca+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ha;ba=f[(ca+88|0)>>2]|0;f[(ca+88|0)>>2]=M;f[(F+88|0)>>2]=ba;ba=f[(ca+92|0)>>2]|0}f[a+128>>2]=E;n[a+184>>2]=G;n[a+192>>2]=H;n[a+200>>2]=I;n[a+208>>2]=J;n[a+216>>2]=K;n[a+224>>2]=L;f[a+232>>2]=M;f[a+240>>2]=N;f[a+248>>2]=O;f[a+256>>2]=P;f[a+264>>2]=Q;f[a+272>>2]=R;n[a+280>>2]=S;n[a+296>>2]=T;n[a+304>>2]=U;n[a+312>>2]=V;n[a+320>>2]=W;n[a+328>>2]=X;n[a+336>>2]=Y;n[a+344>>2]=Z;n[a+352>>2]=_;n[a+360>>2]=$;n[a+368>>2]=aa;f[a+440>>2]=ba;f[a+1248>>2]=ea;f[a+1264>>2]=fa;f[a+1272>>2]=ga}function Htb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;e=+n[a+584>>2];g=+n[a+592>>2];h=+n[a+600>>2];i=+n[a+608>>2];j=+n[a+624>>2];k=+n[a+632>>2];d=f[a+640>>2]|0;l=f[a+648>>2]|0;m=f[a+656>>2]|0;o=f[a+664>>2]|0;q=f[a+672>>2]|0;D=f[a+680>>2]|0;r=+n[a+696>>2];s=+n[a+704>>2];t=+n[a+712>>2];v=+n[a+720>>2];w=+n[a+728>>2];x=+n[a+736>>2];y=+n[a+744>>2];z=+n[a+752>>2];A=+n[a+760>>2];B=+n[a+768>>2];C=+n[a+784>>2];G=f[a+1488>>2]|0;a:{K=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;H=c;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+4|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}f[a+136>>2]=c;f[a+1624>>2]=H;f[a+1640>>2]=I;f[a+1648>>2]=J}function Itb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0.0;F=f[a+104>>2]|0;G=f[a+112>>2]|0;D=f[a+120>>2]|0;E=f[a+136>>2]|0;e=+n[a+200>>2];g=+n[a+208>>2];h=+n[a+216>>2];i=+n[a+224>>2];j=+n[a+232>>2];k=+n[a+240>>2];c=f[a+248>>2]|0;d=f[a+256>>2]|0;l=f[a+264>>2]|0;m=f[a+272>>2]|0;o=f[a+280>>2]|0;H=+n[a+584>>2];I=+n[a+592>>2];J=+n[a+600>>2];K=+n[a+608>>2];L=+n[a+624>>2];M=+n[a+632>>2];N=f[a+640>>2]|0;O=f[a+648>>2]|0;P=f[a+656>>2]|0;Q=f[a+664>>2]|0;R=f[a+672>>2]|0;S=f[a+680>>2]|0;T=+n[a+696>>2];U=+n[a+704>>2];V=+n[a+712>>2];W=+n[a+720>>2];X=+n[a+728>>2];Y=+n[a+736>>2];Z=+n[a+744>>2];_=+n[a+752>>2];$=+n[a+760>>2];aa=+n[a+768>>2];ba=+n[a+784>>2];ca=f[a+1488>>2]|0;a:{q=f[(G+108|0)>>2]|0;r=+p[(G+112|0)>>3];s=+p[(G+120|0)>>3];t=+p[(G+128|0)>>3];v=+p[(G+136|0)>>3];w=+p[(G+144|0)>>3];x=+p[(G+152|0)>>3];y=+p[(G+160|0)>>3];z=+p[(G+168|0)>>3];A=+p[(G+176|0)>>3];f[(a+64|0)>>2]=f[(G+184|0)>>2];f[(a+64|0)+4>>2]=f[(G+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(G+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(G+184|0)+12>>2];B=+p[(G+200|0)>>3];C=+p[(G+208|0)>>3];f[a>>2]=f[(G+216|0)>>2];f[a+4>>2]=f[(G+216|0)+4>>2];f[a+8>>2]=f[(G+216|0)+8>>2];f[a+12>>2]=f[(G+216|0)+12>>2];b[a+16>>0]=b[(G+216|0)+16>>0]|0;da=G;ea=D;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(D+40|0)>>3];p[(D+40|0)>>3]=e;p[(G+40|0)>>3]=ga;ga=+p[(D+48|0)>>3];p[(D+48|0)>>3]=+p[(G+48|0)>>3];p[(G+48|0)>>3]=ga;ga=+p[(D+56|0)>>3];p[(D+56|0)>>3]=+p[(G+56|0)>>3];p[(G+56|0)>>3]=ga;ga=+p[(D+64|0)>>3];p[(D+64|0)>>3]=+p[(G+64|0)>>3];p[(G+64|0)>>3]=ga;ga=+p[(D+72|0)>>3];p[(D+72|0)>>3]=+p[(G+72|0)>>3];p[(G+72|0)>>3]=ga;ga=+p[(D+80|0)>>3];p[(D+80|0)>>3]=+p[(G+80|0)>>3];p[(G+80|0)>>3]=ga;da=f[(D+88|0)>>2]|0;f[(D+88|0)>>2]=c;f[(G+88|0)>>2]=da;da=f[(D+92|0)>>2]|0;f[(D+92|0)>>2]=f[(G+92|0)>>2];f[(G+92|0)>>2]=da;da=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(G+96|0)>>2];f[(G+96|0)>>2]=da;da=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(G+100|0)>>2];f[(G+100|0)>>2]=da;f[(G+104|0)>>2]=f[(D+104|0)>>2];f[(G+108|0)>>2]=f[(D+108|0)>>2];ga=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(G+112|0)>>3];p[(G+112|0)>>3]=ga;ga=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(G+120|0)>>3];p[(G+120|0)>>3]=ga;ga=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(G+128|0)>>3];p[(G+128|0)>>3]=ga;ga=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(G+136|0)>>3];p[(G+136|0)>>3]=ga;ga=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(G+144|0)>>3];p[(G+144|0)>>3]=ga;ga=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(G+152|0)>>3];p[(G+152|0)>>3]=ga;ga=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(G+160|0)>>3];p[(G+160|0)>>3]=ga;ga=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(G+168|0)>>3];p[(G+168|0)>>3]=ga;ga=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(G+176|0)>>3];p[(G+176|0)>>3]=ga;f[(G+184|0)>>2]=f[(D+184|0)>>2];f[(G+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(G+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(G+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(G+200|0)>>3]=+p[(D+200|0)>>3];p[(G+208|0)>>3]=+p[(D+208|0)>>3];f[(G+216|0)>>2]=f[(D+216|0)>>2];f[(G+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(G+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(G+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(G+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;da=D;ea=a+24|0;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(G+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}e=+p[G+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}if(!(fub(G,F)|0)){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}}}da=a+24|0;ea=F;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));H=+p[(F+40|0)>>3];I=+p[(F+48|0)>>3];J=+p[(F+56|0)>>3];K=+p[(F+64|0)>>3];L=+p[(F+72|0)>>3];M=+p[(F+80|0)>>3];N=f[(F+88|0)>>2]|0;O=f[(F+92|0)>>2]|0;P=f[(F+96|0)>>2]|0;Q=f[(F+100|0)>>2]|0;R=f[(F+104|0)>>2]|0;S=f[(F+108|0)>>2]|0;T=+p[(F+112|0)>>3];U=+p[(F+120|0)>>3];V=+p[(F+128|0)>>3];W=+p[(F+136|0)>>3];X=+p[(F+144|0)>>3];Y=+p[(F+152|0)>>3];Z=+p[(F+160|0)>>3];_=+p[(F+168|0)>>3];$=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];aa=+p[(F+200|0)>>3];ba=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;da=F;ea=G;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(G+40|0)>>3];p[(G+40|0)>>3]=H;p[(F+40|0)>>3]=ga;ga=+p[(G+48|0)>>3];p[(G+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ga;ga=+p[(G+56|0)>>3];p[(G+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ga;ga=+p[(G+64|0)>>3];p[(G+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ga;ga=+p[(G+72|0)>>3];p[(G+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ga;ga=+p[(G+80|0)>>3];p[(G+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ga;ca=f[(G+88|0)>>2]|0;f[(G+88|0)>>2]=N;f[(F+88|0)>>2]=ca;ca=f[(G+92|0)>>2]|0;f[(G+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=ca;ca=f[(G+96|0)>>2]|0;f[(G+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=ca;ca=f[(G+100|0)>>2]|0;f[(G+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=ca;f[(F+104|0)>>2]=f[(G+104|0)>>2];f[(F+108|0)>>2]=f[(G+108|0)>>2];ga=+p[(G+112|0)>>3];p[(G+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=ga;ga=+p[(G+120|0)>>3];p[(G+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=ga;ga=+p[(G+128|0)>>3];p[(G+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=ga;ga=+p[(G+136|0)>>3];p[(G+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=ga;ga=+p[(G+144|0)>>3];p[(G+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=ga;ga=+p[(G+152|0)>>3];p[(G+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=ga}f[a+136>>2]=E;n[a+584>>2]=H;n[a+592>>2]=I;n[a+600>>2]=J;n[a+608>>2]=K;n[a+624>>2]=L;n[a+632>>2]=M;f[a+640>>2]=N;f[a+648>>2]=O;f[a+656>>2]=P;f[a+664>>2]=Q;f[a+672>>2]=R;f[a+680>>2]=S;n[a+696>>2]=T;n[a+704>>2]=U;n[a+712>>2]=V;n[a+720>>2]=W;n[a+728>>2]=X;n[a+736>>2]=Y;n[a+744>>2]=Z;n[a+752>>2]=_;n[a+760>>2]=$;n[a+768>>2]=aa;n[a+784>>2]=ba;f[a+1624>>2]=da;f[a+1640>>2]=ea;f[a+1648>>2]=fa}function Jtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;Q=f[a+112>>2]|0;R=f[a+120>>2]|0;x=f[a+128>>2]|0;E=f[a+136>>2]|0;F=+n[a+200>>2];G=+n[a+208>>2];H=+n[a+216>>2];I=+n[a+224>>2];J=+n[a+232>>2];K=+n[a+240>>2];L=f[a+248>>2]|0;M=f[a+256>>2]|0;N=f[a+264>>2]|0;O=f[a+272>>2]|0;P=f[a+280>>2]|0;e=+n[a+616>>2];g=+n[a+688>>2];h=+n[a+776>>2];i=+n[a+832>>2];j=+n[a+880>>2];k=+n[a+928>>2];c=f[a+984>>2]|0;d=f[a+1040>>2]|0;l=f[a+1112>>2]|0;m=f[a+1248>>2]|0;o=f[a+1296>>2]|0;q=f[a+1344>>2]|0;r=+n[a+1384>>2];s=+n[a+1392>>2];t=+n[a+1400>>2];v=+n[a+1408>>2];w=+n[a+1416>>2];y=+n[a+1424>>2];z=+n[a+1432>>2];A=+n[a+1440>>2];B=+n[a+1448>>2];S=f[a+1488>>2]|0;a:{C=+p[(R+200|0)>>3];D=+p[(R+208|0)>>3];f[a>>2]=f[(R+216|0)>>2];f[a+4>>2]=f[(R+216|0)+4>>2];f[a+8>>2]=f[(R+216|0)+8>>2];f[a+12>>2]=f[(R+216|0)+12>>2];b[a+16>>0]=b[(R+216|0)+16>>0]|0;T=R;U=x;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));W=+p[(x+40|0)>>3];p[(x+40|0)>>3]=e;p[(R+40|0)>>3]=W;W=+p[(x+48|0)>>3];p[(x+48|0)>>3]=+p[(R+48|0)>>3];p[(R+48|0)>>3]=W;W=+p[(x+56|0)>>3];p[(x+56|0)>>3]=+p[(R+56|0)>>3];p[(R+56|0)>>3]=W;W=+p[(x+64|0)>>3];p[(x+64|0)>>3]=+p[(R+64|0)>>3];p[(R+64|0)>>3]=W;W=+p[(x+72|0)>>3];p[(x+72|0)>>3]=+p[(R+72|0)>>3];p[(R+72|0)>>3]=W;W=+p[(x+80|0)>>3];p[(x+80|0)>>3]=+p[(R+80|0)>>3];p[(R+80|0)>>3]=W;T=f[(x+88|0)>>2]|0;f[(x+88|0)>>2]=c;f[(R+88|0)>>2]=T;T=f[(x+92|0)>>2]|0;f[(x+92|0)>>2]=f[(R+92|0)>>2];f[(R+92|0)>>2]=T;T=f[(x+96|0)>>2]|0;f[(x+96|0)>>2]=f[(R+96|0)>>2];f[(R+96|0)>>2]=T;T=f[(x+100|0)>>2]|0;f[(x+100|0)>>2]=f[(R+100|0)>>2];f[(R+100|0)>>2]=T;f[(R+104|0)>>2]=f[(x+104|0)>>2];f[(R+108|0)>>2]=f[(x+108|0)>>2];W=+p[(x+112|0)>>3];p[(x+112|0)>>3]=+p[(R+112|0)>>3];p[(R+112|0)>>3]=W;W=+p[(x+120|0)>>3];p[(x+120|0)>>3]=+p[(R+120|0)>>3];p[(R+120|0)>>3]=W;W=+p[(x+128|0)>>3];p[(x+128|0)>>3]=+p[(R+128|0)>>3];p[(R+128|0)>>3]=W;W=+p[(x+136|0)>>3];p[(x+136|0)>>3]=+p[(R+136|0)>>3];p[(R+136|0)>>3]=W;W=+p[(x+144|0)>>3];p[(x+144|0)>>3]=+p[(R+144|0)>>3];p[(R+144|0)>>3]=W;W=+p[(x+152|0)>>3];p[(x+152|0)>>3]=+p[(R+152|0)>>3];p[(R+152|0)>>3]=W;W=+p[(x+160|0)>>3];p[(x+160|0)>>3]=+p[(R+160|0)>>3];p[(R+160|0)>>3]=W;W=+p[(x+168|0)>>3];p[(x+168|0)>>3]=+p[(R+168|0)>>3];p[(R+168|0)>>3]=W;W=+p[(x+176|0)>>3];p[(x+176|0)>>3]=+p[(R+176|0)>>3];p[(R+176|0)>>3]=W;f[(R+184|0)>>2]=f[(x+184|0)>>2];f[(R+184|0)+4>>2]=f[(x+184|0)+4>>2];f[(R+184|0)+8>>2]=f[(x+184|0)+8>>2];f[(R+184|0)+12>>2]=f[(x+184|0)+12>>2];p[(R+200|0)>>3]=+p[(x+200|0)>>3];p[(R+208|0)>>3]=+p[(x+208|0)>>3];f[(R+216|0)>>2]=f[(x+216|0)>>2];f[(R+216|0)+4>>2]=f[(x+216|0)+4>>2];f[(R+216|0)+8>>2]=f[(x+216|0)+8>>2];f[(R+216|0)+12>>2]=f[(x+216|0)+12>>2];b[(R+216|0)+16>>0]=b[(x+216|0)+16>>0]|0;T=x;U=a+24|0;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));p[(x+40|0)>>3]=e;p[(x+48|0)>>3]=g;p[(x+56|0)>>3]=h;p[(x+64|0)>>3]=i;p[(x+72|0)>>3]=j;p[(x+80|0)>>3]=k;f[(x+88|0)>>2]=c;f[(x+92|0)>>2]=d;f[(x+96|0)>>2]=l;f[(x+100|0)>>2]=m;f[(x+104|0)>>2]=o;f[(x+108|0)>>2]=q;p[(x+112|0)>>3]=r;p[(x+120|0)>>3]=s;p[(x+128|0)>>3]=t;p[(x+136|0)>>3]=v;p[(x+144|0)>>3]=w;p[(x+152|0)>>3]=y;p[(x+160|0)>>3]=z;p[(x+168|0)>>3]=A;p[(x+176|0)>>3]=B;f[(x+184|0)>>2]=f[(a+64|0)>>2];f[(x+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(x+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(x+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(x+200|0)>>3]=C;p[(x+208|0)>>3]=D;f[(x+216|0)>>2]=f[a>>2];f[(x+216|0)+4>>2]=f[a+4>>2];f[(x+216|0)+8>>2]=f[a+8>>2];f[(x+216|0)+12>>2]=f[a+12>>2];b[(x+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(R+216|0)>>3]>>>0;d=~~+p[(Q+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}e=+p[R+224>>3];g=+p[Q+224>>3];if(!(e<g)){if(e>g){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}if(!(fub(R,Q)|0)){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}}}T=a+24|0;U=Q;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));F=+p[(Q+40|0)>>3];G=+p[(Q+48|0)>>3];H=+p[(Q+56|0)>>3];I=+p[(Q+64|0)>>3];J=+p[(Q+72|0)>>3];K=+p[(Q+80|0)>>3];L=f[(Q+88|0)>>2]|0;M=f[(Q+92|0)>>2]|0;N=f[(Q+96|0)>>2]|0;O=f[(Q+100|0)>>2]|0;P=f[(Q+104|0)>>2]|0}f[a+136>>2]=E;n[a+200>>2]=F;n[a+208>>2]=G;n[a+216>>2]=H;n[a+224>>2]=I;n[a+232>>2]=J;n[a+240>>2]=K;f[a+248>>2]=L;f[a+256>>2]=M;f[a+264>>2]=N;f[a+272>>2]=O;f[a+280>>2]=P;f[a+1624>>2]=T;f[a+1640>>2]=U;f[a+1648>>2]=V}function Ktb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;m=f[a+304>>2]|0;U=f[a+312>>2]|0;Q=f[a+328>>2]|0;l=f[a+336>>2]|0;k=f[a+344>>2]|0;R=f[a+360>>2]|0;S=f[a+368>>2]|0;T=f[a+392>>2]|0;M=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;N=f[a+464>>2]|0;O=f[a+472>>2]|0;P=f[a+480>>2]|0;q=f[a+488>>2]|0;c=f[a+496>>2]|0;r=f[a+504>>2]|0;L=f[a+560>>2]|0;a:{p[M>>3]=+p[L>>3];p[((a+40|0)+72|0)>>3]=+p[Q+72>>3];p[((a+40|0)+80|0)>>3]=+p[Q+80>>3];M=Q+88|0;f[n>>2]=f[M>>2];f[n+4>>2]=f[M+4>>2];f[n+8>>2]=f[M+8>>2];f[n>>2]=f[M>>2];f[((a+40|0)+92|0)>>2]=f[Q+92>>2];f[((a+40|0)+96|0)>>2]=f[Q+96>>2];M=Q+100|0;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o>>2]=f[M>>2];f[((a+40|0)+104|0)>>2]=f[Q+104>>2];f[((a+40|0)+108|0)>>2]=f[Q+108>>2];M=Q+112|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+40|0)+120|0)>>3]=+p[Q+120>>3];p[((a+40|0)+128|0)>>3]=+p[Q+128>>3];N=Q+136|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];f[O+16>>2]=f[N+16>>2];f[O+20>>2]=f[N+20>>2];p[O>>3]=+p[N>>3];p[((a+40|0)+144|0)>>3]=+p[Q+144>>3];p[((a+40|0)+152|0)>>3]=+p[Q+152>>3];O=Q+160|0;f[P>>2]=f[O>>2];f[P+4>>2]=f[O+4>>2];f[P+8>>2]=f[O+8>>2];f[P+12>>2]=f[O+12>>2];f[P+16>>2]=f[O+16>>2];f[P+20>>2]=f[O+20>>2];p[P>>3]=+p[O>>3];p[((a+40|0)+168|0)>>3]=+p[Q+168>>3];p[((a+40|0)+176|0)>>3]=+p[Q+176>>3];P=Q+184|0;f[q>>2]=f[P>>2];f[q+4>>2]=f[P+4>>2];f[q+8>>2]=f[P+8>>2];f[q+12>>2]=f[P+12>>2];P=Q+200|0;f[c>>2]=f[P>>2];f[c+4>>2]=f[P+4>>2];f[c+8>>2]=f[P+8>>2];f[c+12>>2]=f[P+12>>2];p[c>>3]=+p[P>>3];p[((a+40|0)+208|0)>>3]=+p[Q+208>>3];c=Q+216|0;f[r>>2]=f[c>>2];f[r+4>>2]=f[c+4>>2];f[r+8>>2]=f[c+8>>2];f[r+12>>2]=f[c+12>>2];b[r+16>>0]=b[c+16>>0]|0;c=Q;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));s=k+40|0;g=+p[s>>3];t=c+40|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+48|0;g=+p[t>>3];u=c+48|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+56|0;g=+p[u>>3];v=c+56|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+64|0;g=+p[v>>3];w=c+64|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+72|0;g=+p[w>>3];x=c+72|0;p[w>>3]=+p[x>>3];p[x>>3]=g;x=k+80|0;g=+p[x>>3];z=c+80|0;p[x>>3]=+p[z>>3];p[z>>3]=g;z=c+88|0;y=k+88|0;B=f[y>>2]|0;f[y>>2]=f[z>>2];f[z>>2]=B;z=k+92|0;B=f[z>>2]|0;A=c+92|0;f[z>>2]=f[A>>2];f[A>>2]=B;A=k+96|0;B=f[A>>2]|0;C=c+96|0;f[A>>2]=f[C>>2];f[C>>2]=B;C=c+100|0;B=k+100|0;F=f[B>>2]|0;f[B>>2]=f[C>>2];f[C>>2]=F;C=k+104|0;F=f[C>>2]|0;D=c+104|0;f[C>>2]=f[D>>2];f[D>>2]=F;D=k+108|0;F=f[D>>2]|0;E=c+108|0;f[D>>2]=f[E>>2];f[E>>2]=F;E=k+112|0;g=+p[E>>3];F=c+112|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+120|0;g=+p[F>>3];G=c+120|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+128|0;g=+p[G>>3];H=c+128|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+136|0;g=+p[H>>3];I=c+136|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+144|0;g=+p[I>>3];J=c+144|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+152|0;g=+p[J>>3];K=c+152|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+160|0;g=+p[K>>3];L=c+160|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+168|0;g=+p[L>>3];M=c+168|0;p[L>>3]=+p[M>>3];p[M>>3]=g;M=k+176|0;g=+p[M>>3];O=c+176|0;p[M>>3]=+p[O>>3];p[O>>3]=g;O=c+184|0;N=k+184|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];O=k+200|0;g=+p[O>>3];P=c+200|0;p[O>>3]=+p[P>>3];p[P>>3]=g;P=k+208|0;g=+p[P>>3];i=c+208|0;p[P>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(m|0))break;h=k+-240|0;c=~~+p[((a+40|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+40|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+40|0,h)|0){c=k;k=h}else break}d=k;h=a+40|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+40|0)+40|0)>>3];p[((a+40|0)+40|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+40|0)+48|0)>>3];p[((a+40|0)+48|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+40|0)+56|0)>>3];p[((a+40|0)+56|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+40|0)+64|0)>>3];p[((a+40|0)+64|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+40|0)+72|0)>>3];p[((a+40|0)+72|0)>>3]=+p[w>>3];p[w>>3]=g;g=+p[((a+40|0)+80|0)>>3];p[((a+40|0)+80|0)>>3]=+p[x>>3];p[x>>3]=g;c=f[n>>2]|0;f[n>>2]=f[y>>2];f[y>>2]=c;c=f[((a+40|0)+92|0)>>2]|0;f[((a+40|0)+92|0)>>2]=f[z>>2];f[z>>2]=c;c=f[((a+40|0)+96|0)>>2]|0;f[((a+40|0)+96|0)>>2]=f[A>>2];f[A>>2]=c;c=f[o>>2]|0;f[o>>2]=f[B>>2];f[B>>2]=c;c=f[((a+40|0)+104|0)>>2]|0;f[((a+40|0)+104|0)>>2]=f[C>>2];f[C>>2]=c;c=f[((a+40|0)+108|0)>>2]|0;f[((a+40|0)+108|0)>>2]=f[D>>2];f[D>>2]=c;g=+p[((a+40|0)+112|0)>>3];p[((a+40|0)+112|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+40|0)+120|0)>>3];p[((a+40|0)+120|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+40|0)+128|0)>>3];p[((a+40|0)+128|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+40|0)+136|0)>>3];p[((a+40|0)+136|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+40|0)+144|0)>>3];p[((a+40|0)+144|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+40|0)+152|0)>>3];p[((a+40|0)+152|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+40|0)+160|0)>>3];p[((a+40|0)+160|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+40|0)+168|0)>>3];p[((a+40|0)+168|0)>>3]=+p[L>>3];p[L>>3]=g;g=+p[((a+40|0)+176|0)>>3];p[((a+40|0)+176|0)>>3]=+p[M>>3];p[M>>3]=g;f[N>>2]=f[q>>2];f[N+4>>2]=f[q+4>>2];f[N+8>>2]=f[q+8>>2];f[N+12>>2]=f[q+12>>2];g=+p[((a+40|0)+200|0)>>3];p[((a+40|0)+200|0)>>3]=+p[O>>3];p[O>>3]=g;g=+p[((a+40|0)+208|0)>>3];p[((a+40|0)+208|0)>>3]=+p[P>>3];p[P>>3]=g;f[j>>2]=f[r>>2];f[j+4>>2]=f[r+4>>2];f[j+8>>2]=f[r+8>>2];f[j+12>>2]=f[r+12>>2];b[j+16>>0]=b[r+16>>0]|0;c=l+1|0;if((c|0)==8){R=0;T=(Q+240|0)==(U|0);f[a+1856>>2]=2;f[a+1860>>2]=1;break a}else S=c}f[a+360>>2]=R;f[a+368>>2]=S;f[a+392>>2]=T;f[a+1792>>2]=d;f[a+1808>>2]=h;f[a+1816>>2]=i}function Ltb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0;c=f[a+304>>2]|0;d=f[a+312>>2]|0;e=+n[a+632>>2];g=+n[a+704>>2];h=+n[a+776>>2];i=+n[a+840>>2];j=+n[a+912>>2];k=+n[a+976>>2];l=f[a+1104>>2]|0;m=f[a+1176>>2]|0;o=f[a+1248>>2]|0;q=f[a+1336>>2]|0;r=f[a+1376>>2]|0;s=f[a+1424>>2]|0;t=+n[a+1472>>2];v=+n[a+1520>>2];w=+n[a+1568>>2];x=+n[a+1584>>2];y=+n[a+1592>>2];z=+n[a+1600>>2];A=+n[a+1608>>2];B=+n[a+1616>>2];a:{C=+p[(c+176|0)>>3];f[(a+24|0)>>2]=f[(c+184|0)>>2];f[(a+24|0)+4>>2]=f[(c+184|0)+4>>2];f[(a+24|0)+8>>2]=f[(c+184|0)+8>>2];f[(a+24|0)+12>>2]=f[(c+184|0)+12>>2];D=+p[(c+200|0)>>3];E=+p[(c+208|0)>>3];f[a>>2]=f[(c+216|0)>>2];f[a+4>>2]=f[(c+216|0)+4>>2];f[a+8>>2]=f[(c+216|0)+8>>2];f[a+12>>2]=f[(c+216|0)+12>>2];b[a+16>>0]=b[(c+216|0)+16>>0]|0;F=c;G=d+-240|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));I=+p[(d+-200|0)>>3];p[(d+-200|0)>>3]=e;p[(c+40|0)>>3]=I;I=+p[(d+-192|0)>>3];p[(d+-192|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=I;I=+p[(d+-184|0)>>3];p[(d+-184|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=I;I=+p[(d+-176|0)>>3];p[(d+-176|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=I;I=+p[(d+-168|0)>>3];p[(d+-168|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=I;I=+p[(d+-160|0)>>3];p[(d+-160|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=I;F=f[(d+-152|0)>>2]|0;f[(d+-152|0)>>2]=l;f[(c+88|0)>>2]=F;F=f[(d+-148|0)>>2]|0;f[(d+-148|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=F;F=f[(d+-144|0)>>2]|0;f[(d+-144|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=F;F=f[(d+-140|0)>>2]|0;f[(d+-140|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=F;f[(c+104|0)>>2]=f[(d+-136|0)>>2];f[(c+108|0)>>2]=f[(d+-132|0)>>2];I=+p[(d+-128|0)>>3];p[(d+-128|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=I;I=+p[(d+-120|0)>>3];p[(d+-120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=I;I=+p[(d+-112|0)>>3];p[(d+-112|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=I;I=+p[(d+-104|0)>>3];p[(d+-104|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=I;I=+p[(d+-96|0)>>3];p[(d+-96|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=I;I=+p[(d+-88|0)>>3];p[(d+-88|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=I;I=+p[(d+-80|0)>>3];p[(d+-80|0)>>3]=+p[(c+160|0)>>3];p[(c+160|0)>>3]=I;I=+p[(d+-72|0)>>3];p[(d+-72|0)>>3]=+p[(c+168|0)>>3];p[(c+168|0)>>3]=I;I=+p[(d+-64|0)>>3];p[(d+-64|0)>>3]=+p[(c+176|0)>>3];p[(c+176|0)>>3]=I;f[(c+184|0)>>2]=f[(d+-56|0)>>2];f[(c+184|0)+4>>2]=f[(d+-56|0)+4>>2];f[(c+184|0)+8>>2]=f[(d+-56|0)+8>>2];f[(c+184|0)+12>>2]=f[(d+-56|0)+12>>2];p[(c+200|0)>>3]=+p[(d+-40|0)>>3];p[(c+208|0)>>3]=+p[(d+-32|0)>>3];f[(c+216|0)>>2]=f[(d+-24|0)>>2];f[(c+216|0)+4>>2]=f[(d+-24|0)+4>>2];f[(c+216|0)+8>>2]=f[(d+-24|0)+8>>2];f[(c+216|0)+12>>2]=f[(d+-24|0)+12>>2];b[(c+216|0)+16>>0]=b[(d+-24|0)+16>>0]|0;F=d+-240|0;G=a+40|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));p[(d+-200|0)>>3]=e;p[(d+-192|0)>>3]=g;p[(d+-184|0)>>3]=h;p[(d+-176|0)>>3]=i;p[(d+-168|0)>>3]=j;p[(d+-160|0)>>3]=k;f[(d+-152|0)>>2]=l;f[(d+-148|0)>>2]=m;f[(d+-144|0)>>2]=o;f[(d+-140|0)>>2]=q;f[(d+-136|0)>>2]=r;f[(d+-132|0)>>2]=s;p[(d+-128|0)>>3]=t;p[(d+-120|0)>>3]=v;p[(d+-112|0)>>3]=w;p[(d+-104|0)>>3]=x;p[(d+-96|0)>>3]=y;p[(d+-88|0)>>3]=z;p[(d+-80|0)>>3]=A;p[(d+-72|0)>>3]=B;p[(d+-64|0)>>3]=C;f[(d+-56|0)>>2]=f[(a+24|0)>>2];f[(d+-56|0)+4>>2]=f[(a+24|0)+4>>2];f[(d+-56|0)+8>>2]=f[(a+24|0)+8>>2];f[(d+-56|0)+12>>2]=f[(a+24|0)+12>>2];p[(d+-40|0)>>3]=D;p[(d+-32|0)>>3]=E;f[(d+-24|0)>>2]=f[a>>2];f[(d+-24|0)+4>>2]=f[a+4>>2];f[(d+-24|0)+8>>2]=f[a+8>>2];f[(d+-24|0)+12>>2]=f[a+12>>2];b[(d+-24|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1864>>2]=6;f[a+1868>>2]=c|0;break a}f[a+400>>2]=c;f[a+1792>>2]=F;f[a+1808>>2]=G;f[a+1816>>2]=H}function Mtb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0;n=f[a+656>>2]|0;r=f[a+696>>2]|0;s=f[a+808>>2]|0;t=f[a+832>>2]|0;i=f[a+936>>2]|0;u=f[a+2152>>2]|0;v=f[a+2160>>2]|0;w=f[a+2168>>2]|0;x=f[a+2176>>2]|0;y=f[a+2184>>2]|0;z=f[a+2192>>2]|0;A=f[a+2208>>2]|0;B=f[a+2336>>2]|0;j=f[a+2464>>2]|0;o=f[a+2472>>2]|0;C=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;D=f[a+3848>>2]|0;a:{b:do if(i>>>0<2){p[(a+496|0)>>3]=+p[t>>3];p[((a+496|0)+8|0)>>3]=+p[t+8>>3];p[((a+496|0)+16|0)>>3]=+p[t+16>>3];p[((a+496|0)+24|0)>>3]=+p[t+24>>3];p[((a+496|0)+32|0)>>3]=+p[t+32>>3];p[((a+496|0)+40|0)>>3]=+p[t+40>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=211;else if((b[e+4>>0]&g)<<24>>24)D=211;do if((D|0)==211){if(h&4){D=b[e+3>>0]|0;if((D&g)<<24>>24!=D<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break b}D=b[e+1>>0]|0;if((D&g)<<24>>24!=D<<24>>24){l=c;m=d;q=e;D=217;break b}}while(0)}while(0);D=222}else D=222;while(0);c:do if((D|0)==222){D=0;if(j|(i|0)==1){p[(a+496|0)>>3]=+p[t+24>>3];p[((a+496|0)+8|0)>>3]=+p[t+32>>3];p[((a+496|0)+16|0)>>3]=+p[t+40>>3];p[((a+496|0)+24|0)>>3]=+p[t+48>>3];p[((a+496|0)+32|0)>>3]=+p[t+56>>3];p[((a+496|0)+40|0)>>3]=+p[t+64>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=230;else if((b[e+4>>0]&g)<<24>>24)D=230;do if((D|0)==230){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0)}if(!(j|(i|0)==0)){k=s;break}p[(a+496|0)>>3]=+p[t+48>>3];p[((a+496|0)+8|0)>>3]=+p[t+56>>3];p[((a+496|0)+16|0)>>3]=+p[t+64>>3];p[((a+496|0)+24|0)>>3]=+p[t>>3];p[((a+496|0)+32|0)>>3]=+p[t+8>>3];p[((a+496|0)+40|0)>>3]=+p[t+16>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=244;else if((b[e+4>>0]&g)<<24>>24)D=244;do if((D|0)==244){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0);k=s}while(0);if((D|0)==217){D=0;d=(f[(n+8|0)>>2]|0)+116|0;c=f[d+4>>2]|0;f[(a+64|0)>>2]=f[d>>2];f[(a+64|0)+4>>2]=c;f[((a+64|0)+28|0)>>2]=f[l>>2];p[((a+64|0)+112|0)>>3]=+p[t>>3];p[((a+64|0)+120|0)>>3]=+p[t+8>>3];p[((a+64|0)+128|0)>>3]=+p[t+16>>3];p[((a+64|0)+136|0)>>3]=+p[t+24>>3];p[((a+64|0)+144|0)>>3]=+p[t+32>>3];p[((a+64|0)+152|0)>>3]=+p[t+40>>3];p[((a+64|0)+160|0)>>3]=+p[t+48>>3];p[((a+64|0)+168|0)>>3]=+p[t+56>>3];p[((a+64|0)+176|0)>>3]=+p[t+64>>3];c=(b[(n+361|0)>>0]|0)==0;f[((a+64|0)+20|0)>>2]=c?o:-1;f[((a+64|0)+24|0)>>2]=c?m:-1;p[u>>3]=+p[((a+304|0)+16|0)>>3];p[((a+64|0)+48|0)>>3]=+p[((a+304|0)+24|0)>>3];p[((a+64|0)+56|0)>>3]=+p[((a+304|0)+32|0)>>3];sjb(a+48|0,f[q+56>>2]|0,u);I=+p[(a+48|0)>>3];p[(a+48|0)>>3]=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=I;H=+p[((a+48|0)+8|0)>>3];p[((a+64|0)+208|0)>>3]=H;c=f[(f[n>>2]|0)+56>>2]|0;I=I-+p[c+24>>3];H=H-+p[c+32>>3];p[((a+64|0)+216|0)>>3]=I*I+H*H;p[((a+64|0)+224|0)>>3]=+p[((a+304|0)+8|0)>>3];c=f[(n+4|0)>>2]|0;d=f[(c+40|0)>>2]|0;e=1;if(e){e=0;if(d>>>0<(f[c+44>>2]|0)>>>0){C=d;E=a+64|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(d+40|0)>>2]=f[u>>2];f[(d+40|0)+4>>2]=f[u+4>>2];f[(d+40|0)+8>>2]=f[u+8>>2];f[(d+40|0)+12>>2]=f[u+12>>2];f[(d+40|0)+16>>2]=f[u+16>>2];f[(d+40|0)+20>>2]=f[u+20>>2];p[(d+40|0)>>3]=+p[u>>3];p[d+48>>3]=+p[((a+64|0)+48|0)>>3];p[d+56>>3]=+p[((a+64|0)+56|0)>>3];f[(d+64|0)>>2]=f[v>>2];f[(d+64|0)+4>>2]=f[v+4>>2];f[(d+64|0)+8>>2]=f[v+8>>2];f[(d+64|0)+12>>2]=f[v+12>>2];f[(d+64|0)+16>>2]=f[v+16>>2];f[(d+64|0)+20>>2]=f[v+20>>2];p[(d+64|0)>>3]=+p[v>>3];p[d+72>>3]=+p[((a+64|0)+72|0)>>3];p[d+80>>3]=+p[((a+64|0)+80|0)>>3];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[(d+88|0)+4>>2]=f[((a+64|0)+88|0)+4>>2];f[(d+88|0)+8>>2]=f[((a+64|0)+88|0)+8>>2];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[d+92>>2]=f[((a+64|0)+92|0)>>2];f[d+96>>2]=f[((a+64|0)+96|0)>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[(d+100|0)+4>>2]=f[((a+64|0)+100|0)+4>>2];f[(d+100|0)+8>>2]=f[((a+64|0)+100|0)+8>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[d+104>>2]=f[((a+64|0)+104|0)>>2];f[d+108>>2]=f[((a+64|0)+108|0)>>2];f[(d+112|0)>>2]=f[w>>2];f[(d+112|0)+4>>2]=f[w+4>>2];f[(d+112|0)+8>>2]=f[w+8>>2];f[(d+112|0)+12>>2]=f[w+12>>2];f[(d+112|0)+16>>2]=f[w+16>>2];f[(d+112|0)+20>>2]=f[w+20>>2];p[(d+112|0)>>3]=+p[w>>3];p[d+120>>3]=+p[((a+64|0)+120|0)>>3];p[d+128>>3]=+p[((a+64|0)+128|0)>>3];f[(d+136|0)>>2]=f[x>>2];f[(d+136|0)+4>>2]=f[x+4>>2];f[(d+136|0)+8>>2]=f[x+8>>2];f[(d+136|0)+12>>2]=f[x+12>>2];f[(d+136|0)+16>>2]=f[x+16>>2];f[(d+136|0)+20>>2]=f[x+20>>2];p[(d+136|0)>>3]=+p[x>>3];p[d+144>>3]=+p[((a+64|0)+144|0)>>3];p[d+152>>3]=+p[((a+64|0)+152|0)>>3];f[(d+160|0)>>2]=f[y>>2];f[(d+160|0)+4>>2]=f[y+4>>2];f[(d+160|0)+8>>2]=f[y+8>>2];f[(d+160|0)+12>>2]=f[y+12>>2];f[(d+160|0)+16>>2]=f[y+16>>2];f[(d+160|0)+20>>2]=f[y+20>>2];p[(d+160|0)>>3]=+p[y>>3];p[d+168>>3]=+p[((a+64|0)+168|0)>>3];p[d+176>>3]=+p[((a+64|0)+176|0)>>3];f[(d+184|0)>>2]=f[((a+64|0)+184|0)>>2];f[(d+184|0)+4>>2]=f[((a+64|0)+184|0)+4>>2];f[(d+184|0)+8>>2]=f[((a+64|0)+184|0)+8>>2];f[(d+184|0)+12>>2]=f[((a+64|0)+184|0)+12>>2];f[(d+200|0)>>2]=f[z>>2];f[(d+200|0)+4>>2]=f[z+4>>2];f[(d+200|0)+8>>2]=f[z+8>>2];f[(d+200|0)+12>>2]=f[z+12>>2];p[(d+200|0)>>3]=+p[z>>3];p[d+208>>3]=+p[((a+64|0)+208|0)>>3];f[(d+216|0)>>2]=f[A>>2];f[(d+216|0)+4>>2]=f[A+4>>2];f[(d+216|0)+8>>2]=f[A+8>>2];f[(d+216|0)+12>>2]=f[A+12>>2];b[(d+216|0)+16>>0]=b[A+16>>0]|0;f[(c+40|0)>>2]=(f[(c+40|0)>>2]|0)+240}else e=1}if(e)if(1)C0(c+36|0,a+64|0);k=1}t=t+72|0;if((t|0)==(B|0)){r=k;f[a+3976>>2]=1;break a}else s=k}f[a+696>>2]=r;f[a+808>>2]=s;f[a+832>>2]=t;f[a+3816>>2]=C;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=D}function Ntb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0;z=f[a+656>>2]|0;s=f[a+704>>2]|0;u=f[a+944>>2]|0;c=f[a+3744>>2]|0;v=f[a+3776>>2]|0;A=f[a+3816>>2]|0;D=f[a+3840>>2]|0;B=f[a+3848>>2]|0;C=f[a+3896>>2]|0;if(C){C=0;if(c){sEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;G=+n[c+4>>2];E=+n[c+8>>2];H=+n[c+12>>2];F=+n[c+16>>2];I=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=G;p[(a+16|0)>>3]=E;p[(a+24|0)>>3]=H;p[(a+32|0)>>3]=F;p[(a+40|0)>>3]=I;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;I=+p[(a+304|0)>>3];F=(+p[((a+304|0)+24|0)>>3]-I)*.5;H=+p[((a+304|0)+8|0)>>3];E=(+p[((a+304|0)+32|0)>>3]-H)*.5;G=+p[((a+304|0)+16|0)>>3];i=(+p[((a+304|0)+40|0)>>3]-G)*.5;p[(a+496|0)>>3]=I+F;p[((a+496|0)+8|0)>>3]=H+E;p[((a+496|0)+16|0)>>3]=G+i;p[((a+496|0)+24|0)>>3]=F*F+(E*E+i*i);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))e=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))d=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];l=c+8|0;F=+p[l>>3];t=c+16|0;G=+p[t>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[l>>3]=H;p[t>>3]=I;c=c+24|0}while((c|0)!=(o|0));c=0;l=m;do{cub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);do if(b[(a+496|0)>>0]|0){d=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(d|0)if(!(Wtb(f[z>>2]|0,d,(a+496|0)+16|0)|0))break;j=(((l-m|0)/24|0)>>>1)+q|0;k=IEa(f[(z+12|0)>>2]|0,j)|0;d=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+84>>2]|0)+(k*12|0)+8|0;e=f[h>>2]&255;g=b[d>>0]|0;if(g&8)if(!((b[d+4>>0]&e)<<24>>24))break;if(g&4){t=b[d+3>>0]|0;if((t&e)<<24>>24!=t<<24>>24)break}if(g&2)if((b[d+2>>0]&e)<<24>>24)break;if(g&1){t=b[d+1>>0]|0;if((t&e)<<24>>24==t<<24>>24)break}c=f[(z+4|0)>>2]|0;d=f[(c+16|0)>>2]|0;if(d>>>0<(f[c+20>>2]|0)>>>0){dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;f[(c+16|0)>>2]=(f[(c+16|0)>>2]|0)+208}else Nsb(c+12|0);c=f[(f[(z+4|0)>>2]|0)+16>>2]|0;g=(f[(z+8|0)>>2]|0)+116|0;t=f[g+4>>2]|0;f[(c+-208|0)>>2]=f[g>>2];f[(c+-208|0)+4>>2]=t;p[(c+-144|0)>>3]=+p[((a+496|0)+16|0)>>3];p[c+-136>>3]=+p[((a+496|0)+24|0)>>3];p[c+-128>>3]=+p[((a+496|0)+32|0)>>3];f[(c+-188|0)>>2]=j;f[(c+-184|0)>>2]=k;f[c+-180>>2]=f[h>>2];p[c+-88>>3]=+p[l>>3];p[c+-80>>3]=+p[l+8>>3];p[c+-72>>3]=+p[l+16>>3];p[c+-64>>3]=+p[l+24>>3];p[c+-56>>3]=+p[l+32>>3];p[c+-48>>3]=+p[l+40>>3];sjb(a+304|0,f[(f[z>>2]|0)+56>>2]|0,c+-144|0);H=+p[(a+304|0)>>3];p[(a+304|0)>>3]=+p[(c+-40|0)>>3];p[(c+-40|0)>>3]=H;p[(c+-32|0)>>3]=+p[((a+304|0)+8|0)>>3];t=f[(f[z>>2]|0)+56>>2]|0;H=+p[(c+-40|0)>>3]-+p[t+24>>3];I=+p[(c+-32|0)>>3]-+p[t+32>>3];p[c+-24>>3]=H*H+I*I;p[c+-16>>3]=+p[((a+496|0)+8|0)>>3];t=(b[(z+361|0)>>0]|0)==0;f[(c+-188|0)>>2]=t?j:-1;f[(c+-184|0)>>2]=t?k:-1;c=1}while(0);l=l+48|0}while((l|0)!=(o|0));d=c}e=r|d}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=e}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}t=s|e}else C=1}if(C){C=0;if(1)t=s;else C=1}s=1;if(s){s=0;if(v){tEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;F=+n[c+4>>2];H=+n[c+8>>2];E=+n[c+12>>2];G=+n[c+16>>2];i=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=F;p[(a+16|0)>>3]=H;p[(a+24|0)>>3]=E;p[(a+32|0)>>3]=G;p[(a+40|0)>>3]=i;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;i=+p[(a+304|0)>>3];G=(+p[((a+304|0)+24|0)>>3]-i)*.5;E=+p[((a+304|0)+8|0)>>3];H=(+p[((a+304|0)+32|0)>>3]-E)*.5;F=+p[((a+304|0)+16|0)>>3];I=(+p[((a+304|0)+40|0)>>3]-F)*.5;p[(a+496|0)>>3]=i+G;p[((a+496|0)+8|0)>>3]=E+H;p[((a+496|0)+16|0)>>3]=F+I;p[((a+496|0)+24|0)>>3]=G*G+(H*H+I*I);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))x=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))w=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];w=c+8|0;F=+p[w>>3];x=c+16|0;G=+p[x>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[w>>3]=H;p[x>>3]=I;c=c+24|0}while((c|0)!=(o|0));g=0;l=m;while(1){c=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(!c)B=160;else if(Wtb(f[z>>2]|0,c,l)|0)B=160;else y=g;do if((B|0)==160){B=0;eub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);i=+p[((a+496|0)+8|0)>>3];if(!(b[(a+496|0)>>0]|0))y=g;else{j=((l-m|0)/24|0)+q|0;k=JEa(f[(z+12|0)>>2]|0,j)|0;c=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+96>>2]|0)+(k*12|0)+8|0;d=f[h>>2]&255;e=b[c>>0]|0;if(e&8)if(!((b[c+4>>0]&d)<<24>>24)){y=g;break}if(e&4){y=b[c+3>>0]|0;if((y&d)<<24>>24!=y<<24>>24){y=g;break}}if(e&2)if((b[c+2>>0]&d)<<24>>24){y=g;break}if(e&1){y=b[c+1>>0]|0;if((y&d)<<24>>24==y<<24>>24){y=g;break}}c=f[(z+4|0)>>2]|0;d=f[(c+28|0)>>2]|0;if(d>>>0<(f[c+32>>2]|0)>>>0){A=d;D=A+120|0;do{f[A>>2]=0;A=A+4|0}while((A|0)<(D|0));f[(c+28|0)>>2]=(f[(c+28|0)>>2]|0)+120}else Osb(c+24|0);y=f[(f[(z+4|0)>>2]|0)+28>>2]|0;w=(f[(z+8|0)>>2]|0)+116|0;x=f[w+4>>2]|0;f[(y+-120|0)>>2]=f[w>>2];f[(y+-120|0)+4>>2]=x;p[(y+-80|0)>>3]=+p[l>>3];p[y+-72>>3]=+p[l+8>>3];p[y+-64>>3]=+p[l+16>>3];f[(y+-100|0)>>2]=j;f[(y+-96|0)>>2]=k;f[y+-92>>2]=f[h>>2];sjb(a+496|0,f[(f[z>>2]|0)+56>>2]|0,y+-80|0);H=+p[(a+496|0)>>3];p[(a+496|0)>>3]=+p[(y+-40|0)>>3];p[(y+-40|0)>>3]=H;p[(y+-32|0)>>3]=+p[((a+496|0)+8|0)>>3];x=f[(f[z>>2]|0)+56>>2]|0;H=+p[(y+-40|0)>>3]-+p[x+24>>3];I=+p[(y+-32|0)>>3]-+p[x+32>>3];p[y+-24>>3]=H*H+I*I;p[y+-16>>3]=i;x=(b[(z+361|0)>>0]|0)==0;f[(y+-100|0)>>2]=x?j:-1;f[(y+-96|0)>>2]=x?k:-1;y=1}}while(0);l=l+24|0;if((l|0)==(o|0)){w=y;break}else g=y}}x=r|w}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=x}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=t|x}else s=1}if(s)if(1)u=t;f[a+944>>2]=u;f[a+3816>>2]=A;f[a+3840>>2]=D;f[a+3848>>2]=B;f[a+3896>>2]=C}function Otb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;I=f[a+656>>2]|0;K=f[a+776>>2]|0;L=f[a+792>>2]|0;y=f[a+912>>2]|0;z=f[a+3256>>2]|0;A=f[a+3264>>2]|0;B=f[a+3272>>2]|0;D=f[a+3280>>2]|0;E=f[a+3288>>2]|0;F=f[a+3296>>2]|0;G=f[a+3304>>2]|0;N=f[a+3816>>2]|0;O=f[a+3832>>2]|0;P=f[a+3840>>2]|0;J=f[a+3848>>2]|0;while(1){w=wEa(a+64|0)|0;e=+n[w>>2];j=+n[w+4>>2];k=+n[w+8>>2];l=+n[w+12>>2];m=+n[w+16>>2];o=+n[w+20>>2];p[a>>3]=e;p[(a+8|0)>>3]=j;p[(a+16|0)>>3]=k;p[(a+24|0)>>3]=l;p[(a+32|0)>>3]=m;p[(a+40|0)>>3]=o;do if(z){p[((a+496|0)+32|0)>>3]=-1.0;p[(a+496|0)>>3]=(l-e)*.5+e;p[((a+496|0)+8|0)>>3]=(m-j)*.5+j;p[((a+496|0)+16|0)>>3]=(o-k)*.5+k;p[((a+496|0)+24|0)>>3]=(l-e)*.5*((l-e)*.5)+((m-j)*.5*((m-j)*.5)+(o-k)*.5*((o-k)*.5));e=+Fib(f[(f[I>>2]|0)+60>>2]|0,a+496|0);if(!(e>=0.0)){h=K;break}if(!(e<+p[(I+368|0)>>3]))if(b[(f[I>>2]|0)+20>>0]|0){h=K;break}nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;J=73}else{UBa(a+304|0,a,I+104|0);p[((a+496|0)+32|0)>>3]=-1.0;e=+p[(a+304|0)>>3];l=(+p[((a+304|0)+24|0)>>3]-e)*.5;j=+p[((a+304|0)+8|0)>>3];m=(+p[((a+304|0)+32|0)>>3]-j)*.5;k=+p[((a+304|0)+16|0)>>3];o=(+p[((a+304|0)+40|0)>>3]-k)*.5;p[(a+496|0)>>3]=e+l;p[((a+496|0)+8|0)>>3]=j+m;p[((a+496|0)+16|0)>>3]=k+o;p[((a+496|0)+24|0)>>3]=l*l+(m*m+o*o);if(!(+Trb(f[I>>2]|0,a+496|0)>=0.0))h=K;else{nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;if((d|0)==(g|0))J=73;else{c=d;do{j=+p[c>>3];w=c+8|0;k=+p[w>>3];J=c+16|0;l=+p[J>>3];m=j*+p[(I+112|0)>>3]+k*+p[(I+144|0)>>3]+l*+p[(I+176|0)>>3]+ +p[(I+208|0)>>3];o=j*+p[(I+120|0)>>3]+k*+p[(I+152|0)>>3]+l*+p[(I+184|0)>>3]+ +p[(I+216|0)>>3];p[c>>3]=+p[(I+104|0)>>3]*j+ +p[(I+136|0)>>3]*k+ +p[(I+168|0)>>3]*l+ +p[(I+200|0)>>3];p[w>>3]=m;p[J>>3]=o;c=c+24|0}while((c|0)!=(g|0));J=73}}}while(0);if((J|0)==73){J=0;v=d;c=g-v|0;w=d+(((c|0)/24|0)*24|0)|0;h=1;if(h){h=0;if(!c)i=0;else h=1}if(h)if(1){q=0;u=d;while(1){c=f[I>>2]|0;if(!(b[c+20>>0]|0))e=C;else e=+p[(I+368|0)>>3];aub(a+496|0,c,u,f[(I+504|0)>>2]|0,y,e,(b[(I+360|0)>>0]|0)!=0,(b[(I+362|0)>>0]|0)!=0);c=1;if(c){c=0;if(!(b[(a+496|0)>>0]|0))r=q;else c=1}if(c)if(1){e=+p[((a+496|0)+8|0)>>3];s=((((u-v|0)/24|0)>>>0)/3|0)+L|0;t=HEa(f[(I+12|0)>>2]|0,s)|0;c=f[I>>2]|0;r=(f[(f[(f[(I+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(t*12|0)+8|0;h=f[r>>2]&255;i=b[c>>0]|0;if(!(i&8))J=79;else if(!((b[c+4>>0]&h)<<24>>24))x=q;else J=79;do if((J|0)==79){J=0;if(i&4){Q=b[c+3>>0]|0;if((Q&h)<<24>>24!=Q<<24>>24){x=q;break}}if(i&2)if((b[c+2>>0]&h)<<24>>24){x=q;break}if(i&1){Q=b[c+1>>0]|0;if((Q&h)<<24>>24==Q<<24>>24){x=q;break}}do if(b[(c+9|0)>>0]|0){if(!(b[c+20>>0]|0))break;b[(c+9|0)>>0]=0;c=f[(I+4|0)>>2]|0;h=f[c+36>>2]|0;i=f[(c+40|0)>>2]|0;if((i|0)==(h|0))break;f[(c+40|0)>>2]=i+(~(((i+-240-h|0)>>>0)/240|0)*240|0)}while(0);if(+p[(I+368|0)>>3]>e){do if(b[(f[I>>2]|0)+20>>0]|0){c=f[(I+4|0)>>2]|0;h=f[c>>2]|0;i=f[(c+4|0)>>2]|0;if((i|0)==(h|0))break;f[(c+4|0)>>2]=i+(~(((i+-192-h|0)>>>0)/192|0)*192|0)}while(0);p[(I+368|0)>>3]=e}h=(f[(I+8|0)>>2]|0)+116|0;c=f[h+4>>2]|0;f[(a+304|0)>>2]=f[h>>2];f[(a+304|0)+4>>2]=c;f[((a+304|0)+28|0)>>2]=f[r>>2];p[((a+304|0)+112|0)>>3]=+p[u>>3];p[((a+304|0)+120|0)>>3]=+p[u+8>>3];p[((a+304|0)+128|0)>>3]=+p[u+16>>3];p[((a+304|0)+136|0)>>3]=+p[u+24>>3];p[((a+304|0)+144|0)>>3]=+p[u+32>>3];p[((a+304|0)+152|0)>>3]=+p[u+40>>3];p[((a+304|0)+160|0)>>3]=+p[u+48>>3];p[((a+304|0)+168|0)>>3]=+p[u+56>>3];p[((a+304|0)+176|0)>>3]=+p[u+64>>3];c=(b[(I+361|0)>>0]|0)==0;f[((a+304|0)+20|0)>>2]=c?s:-1;f[((a+304|0)+24|0)>>2]=c?t:-1;f[((a+304|0)+184|0)>>2]=y;b[((a+304|0)+188|0)>>0]=b[(I+360|0)>>0]|0;b[((a+304|0)+189|0)>>0]=b[(I+362|0)>>0]|0;b[((a+304|0)+190|0)>>0]=A;c=f[(I+4|0)>>2]|0;h=f[(c+4|0)>>2]|0;i=1;if(i)if(h>>>0<(f[c+8>>2]|0)>>>0){N=h;O=a+304|0;P=N+36|0;do{f[N>>2]=f[O>>2];N=N+4|0;O=O+4|0}while((N|0)<(P|0));f[(h+40|0)>>2]=f[B>>2];f[(h+40|0)+4>>2]=f[B+4>>2];f[(h+40|0)+8>>2]=f[B+8>>2];f[(h+40|0)+12>>2]=f[B+12>>2];f[(h+40|0)+16>>2]=f[B+16>>2];f[(h+40|0)+20>>2]=f[B+20>>2];p[(h+40|0)>>3]=+p[B>>3];p[h+48>>3]=+p[((a+304|0)+48|0)>>3];p[h+56>>3]=+p[((a+304|0)+56|0)>>3];f[(h+64|0)>>2]=f[D>>2];f[(h+64|0)+4>>2]=f[D+4>>2];f[(h+64|0)+8>>2]=f[D+8>>2];f[(h+64|0)+12>>2]=f[D+12>>2];f[(h+64|0)+16>>2]=f[D+16>>2];f[(h+64|0)+20>>2]=f[D+20>>2];p[(h+64|0)>>3]=+p[D>>3];p[h+72>>3]=+p[((a+304|0)+72|0)>>3];p[h+80>>3]=+p[((a+304|0)+80|0)>>3];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[(h+88|0)+4>>2]=f[((a+304|0)+88|0)+4>>2];f[(h+88|0)+8>>2]=f[((a+304|0)+88|0)+8>>2];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[h+92>>2]=f[((a+304|0)+92|0)>>2];f[h+96>>2]=f[((a+304|0)+96|0)>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[(h+100|0)+4>>2]=f[((a+304|0)+100|0)+4>>2];f[(h+100|0)+8>>2]=f[((a+304|0)+100|0)+8>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[h+104>>2]=f[((a+304|0)+104|0)>>2];f[h+108>>2]=f[((a+304|0)+108|0)>>2];f[(h+112|0)>>2]=f[E>>2];f[(h+112|0)+4>>2]=f[E+4>>2];f[(h+112|0)+8>>2]=f[E+8>>2];f[(h+112|0)+12>>2]=f[E+12>>2];f[(h+112|0)+16>>2]=f[E+16>>2];f[(h+112|0)+20>>2]=f[E+20>>2];p[(h+112|0)>>3]=+p[E>>3];p[h+120>>3]=+p[((a+304|0)+120|0)>>3];p[h+128>>3]=+p[((a+304|0)+128|0)>>3];f[(h+136|0)>>2]=f[F>>2];f[(h+136|0)+4>>2]=f[F+4>>2];f[(h+136|0)+8>>2]=f[F+8>>2];f[(h+136|0)+12>>2]=f[F+12>>2];f[(h+136|0)+16>>2]=f[F+16>>2];f[(h+136|0)+20>>2]=f[F+20>>2];p[(h+136|0)>>3]=+p[F>>3];p[h+144>>3]=+p[((a+304|0)+144|0)>>3];p[h+152>>3]=+p[((a+304|0)+152|0)>>3];f[(h+160|0)>>2]=f[G>>2];f[(h+160|0)+4>>2]=f[G+4>>2];f[(h+160|0)+8>>2]=f[G+8>>2];f[(h+160|0)+12>>2]=f[G+12>>2];f[(h+160|0)+16>>2]=f[G+16>>2];f[(h+160|0)+20>>2]=f[G+20>>2];p[(h+160|0)>>3]=+p[G>>3];p[h+168>>3]=+p[((a+304|0)+168|0)>>3];p[h+176>>3]=+p[((a+304|0)+176|0)>>3];x=f[((a+304|0)+184|0)+4>>2]|0;f[(h+184|0)>>2]=f[((a+304|0)+184|0)>>2];f[(h+184|0)+4>>2]=x;f[(c+4|0)>>2]=(f[(c+4|0)>>2]|0)+192;x=1;break}else i=1;if(i)if(1){T$(c,a+304|0);x=1;break}}while(0);r=x}u=u+72|0;if((u|0)==(w|0)){i=r;break}else q=r}}if(K|i){H=f[I>>2]|0;if(!(b[H+96>>0]|0))h=1;else if(+p[(I+368|0)>>3]<+p[H+88>>3]){J=102;break}else h=1}else h=0}if(!(uEa(a+64|0)|0)){M=h;break}vEa(a+64|0);K=h;L=L+512|0}if((J|0)==102){Zqb(H+168|0);M=1}if(z){c=f[I>>2]|0;if(M){m=+p[c+112>>3];o=+p[(I+368|0)>>3]*(1.0/+p[I+512>>3]);p[(I+368|0)>>3]=m<o?m:o}c=f[c+60>>2]|0;p[c>>3]=+p[c+72>>3];p[c+8>>3]=+p[c+80>>3];p[c+16>>3]=+p[c+88>>3];p[c+24>>3]=+p[c+96>>3];p[c+32>>3]=+p[c+104>>3];p[c+40>>3]=+p[c+112>>3];f[c+48>>2]=f[c+120>>2];f[c+52>>2]=f[c+124>>2];f[c+56>>2]=f[c+128>>2];f[c+60>>2]=f[c+132>>2];f[c+64>>2]=f[c+136>>2];f[c+68>>2]=f[c+140>>2];c=f[I>>2]|0;xjb(c+744|0,f[c+760>>2]|0,f[c+764>>2]|0);c=f[(f[I>>2]|0)+56>>2]|0;if(c|0){Q=f[c>>2]|0;p[Q+8>>3]=+p[Q+40>>3];p[Q+16>>3]=+p[Q+48>>3];p[Q+24>>3]=+p[Q+56>>3];p[Q+32>>3]=+p[Q+64>>3]}}if(M){Q=(f[I>>2]|0)+112|0;m=+p[Q>>3];o=+p[(I+368|0)>>3];o=m<o?m:o;p[(I+368|0)>>3]=o;p[Q>>3]=o}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}Q=M;f[a+704>>2]=Q;f[a+776>>2]=K;f[a+792>>2]=L;f[a+3816>>2]=N;f[a+3832>>2]=O;f[a+3840>>2]=P;f[a+3848>>2]=J}function Ptb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,E=0,F=0,I=0,J=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0;z=f[a+656>>2]|0;v=+n[a+672>>2];m=f[a+3192>>2]|0;o=f[a+3744>>2]|0;q=f[a+3760>>2]|0;r=f[a+3776>>2]|0;J=f[a+3848>>2]|0;L=f[a+3856>>2]|0;a:{if(L){L=0;if(q){b[(z+360|0)>>0]=0;g=f[z>>2]|0;d=f[(g+56|0)>>2]|0;do if(!d){g=f[g+48>>2]|0;h=0}else{if(v==0.0){Vib(a+496|0,f[g+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);g=f[f[(g+56|0)>>2]>>2]|0;e=+p[g+32>>3]+(+p[g+8>>3]*+p[(a+496|0)>>3]+(+p[g+16>>3]*+p[(a+496|0)+8>>3]+ +p[g+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(e<0.0?1:e*e<+p[(a+496|0)+24>>3])&1;g=f[z>>2]|0;d=f[g+56>>2]|0;g=f[g+48>>2]|0;if(!d){h=0;break}}else{b[(z+360|0)>>0]=0;g=f[g+48>>2]|0}h=f[f[d>>2]>>2]|0}while(0);d=f[(z+8|0)>>2]|0;t=tSa(g)|0;d=f[d+196>>2]|0;b:do if((d&32|0)!=0|(d&2048|0)==0&(t^1))if((h|0)==0|(d&33554456|0)==0){g=f[z+100>>2]|0;d=f[z>>2]|0;do if((g|0)!=(f[(d+608|0)>>2]|0)){f[(d+608|0)>>2]=g;Y=+p[(z+104|0)>>3];Q=+p[z+144>>3];S=+p[z+112>>3];X=+p[z+136>>3];M=+p[z+184>>3];U=+p[z+224>>3];T=+p[z+192>>3];O=+p[z+216>>3];W=+p[z+152>>3];V=+p[z+120>>3];_=+p[z+176>>3];Z=+p[z+208>>3];R=+p[z+160>>3];P=+p[z+128>>3];N=+p[z+168>>3];e=+p[z+200>>3];t=+K(+((V*R-W*P)*(Z*N-_*e)+((Y*Q-S*X)*(M*U-T*O)-(Y*W-X*V)*(U*_-T*Z)+(O*_-M*Z)*(Y*R-X*P)+(S*W-Q*V)*(U*N-T*e)-(S*R-Q*P)*(O*N-M*e))))>1.0e-12;d=f[z>>2]|0;if(t){LAa(z+104|0,d+616|0);d=f[z>>2]|0;break}else{f[d+608>>2]=0;k=0;break b}}while(0);j=d+616|0;i=d;J=42}else J=35;else J=35;while(0);if((J|0)==35){N=+p[(z+104|0)>>3];V=+p[z+144>>3];T=+p[z+112>>3];O=+p[z+136>>3];Z=+p[z+184>>3];R=+p[z+224>>3];S=+p[z+192>>3];X=+p[z+216>>3];P=+p[z+152>>3];Q=+p[z+120>>3];e=+p[z+176>>3];M=+p[z+208>>3];U=+p[z+160>>3];W=+p[z+128>>3];Y=+p[z+168>>3];_=+p[z+200>>3];if(+K(+((Q*U-P*W)*(M*Y-e*_)+((N*V-T*O)*(Z*R-S*X)-(N*P-O*Q)*(R*e-S*M)+(X*e-Z*M)*(N*U-O*W)+(T*P-V*Q)*(R*Y-S*_)-(T*U-V*W)*(X*Y-Z*_))))>1.0e-12){LAa(z+104|0,z+232|0);j=z+232|0;i=f[z>>2]|0;J=42}else k=0}if((J|0)==42){d=f[i+60>>2]|0;p[d+72>>3]=+p[d>>3];p[d+80>>3]=+p[d+8>>3];p[d+88>>3]=+p[d+16>>3];p[d+96>>3]=+p[d+24>>3];p[d+104>>3]=+p[d+32>>3];p[d+112>>3]=+p[d+40>>3];f[d+120>>2]=f[d+48>>2];f[d+124>>2]=f[d+52>>2];f[d+128>>2]=f[d+56>>2];f[d+132>>2]=f[d+60>>2];f[d+136>>2]=f[d+64>>2];f[d+140>>2]=f[d+68>>2];Yib(a+496|0,f[(f[z>>2]|0)+60>>2]|0,j,z+512|0);V=+p[(a+496|0)>>3];W=+p[(a+496|0)+8>>3];X=+p[(a+496|0)+16>>3];Y=+p[(a+496|0)+24>>3];Z=+p[(a+496|0)+32>>3];_=+p[(a+496|0)+40>>3];d=f[(f[z>>2]|0)+60>>2]|0;p[d>>3]=V;p[d+8>>3]=W;p[d+16>>3]=X;p[d+24>>3]=Y;p[d+32>>3]=Z;p[d+40>>3]=_;n[d+48>>2]=V;n[d+52>>2]=W;n[d+56>>2]=X;n[d+60>>2]=Y;n[d+64>>2]=Z;n[d+68>>2]=_;p[(z+368|0)>>3]=+p[(z+512|0)>>3]*+p[(z+368|0)>>3];d=f[(f[z>>2]|0)+56>>2]|0;if(d|0){d=f[d>>2]|0;p[d+40>>3]=+p[(d+8|0)>>3];p[d+48>>3]=+p[(d+16|0)>>3];p[d+56>>3]=+p[(d+24|0)>>3];p[d+64>>3]=+p[(d+32|0)>>3];if(b[(z+360|0)>>0]|0){_ib(a+496|0,d+8|0,j,z+104|0);p[(d+8|0)>>3]=+p[(a+496|0)>>3];p[(d+16|0)>>3]=+p[(a+496|0)+8>>3];p[(d+24|0)>>3]=+p[(a+496|0)+16>>3];p[(d+32|0)>>3]=+p[(a+496|0)+24>>3]}}i=f[z>>2]|0;d=f[i+744>>2]|0;i=f[i+748>>2]|0;if((d|0)==(i|0))k=1;else{do{g=f[d>>2]|0;h=f[d+4>>2]|0;if((g|0)!=(h|0))do{_ib(a+496|0,g,j,z+104|0);p[g>>3]=+p[(a+496|0)>>3];p[g+8>>3]=+p[((a+496|0)+8|0)>>3];p[g+16>>3]=+p[((a+496|0)+16|0)>>3];p[g+24>>3]=+p[((a+496|0)+24|0)>>3];g=g+32|0}while((g|0)!=(h|0));d=d+12|0}while((d|0)!=(i|0));k=1}}d=f[z>>2]|0;g=f[d+56>>2]|0;if(g){if(k){f[(a+304|0)>>2]=(f[g>>2]|0)+72;f[(a+304|0)+4>>2]=z+104;yAa(a+496|0,a+304|0)|0;p[z+376>>3]=+p[(a+496|0)>>3];p[z+384>>3]=+p[(a+496|0)+8>>3];p[z+392>>3]=+p[(a+496|0)+16>>3];p[z+400>>3]=+p[(a+496|0)+24>>3];p[z+408>>3]=+p[(a+496|0)+32>>3];p[z+416>>3]=+p[(a+496|0)+40>>3];p[z+424>>3]=+p[(a+496|0)+48>>3];p[z+432>>3]=+p[(a+496|0)+56>>3];p[z+440>>3]=+p[(a+496|0)+64>>3];p[z+448>>3]=+p[(a+496|0)+72>>3];p[z+456>>3]=+p[(a+496|0)+80>>3];p[z+464>>3]=+p[(a+496|0)+88>>3];p[z+472>>3]=+p[(a+496|0)+96>>3];p[z+480>>3]=+p[(a+496|0)+104>>3];p[z+488>>3]=+p[(a+496|0)+112>>3];d=f[z>>2]|0;e=+p[(a+496|0)+120>>3]}else{t=f[g>>2]|0;p[z+376>>3]=+p[t+72>>3];p[z+384>>3]=+p[t+80>>3];p[z+392>>3]=+p[t+88>>3];p[z+400>>3]=+p[t+96>>3];p[z+408>>3]=+p[t+104>>3];p[z+416>>3]=+p[t+112>>3];p[z+424>>3]=+p[t+120>>3];p[z+432>>3]=+p[t+128>>3];p[z+440>>3]=+p[t+136>>3];p[z+448>>3]=+p[t+144>>3];p[z+456>>3]=+p[t+152>>3];p[z+464>>3]=+p[t+160>>3];p[z+472>>3]=+p[t+168>>3];p[z+480>>3]=+p[t+176>>3];p[z+488>>3]=+p[t+184>>3];e=+p[t+192>>3]}p[z+496>>3]=e;f[z+504>>2]=z+376}d=f[d+576>>2]|0;g=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(g&4)){if(g&1)d=ijb(d)|0;h=f[z+100>>2]|0;g=b[(h+120|0)>>0]|0;if(g&8){BIa(h);g=b[(h+120|0)>>0]|0}if(g&1)d=ijb(d)|0}else d=0;rEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);$=(k^1)&1;g=(a+304|0)+40|0;h=(a+304|0)+64|0;i=(a+304|0)+112|0;j=(a+304|0)+136|0;t=(a+304|0)+160|0;ba=0;aa=0;f[a+656>>2]=z;f[a+704>>2]=l;f[a+776>>2]=ba;f[a+792>>2]=aa;f[a+912>>2]=d;f[a+3256>>2]=k;f[a+3264>>2]=$;f[a+3272>>2]=g;f[a+3280>>2]=h;f[a+3288>>2]=i;f[a+3296>>2]=j;f[a+3304>>2]=t;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3992>>2]=0;f[a+3996>>2]=0;Otb(a);l=f[a+704>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else L=1}if(L){L=0;if(1)l=0;else L=1}d=1;if(d){d=0;if(m){ba=1;f[a+656>>2]=z;f[a+704>>2]=l;f[a+944>>2]=c;f[a+3744>>2]=o;f[a+3776>>2]=r;f[a+3816>>2]=B;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3896>>2]=ba;f[a+3984>>2]=0;f[a+3988>>2]=0;Ntb(a);c=f[a+944>>2]|0;B=f[a+3816>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else d=1}if(d)if(1)c=l;if(c|q^1){u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}c=f[z>>2]|0;d=f[(c+56|0)>>2]|0;if(!d){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}if(!(b[c+9>>0]|0)){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}b[(z+360|0)>>0]=0;if(v==0.0){Vib(a+496|0,f[c+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);c=f[f[(c+56|0)>>2]>>2]|0;_=+p[c+32>>3]+(+p[c+8>>3]*+p[(a+496|0)>>3]+(+p[c+16>>3]*+p[(a+496|0)+8>>3]+ +p[c+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(_<0.0?1:_*_<+p[(a+496|0)+24>>3])&1;c=f[(f[z>>2]|0)+56>>2]|0;if(c|0){s=c;J=190}}else{b[(z+360|0)>>0]=0;s=d;J=190}if((J|0)==190){ba=f[s>>2]|0;p[(z+376|0)>>3]=+p[ba+72>>3];p[z+384>>3]=+p[ba+80>>3];p[z+392>>3]=+p[ba+88>>3];p[z+400>>3]=+p[ba+96>>3];p[z+408>>3]=+p[ba+104>>3];p[z+416>>3]=+p[ba+112>>3];p[z+424>>3]=+p[ba+120>>3];p[z+432>>3]=+p[ba+128>>3];p[z+440>>3]=+p[ba+136>>3];p[z+448>>3]=+p[ba+144>>3];p[z+456>>3]=+p[ba+152>>3];p[z+464>>3]=+p[ba+160>>3];p[z+472>>3]=+p[ba+168>>3];p[z+480>>3]=+p[ba+176>>3];p[z+488>>3]=+p[ba+184>>3];p[z+496>>3]=+p[ba+192>>3];f[z+504>>2]=z+376|0}ba=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(ba&4)){c=f[z+100>>2]|0;ba=b[(c+120|0)>>0]|0;if(ba&8)BIa(c)}rEa(a,z+16|0);cBa(a+624|0,f[64728]|0);l=(a+64|0)+40|0;m=(a+64|0)+64|0;o=(a+64|0)+112|0;q=(a+64|0)+136|0;r=(a+64|0)+160|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;j=0;k=0;while(1){c=wEa(a)|0;X=+n[c+4>>2];Z=+n[c+8>>2];W=+n[c+12>>2];Y=+n[c+16>>2];V=+n[c+20>>2];p[(a+64|0)>>3]=+n[c>>2];p[((a+64|0)+8|0)>>3]=X;p[((a+64|0)+16|0)>>3]=Z;p[((a+64|0)+24|0)>>3]=W;p[((a+64|0)+32|0)>>3]=Y;p[((a+64|0)+40|0)>>3]=V;UBa(a+304|0,a+64|0,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;V=+p[(a+304|0)>>3];Y=(+p[((a+304|0)+24|0)>>3]-V)*.5;W=+p[((a+304|0)+8|0)>>3];Z=(+p[((a+304|0)+32|0)>>3]-W)*.5;X=+p[((a+304|0)+16|0)>>3];_=(+p[((a+304|0)+40|0)>>3]-X)*.5;p[(a+496|0)>>3]=V+Y;p[((a+496|0)+8|0)>>3]=W+Z;p[((a+496|0)+16|0)>>3]=X+_;p[((a+496|0)+24|0)>>3]=Y*Y+(Z*Z+_*_);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))y=j;else c=1}if(c)if(1){nEa(a,a+624|0);h=f[(a+624|0)>>2]|0;i=f[((a+624|0)+4|0)>>2]|0;if((h|0)!=(i|0)){c=h;do{W=+p[c>>3];aa=c+8|0;X=+p[aa>>3];ba=c+16|0;Y=+p[ba>>3];Z=W*+p[(z+112|0)>>3]+X*+p[(z+144|0)>>3]+Y*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];_=W*+p[(z+120|0)>>3]+X*+p[(z+152|0)>>3]+Y*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*W+ +p[(z+136|0)>>3]*X+ +p[(z+168|0)>>3]*Y+ +p[(z+200|0)>>3];p[aa>>3]=Z;p[ba>>3]=_;c=c+24|0}while((c|0)!=(i|0))}c=f[(z+4|0)>>2]|0;g=1;if(g){g=0;if((f[c>>2]|0)==(f[c+4>>2]|0)){c=1;if(c){c=0;if((h|0)==(i|0))x=0;else c=1}if(c)if(1){c=0;d=h;while(1){aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d,f[aa+60>>2]|0);_=+p[(a+496|0)>>3];_=_<C?_:C;aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+24|0,f[aa+60>>2]|0);Z=+p[(a+496|0)>>3];aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+48|0,f[aa+60>>2]|0);aa=+p[(a+496|0)>>3]<(Z<_?Z:_);$=aa?2:Z<_&1;ba=((((d-h|0)/24|0)>>>0)/3|0)+k|0;f[a+656>>2]=z;f[a+696>>2]=x;f[a+808>>2]=c;f[a+832>>2]=d;f[a+936>>2]=$;f[a+2152>>2]=l;f[a+2160>>2]=m;f[a+2168>>2]=o;f[a+2176>>2]=q;f[a+2184>>2]=r;f[a+2192>>2]=s;f[a+2208>>2]=t;f[a+2336>>2]=i;f[a+2464>>2]=aa;f[a+2472>>2]=ba;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3976>>2]=0;f[a+3980>>2]=0;Mtb(a);x=f[a+696>>2]|0;c=f[a+808>>2]|0;d=f[a+832>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0;G=f[a+3976>>2]|0;D=f[a+3980>>2]|0;H=+n[a+3980>>2];f[a+3976>>2]=0;f[a+3980>>2]=0;if((G|0)==1)break}}w=(x&1)!=0}else g=1}if(g)if(1)w=0;if(j|w){A=f[z>>2]|0;if(!(b[A+96>>0]|0))y=1;else if(+p[(z+368|0)>>3]<+p[A+88>>3]){J=255;break}else y=1}else y=0}if(!(uEa(a)|0)){J=258;break}vEa(a);j=y;k=k+512|0}if((J|0)==255){Zqb(A+168|0);J=259}else if((J|0)==258)if(y)J=259;else I=0;if((J|0)==259){I=(f[z>>2]|0)+112|0;Z=+p[I>>3];_=+p[(z+368|0)>>3];_=Z<_?Z:_;p[(z+368|0)>>3]=_;p[I>>3]=_;I=1}c=f[(a+624|0)+12>>2]|0;if(c|0)xCa(c,a+624|0);c=f[(a+624|0)>>2]|0;if(c|0){d=f[((a+624|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+624|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}f[a+920>>2]=c;f[a+3848>>2]=J;f[a+3856>>2]=L}function Qtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;o=f[a+80>>2]|0;p=f[a+88>>2]|0;v=f[a+112>>2]|0;n=f[a+352>>2]|0;t=f[a+616>>2]|0;u=f[a+624>>2]|0;e=f[a+832>>2]|0;q=(a+48|0)+4|0;r=(a+32|0)+4|0;s=(a+16|0)+4|0;j=o;k=t;l=u;m=u+((p+3|0)>>>2)|0;while(1){do if(e>>>0>32)i=3;else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){i=c+(0-(e>>>3))|0;f[((a+48|0)+8|0)>>2]=i;e=e&7;f[q>>2]=e;f[(a+48|0)>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=0;break}if((c|0)==(d|0)){i=e>>>0<32?1:2;break}else{i=e>>>3;g=(c+(0-i)|0)>>>0<d>>>0?c-d|0:i;f[((a+48|0)+8|0)>>2]=c+(0-g)|0;e=e-(g<<3)|0;f[q>>2]=e;f[(a+48|0)>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;i=(c+(0-i)|0)>>>0<d>>>0&1;break}}while(0);c=f[r>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;g=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[r>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-w)|0;f[r>>2]=c-(w<<3);f[(a+32|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=c|i;c=f[s>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;g=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[s>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-w)|0;f[s>>2]=c-(w<<3);f[(a+16|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=i|c;c=f[(a+4|0)>>2]|0;do if(c>>>0>32)c=3;else{d=f[(a+8|0)>>2]|0;g=f[(a+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[(a+8|0)>>2]=d+(0-(c>>>3))|0;f[(a+4|0)>>2]=c&7;f[a>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[(a+8|0)>>2]=d+(0-w)|0;f[(a+4|0)>>2]=c-(w<<3);f[a>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);if(!(m>>>0<((o+p|0)+-7|0)>>>0&(i|c|0)==0))break;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m>>0]=e;e=f[q>>2]|0;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j+1>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k+1>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l+1>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m+1>>0]=e;j=j+2|0;k=k+2|0;l=l+2|0;m=m+2|0;e=f[q>>2]|0}if(l>>>0>(u+((p+3|0)>>>2)|0)>>>0|(k>>>0>u>>>0|j>>>0>t>>>0))c=-11;else{ktb(j,a+48|0,t,v+4|0,n&255);ktb(k,a+32|0,u,v+4|0,n&255);ktb(l,a+16|0,u+((p+3|0)>>>2)|0,v+4|0,n&255);ktb(m,a,o+p|0,v+4|0,n&255);c=((f[q>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[r>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[s>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?p:-11}f[a+272>>2]=c}function Rtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;k=f[a+80>>2]|0;l=f[a+88>>2]|0;r=f[a+112>>2]|0;s=f[a+144>>2]|0;t=f[a+152>>2]|0;u=f[a+160>>2]|0;v=f[a+168>>2]|0;j=f[a+296>>2]|0;m=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;w=f[a+472>>2]|0;p=f[a+560>>2]|0;q=f[a+568>>2]|0;x=f[a+616>>2]|0;while(1){do if(w>>>0>32){g=3;i=w}else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){g=c+(0-(w>>>3))|0;f[((a+48|0)+8|0)>>2]=g;i=w&7;f[m>>2]=i;f[(a+48|0)>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;g=0;break}if((c|0)==(d|0)){g=w>>>0<32?1:2;i=w;break}else{g=w>>>3;e=(c+(0-g)|0)>>>0<d>>>0?c-d|0:g;f[((a+48|0)+8|0)>>2]=c+(0-e)|0;i=w-(e<<3)|0;f[m>>2]=i;f[(a+48|0)>>2]=h[(c+(0-e)|0)>>0]|h[(c+(0-e)|0)+1>>0]<<8|h[(c+(0-e)|0)+2>>0]<<16|h[(c+(0-e)|0)+3>>0]<<24;g=(c+(0-g)|0)>>>0<d>>>0&1;break}}while(0);c=f[n>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;e=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[n>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-y)|0;f[n>>2]=c-(y<<3);f[(a+32|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);g=c|g;c=f[o>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;e=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[o>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-y)|0;f[o>>2]=c-(y<<3);f[(a+16|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);e=g|c;do if(x>>>0>32)c=3;else{c=f[(a+8|0)>>2]|0;d=f[(a+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){c=c+(0-(x>>>3))|0;f[(a+8|0)>>2]=c;f[(a+4|0)>>2]=x&7;f[a>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=0;break}if((c|0)==(d|0)){c=x>>>0<32?1:2;break}else{y=x>>>3;g=(c+(0-y)|0)>>>0<d>>>0?c-d|0:y;f[(a+8|0)>>2]=c+(0-g)|0;f[(a+4|0)>>2]=x-(g<<3);f[a>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;c=(c+(0-y)|0)>>>0<d>>>0&1;break}}while(0);if(!(v>>>0<((k+l|0)+-7|0)>>>0&(e|c|0)==0))break;g=f[(a+48|0)>>2]<<(i&31)>>>(0-j&31);i=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=s+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);w=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[t>>0]=w;b[t+1>>0]=w>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=t+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);y=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[u>>0]=y;b[u+1>>0]=y>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0);w=u+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;y=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);e=h[((r+4|0)+(y<<2)|0)>>0]|h[((r+4|0)+(y<<2)|0)+1>>0]<<8;b[v>>0]=e;b[v+1>>0]=e>>8;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(y<<2)+2>>0]|0);y=v+(h[(r+4|0)+(y<<2)+3>>0]|0)|0;e=f[(a+48|0)>>2]<<(f[m>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(e<<2)|0)>>0]|h[((r+4|0)+(e<<2)|0)+1>>0]<<8;b[g>>0]=x;b[g+1>>0]=x>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(e<<2)+2>>0]|0);e=g+(h[(r+4|0)+(e<<2)+3>>0]|0)|0;g=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[i>>0]=x;b[i+1>>0]=x>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=i+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[w>>0]=x;b[w+1>>0]=x>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=w+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[y>>0]=x;b[y+1>>0]=x>>8;x=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0)|0;f[(a+4|0)>>2]=x;s=e;t=g;u=i;v=y+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;w=f[m>>2]|0}if(u>>>0>(q+((l+3|0)>>>2)|0)>>>0|(t>>>0>q>>>0|s>>>0>p>>>0))c=-11;else{otb(s,a+48|0,p,r+4|0,j&255);otb(t,a+32|0,q,r+4|0,j&255);otb(u,a+16|0,q+((l+3|0)>>>2)|0,r+4|0,j&255);otb(v,a,k+l|0,r+4|0,j&255);c=((f[m>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[n>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[o>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?l:-11}f[a+144>>2]=s;f[a+152>>2]=t;f[a+160>>2]=u;f[a+168>>2]=v;f[a+272>>2]=c;f[a+472>>2]=w;f[a+616>>2]=x}
+function xz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26064;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function yz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h2(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26108;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262821;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262821)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262821)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Az(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Bz(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Bz(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Cz(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Cz(a,b);return}function Cz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Dz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;i=f[a>>2]|0;d=e-i>>2;c=d+1|0;j=i;if(c>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-i|0;g=m>>1;g=m>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);c=h+(d<<2)|0;d=c;h=h+(g<<2)|0;f[c>>2]=f[b>>2];g=c+4|0;if((e|0)==(j|0))c=j;else{do{e=e+-4|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-4>>2]=m;c=d+-4|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;b=i;if((c|0)!=(b|0)){g=c;do{g=g+-4|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){c=f[h>>2]|0;if(c|0){e=h+4|0;d=f[e>>2]|0;if((d|0)!=(c|0)){do{m=d+-4|0;f[e>>2]=m;d=f[m>>2]|0;f[m>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[e>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}}while((g|0)!=(b|0))}if(!i)return;sOb(i);return}function Ez(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;i=f[o>>2]|0;c=f[a>>2]|0;l=i-c>>5;d=l+1|0;j=c;if(d>>>0>134217727)AMb(a);n=a+8|0;h=(f[n>>2]|0)-c|0;m=h>>4;d=h>>5>>>0<67108863?(m>>>0<d>>>0?d:m):134217727;do if(!d)k=0;else if(d>>>0>134217727)vd();else{k=pOb(d<<5)|0;break}while(0);g=k+(l<<5)|0;c=g;m=k+(d<<5)|0;f[g>>2]=f[b>>2];d=k+(l<<5)+8|0;e=b+24|0;h=f[e>>2]|0;do if(!h){f[k+(l<<5)+24>>2]=0;d=i}else if((b+8|0)==(h|0)){f[k+(l<<5)+24>>2]=d;oh[f[(f[h>>2]|0)+12>>2]&1023](h,d);d=f[o>>2]|0;j=f[a>>2]|0;break}else{f[k+(l<<5)+24>>2]=h;f[e>>2]=0;d=i;break}while(0);k=g+32|0;if((d|0)==(j|0))g=d;else{do{e=d;d=d+-32|0;f[g+-32>>2]=f[d>>2];h=g+-24|0;b=e+-8|0;i=f[b>>2]|0;do if(!i)f[g+-8>>2]=0;else if((e+-24|0)==(i|0)){f[g+-8>>2]=h;l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,h);break}else{f[g+-8>>2]=i;f[b>>2]=0;break}while(0);g=c+-32|0;c=g}while((d|0)!=(j|0));g=f[a>>2]|0}f[a>>2]=c;c=f[o>>2]|0;f[o>>2]=k;f[n>>2]=m;e=g;if((c|0)!=(e|0))do{d=f[c+-8>>2]|0;if((c+-24|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);c=c+-32|0}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Fz(a){a=a|0;sOb(a);return}function Gz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return b|0}function Hz(a,b){a=a|0;b=b|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return}function Iz(a){a=a|0;return}function Jz(a){a=a|0;sOb(a);return}function Kz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Lz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62012?a+4|0:0)|0}function Mz(a){a=a|0;return 32}function Nz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Oz(a){a=a|0;sOb(a);return}function Pz(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=(b[c>>0]|0)!=0&1;d=c+1|0;return d|0}function Qz(a){a=a|0;return a+4|0}function Rz(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17688,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function Sz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262822;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262822)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262822)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Tz(a){a=a|0;sOb(a);return}function Uz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return b|0}function Vz(a,b){a=a|0;b=b|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return}function Wz(a){a=a|0;return}function Xz(a){a=a|0;sOb(a);return}function Yz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Zz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62294?a+4|0:0)|0}function _z(a){a=a|0;return 96}function $z(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aA(a){a=a|0;sOb(a);return}function bA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+8|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function cA(a){a=a|0;return a+8|0}function dA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;p[c>>3]=+p[a>>3];a=td(17776,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function eA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262823;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262823)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262823)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function fA(a){a=a|0;sOb(a);return}function gA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return b|0}function hA(a,b){a=a|0;b=b|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return}function iA(a){a=a|0;return}function jA(a){a=a|0;sOb(a);return}function kA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function lA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62595?a+4|0:0)|0}function mA(a){a=a|0;return 168}function nA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function oA(a){a=a|0;sOb(a);return}function pA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function qA(a){a=a|0;return a+4|0}function rA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17768,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function sA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262824;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262824)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262824)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function tA(a){a=a|0;sOb(a);return}function uA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return b|0}function vA(a,b){a=a|0;b=b|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return}function wA(a){a=a|0;return}function xA(a){a=a|0;sOb(a);return}function yA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function zA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62896?a+4|0:0)|0}function AA(a){a=a|0;return 240}function BA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function CA(a){a=a|0;sOb(a);return}function DA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EA(a){a=a|0;return a+4|0}function FA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17736,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262825;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262825)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262825)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HA(a){a=a|0;sOb(a);return}function IA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return b|0}function JA(a,b){a=a|0;b=b|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return}function KA(a){a=a|0;return}function LA(a){a=a|0;sOb(a);return}function MA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63229?a+4|0:0)|0}function OA(a){a=a|0;return 312}function PA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QA(a){a=a|0;return}function RA(a){a=a|0;sOb(a);return}function SA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;if((d-c|0)<16){c=0;u=k;return c|0}h=a+40|0;i=h;e=c;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));e=c+16|0;if((d-e|0)<16){c=0;u=k;return c|0}d=a+60|0;i=d;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));i=a+4|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];f[h+12>>2]=f[j+12>>2];a=a+20|0;f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];f[j+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[j>>2];f[d+4>>2]=f[j+4>>2];f[d+8>>2]=f[j+8>>2];f[d+12>>2]=f[j+12>>2];c=c+32|0;u=k;return c|0}function TA(a){a=a|0;return a+4|0}function UA(a){a=a|0;sOb(a);return}function VA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function WA(a){a=a|0;return a+4|0}function XA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;YA(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function YA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;a=pOb(16)|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[e>>2]=a;a=td(400,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=b+16|0;b=pOb(16)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];f[b+12>>2]=f[a+12>>2];f[e>>2]=b;b=td(400,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function ZA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262826;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262826)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262826)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _A(a){a=a|0;sOb(a);return}function $A(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return b|0}function aB(a,b){a=a|0;b=b|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return}function bB(a){a=a|0;return}function cB(a){a=a|0;sOb(a);return}function dB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63782?a+4|0:0)|0}function fB(a){a=a|0;return 424}function gB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function iB(a){a=a|0;var b=0;f[a>>2]=18272;b=f[a+4>>2]|0;if(!b){sOb(a);return}sOb(b);sOb(a);return}function jB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=d;if((l-c|0)<4){n=0;return n|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;j=a+8|0;f[j>>2]=0;oB(n,m);if(!m){n=d;return n|0}k=a+20|0;i=a+12|0;g=0;while(1){if((l-d|0)<1){d=0;c=13;break}e=(b[d>>0]|0)!=0&1;b[k>>0]=e;d=d+1|0;c=f[j>>2]|0;a=f[i>>2]|0;if((c|0)==(a<<5|0)){if((c+1|0)<0){c=7;break}a=a<<6;e=c+32&-32;oB(n,c>>>0<1073741823?(a>>>0<e>>>0?e:a):2147483647);c=f[j>>2]|0;a=b[k>>0]|0}else a=e;f[j>>2]=c+1;e=(f[n>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(!(a<<24>>24))c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;g=g+1|0;if(g>>>0>=m>>>0){c=13;break}}if((c|0)==7)AMb(n);else if((c|0)==13)return d|0;return 0}function kB(a){a=a|0;return a+4|0}function lB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function mB(a){a=a|0;yf()}function nB(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+16|0;c=j+8|0;d=j;h=a+8|0;if(f[h>>2]<<5>>>0>=b>>>0){u=j;return}f[g>>2]=0;i=g+4|0;f[i>>2]=0;e=g+8|0;f[e>>2]=0;if((b|0)<0)AMb(g);l=((b+-1|0)>>>5)+1|0;k=pOb(l<<2)|0;f[g>>2]=k;f[i>>2]=0;f[e>>2]=l;l=f[a>>2]|0;f[c>>2]=l;f[c+4>>2]=0;k=a+4|0;b=f[k>>2]|0;f[d>>2]=l+(b>>>5<<2);f[d+4>>2]=b&31;rB(g,c,d);b=f[a>>2]|0;f[a>>2]=f[g>>2];f[g>>2]=b;g=f[k>>2]|0;f[k>>2]=f[i>>2];f[i>>2]=g;i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i;if(b|0)sOb(b);u=j;return}function pB(a){a=a|0;sOb(a);return}function qB(a){a=a|0;return a+4|0}function rB(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+24|0;k=o+16|0;l=o+8|0;n=o;e=a+4|0;p=f[e>>2]|0;m=f[b>>2]|0;d=f[b+4>>2]|0;i=f[c>>2]|0;g=f[c+4>>2]|0;h=i-m<<3;f[e>>2]=p-d+g+h;e=(f[a>>2]|0)+(p>>>5<<2)|0;c=p&31;b=e;if((d|0)!=(c|0)){f[j>>2]=m;f[j+4>>2]=d;f[k>>2]=i;f[k+4>>2]=g;f[l>>2]=b;f[l+4>>2]=c;sB(n,j,k,l);u=o;return}c=g-d+h|0;h=m;if((c|0)>0){if(!d){d=0;b=m}else{p=32-d|0;b=(c|0)<(p|0)?c:p;p=-1>>>(p-b|0)&-1<<d;f[e>>2]=f[e>>2]&~p|f[h>>2]&p;d=b+d|0;h=h+4|0;c=c-b|0;e=e+(d>>>5<<2)|0;d=d&31;b=h}g=(c|0)/32|0;cQb(e|0,b|0,g<<2|0)|0;a=c-(g<<5)|0;c=e+(g<<2)|0;b=c;if((a|0)>0){d=-1>>>(32-a|0);f[c>>2]=f[c>>2]&~d|f[h+(g<<2)>>2]&d;d=a}}f[n>>2]=b;f[n+4>>2]=d;u=o;return}function sB(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=f[b>>2]|0;m=b+4|0;e=f[m>>2]|0;i=((f[c>>2]|0)-l<<3)+(f[c+4>>2]|0)-e|0;c=l;if((i|0)<=0){b=d+4|0;d=f[d>>2]|0;f[a>>2]=d;d=a+4|0;a=f[b>>2]|0;f[d>>2]=a;return}if(!e){e=d+4|0;k=e;e=f[e>>2]|0}else{g=32-e|0;l=(i|0)<(g|0)?i:g;g=-1>>>(g-l|0)&-1<<e&f[c>>2];k=d+4|0;e=f[k>>2]|0;j=32-e|0;c=j>>>0<l>>>0?j:l;h=f[d>>2]|0;e=f[h>>2]&~(-1>>>(j-c|0)&-1<<e);f[h>>2]=e;j=f[k>>2]|0;n=f[m>>2]|0;f[h>>2]=(j>>>0>n>>>0?g<<j-n:g>>>(n-j|0))|e;e=(f[k>>2]|0)+c|0;h=h+(e>>>5<<2)|0;f[d>>2]=h;e=e&31;f[k>>2]=e;j=l-c|0;if((j|0)>0){e=f[h>>2]&~(-1>>>(32-j|0));f[h>>2]=e;f[h>>2]=e|g>>>((f[m>>2]|0)+c|0);f[k>>2]=j;e=j}c=(f[b>>2]|0)+4|0;f[b>>2]=c;i=i-l|0}l=32-e|0;g=-1<<e;if((i|0)>31){h=~g;j=~i;j=i+((j|0)>-64?j:-64)+32&-32;e=i;while(1){m=f[c>>2]|0;n=f[d>>2]|0;o=f[n>>2]&h;f[n>>2]=o;f[n>>2]=o|m<<f[k>>2];n=n+4|0;f[d>>2]=n;f[n>>2]=f[n>>2]&g|m>>>l;c=(f[b>>2]|0)+4|0;f[b>>2]=c;if((e|0)<=63)break;else e=e+-32|0}i=i+-32-j|0}if((i|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}h=f[c>>2]&-1>>>(32-i|0);g=(l|0)<(i|0)?l:i;e=f[d>>2]|0;c=f[e>>2]&~(-1<<f[k>>2]&-1>>>(l-g|0));f[e>>2]=c;f[e>>2]=c|h<<f[k>>2];c=(f[k>>2]|0)+g|0;e=e+(c>>>5<<2)|0;f[d>>2]=e;f[k>>2]=c&31;c=i-g|0;if((c|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}f[e>>2]=f[e>>2]&~(-1>>>(32-c|0))|h>>>g;f[k>>2]=c;n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}function tB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;d=g;e=nd()|0;f[a>>2]=e;a=f[b+4>>2]|0;if(!a){u=g;return}c=0;do{i=(f[(f[b>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31)|0)!=0;f[d>>2]=c;h=td(17744,d|0)|0;f[d>>2]=i&1;i=td(17688,d|0)|0;sd(e|0,h|0,i|0);fd(i|0);fd(h|0);c=c+1|0}while((c|0)!=(a|0));u=g;return}function vB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262827;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262827)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262827)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wB(a){a=a|0;sOb(a);return}function xB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return b|0}function yB(a,b){a=a|0;b=b|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return}function zB(a){a=a|0;return}function AB(a){a=a|0;sOb(a);return}function BB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64257?a+4|0:0)|0}function DB(a){a=a|0;return 528}function EB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function GB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18388;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function HB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else LB(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function IB(a){a=a|0;return a+4|0}function JB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function KB(a){a=a|0;yf()}function LB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function MB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;NB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function NB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17768,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function OB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262828;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262828)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262828)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PB(a){a=a|0;sOb(a);return}function QB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return b|0}function RB(a,b){a=a|0;b=b|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return}function SB(a){a=a|0;return}function TB(a){a=a|0;sOb(a);return}function UB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64675?a+4|0:0)|0}function WB(a){a=a|0;return 584}function XB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YB(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function ZB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18480;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b);sOb(a);return}function _B(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;if((d-c|0)<4){A=0;return A|0}A=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;z=a+4|0;k=f[z>>2]|0;y=a+8|0;e=f[y>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-20-g|0)>>>0)/20|0)*20|0)|0;f[y>>2]=e}j=e;x=a+12|0;if((((f[x>>2]|0)-g|0)/20|0)>>>0<A>>>0){if(A>>>0>214748364)vd();m=pOb(A*20|0)|0;i=m+(((j-g|0)/20|0)*20|0)|0;l=i;m=m+(A*20|0)|0;if((e|0)==(k|0)){g=l;e=j}else{g=l;do{v=e;e=e+-20|0;f[i+-20>>2]=f[e>>2];f[i+-16>>2]=f[v+-16>>2];f[i+-12>>2]=f[v+-12>>2];w=i+-8|0;v=v+-8|0;f[w>>2]=f[v>>2];b[w+4>>0]=b[v+4>>0]|0;i=g+-20|0;g=i}while((e|0)!=(k|0));e=f[z>>2]|0}f[z>>2]=g;f[y>>2]=l;f[x>>2]=m;if(e|0)sOb(e)}m=a+40|0;n=a+56|0;o=a+64|0;if(!A){A=c;return A|0}p=a+20|0;q=a+44|0;k=a+24|0;l=a+28|0;r=a+48|0;s=a+52|0;t=a+32|0;u=a+60|0;v=a+36|0;w=a+68|0;j=a+20|0;i=0;while(1){c=Sg[f[(f[m>>2]|0)+8>>2]&255](m,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[n>>2]|0)+8>>2]&255](n,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[o>>2]|0)+8>>2]&255](o,c,d)|0;if(!c){c=0;e=21;break}B=f[p>>2]|0;a=f[k>>2]|0;g=f[l>>2]|0;e=f[q>>2]|0;f[p>>2]=e;f[k>>2]=f[r>>2];f[l>>2]=f[s>>2];f[q>>2]=B;f[r>>2]=a;f[s>>2]=g;g=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=g;g=b[v>>0]|0;b[v>>0]=b[w>>0]|0;b[w>>0]=g;g=f[y>>2]|0;if(g>>>0<(f[x>>2]|0)>>>0){f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[g>>2]=e;f[g+4>>2]=f[k>>2];f[g+8>>2]=f[l>>2];B=g+12|0;f[B>>2]=f[t>>2];b[B+4>>0]=b[t+4>>0]|0;f[y>>2]=(f[y>>2]|0)+20}else mC(z,j);i=i+1|0;if(i>>>0>=A>>>0){e=21;break}}if((e|0)==21)return c|0;return 0}function $B(a){a=a|0;return a+4|0}function aC(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function bC(a){a=a|0;yf()}function cC(a){a=a|0;return}function dC(a){a=a|0;sOb(a);return}function eC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=a+24|0;e=a+40|0;g=a+48|0;c=Sg[f[(f[h>>2]|0)+8>>2]&255](h,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[g>>2]|0)+8>>2]&255](g,c,d)|0;if(!c){h=0;return h|0}h=a+4|0;i=a+28|0;d=a+8|0;k=a+12|0;j=f[h>>2]|0;e=f[d>>2]|0;g=f[k>>2]|0;f[h>>2]=f[i>>2];h=a+32|0;f[d>>2]=f[h>>2];d=a+36|0;f[k>>2]=f[d>>2];f[i>>2]=j;f[h>>2]=e;f[d>>2]=g;d=a+16|0;g=a+44|0;h=f[d>>2]|0;f[d>>2]=f[g>>2];f[g>>2]=h;g=a+20|0;h=a+52|0;a=b[g>>0]|0;b[g>>0]=b[h>>0]|0;b[h>>0]=a;h=c;return h|0}function fC(a){a=a|0;return a+4|0}function gC(a){a=a|0;sOb(a);return}function hC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function iC(a){a=a|0;return a+4|0}function jC(a){a=a|0;sOb(a);return}function kC(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function lC(a){a=a|0;return a+4|0}function mC(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function nC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;oC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function oC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;c=g;i=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(i|0)/20|0;e=nd()|0;f[a>>2]=e;if(!i){u=g;return}a=0;do{k=f[b>>2]|0;i=pd()|0;f[c>>2]=h[k+(a*20|0)+16>>0];j=td(17704,c|0)|0;l=od(65491)|0;sd(i|0,l|0,j|0);fd(l|0);fd(j|0);j=od(65497)|0;l=pOb(12)|0;f[l>>2]=f[k+(a*20|0)>>2];f[l+4>>2]=f[k+(a*20|0)+4>>2];f[l+8>>2]=f[k+(a*20|0)+8>>2];f[c>>2]=l;l=td(872,c|0)|0;sd(i|0,j|0,l|0);fd(l|0);fd(j|0);j=od(65504)|0;f[c>>2]=f[k+(a*20|0)+12>>2];k=td(17768,c|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function pC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262829;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262829)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262829)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function qC(a){a=a|0;sOb(a);return}function rC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return b|0}function sC(a,b){a=a|0;b=b|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return}function tC(a){a=a|0;return}function uC(a){a=a|0;sOb(a);return}function vC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function wC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==66288?a+4|0:0)|0}function xC(a){a=a|0;return 904}function yC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function AC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18644;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function BC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-32-e|0)>>>5)<<5)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>5>>>0<n>>>0){if(n>>>0>134217727)vd();c=c-e|0;e=pOb(n<<5)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>5<<5);f[j>>2]=e+(n<<5);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<32){d=0;c=18;break}c=i;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[c+16>>2]=f[i+16>>2];f[c+20>>2]=f[i+20>>2];f[c+24>>2]=f[i+24>>2];f[c+28>>2]=f[i+28>>2];f[k>>2]=(f[k>>2]|0)+32}else IC(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function CC(a){a=a|0;return a+4|0}function DC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function EC(a){a=a|0;yf()}function FC(a){a=a|0;sOb(a);return}function GC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+4|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function HC(a){a=a|0;return a+4|0}function IC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function JC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;KC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function KC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>5;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<5)|0;h=pOb(32)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[h+16>>2]=f[i+16>>2];f[h+20>>2]=f[i+20>>2];f[h+24>>2]=f[i+24>>2];f[h+28>>2]=f[i+28>>2];f[c>>2]=h;h=td(992,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function LC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262830;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262830)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262830)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MC(a){a=a|0;sOb(a);return}function NC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return b|0}function OC(a,b){a=a|0;b=b|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return}function PC(a){a=a|0;return}function QC(a){a=a|0;sOb(a);return}function RC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67007?a+4|0:0)|0}function TC(a){a=a|0;return 1016}function UC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function WC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18760;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b);sOb(a);return}function XC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=d;if((s-c|0)<4){t=0;return t|0}t=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;j=f[r>>2]|0;q=a+8|0;c=f[q>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-24-g|0)>>>0)/24|0)*24|0)|0;f[q>>2]=c}e=c;p=a+12|0;if((((f[p>>2]|0)-g|0)/24|0)>>>0<t>>>0){if(t>>>0>178956970)vd();i=pOb(t*24|0)|0;e=i+(((e-g|0)/24|0)*24|0)|0;g=e;i=i+(t*24|0)|0;if((c|0)==(j|0))c=g;else{do{o=e;e=e+-24|0;n=c;c=c+-24|0;f[e>>2]=f[c>>2];f[o+-20>>2]=f[n+-20>>2];f[o+-16>>2]=f[n+-16>>2];f[o+-12>>2]=f[n+-12>>2];f[o+-8>>2]=f[n+-8>>2];f[o+-4>>2]=f[n+-4>>2]}while((c|0)!=(j|0));c=e}f[r>>2]=c;f[q>>2]=g;f[p>>2]=i;if(j|0)sOb(j)}if(!t){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;n=a+32|0;o=a+36|0;j=a+40|0;i=0;while(1){if((s-d|0)<24){d=0;c=19;break}c=k;e=d;g=c+24|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+24|0;c=f[q>>2]|0;if(c>>>0<(f[p>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];a=c+12|0;f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];f[a>>2]=f[n>>2];f[c+16>>2]=f[o>>2];f[c+20>>2]=f[j>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(r,k);i=i+1|0;if(i>>>0>=t>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function YC(a){a=a|0;return a+4|0}function ZC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function _C(a){a=a|0;yf()}function $C(a){a=a|0;sOb(a);return}function aD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+4|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function bD(a){a=a|0;return a+4|0}function cD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function dD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;eD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function eD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/24|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(24)|0;f[h>>2]=f[i+(a*24|0)>>2];f[h+4>>2]=f[i+(a*24|0)+4>>2];f[h+8>>2]=f[i+(a*24|0)+8>>2];f[h+12>>2]=f[i+(a*24|0)+12>>2];f[h+16>>2]=f[i+(a*24|0)+16>>2];f[h+20>>2]=f[i+(a*24|0)+20>>2];f[c>>2]=h;h=td(1112,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function fD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262831;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262831)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262831)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function gD(a){a=a|0;sOb(a);return}function hD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return b|0}function iD(a,b){a=a|0;b=b|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return}function jD(a){a=a|0;return}function kD(a){a=a|0;sOb(a);return}function lD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function mD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67696?a+4|0:0)|0}function nD(a){a=a|0;return 1144}function oD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function pD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18876;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function qD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=18900;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xD(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))xD(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function rD(a){a=a|0;return a+4|0}function sD(a){a=a|0;var b=0,c=0;f[a>>2]=18876;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function tD(a){a=a|0;yf()}function uD(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vD(a){a=a|0;sOb(a);return}function wD(a){a=a|0;return a+4|0}function xD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function AD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262832;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262832)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262832)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BD(a){a=a|0;sOb(a);return}function CD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return b|0}function DD(a,b){a=a|0;b=b|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return}function ED(a){a=a|0;return}function FD(a){a=a|0;sOb(a);return}function GD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==68491?a+4|0:0)|0}function ID(a){a=a|0;return 1264}function JD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18992;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19016;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))SD(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))SD(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MD(a){a=a|0;return a+4|0}function ND(a){a=a|0;var b=0,c=0;f[a>>2]=18992;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function OD(a){a=a|0;yf()}function PD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function QD(a){a=a|0;sOb(a);return}function RD(a){a=a|0;return a+4|0}function SD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function TD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;UD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function UD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function VD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262833;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262833)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262833)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function WD(a){a=a|0;sOb(a);return}function XD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return b|0}function YD(a,b){a=a|0;b=b|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return}function ZD(a){a=a|0;return}function _D(a){a=a|0;sOb(a);return}function $D(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function aE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==69279?a+4|0:0)|0}function bE(a){a=a|0;return 1384}function cE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function dE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19108;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19132;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))lE(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))lE(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fE(a){a=a|0;return a+4|0}function gE(a){a=a|0;var b=0,c=0;f[a>>2]=19108;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function hE(a){a=a|0;yf()}function iE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function jE(a){a=a|0;sOb(a);return}function kE(a){a=a|0;return a+4|0}function lE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function mE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;nE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function nE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function oE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262834;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262834)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262834)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pE(a){a=a|0;sOb(a);return}function qE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return b|0}function rE(a,b){a=a|0;b=b|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return}function sE(a){a=a|0;return}function tE(a){a=a|0;sOb(a);return}function uE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70068?a+4|0:0)|0}function wE(a){a=a|0;return 1504}function xE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yE(a){a=a|0;var b=0,c=0;f[a>>2]=19224;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function zE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19224;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function AE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19248;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GE(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))GE(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function BE(a){a=a|0;return a+4|0}function CE(a){a=a|0;yf()}function DE(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EE(a){a=a|0;sOb(a);return}function FE(a){a=a|0;return a+4|0}function GE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function HE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function JE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262835;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262835)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262835)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KE(a){a=a|0;sOb(a);return}function LE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return b|0}function ME(a,b){a=a|0;b=b|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return}function NE(a){a=a|0;return}function OE(a){a=a|0;sOb(a);return}function PE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70863?a+4|0:0)|0}function RE(a){a=a|0;return 1624}function SE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TE(a){a=a|0;var b=0,c=0;f[a>>2]=19340;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function UE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19340;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function VE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19364;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$E(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))$E(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WE(a){a=a|0;return a+4|0}function XE(a){a=a|0;yf()}function YE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZE(a){a=a|0;sOb(a);return}function _E(a){a=a|0;return a+4|0}function $E(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function aF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function cF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262836;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262836)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262836)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dF(a){a=a|0;sOb(a);return}function eF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return b|0}function fF(a,b){a=a|0;b=b|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return}function gF(a){a=a|0;return}function hF(a){a=a|0;sOb(a);return}function iF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==71654?a+4|0:0)|0}function kF(a){a=a|0;return 1744}function lF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function nF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19456;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b);sOb(a);return}function oF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=d;if((C-c|0)<4){D=0;return D|0}D=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;B=a+4|0;c=f[B>>2]|0;A=a+8|0;e=f[A>>2]|0;if((e|0)!=(c|0))f[A>>2]=e+(~((e+-64-c|0)>>>6)<<6);vF(B,D);if(!D){D=d;return D|0}k=a+20|0;l=a+12|0;m=a+24|0;n=a+28|0;o=a+32|0;p=a+36|0;q=a+40|0;r=a+44|0;s=a+48|0;t=a+52|0;u=a+56|0;v=a+60|0;w=a+64|0;x=a+68|0;y=a+72|0;z=a+76|0;j=a+80|0;e=0;while(1){if((C-d|0)<64){d=0;c=11;break}a=k;g=d;i=a+64|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(i|0));d=d+64|0;c=f[A>>2]|0;if(c>>>0<(f[l>>2]|0)>>>0){a=c;g=k;i=a+64|0;do{f[a>>2]=f[g>>2];a=a+4|0;g=g+4|0}while((a|0)<(i|0));f[c>>2]=f[k>>2];f[c+4>>2]=f[m>>2];f[c+8>>2]=f[n>>2];f[c+12>>2]=f[o>>2];f[c+16>>2]=f[p>>2];f[c+20>>2]=f[q>>2];f[c+24>>2]=f[r>>2];f[c+28>>2]=f[s>>2];f[c+32>>2]=f[t>>2];f[c+36>>2]=f[u>>2];f[c+40>>2]=f[v>>2];f[c+44>>2]=f[w>>2];f[c+48>>2]=f[x>>2];f[c+52>>2]=f[y>>2];f[c+56>>2]=f[z>>2];f[c+60>>2]=f[j>>2];f[A>>2]=(f[A>>2]|0)+64}else wF(B,k);e=e+1|0;if(e>>>0>=D>>>0){c=11;break}}if((c|0)==11)return d|0;return 0}function pF(a){a=a|0;return a+4|0}function qF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function rF(a){a=a|0;yf()}function sF(a){a=a|0;sOb(a);return}function tF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<64){c=0;return c|0}a=a+4|0;d=c;e=a+64|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+64|0;return c|0}function uF(a){a=a|0;return a+4|0}function vF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;c=f[a>>2]|0;g=c;if((f[j>>2]|0)-c>>6>>>0>=b>>>0)return;k=a+4|0;if(b>>>0>67108863)vd();d=f[k>>2]|0;h=pOb(b<<6)|0;e=h+(d-c>>6<<6)|0;i=e;h=h+(b<<6)|0;b=d;if((b|0)==(g|0))b=i;else{d=b+-64-c|0;c=b;b=e;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));b=e+(~(d>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=i;f[j>>2]=h;if(!c)return;sOb(c);return}function wF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;c=f[a>>2]|0;i=(f[k>>2]|0)-c>>6;d=i+1|0;if(d>>>0>67108863)AMb(a);l=a+8|0;j=(f[l>>2]|0)-c|0;c=j>>5;c=j>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)h=0;else if(c>>>0>67108863)vd();else{h=pOb(c<<6)|0;break}while(0);d=h+(i<<6)|0;j=h+(c<<6)|0;c=d;e=b;g=c+64|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[d>>2]=f[b>>2];f[h+(i<<6)+4>>2]=f[b+4>>2];f[h+(i<<6)+8>>2]=f[b+8>>2];f[h+(i<<6)+12>>2]=f[b+12>>2];f[h+(i<<6)+16>>2]=f[b+16>>2];f[h+(i<<6)+20>>2]=f[b+20>>2];f[h+(i<<6)+24>>2]=f[b+24>>2];f[h+(i<<6)+28>>2]=f[b+28>>2];f[h+(i<<6)+32>>2]=f[b+32>>2];f[h+(i<<6)+36>>2]=f[b+36>>2];f[h+(i<<6)+40>>2]=f[b+40>>2];f[h+(i<<6)+44>>2]=f[b+44>>2];f[h+(i<<6)+48>>2]=f[b+48>>2];f[h+(i<<6)+52>>2]=f[b+52>>2];f[h+(i<<6)+56>>2]=f[b+56>>2];f[h+(i<<6)+60>>2]=f[b+60>>2];h=d+64|0;b=f[a>>2]|0;e=f[k>>2]|0;c=b;if((e|0)!=(b|0)){g=e+-64-c|0;c=e;e=d;do{i=e;e=e+-64|0;m=c;c=c+-64|0;f[e>>2]=f[c>>2];f[i+-60>>2]=f[m+-60>>2];f[i+-56>>2]=f[m+-56>>2];f[i+-52>>2]=f[m+-52>>2];f[i+-48>>2]=f[m+-48>>2];f[i+-44>>2]=f[m+-44>>2];f[i+-40>>2]=f[m+-40>>2];f[i+-36>>2]=f[m+-36>>2];f[i+-32>>2]=f[m+-32>>2];f[i+-28>>2]=f[m+-28>>2];f[i+-24>>2]=f[m+-24>>2];f[i+-20>>2]=f[m+-20>>2];f[i+-16>>2]=f[m+-16>>2];f[i+-12>>2]=f[m+-12>>2];f[i+-8>>2]=f[m+-8>>2];f[i+-4>>2]=f[m+-4>>2]}while((c|0)!=(b|0));d=d+(~(g>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=j;if(!c)return;sOb(c);return}function xF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;yF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function yF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>6;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}e=0;do{j=f[b>>2]|0;h=pOb(64)|0;f[h>>2]=f[j+(e<<6)>>2];f[h+4>>2]=f[j+(e<<6)+4>>2];f[h+8>>2]=f[j+(e<<6)+8>>2];f[h+12>>2]=f[j+(e<<6)+12>>2];f[h+16>>2]=f[j+(e<<6)+16>>2];f[h+20>>2]=f[j+(e<<6)+20>>2];f[h+24>>2]=f[j+(e<<6)+24>>2];f[h+28>>2]=f[j+(e<<6)+28>>2];f[h+32>>2]=f[j+(e<<6)+32>>2];f[h+36>>2]=f[j+(e<<6)+36>>2];f[h+40>>2]=f[j+(e<<6)+40>>2];f[h+44>>2]=f[j+(e<<6)+44>>2];f[h+48>>2]=f[j+(e<<6)+48>>2];f[h+52>>2]=f[j+(e<<6)+52>>2];f[h+56>>2]=f[j+(e<<6)+56>>2];f[h+60>>2]=f[j+(e<<6)+60>>2];f[c>>2]=h;h=td(1952,c|0)|0;j=f[a>>2]|0;f[c>>2]=e;i=td(17744,c|0)|0;sd(j|0,i|0,h|0);fd(i|0);fd(h|0);e=e+1|0}while((e|0)!=(d|0));u=g;return}function zF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262837;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262837)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262837)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AF(a){a=a|0;sOb(a);return}function BF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return b|0}function CF(a,b){a=a|0;b=b|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return}function DF(a){a=a|0;return}function EF(a){a=a|0;sOb(a);return}function FF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==72975?a+4|0:0)|0}function HF(a){a=a|0;return 1984}function IF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JF(a){a=a|0;var b=0,c=0;f[a>>2]=19572;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function KF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19572;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19596;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))RF(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))RF(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MF(a){a=a|0;return a+4|0}function NF(a){a=a|0;yf()}function OF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function PF(a){a=a|0;sOb(a);return}function QF(a){a=a|0;return a+4|0}function RF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function SF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function UF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262838;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262838)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262838)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VF(a){a=a|0;sOb(a);return}function WF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return b|0}function XF(a,b){a=a|0;b=b|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return}function YF(a){a=a|0;return}function ZF(a){a=a|0;sOb(a);return}function _F(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $F(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==73771?a+4|0:0)|0}function aG(a){a=a|0;return 2104}function bG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cG(a){a=a|0;var b=0,c=0;f[a>>2]=19688;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function dG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19688;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19712;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))kG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))kG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fG(a){a=a|0;return a+4|0}function gG(a){a=a|0;yf()}function hG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function iG(a){a=a|0;sOb(a);return}function jG(a){a=a|0;return a+4|0}function kG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function lG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;mG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function mG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function nG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262839;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262839)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262839)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oG(a){a=a|0;return}function pG(a){a=a|0;sOb(a);return}function qG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return b|0}function rG(a,b){a=a|0;b=b|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return}function sG(a){a=a|0;return}function tG(a){a=a|0;sOb(a);return}function uG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==74567?a+4|0:0)|0}function wG(a){a=a|0;return 2224}function xG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19804;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function zG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19828;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))GG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function AG(a){a=a|0;return a+4|0}function BG(a){a=a|0;var b=0,c=0;f[a>>2]=19804;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function CG(a){a=a|0;yf()}function DG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function EG(a){a=a|0;sOb(a);return}function FG(a){a=a|0;return a+4|0}function GG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function HG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function JG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262840;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262840)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262840)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KG(a){a=a|0;sOb(a);return}function LG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return b|0}function MG(a,b){a=a|0;b=b|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return}function NG(a){a=a|0;return}function OG(a){a=a|0;sOb(a);return}function PG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==75363?a+4|0:0)|0}function RG(a){a=a|0;return 2344}function SG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TG(a){a=a|0;var b=0,c=0;f[a>>2]=19920;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function UG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19920;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function VG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19944;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$G(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))$G(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WG(a){a=a|0;return a+4|0}function XG(a){a=a|0;yf()}function YG(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function ZG(a){a=a|0;sOb(a);return}function _G(a){a=a|0;return a+4|0}function $G(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function aH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function cH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262841;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262841)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262841)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dH(a){a=a|0;sOb(a);return}function eH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return b|0}function fH(a,b){a=a|0;b=b|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return}function gH(a){a=a|0;return}function hH(a){a=a|0;sOb(a);return}function iH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76159?a+4|0:0)|0}function kH(a){a=a|0;return 2464}function lH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mH(a){a=a|0;var b=0,c=0;f[a>>2]=20036;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function nH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20036;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function oH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=20060;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))uH(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))uH(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function pH(a){a=a|0;return a+4|0}function qH(a){a=a|0;yf()}function rH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function sH(a){a=a|0;sOb(a);return}function tH(a){a=a|0;return a+4|0}function uH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;wH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function wH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function xH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262842;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262842)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262842)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yH(a){a=a|0;sOb(a);return}function zH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return b|0}function AH(a,b){a=a|0;b=b|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return}function BH(a){a=a|0;return}function CH(a){a=a|0;sOb(a);return}function DH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76956?a+4|0:0)|0}function FH(a){a=a|0;return 2584}function GH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HH(a){a=a|0;var b=0,c=0;f[a>>2]=20152;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function IH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20152;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function JH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20176;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))PH(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))PH(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function KH(a){a=a|0;return a+4|0}function LH(a){a=a|0;yf()}function MH(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NH(a){a=a|0;sOb(a);return}function OH(a){a=a|0;return a+4|0}function PH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function SH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262843;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262843)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262843)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TH(a){a=a|0;sOb(a);return}function UH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return b|0}function VH(a,b){a=a|0;b=b|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return}function WH(a){a=a|0;return}function XH(a){a=a|0;sOb(a);return}function YH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==77760?a+4|0:0)|0}function _H(a){a=a|0;return 2704}function $H(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20268;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function bI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20292;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))iI(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))iI(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function cI(a){a=a|0;return a+4|0}function dI(a){a=a|0;var b=0,c=0;f[a>>2]=20268;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function eI(a){a=a|0;yf()}function fI(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function gI(a){a=a|0;sOb(a);return}function hI(a){a=a|0;return a+4|0}function iI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function jI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;kI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function kI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function lI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262844;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262844)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262844)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mI(a){a=a|0;sOb(a);return}function nI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return b|0}function oI(a,b){a=a|0;b=b|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return}function pI(a){a=a|0;return}function qI(a){a=a|0;sOb(a);return}function rI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==78546?a+4|0:0)|0}function tI(a){a=a|0;return 2824}function uI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function wI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20384;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function xI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-16-e|0)>>>4)<<4)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>4>>>0<n>>>0){if(n>>>0>268435455)vd();c=c-e|0;e=pOb(n<<4)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>4<<4);f[j>>2]=e+(n<<4);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<16){d=0;c=18;break}c=i;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[k>>2]=(f[k>>2]|0)+16}else BI(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function yI(a){a=a|0;return a+4|0}function zI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function AI(a){a=a|0;yf()}function BI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function CI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;DI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function DI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>4;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<4)|0;h=pOb(16)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[c>>2]=h;h=td(400,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function EI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262845;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262845)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262845)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FI(a){a=a|0;sOb(a);return}function GI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return b|0}function HI(a,b){a=a|0;b=b|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return}function II(a){a=a|0;return}function JI(a){a=a|0;sOb(a);return}function KI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79010?a+4|0:0)|0}function MI(a){a=a|0;return 2880}function NI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function PI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20476;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function QI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else XI(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function RI(a){a=a|0;return a+4|0}function SI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function TI(a){a=a|0;yf()}function UI(a){a=a|0;sOb(a);return}function VI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function WI(a){a=a|0;return a+4|0}function XI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function YI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;ZI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function ZI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=(f[b>>2]|0)+(a*12|0)|0;h=pOb(12)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[c>>2]=h;h=td(2968,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function _I(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262846;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262846)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262846)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $I(a){a=a|0;sOb(a);return}function aJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return b|0}function bJ(a,b){a=a|0;b=b|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return}function cJ(a){a=a|0;return}function dJ(a){a=a|0;sOb(a);return}function eJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79652?a+4|0:0)|0}function gJ(a){a=a|0;return 2992}function hJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function jJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20592;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function kJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d;if((p-c|0)<4){q=0;return q|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;o=a+4|0;j=f[o>>2]|0;n=a+8|0;c=f[n>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-g|0)>>>0)/12|0)*12|0)|0;f[n>>2]=c}e=c;m=a+12|0;if((((f[m>>2]|0)-g|0)/12|0)>>>0<q>>>0){if(q>>>0>357913941)vd();i=pOb(q*12|0)|0;e=i+(((e-g|0)/12|0)*12|0)|0;g=e;i=i+(q*12|0)|0;if((c|0)==(j|0))c=g;else{do{l=e;e=e+-12|0;k=c;c=c+-12|0;f[e>>2]=f[c>>2];f[l+-8>>2]=f[k+-8>>2];f[l+-4>>2]=f[k+-4>>2]}while((c|0)!=(j|0));c=e}f[o>>2]=c;f[n>>2]=g;f[m>>2]=i;if(j|0)sOb(j)}if(!q){q=d;return q|0}k=a+20|0;l=a+24|0;j=a+28|0;i=0;while(1){if((p-d|0)<12){d=0;c=19;break}c=k;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[n>>2]|0;if(c>>>0<(f[m>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[j>>2];f[n>>2]=(f[n>>2]|0)+12}else oJ(o,k);i=i+1|0;if(i>>>0>=q>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function lJ(a){a=a|0;return a+4|0}function mJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function nJ(a){a=a|0;yf()}function oJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function pJ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;qJ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function qJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(12)|0;f[h>>2]=f[i+(a*12|0)>>2];f[h+4>>2]=f[i+(a*12|0)+4>>2];f[h+8>>2]=f[i+(a*12|0)+8>>2];f[c>>2]=h;h=td(872,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function rJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262847;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262847)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262847)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sJ(a){a=a|0;sOb(a);return}function tJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return b|0}function uJ(a,b){a=a|0;b=b|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return}function vJ(a){a=a|0;return}function wJ(a){a=a|0;sOb(a);return}function xJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==80193?a+4|0:0)|0}function zJ(a){a=a|0;return 3048}function AJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function CJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20684;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function DJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=d;if((q-c|0)<4){r=0;return r|0}r=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;p=a+4|0;m=f[p>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-16-l|0)>>>4)<<4)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>4>>>0<r>>>0){if(r>>>0>268435455)vd();k=pOb(r<<4)|0;g=k+(e-l>>4<<4)|0;j=g;k=k+(r<<4)|0;if((c|0)==(m|0))c=j;else{i=c+-16|0;e=g;do{s=e;e=e+-16|0;t=c;c=c+-16|0;f[e>>2]=f[c>>2];f[s+-12>>2]=f[t+-12>>2];f[s+-8>>2]=f[t+-8>>2];f[s+-4>>2]=f[t+-4>>2]}while((c|0)!=(m|0));c=g+(~((i-l|0)>>>4)<<4)|0}f[p>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!r){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;j=a+32|0;i=0;while(1){if((q-d|0)<16){d=0;c=20;break}c=k;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[c+12>>2]=f[j>>2];f[o>>2]=(f[o>>2]|0)+16}else KJ(p,k);i=i+1|0;if(i>>>0>=r>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function EJ(a){a=a|0;return a+4|0}function FJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function GJ(a){a=a|0;yf()}function HJ(a){a=a|0;sOb(a);return}function IJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function JJ(a){a=a|0;return a+4|0}function KJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function LJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;c=(f[a+4>>2]|0)-(f[a>>2]|0)>>4;d=nd()|0;e=d;if(!c){g=f[64564]|0;fd(g|0);f[64564]=e;fd(0);u=h;return}g=0;do{j=f[a>>2]|0;i=pOb(16)|0;f[i>>2]=f[j+(g<<4)>>2];f[i+4>>2]=f[j+(g<<4)+4>>2];f[i+8>>2]=f[j+(g<<4)+8>>2];f[i+12>>2]=f[j+(g<<4)+12>>2];f[b>>2]=i;i=td(3256,b|0)|0;f[b>>2]=g;j=td(17744,b|0)|0;sd(d|0,j|0,i|0);fd(j|0);fd(i|0);g=g+1|0}while((g|0)!=(c|0));j=f[64564]|0;fd(j|0);f[64564]=e;fd(0);u=h;return}function MJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262848;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262848)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262848)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NJ(a){a=a|0;sOb(a);return}function OJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return b|0}function PJ(a,b){a=a|0;b=b|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return}function QJ(a){a=a|0;return}function RJ(a){a=a|0;sOb(a);return}function SJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81477?a+4|0:0)|0}function UJ(a){a=a|0;return 3288}function VJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WJ(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function XJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20800;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function YJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else aK(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function ZJ(a){a=a|0;return a+4|0}function _J(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function $J(a){a=a|0;yf()}function aK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function dK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262849;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262849)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262849)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eK(a){a=a|0;sOb(a);return}function fK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return b|0}function gK(a,b){a=a|0;b=b|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return}function hK(a){a=a|0;return}function iK(a){a=a|0;sOb(a);return}function jK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81862?a+4|0:0)|0}function lK(a){a=a|0;return 3344}function mK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function oK(a){a=a|0;var b=0,c=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function pK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=d;if((p-c|0)<4){r=0;return r|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;g=f[r>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){f[o>>2]=g;c=e}n=a+12|0;if(((f[n>>2]|0)-e|0)>>>0<q>>>0){c=c-e|0;e=pOb(q)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[r>>2]=e;f[o>>2]=e+c;f[n>>2]=e+q;if(g|0)sOb(g)}else if(!q){r=d;return r|0}m=a+20|0;k=0;while(1){if((p-d|0)<1){d=0;c=23;break}l=b[d>>0]|0;b[m>>0]=l;d=d+1|0;c=f[o>>2]|0;j=f[n>>2]|0;e=j;if(c>>>0<j>>>0){b[c>>0]=l;f[o>>2]=(f[o>>2]|0)+1}else{j=f[r>>2]|0;a=c-j|0;c=a+1|0;i=j;if((c|0)<0){c=15;break}e=e-j|0;g=e<<1;c=e>>>0<1073741823?(g>>>0<c>>>0?c:g):2147483647;if(!c)g=0;else g=pOb(c)|0;e=g+a|0;b[e>>0]=l;if((a|0)>0)bQb(g|0,i|0,a|0)|0;f[r>>2]=g;f[o>>2]=e+1;f[n>>2]=g+c;if(j|0)sOb(i)}k=k+1|0;if(k>>>0>=q>>>0){c=23;break}}if((c|0)==15)AMb(r);else if((c|0)==23)return d|0;return 0}function qK(a){a=a|0;return a+4|0}function rK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function sK(a){a=a|0;yf()}function tK(a){a=a|0;sOb(a);return}function uK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function vK(a){a=a|0;return a+4|0}function wK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;xK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function xK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)|0;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=h[(f[b>>2]|0)+a>>0];i=td(17704,c|0)|0;f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function yK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262850;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262850)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262850)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function zK(a){a=a|0;sOb(a);return}function AK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return b|0}function BK(a,b){a=a|0;b=b|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return}function CK(a){a=a|0;return}function DK(a){a=a|0;sOb(a);return}function EK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function FK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82350?a+4|0:0)|0}function GK(a){a=a|0;return 3448}function HK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function IK(a){a=a|0;sOb(a);return}function JK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function KK(a){a=a|0;return a+4|0}function LK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function MK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262851;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262851)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262851)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NK(a){a=a|0;sOb(a);return}function OK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return b|0}function PK(a,b){a=a|0;b=b|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return}function QK(a){a=a|0;return}function RK(a){a=a|0;sOb(a);return}function SK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82828?a+4|0:0)|0}function UK(a){a=a|0;return 3520}function VK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function XK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function YK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;e=a+36|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}d=c+8|0;if((g-d|0)<8){i=0;return i|0}j=c;k=j;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;g=d;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+40|0;l=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=l;d=a+12|0;l=a+44|0;i=f[d>>2]|0;f[d>>2]=f[l>>2];f[l>>2]=i;l=a+16|0;i=a+48|0;d=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=k;f[i+4>>2]=j;i=a+28|0;f[i>>2]=e;f[i+4>>2]=g;i=c+16|0;return i|0}function ZK(a){a=a|0;return a+4|0}function _K(a){a=a|0;var b=0,c=0;f[a>>2]=21076;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function $K(a){a=a|0;yf()}function aL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(3560,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);bF(e,b+4|0);g=od(83082)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=nd()|0;f[e>>2]=f[b+16>>2];g=td(17744,e|0)|0;f[e>>2]=0;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);f[e>>2]=f[b+20>>2];g=td(17744,e|0)|0;f[e>>2]=1;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);g=od(83094)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+24|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function cL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function dL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262852;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262852)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262852)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eL(a){a=a|0;sOb(a);return}function fL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return b|0}function gL(a,b){a=a|0;b=b|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return}function hL(a){a=a|0;return}function iL(a){a=a|0;sOb(a);return}function jL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83333?a+4|0:0)|0}function lL(a){a=a|0;return 3584}function mL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nL(a){a=a|0;sOb(a);return}function oL(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function pL(a){a=a|0;return a+4|0}function qL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function rL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262853;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262853)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262853)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sL(a){a=a|0;sOb(a);return}function tL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return b|0}function uL(a,b){a=a|0;b=b|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return}function vL(a){a=a|0;return}function wL(a){a=a|0;sOb(a);return}function xL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83845?a+4|0:0)|0}function zL(a){a=a|0;return 3656}function AL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21212;f[a+72>>2]=19108;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19108;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19108;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function CL(a){a=a|0;BL(a);sOb(a);return}function DL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function EL(a){a=a|0;return a+4|0}function FL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function GL(a){a=a|0;yf()}function HL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;nE(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);nE(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);nE(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function JL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262854;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262854)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262854)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KL(a){a=a|0;sOb(a);return}function LL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return b|0}function ML(a,b){a=a|0;b=b|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return}function NL(a){a=a|0;return}function OL(a){a=a|0;sOb(a);return}function PL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84411?a+4|0:0)|0}function RL(a){a=a|0;return 3712}function SL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21304;f[a+72>>2]=19340;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19340;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19340;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function UL(a){a=a|0;TL(a);sOb(a);return}function VL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function WL(a){a=a|0;return a+4|0}function XL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function YL(a){a=a|0;yf()}function ZL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_L(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _L(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;bF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);bF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);bF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $L(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262855;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262855)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262855)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aM(a){a=a|0;sOb(a);return}function bM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return b|0}function cM(a,b){a=a|0;b=b|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return}function dM(a){a=a|0;return}function eM(a){a=a|0;sOb(a);return}function fM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84922?a+4|0:0)|0}function hM(a){a=a|0;return 3768}function iM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21396;f[a+72>>2]=21468;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=21468;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=21468;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function kM(a){a=a|0;jM(a);sOb(a);return}function lM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function mM(a){a=a|0;return a+4|0}function nM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function oM(a){a=a|0;yf()}function pM(a){a=a|0;var b=0,c=0;f[a>>2]=21468;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function qM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21468;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function rM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=21492;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xM(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))xM(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function sM(a){a=a|0;return a+4|0}function tM(a){a=a|0;yf()}function uM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function vM(a){a=a|0;sOb(a);return}function wM(a){a=a|0;return a+4|0}function xM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function yM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;e=b;c=pd()|0;zM(e,a);d=od(84160)|0;g=f[e>>2]|0;sd(c|0,d|0,g|0);fd(d|0);fd(g|0);zM(e,a+12|0);g=od(84179)|0;d=f[e>>2]|0;sd(c|0,g|0,d|0);fd(g|0);fd(d|0);zM(e,a+24|0);d=od(84192)|0;a=f[e>>2]|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function zM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function AM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262856;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262856)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262856)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BM(a){a=a|0;sOb(a);return}function CM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return b|0}function DM(a,b){a=a|0;b=b|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return}function EM(a){a=a|0;return}function FM(a){a=a|0;sOb(a);return}function GM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==85883?a+4|0:0)|0}function IM(a){a=a|0;return 3920}function JM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21560;f[a+72>>2]=19572;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19572;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19572;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function LM(a){a=a|0;KM(a);sOb(a);return}function MM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function NM(a){a=a|0;return a+4|0}function OM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function PM(a){a=a|0;yf()}function QM(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RM(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;TF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);TF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);TF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function SM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262857;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262857)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262857)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TM(a){a=a|0;sOb(a);return}function UM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return b|0}function VM(a,b){a=a|0;b=b|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return}function WM(a){a=a|0;return}function XM(a){a=a|0;sOb(a);return}function YM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86398?a+4|0:0)|0}function _M(a){a=a|0;return 3976}function $M(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21652;f[a+72>>2]=19688;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19688;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19688;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function bN(a){a=a|0;aN(a);sOb(a);return}function cN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function dN(a){a=a|0;return a+4|0}function eN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function fN(a){a=a|0;yf()}function gN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function hN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;mG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);mG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);mG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262858;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262858)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262858)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jN(a){a=a|0;sOb(a);return}function kN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return b|0}function lN(a,b){a=a|0;b=b|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return}function mN(a){a=a|0;return}function nN(a){a=a|0;sOb(a);return}function oN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86913?a+4|0:0)|0}function qN(a){a=a|0;return 4032}function rN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21744;f[a+72>>2]=19804;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19804;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19804;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function tN(a){a=a|0;sN(a);sOb(a);return}
+function Du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=125;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Eu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=124;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Fu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=126;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Gu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=127;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Hu(a,c,d){a=+a;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=162;b[k+1>>0]=0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;n[s>>2]=a;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;n[s>>2]=c;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=d;d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Iu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=163;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=164;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=165;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=166;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Mu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=167;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=168;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ou(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=169;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=170;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Qu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=171;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=172;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Su(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=173;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=174;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=175;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=176;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Wu(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=177;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Xu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=178;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Yu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=179;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=180;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function _u(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=181;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function $u(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=182;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=a;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;c=d;l=f[c>>2]|0;c=f[c+4>>2]|0;a=(f[64571]|0)+a|0;d=a;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,55,e,63,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function av(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=183;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function bv(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=184;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function cv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+64|0;m=k+44|0;n=k+40|0;l=k+48|0;i=k+20|0;g=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;f[g>>2]=d;f[g+4>>2]=e;d=g+8|0;f[d>>2]=0;e=g+12|0;f[e>>2]=0;f[g+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=185;b[a+1>>0]=0;bha(258284,i);bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function dv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=186;b[a+1>>0]=0;bha(258284,h);a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,12,k)|0;e=(f[64571]|0)+e|0;a=d;c=e+12|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ev(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=187;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function fv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=188;b[r>>0]=82;mha(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,27,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=m;return}function gv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=192;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=193;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=194;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=195;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=196;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=197;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=198;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function nv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k+4|0;i=k;j=k+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=199;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[i>>2]=c;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[i>>2]=a;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64572]|0;c=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;e=g;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){u=k;return}f[64572]=e;u=k;return}function ov(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=200;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;i=n+60|0;j=n+48|0;k=n+64|0;g=n;l=n+56|0;m=n+52|0;E8(g,c);c=f[d>>2]|0;f[l>>2]=c;kd(c|0);c=f[e>>2]|0;f[m>>2]=c;kd(c|0);c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;c=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=201;b[c+1>>0]=0;c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;c=f[64571]|0;e=c+e|0;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;d=f[64571]|0;e=d+(e-c)|0;g=a;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));c=(f[64570]|0)+1|0;f[64570]=c;a=f[64572]|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(a-d)|0;b[k>>0]=c;b[k+1>>0]=c>>8;b[k+2>>0]=c>>16;b[k+3>>0]=c>>24;Xga(c,90,l,0,m);c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}f[64572]=c;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}function qv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;l=m+8|0;j=m+4|0;h=m;f[l>>2]=a;f[l+4>>2]=c;i=l+8|0;f[i>>2]=0;k=l+12|0;f[k>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=0;b[r>>0]=82;nha(258284,r,q,l);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}if((f[k>>2]|0)!=(a|0))f[k>>2]=a;sOb(a);u=m;return}function rv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=2;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,c,55,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function sv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function tv(a,c,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;w=u;u=u+96|0;y=w+76|0;z=w+72|0;x=w+82|0;G=w+80|0;E=w+68|0;D=w+64|0;B=w+60|0;A=w+56|0;F=w+52|0;C=w+44|0;t=w+20|0;r=w;p=w+48|0;q=w+40|0;f[t>>2]=a;f[t+4>>2]=c;s=t+8|0;f[s>>2]=0;v=t+12|0;f[v>>2]=0;f[t+16>>2]=0;f[r>>2]=e;f[r+4>>2]=g;e=r+8|0;f[e>>2]=0;g=r+12|0;f[g>>2]=0;f[r+16>>2]=0;a=f[n>>2]|0;f[p>>2]=a;kd(a|0);a=f[o>>2]|0;f[q>>2]=a;kd(a|0);f[E>>2]=i;f[D>>2]=j;f[B>>2]=l;f[A>>2]=m;f[F>>2]=h;f[C>>2]=k;d[G>>1]=202;l=f[64572]|0;a=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,1,x)|0;b[(f[64571]|0)+a>>0]=82;oha(258284,G,t,r,F,E,D,C,B,A);a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;m=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,4,x)|0;m=(f[64571]|0)+m|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;Xga(a,59,p,29,q);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[q>>2]|0);fd(f[p>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){if((f[g>>2]|0)!=(a|0))f[g>>2]=a;sOb(a)}a=f[s>>2]|0;if((a|0)==(f[v>>2]|0)){c=f[t>>2]|0;if(c){tOb(c);a=f[s>>2]|0}}if(!a){u=w;return}if((f[v>>2]|0)!=(a|0))f[v>>2]=a;sOb(a);u=w;return}function uv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=203;b[a+1>>0]=0;hha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,32,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function vv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=204;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,63,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function wv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=205;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,33,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function xv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=206;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,8,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function yv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=207;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function zv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=208;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Av(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=209;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Bv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=210;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Cv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,1,j)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;h=k-(f[64571]|0)|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,2,j)|0;h=(f[64571]|0)+h|0;b[h>>0]=211;b[h+1>>0]=0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,64,j)|0;h=f[64571]|0;k=h+k|0;e=k+64|0;do{b[k>>0]=b[a>>0]|0;k=k+1|0;a=a+1|0}while((k|0)<(e|0));a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,4,j)|0;k=(f[64571]|0)+(k-h)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,68,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Dv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=212;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,68,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ev(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=213;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,35,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Fv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=214;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,15,h,16,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Gv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=215;b[e+1>>0]=0;pha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,64,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,16,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Hv(a,c,d,e,g,h,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;B=u;u=u+112|0;D=B+92|0;E=B+84|0;C=B+96|0;z=B+60|0;x=B+40|0;t=B+20|0;s=B;q=B+88|0;r=B+80|0;f[z>>2]=g;f[z+4>>2]=h;y=z+8|0;f[y>>2]=0;A=z+12|0;f[A>>2]=0;f[z+16>>2]=0;f[x>>2]=i;f[x+4>>2]=j;v=x+8|0;f[v>>2]=0;w=x+12|0;f[w>>2]=0;f[x+16>>2]=0;f[t>>2]=k;f[t+4>>2]=l;k=t+8|0;f[k>>2]=0;l=t+12|0;f[l>>2]=0;f[t+16>>2]=0;f[s>>2]=m;f[s+4>>2]=n;i=s+8|0;f[i>>2]=0;j=s+12|0;f[j>>2]=0;f[s+16>>2]=0;g=f[o>>2]|0;f[q>>2]=g;kd(g|0);p=f[p>>2]|0;f[r>>2]=p;kd(p|0);p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,1,C)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,2,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=216;b[p+1>>0]=0;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=c;b[p+1>>0]=c>>8;b[p+2>>0]=c>>16;b[p+3>>0]=c>>24;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;qha(258284,z,x,t,s);g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;e=(f[64571]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;Xga(g,70,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[r>>2]|0);fd(f[q>>2]|0);g=f[i>>2]|0;if((g|0)==(f[j>>2]|0)){h=f[s>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[k>>2]|0;if((g|0)==(f[l>>2]|0)){h=f[t>>2]|0;if(h){tOb(h);g=f[k>>2]|0}}if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0))f[l>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[v>>2]|0;if((g|0)==(f[w>>2]|0)){h=f[x>>2]|0;if(h){tOb(h);g=f[v>>2]|0}}if(g|0){h=f[w>>2]|0;if((h|0)!=(g|0))f[w>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[y>>2]|0;if((g|0)==(f[A>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[y>>2]|0}}if(!g){u=B;return}h=f[A>>2]|0;if((h|0)!=(g|0))f[A>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=B;return}function Iv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=217;b[a+1>>0]=0;sha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,36,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Jv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=u;u=u+16|0;j=e+4|0;k=e;i=e+8|0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;l=g-(f[64571]|0)|0;f[k>>2]=g;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=218;b[l+1>>0]=0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=a;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+g|0;g=a;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,39,c,40,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Kv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=219;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,25,d,70,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Lv(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=220;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;tha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,70,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Mv(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;D=u;u=u+112|0;F=D+92|0;G=D+80|0;E=D+96|0;B=D+60|0;z=D+40|0;w=D+20|0;v=D;s=D+88|0;t=D+84|0;f[B>>2]=i;f[B+4>>2]=j;A=B+8|0;f[A>>2]=0;C=B+12|0;f[C>>2]=0;f[B+16>>2]=0;f[z>>2]=k;f[z+4>>2]=l;x=z+8|0;f[x>>2]=0;y=z+12|0;f[y>>2]=0;f[z+16>>2]=0;f[w>>2]=m;f[w+4>>2]=n;m=w+8|0;f[m>>2]=0;n=w+12|0;f[n>>2]=0;f[w+16>>2]=0;f[v>>2]=o;f[v+4>>2]=p;k=v+8|0;f[k>>2]=0;l=v+12|0;f[l>>2]=0;f[v+16>>2]=0;i=f[q>>2]|0;f[s>>2]=i;kd(i|0);i=f[r>>2]|0;f[t>>2]=i;kd(i|0);i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,1,E)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,2,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=221;b[i+1>>0]=0;i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,8,E)|0;r=(f[64571]|0)+r|0;i=r;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;r=r+4|0;b[r>>0]=c;b[r+1>>0]=c>>8;b[r+2>>0]=c>>16;b[r+3>>0]=c>>24;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;d=f[64572]|0;i=d-(f[64571]|0)|0;f[G>>2]=d;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=e;b[i+1>>0]=e>>8;b[i+2>>0]=e>>16;b[i+3>>0]=e>>24;e=f[64572]|0;i=e-(f[64571]|0)|0;f[G>>2]=e;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;g=f[64572]|0;i=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=h;b[i+1>>0]=h>>8;b[i+2>>0]=h>>16;b[i+3>>0]=h>>24;qha(258284,B,z,w,v);i=(f[64570]|0)+1|0;f[64570]=i;g=f[64572]|0;h=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;h=(f[64571]|0)+h|0;b[h>>0]=i;b[h+1>>0]=i>>8;b[h+2>>0]=i>>16;b[h+3>>0]=i>>24;Xga(i,55,s,41,t);i=f[64571]|0;pc(i|0,i+((f[64572]|0)-i)|0);i=f[64571]|0;if((f[64572]|0)!=(i|0))f[64572]=i;fd(f[t>>2]|0);fd(f[s>>2]|0);i=f[k>>2]|0;if((i|0)==(f[l>>2]|0)){j=f[v>>2]|0;if(j){tOb(j);i=f[k>>2]|0}}if(i|0){j=f[l>>2]|0;if((j|0)!=(i|0))f[l>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[m>>2]|0;if((i|0)==(f[n>>2]|0)){j=f[w>>2]|0;if(j){tOb(j);i=f[m>>2]|0}}if(i|0){j=f[n>>2]|0;if((j|0)!=(i|0))f[n>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[x>>2]|0;if((i|0)==(f[y>>2]|0)){j=f[z>>2]|0;if(j){tOb(j);i=f[x>>2]|0}}if(i|0){j=f[y>>2]|0;if((j|0)!=(i|0))f[y>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[A>>2]|0;if((i|0)==(f[C>>2]|0)){j=f[B>>2]|0;if(j){tOb(j);i=f[A>>2]|0}}if(!i){u=D;return}j=f[C>>2]|0;if((j|0)!=(i|0))f[C>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);u=D;return}function Nv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=222;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ov(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=223;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=224;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Qv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=225;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Rv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=226;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=227;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=c;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,54,d,18,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tv(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+16|0;l=j+4|0;m=j;k=j+8|0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+n>>0]=82;n=f[64572]|0;p=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;p=(f[64571]|0)+p|0;b[p>>0]=228;b[p+1>>0]=0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;n=(f[64571]|0)+n|0;o=n;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;n=n+4|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;n=f[64572]|0;a=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;a=d;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=(f[64571]|0)+c|0;c=d;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;d=d+4|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=f[64572]|0;a=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,54,g,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=j;return}f[64572]=a;u=j;return}function Uv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=229;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Vv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=230;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Wv(a,c,d,e,g,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+16|0;o=m+4|0;p=m;n=m+8|0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;s=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;s=(f[64571]|0)+s|0;b[s>>0]=231;b[s+1>>0]=0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;s=a;s=h[s>>0]|h[s+1>>0]<<8|h[s+2>>0]<<16|h[s+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;r=(f[64571]|0)+r|0;q=r;b[q>>0]=s;b[q+1>>0]=s>>8;b[q+2>>0]=s>>16;b[q+3>>0]=s>>24;r=r+4|0;b[r>>0]=a;b[r+1>>0]=a>>8;b[r+2>>0]=a>>16;b[r+3>>0]=a>>24;r=f[64572]|0;a=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;r=c;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;q=a;b[q>>0]=r;b[q+1>>0]=r>>8;b[q+2>>0]=r>>16;b[q+3>>0]=r>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=d;q=a;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=q;b[d+1>>0]=q>>8;b[d+2>>0]=q>>16;b[d+3>>0]=q>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[p>>2]=g;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=j;b[a+1>>0]=j>>8;b[a+2>>0]=j>>16;b[a+3>>0]=j>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,73,k,30,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Xv(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=u;u=u+16|0;n=l+4|0;o=l;m=l+8|0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+q>>0]=82;q=f[64572]|0;r=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;r=(f[64571]|0)+r|0;b[r>>0]=232;b[r+1>>0]=0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;r=a;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;q=(f[64571]|0)+q|0;p=q;b[p>>0]=r;b[p+1>>0]=r>>8;b[p+2>>0]=r>>16;b[p+3>>0]=r>>24;q=q+4|0;b[q>>0]=a;b[q+1>>0]=a>>8;b[q+2>>0]=a>>16;b[q+3>>0]=a>>24;q=f[64572]|0;a=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;q=c;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=d;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=p;b[d+1>>0]=p>>8;b[d+2>>0]=p>>16;b[d+3>>0]=p>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;i=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,73,j,30,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Yv(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0;k=u;u=u+16|0;m=k+4|0;n=k;l=k+8|0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+p>>0]=82;p=f[64572]|0;o=p-(f[64571]|0)|0;f[n>>2]=p;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;o=(f[64571]|0)+o|0;b[o>>0]=233;b[o+1>>0]=0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=a;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=(f[64571]|0)+p|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;a=f[64572]|0;o=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=c;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;o=(f[64571]|0)+o|0;c=o;b[c>>0]=p;b[c+1>>0]=p>>8;b[c+2>>0]=p>>16;b[c+3>>0]=p>>24;o=o+4|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;o=f[64572]|0;a=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=d;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=e;c=a;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;e=(f[64571]|0)+d|0;d=e;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;e=e+4|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;e=f[64572]|0;a=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;e=g;d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;g=a;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,73,i,30,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function Zv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=234;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,37,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=235;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=236;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function aw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=237;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=238;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,7,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=239;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=240;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=241;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=242;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=243;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=244;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function iw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=245;b[a+1>>0]=0;bha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,47,h,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function jw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=246;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function kw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=247;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function lw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=248;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function mw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=249;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function nw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=250;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function ow(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=251;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function pw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=252;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function qw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=253;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function rw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=254;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function sw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=255;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function tw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=256;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function uw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=1;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function vw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=2;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,16,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function ww(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,17,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function xw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=4;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,9,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function yw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=5;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,0,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function zw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=6;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Aw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=263;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=8;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=9;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=11;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=12;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Gw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;h=f[h>>2]|0;f[j>>2]=h;kd(h|0);h=f[i>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=13;b[h+1>>0]=1;bha(258284,m);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=e&1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=g&1;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,47,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function Hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=14;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Iw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,5,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Jw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=272;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Kw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=17;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Lw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=18;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,16,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Mw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=19;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Nw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=20;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Ow(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=g;bha(258284,i);c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,12,l)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Pw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;p=u;u=u+32|0;i=p+24|0;j=p+20|0;k=p+28|0;m=p;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;o=m+12|0;f[o>>2]=0;f[m+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=22;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=h;bha(258284,m);c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));e=f[64572]|0;a=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;a=(f[64571]|0)+a|0;n[s>>2]=g;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[l>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Qw(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=23;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;n[s>>2]=d;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=24;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=25;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Tw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=26;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=27;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=28;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ww(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=29;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Xw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=30;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Yw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=31;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=i;bha(258284,k);c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,12,n)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[h>>0]|0;c=c+1|0;h=h+1|0}while((c|0)<(a|0));h=f[64571]|0;pc(h|0,h+((f[64572]|0)-h)|0);h=f[64571]|0;if((f[64572]|0)!=(h|0))f[64572]=h;h=f[j>>2]|0;if((h|0)==(f[l>>2]|0)){a=f[k>>2]|0;if(a){tOb(a);h=f[j>>2]|0}}if(!h){u=m;return}a=f[l>>2]|0;if((a|0)!=(h|0))f[l>>2]=a+(~((a+-8-h|0)>>>3)<<3);sOb(h);u=m;return}function Zw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=32;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _w(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=33;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $w(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=34;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ax(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=35;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=36;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cx(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+64|0;s=o+48|0;t=o+44|0;r=o+53|0;q=o+40|0;p=o+52|0;l=o+20|0;j=o;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;f[j>>2]=d;f[j+4>>2]=e;d=j+8|0;f[d>>2]=0;e=j+12|0;f[e>>2]=0;f[j+16>>2]=0;n[q>>2]=g;b[p>>0]=h;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[t>>2]=a;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,2,r)|0;h=(f[64571]|0)+h|0;b[h>>0]=37;b[h+1>>0]=1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,l);vha(258284,j,q,p);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){if((f[e>>2]|0)!=(a|0))f[e>>2]=a;sOb(a)}a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=o;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function dx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=38;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ex(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;p=u;u=u+48|0;r=p+32|0;s=p+20|0;q=p+36|0;n=p;k=p+28|0;l=p+24|0;f[n>>2]=a;f[n+4>>2]=c;m=n+8|0;f[m>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);i=f[i>>2]|0;f[l>>2]=i;kd(i|0);i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,2,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=39;b[i+1>>0]=1;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=j;bha(258284,n);a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,8,q)|0;i=e;g=i;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;a=(f[64571]|0)+a|0;j=a;b[j>>0]=g;b[j+1>>0]=g>>8;b[j+2>>0]=g>>16;b[j+3>>0]=g>>24;a=a+4|0;b[a>>0]=i;b[a+1>>0]=i>>8;b[a+2>>0]=i>>16;b[a+3>>0]=i>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,k,44,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[k>>2]|0);a=f[m>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function fx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=40;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gx(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=41;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=42;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ix(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=43;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=44;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=45;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=46;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function mx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=47;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function nx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=48;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ox(a,c,d,e,g,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+32|0;r=z+20|0;s=z+36|0;x=z;t=z+28|0;v=z+24|0;f[x>>2]=a;f[x+4>>2]=c;w=x+8|0;f[w>>2]=0;y=x+12|0;f[y>>2]=0;f[x+16>>2]=0;n=f[n>>2]|0;f[t>>2]=n;kd(n|0);n=f[o>>2]|0;f[v>>2]=n;kd(n|0);n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,s)|0;n=(f[64571]|0)+n|0;b[n>>0]=49;b[n+1>>0]=1;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=p;bha(258284,x);c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+n>>0]=d;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,8,s)|0;n=e;e=n;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;c=(f[64571]|0)+c|0;a=c;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;c=c+4|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,64,s)|0;c=f[64571]|0;n=c+n|0;a=n+64|0;do{b[n>>0]=b[g>>0]|0;n=n+1|0;g=g+1|0}while((n|0)<(a|0));g=f[64572]|0;f[r>>2]=g;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+(g-c)|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;i=f[64572]|0;g=i-(f[64571]|0)|0;f[r>>2]=i;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=j;b[g+1>>0]=j>>8;b[g+2>>0]=j>>16;b[g+3>>0]=j>>24;j=f[64572]|0;g=j-(f[64571]|0)|0;f[r>>2]=j;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;k=f[64572]|0;g=k-(f[64571]|0)|0;f[r>>2]=k;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;l=f[64572]|0;g=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;g=(f[64570]|0)+1|0;f[64570]=g;l=f[64572]|0;m=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;m=(f[64571]|0)+m|0;b[m>>0]=g;b[m+1>>0]=g>>8;b[m+2>>0]=g>>16;b[m+3>>0]=g>>24;Xga(g,55,t,45,v);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[v>>2]|0);fd(f[t>>2]|0);g=f[w>>2]|0;if((g|0)==(f[y>>2]|0)){a=f[x>>2]|0;if(a){tOb(a);g=f[w>>2]|0}}if(!g){u=z;return}a=f[y>>2]|0;if((a|0)!=(g|0))f[y>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g);u=z;return}function px(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=50;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[n>>2]=g;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=e&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function qx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=51;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function rx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=52;b[c+1>>0]=1;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function sx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=53;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=54;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ux(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=55;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function vx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+32|0;n=l+24|0;o=l+20|0;m=l+28|0;j=l;f[j>>2]=a;f[j+4>>2]=c;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;c=(f[64571]|0)+c|0;b[c>>0]=56;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=h;bha(258284,j);h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;h=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;h=(f[64571]|0)+h|0;b[h>>0]=e;b[h+1>>0]=e>>8;b[h+2>>0]=e>>16;b[h+3>>0]=e>>24;h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function wx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function xx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function yx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=59;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function zx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=60;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ax(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=61;b[i+1>>0]=1;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Bx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=62;b[j+1>>0]=1;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;yha(258284,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cx(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=+d;e=e|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;m=u;u=u+64|0;A=m+40|0;B=m+36|0;z=m+49|0;y=m+32|0;w=m+24|0;t=m+16|0;r=m+8|0;o=m;x=m+48|0;v=m+47|0;s=m+46|0;q=m+45|0;n=m+44|0;f[y>>2]=a;p[w>>3]=d;p[t>>3]=g;p[r>>3]=i;p[o>>3]=k;b[x>>0]=c;b[v>>0]=e;b[s>>0]=h;b[q>>0]=j;b[n>>0]=l;a=f[64572]|0;l=a-(f[64571]|0)|0;f[B>>2]=a;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,1,z)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;a=l-(f[64571]|0)|0;f[B>>2]=l;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,2,z)|0;a=(f[64571]|0)+a|0;b[a>>0]=63;b[a+1>>0]=1;zha(258284,y,x,w,v,t,s,r,q,o,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Dx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=64;b[j+1>>0]=1;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ex(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=98;b[d+1>>0]=0;yha(258284,a);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Fx(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=189;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Gx(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;return}function Hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=67;b[a+1>>0]=0;Aha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,43,h,20,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ix(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=1;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Jx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Nz(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Kx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=Sz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=17952;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $z(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17908;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Lx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=eA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else nA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17976;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Mx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=sA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18088;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else BA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18044;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Nx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GA(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(76)|0;b=e;d=b+76|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18156;f[e+36>>2]=18180;f[e+56>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PA(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18112;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ox(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18248;f[b+16>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18204;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Px(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vB(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18364;f[b+16>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else EB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18320;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=OB(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18456;f[e+16>>2]=18504;f[e+40>>2]=18528;f[e+56>>2]=18020;f[e+64>>2]=18552;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else XB(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18412;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Rx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=pC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18620;f[e+16>>2]=18668;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else yC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18576;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Sx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=LC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18736;f[e+16>>2]=18784;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else UC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18692;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Tx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=fD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18852;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else oD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18808;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ux(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18968;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18924;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=VD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19084;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else cE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19200;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19156;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19316;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19272;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=cF(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(84)|0;b=e;d=b+84|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=19432;f[e+16>>2]=19480;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else lF(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=19388;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Zx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19548;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IF(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19504;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19780;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19736;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19896;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19852;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function by(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20012;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19968;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=SH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20244;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $H(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20200;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=lI(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20360;f[e+16>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else uI(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20316;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EI(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20452;f[b+16>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NI(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20408;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_I(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20568;f[b+16>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rJ(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20660;f[e+16>>2]=20708;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AJ(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20616;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=MJ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20776;f[b+16>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else VJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20732;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20868;f[b+16>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=yK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20984;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else HK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20940;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=MK(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21052;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;f[e+36>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else VK(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21008;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function my(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dL(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21144;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mL(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21100;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21212;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19084;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19084;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19084;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21168;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=JL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21304;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19316;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19316;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else SL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21260;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=$L(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21396;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=21444;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=21444;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=21444;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else iM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21352;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=AM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21560;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19548;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19548;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19548;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else JM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21516;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21652;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19664;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19664;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19664;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $M(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21608;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=iN(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21744;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19780;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19780;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else rN(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21700;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AN(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JN(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=ON(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=PN(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=21860;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22156;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22112;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=OO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22224;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else XO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22180;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=aP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(56)|0;b=e;d=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22292;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else jP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22248;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22360;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xP(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22316;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=CP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22428;f[e+32>>2]=0;f[e+36>>2]=0;f[e+40>>2]=0;f[e+28>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else LP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22384;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=22520;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22476;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function By(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=22588;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22544;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=wQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(28)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b>>2]=18784;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else FQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22612;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=HQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(760)|0;dQb(b|0,0,760)|0;f[b>>2]=22724;eAa(b+8|0);f[b>>2]=22700;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else QQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22656;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22840;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22796;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22908;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22864;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ER(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22976;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22932;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SR(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23044;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=0;f[e+16>>2]=23092;f[e+32>>2]=23140;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $R(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23e3;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vS(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18900;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else ES(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GS(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(64)|0;b=e;d=b+64|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23252;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PS(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23208;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=US(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23320;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=gT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19016;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else pT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23344;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function My(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=rT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23432;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else AT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23388;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=FT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else OT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23456;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=TT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19132;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else aU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23612;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23568;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19248;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23636;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23724;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23680;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19364;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23748;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$U(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else iV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23904;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else wV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23860;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=21492;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_V(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19596;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=jW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else sW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19712;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24152;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=IW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24240;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else RW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24196;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=WW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24308;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else dX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24264;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function az(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19828;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24332;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function bz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=tX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19944;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else CX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24376;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=20060;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24420;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20176;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24464;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ez(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_X(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24552;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24508;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function fz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=mY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20292;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else vY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24576;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=LY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24732;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else UY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24688;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function iz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24800;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24756;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=lZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24868;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else uZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function kz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24936;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24892;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function lz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=NZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25004;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else WZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24960;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function mz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$Z(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25072;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else i_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25028;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function nz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=25140;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25096;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function oz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25208;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function pz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=18180;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25232;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function qz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=__(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h$(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function rz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=j$(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=k$(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=25320;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function sz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=F0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25816;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else O0(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25772;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function tz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=T0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else a1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=c1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=20708;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else l1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25884;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function vz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=26040;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}
+function hi(a){a=a|0;var b=0;b=u;u=u+a|0;u=u+15&-16;return b|0}function ii(){return u|0}function ji(a){a=a|0;u=a}function ki(a,b){a=a|0;b=b|0;u=a;v=b}function li(a,b){a=a|0;b=b|0;if(!x){x=a;y=b}}function mi(a){a=a|0;I=a}function ni(){return I|0}function oi(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s;r=e;l=r+g|0;j=f[64566]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&a;else if(j>>>0>a>>>0)k=a;else k=(a>>>0)%(j>>>0)|0;g=f[(f[64565]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){p=f[g+4>>2]|0;h=(p|0)==(a|0);if(!(h|(p&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(a|0)){o=g;break b}g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(a|0)){if((f[g+8>>2]|0)==(a|0)){o=g;break b}}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);p=o+12|0;if(!(b[255576]|0))if(MPb(255576)|0){if(!(b[255584]|0))if(MPb(255584)|0){g=258296;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[64587]=1.0}if(!(b[262820]|0)){b[262820]=1;Jx(258296,0,1365);Kx(258296,1,1366);Lx(258296,2,1367);Mx(258296,3,1368);Nx(258296,4,1369);Ox(258296,5,1370);Px(258296,6,1371);Qx(258296,7,1372);Rx(258296,8,1373);Sx(258296,9,1374);Tx(258296,10,1375);Ux(258296,11,1376);Vx(258296,12,1377);Wx(258296,13,1378);Xx(258296,14,1379);Yx(258296,15,1380);Zx(258296,16,1381);_x(258296,17,1382);$x(258296,18,1383);ay(258296,19,1384);by(258296,20,1385);cy(258296,21,1386);dy(258296,22,1387);ey(258296,23,1388);fy(258296,24,1389);gy(258296,25,1390);hy(258296,26,1391);iy(258296,27,1392);jy(258296,28,1393);ky(258296,29,1394);ly(258296,30,1395);my(258296,31,1396);ny(258296,32,1397);oy(258296,33,1398);py(258296,34,1399);qy(258296,35,1400);ry(258296,36,1401);sy(258296,37,1402);ty(258296,38,1403);uy(258296,39,1404);vy(258296,40,1405);wy(258296,41,1406);xy(258296,42,1407);yy(258296,43,1408);zy(258296,44,1409);Ay(258296,45,1410);By(258296,46,1411);Cy(258296,47,1412);Dy(258296,48,1413);Ey(258296,49,1414);Fy(258296,50,1415);Gy(258296,51,1416);Hy(258296,52,1417);Iy(258296,53,1418);Jy(258296,54,1419);Ky(258296,55,1420);Ly(258296,56,1421);My(258296,57,1422);Ny(258296,58,1423);Oy(258296,59,1424);Py(258296,60,1425);Qy(258296,61,1426);Ry(258296,62,1427);Sy(258296,63,1428);Ty(258296,64,1429);Uy(258296,65,1430);Vy(258296,66,1431);Wy(258296,67,1432);Xy(258296,68,1433);Yy(258296,69,1434);Zy(258296,70,1435);_y(258296,71,1436);$y(258296,72,1437);az(258296,73,1438);bz(258296,74,1439);cz(258296,75,1440);dz(258296,76,1441);ez(258296,77,1442);fz(258296,78,1443);gz(258296,79,1444);hz(258296,80,1445);iz(258296,81,1446);jz(258296,82,1447);kz(258296,83,1448);lz(258296,84,1449);mz(258296,85,1450);nz(258296,86,1451);oz(258296,87,1452);pz(258296,88,1453);qz(258296,89,1454);rz(258296,90,1455);sz(258296,91,1456);tz(258296,92,1457);uz(258296,93,1458);vz(258296,94,1459);wz(258296,95,1460);xz(258296,96,1461);yz(258296,97,1462)}}j=c<<24>>24==0;if(j)g=d[o+20>>1]|0;else if(c<<24>>24==1)g=d[p+10>>1]|0;else g=91;g=g&65535;a=f[64577]|0;h=a;do if((f[64578]|0)-a>>5>>>0>g>>>0){i=h+(g<<5)|0;a=f[i>>2]|0;if((Sg[f[(f[a>>2]|0)+8>>2]&255](a,r,l)|0)==(l|0)){l=f[i>>2]|0;l=Pg[f[(f[l>>2]|0)+12>>2]&1023](l)|0;f[m>>2]=l;g=f[h+(g<<5)+24>>2]|0;if(!g)vd();oh[f[(f[g>>2]|0)+24>>2]&1023](g,m);if(j){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[p>>2]|0,1,22088,m|0)|0);break}g=o+16|0;if(c<<24>>24==1){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[g>>2]|0,1,22088,m|0)|0);break}else{l=f[64564]|0;f[64564]=0;c=l;kd(c|0);f[m>>2]=l;fd(dd(f[g>>2]|0,1,22088,m|0)|0);fd(c|0);break}}else q=35}else q=35;while(0);if((q|0)==35)yd(0)|0;g=f[o>>2]|0;c=f[64566]|0;h=f[o+4>>2]|0;k=c+-1|0;a=(k&c|0)==0;if(a)l=k&h;else if(h>>>0<c>>>0)l=h;else l=(h>>>0)%(c>>>0)|0;j=(f[64565]|0)+(l<<2)|0;m=f[j>>2]|0;while(1){h=f[m>>2]|0;if((h|0)==(o|0))break;else m=h}if((m|0)==258268)q=53;else{h=f[m+4>>2]|0;if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)==(l|0)){h=g;q=61}else q=53}do if((q|0)==53){if(g|0){h=f[g+4>>2]|0;if(a)i=h&k;else if(h>>>0<c>>>0)i=h;else i=(h>>>0)%(c>>>0)|0;if((i|0)==(l|0)){q=63;break}}f[j>>2]=0;h=f[o>>2]|0;q=61}while(0);if((q|0)==61){g=h;if(h){h=f[h+4>>2]|0;q=63}}if((q|0)==63){if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(l|0)){f[(f[64565]|0)+(h<<2)>>2]=m;g=f[o>>2]|0}}f[m>>2]=g;f[o>>2]=0;f[64568]=(f[64568]|0)+-1;fd(f[o+16>>2]|0);fd(f[p>>2]|0);sOb(o)}}}while(0);if(!e){u=s;return}tOb(r);u=s;return}function pi(a){a=a|0;var b=0,c=0;a=u;u=u+1696|0;Xc(872,52204,115813,1,115815,1463);Yc(872,17768,115818,10,0,17768,115822,1,0);Yc(872,17768,115818,10,1,17768,115822,1,1);Yc(872,17768,115818,10,2,17768,115822,1,2);Kc(872);Xc(8008,52213,115813,2,115815,1464);Yc(8008,17776,115827,11,0,17776,115831,2,0);Yc(8008,17776,115827,11,1,17776,115831,2,1);Yc(8008,17776,115827,11,2,17776,115831,2,2);Kc(8008);Xc(3256,52222,115813,3,115815,1465);Yc(3256,17768,115818,12,0,17768,115822,3,0);Yc(3256,17768,115818,12,1,17768,115822,3,1);Yc(3256,17768,115818,12,2,17768,115822,3,2);Yc(3256,17768,115818,12,3,17768,115822,3,3);Kc(3256);Xc(8392,52231,115813,4,115815,1466);c=pOb(4)|0;f[c>>2]=6;b=pOb(4)|0;f[b>>2]=12;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=7;c=pOb(4)|0;f[c>>2]=13;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);c=pOb(4)|0;f[c>>2]=8;b=pOb(4)|0;f[b>>2]=14;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=9;c=pOb(4)|0;f[c>>2]=15;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);Kc(8392);Xc(1952,52239,115813,5,115815,1467);c=pOb(4)|0;f[c>>2]=10;b=pOb(4)|0;f[b>>2]=16;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=11;c=pOb(4)|0;f[c>>2]=17;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=12;b=pOb(4)|0;f[b>>2]=18;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=13;c=pOb(4)|0;f[c>>2]=19;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=14;b=pOb(4)|0;f[b>>2]=20;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=15;c=pOb(4)|0;f[c>>2]=21;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=16;b=pOb(4)|0;f[b>>2]=22;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=17;c=pOb(4)|0;f[c>>2]=23;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=18;b=pOb(4)|0;f[b>>2]=24;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=19;c=pOb(4)|0;f[c>>2]=25;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=20;b=pOb(4)|0;f[b>>2]=26;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=21;c=pOb(4)|0;f[c>>2]=27;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=22;b=pOb(4)|0;f[b>>2]=28;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=23;c=pOb(4)|0;f[c>>2]=29;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=24;b=pOb(4)|0;f[b>>2]=30;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=25;c=pOb(4)|0;f[c>>2]=31;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);Kc(1952);Xc(8520,52248,115813,6,115815,1468);c=pOb(4)|0;f[c>>2]=26;b=pOb(4)|0;f[b>>2]=32;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=27;c=pOb(4)|0;f[c>>2]=33;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=28;b=pOb(4)|0;f[b>>2]=34;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=29;c=pOb(4)|0;f[c>>2]=35;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=30;b=pOb(4)|0;f[b>>2]=36;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=31;c=pOb(4)|0;f[c>>2]=37;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=32;b=pOb(4)|0;f[b>>2]=38;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=33;c=pOb(4)|0;f[c>>2]=39;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=34;b=pOb(4)|0;f[b>>2]=40;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=35;c=pOb(4)|0;f[c>>2]=41;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=36;b=pOb(4)|0;f[b>>2]=42;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=37;c=pOb(4)|0;f[c>>2]=43;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=38;b=pOb(4)|0;f[b>>2]=44;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=39;c=pOb(4)|0;f[c>>2]=45;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=40;b=pOb(4)|0;f[b>>2]=46;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=41;c=pOb(4)|0;f[c>>2]=47;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);Kc(8520);Xc(2968,52257,115813,7,115815,1469);Yc(2968,17768,115818,16,0,17768,115822,7,0);Yc(2968,17768,115818,16,1,17768,115822,7,1);Yc(2968,17768,115818,16,2,17768,115822,7,2);Kc(2968);Xc(400,52266,115813,8,115815,1470);Yc(400,17768,115818,17,0,17768,115822,8,0);Yc(400,17768,115818,17,1,17768,115822,8,1);Yc(400,17768,115818,17,2,17768,115822,8,2);Yc(400,17768,115818,17,3,17768,115822,8,3);Kc(400);Xc(8536,52276,115813,9,115815,1471);c=pOb(4)|0;f[c>>2]=609;b=pOb(4)|0;f[b>>2]=806;Yc(8536,17744,116484,191,c|0,17744,116488,40,b|0);b=pOb(4)|0;f[b>>2]=610;c=pOb(4)|0;f[c>>2]=807;Yc(8536,17744,116484,191,b|0,17744,116488,40,c|0);Kc(8536);Xc(8544,52289,115813,10,115815,1472);c=pOb(4)|0;f[c>>2]=611;b=pOb(4)|0;f[b>>2]=808;Yc(8544,17744,116484,192,c|0,17744,116488,41,b|0);b=pOb(4)|0;f[b>>2]=612;c=pOb(4)|0;f[c>>2]=809;Yc(8544,17744,116484,192,b|0,17744,116488,41,c|0);Kc(8544);Xc(8552,52297,115813,11,115815,1473);c=pOb(4)|0;f[c>>2]=613;b=pOb(4)|0;f[b>>2]=810;Yc(8552,17744,116484,193,c|0,17744,116488,42,b|0);b=pOb(4)|0;f[b>>2]=614;c=pOb(4)|0;f[c>>2]=811;Yc(8552,17744,116484,193,b|0,17744,116488,42,c|0);Kc(8552);Xc(8560,52305,115813,12,115815,1474);c=pOb(4)|0;f[c>>2]=615;b=pOb(4)|0;f[b>>2]=812;Yc(8560,17744,116484,194,c|0,17744,116488,43,b|0);b=pOb(4)|0;f[b>>2]=616;c=pOb(4)|0;f[c>>2]=813;Yc(8560,17744,116484,194,b|0,17744,116488,43,c|0);Kc(8560);Xc(8568,52316,115813,13,115815,1475);c=pOb(4)|0;f[c>>2]=617;b=pOb(4)|0;f[b>>2]=814;Yc(8568,17744,116484,195,c|0,17744,116488,44,b|0);b=pOb(4)|0;f[b>>2]=618;c=pOb(4)|0;f[c>>2]=815;Yc(8568,17744,116484,195,b|0,17744,116488,44,c|0);Kc(8568);Xc(8576,52330,115813,14,115815,1476);c=pOb(4)|0;f[c>>2]=619;b=pOb(4)|0;f[b>>2]=816;Yc(8576,17744,116484,196,c|0,17744,116488,45,b|0);b=pOb(4)|0;f[b>>2]=620;c=pOb(4)|0;f[c>>2]=817;Yc(8576,17744,116484,196,b|0,17744,116488,45,c|0);Kc(8576);Xc(8584,52339,115813,15,115815,1477);c=pOb(4)|0;f[c>>2]=621;b=pOb(4)|0;f[b>>2]=818;Yc(8584,17744,116484,197,c|0,17744,116488,46,b|0);b=pOb(4)|0;f[b>>2]=622;c=pOb(4)|0;f[c>>2]=819;Yc(8584,17744,116484,197,b|0,17744,116488,46,c|0);Kc(8584);Xc(8592,52350,115813,16,115815,1478);c=pOb(4)|0;f[c>>2]=623;b=pOb(4)|0;f[b>>2]=820;Yc(8592,17744,116484,198,c|0,17744,116488,47,b|0);b=pOb(4)|0;f[b>>2]=624;f[a+64>>2]=b;f[a+1560>>2]=0;f[a+1564>>2]=0;Cu(a);f[a+1552>>2]=0;f[a+1556>>2]=0;Bu(a);f[a+1544>>2]=0;f[a+1548>>2]=0;Au(a);G=f[a+1544>>2]|0;D=f[a+1548>>2]|0;H=+n[a+1548>>2];f[a+1544>>2]=0;f[a+1548>>2]=0;if((G|0)==5){u=a;return}u=a}function qi(a){a=a|0;return +(+n[a>>2])}function ri(a,b){a=a|0;b=+b;n[a>>2]=b;return}function si(a){a=a|0;return +(+n[a+4>>2])}function ti(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function ui(a){a=a|0;return +(+n[a+8>>2])}function vi(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function wi(a){a=a|0;return +(+n[a+12>>2])}function xi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function yi(a){a=a|0;return +(+n[a>>2])}function zi(a,b){a=a|0;b=+b;n[a>>2]=b;return}function Ai(a){a=a|0;return +(+n[a+4>>2])}function Bi(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function Ci(a){a=a|0;return +(+n[a+8>>2])}function Di(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function Ei(a){a=a|0;return +(+n[a+12>>2])}function Fi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function Gi(a){a=a|0;return +(+n[a+16>>2])}function Hi(a,b){a=a|0;b=+b;n[a+16>>2]=b;return}function Ii(a){a=a|0;return +(+n[a+20>>2])}function Ji(a,b){a=a|0;b=+b;n[a+20>>2]=b;return}function Ki(a){a=a|0;return +(+n[a+24>>2])}function Li(a,b){a=a|0;b=+b;n[a+24>>2]=b;return}function Mi(a){a=a|0;return +(+n[a+28>>2])}function Ni(a,b){a=a|0;b=+b;n[a+28>>2]=b;return}function Oi(a){a=a|0;return +(+n[a+32>>2])}function Pi(a,b){a=a|0;b=+b;n[a+32>>2]=b;return}function Qi(a){a=a|0;return +(+n[a+36>>2])}function Ri(a,b){a=a|0;b=+b;n[a+36>>2]=b;return}function Si(a){a=a|0;return +(+n[a+40>>2])}function Ti(a,b){a=a|0;b=+b;n[a+40>>2]=b;return}function Ui(a){a=a|0;return +(+n[a+44>>2])}function Vi(a,b){a=a|0;b=+b;n[a+44>>2]=b;return}function Wi(a){a=a|0;return +(+n[a+48>>2])}function Xi(a,b){a=a|0;b=+b;n[a+48>>2]=b;return}function Yi(a){a=a|0;return +(+n[a+52>>2])}function Zi(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function _i(a){a=a|0;return +(+n[a+56>>2])}function $i(a,b){a=a|0;b=+b;n[a+56>>2]=b;return}function aj(a){a=a|0;return +(+n[a+60>>2])}function bj(a,b){a=a|0;b=+b;n[a+60>>2]=b;return}function cj(a){a=a|0;return +(+p[a>>3])}function dj(a,b){a=a|0;b=+b;p[a>>3]=b;return}function ej(a){a=a|0;return +(+p[a+8>>3])}function fj(a,b){a=a|0;b=+b;p[a+8>>3]=b;return}function gj(a){a=a|0;return 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e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=26812;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Pna(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ul(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+48|0;p=o+40|0;m=o+20|0;k=o;f[m>>2]=a;f[m+4>>2]=b;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=c;f[k+4>>2]=d;c=k+8|0;f[c>>2]=0;d=k+12|0;f[d>>2]=0;f[k+16>>2]=0;i=f[i>>2]|0;kd(i|0);j=f[j>>2]|0;kd(j|0);a=pOb(12)|0;f[a>>2]=26844;f[a+4>>2]=i;f[a+8>>2]=j;f[p>>2]=a;dma(p,m,k,e,g,h);a=f[p>>2]|0;f[p>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){b=f[m>>2]|0;if(b){tOb(b);a=f[l>>2]|0}}if(!a){u=o;return}if((f[n>>2]|0)!=(a|0))f[n>>2]=a;sOb(a);u=o;return}function Vl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+48|0;l=k+20|0;m=k+24|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);l6(m,d);kd(e|0);kd(b|0);a=pOb(12)|0;f[a>>2]=26928;f[a+4>>2]=e;f[a+8>>2]=b;f[l>>2]=a;Kna(l,m,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);fd(b|0);fd(e|0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=k;return}function Wl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+48|0;i=h+24|0;l=h;k=h+32|0;Kha(l);l6(k,d);j=~~+p[l+8>>3]>>>0;d=~~+p[l+16>>3]>>>0;l=f[e>>2]|0;kd(l|0);e=f[g>>2]|0;kd(e|0);g=pOb(12)|0;f[g>>2]=26988;f[g+4>>2]=l;f[g+8>>2]=e;f[i>>2]=g;Mna(i,k,a,b,c,j,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){fd(0);fd(0);u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=h;return}function Xl(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;i=u;u=u+48|0;j=i+24|0;m=i;l=i+32|0;Kha(m);l6(l,e);k=~~+p[m+8>>3]>>>0;e=~~+p[m+16>>3]>>>0;m=f[g>>2]|0;kd(m|0);g=f[h>>2]|0;kd(g|0);h=pOb(12)|0;f[h>>2]=27048;f[h+4>>2]=m;f[h+8>>2]=g;f[j>>2]=h;Lna(j,l,a,b,c,d,k,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){fd(0);fd(0);u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=i;return}function Yl(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+32|0;h=g;i=g+8|0;l6(i,c);c=f[d>>2]|0;kd(c|0);d=f[e>>2]|0;kd(d|0);e=pOb(12)|0;f[e>>2]=27112;f[e+4>>2]=c;f[e+8>>2]=d;f[h>>2]=e;Nna(h,i,a,b);a=f[h>>2]|0;f[h>>2]=0;if(!a){fd(0);fd(0);u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=g;return}function Zl(){hza();return}function _l(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;zoa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function $l(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27168;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;jma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function am(){woa();return}function bm(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27200;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;soa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function cm(){xza();return}function dm(a){a=a|0;Ona(a);return}function em(a){a=+a;_pa(a);return}function fm(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+128|0;h=g+120|0;e=g;_6(e,a);c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27264;f[a+4>>2]=c;f[a+8>>2]=d;f[h>>2]=a;_oa(h,e);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=e+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+4|0;if((b[a+11>>0]|0)>=0){u=g;return}sOb(f[a>>2]|0);u=g;return}function gm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Apa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function hm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Bpa();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function im(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Moa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function jm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+48|0;d=b;c=b+40|0;e=b+8|0;Ppa(e);YA(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function km(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+768|0;h=j+752|0;i=j;g=f[a>>2]|0;kd(g|0);a=f[c>>2]|0;kd(a|0);xna(i);if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);b[255600]=b[i>>0]|0;p[31951]=+p[i+8>>3];p[31952]=+p[i+16>>3];p[31953]=+p[i+24>>3];p[31954]=+p[i+32>>3];p[31955]=+p[i+40>>3];p[31956]=+p[i+48>>3];p[31957]=+p[i+56>>3];p[31958]=+p[i+64>>3];p[31959]=+p[i+72>>3];p[31960]=+p[i+80>>3];p[31961]=+p[i+88>>3];p[31962]=+p[i+96>>3];p[31963]=+p[i+104>>3];p[31964]=+p[i+112>>3];p[31965]=+p[i+120>>3];p[31966]=+p[i+128>>3];p[31967]=+p[i+136>>3];p[31968]=+p[i+144>>3];p[31969]=+p[i+152>>3];p[31970]=+p[i+160>>3];p[31971]=+p[i+168>>3];p[31972]=+p[i+176>>3];p[31973]=+p[i+184>>3];p[31974]=+p[i+192>>3];p[31975]=+p[i+200>>3];c=255808;d=i+208|0;e=c+40|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));p[31981]=+p[i+248>>3];p[31982]=+p[i+256>>3];p[31983]=+p[i+264>>3];p[31984]=+p[i+272>>3];p[31985]=+p[i+280>>3];p[31986]=+p[i+288>>3];p[31987]=+p[i+296>>3];p[31988]=+p[i+304>>3];p[31989]=+p[i+312>>3];p[31990]=+p[i+320>>3];p[31991]=+p[i+328>>3];p[31992]=+p[i+336>>3];p[31993]=+p[i+344>>3];p[31994]=+p[i+352>>3];p[31995]=+p[i+360>>3];p[31996]=+p[i+368>>3];f[63994]=f[i+376>>2];f[63995]=f[i+380>>2];f[63996]=f[i+384>>2];f[63997]=f[i+388>>2];f[63998]=f[i+392>>2];f[63999]=f[i+396>>2];f[64e3]=f[i+400>>2];f[64001]=f[i+404>>2];f[64002]=f[i+408>>2];f[64003]=f[i+412>>2];f[64004]=f[i+416>>2];f[64005]=f[i+420>>2];f[64006]=f[i+424>>2];f[64007]=f[i+428>>2];f[64008]=f[i+432>>2];f[64009]=f[i+436>>2];p[32005]=+p[i+440>>3];p[32006]=+p[i+448>>3];p[32007]=+p[i+456>>3];p[32008]=+p[i+464>>3];p[32009]=+p[i+472>>3];p[32010]=+p[i+480>>3];p[32011]=+p[i+488>>3];p[32012]=+p[i+496>>3];p[32013]=+p[i+504>>3];p[32014]=+p[i+512>>3];p[32015]=+p[i+520>>3];p[32016]=+p[i+528>>3];p[32017]=+p[i+536>>3];p[32018]=+p[i+544>>3];p[32019]=+p[i+552>>3];p[32020]=+p[i+560>>3];p[32021]=+p[i+568>>3];p[32022]=+p[i+576>>3];p[32023]=+p[i+584>>3];p[32024]=+p[i+592>>3];p[32025]=+p[i+600>>3];p[32026]=+p[i+608>>3];p[32027]=+p[i+616>>3];p[32028]=+p[i+624>>3];p[32029]=+p[i+632>>3];p[32030]=+p[i+640>>3];p[32031]=+p[i+648>>3];p[32032]=+p[i+656>>3];p[32033]=+p[i+664>>3];p[32034]=+p[i+672>>3];p[32035]=+p[i+680>>3];p[32036]=+p[i+688>>3];f[64074]=f[i+696>>2];f[64075]=f[i+700>>2];f[64076]=f[i+704>>2];f[64077]=f[i+708>>2];f[64078]=f[i+712>>2];f[64079]=f[i+716>>2];f[64080]=f[i+720>>2];f[64081]=f[i+724>>2];f[64082]=f[i+728>>2];i=i+732|0;f[64083]=f[i>>2];f[64084]=f[i+4>>2];f[64085]=f[i+8>>2];b[256344]=b[i+12>>0]|0;f[h>>2]=255600;i=td(17744,h|0)|0;kd(i|0);f[h>>2]=i;fd(dd(g|0,1,22088,h|0)|0);fd(i|0);fd(a|0);fd(g|0);u=j;return}function lm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27324;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function mm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Una(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(7376,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Fna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function om(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+mya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function pm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+lya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function qm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=kya()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function rm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(eya()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function sm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+oya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function tm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+nya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function um(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Hoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function vm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ooa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function wm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Koa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function xm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Zoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function ym(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ioa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Yoa();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Am(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(cya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Bm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+aya();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Cm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(bya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Dm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Joa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Em(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Hna(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(4872,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Fm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;e=b+8|0;Ana(e);c=pOb(24)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[c+16>>2]=f[e+16>>2];f[c+20>>2]=f[e+20>>2];f[d>>2]=c;c=td(1112,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Gm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Gna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hm(a){a=a|0;Aoa(a);return}function Im(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27364;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;ina(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Jm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27420;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;qna(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Km(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;bma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Lm(){xoa();return}function Mm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=ama()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Nm(){Ypa();return}function Om(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;aqa(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Pm(){ooa();return}function Qm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27500;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;noa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Rm(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b+4|0;d=b;f[d>>2]=a;f[c>>2]=f[d>>2];jza(c);u=b;return}function Sm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+28|0;k=j+24|0;m=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27532;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;f[m>>2]=c;f[l>>2]=f[m>>2];poa(k,h,l);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=j;return}function Tm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27588;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Mma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Um(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27644;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Uma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27676;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ana(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27708;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;lma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Xm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27768;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;Kma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Ym(){$pa();return}function Zm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+48|0;m=l+40|0;j=l+20|0;h=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;f[h>>2]=c;f[h+4>>2]=d;c=h+8|0;f[c>>2]=0;d=h+12|0;f[d>>2]=0;f[h+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27800;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;kma(m,j,h);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a)}a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function _m(){yoa();return}function $m(){Yla();return}function an(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var 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n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+48|0;s=r+40|0;p=r+20|0;n=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;f[n>>2]=c;f[n+4>>2]=d;c=n+8|0;f[c>>2]=0;d=n+12|0;f[d>>2]=0;f[n+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=28368;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Xqa(s,p,n,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[n>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}if((f[q>>2]|0)!=(a|0))f[q>>2]=a;sOb(a);u=r;return}function xp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Yqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function yp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;_qa(e);_U(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28484;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;$qa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ap(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28516;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Bp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28548;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ora(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28580;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28612;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;zra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ep(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28668;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Cra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;c=u;u=u+32|0;d=c;e=c+16|0;g=c+8|0;hma(g,a);cL(e,g);a=f[e>>2]|0;kd(a|0);f[d>>2]=a;fd(dd(f[b>>2]|0,1,22088,d|0)|0);fd(a|0);u=c;return}function Gp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;Fra(e);cL(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28716;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ip(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28748;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Jp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28780;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;csa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Kp(a,b,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;y=u;u=u+96|0;z=y;A=y+88|0;w=y+68|0;t=y+48|0;q=y+28|0;p=y+8|0;f[w>>2]=e;f[w+4>>2]=g;v=w+8|0;f[v>>2]=0;x=w+12|0;f[x>>2]=0;f[w+16>>2]=0;f[t>>2]=h;f[t+4>>2]=i;r=t+8|0;f[r>>2]=0;s=t+12|0;f[s>>2]=0;f[t+16>>2]=0;f[q>>2]=j;f[q+4>>2]=k;j=q+8|0;f[j>>2]=0;k=q+12|0;f[k>>2]=0;f[q+16>>2]=0;f[p>>2]=l;f[p+4>>2]=m;h=p+8|0;f[h>>2]=0;i=p+12|0;f[i>>2]=0;f[p+16>>2]=0;e=f[n>>2]|0;kd(e|0);o=f[o>>2]|0;kd(o|0);bqa(A,a,b,c,d,w,t,q,p);d=nd()|0;f[z>>2]=f[A>>2];c=td(17744,z|0)|0;f[z>>2]=0;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);f[z>>2]=f[A+4>>2];c=td(17744,z|0)|0;f[z>>2]=1;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);kd(d|0);f[z>>2]=d;fd(dd(e|0,1,22088,z|0)|0);fd(d|0);fd(o|0);fd(e|0);e=f[h>>2]|0;if((e|0)==(f[i>>2]|0)){g=f[p>>2]|0;if(g){tOb(g);e=f[h>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[j>>2]|0;if((e|0)==(f[k>>2]|0)){g=f[q>>2]|0;if(g){tOb(g);e=f[j>>2]|0}}if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[r>>2]|0;if((e|0)==(f[s>>2]|0)){g=f[t>>2]|0;if(g){tOb(g);e=f[r>>2]|0}}if(e|0){g=f[s>>2]|0;if((g|0)!=(e|0))f[s>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[v>>2]|0;if((e|0)==(f[x>>2]|0)){g=f[w>>2]|0;if(g){tOb(g);e=f[v>>2]|0}}if(!e){u=y;return}g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=y;return}function Lp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28896;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d;g=pOb(12)|0;f[g>>2]=28928;f[g+4>>2]=f[b>>2];f[b>>2]=0;f[g+8>>2]=f[c>>2];f[c>>2]=0;f[e>>2]=g;Mqa(e,a);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Np(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=28976;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;xqa(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Op(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29028;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Eqa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Pp(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+96|0;B=A+88|0;y=A+68|0;w=A+48|0;s=A+28|0;r=A+8|0;C=A;f[y>>2]=h;f[y+4>>2]=i;x=y+8|0;f[x>>2]=0;z=y+12|0;f[z>>2]=0;f[y+16>>2]=0;f[w>>2]=j;f[w+4>>2]=k;t=w+8|0;f[t>>2]=0;v=w+12|0;f[v>>2]=0;f[w+16>>2]=0;f[s>>2]=l;f[s+4>>2]=m;l=s+8|0;f[l>>2]=0;m=s+12|0;f[m>>2]=0;f[s+16>>2]=0;f[r>>2]=n;f[r+4>>2]=o;j=r+8|0;f[j>>2]=0;k=r+12|0;f[k>>2]=0;f[r+16>>2]=0;f[C>>2]=a;f[C+4>>2]=b;p=f[p>>2]|0;kd(p|0);q=f[q>>2]|0;kd(q|0);h=pOb(12)|0;f[h>>2]=29084;f[h+4>>2]=p;f[h+8>>2]=q;f[B>>2]=h;cqa(B,C,c,d,e,g,y,w,s,r);h=f[B>>2]|0;f[B>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);fd(0);fd(0);h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){i=f[r>>2]|0;if(i){tOb(i);h=f[j>>2]|0}}if(h|0){i=f[k>>2]|0;if((i|0)!=(h|0))f[k>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[l>>2]|0;if((h|0)==(f[m>>2]|0)){i=f[s>>2]|0;if(i){tOb(i);h=f[l>>2]|0}}if(h|0){i=f[m>>2]|0;if((i|0)!=(h|0))f[m>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[t>>2]|0;if((h|0)==(f[v>>2]|0)){i=f[w>>2]|0;if(i){tOb(i);h=f[t>>2]|0}}if(h|0){i=f[v>>2]|0;if((i|0)!=(h|0))f[v>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}i=f[x>>2]|0;if((i|0)==(f[z>>2]|0)){h=f[y>>2]|0;if(h){tOb(h);i=f[x>>2]|0}}if(!i){u=A;return}h=f[z>>2]|0;if((h|0)!=(i|0))f[z>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);u=A;return}function Qp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Rp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;sxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Sp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Tp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;pxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Up(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;qxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=29204;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Yva(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Wp(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=pOb(12)|0;f[j>>2]=29256;f[j+4>>2]=f[e>>2];f[e>>2]=0;f[j+8>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=j;dwa(i,a,b,c,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Xp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29316;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;owa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Yp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29372;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;gwa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Zp(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0;k=u;u=u+16|0;l=k;m=pOb(12)|0;f[m>>2]=29404;f[m+4>>2]=f[i>>2];f[i>>2]=0;f[m+8>>2]=f[j>>2];f[j>>2]=0;f[l>>2]=m;jta(l,a,b,c,d,e,g,h);a=f[l>>2]|0;f[l>>2]=0;if(!a){u=k;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=k;return}function _p(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;l=pOb(12)|0;f[l>>2]=29476;f[l+4>>2]=f[h>>2];f[h>>2]=0;f[l+8>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=l;Jta(k,a,b,c,d,e,g);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=j;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=j;return}function $p(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=pOb(12)|0;f[k>>2]=29544;f[k+4>>2]=f[g>>2];f[g>>2]=0;f[k+8>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=k;Kta(j,a,b,c,d,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;dta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29664;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;pwa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29696;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;_ta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function dq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29728;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29788;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;sya(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29820;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;cua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29852;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;xua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29884;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Fua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29916;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Jua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29948;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Bua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29980;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Nua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30012;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Hsa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30044;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Dya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function nq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=30076;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;Pya(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function oq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30140;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;yxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function pq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+48|0;o=n;p=n+40|0;j=n+28|0;l=n+8|0;f[l>>2]=a;f[l+4>>2]=b;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;i=f[e>>2]|0;kd(i|0);g=f[g>>2]|0;kd(g|0);Oya(j,h&255,l,c,d);ZI(p,j);e=f[p>>2]|0;kd(e|0);f[o>>2]=e;fd(dd(i|0,1,22088,o|0)|0);fd(e|0);e=f[j>>2]|0;if(e|0){a=j+4|0;b=f[a>>2]|0;if((b|0)!=(e|0))f[a>>2]=b+(~(((b+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}fd(g|0);fd(i|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){b=f[l>>2]|0;if(b){tOb(b);a=f[k>>2]|0}}if(!a){u=n;return}b=f[m>>2]|0;if((b|0)!=(a|0))f[m>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function qq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);lxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function rq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);mxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function sq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30172;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Rua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30204;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ava(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function uq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30260;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Qta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function vq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30292;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Zua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function wq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30324;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ova(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function xq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30356;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Tta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function yq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30388;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;_ua(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30448;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Osa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30480;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;qsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Bq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;n=m;o=m+40|0;i=m+28|0;k=m+8|0;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;h=f[d>>2]|0;kd(h|0);e=f[e>>2]|0;kd(e|0);xxa(i,g&255,k,c);NB(o,i);d=f[o>>2]|0;kd(d|0);f[n>>2]=d;fd(dd(h|0,1,22088,n|0)|0);fd(d|0);d=f[i>>2]|0;if(d|0){a=i+4|0;b=f[a>>2]|0;if((b|0)!=(d|0))f[a>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}fd(e|0);fd(h|0);a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30512;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Vua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Dq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30544;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Pva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30576;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;kua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30640;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;oua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30672;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;tua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30704;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;gua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Jq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;g=f[g>>2]|0;kd(g|0);h=f[h>>2]|0;kd(h|0);a=pOb(12)|0;f[a>>2]=30736;f[a+4>>2]=g;f[a+8>>2]=h;f[m>>2]=a;zsa(m,j,c,d,e);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30800;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Lq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30832;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Fxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Mq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30864;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Qva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Nq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30896;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Oq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30956;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;swa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Pq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Qq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31008;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;wwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Aya(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;qya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Tq(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;bta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;bua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Eua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Iua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Yq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Aua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Zq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function _q(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function $q(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;Lya(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ar(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;nxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function br(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;oxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Qua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function dr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function er(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function fr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;k=m+20|0;i=m;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;f[i>>2]=c;f[i+4>>2]=d;c=i+8|0;f[c>>2]=0;d=i+12|0;f[d>>2]=0;f[i+16>>2]=0;Sya(h&255,k,i,e,g);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function hr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=31212;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;gva(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ir(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;txa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function jr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;vxa(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;uxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Uua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Ota(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function nr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;jua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function or(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;nua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function pr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;sua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function qr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;fua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function rr(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0;r=u;u=u+32|0;s=r+20|0;p=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=31300;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Qwa(s,n&255,p,c,d,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}b=f[q>>2]|0;if((b|0)!=(a|0))f[q>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function sr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Lta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ur(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Pta(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function vr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Bya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function wr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function xr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;cta(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function yr(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;Mya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Tya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Ar(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31456;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;uva(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Br(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;kxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dr(a){a=a|0;lsa(a);return}function Er(a,b){a=a|0;b=b|0;msa(a,b);return}function Fr(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;nsa(a,b,c,d,e,f,g,h,i,j);return}function Gr(a,b){a=a|0;b=b|0;osa(a,b);return}function Hr(){var a=0,c=0,d=0,e=0,g=0;d=u;u=u+752|0;a=d;xna(a);if(!(b[257136]|0))if(MPb(257136)|0)eAa(256384);b[256384]=b[a>>0]|0;p[32049]=+p[a+8>>3];p[32050]=+p[a+16>>3];p[32051]=+p[a+24>>3];p[32052]=+p[a+32>>3];p[32053]=+p[a+40>>3];p[32054]=+p[a+48>>3];p[32055]=+p[a+56>>3];p[32056]=+p[a+64>>3];p[32057]=+p[a+72>>3];p[32058]=+p[a+80>>3];p[32059]=+p[a+88>>3];p[32060]=+p[a+96>>3];p[32061]=+p[a+104>>3];p[32062]=+p[a+112>>3];p[32063]=+p[a+120>>3];p[32064]=+p[a+128>>3];p[32065]=+p[a+136>>3];p[32066]=+p[a+144>>3];p[32067]=+p[a+152>>3];p[32068]=+p[a+160>>3];p[32069]=+p[a+168>>3];p[32070]=+p[a+176>>3];p[32071]=+p[a+184>>3];p[32072]=+p[a+192>>3];p[32073]=+p[a+200>>3];c=256592;e=a+208|0;g=c+40|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));p[32079]=+p[a+248>>3];p[32080]=+p[a+256>>3];p[32081]=+p[a+264>>3];p[32082]=+p[a+272>>3];p[32083]=+p[a+280>>3];p[32084]=+p[a+288>>3];p[32085]=+p[a+296>>3];p[32086]=+p[a+304>>3];p[32087]=+p[a+312>>3];p[32088]=+p[a+320>>3];p[32089]=+p[a+328>>3];p[32090]=+p[a+336>>3];p[32091]=+p[a+344>>3];p[32092]=+p[a+352>>3];p[32093]=+p[a+360>>3];p[32094]=+p[a+368>>3];f[64190]=f[a+376>>2];f[64191]=f[a+380>>2];f[64192]=f[a+384>>2];f[64193]=f[a+388>>2];f[64194]=f[a+392>>2];f[64195]=f[a+396>>2];f[64196]=f[a+400>>2];f[64197]=f[a+404>>2];f[64198]=f[a+408>>2];f[64199]=f[a+412>>2];f[64200]=f[a+416>>2];f[64201]=f[a+420>>2];f[64202]=f[a+424>>2];f[64203]=f[a+428>>2];f[64204]=f[a+432>>2];f[64205]=f[a+436>>2];p[32103]=+p[a+440>>3];p[32104]=+p[a+448>>3];p[32105]=+p[a+456>>3];p[32106]=+p[a+464>>3];p[32107]=+p[a+472>>3];p[32108]=+p[a+480>>3];p[32109]=+p[a+488>>3];p[32110]=+p[a+496>>3];p[32111]=+p[a+504>>3];p[32112]=+p[a+512>>3];p[32113]=+p[a+520>>3];p[32114]=+p[a+528>>3];p[32115]=+p[a+536>>3];p[32116]=+p[a+544>>3];p[32117]=+p[a+552>>3];p[32118]=+p[a+560>>3];p[32119]=+p[a+568>>3];p[32120]=+p[a+576>>3];p[32121]=+p[a+584>>3];p[32122]=+p[a+592>>3];p[32123]=+p[a+600>>3];p[32124]=+p[a+608>>3];p[32125]=+p[a+616>>3];p[32126]=+p[a+624>>3];p[32127]=+p[a+632>>3];p[32128]=+p[a+640>>3];p[32129]=+p[a+648>>3];p[32130]=+p[a+656>>3];p[32131]=+p[a+664>>3];p[32132]=+p[a+672>>3];p[32133]=+p[a+680>>3];p[32134]=+p[a+688>>3];f[64270]=f[a+696>>2];f[64271]=f[a+700>>2];f[64272]=f[a+704>>2];f[64273]=f[a+708>>2];f[64274]=f[a+712>>2];f[64275]=f[a+716>>2];f[64276]=f[a+720>>2];f[64277]=f[a+724>>2];f[64278]=f[a+728>>2];g=a+732|0;f[64279]=f[g>>2];f[64280]=f[g+4>>2];f[64281]=f[g+8>>2];b[257128]=b[g+12>>0]|0;u=d;return 256384}function Ir(a){a=a|0;zna(a);return}function Jr(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;Eha(a,b,c,d);return}function Kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31564;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Xna(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31596;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;eoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mr(a,b){a=+a;b=+b;Vla(a,b);return}function Nr(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=4;b[r>>0]=82;Yga(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,53,j,31,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=m;return}function Or(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+4|0;k=m;l=m+8|0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;n=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=5;b[n+1>>0]=0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+a>>0]=c;a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=d;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=e;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;n=e-(f[64571]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;Xga(a,62,g,38,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Pr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;i=g+4|0;j=g;h=g+8|0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;l=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;l=(f[64571]|0)+l|0;b[l>>0]=6;b[l+1>>0]=0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,18,d,55,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Qr(a,c,e,g,h,i,j,k,l){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+80|0;w=t+64|0;x=t+60|0;v=t+71|0;B=t+68|0;A=t+56|0;z=t;y=t+70|0;r=t+28|0;o=t+8|0;m=t+52|0;n=t+48|0;f[r>>2]=a;f[r+4>>2]=c;q=r+8|0;f[q>>2]=0;s=r+12|0;f[s>>2]=0;f[r+16>>2]=0;f[o>>2]=e;f[o+4>>2]=g;e=o+8|0;f[e>>2]=0;g=o+12|0;f[g>>2]=0;f[o+16>>2]=0;k=f[k>>2]|0;f[m>>2]=k;kd(k|0);k=f[l>>2]|0;f[n>>2]=k;kd(k|0);f[A>>2]=h;p[z>>3]=i;b[y>>0]=j&1;d[B>>1]=7;k=f[64572]|0;a=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,1,v)|0;b[(f[64571]|0)+a>>0]=82;$ga(258284,B,r,o,A,z,y);a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;l=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,4,v)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;Xga(a,55,m,55,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[n>>2]|0);fd(f[m>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){c=f[g>>2]|0;if((c|0)!=(a|0))f[g>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if((a|0)==(f[s>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[q>>2]|0}}if(!a){u=t;return}if((f[s>>2]|0)!=(a|0))f[s>>2]=a;sOb(a);u=t;return}function Rr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+64|0;p=n+32|0;q=n+28|0;o=n+56|0;r=n+40|0;k=n+24|0;i=n+20|0;l=n;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;kd(g|0);c=f[h>>2]|0;kd(c|0);l6(r,e);f[k>>2]=g;kd(g|0);f[i>>2]=c;kd(c|0);a=f[64572]|0;e=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[q>>2]=e;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=9;b[a+1>>0]=0;aha(258284,r,l,d);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[q>>2]=d;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,96,k,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);fd(c|0);fd(g|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Sr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+64|0;l=r+36|0;m=r+24|0;n=r+56|0;k=r;i=r+40|0;o=r+32|0;q=r+28|0;Kha(k);l6(i,e);j=~~+p[k+8>>3]>>>0;k=~~+p[k+16>>3]>>>0;e=f[g>>2]|0;f[o>>2]=e;kd(e|0);e=f[h>>2]|0;f[q>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,n)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=0;e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,16,n)|0;e=f[64571]|0;g=e+g|0;h=i;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));i=f[64572]|0;f[m>>2]=i;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+(i-e)|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=c;b[e+1>>0]=c>>8;b[e+2>>0]=c>>16;b[e+3>>0]=c>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[64572]|0;c=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=k;b[e+1>>0]=k>>8;b[e+2>>0]=k>>16;b[e+3>>0]=k>>24;e=(f[64570]|0)+1|0;f[64570]=e;c=f[64572]|0;d=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;n=(f[64571]|0)+d|0;b[n>>0]=e;b[n+1>>0]=e>>8;b[n+2>>0]=e>>16;b[n+3>>0]=e>>24;Xga(e,96,o,55,q);e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}f[64572]=e;q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}function Tr(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+64|0;m=s+36|0;n=s+24|0;o=s+56|0;l=s;j=s+40|0;q=s+32|0;r=s+28|0;Kha(l);l6(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=11;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,16,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+16|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+(j-g)|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=k;b[d+1>>0]=k>>8;b[d+2>>0]=k>>16;b[d+3>>0]=k>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,96,q,55,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Ur(a,c,d,e,g){a=a|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+48|0;i=o+12|0;j=o;k=o+32|0;h=o+16|0;l=o+8|0;m=o+4|0;l6(h,d);d=f[e>>2]|0;f[l>>2]=d;kd(d|0);d=f[g>>2]|0;f[m>>2]=d;kd(d|0);d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;d=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;d=(f[64571]|0)+d|0;b[d>>0]=12;b[d+1>>0]=0;d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,16,k)|0;d=f[64571]|0;e=d+e|0;g=h;h=e+16|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;e=(f[64571]|0)+(e-d)|0;g=a;h=e+12|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));h=f[64572]|0;d=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;d=(f[64571]|0)+d|0;n[s>>2]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];d=(f[64570]|0)+1|0;f[64570]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+a|0;b[k>>0]=d;b[k+1>>0]=d>>8;b[k+2>>0]=d>>16;b[k+3>>0]=d>>24;Xga(d,96,l,55,m);d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}f[64572]=d;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}function Vr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=13;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Wr(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=14;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Yr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=16;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Zr(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;i=u;u=u+16|0;k=i+4|0;l=i;j=i+8|0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+o>>0]=82;o=f[64572]|0;m=o-(f[64571]|0)|0;f[l>>2]=o;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=17;b[m+1>>0]=0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;m=a;p=m;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;a=(f[64571]|0)+o|0;o=a;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;a=a+4|0;b[a>>0]=m;b[a+1>>0]=m>>8;b[a+2>>0]=m>>16;b[a+3>>0]=m>>24;a=f[64572]|0;m=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;a=c;o=a;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;m=(f[64571]|0)+m|0;c=m;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;m=m+4|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;m=f[64572]|0;a=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;a=(f[64571]|0)+a|0;n[s>>2]=d;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=(f[64570]|0)+1|0;f[64570]=a;m=f[64572]|0;c=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,55,e,14,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=i;return}f[64572]=a;u=i;return}function _r(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=18;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function $r(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=19;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function as(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=20;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function bs(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+144|0;k=i+132|0;l=i+128|0;j=i+136|0;h=i;e=i+124|0;g=i+120|0;_6(h,a);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[d>>2]|0;f[g>>2]=a;kd(a|0);a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=0;dha(258284,h);a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,28,e,28,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[g>>2]|0);fd(f[e>>2]|0);a=h+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+4|0;if((b[a+11>>0]|0)>=0){u=i;return}sOb(f[a>>2]|0);u=i;return}function cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=22;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ds(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=23;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function es(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=24;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function fs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=25;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,4,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function gs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=u;u=u+32|0;i=g+12|0;j=g+4|0;h=g+16|0;d=g+8|0;e=g;a=f[a>>2]|0;f[d>>2]=a;kd(a|0);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[64572]|0;k=a-(f[64571]|0)|0;f[j>>2]=a;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=26;b[a+1>>0]=0;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,48,d,0,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}f[64572]=a;k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}function hs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=27;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,52,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=28;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,86,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function js(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=29;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ks(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=30;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ls(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=31;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ms(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=32;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,96,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ns(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=33;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function os(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=34;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ps(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=35;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function qs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=36;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=37;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ss(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=38;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ts(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=39;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function us(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=40;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function vs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=41;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ws(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=42;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,82,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function xs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=43;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ys(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=44;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,83,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function zs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=45;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function As(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=46;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,46,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Bs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=47;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,47,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=49;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ds(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=50;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Es(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=51;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,19,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Fs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=52;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,21,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Gs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=53;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,22,h,13,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Hs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=54;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=55;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,78,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Js(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=56;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ks(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=0;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ls(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ms(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=59;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Ns(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=60;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Os(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;n=u;u=u+48|0;p=n+36|0;q=n+32|0;o=n+42|0;s=n+40|0;r=n+20|0;l=n;i=n+28|0;j=n+24|0;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[i>>2]=g;kd(g|0);g=f[h>>2]|0;f[j>>2]=g;kd(g|0);f[r>>2]=e;d[s>>1]=61;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;fha(258284,s,l,r);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,53,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Ps(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=62;b[e+1>>0]=0;gha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,11,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Qs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=63;b[e+1>>0]=0;hha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,12,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Rs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=64;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ss(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=65;b[a+1>>0]=0;bha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Ts(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=66;b[a+1>>0]=0;jha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Us(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=68;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vs(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+64|0;q=o+52|0;r=o+48|0;p=o+56|0;m=o+20|0;k=o;i=o+44|0;j=o+40|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=d;f[k+4>>2]=e;d=k+8|0;f[d>>2]=0;e=k+12|0;f[e>>2]=0;f[k+16>>2]=0;a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[h>>2]|0;f[j>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=69;b[a+1>>0]=0;kha(258284,m);lha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,55,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=o;return}function Ws(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=70;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Xs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=71;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ys(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+96|0;m=s+84|0;n=s+72|0;o=s+88|0;l=s+48|0;j=s;q=s+80|0;r=s+76|0;Kha(l);E8(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=72;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,48,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+48|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+(j-g)>>0]=a;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,90,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Zs(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=73;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function _s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=74;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=75;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function at(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=76;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=77;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=78;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function dt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=79;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function et(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=80;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=81;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=82;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ht(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=83;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function it(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=84;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=85;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=86;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=87;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function mt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=88;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function nt(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;k=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;k=(f[64571]|0)+k|0;b[k>>0]=89;b[k+1>>0]=0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;a=f[64572]|0;j=a-(f[64571]|0)|0;f[i>>2]=a;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=c;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;a=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function ot(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=90;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=91;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qt(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=92;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=93;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function st(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=94;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function tt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=95;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ut(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=96;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=97;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function wt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=99;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a&1;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,0,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=100;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function yt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+4|0;h=k;i=k+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,i)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[h>>2]=j;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,i)|0;e=(f[64571]|0)+e|0;b[e>>0]=101;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=c;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=d;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=102;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function At(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=103;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=104;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=105;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Dt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=106;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Et(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;d=c+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=107;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,d)|0;d=a;g=f[d>>2]|0;d=f[d+4>>2]|0;a=(f[64571]|0)+e|0;e=a;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=108;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Gt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=109;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ht(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=110;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function It(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=111;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Jt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=112;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=113;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=114;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Mt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=115;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=116;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ot(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=117;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=118;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Qt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=119;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Rt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=120;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function St(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=121;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,24,d)|0;d=f[64571]|0;e=d+e|0;c=e+24|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=122;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Ut(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=128;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=129;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Wt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=130;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=131;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Yt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=132;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=133;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function _t(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=134;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $t(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=135;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function au(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=136;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=137;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function cu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=138;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=139;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function eu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=140;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function fu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=141;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=142;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=143;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=144;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=145;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=146;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=147;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=148;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=149;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ou(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=151;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=152;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=153;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=154;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function su(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;j=i+20|0;k=i+22|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;d[j>>1]=155;b[k>>0]=82;mha(258284,k,j,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=i;return}function tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=156;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=157;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function vu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=158;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function wu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=159;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function xu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=160;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function yu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=161;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=123;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Au(a){a=a|0;a:{Oc(10720,54131,7,26952,118557,7,53);Oc(10720,54162,7,27012,118557,8,54);Oc(10720,54185,8,27072,120275,1,28);Oc(10720,54210,6,27136,120558,1,2);Oc(10720,54231,1,26256,115815,1501,21);Oc(10720,54243,4,26540,117549,64,91);Oc(10720,54263,5,26724,118161,44,129);Oc(10720,54280,1,26256,115815,1501,22);Oc(10720,54295,6,27224,121154,1,2);Oc(10720,54309,1,26256,115815,1501,23);Oc(10720,54323,2,26260,117481,844,1575);Oc(10720,54342,2,27248,121162,53,34);Oc(10720,54350,4,27288,117549,70,92);Oc(10720,54362,3,27304,116488,72,897);Oc(10720,54389,3,27304,116488,72,898);Oc(10720,54415,3,27304,116488,72,899);Oc(10720,54435,3,27304,116488,72,900);Oc(10720,54457,3,27304,116488,72,901);Oc(10720,54474,5,26724,118161,44,130);Oc(10720,54493,3,27304,116488,72,902);Oc(10720,54514,3,27304,116488,72,903);Oc(10720,54530,3,27304,116488,72,904);Oc(10720,54565,3,27304,116488,72,905);Oc(10720,54596,3,27304,116488,72,906);Oc(10720,54626,3,27304,116488,72,907);Oc(10720,54652,3,27304,116488,72,908);Oc(10720,54678,3,27304,116488,72,909);Oc(10720,54716,3,27304,116488,72,910);Oc(10720,54732,3,27304,116488,72,911);Oc(10720,54754,3,27304,116488,72,912);Oc(10720,54775,3,27304,116488,72,913);Oc(10720,54814,3,27304,116488,72,914);Oc(10720,54830,3,27304,116488,72,915);Oc(10720,54846,3,27304,116488,72,916);Oc(10720,54860,3,27304,116488,72,917);Oc(10720,54873,3,27304,116488,72,918);Oc(10720,54890,3,27304,116488,72,919);Oc(10720,54907,3,27304,116488,72,920);Oc(10720,54921,3,27304,116488,72,921);Oc(10720,54941,3,27304,116488,72,922);Oc(10720,54958,2,27348,117481,876,1576);Oc(10720,54990,6,27388,122507,25,94);Oc(10720,55010,6,27388,122507,25,95);Oc(10720,55026,5,26724,118161,44,131);Oc(10720,55053,1,26256,115815,1501,24);Oc(10720,55066,3,27304,116488,72,923);Oc(10720,55082,1,26256,115815,1501,25);Oc(10720,55094,4,27476,117549,73,93);Oc(10720,55115,1,26256,115815,1501,26);Oc(10720,55140,5,26724,118161,44,132);Oc(10720,55162,2,26260,117481,844,1577);Oc(10720,55174,6,27556,122507,26,96);Oc(10720,55196,6,27612,122507,27,97);Oc(10720,55210,6,27612,122507,27,98);Oc(10720,55224,5,26724,118161,44,133);Oc(10720,55241,7,27732,118557,10,55);Oc(10720,55262,7,27732,118557,10,56);Oc(10720,55290,1,26256,115815,1501,27);Oc(10720,55303,7,27824,118557,11,57);Oc(10720,55316,1,26256,115815,1501,28);Oc(10720,55330,1,26256,115815,1501,29);Oc(10720,55344,8,27852,120275,2,29);Oc(10720,55362,2,27884,117481,878,1578);Oc(10720,55383,2,27248,121162,53,35);Oc(10720,55407,2,27248,121162,53,36);Oc(10720,55439,2,26260,117481,844,1579);Oc(10720,55470,2,27248,121162,53,37);Oc(10720,55498,2,27248,121162,53,38);Oc(10720,55530,2,27348,117481,876,1580);Oc(10720,55557,2,27248,121162,53,39);Oc(10720,55586,2,26260,117481,844,1581);Oc(10720,55615,2,27248,121162,53,40);Oc(10720,55642,2,27248,121162,53,41);Oc(10720,55668,2,26260,117481,844,1582);Oc(10720,55695,2,27892,117481,879,1583);Oc(10720,55715,2,27348,117481,876,1584);Oc(10720,55735,2,27900,117481,880,1585);Oc(10720,55754,3,27908,116488,74,924);Oc(10720,55776,4,27920,126199,1,4);Oc(10720,55797,3,27936,116488,75,925);Oc(10720,55817,2,27348,117481,876,1586);Oc(10720,55833,3,27948,115822,16,57);Oc(10720,55851,2,27248,121162,53,42);Oc(10720,55874,2,26260,117481,844,1587);Oc(10720,55893,2,27248,121162,53,43);Oc(10720,55911,2,27248,121162,53,44);Oc(10720,55938,2,27900,117481,880,1588);Oc(10720,55962,4,27960,117549,76,94);Oc(10720,55988,2,27348,117481,876,1589);Oc(10720,56007,4,27976,117549,77,95);Oc(10720,56027,2,26260,117481,844,1590);Oc(10720,56042,3,27992,126205,9,3);Oc(10720,56063,2,27248,121162,53,45);Oc(10720,56079,2,27248,121162,53,46);Oc(10720,56096,2,27248,121162,53,47);Oc(10720,56118,2,28004,117481,883,1591);Oc(10720,56138,2,27348,117481,876,1592);Oc(10720,56165,2,28012,117481,884,1593);Oc(10720,56182,2,27892,117481,879,1594);Oc(10720,56194,2,27248,121162,53,48);Oc(10720,56229,2,27248,121162,53,49);Oc(10720,56260,2,26260,117481,844,1595);Oc(10720,56290,2,27348,117481,876,1596);Oc(10720,56316,2,27248,121162,53,50);Oc(10720,56342,2,27248,121162,53,51);Oc(10720,56380,2,27348,117481,876,1597);Oc(10720,56396,2,27348,117481,876,1598);Oc(10720,56418,2,26260,117481,844,1599);Oc(10720,56436,2,27348,117481,876,1600);Oc(10720,56457,2,28020,117481,885,1601);Oc(10720,56472,3,28028,116488,78,926);Oc(10720,56499,2,27900,117481,880,1602);Oc(10720,56528,2,27900,117481,880,1603);Oc(10720,56569,2,27900,117481,880,1604);Oc(10720,56613,2,27900,117481,880,1605);Oc(10720,56655,2,27900,117481,880,1606);Oc(10720,56700,2,27900,117481,880,1607);Oc(10720,56730,2,27248,121162,53,52);Oc(10720,56762,2,27900,117481,880,1608);Oc(10720,56789,2,27892,117481,879,1609);Oc(10720,56817,2,27900,117481,880,1610);Oc(10720,56851,2,27900,117481,880,1611);Oc(10720,56879,2,27892,117481,879,1612);Oc(10720,56908,2,27900,117481,880,1613);Oc(10720,56943,2,27892,117481,879,1614);Oc(10720,56960,2,27348,117481,876,1615);Oc(10720,56981,2,27348,117481,876,1616);Oc(10720,57020,2,28040,126210,55,53);Oc(10720,57060,2,27348,117481,876,1617);Oc(10720,57079,2,27348,117481,876,1618);Oc(10720,57095,2,26260,117481,844,1619);Oc(10720,57108,2,26260,117481,844,1620);Oc(10720,57124,2,28040,126210,55,54);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57167,2,27892,117481,879,1621);Oc(10720,57181,3,28048,126214,2,3);Oc(10720,57194,2,27348,117481,876,1622);Oc(10720,57211,3,27936,116488,75,927);Oc(10720,57234,2,28012,117481,884,1623);Oc(10720,57252,2,27884,117481,878,1624);Oc(10720,57271,2,27348,117481,876,1625);Oc(10720,57292,2,27248,121162,53,56);Oc(10720,57313,2,27248,121162,53,57);Oc(10720,57336,2,27248,121162,53,58);Oc(10720,57368,2,27884,117481,878,1626);Oc(10720,57385,2,27348,117481,876,1627);Oc(10720,57405,2,27248,121162,53,59);Oc(10720,57424,2,27248,121162,53,60);Oc(10720,57445,2,27248,121162,53,61);Oc(10720,57475,4,28060,126219,1,2);Oc(10720,57506,3,28076,126225,3,4);Oc(10720,57538,2,26260,117481,844,1628);Oc(10720,57569,2,27348,117481,876,1629);Oc(10720,57596,2,27248,121162,53,62);Oc(10720,57625,2,27248,121162,53,63);Oc(10720,57652,2,27248,121162,53,64);Oc(10720,57680,2,26260,117481,844,1630);Oc(10720,57707,2,27884,117481,878,1631);Oc(10720,57728,2,27348,117481,876,1632);Oc(10720,57751,2,27348,117481,876,1633);Oc(10720,57791,2,27248,121162,53,65);Oc(10720,57814,2,26260,117481,844,1634);Oc(10720,57840,2,27892,117481,879,1635);Oc(10720,57855,2,27248,121162,53,66);Oc(10720,57876,3,27304,116488,72,928);Oc(10720,57896,2,27892,117481,879,1636);Oc(10720,57916,2,27900,117481,880,1637);Oc(10720,57938,2,27892,117481,879,1638);Oc(10720,57961,3,26352,116488,65,929);Oc(10720,57987,6,28152,122507,31,99);Oc(10720,58003,3,28176,115822,17,58);Oc(10720,58018,2,27892,117481,879,1639);Oc(10720,58042,5,28188,118161,51,134);Oc(10720,58058,4,28208,117549,79,96);Oc(10720,58071,1,26256,115815,1501,30);Oc(10720,58086,5,26724,118161,44,135);Oc(10720,58106,1,26256,115815,1501,31);Oc(10720,58121,1,26256,115815,1501,32);Oc(10720,58141,1,26256,115815,1501,33);Oc(10720,58157,1,26256,115815,1501,34);Oc(10720,58170,1,26256,115815,1501,35);Oc(10720,58187,1,26256,115815,1501,36);Oc(10720,58209,3,28224,116488,80,930);Oc(10720,58227,6,28236,122507,32,100);Oc(10720,58239,3,27304,116488,72,931);Oc(10720,58260,5,28292,118161,53,136);Oc(10720,58277,5,26724,118161,44,137);Oc(10720,58287,4,28344,117549,83,97);Oc(10720,58306,3,27304,116488,72,932);Oc(10720,58317,13,28392,127463,5,4);Oc(10720,58330,5,26724,118161,44,138);Oc(10720,58344,3,27304,116488,72,933);Oc(10720,58360,5,26724,118161,44,139);Oc(10720,58377,5,26724,118161,44,140);Oc(10720,58409,5,26724,118161,44,141);Oc(10720,58434,5,26724,118161,44,142);Oc(10720,58460,6,28636,122507,33,101);Oc(10720,58485,6,28636,122507,33,102);Oc(10720,58511,4,28692,117549,89,98);Oc(10720,58511,3,27304,116488,72,934);Oc(10720,58525,5,26724,118161,44,143);Oc(10720,58540,5,26724,118161,44,144);Oc(10720,58559,6,28804,122507,34,103);Oc(10720,58578,15,28828,130983,1,3);Oc(10720,58594,5,26724,118161,44,145);Oc(10720,58611,4,28952,117549,93,99);Oc(10720,58628,5,29e3,118161,57,146);Oc(10720,58657,6,29052,122507,35,104);Oc(10720,58687,17,29108,132757,1,6);Oc(10720,58704,4,26540,117549,64,100);Oc(10720,58742,4,26540,117549,64,101);Oc(10720,58775,5,29176,118161,59,147);Oc(10720,58807,5,29176,118161,59,148);Oc(10720,58842,5,29176,118161,59,149);Oc(10720,58872,5,29228,118161,60,150);Oc(10720,58916,7,29280,118557,13,58);Oc(10720,58960,6,29340,122507,37,105);Oc(10720,59004,6,29340,122507,37,106);Oc(10720,59047,10,29428,134438,1,5);Oc(10720,59047,9,29500,134747,4,10);Oc(10720,59047,8,29568,120275,4,30);Oc(10720,59067,6,29632,122507,38,107);Oc(10720,59088,6,29632,122507,38,108);Oc(10720,59124,6,29632,122507,38,109);Oc(10720,59151,7,29752,118557,15,59);Oc(10720,59173,6,29632,122507,38,110);Oc(10720,59203,6,29632,122507,38,111);Oc(10720,59228,6,29632,122507,38,112);Oc(10720,59257,6,29632,122507,38,113);Oc(10720,59284,6,29632,122507,38,114);Oc(10720,59322,6,29632,122507,38,115);Oc(10720,59350,6,29632,122507,38,116);Oc(10720,59387,5,26724,118161,44,151);Oc(10720,59427,7,29752,118557,15,60);Oc(10720,59458,8,30100,120275,5,31);Oc(10720,59496,7,29752,118557,15,61);Oc(10720,59529,8,30100,120275,5,32);Oc(10720,59558,8,30100,120275,5,33);Oc(10720,59593,8,30100,120275,5,34);Oc(10720,59621,6,29632,122507,38,117);Oc(10720,59653,6,30228,122507,42,118);Oc(10720,59689,6,29632,122507,38,119);Oc(10720,59718,6,29632,122507,38,120);Oc(10720,59746,6,30228,122507,42,121);Oc(10720,59782,6,29632,122507,38,122);Oc(10720,59811,7,30412,118557,20,62);Oc(10720,59834,6,29632,122507,38,123);Oc(10720,59859,6,29632,122507,38,124);Oc(10720,59895,7,29752,118557,15,63);Oc(10720,59919,6,29632,122507,38,125);Oc(10720,59959,6,30228,122507,42,126);Oc(10720,59996,6,29632,122507,38,127);Oc(10720,60026,6,29632,122507,38,128);Oc(10720,60057,6,29632,122507,38,129);Oc(10720,60085,6,29632,122507,38,130);Oc(10720,60122,6,29632,122507,38,131);Oc(10720,60158,8,30760,120275,6,35);Oc(10720,60193,6,29632,122507,38,132);Oc(10720,60220,7,29752,118557,15,64);Oc(10720,60249,6,30228,122507,42,133);Oc(10720,60283,7,30920,118557,22,65);Oc(10720,60314,6,29632,122507,38,134);Oc(10720,60348,5,30980,118161,91,152);Oc(10720,60375,7,30920,118557,22,66);Oc(10720,60407,6,31032,122507,48,135);Oc(10720,60429,7,31056,147448,2,6);Oc(10720,60459,6,31084,147457,1,2);Oc(10720,60486,5,30980,118161,91,153);Oc(10720,60511,5,30980,118161,91,154);Oc(10720,60540,5,30980,118161,91,155);Oc(10720,60567,5,30980,118161,91,156);Oc(10720,60605,5,30980,118161,91,157);Oc(10720,60633,5,30980,118161,91,158);Oc(10720,60670,5,30980,118161,91,159);Oc(10720,60696,8,31108,120275,7,36);Oc(10720,60725,8,31140,120275,8,37);Oc(10720,60760,8,31140,120275,8,38);Oc(10720,60788,5,30980,118161,91,160);Oc(10720,60820,5,30980,118161,91,161);Oc(10720,60849,5,30980,118161,91,162);Oc(10720,60877,8,31172,147465,1,2);Oc(10720,60905,5,30980,118161,91,163);Oc(10720,60934,8,31236,120275,9,39);Oc(10720,60957,5,28188,118161,51,164);Oc(10720,60983,6,31268,147818,5,2);Oc(10720,61007,5,28188,118161,51,165);Oc(10720,61036,5,30980,118161,91,166);Oc(10720,61076,5,30980,118161,91,167);Oc(10720,61106,5,30980,118161,91,168);Oc(10720,61137,5,30980,118161,91,169);Oc(10720,61165,5,30980,118161,91,170);Oc(10720,61202,5,30980,118161,91,171);Oc(10720,61238,14,31324,148354,2,7);Oc(10720,61262,6,31380,122507,49,136);Oc(10720,61286,5,30980,118161,91,172);Oc(10720,61307,4,31404,117549,121,102);Oc(10720,61344,5,29176,118161,59,173);Oc(10720,61368,4,26540,117549,64,103);Oc(10720,61400,4,26540,117549,64,104);Oc(10720,61429,7,31420,118557,27,67);Oc(10720,61460,4,26540,117549,64,105);Oc(10720,61490,7,30412,118557,20,68);Oc(10720,61515,5,29176,118161,59,174);Oc(10720,61541,5,29176,118161,59,175);Oc(10720,61567,2,26260,117481,844,1640);Oc(10720,61583,3,27936,116488,75,935);Oc(10720,61601,11,31480,148653,1,2);Oc(10720,61621,3,31524,116488,90,936);Oc(10720,61640,3,27304,116488,72,901);Oc(10720,61650,2,26260,117481,844,1641);Oc(10720,61709,3,27992,126205,9,4);Oc(10720,61660,5,31536,117525,2,4);Oc(10720,61727,5,26724,118161,44,176);Oc(10720,61743,5,31620,118161,137,177);Oc(10720,61765,1,26256,115815,1501,37);f[a+1544>>2]=5;break a}}function Bu(a){a=a|0;Oc(8808,54185,8,27072,120275,1,9);Oc(8808,54210,6,27136,120558,1,1);Oc(8808,54231,1,26256,115815,1501,5);Oc(8808,54243,4,26540,117549,64,70);Oc(8808,54263,5,26724,118161,44,69);Oc(8808,54280,1,26256,115815,1501,6);Oc(8808,54295,6,27224,121154,1,1);Oc(8808,54309,1,26256,115815,1501,7);Oc(8808,54323,2,26260,117481,844,1507);Oc(8808,54342,2,27248,121162,53,1);Oc(8808,54350,4,27288,117549,70,71);Oc(8808,54362,3,27304,116488,72,850);Oc(8808,54389,3,27304,116488,72,851);Oc(8808,54415,3,27304,116488,72,852);Oc(8808,54435,3,27304,116488,72,853);Oc(8808,54457,3,27304,116488,72,854);Oc(8808,54474,5,26724,118161,44,71);Oc(8808,54493,3,27304,116488,72,855);Oc(8808,54514,3,27304,116488,72,856);Oc(8808,54530,3,27304,116488,72,857);Oc(8808,54565,3,27304,116488,72,858);Oc(8808,54596,3,27304,116488,72,859);Oc(8808,54626,3,27304,116488,72,860);Oc(8808,54652,3,27304,116488,72,861);Oc(8808,54678,3,27304,116488,72,862);Oc(8808,54716,3,27304,116488,72,863);Oc(8808,54732,3,27304,116488,72,864);Oc(8808,54754,3,27304,116488,72,865);Oc(8808,54775,3,27304,116488,72,866);Oc(8808,54814,3,27304,116488,72,867);Oc(8808,54830,3,27304,116488,72,868);Oc(8808,54846,3,27304,116488,72,869);Oc(8808,54860,3,27304,116488,72,870);Oc(8808,54873,3,27304,116488,72,871);Oc(8808,54890,3,27304,116488,72,872);Oc(8808,54907,3,27304,116488,72,873);Oc(8808,54921,3,27304,116488,72,874);Oc(8808,54941,3,27304,116488,72,875);Oc(8808,54958,2,27348,117481,876,1508);Oc(8808,54990,6,27388,122507,25,45);Oc(8808,55010,6,27388,122507,25,46);Oc(8808,55026,5,26724,118161,44,72);Oc(8808,55053,1,26256,115815,1501,8);Oc(8808,55066,3,27304,116488,72,877);Oc(8808,55082,1,26256,115815,1501,9);Oc(8808,55094,4,27476,117549,73,73);Oc(8808,55115,1,26256,115815,1501,10);Oc(8808,55140,5,26724,118161,44,74);Oc(8808,55162,2,26260,117481,844,1509);Oc(8808,55174,6,27556,122507,26,47);Oc(8808,55196,6,27612,122507,27,48);Oc(8808,55210,6,27612,122507,27,49);Oc(8808,55224,5,26724,118161,44,75);Oc(8808,55241,7,27732,118557,10,28);Oc(8808,55262,7,27732,118557,10,29);Oc(8808,55290,1,26256,115815,1501,11);Oc(8808,55303,7,27824,118557,11,30);Oc(8808,55316,1,26256,115815,1501,12);Oc(8808,55330,1,26256,115815,1501,13);Oc(8808,55344,8,27852,120275,2,12);Oc(8808,55362,2,27884,117481,878,1510);Oc(8808,55383,2,27248,121162,53,2);Oc(8808,55407,2,27248,121162,53,3);Oc(8808,55439,2,26260,117481,844,1511);Oc(8808,55470,2,27248,121162,53,4);Oc(8808,55498,2,27248,121162,53,5);Oc(8808,55530,2,27348,117481,876,1512);Oc(8808,55557,2,27248,121162,53,6);Oc(8808,55586,2,26260,117481,844,1513);Oc(8808,55615,2,27248,121162,53,7);Oc(8808,55642,2,27248,121162,53,8);Oc(8808,55668,2,26260,117481,844,1514);Oc(8808,55695,2,27892,117481,879,1515);Oc(8808,55715,2,27348,117481,876,1516);Oc(8808,55735,2,27900,117481,880,1517);Oc(8808,55754,3,27908,116488,74,881);Oc(8808,55776,4,27920,126199,1,1);Oc(8808,55797,3,27936,116488,75,882);Oc(8808,55817,2,27348,117481,876,1518);Oc(8808,55833,3,27948,115822,16,54);Oc(8808,55851,2,27248,121162,53,9);Oc(8808,55874,2,26260,117481,844,1519);Oc(8808,55893,2,27248,121162,53,10);Oc(8808,55911,2,27248,121162,53,11);Oc(8808,55938,2,27900,117481,880,1520);Oc(8808,55962,4,27960,117549,76,76);Oc(8808,55988,2,27348,117481,876,1521);Oc(8808,56007,4,27976,117549,77,77);Oc(8808,56027,2,26260,117481,844,1522);Oc(8808,56042,3,27992,126205,9,1);Oc(8808,56063,2,27248,121162,53,12);Oc(8808,56079,2,27248,121162,53,13);Oc(8808,56096,2,27248,121162,53,14);Oc(8808,56118,2,28004,117481,883,1523);Oc(8808,56138,2,27348,117481,876,1524);Oc(8808,56165,2,28012,117481,884,1525);Oc(8808,56182,2,27892,117481,879,1526);Oc(8808,56194,2,27248,121162,53,15);Oc(8808,56229,2,27248,121162,53,16);Oc(8808,56260,2,26260,117481,844,1527);Oc(8808,56290,2,27348,117481,876,1528);Oc(8808,56316,2,27248,121162,53,17);Oc(8808,56342,2,27248,121162,53,18);Oc(8808,56380,2,27348,117481,876,1529);Oc(8808,56396,2,27348,117481,876,1530);Oc(8808,56418,2,26260,117481,844,1531);Oc(8808,56436,2,27348,117481,876,1532);Oc(8808,56457,2,28020,117481,885,1533);Oc(8808,56472,3,28028,116488,78,886);Oc(8808,56499,2,27900,117481,880,1534);Oc(8808,56528,2,27900,117481,880,1535);Oc(8808,56569,2,27900,117481,880,1536);Oc(8808,56613,2,27900,117481,880,1537);Oc(8808,56655,2,27900,117481,880,1538);Oc(8808,56700,2,27900,117481,880,1539);Oc(8808,56730,2,27248,121162,53,19);Oc(8808,56762,2,27900,117481,880,1540);Oc(8808,56789,2,27892,117481,879,1541);Oc(8808,56817,2,27900,117481,880,1542);Oc(8808,56851,2,27900,117481,880,1543);Oc(8808,56879,2,27892,117481,879,1544);Oc(8808,56908,2,27900,117481,880,1545);Oc(8808,56943,2,27892,117481,879,1546);Oc(8808,56960,2,27348,117481,876,1547);Oc(8808,56981,2,27348,117481,876,1548);Oc(8808,57020,2,28040,126210,55,20);Oc(8808,57060,2,27348,117481,876,1549);Oc(8808,57079,2,27348,117481,876,1550);Oc(8808,57095,2,26260,117481,844,1551);Oc(8808,57108,2,26260,117481,844,1552);Oc(8808,57124,2,28040,126210,55,21);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57167,2,27892,117481,879,1553);Oc(8808,57181,3,28048,126214,2,1);Oc(8808,57194,2,27348,117481,876,1554);Oc(8808,57211,3,27936,116488,75,887);Oc(8808,57234,2,28012,117481,884,1555);Oc(8808,57252,2,27884,117481,878,1556);Oc(8808,57271,2,27348,117481,876,1557);Oc(8808,57292,2,27248,121162,53,23);Oc(8808,57313,2,27248,121162,53,24);Oc(8808,57336,2,27248,121162,53,25);Oc(8808,57368,2,27884,117481,878,1558);Oc(8808,57385,2,27348,117481,876,1559);Oc(8808,57405,2,27248,121162,53,26);Oc(8808,57424,2,27248,121162,53,27);Oc(8808,57445,2,27248,121162,53,28);Oc(8808,57475,4,28060,126219,1,1);Oc(8808,57506,3,28076,126225,3,2);Oc(8808,57538,2,26260,117481,844,1560);Oc(8808,57569,2,27348,117481,876,1561);Oc(8808,57596,2,27248,121162,53,29);Oc(8808,57625,2,27248,121162,53,30);Oc(8808,57652,2,27248,121162,53,31);Oc(8808,57680,2,26260,117481,844,1562);Oc(8808,57707,2,27884,117481,878,1563);Oc(8808,57728,2,27348,117481,876,1564);Oc(8808,57751,2,27348,117481,876,1565);Oc(8808,57791,2,27248,121162,53,32);Oc(8808,57814,2,26260,117481,844,1566);Oc(8808,57840,2,27892,117481,879,1567);Oc(8808,57855,2,27248,121162,53,33);Oc(8808,57876,3,27304,116488,72,888);Oc(8808,57896,2,27892,117481,879,1568);Oc(8808,57916,2,27900,117481,880,1569);Oc(8808,57938,2,27892,117481,879,1570);Oc(8808,57961,3,26352,116488,65,889);Oc(8808,57987,6,28152,122507,31,50);Oc(8808,58003,3,28176,115822,17,56);Oc(8808,58018,2,27892,117481,879,1571);Oc(8808,58042,5,28188,118161,51,78);Oc(8808,58058,4,28208,117549,79,79);Oc(8808,58071,1,26256,115815,1501,14);Oc(8808,58086,5,26724,118161,44,80);Oc(8808,58106,1,26256,115815,1501,15);Oc(8808,58121,1,26256,115815,1501,16);Oc(8808,58141,1,26256,115815,1501,17);Oc(8808,58157,1,26256,115815,1501,18);Oc(8808,58170,1,26256,115815,1501,19);Oc(8808,58187,1,26256,115815,1501,20);Oc(8808,58209,3,28224,116488,80,890);Oc(8808,58227,6,28236,122507,32,52);Oc(8808,58239,3,27304,116488,72,891);Oc(8808,58260,5,28292,118161,53,81);Oc(8808,58277,5,26724,118161,44,82);Oc(8808,58287,4,28344,117549,83,81);Oc(8808,58306,3,27304,116488,72,892);Oc(8808,58317,13,28392,127463,5,3);Oc(8808,58330,5,26724,118161,44,84);Oc(8808,58344,3,27304,116488,72,893);Oc(8808,58360,5,26724,118161,44,85);Oc(8808,58377,5,26724,118161,44,86);Oc(8808,58409,5,26724,118161,44,87);Oc(8808,58434,5,26724,118161,44,88);Oc(8808,58460,6,28636,122507,33,54);Oc(8808,58485,6,28636,122507,33,55);Oc(8808,58511,4,28692,117549,89,82);Oc(8808,58511,3,27304,116488,72,894);Oc(8808,58525,5,26724,118161,44,90);Oc(8808,58540,5,26724,118161,44,91);Oc(8808,58559,6,28804,122507,34,56);Oc(8808,58578,15,28828,130983,1,1);Oc(8808,58594,5,26724,118161,44,92);Oc(8808,58611,4,28952,117549,93,83);Oc(8808,58628,5,29e3,118161,57,94);Oc(8808,58657,6,29052,122507,35,58);Oc(8808,58687,17,29108,132757,1,5);Oc(8808,58704,4,26540,117549,64,84);Oc(8808,58742,4,26540,117549,64,85);Oc(8808,58775,5,29176,118161,59,95);Oc(8808,58807,5,29176,118161,59,96);Oc(8808,58842,5,29176,118161,59,97);Oc(8808,58872,5,29228,118161,60,98);Oc(8808,58916,7,29280,118557,13,36);Oc(8808,58960,6,29340,122507,37,61);Oc(8808,59004,6,29340,122507,37,62);Oc(8808,59047,10,29428,134438,1,3);Oc(8808,59047,9,29500,134747,4,3);Oc(8808,59047,8,29568,120275,4,14);Oc(8808,59067,6,29632,122507,38,63);Oc(8808,59088,6,29632,122507,38,64);Oc(8808,59124,6,29632,122507,38,65);Oc(8808,59151,7,29752,118557,15,39);Oc(8808,59173,6,29632,122507,38,66);Oc(8808,59203,6,29632,122507,38,67);Oc(8808,59228,6,29632,122507,38,68);Oc(8808,59257,6,29632,122507,38,69);Oc(8808,59284,6,29632,122507,38,70);Oc(8808,59322,6,29632,122507,38,71);Oc(8808,59350,6,29632,122507,38,72);Oc(8808,59387,5,26724,118161,44,99);Oc(8808,59427,7,29752,118557,15,40);Oc(8808,59458,8,30100,120275,5,16);Oc(8808,59496,7,29752,118557,15,41);Oc(8808,59529,8,30100,120275,5,17);Oc(8808,59558,8,30100,120275,5,18);Oc(8808,59593,8,30100,120275,5,19);Oc(8808,59621,6,29632,122507,38,73);Oc(8808,59653,6,30228,122507,42,74);Oc(8808,59689,6,29632,122507,38,75);Oc(8808,59718,6,29632,122507,38,76);Oc(8808,59746,6,30228,122507,42,77);Oc(8808,59782,6,29632,122507,38,78);Oc(8808,59811,7,30412,118557,20,43);Oc(8808,59834,6,29632,122507,38,79);Oc(8808,59859,6,29632,122507,38,80);Oc(8808,59895,7,29752,118557,15,44);Oc(8808,59919,6,29632,122507,38,81);Oc(8808,59959,6,30228,122507,42,82);Oc(8808,59996,6,29632,122507,38,83);Oc(8808,60026,6,29632,122507,38,84);Oc(8808,60057,6,29632,122507,38,85);Oc(8808,60085,6,29632,122507,38,86);Oc(8808,60122,6,29632,122507,38,87);Oc(8808,60158,8,30760,120275,6,21);Oc(8808,60193,6,29632,122507,38,88);Oc(8808,60220,7,29752,118557,15,45);Oc(8808,60249,6,30228,122507,42,89);Oc(8808,60283,7,30920,118557,22,46);Oc(8808,60314,6,29632,122507,38,90);Oc(8808,60348,5,30980,118161,91,100);Oc(8808,60375,7,30920,118557,22,47);Oc(8808,60407,6,31032,122507,48,92);Oc(8808,60429,7,31056,147448,2,4);Oc(8808,60459,6,31084,147457,1,1);Oc(8808,60486,5,30980,118161,91,101);Oc(8808,60511,5,30980,118161,91,102);Oc(8808,60540,5,30980,118161,91,103);Oc(8808,60567,5,30980,118161,91,104);Oc(8808,60605,5,30980,118161,91,105);Oc(8808,60633,5,30980,118161,91,106);Oc(8808,60670,5,30980,118161,91,107);Oc(8808,60696,8,31108,120275,7,23);Oc(8808,60725,8,31140,120275,8,24);Oc(8808,60760,8,31140,120275,8,25);Oc(8808,60788,5,30980,118161,91,108);Oc(8808,60820,5,30980,118161,91,109);Oc(8808,60849,5,30980,118161,91,110);Oc(8808,60877,8,31172,147465,1,1);Oc(8808,60905,5,30980,118161,91,111);Oc(8808,60934,8,31236,120275,9,26);Oc(8808,60957,5,28188,118161,51,112);Oc(8808,60983,6,31268,147818,5,1);Oc(8808,61007,5,28188,118161,51,113);Oc(8808,61036,5,30980,118161,91,114);Oc(8808,61076,5,30980,118161,91,115);Oc(8808,61106,5,30980,118161,91,116);Oc(8808,61137,5,30980,118161,91,117);Oc(8808,61165,5,30980,118161,91,118);Oc(8808,61202,5,30980,118161,91,119);Oc(8808,61238,14,31324,148354,2,6);Oc(8808,61262,6,31380,122507,49,93);Oc(8808,61286,5,30980,118161,91,120);Oc(8808,61307,4,31404,117549,121,86);Oc(8808,61344,5,29176,118161,59,122);Oc(8808,61368,4,26540,117549,64,87);Oc(8808,61400,4,26540,117549,64,88);Oc(8808,61429,7,31420,118557,27,50);Oc(8808,61460,4,26540,117549,64,89);Oc(8808,61490,7,30412,118557,20,51);Oc(8808,61515,5,29176,118161,59,123);Oc(8808,61541,5,29176,118161,59,124);Oc(8808,61567,2,26260,117481,844,1572);Oc(8808,61583,3,27936,116488,75,895);Oc(8808,61601,11,31480,148653,1,1);Oc(8808,61621,3,31524,116488,90,896);Oc(8808,61640,1,26488,117476,654,44);Oc(8808,61650,2,26260,117481,844,1573);Oc(8808,61660,5,31536,117525,2,3);Oc(8808,61680,5,26724,118161,44,125);Oc(8808,61692,5,26724,118161,44,126);Oc(8808,61709,3,27992,126205,9,2);Nc(10720,10728,10744,0,117476,659,117479,0,117479,0,61722,115815,1574);Oc(10720,54068,5,26724,118161,44,127);Oc(10720,54086,7,26776,118557,6,52);Oc(10720,54095,5,26724,118161,44,128);Oc(10720,54118,10,26868,119170,1,2)}function Cu(a){a=a|0;var b=0;a=f[a+64>>2]|0;b=pOb(4)|0;f[b>>2]=821;Yc(8592,17744,116484,198,a|0,17744,116488,47,b|0);Kc(8592);Xc(8600,52365,115813,17,115815,1479);b=pOb(4)|0;f[b>>2]=625;a=pOb(4)|0;f[a>>2]=822;Yc(8600,17744,116484,199,b|0,17744,116488,48,a|0);a=pOb(4)|0;f[a>>2]=626;b=pOb(4)|0;f[b>>2]=823;Yc(8600,17744,116484,199,a|0,17744,116488,48,b|0);Kc(8600);Xc(8608,52376,115813,18,115815,1480);b=pOb(4)|0;f[b>>2]=627;a=pOb(4)|0;f[a>>2]=824;Yc(8608,17744,116484,200,b|0,17744,116488,49,a|0);a=pOb(4)|0;f[a>>2]=628;b=pOb(4)|0;f[b>>2]=825;Yc(8608,17744,116484,200,a|0,17744,116488,49,b|0);Kc(8608);Xc(8616,52385,115813,19,115815,1481);b=pOb(4)|0;f[b>>2]=629;a=pOb(4)|0;f[a>>2]=826;Yc(8616,17744,116484,201,b|0,17744,116488,50,a|0);a=pOb(4)|0;f[a>>2]=630;b=pOb(4)|0;f[b>>2]=827;Yc(8616,17744,116484,201,a|0,17744,116488,50,b|0);Kc(8616);Xc(8624,52399,115813,20,115815,1482);b=pOb(4)|0;f[b>>2]=631;a=pOb(4)|0;f[a>>2]=828;Yc(8624,17744,116484,202,b|0,17744,116488,51,a|0);a=pOb(4)|0;f[a>>2]=632;b=pOb(4)|0;f[b>>2]=829;Yc(8624,17744,116484,202,a|0,17744,116488,51,b|0);Kc(8624);Xc(8632,52406,115813,21,115815,1483);b=pOb(4)|0;f[b>>2]=633;a=pOb(4)|0;f[a>>2]=830;Yc(8632,17744,116484,203,b|0,17744,116488,52,a|0);a=pOb(4)|0;f[a>>2]=634;b=pOb(4)|0;f[b>>2]=831;Yc(8632,17744,116484,203,a|0,17744,116488,52,b|0);Kc(8632);Xc(8640,52420,115813,22,115815,1484);b=pOb(4)|0;f[b>>2]=635;a=pOb(4)|0;f[a>>2]=832;Yc(8640,17744,116484,204,b|0,17744,116488,53,a|0);a=pOb(4)|0;f[a>>2]=636;b=pOb(4)|0;f[b>>2]=833;Yc(8640,17744,116484,204,a|0,17744,116488,53,b|0);Kc(8640);Xc(8648,52429,115813,23,115815,1485);b=pOb(4)|0;f[b>>2]=637;a=pOb(4)|0;f[a>>2]=834;Yc(8648,17744,116484,205,b|0,17744,116488,54,a|0);a=pOb(4)|0;f[a>>2]=638;b=pOb(4)|0;f[b>>2]=835;Yc(8648,17744,116484,205,a|0,17744,116488,54,b|0);Kc(8648);Xc(8656,52439,115813,24,115815,1486);b=pOb(4)|0;f[b>>2]=639;a=pOb(4)|0;f[a>>2]=836;Yc(8656,17744,116484,206,b|0,17744,116488,55,a|0);a=pOb(4)|0;f[a>>2]=640;b=pOb(4)|0;f[b>>2]=837;Yc(8656,17744,116484,206,a|0,17744,116488,55,b|0);Kc(8656);Xc(8664,52455,115813,25,115815,1487);b=pOb(4)|0;f[b>>2]=641;a=pOb(4)|0;f[a>>2]=838;Yc(8664,17744,116484,207,b|0,17744,116488,56,a|0);a=pOb(4)|0;f[a>>2]=642;b=pOb(4)|0;f[b>>2]=839;Yc(8664,17744,116484,207,a|0,17744,116488,56,b|0);Kc(8664);Xc(8672,52464,115813,26,115815,1488);b=pOb(4)|0;f[b>>2]=643;a=pOb(4)|0;f[a>>2]=840;Yc(8672,17744,116484,208,b|0,17744,116488,57,a|0);a=pOb(4)|0;f[a>>2]=644;b=pOb(4)|0;f[b>>2]=841;Yc(8672,17744,116484,208,a|0,17744,116488,57,b|0);Kc(8672);Zc(4664,52474,115813,27,115815,1489);Lc(4664);Zc(4584,52479,115813,28,115815,1490);b=pOb(4)|0;f[b>>2]=645;a=pOb(4)|0;f[a>>2]=842;_c(4584,52483,8008,116484,209,b|0,8008,116488,58,a|0);a=pOb(4)|0;f[a>>2]=646;b=pOb(4)|0;f[b>>2]=843;_c(4584,52490,8008,116484,209,a|0,8008,116488,58,b|0);Lc(4584);Zc(8680,52500,115813,29,115815,1491);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8680,52515,400,116484,210,b|0,400,116488,59,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8680,52523,400,116484,210,a|0,400,116488,59,b|0);Lc(8680);Zc(992,52532,115813,30,115815,1492);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(992,52546,8680,116484,211,b|0,8680,116488,60,a|0);Lc(992);Zc(4872,52553,115813,31,115815,1493);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(4872,52564,17776,115827,18,a|0,17776,115831,9,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(4872,52577,17776,115827,18,b|0,17776,115831,9,a|0);Lc(4872);Zc(8688,52591,115813,32,115815,1494);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(8688,52612,17744,116484,212,a|0,17744,116488,61,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(8688,52631,17744,116484,212,b|0,17744,116488,61,a|0);Lc(8688);Zc(7456,52658,115813,33,115815,1495);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7456,52665,17768,115818,19,a|0,17768,115822,10,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(7456,52669,17768,115818,19,b|0,17768,115822,10,a|0);Lc(7456);Zc(7376,52673,115813,34,115815,1496);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7376,52665,17776,115827,20,a|0,17776,115831,11,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(7376,52669,17776,115827,20,b|0,17776,115831,11,a|0);Lc(7376);Zc(1112,52680,115813,35,115815,1497);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(1112,52665,872,116484,213,a|0,872,116488,62,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(1112,52669,872,116484,213,b|0,872,116488,62,a|0);Lc(1112);Zc(5640,52686,115813,36,115815,1498);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(5640,52699,8008,116484,214,a|0,8008,116488,63,b|0);b=pOb(4)|0;f[b>>2]=24;a=pOb(4)|0;f[a>>2]=24;_c(5640,52706,8008,116484,214,b|0,8008,116488,63,a|0);a=pOb(4)|0;f[a>>2]=48;b=pOb(4)|0;f[b>>2]=48;_c(5640,52713,17776,115827,21,a|0,17776,115831,12,b|0);Lc(5640);Zc(8696,52722,115813,37,115815,1499);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8696,52733,17776,115827,22,b|0,17776,115831,13,a|0);a=pOb(4)|0;f[a>>2]=8;b=pOb(4)|0;f[b>>2]=8;_c(8696,52751,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(8696,52767,17744,116484,215,b|0,17744,116488,64,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8696,52782,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=20;a=pOb(4)|0;f[a>>2]=20;_c(8696,52801,17744,116484,215,b|0,17744,116488,64,a|0);Lc(8696);Qc(8360,52813,4,1);Rc(8360,52824,0);Rc(8360,52832,1);Rc(8360,52845,2);Qc(3560,52867,1,0);Rc(3560,52895,0);Rc(3560,52910,1);Rc(3560,52924,2);Qc(8704,52937,1,0);Rc(8704,52954,0);Rc(8704,52968,1);Rc(8704,52976,2);Rc(8704,52994,3);Rc(8704,53009,4);Qc(4728,53026,1,0);Rc(4728,53045,0);Rc(4728,52924,1);Qc(8712,53067,1,0);Rc(8712,53088,0);Rc(8712,53101,1);Rc(8712,53109,2);Rc(8712,53115,3);Qc(8720,53126,1,0);Rc(8720,53146,0);Rc(8720,53169,1);Qc(8728,53192,1,0);Rc(8728,53101,0);Qc(4792,53213,1,0);Rc(4792,53233,0);Rc(4792,53244,1);Nc(8736,8744,8760,0,117476,647,117479,0,117479,0,53266,115815,1500);Oc(8736,53271,1,26256,115815,1501,2);Oc(8736,53289,1,26256,115815,1501,3);Oc(8736,53305,2,26260,117481,844,1502);Oc(8736,53305,9,26268,117485,1,1);Oc(8736,53305,8,26304,117496,1,1);Oc(8736,53319,2,26260,117481,844,1503);Oc(8736,53319,8,26304,117496,1,2);Oc(8736,53319,9,26268,117485,1,2);Oc(8736,53332,2,26336,116484,216,648);Oc(8736,53350,2,26336,116484,216,649);Oc(8736,53374,2,26336,116484,216,650);Oc(8736,53392,2,26344,116484,217,845);Oc(8736,53410,3,26352,116488,65,846);Oc(8736,53431,2,26364,116484,218,651);Oc(8736,53447,3,26372,116488,66,847);Oc(8736,53466,2,26364,116484,218,652);Oc(8736,53482,3,26372,116488,66,848);Oc(8736,53501,2,26364,116484,218,653);Oc(8736,53515,3,26372,116488,66,849);Oc(8736,53532,2,26384,115827,23,42);Oc(8736,53549,3,26392,115831,14,48);Oc(8736,53569,2,26384,115827,23,43);Oc(8736,53587,2,26384,115827,23,44);Oc(8736,53606,3,26392,115831,14,49);Oc(8736,53606,4,26404,117506,1,5);Oc(8736,53622,3,26392,115831,14,50);Oc(8736,53622,4,26404,117506,1,6);Oc(8736,53646,5,26420,117512,1,1);Oc(8736,53659,4,26404,117506,1,7);Oc(8736,53670,3,26392,115831,14,51);Oc(8736,53682,3,26392,115831,14,52);Oc(8736,53694,4,26404,117506,1,8);Oc(8736,53707,4,26440,117519,1,15);Oc(8736,53724,5,26456,117525,1,2);Oc(8736,53745,3,26476,117532,161,67);Oc(8736,53762,1,26488,117476,654,38);Oc(8736,53776,2,26492,116484,219,655);Oc(8736,53796,10,26500,117537,1,1);Oc(8736,53812,4,26540,117549,64,68);Oc(8736,53826,2,26260,117481,844,1504);Oc(8736,53848,2,26556,116484,220,656);Oc(8736,53861,16,26564,117656,1,1);Oc(8736,53873,1,26256,115815,1501,4);Oc(8736,53891,1,26488,117476,654,39);Oc(8736,53908,1,26488,117476,654,40);Oc(8736,53926,1,26628,117476,657,1505);Oc(8736,53947,4,26632,117549,65,69);Oc(8736,53961,7,26648,117674,1,1);Oc(8736,53981,4,26676,117683,9,66);Oc(8736,54e3,1,26488,117476,654,41);Oc(8736,54027,1,26488,117476,654,42);Oc(8736,54046,1,26488,117476,654,43);Nc(8808,8816,8832,0,117476,658,117479,0,117479,0,54063,115815,1506);Oc(8808,54068,5,26724,118161,44,67);Oc(8808,54086,7,26776,118557,6,22);Oc(8808,54095,5,26724,118161,44,68);Oc(8808,54118,10,26868,119170,1,1);Oc(8808,54131,7,26952,118557,7,23);Oc(8808,54162,7,27012,118557,8,24)}
+function B$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}g=a+12|0;b=f[g>>2]|0;if(b|0){h=a+16|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[h>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-192-d|0)>>>0)/192|0)*192|0);sOb(d);return}function C$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function D$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25436;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);sOb(a);return}function E$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;if((c-b|0)<4){L=0;return L|0}L=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;K=a+4|0;d=f[K>>2]|0;J=a+8|0;e=f[J>>2]|0;if((e|0)!=(d|0))f[J>>2]=e+(~(((e+-192-d|0)>>>0)/192|0)*192|0);R$(K,L);k=a+16|0;if(!L){L=b;return L|0}l=a+24|0;m=a+12|0;n=a+64|0;o=a+72|0;q=a+80|0;r=a+88|0;s=a+96|0;t=a+104|0;u=a+112|0;v=a+116|0;w=a+120|0;x=a+124|0;y=a+128|0;z=a+132|0;A=a+136|0;B=a+144|0;C=a+152|0;D=a+160|0;E=a+168|0;F=a+176|0;G=a+184|0;H=a+192|0;I=a+200|0;j=a+208|0;i=0;while(1){b=J$(k,b,c)|0;if(!b){b=0;d=11;break}d=f[J>>2]|0;if(d>>>0<(f[m>>2]|0)>>>0){e=d;a=l;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));e=d+40|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[d+48>>3]=+p[o>>3];p[d+56>>3]=+p[q>>3];e=d+64|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[e+12>>2]=f[r+12>>2];f[e+16>>2]=f[r+16>>2];f[e+20>>2]=f[r+20>>2];p[e>>3]=+p[r>>3];p[d+72>>3]=+p[s>>3];p[d+80>>3]=+p[t>>3];e=d+88|0;f[e>>2]=f[u>>2];f[e+4>>2]=f[u+4>>2];f[e+8>>2]=f[u+8>>2];f[e>>2]=f[u>>2];f[d+92>>2]=f[v>>2];f[d+96>>2]=f[w>>2];e=d+100|0;f[e>>2]=f[x>>2];f[e+4>>2]=f[x+4>>2];f[e+8>>2]=f[x+8>>2];f[e>>2]=f[x>>2];f[d+104>>2]=f[y>>2];f[d+108>>2]=f[z>>2];e=d+112|0;f[e>>2]=f[A>>2];f[e+4>>2]=f[A+4>>2];f[e+8>>2]=f[A+8>>2];f[e+12>>2]=f[A+12>>2];f[e+16>>2]=f[A+16>>2];f[e+20>>2]=f[A+20>>2];p[e>>3]=+p[A>>3];p[d+120>>3]=+p[B>>3];p[d+128>>3]=+p[C>>3];e=d+136|0;f[e>>2]=f[D>>2];f[e+4>>2]=f[D+4>>2];f[e+8>>2]=f[D+8>>2];f[e+12>>2]=f[D+12>>2];f[e+16>>2]=f[D+16>>2];f[e+20>>2]=f[D+20>>2];p[e>>3]=+p[D>>3];p[d+144>>3]=+p[E>>3];p[d+152>>3]=+p[F>>3];e=d+160|0;f[e>>2]=f[G>>2];f[e+4>>2]=f[G+4>>2];f[e+8>>2]=f[G+8>>2];f[e+12>>2]=f[G+12>>2];f[e+16>>2]=f[G+16>>2];f[e+20>>2]=f[G+20>>2];p[e>>3]=+p[G>>3];p[d+168>>3]=+p[H>>3];p[d+176>>3]=+p[I>>3];e=j;a=f[e+4>>2]|0;g=d+184|0;f[g>>2]=f[e>>2];f[g+4>>2]=a;f[J>>2]=(f[J>>2]|0)+192}else T$(K,l);i=i+1|0;if(i>>>0>=L>>>0){d=11;break}}if((d|0)==11)return b|0;return 0}function F$(a){a=a|0;return a+4|0}function G$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function H$(a){a=a|0;yf()}function I$(a){a=a|0;sOb(a);return}function J$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0;ka=u;u=u+240|0;ja=ka+192|0;ia=ka;f[ia>>2]=25484;ba=M$(ia,b,c)|0;if(!ba){u=ka;return ba|0}b=a+8|0;ca=ia+8|0;fa=ja;ga=b;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));c=a+48|0;d=a+56|0;e=a+64|0;da=+p[c>>3];ea=+p[d>>3];N=+p[e>>3];g=a+72|0;h=a+80|0;i=a+88|0;O=+p[g>>3];P=+p[h>>3];Q=+p[i>>3];j=a+96|0;k=a+100|0;l=a+104|0;R=f[j>>2]|0;S=f[k>>2]|0;T=f[l>>2]|0;m=a+108|0;o=a+112|0;r=a+116|0;U=f[m>>2]|0;V=f[o>>2]|0;W=f[r>>2]|0;t=a+120|0;w=a+128|0;y=a+136|0;X=+p[t>>3];Y=+p[w>>3];Z=+p[y>>3];A=a+144|0;C=a+152|0;E=a+160|0;_=+p[A>>3];$=+p[C>>3];aa=+p[E>>3];G=a+168|0;I=a+176|0;J=a+184|0;K=+p[G>>3];L=+p[I>>3];M=+p[J>>3];fa=b;ga=ca;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));H=ia+48|0;p[c>>3]=+p[H>>3];F=ia+56|0;p[d>>3]=+p[F>>3];D=ia+64|0;p[e>>3]=+p[D>>3];B=ia+72|0;p[g>>3]=+p[B>>3];z=ia+80|0;p[h>>3]=+p[z>>3];x=ia+88|0;p[i>>3]=+p[x>>3];v=ia+96|0;f[j>>2]=f[v>>2];s=ia+100|0;f[k>>2]=f[s>>2];q=ia+104|0;f[l>>2]=f[q>>2];n=ia+108|0;f[m>>2]=f[n>>2];l=ia+112|0;f[o>>2]=f[l>>2];k=ia+116|0;f[r>>2]=f[k>>2];j=ia+120|0;p[t>>3]=+p[j>>3];i=ia+128|0;p[w>>3]=+p[i>>3];h=ia+136|0;p[y>>3]=+p[h>>3];g=ia+144|0;p[A>>3]=+p[g>>3];e=ia+152|0;p[C>>3]=+p[e>>3];d=ia+160|0;p[E>>3]=+p[d>>3];a=ia+168|0;p[G>>3]=+p[a>>3];c=ia+176|0;p[I>>3]=+p[c>>3];b=ia+184|0;p[J>>3]=+p[b>>3];fa=ca;ga=ja;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));p[H>>3]=da;p[F>>3]=ea;p[D>>3]=N;p[B>>3]=O;p[z>>3]=P;p[x>>3]=Q;f[v>>2]=R;f[s>>2]=S;f[q>>2]=T;f[n>>2]=U;f[l>>2]=V;f[k>>2]=W;p[j>>3]=X;p[i>>3]=Y;p[h>>3]=Z;p[g>>3]=_;p[e>>3]=$;p[d>>3]=aa;p[a>>3]=K;p[c>>3]=L;p[b>>3]=M;u=ka;return ba|0}function K$(a){a=a|0;return a+8|0}function L$(a){a=a|0;sOb(a);return}function M$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0;B=u;u=u+80|0;A=B+40|0;t=B;f[t>>2]=25508;g=P$(t,c,d)|0;if(!g){A=0;u=B;return A|0}if((d-g|0)<24){A=0;u=B;return A|0}b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];x=+p[s>>3];c=g+8|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];y=+p[s>>3];c=g+16|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];z=+p[s>>3];c=g+24|0;if((d-c|0)<24){A=0;u=B;return A|0}e=g+48|0;if((d-e|0)<24){A=0;u=B;return A|0}r=g+40|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];w=+p[s>>3];r=g+32|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];v=+p[s>>3];b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];o=+p[s>>3];r=g+72|0;n=g+68|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;m=g+64|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=g+60|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;q=g+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;k=g+52|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;i=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;j=a+8|0;c=t+4|0;d=A;e=j;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=j;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=c;e=A;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+48>>3]=x;p[a+56>>3]=y;p[a+64>>3]=z;p[a+72>>3]=o;p[a+80>>3]=v;p[a+88>>3]=w;f[a+96>>2]=i;f[a+100>>2]=k;f[a+104>>2]=q;f[a+108>>2]=l;f[a+112>>2]=m;f[a+116>>2]=n;A=r;u=B;return A|0}function N$(a){a=a|0;return a+8|0}function O$(a){a=a|0;sOb(a);return}function P$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;if((c-b|0)<8){b=0;return b|0}m=b;n=m;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;d=b+8|0;if((c-d|0)<8){b=0;return b|0}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=b+16|0;if((c-d|0)<4){b=0;return b|0}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+20|0;if((c-d|0)<4){b=0;return b|0}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+24|0;if((c-d|0)<4){b=0;return b|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=b+28|0;if((c-e|0)<4){b=0;return b|0}g=b+32|0;if((c-g|0)<4){b=0;return b|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;c=a+4|0;f[c>>2]=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;f[c+4>>2]=m;n=a+12|0;f[n>>2]=k;f[n+4>>2]=l;f[a+20>>2]=j;f[a+24>>2]=i;f[a+28>>2]=d;f[a+32>>2]=e;f[a+36>>2]=g;b=b+36|0;return b|0}function Q$(a){a=a|0;return a+4|0}function R$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/192|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>22369621)vd();i=pOb(b*192|0)|0;f[g>>2]=i;d=i+(((c-d|0)/192|0)*192|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*192|0);S$(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function S$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=f[a>>2]|0;k=a+4|0;c=f[k>>2]|0;l=b+4|0;if((c|0)==(j|0)){i=l;h=a;l=f[l>>2]|0;f[h>>2]=l;f[i>>2]=j;j=b+8|0;l=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=l;j=a+8|0;l=b+12|0;k=f[j>>2]|0;a=f[l>>2]|0;f[j>>2]=a;f[l>>2]=k;l=f[i>>2]|0;f[b>>2]=l;return}e=f[l>>2]|0;do{d=c;c=c+-192|0;g=e+-192|0;h=c;i=g+36|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));p[e+-152>>3]=+p[d+-152>>3];p[e+-144>>3]=+p[d+-144>>3];p[e+-136>>3]=+p[d+-136>>3];p[e+-128>>3]=+p[d+-128>>3];p[e+-120>>3]=+p[d+-120>>3];p[e+-112>>3]=+p[d+-112>>3];f[e+-104>>2]=f[d+-104>>2];f[e+-100>>2]=f[d+-100>>2];f[e+-96>>2]=f[d+-96>>2];f[e+-92>>2]=f[d+-92>>2];f[e+-88>>2]=f[d+-88>>2];f[e+-84>>2]=f[d+-84>>2];p[e+-80>>3]=+p[d+-80>>3];p[e+-72>>3]=+p[d+-72>>3];p[e+-64>>3]=+p[d+-64>>3];p[e+-56>>3]=+p[d+-56>>3];p[e+-48>>3]=+p[d+-48>>3];p[e+-40>>3]=+p[d+-40>>3];p[e+-32>>3]=+p[d+-32>>3];p[e+-24>>3]=+p[d+-24>>3];p[e+-16>>3]=+p[d+-16>>3];g=d+-8|0;h=f[g+4>>2]|0;i=e+-8|0;f[i>>2]=f[g>>2];f[i+4>>2]=h;e=(f[l>>2]|0)+-192|0;f[l>>2]=e}while((c|0)!=(j|0));i=a;h=e;j=f[a>>2]|0;f[i>>2]=h;f[l>>2]=j;j=b+8|0;i=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=i;a=a+8|0;k=b+12|0;j=f[a>>2]|0;i=f[k>>2]|0;f[a>>2]=i;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function T$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l;c=f[a>>2]|0;j=((f[a+4>>2]|0)-c|0)/192|0;d=j+1|0;if(d>>>0>22369621)AMb(a);i=((f[a+8>>2]|0)-c|0)/192|0;c=i<<1;c=i>>>0<11184810?(c>>>0<d>>>0?d:c):22369621;f[k+12>>2]=0;f[k+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>22369621)vd();else{h=pOb(c*192|0)|0;break}while(0);f[k>>2]=h;d=h+(j*192|0)|0;i=k+8|0;f[i>>2]=d;g=k+4|0;f[g>>2]=d;f[k+12>>2]=h+(c*192|0);c=d;d=b;e=c+36|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));d=h+(j*192|0)+40|0;c=b+40|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+48>>3]=+p[b+48>>3];p[h+(j*192|0)+56>>3]=+p[b+56>>3];d=h+(j*192|0)+64|0;c=b+64|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+72>>3]=+p[b+72>>3];p[h+(j*192|0)+80>>3]=+p[b+80>>3];d=h+(j*192|0)+88|0;c=b+88|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+92>>2]=f[b+92>>2];f[h+(j*192|0)+96>>2]=f[b+96>>2];d=h+(j*192|0)+100|0;c=b+100|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+104>>2]=f[b+104>>2];f[h+(j*192|0)+108>>2]=f[b+108>>2];d=h+(j*192|0)+112|0;c=b+112|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+120>>3]=+p[b+120>>3];p[h+(j*192|0)+128>>3]=+p[b+128>>3];d=h+(j*192|0)+136|0;c=b+136|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+144>>3]=+p[b+144>>3];p[h+(j*192|0)+152>>3]=+p[b+152>>3];d=h+(j*192|0)+160|0;c=b+160|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+168>>3]=+p[b+168>>3];p[h+(j*192|0)+176>>3]=+p[b+176>>3];b=b+184|0;d=f[b+4>>2]|0;c=h+(j*192|0)+184|0;f[c>>2]=f[b>>2];f[c+4>>2]=d;f[i>>2]=(f[i>>2]|0)+192;S$(a,k);c=f[g>>2]|0;d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[k>>2]|0;if(!c){u=l;return}sOb(c);u=l;return}function U$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25532;b=a+16|0;f[b>>2]=25580;f[a+232>>2]=20592;c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}f[b>>2]=25604;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;a=a+8|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[a>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function V$(a){a=a|0;U$(a);sOb(a);return}function W$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;if((d-c|0)<4){M=0;return M|0}M=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;L=a+4|0;j=f[L>>2]|0;K=a+8|0;e=f[K>>2]|0;if((e|0)!=(j|0))do{g=e+-208|0;f[K>>2]=g;i=f[e+-120>>2]|0;if(!i)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[K>>2]|0}}while((e|0)!=(j|0));e0(L,M);l=a+16|0;if(!M){M=c;return M|0}m=a+24|0;n=a+12|0;o=a+60|0;q=a+64|0;r=a+68|0;s=a+72|0;t=a+76|0;u=a+80|0;v=a+88|0;w=a+96|0;x=a+104|0;y=a+112|0;z=a+116|0;A=a+120|0;B=a+124|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;k=a+208|0;a=0;while(1){c=a0(l,c,d)|0;if(!c){c=0;e=15;break}e=f[K>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;i=m;j=g+36|0;do{f[g>>2]=f[i>>2];g=g+4|0;i=i+4|0}while((g|0)<(j|0));i=e+36|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i>>2]=f[o>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[r>>2];i=e+48|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i>>2]=f[s>>2];f[e+52>>2]=f[t>>2];f[e+56>>2]=f[u>>2];i=e+64|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i+12>>2]=f[v+12>>2];f[i+16>>2]=f[v+16>>2];f[i+20>>2]=f[v+20>>2];p[i>>3]=+p[v>>3];p[e+72>>3]=+p[w>>3];p[e+80>>3]=+p[x>>3];i=e+88|0;f[i>>2]=0;j=e+92|0;f[j>>2]=0;f[e+96>>2]=0;f[i>>2]=f[y>>2];f[j>>2]=f[z>>2];f[e+96>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[y>>2]=0;j=e+100|0;f[j>>2]=f[B>>2];f[j+4>>2]=f[B+4>>2];f[j+8>>2]=f[B+8>>2];f[j+12>>2]=f[B+12>>2];f[j+16>>2]=f[B+16>>2];j=e+120|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];f[j+12>>2]=f[C+12>>2];f[j+16>>2]=f[C+16>>2];f[j+20>>2]=f[C+20>>2];p[j>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];p[e+136>>3]=+p[E>>3];j=e+144|0;f[j>>2]=f[F>>2];f[j+4>>2]=f[F+4>>2];f[j+8>>2]=f[F+8>>2];f[j+12>>2]=f[F+12>>2];f[j+16>>2]=f[F+16>>2];f[j+20>>2]=f[F+20>>2];p[j>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];p[e+160>>3]=+p[H>>3];j=e+168|0;f[j>>2]=f[I>>2];f[j+4>>2]=f[I+4>>2];f[j+8>>2]=f[I+8>>2];f[j+12>>2]=f[I+12>>2];p[j>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];j=e+184|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];b[j+16>>0]=b[k+16>>0]|0;f[K>>2]=(f[K>>2]|0)+208}else g0(L,m);a=a+1|0;if(a>>>0>=M>>>0){e=15;break}}if((e|0)==15)return c|0;return 0}function X$(a){a=a|0;return a+4|0}function Y$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-208|0;f[e>>2]=a;d=f[c+-120>>2]|0;if(d){a=c+-116|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function Z$(a){a=a|0;yf()}function _$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;d=f[a+96>>2]|0;if(!d)return;b=a+100|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function $$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;b=f[a+96>>2]|0;if(!b){sOb(a);return}c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function a0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;z=a+216|0;C=d;if((C-c|0)<8){C=0;return C|0}B=c;A=B;A=h[A>>0]|h[A+1>>0]<<8|h[A+2>>0]<<16|h[A+3>>0]<<24;B=B+4|0;B=h[B>>0]|h[B+1>>0]<<8|h[B+2>>0]<<16|h[B+3>>0]<<24;e=c+8|0;if((C-e|0)<8){C=0;return C|0}y=e;x=y;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;y=y+4|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;e=c+16|0;if((C-e|0)<4){C=0;return C|0}w=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((C-e|0)<4){C=0;return C|0}v=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((C-e|0)<4){C=0;return C|0}u=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((C-e|0)<4){C=0;return C|0}g=c+32|0;if((C-g|0)<4){C=0;return C|0}t=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;r=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((C-e|0)<24){C=0;return C|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;o=c+40|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;q=c+44|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;g=c+48|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;l=c+52|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=c+56|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;e=c+60|0;if((C-e|0)<24){C=0;return C|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=Sg[f[(f[z>>2]|0)+8>>2]&255](z,c+84|0,d)|0;if(!e){C=0;return C|0}if((C-e|0)<4){C=0;return C|0}C=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;z=a+8|0;f[z>>2]=A;f[z+4>>2]=B;B=a+16|0;f[B>>2]=x;f[B+4>>2]=y;f[a+24>>2]=w;f[a+28>>2]=v;f[a+32>>2]=u;f[a+36>>2]=t;f[a+40>>2]=r;f[a+44>>2]=n;f[a+48>>2]=o;f[a+52>>2]=q;f[a+56>>2]=g;f[a+60>>2]=l;f[a+64>>2]=m;p[a+72>>3]=i;p[a+80>>3]=j;p[a+88>>3]=k;B=a+96|0;A=a+220|0;z=f[B>>2]|0;f[B>>2]=f[A>>2];f[A>>2]=z;A=a+100|0;z=a+224|0;B=f[A>>2]|0;f[A>>2]=f[z>>2];f[z>>2]=B;z=a+104|0;B=a+228|0;A=f[z>>2]|0;f[z>>2]=f[B>>2];f[B>>2]=A;f[a+108>>2]=C;C=e+4|0;return C|0}function b0(a){a=a|0;return a+8|0}function c0(a){a=a|0;var b=0,c=0;f[a>>2]=25604;c=f[a+96>>2]|0;if(!c)return;a=a+100|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function d0(a){a=a|0;yf()}function e0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/208|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>20648881)vd();g=f[l>>2]|0;i=pOb(b*208|0)|0;h=i+(((g-d|0)/208|0)*208|0)|0;j=h;i=i+(b*208|0)|0;d=g;if((d|0)==(c|0)){e=j;h=g}else{e=j;b=h;do{d=d+-208|0;f0(b+-208|0,d);b=e+-208|0;e=b}while((d|0)!=(c|0));h=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((c|0)!=(g|0))do{d=f[c+-120>>2]|0;if(d|0){b=c+-116|0;e=f[b>>2]|0;if((e|0)!=(d|0))f[b>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function f0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];e=a+88|0;g=c+88|0;f[e>>2]=0;j=a+92|0;f[j>>2]=0;f[a+96>>2]=0;i=c+92|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=(d|0)/12|0;if(d|0){if(h>>>0>357913941)AMb(e);d=pOb(d)|0;f[j>>2]=d;f[e>>2]=d;f[a+96>>2]=d+(h*12|0);e=f[g>>2]|0;g=f[i>>2]|0;if((e|0)!=(g|0)){do{f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];e=e+12|0;d=d+12|0}while((e|0)!=(g|0));f[j>>2]=d}}j=a+100|0;i=c+100|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];a=a+184|0;c=c+184|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];b[a+16>>0]=b[c+16>>0]|0;return}function g0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;d=f[a>>2]|0;k=((f[m>>2]|0)-d|0)/208|0;e=k+1|0;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;d=l<<1;d=l>>>0<10324440?(d>>>0<e>>>0?e:d):20648881;do if(!d)j=0;else if(d>>>0>20648881)vd();else{j=pOb(d*208|0)|0;break}while(0);g=j+(k*208|0)|0;e=g;l=j+(d*208|0)|0;d=g;h=c;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));i=j+(k*208|0)+36|0;h=c+36|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+40>>2]=f[c+40>>2];f[j+(k*208|0)+44>>2]=f[c+44>>2];i=j+(k*208|0)+48|0;h=c+48|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+52>>2]=f[c+52>>2];f[j+(k*208|0)+56>>2]=f[c+56>>2];i=j+(k*208|0)+64|0;h=c+64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+72>>3]=+p[c+72>>3];p[j+(k*208|0)+80>>3]=+p[c+80>>3];i=c+88|0;f[j+(k*208|0)+96>>2]=0;f[j+(k*208|0)+88>>2]=f[i>>2];h=c+92|0;f[j+(k*208|0)+92>>2]=f[h>>2];d=c+96|0;f[j+(k*208|0)+96>>2]=f[d>>2];f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;i=j+(k*208|0)+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=j+(k*208|0)+120|0;h=c+120|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+128>>3]=+p[c+128>>3];p[j+(k*208|0)+136>>3]=+p[c+136>>3];i=j+(k*208|0)+144|0;h=c+144|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+152>>3]=+p[c+152>>3];p[j+(k*208|0)+160>>3]=+p[c+160>>3];i=j+(k*208|0)+168|0;h=c+168|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+176>>3]=+p[c+176>>3];i=j+(k*208|0)+184|0;h=c+184|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];b[i+16>>0]=b[h+16>>0]|0;i=g+208|0;h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=h;d=h}else{do{d=d+-208|0;f0(g+-208|0,d);g=e+-208|0;e=g}while((d|0)!=(h|0));c=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=e;f[m>>2]=i;f[n>>2]=l;i=c;if((d|0)!=(i|0))do{e=f[d+-120>>2]|0;if(e|0){g=d+-116|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~(((h+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}d=d+-208|0}while((d|0)!=(i|0));if(!c)return;sOb(c);return}function h0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function i0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25652;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b);sOb(a);return}function j0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0,P=0;J=d;if((J-c|0)<4){K=0;return K|0}K=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;o=c+4|0;I=a+4|0;i=f[I>>2]|0;H=a+8|0;d=f[H>>2]|0;c=i;if((d|0)!=(i|0)){d=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0)|0;f[H>>2]=d}e=d;G=a+12|0;if((((f[G>>2]|0)-c|0)/120|0)>>>0<K>>>0){if(K>>>0>35791394)vd();k=pOb(K*120|0)|0;g=k+(((e-c|0)/120|0)*120|0)|0;j=g;k=k+(K*120|0)|0;if((d|0)==(i|0)){c=j;d=e}else{c=j;do{e=d;d=d+-120|0;l=g+-120|0;m=d;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];F=g+-56|0;E=e+-56|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];F=g+-24|0;E=e+-24|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];b[F+16>>0]=b[E+16>>0]|0;g=c+-120|0;c=g}while((d|0)!=(i|0));d=f[I>>2]|0}f[I>>2]=c;f[H>>2]=j;f[G>>2]=k;if(d|0)sOb(d)}if(!K){K=o;return K|0}t=a+24|0;u=a+32|0;v=a+40|0;x=a+44|0;y=a+48|0;z=a+52|0;B=a+56|0;r=a+64|0;w=a+72|0;A=a+80|0;C=a+64|0;D=a+88|0;E=a+104|0;F=a+112|0;q=a+120|0;m=o;a=0;while(1){if((J-m|0)<8){d=0;c=26;break}o=m;n=o;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=m+8|0;if((J-d|0)<8){d=0;c=26;break}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=m+16|0;if((J-d|0)<4){d=0;c=26;break}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+20|0;if((J-d|0)<4){d=0;c=26;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+24|0;if((J-d|0)<4){d=0;c=26;break}e=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+28|0;if((J-d|0)<4){d=0;c=26;break}c=m+32|0;if((J-c|0)<4){d=0;c=26;break}g=m+36|0;if((J-g|0)<24){d=0;c=26;break}c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;O=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+60|0;P=m+52|0;b[s>>0]=b[P>>0];b[s+1>>0]=b[P+1>>0];b[s+2>>0]=b[P+2>>0];b[s+3>>0]=b[P+3>>0];b[s+4>>0]=b[P+4>>0];b[s+5>>0]=b[P+5>>0];b[s+6>>0]=b[P+6>>0];b[s+7>>0]=b[P+7>>0];L=+p[s>>3];m=m+44|0;b[s>>0]=b[m>>0];b[s+1>>0]=b[m+1>>0];b[s+2>>0]=b[m+2>>0];b[s+3>>0]=b[m+3>>0];b[s+4>>0]=b[m+4>>0];b[s+5>>0]=b[m+5>>0];b[s+6>>0]=b[m+6>>0];b[s+7>>0]=b[m+7>>0];M=+p[s>>3];b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];N=+p[s>>3];m=t;f[m>>2]=n;f[m+4>>2]=o;o=u;f[o>>2]=k;f[o+4>>2]=l;f[v>>2]=j;f[x>>2]=i;f[y>>2]=e;f[z>>2]=O;f[B>>2]=c;p[r>>3]=N;p[w>>3]=M;p[A>>3]=L;c=f[H>>2]|0;if(c>>>0<(f[G>>2]|0)>>>0){l=c;m=t;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));P=c+40|0;f[P>>2]=f[C>>2];f[P+4>>2]=f[C+4>>2];f[P+8>>2]=f[C+8>>2];f[P+12>>2]=f[C+12>>2];f[P+16>>2]=f[C+16>>2];f[P+20>>2]=f[C+20>>2];p[P>>3]=+p[C>>3];p[c+48>>3]=+p[w>>3];p[c+56>>3]=+p[A>>3];P=c+64|0;f[P>>2]=f[D>>2];f[P+4>>2]=f[D+4>>2];f[P+8>>2]=f[D+8>>2];f[P+12>>2]=f[D+12>>2];P=c+80|0;f[P>>2]=f[E>>2];f[P+4>>2]=f[E+4>>2];f[P+8>>2]=f[E+8>>2];f[P+12>>2]=f[E+12>>2];p[P>>3]=+p[E>>3];p[c+88>>3]=+p[F>>3];P=c+96|0;f[P>>2]=f[q>>2];f[P+4>>2]=f[q+4>>2];f[P+8>>2]=f[q+8>>2];f[P+12>>2]=f[q+12>>2];b[P+16>>0]=b[q+16>>0]|0;f[H>>2]=(f[H>>2]|0)+120}else q0(I,t);a=a+1|0;if(a>>>0>=K>>>0){c=26;break}else m=d}if((c|0)==26)return d|0;return 0}function k0(a){a=a|0;return a+4|0}function l0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function m0(a){a=a|0;yf()}function n0(a){a=a|0;sOb(a);return}function o0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,t=0.0,u=0.0;if((d-c|0)<8){c=0;return c|0}o=c;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}n=e;m=n;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}l=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}k=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=c+28|0;if((d-g|0)<4){c=0;return c|0}i=c+32|0;if((d-i|0)<4){c=0;return c|0}j=c+36|0;if((d-j|0)<24){c=0;return c|0}i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=c+52|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];r=+p[s>>3];d=c+44|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];t=+p[s>>3];b[s>>0]=b[j>>0];b[s+1>>0]=b[j+1>>0];b[s+2>>0]=b[j+2>>0];b[s+3>>0]=b[j+3>>0];b[s+4>>0]=b[j+4>>0];b[s+5>>0]=b[j+5>>0];b[s+6>>0]=b[j+6>>0];b[s+7>>0]=b[j+7>>0];u=+p[s>>3];j=a+8|0;f[j>>2]=q;f[j+4>>2]=o;q=a+16|0;f[q>>2]=m;f[q+4>>2]=n;f[a+24>>2]=l;f[a+28>>2]=k;f[a+32>>2]=e;f[a+36>>2]=g;f[a+40>>2]=i;p[a+48>>3]=u;p[a+56>>3]=t;p[a+64>>3]=r;c=c+60|0;return c|0}function p0(a){a=a|0;return a+8|0}function q0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=a+4|0;d=f[s>>2]|0;e=f[a>>2]|0;j=(d-e|0)/120|0;g=j+1|0;q=e;h=d;if(g>>>0>35791394)AMb(a);r=a+8|0;n=((f[r>>2]|0)-e|0)/120|0;o=n<<1;g=n>>>0<17895697?(o>>>0<g>>>0?g:o):35791394;do if(!g)i=0;else if(g>>>0>35791394)vd();else{i=pOb(g*120|0)|0;break}while(0);k=i+(j*120|0)|0;e=k;o=i+(g*120|0)|0;l=k;m=c;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));n=i+(j*120|0)+40|0;m=c+40|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];f[n+16>>2]=f[m+16>>2];f[n+20>>2]=f[m+20>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+48>>3]=+p[c+48>>3];p[i+(j*120|0)+56>>3]=+p[c+56>>3];n=i+(j*120|0)+64|0;m=c+64|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];n=i+(j*120|0)+80|0;m=c+80|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+88>>3]=+p[c+88>>3];n=i+(j*120|0)+96|0;c=c+96|0;f[n>>2]=f[c>>2];f[n+4>>2]=f[c+4>>2];f[n+8>>2]=f[c+8>>2];f[n+12>>2]=f[c+12>>2];b[n+16>>0]=b[c+16>>0]|0;c=k+120|0;if((h|0)!=(q|0)){g=k;do{d=h;h=h+-120|0;l=g+-120|0;m=h;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[d+-80>>3];p[g+-72>>3]=+p[d+-72>>3];p[g+-64>>3]=+p[d+-64>>3];n=g+-56|0;m=d+-56|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[g+-40>>3]=+p[d+-40>>3];p[g+-32>>3]=+p[d+-32>>3];n=g+-24|0;m=d+-24|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];b[n+16>>0]=b[m+16>>0]|0;g=e+-120|0;e=g}while((h|0)!=(q|0));d=f[a>>2]|0}f[a>>2]=e;f[s>>2]=c;f[r>>2]=o;if(!d)return;sOb(d);return}function r0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function s0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25724;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b);sOb(a);return}function t0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;if((d-c|0)<4){P=0;return P|0}P=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;O=a+4|0;e=f[O>>2]|0;N=a+8|0;g=f[N>>2]|0;if((g|0)!=(e|0))f[N>>2]=g+(~(((g+-240-e|0)>>>0)/240|0)*240|0);A0(O,P);l=a+16|0;if(!P){P=c;return P|0}m=a+24|0;n=a+12|0;o=a+64|0;q=a+72|0;r=a+80|0;s=a+88|0;t=a+96|0;u=a+104|0;v=a+112|0;w=a+116|0;x=a+120|0;y=a+124|0;z=a+128|0;A=a+132|0;B=a+136|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;K=a+208|0;L=a+224|0;M=a+232|0;k=a+240|0;j=0;while(1){c=y0(l,c,d)|0;if(!c){c=0;e=11;break}e=f[N>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;a=m;i=g+36|0;do{f[g>>2]=f[a>>2];g=g+4|0;a=a+4|0}while((g|0)<(i|0));i=e+40|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i+12>>2]=f[o+12>>2];f[i+16>>2]=f[o+16>>2];f[i+20>>2]=f[o+20>>2];p[i>>3]=+p[o>>3];p[e+48>>3]=+p[q>>3];p[e+56>>3]=+p[r>>3];i=e+64|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i+12>>2]=f[s+12>>2];f[i+16>>2]=f[s+16>>2];f[i+20>>2]=f[s+20>>2];p[i>>3]=+p[s>>3];p[e+72>>3]=+p[t>>3];p[e+80>>3]=+p[u>>3];i=e+88|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i>>2]=f[v>>2];f[e+92>>2]=f[w>>2];f[e+96>>2]=f[x>>2];i=e+100|0;f[i>>2]=f[y>>2];f[i+4>>2]=f[y+4>>2];f[i+8>>2]=f[y+8>>2];f[i>>2]=f[y>>2];f[e+104>>2]=f[z>>2];f[e+108>>2]=f[A>>2];i=e+112|0;f[i>>2]=f[B>>2];f[i+4>>2]=f[B+4>>2];f[i+8>>2]=f[B+8>>2];f[i+12>>2]=f[B+12>>2];f[i+16>>2]=f[B+16>>2];f[i+20>>2]=f[B+20>>2];p[i>>3]=+p[B>>3];p[e+120>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];i=e+136|0;f[i>>2]=f[E>>2];f[i+4>>2]=f[E+4>>2];f[i+8>>2]=f[E+8>>2];f[i+12>>2]=f[E+12>>2];f[i+16>>2]=f[E+16>>2];f[i+20>>2]=f[E+20>>2];p[i>>3]=+p[E>>3];p[e+144>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];i=e+160|0;f[i>>2]=f[H>>2];f[i+4>>2]=f[H+4>>2];f[i+8>>2]=f[H+8>>2];f[i+12>>2]=f[H+12>>2];f[i+16>>2]=f[H+16>>2];f[i+20>>2]=f[H+20>>2];p[i>>3]=+p[H>>3];p[e+168>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];i=e+184|0;f[i>>2]=f[K>>2];f[i+4>>2]=f[K+4>>2];f[i+8>>2]=f[K+8>>2];f[i+12>>2]=f[K+12>>2];i=e+200|0;f[i>>2]=f[L>>2];f[i+4>>2]=f[L+4>>2];f[i+8>>2]=f[L+8>>2];f[i+12>>2]=f[L+12>>2];p[i>>3]=+p[L>>3];p[e+208>>3]=+p[M>>3];i=e+216|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];b[i+16>>0]=b[k+16>>0]|0;f[N>>2]=(f[N>>2]|0)+240}else C0(O,m);j=j+1|0;if(j>>>0>=P>>>0){e=11;break}}if((e|0)==11)return c|0;return 0}function u0(a){a=a|0;return a+4|0}function v0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function w0(a){a=a|0;yf()}function x0(a){a=a|0;sOb(a);return}function y0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;if((d-c|0)<8){c=0;return c|0}u=c;v=u;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;u=u+4|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}t=e;r=t;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;t=t+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}q=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}o=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((d-e|0)<4){c=0;return c|0}g=c+32|0;if((d-g|0)<4){c=0;return c|0}m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((d-e|0)<24){c=0;return c|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+44|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+52|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=c+60|0;if((d-e|0)<24){c=0;return c|0}g=c+84|0;if((d-g|0)<24){c=0;return c|0}z=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;y=c+88|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;x=c+92|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;w=c+96|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;d=c+100|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;g=c+104|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];C=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];B=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];A=+p[s>>3];e=a+8|0;f[e>>2]=v;f[e+4>>2]=u;v=a+16|0;f[v>>2]=r;f[v+4>>2]=t;f[a+24>>2]=q;f[a+28>>2]=o;f[a+32>>2]=n;f[a+36>>2]=m;f[a+40>>2]=l;p[a+48>>3]=i;p[a+56>>3]=j;p[a+64>>3]=k;p[a+72>>3]=C;p[a+80>>3]=B;p[a+88>>3]=A;f[a+96>>2]=z;f[a+100>>2]=y;f[a+104>>2]=x;f[a+108>>2]=w;f[a+112>>2]=d;f[a+116>>2]=g;c=c+108|0;return c|0}function z0(a){a=a|0;return a+8|0}function A0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/240|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>17895697)vd();i=pOb(b*240|0)|0;f[g>>2]=i;d=i+(((c-d|0)/240|0)*240|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*240|0);B0(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function B0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=f[a>>2]|0;l=a+4|0;d=f[l>>2]|0;m=c+4|0;if((d|0)==(k|0)){j=m;i=a;m=f[m>>2]|0;f[i>>2]=m;f[j>>2]=k;k=c+8|0;m=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=m;k=a+8|0;m=c+12|0;l=f[k>>2]|0;a=f[m>>2]|0;f[k>>2]=a;f[m>>2]=l;m=f[j>>2]|0;f[c>>2]=m;return}g=f[m>>2]|0;do{e=d;d=d+-240|0;h=g+-240|0;i=d;j=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));p[g+-200>>3]=+p[e+-200>>3];p[g+-192>>3]=+p[e+-192>>3];p[g+-184>>3]=+p[e+-184>>3];p[g+-176>>3]=+p[e+-176>>3];p[g+-168>>3]=+p[e+-168>>3];p[g+-160>>3]=+p[e+-160>>3];f[g+-152>>2]=f[e+-152>>2];f[g+-148>>2]=f[e+-148>>2];f[g+-144>>2]=f[e+-144>>2];f[g+-140>>2]=f[e+-140>>2];f[g+-136>>2]=f[e+-136>>2];f[g+-132>>2]=f[e+-132>>2];p[g+-128>>3]=+p[e+-128>>3];p[g+-120>>3]=+p[e+-120>>3];p[g+-112>>3]=+p[e+-112>>3];p[g+-104>>3]=+p[e+-104>>3];p[g+-96>>3]=+p[e+-96>>3];p[g+-88>>3]=+p[e+-88>>3];p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];j=g+-56|0;i=e+-56|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];j=g+-24|0;i=e+-24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];b[j+16>>0]=b[i+16>>0]|0;g=(f[m>>2]|0)+-240|0;f[m>>2]=g}while((d|0)!=(k|0));j=a;i=g;k=f[a>>2]|0;f[j>>2]=i;f[m>>2]=k;k=c+8|0;j=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=j;a=a+8|0;l=c+12|0;k=f[a>>2]|0;j=f[l>>2]|0;f[a>>2]=j;f[l>>2]=k;m=f[m>>2]|0;f[c>>2]=m;return}function C0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;l=m;d=f[a>>2]|0;k=((f[a+4>>2]|0)-d|0)/240|0;e=k+1|0;if(e>>>0>17895697)AMb(a);j=((f[a+8>>2]|0)-d|0)/240|0;d=j<<1;d=j>>>0<8947848?(d>>>0<e>>>0?e:d):17895697;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>17895697)vd();else{i=pOb(d*240|0)|0;break}while(0);f[l>>2]=i;e=i+(k*240|0)|0;j=l+8|0;f[j>>2]=e;h=l+4|0;f[h>>2]=e;f[l+12>>2]=i+(d*240|0);d=e;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=i+(k*240|0)+40|0;e=c+40|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+48>>3]=+p[c+48>>3];p[i+(k*240|0)+56>>3]=+p[c+56>>3];d=i+(k*240|0)+64|0;e=c+64|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+72>>3]=+p[c+72>>3];p[i+(k*240|0)+80>>3]=+p[c+80>>3];d=i+(k*240|0)+88|0;e=c+88|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+92>>2]=f[c+92>>2];f[i+(k*240|0)+96>>2]=f[c+96>>2];d=i+(k*240|0)+100|0;e=c+100|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+104>>2]=f[c+104>>2];f[i+(k*240|0)+108>>2]=f[c+108>>2];d=i+(k*240|0)+112|0;e=c+112|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+120>>3]=+p[c+120>>3];p[i+(k*240|0)+128>>3]=+p[c+128>>3];d=i+(k*240|0)+136|0;e=c+136|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+144>>3]=+p[c+144>>3];p[i+(k*240|0)+152>>3]=+p[c+152>>3];d=i+(k*240|0)+160|0;e=c+160|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+168>>3]=+p[c+168>>3];p[i+(k*240|0)+176>>3]=+p[c+176>>3];d=i+(k*240|0)+184|0;e=c+184|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];d=i+(k*240|0)+200|0;e=c+200|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+208>>3]=+p[c+208>>3];d=i+(k*240|0)+216|0;e=c+216|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];b[d+16>>0]=b[e+16>>0]|0;f[j>>2]=(f[j>>2]|0)+240;B0(a,l);d=f[h>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0);d=f[l>>2]|0;if(!d){u=m;return}sOb(d);u=m;return}function D0(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;E0(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function E0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+1760|0;d=pd()|0;f[a>>2]=d;c=1;if(c){c=0;if((f[b>>2]|0)==(f[(b+4|0)>>2]|0)){g=od(112310)|0;sd(d|0,g|0,2);fd(g|0);fd(2)}else c=1}if(c)if(1){g=pd()|0;e=od(112310)|0;sd(d|0,e|0,g|0);fd(e|0);e=nd()|0;c=od(112315)|0;sd(g|0,c|0,e|0);fd(c|0);c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0)){d=0;do{l=c;i=pd()|0;f[h>>2]=d;k=td(17744,h|0)|0;sd(e|0,k|0,i|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+4>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112324)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)+8>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+12>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112336)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=od(112348)|0;f[h>>2]=f[l+(d*192|0)+16>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112358)|0;f[h>>2]=f[l+(d*192|0)+20>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112372)|0;f[h>>2]=f[l+(d*192|0)+24>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112385)|0;f[h>>2]=f[l+(d*192|0)+28>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=f[l+(d*192|0)+32>>2]|0;j=od(112397)|0;f[h>>2]=k>>>0<14?k:0;k=td(17744,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112410)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+40>>3];p[k+8>>3]=+p[l+(d*192|0)+48>>3];p[k+16>>3]=+p[l+(d*192|0)+56>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112419)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+64>>3];p[k+8>>3]=+p[l+(d*192|0)+72>>3];p[k+16>>3]=+p[l+(d*192|0)+80>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(152603)|0;k=pOb(24)|0;f[k>>2]=f[l+(d*192|0)+88>>2];f[k+4>>2]=f[l+(d*192|0)+92>>2];f[k+8>>2]=f[l+(d*192|0)+96>>2];f[k+12>>2]=f[l+(d*192|0)+100>>2];f[k+16>>2]=f[l+(d*192|0)+104>>2];f[k+20>>2]=f[l+(d*192|0)+108>>2];f[h>>2]=k;k=td(1112,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);fd(i|0);d=d+1|0;c=f[b>>2]|0}while(d>>>0<(((f[(b+4|0)>>2]|0)-c|0)/192|0)>>>0)}fd(e|0);fd(g|0)}c=1;if(c){c=0;if((f[(b+36|0)>>2]|0)==(f[(b+40|0)>>2]|0)){l=f[a>>2]|0;m=od(112426)|0;sd(l|0,m|0,2);fd(m|0);fd(2)}else c=1}f[h+32>>2]=a;f[h+40>>2]=b;f[h+1656>>2]=c;f[h+1672>>2]=0;f[h+1676>>2]=0;wha(h);G=f[h+1672>>2]|0;D=f[h+1676>>2]|0;H=+n[h+1676>>2];f[h+1672>>2]=0;f[h+1676>>2]=0;if((G|0)==5)return}function F0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262912;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262912)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262912)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function G0(a){a=a|0;sOb(a);return}function H0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return b|0}function I0(a,b){a=a|0;b=b|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return}function J0(a){a=a|0;return}function K0(a){a=a|0;sOb(a);return}function L0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function M0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113275?a+4|0:0)|0}function N0(a){a=a|0;return 8040}function O0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function P0(a){a=a|0;sOb(a);return}function Q0(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function R0(a){a=a|0;return a+4|0}function S0(a){a=a|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=b[a>>0]|0;a=od(113531)|0;f[e>>2]=g&255;e=td(17704,e|0)|0;sd(d|0,a|0,e|0);fd(e|0);fd(a|0);fd(f[64564]|0);f[64564]=d;fd(0);u=c;return}function T0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262913;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262913)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262913)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function U0(a){a=a|0;sOb(a);return}function V0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return b|0}function W0(a,b){a=a|0;b=b|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return}function X0(a){a=a|0;return}function Y0(a){a=a|0;sOb(a);return}function Z0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113716?a+4|0:0)|0}function $0(a){a=a|0;return 8112}function a1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function b1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function c1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262914;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262914)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262914)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function d1(a){a=a|0;sOb(a);return}function e1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return b|0}function f1(a,b){a=a|0;b=b|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return}function g1(a){a=a|0;return}function h1(a){a=a|0;sOb(a);return}function i1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function j1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114001?a+4|0:0)|0}function k1(a){a=a|0;return 8136}function l1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function m1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(3256,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262915;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262915)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262915)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o1(a){a=a|0;sOb(a);return}function p1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return b|0}function q1(a,b){a=a|0;b=b|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return}function r1(a){a=a|0;return}function s1(a){a=a|0;sOb(a);return}function t1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114284?a+4|0:0)|0}function v1(a){a=a|0;return 8160}function w1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x1(a){a=a|0;sOb(a);return}function y1(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function z1(a){a=a|0;return a+4|0}function A1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function B1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262916;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262916)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262916)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C1(a){a=a|0;sOb(a);return}function D1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return b|0}function E1(a,b){a=a|0;b=b|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return}function F1(a){a=a|0;return}function G1(a){a=a|0;sOb(a);return}function H1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114761?a+4|0:0)|0}function J1(a){a=a|0;return 8232}function K1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L1(a){a=a|0;sOb(a);return}function M1(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function N1(a){a=a|0;return a+4|0}function O1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262917;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262917)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262917)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q1(a){a=a|0;sOb(a);return}function R1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return b|0}function S1(a,b){a=a|0;b=b|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return}function T1(a){a=a|0;return}function U1(a){a=a|0;sOb(a);return}function V1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115206?a+4|0:0)|0}function X1(a){a=a|0;return 8304}function Y1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262918;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262918)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262918)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $1(a){a=a|0;sOb(a);return}function a2(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return b|0}function b2(a,b){a=a|0;b=b|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return}function c2(a){a=a|0;return}function d2(a){a=a|0;sOb(a);return}function e2(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f2(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115417?a+4|0:0)|0}function g2(a){a=a|0;return 8328}function h2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i2(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function k2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function l2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;g=k;h=nd()|0;i=h;d=f[b>>2]|0;j=(f[b+4>>2]|0)-d>>3;if(!j){kd(h|0);f[g>>2]=i;j=a+4|0;j=f[j>>2]|0;j=dd(j|0,1,22088,g|0)|0;fd(j|0);fd(h|0);u=k;return}c=0;e=0;while(1){f[g>>2]=f[d+(c<<3)>>2];l=td(17744,g|0)|0;f[g>>2]=e;m=td(17744,g|0)|0;sd(h|0,m|0,l|0);fd(m|0);fd(l|0);f[g>>2]=f[d+(c<<3)+4>>2];d=td(17744,g|0)|0;f[g>>2]=e|1;l=td(17744,g|0)|0;sd(h|0,l|0,d|0);fd(l|0);fd(d|0);c=c+1|0;if((c|0)==(j|0))break;d=f[b>>2]|0;e=e+2|0}kd(h|0);f[g>>2]=i;m=a+4|0;m=f[m>>2]|0;m=dd(m|0,1,22088,g|0)|0;fd(m|0);fd(h|0);u=k;return}function m2(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];fd(dd(f[a+8>>2]|0,1,26176,d|0)|0);u=c;return}function n2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function o2(a){a=a|0;return 0}function p2(a){a=a|0;var 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a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function V4(a){a=a|0;if(!a)return;sOb(a);return}function W4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(12)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return b|0}function X4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];return}function Y4(){var a=0,b=0,c=0;a=pOb(56)|0;b=a;c=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));return a|0}function Z4(a){a=a|0;if(!a)return;sOb(a);return}function _4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(24)|0;p[b>>3]=+p[a>>3];p[b+8>>3]=+p[a+8>>3];p[b+16>>3]=+p[a+16>>3];return b|0}function $4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;p[b>>3]=+p[c>>3];p[b+8>>3]=+p[c+8>>3];p[b+16>>3]=+p[c+16>>3];return}function a5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function b5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function c5(){var a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function d5(a){a=a|0;if(!a)return;sOb(a);return}function e5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function f5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function g5(a,b){a=a|0;b=b|0;return f[b+(f[a>>2]|0)>>2]|0}function h5(a,b,c){a=a|0;b=b|0;c=c|0;f[b+(f[a>>2]|0)>>2]=c;return}function i5(a){a=a|0;return 8736}function j5(a){a=a|0;if(!a)return;sOb(a);return}function k5(a){a=a|0;bh[a&63]();return}function l5(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function m5(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b,c,d,e,f,g,h,i);return}function n5(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b,c,d,e,f,g,h);return}function 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s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;w=z+24|0;x=z+12|0;y=z;s=c+4|0;t=f[c>>2]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;if(t>>>0>4294967279)vOb(w);if(t>>>0<11){b[w+11>>0]=t;if(!t)c=w;else{c=w;v=6}}else{v=t+16&-16;c=pOb(v)|0;f[w>>2]=c;f[w+8>>2]=v|-2147483648;f[w+4>>2]=t;v=6}if((v|0)==6)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;s=d+4|0;t=f[d>>2]|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;if(t>>>0>4294967279)vOb(x);if(t>>>0<11){b[x+11>>0]=t;if(!t)c=x;else{c=x;v=12}}else{v=t+16&-16;c=pOb(v)|0;f[x>>2]=c;f[x+8>>2]=v|-2147483648;f[x+4>>2]=t;v=12}if((v|0)==12)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;t=e+4|0;d=f[e>>2]|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;if(d>>>0>4294967279)vOb(y);if(d>>>0<11){s=y+11|0;b[s>>0]=d;if(!d)c=y;else{c=y;v=18}}else{s=d+16&-16;c=pOb(s)|0;f[y>>2]=c;f[y+8>>2]=s|-2147483648;f[y+4>>2]=d;s=y+11|0;v=18}if((v|0)==18)bQb(c|0,t|0,d|0)|0;b[c+d>>0]=0;c=$g[a&1](w,x,y,g,h,i,j,k,l,m,n,o,p,q,r)|0;if((b[s>>0]|0)<0)sOb(f[y>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);if((b[w+11>>0]|0)>=0){u=z;return 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c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function P5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Q5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function R5(a){a=a|0;return 0}function S5(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g+4|0;i=g;f[h>>2]=d;f[i>>2]=e;Fh[a&255](b,c,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function T5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function U5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function V5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function X5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Y5(a){a=a|0;return 0}function Z5(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function _5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function a6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function b6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function c6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function d6(a){a=a|0;return 0}function e6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function f6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function g6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function h6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function i6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function j6(a){a=a|0;return 0}function k6(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0;l=u;u=u+16|0;m=l+4|0;n=l;f[m>>2]=j;f[n>>2]=k;Rh[a&3](b,c,d,e,g,h,i,m,n);fd(f[n>>2]|0);fd(f[m>>2]|0);u=l;return}function l6(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0;j=u;u=u+16|0;h=j;b[a>>0]=0;d=a+1|0;b[d>>0]=1;i=a+2|0;e=a+8|0;b[i>>0]=0;b[i+1>>0]=0;b[i+2>>0]=0;b[i+3>>0]=0;b[i+4>>0]=0;b[i+5>>0]=0;g=a+12|0;b[e>>0]=1;b[e+1>>0]=1;b[e+2>>0]=1;b[e+3>>0]=1;b[g>>0]=0;b[g+1>>0]=0;b[g+2>>0]=0;b[g+3>>0]=0;if(m6(c,119182)|0){k=f[c>>2]|0;m=od(119182)|0;k=jd(k|0,m|0)|0;fd(m|0);l=+cd(k|0,17688,h|0);rd(f[h>>2]|0);b[e>>0]=l!=0.0&1;fd(k|0)}if(m6(c,119193)|0){m=f[c>>2]|0;k=od(119193)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+9>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119204)|0){m=f[c>>2]|0;k=od(119204)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+10>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119216)|0){m=f[c>>2]|0;k=od(119216)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+11>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119238)|0){m=f[c>>2]|0;k=od(119238)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[g>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119265)|0){m=f[c>>2]|0;k=od(119265)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119286)|0){m=f[c>>2]|0;k=od(119286)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+13>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119308)|0){m=f[c>>2]|0;k=od(119308)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[d>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119326)|0){d=f[c>>2]|0;m=od(119326)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);b[a+14>>0]=~~l;fd(d|0);d=1}else d=0;b[a+15>>0]=d;if(m6(c,119334)|0){d=f[c>>2]|0;m=od(119334)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);fd(d|0);d=~~l&255}else d=0;b[i>>0]=d&1;b[a+3>>0]=(d&255)>>>1&1;b[a+4>>0]=(d&255)>>>2&1;if(!(m6(c,119363)|0)){k=0;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}k=f[c>>2]|0;i=od(119363)|0;k=jd(k|0,i|0)|0;fd(i|0);l=+cd(k|0,17704,h|0);rd(f[h>>2]|0);fd(k|0);k=~~l&255;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}function m6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;h=c;d=gd(119397)|0;i=od(119404)|0;e=jd(d|0,i|0)|0;fd(i|0);i=od(119414)|0;g=jd(e|0,i|0)|0;fd(i|0);b=od(b|0)|0;f[h>>2]=b;b=n6(g,119429,a,h)|0;fd(f[h>>2]|0);fd(g|0);fd(e|0);fd(d|0);u=c;return b|0}function n6(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0;i=u;u=u+32|0;g=i;h=i+16|0;if(!(b[256376]|0))if(MPb(256376)|0){j=hd(3,26908)|0;f[64598]=j}j=f[64598]|0;kd(f[d>>2]|0);f[g>>2]=f[d>>2];kd(f[e>>2]|0);f[g+8>>2]=f[e>>2];k=+ed(j|0,a|0,c|0,h|0,g|0);rd(f[h>>2]|0);u=i;return k!=0.0|0}function o6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function p6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function q6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function r6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function s6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function t6(a){a=a|0;return 0}function u6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function v6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function w6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function x6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function y6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function z6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function A6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function B6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function C6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function D6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function E6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function F6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function G6(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function H6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function I6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function J6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function L6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function M6(a,b,c,d,e,g){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;h=u;u=u+16|0;i=h+8|0;j=h+4|0;k=h;f[i>>2]=d;f[j>>2]=e;f[k>>2]=g;nh[a&3](b,c,i,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function N6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function O6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function P6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Q6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function R6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function S6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function T6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function U6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function V6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function X6(a){a=a|0;return 0}function Y6(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;vh[a&3](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function Z6(a,b){a=a|0;b=+b;ch[a&127](b);return}function _6(a,c){a=a|0;c=c|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function d7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function e7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function f7(a){a=a|0;return 0}function g7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+8|0;h=e+4|0;i=e;f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;xh[a&127](g,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function h7(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;f[e>>2]=b;f[g>>2]=c;oh[a&1023](e,g);fd(f[g>>2]|0);fd(f[e>>2]|0);u=d;return}function i7(a){a=a|0;f[a>>2]=27324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function s7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function t7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function u7(a){a=a|0;return 0}function v7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function w7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function x7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function y7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;RH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function z7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function A7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function B7(a){a=a|0;return 0}function C7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function D7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function E7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;kI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function F7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function G7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function H7(a){a=a|0;return 0}function I7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function J7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function K7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function L7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function M7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function N7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function O7(a){a=a|0;return 0}function P7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Q7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function R7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function S7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function T7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function U7(a){a=a|0;return 0}function V7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function W7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function X7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Y7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Z7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;UD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function _7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function $7(a){a=a|0;return 0}function a8(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function b8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;nE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g8(a){a=a|0;return 0}function h8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function i8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function j8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function k8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function l8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function m8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function n8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function o8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function p8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function r8(a){a=a|0;return 0}function s8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function t8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function x8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function z8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function A8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function B8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function C8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function D8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function E8(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0;w=u;u=u+16|0;v=w;b[a>>0]=0;b[a+1>>0]=0;b[a+2>>0]=0;b[a+3>>0]=0;b[a+4>>0]=0;l=a+8|0;b[l>>0]=1;m=a+9|0;b[m>>0]=0;n=a+10|0;b[n>>0]=0;o=a+11|0;b[o>>0]=1;q=a+12|0;b[q>>0]=0;r=a+13|0;b[r>>0]=0;f[a+16>>2]=-1;e=a+20|0;b[e>>0]=1;g=a+21|0;b[g>>0]=0;h=a+22|0;b[h>>0]=1;s=a+23|0;b[s>>0]=0;i=a+24|0;b[i>>0]=1;j=a+25|0;b[j>>0]=1;t=a+26|0;k=a+40|0;d[t>>1]=0;d[t+2>>1]=0;d[t+4>>1]=0;b[t+6>>0]=0;p[k>>3]=C;if(m6(c,125880)|0){x=f[c>>2]|0;z=od(125880)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);b[a+1>>0]=~~y;fd(x|0);b[a>>0]=b[a>>0]|1}if(m6(c,125897)|0){z=f[c>>2]|0;x=od(125897)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+2>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|2}if(m6(c,125914)|0){z=f[c>>2]|0;x=od(125914)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+3>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|4}if(m6(c,125930)|0){z=f[c>>2]|0;x=od(125930)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+4>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|8}if(m6(c,125946)|0){z=f[c>>2]|0;x=od(125946)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[l>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125968)|0){z=f[c>>2]|0;x=od(125968)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[m>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125989)|0){z=f[c>>2]|0;x=od(125989)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[n>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126004)|0){z=f[c>>2]|0;x=od(126004)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[o>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126022)|0){z=f[c>>2]|0;x=od(126022)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[q>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126068)|0){z=f[c>>2]|0;x=od(126068)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[r>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126087)|0){z=f[c>>2]|0;x=od(126087)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[e>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126110)|0){z=f[c>>2]|0;x=od(126110)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[g>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126132)|0){z=f[c>>2]|0;x=od(126132)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[h>>0]=y!=0.0&1;fd(z|0)}if(m6(c,119308)|0){z=f[c>>2]|0;x=od(119308)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[i>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126160)|0){z=f[c>>2]|0;x=od(126160)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[j>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126182)|0){z=f[c>>2]|0;x=od(126182)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17776,v|0);rd(f[v>>2]|0);p[k>>3]=y;fd(z|0)}if(m6(c,119326)|0){e=f[c>>2]|0;z=od(119326)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);b[a+32>>0]=~~y;fd(e|0);e=1}else e=0;b[s>>0]=e;if(m6(c,119334)|0){e=f[c>>2]|0;z=od(119334)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);fd(e|0);e=~~y&255}else e=0;b[t>>0]=e&1;b[a+27>>0]=(e&255)>>>1&1;b[a+28>>0]=(e&255)>>>2&1;if(!(m6(c,119363)|0)){x=0;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}x=f[c>>2]|0;z=od(119363)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);fd(x|0);x=~~y&255;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}function F8(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function G8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function H8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function I8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function J8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function K8(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;mh[a&7](b,c,d);return}function L8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function M8(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function N8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function O8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function P8(a,b,c){a=a|0;b=+b;c=+c;dh[a&7](b,c);return}function Q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c+8|0;e=c;h=b;g=f[h+4>>2]|0;b=e;f[b>>2]=f[h>>2];f[b+4>>2]=g;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];gh[a&2047](d);u=c;return}function R8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function S8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function T8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function U8(a,b){a=a|0;b=+b;ch[a&127](b);return}function V8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function W8(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;eh[a&3](b,c,d);return}function X8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function Y8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Z8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function _8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function $8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function a9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function b9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;_U(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g9(a){a=a|0;return 0}function h9(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;h=u;u=u+32|0;k=h+16|0;l=h;i=h+12|0;j=h+8|0;n=d;m=f[n+4>>2]|0;d=l;f[d>>2]=f[n>>2];f[d+4>>2]=m;f[i>>2]=e;f[j>>2]=g;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];Lh[a&255](b,c,k,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function i9(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function j9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function k9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function l9(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function m9(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b,c,d,e,f);return}function n9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function o9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function p9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function q9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function r9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function s9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+16|0;h=g+8|0;i=g+4|0;j=g;f[h>>2]=c;f[i>>2]=d;f[j>>2]=e;Fh[a&255](b,h,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function t9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function x9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function z9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function A9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function B9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;hQ(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function C9(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function D9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function E9(a){a=a|0;return 0}function F9(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0;o=u;u=u+16|0;p=o+4|0;q=o;f[p>>2]=m;f[q>>2]=n;ai[a&7](b,c,d,e,g,h,i,j,k,l,p,q);fd(f[q>>2]|0);fd(f[p>>2]|0);u=o;return}function G9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function H9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function I9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function J9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IL(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K9(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function jca(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function kca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function lca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function mca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zN(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function oca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function pca(a){a=a|0;return 0}function qca(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=d;f[j>>2]=e;Lh[a&255](b,c,i,j,g);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function rca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function uca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function xca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function zca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Aca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Bca(a){a=a|0;return 0}function Cca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hca(a){a=a|0;return 0}function Ica(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Jca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Kca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Lca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;oC(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Oca(a){a=a|0;return 0}function Pca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Qca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Rca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Zca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function _ca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function $ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function cda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function dda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function hda(a){a=a|0;f[a>>2]=29948;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function rda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function uda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wda(a){a=a|0;return 0}function xda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function yda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function zda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Cda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hda(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=g;f[l>>2]=h;Xh[a&63](b,c,d,e,k,l,i);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function Ida(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jda(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;NB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nda(a){a=a|0;return 0}function Oda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Rda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Uda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Wda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Xda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Yda(a){a=a|0;return 0}function Zda(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function _da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function aea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function eea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function fea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function iea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function jea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function kea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function lea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function mea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function nea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function oea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function rea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function sea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function tea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xea(a){a=a|0;return 0}function yea(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function zea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Aea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;mG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Dea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Eea(a){a=a|0;return 0}function Fea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Gea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;eD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Iea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Jea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Kea(a){a=a|0;return 0}function Lea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Mea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Nea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Oea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Qea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Rea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Sea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Vea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Wea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Xea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Zea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function _ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dfa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function efa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hfa(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xfa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function yfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function zfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Dfa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Efa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Hfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Ifa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jfa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;cK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Mfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nfa(a){a=a|0;return 0}function Ofa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pfa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qfa(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Rfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tfa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Ufa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vfa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xfa(a,b){a=a|0;b=b|0;var 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if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[64565]|0)+(c<<2)|0;l=41}}else{f[e>>2]=f[c>>2];l=41}if((l|0)==41)f[c>>2]=e;f[64568]=(f[64568]|0)+1;l=e;a=l+12|0;j=f[a>>2]|0;fd(j|0);f[a>>2]=o;o=l+16|0;a=f[o>>2]|0;fd(a|0);f[o>>2]=m;o=l+20|0;f[o>>2]=k;fd(0);fd(0);return}function Yga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g<<5)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+32|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+32|0}while((c|0)!=(i|0));u=n;return}function Zga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=f[a>>2]|0;h=n;i=(f[c>>2]|0)-h|0;n=n+i|0;if(!d){o=n;return o|0}m=a+8|0;g=f[m>>2]|0;o=a+4|0;k=f[o>>2]|0;c=k;if((g-c|0)>>>0>=d>>>0){g=c-n|0;if(g>>>0<d>>>0){c=d-g|0;h=k;do{b[h>>0]=b[e>>0]|0;h=(f[o>>2]|0)+1|0;f[o>>2]=h;c=c+-1|0}while((c|0)!=0);if(!g){o=n;return o|0}}else{g=d;h=k}j=h-(n+d)|0;c=n+j|0;if(c>>>0<k>>>0){i=h;do{b[i>>0]=b[c>>0]|0;c=c+1|0;i=(f[o>>2]|0)+1|0;f[o>>2]=i}while((c|0)!=(k|0))}if(j|0)cQb(h+(0-j)|0,n|0,j|0)|0;if(n>>>0<=e>>>0)e=(f[o>>2]|0)>>>0>e>>>0?e+d|0:e;dQb(n|0,b[e>>0]|0,g|0)|0;o=n;return o|0}c=c-h+d|0;if((c|0)<0)AMb(a);l=g-h|0;j=l<<1;c=l>>>0<1073741823?(j>>>0<c>>>0?c:j):2147483647;j=n;if(!c)g=0;else g=pOb(c)|0;l=g+i|0;k=g+c|0;g=d;c=l;h=l;do{b[h>>0]=b[e>>0]|0;h=c+1|0;c=h;g=g+-1|0}while((g|0)!=0);e=f[a>>2]|0;g=j-e|0;i=l+(0-g)|0;if((g|0)>0)bQb(i|0,e|0,g|0)|0;g=(f[o>>2]|0)-j|0;if((g|0)>0){bQb(h|0,n|0,g|0)|0;c=h+g|0;e=f[a>>2]|0}f[a>>2]=i;f[o>>2]=c;f[m>>2]=k;if(!e){o=l;return o|0}sOb(e);o=l;return o|0}function _ga(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!a){b=f[64565]|0;f[64565]=0;if(b|0)sOb(b);f[64566]=0;return}if(a>>>0>1073741823)vd();l=pOb(a<<2)|0;b=f[64565]|0;f[64565]=l;if(b|0)sOb(b);f[64566]=a;b=0;do{f[(f[64565]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(a|0));g=f[64567]|0;if(!g)return;b=f[g+4>>2]|0;k=a+-1|0;l=(k&a|0)==0;if(l)b=b&k;else if(b>>>0>=a>>>0)b=(b>>>0)%(a>>>0)|0;f[(f[64565]|0)+(b<<2)>>2]=258268;c=f[g>>2]|0;if(!c)return;else{e=g;d=c;c=g}a:while(1){b:do if(l){j=c;while(1){c=d;while(1){i=f[c+4>>2]&k;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}h=c+8|0;d=c;while(1){g=f[d>>2]|0;if(!g)break;if((f[h>>2]|0)==(f[g+8>>2]|0))d=g;else break}f[j>>2]=g;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}else{j=c;while(1){c=d;while(1){d=f[c+4>>2]|0;if(d>>>0<a>>>0)i=d;else i=(d>>>0)%(a>>>0)|0;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}g=c+8|0;d=c;while(1){h=f[d>>2]|0;if(!h)break;if((f[g>>2]|0)==(f[h+8>>2]|0))d=h;else break}f[j>>2]=h;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}while(0);f[d>>2]=e;d=f[c>>2]|0;if(!d){b=37;break}else e=c}if((b|0)==37)return}function $ga(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;p=(f[a>>2]|0)+p|0;q=h[c>>0]|h[c+1>>0]<<8;b[p>>0]=q;b[p+1>>0]=q>>8;p=d+4|0;q=f[p>>2]|0;r=f[n>>2]|0;c=r-(f[a>>2]|0)|0;f[l>>2]=r;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=q;b[c+1>>0]=q>>8;b[c+2>>0]=q>>16;b[c+3>>0]=q>>24;c=f[d>>2]|0;p=f[p>>2]|0;d=c+p|0;if(p|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));r=e+4|0;d=f[r>>2]|0;q=f[n>>2]|0;c=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;r=f[r>>2]|0;d=c+(r<<3)|0;if(r|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;q=c;e=q;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;q=q+4|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=(f[a>>2]|0)+r|0;p=r;b[p>>0]=e;b[p+1>>0]=e>>8;b[p+2>>0]=e>>16;b[p+3>>0]=e>>24;r=r+4|0;b[r>>0]=q;b[r+1>>0]=q>>8;b[r+2>>0]=q>>16;b[r+3>>0]=q>>24;c=c+8|0}while((c|0)!=(d|0));q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;p=(f[a>>2]|0)+p|0;q=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;p=f[n>>2]|0;q=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;p=i;i=p;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;p=p+4|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=(f[a>>2]|0)+q|0;r=q;b[r>>0]=i;b[r+1>>0]=i>>8;b[r+2>>0]=i>>16;b[r+3>>0]=i>>24;q=q+4|0;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;q=b[j>>0]|0;p=f[n>>2]|0;r=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=q;u=o;return}function aha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,16,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+16|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));i=d+4|0;h=f[i>>2]|0;g=f[m>>2]|0;c=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=h;b[c+1>>0]=h>>8;b[c+2>>0]=h>>16;b[c+3>>0]=h>>24;c=f[d>>2]|0;i=f[i>>2]|0;d=c+(i<<5)|0;if(i|0)do{g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+32|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));c=c+32|0}while((c|0)!=(d|0));g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,12,l)|0;i=(f[a>>2]|0)+i|0;g=e;h=i+12|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));u=n;return}function bha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function cha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function dha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;i=u;u=u+992|0;d=b[c>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=d;e=b[((c+4|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+8|0)>>2]|0:e&255;d=f[(a+4|0)>>2]|0;g=d-(f[a>>2]|0)|0;f[i>>2]=d;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+4|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;g=g<<24>>24<0?f[(c+8|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;l=f[(a+4|0)>>2]|0;j=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+j>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}l=b[c+16>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=l;e=b[c+17>>0]|0;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+g>>0]=e;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;g=h[(c+24|0)>>0]|h[(c+24|0)+1>>0]<<8|h[(c+24|0)+2>>0]<<16|h[(c+24|0)+3>>0]<<24;l=h[((c+24|0)+4|0)>>0]|h[((c+24|0)+4|0)+1>>0]<<8|h[((c+24|0)+4|0)+2>>0]<<16|h[((c+24|0)+4|0)+3>>0]<<24;e=(f[a>>2]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;b[(e+4|0)>>0]=l;b[(e+4|0)+1>>0]=l>>8;b[(e+4|0)+2>>0]=l>>16;b[(e+4|0)+3>>0]=l>>24;e=b[((c+32|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+36|0)>>2]|0:e&255;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+32|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+32|0)>>2]|0:c+32|0;g=g<<24>>24<0?f[(c+36|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+l>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;j=h[(c+48|0)>>0]|h[(c+48|0)+1>>0]<<8|h[(c+48|0)+2>>0]<<16|h[(c+48|0)+3>>0]<<24;k=h[((c+48|0)+4|0)>>0]|h[((c+48|0)+4|0)+1>>0]<<8|h[((c+48|0)+4|0)+2>>0]<<16|h[((c+48|0)+4|0)+3>>0]<<24;l=(f[a>>2]|0)+l|0;b[l>>0]=j;b[l+1>>0]=j>>8;b[l+2>>0]=j>>16;b[l+3>>0]=j>>24;b[(l+4|0)>>0]=k;b[(l+4|0)+1>>0]=k>>8;b[(l+4|0)+2>>0]=k>>16;b[(l+4|0)+3>>0]=k>>24;l=f[(a+4|0)>>2]|0;k=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;l=h[(c+56|0)>>0]|h[(c+56|0)+1>>0]<<8|h[(c+56|0)+2>>0]<<16|h[(c+56|0)+3>>0]<<24;j=h[((c+56|0)+4|0)>>0]|h[((c+56|0)+4|0)+1>>0]<<8|h[((c+56|0)+4|0)+2>>0]<<16|h[((c+56|0)+4|0)+3>>0]<<24;k=(f[a>>2]|0)+k|0;b[k>>0]=l;b[k+1>>0]=l>>8;b[k+2>>0]=l>>16;b[k+3>>0]=l>>24;b[(k+4|0)>>0]=j;b[(k+4|0)+1>>0]=j>>8;b[(k+4|0)+2>>0]=j>>16;b[(k+4|0)+3>>0]=j>>24;k=b[c+64>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[i+32>>2]=a;f[i+40>>2]=c;f[i+168>>2]=k;f[i+184>>2]=l;f[i+936>>2]=0;f[i+940>>2]=0;xha(i);G=f[i+936>>2]|0;D=f[i+940>>2]|0;H=+n[i+940>>2];f[i+936>>2]=0;f[i+940>>2]=0;if((G|0)==5)return}function eha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function fha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;j=f[n>>2]|0;i=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;i=(f[a>>2]|0)+i|0;j=h[c>>0]|h[c+1>>0]<<8;b[i>>0]=j;b[i+1>>0]=j>>8;i=d+4|0;j=f[i>>2]|0;g=f[n>>2]|0;c=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[d>>2]|0;i=f[i>>2]|0;j=c+(i<<5)|0;if(i|0)do{g=f[n>>2]|0;d=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,32,m)|0;d=(f[a>>2]|0)+d|0;g=c;i=d+32|0;do{b[d>>0]=b[g>>0]|0;d=d+1|0;g=g+1|0}while((d|0)<(i|0));c=c+32|0}while((c|0)!=(j|0));j=f[n>>2]|0;n=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;n=(f[a>>2]|0)+n|0;m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[n>>0]=m;b[n+1>>0]=m>>8;b[n+2>>0]=m>>16;b[n+3>>0]=m>>24;u=o;return}function gha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function hha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function iha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function jha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function kha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function lha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function mha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g*24|0)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,24,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+24|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+24|0}while((c|0)!=(i|0));u=n;return}function nha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;d=h[d>>0]|h[d+1>>0]<<8;b[m>>0]=d;b[m+1>>0]=d>>8;d=e+4|0;m=f[d>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;c=f[e>>2]|0;e=f[d>>2]|0;d=c+e|0;if(!e){u=l;return}do{m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));u=l;return}function oha(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+16|0;n=r+4|0;o=r;p=r+8|0;q=a+4|0;t=f[q>>2]|0;s=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,2,p)|0;s=(f[a>>2]|0)+s|0;t=h[c>>0]|h[c+1>>0]<<8;b[s>>0]=t;b[s+1>>0]=t>>8;s=d+4|0;t=f[s>>2]|0;v=f[q>>2]|0;c=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;c=f[d>>2]|0;s=f[s>>2]|0;d=c+s|0;if(s|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=e+4|0;d=f[v>>2]|0;t=f[q>>2]|0;c=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;v=f[v>>2]|0;d=c+v|0;if(v|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;u=r;return}function pha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function qha(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;o=c+4|0;p=f[o>>2]|0;m=a+4|0;q=f[m>>2]|0;i=q-(f[a>>2]|0)|0;f[k>>2]=q;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=p;b[i+1>>0]=p>>8;b[i+2>>0]=p>>16;b[i+3>>0]=p>>24;c=f[c>>2]|0;o=f[o>>2]|0;i=c+(o<<2)|0;if(o|0)do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));q=d+4|0;i=f[q>>2]|0;p=f[m>>2]|0;c=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[d>>2]|0;q=f[q>>2]|0;i=c+(q<<2)|0;if(!q){rha(a,e,g);u=n;return}do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));rha(a,e,g);u=n;return}function rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;m=c+4|0;n=f[m>>2]|0;k=a+4|0;o=f[k>>2]|0;e=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;e=(f[a>>2]|0)+e|0;b[e>>0]=n;b[e+1>>0]=n>>8;b[e+2>>0]=n>>16;b[e+3>>0]=n>>24;c=f[c>>2]|0;m=f[m>>2]|0;e=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));o=d+4|0;e=f[o>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[d>>2]|0;o=f[o>>2]|0;e=c+(o<<2)|0;if(!o){u=l;return}do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));u=l;return}function sha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function tha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function uha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function vha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+16|0;i=m+4|0;j=m;k=m+8|0;n=c+4|0;o=f[n>>2]|0;l=a+4|0;p=f[l>>2]|0;g=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=o;b[g+1>>0]=o>>8;b[g+2>>0]=o>>16;b[g+3>>0]=o>>24;c=f[c>>2]|0;n=f[n>>2]|0;g=c+n|0;if(n|0)do{o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(g|0));p=f[l>>2]|0;o=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;o=(f[a>>2]|0)+o|0;p=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[e>>0]|0;u=m;return}function wha(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;m=f[a+32>>2]|0;n=f[a+40>>2]|0;o=f[a+1656>>2]|0;a:{if(o){o=0;if(1){d=pd()|0;b=f[m>>2]|0;e=od(112426)|0;sd(b|0,e|0,d|0);fd(e|0);e=nd()|0;b=od(112315)|0;sd(d|0,b|0,e|0);fd(b|0);b=f[(n+36|0)>>2]|0;if((f[(n+40|0)>>2]|0)!=(b|0)){c=0;do{i=b;l=pd()|0;f[a>>2]=c;j=td(17744,a|0)|0;sd(e|0,j|0,l|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+4>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112324)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)+8>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+12>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112336)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=od(112348)|0;f[a>>2]=f[i+(c*240|0)+16>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112358)|0;f[a>>2]=f[i+(c*240|0)+20>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112372)|0;f[a>>2]=f[i+(c*240|0)+24>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112385)|0;f[a>>2]=f[i+(c*240|0)+28>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=f[i+(c*240|0)+32>>2]|0;k=od(112397)|0;f[a>>2]=j>>>0<14?j:0;j=td(17744,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112440)|0;p[a>>3]=+p[i+(c*240|0)+184>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112453)|0;p[a>>3]=+p[i+(c*240|0)+192>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112410)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+40>>3];p[j+8>>3]=+p[i+(c*240|0)+48>>3];p[j+16>>3]=+p[i+(c*240|0)+56>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112419)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+64>>3];p[j+8>>3]=+p[i+(c*240|0)+72>>3];p[j+16>>3]=+p[i+(c*240|0)+80>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(152603)|0;j=pOb(24)|0;f[j>>2]=f[i+(c*240|0)+88>>2];f[j+4>>2]=f[i+(c*240|0)+92>>2];f[j+8>>2]=f[i+(c*240|0)+96>>2];f[j+12>>2]=f[i+(c*240|0)+100>>2];f[j+16>>2]=f[i+(c*240|0)+104>>2];f[j+20>>2]=f[i+(c*240|0)+108>>2];f[a>>2]=j;j=td(1112,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);fd(l|0);c=c+1|0;b=f[(n+36|0)>>2]|0}while(c>>>0<(((f[(n+40|0)>>2]|0)-b|0)/240|0)>>>0)}fd(e|0);fd(d|0)}else o=1}b=1;if(b){b=0;if((f[(n+12|0)>>2]|0)==(f[(n+16|0)>>2]|0)){k=f[m>>2]|0;l=od(112461)|0;sd(k|0,l|0,2);fd(l|0);fd(2)}else b=1}if(b)if(1){k=pd()|0;b=f[m>>2]|0;l=od(112461)|0;sd(b|0,l|0,k|0);fd(l|0);l=nd()|0;b=od(112315)|0;sd(k|0,b|0,l|0);fd(b|0);b=f[(n+12|0)>>2]|0;if((f[(n+16|0)>>2]|0)!=(b|0)){j=0;do{e=pd()|0;f[a>>2]=j;h=td(17744,a|0)|0;sd(l|0,h|0,e|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+4>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112324)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)+8>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+12>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112336)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=od(112348)|0;f[a>>2]=f[b+(j*208|0)+16>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112466)|0;f[a>>2]=f[b+(j*208|0)+20>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112372)|0;f[a>>2]=f[b+(j*208|0)+24>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112385)|0;f[a>>2]=f[b+(j*208|0)+28>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=f[b+(j*208|0)+32>>2]|0;g=od(112397)|0;f[a>>2]=h>>>0<14?h:0;h=td(17744,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112440)|0;p[a>>3]=+p[b+(j*208|0)+104>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112453)|0;p[a>>3]=+p[b+(j*208|0)+112>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(152603)|0;h=pOb(24)|0;f[h>>2]=f[b+(j*208|0)+36>>2];f[h+4>>2]=f[b+(j*208|0)+40>>2];f[h+8>>2]=f[b+(j*208|0)+44>>2];f[h+12>>2]=f[b+(j*208|0)+48>>2];f[h+16>>2]=f[b+(j*208|0)+52>>2];f[h+20>>2]=f[b+(j*208|0)+56>>2];f[a>>2]=h;h=td(1112,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112476)|0;h=pOb(24)|0;p[h>>3]=+p[b+(j*208|0)+64>>3];p[h+8>>3]=+p[b+(j*208|0)+72>>3];p[h+16>>3]=+p[b+(j*208|0)+80>>3];f[a>>2]=h;h=td(8008,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=nd()|0;h=od(112482)|0;sd(e|0,h|0,g|0);fd(h|0);h=b+(j*208|0)+88|0;i=b+(j*208|0)+92|0;c=f[h>>2]|0;if((f[i>>2]|0)!=(c|0)){d=0;do{r=c;q=d*3|0;f[a>>2]=q;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+1;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+4>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+2;q=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+8>>2];r=td(17768,a|0)|0;sd(g|0,q|0,r|0);fd(r|0);fd(q|0);d=d+1|0;c=f[h>>2]|0}while(d>>>0<(((f[i>>2]|0)-c|0)/12|0)>>>0)}t=od(112502)|0;f[a>>2]=f[b+(j*208|0)+100>>2];b=td(17736,a|0)|0;sd(e|0,t|0,b|0);fd(b|0);fd(t|0);fd(g|0);fd(e|0);j=j+1|0;b=f[(n+12|0)>>2]|0}while(j>>>0<(((f[(n+16|0)>>2]|0)-b|0)/208|0)>>>0)}fd(l|0);fd(k|0)}if((f[(n+24|0)>>2]|0)==(f[(n+28|0)>>2]|0)){s=f[m>>2]|0;t=od(112476)|0;sd(s|0,t|0,2);fd(t|0);fd(2);u=a;f[a+1672>>2]=5;break a}e=pd()|0;b=f[m>>2]|0;d=od(112476)|0;sd(b|0,d|0,e|0);fd(d|0);d=nd()|0;b=od(112315)|0;sd(e|0,b|0,d|0);fd(b|0);b=f[(n+24|0)>>2]|0;if((f[(n+28|0)>>2]|0)!=(b|0)){c=0;do{q=b;t=pd()|0;f[a>>2]=c;r=td(17744,a|0)|0;sd(d|0,r|0,t|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+4>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112324)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)+8>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+12>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112336)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=od(112348)|0;f[a>>2]=f[q+(c*120|0)+16>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112529)|0;f[a>>2]=f[q+(c*120|0)+20>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112372)|0;f[a>>2]=f[q+(c*120|0)+24>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112385)|0;f[a>>2]=f[q+(c*120|0)+28>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=f[q+(c*120|0)+32>>2]|0;s=od(112397)|0;f[a>>2]=r>>>0<14?r:0;r=td(17744,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112440)|0;p[a>>3]=+p[q+(c*120|0)+64>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112453)|0;p[a>>3]=+p[q+(c*120|0)+72>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112476)|0;r=pOb(24)|0;p[r>>3]=+p[q+(c*120|0)+40>>3];p[r+8>>3]=+p[q+(c*120|0)+48>>3];p[r+16>>3]=+p[q+(c*120|0)+56>>3];f[a>>2]=r;r=td(8008,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);fd(t|0);c=c+1|0;b=f[(n+24|0)>>2]|0}while(c>>>0<(((f[(n+28|0)>>2]|0)-b|0)/120|0)>>>0)}fd(d|0);fd(e|0);u=a;f[a+1672>>2]=5;break a}f[a+1656>>2]=o}function xha(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a+32>>2]|0;i=f[a+40>>2]|0;d=f[a+168>>2]|0;e=f[a+184>>2]|0;a:{f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+e>>0]=d;e=f[(g+4|0)>>2]|0;d=e-(f[g>>2]|0)|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=h[(i+72|0)>>0]|h[(i+72|0)+1>>0]<<8|h[(i+72|0)+2>>0]<<16|h[(i+72|0)+3>>0]<<24;c=h[((i+72|0)+4|0)>>0]|h[((i+72|0)+4|0)+1>>0]<<8|h[((i+72|0)+4|0)+2>>0]<<16|h[((i+72|0)+4|0)+3>>0]<<24;d=(f[g>>2]|0)+d|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;b[(d+4|0)>>0]=c;b[(d+4|0)+1>>0]=c>>8;b[(d+4|0)+2>>0]=c>>16;b[(d+4|0)+3>>0]=c>>24;d=b[((i+80|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+84|0)>>2]|0:d&255;c=f[(g+4|0)>>2]|0;e=c-(f[g>>2]|0)|0;f[a>>2]=c;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+80|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+80|0)>>2]|0:i+80|0;e=e<<24>>24<0?f[(i+84|0)>>2]|0:e&255;if(e|0){c=d;do{k=b[c>>0]|0;l=f[(g+4|0)>>2]|0;j=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+j>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0))}d=b[((i+92|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+96|0)>>2]|0:d&255;l=f[(g+4|0)>>2]|0;e=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+92|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+92|0)>>2]|0:i+92|0;e=e<<24>>24<0?f[(i+96|0)>>2]|0:e&255;if(!e){l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}c=d;do{k=b[c>>0]|0;j=f[(g+4|0)>>2]|0;l=j-(f[g>>2]|0)|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+l>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0));l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}}
+function Stb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;if(!c){e=-9;return e|0}if(e>>>0>=c>>>0|e>>>0<2){e=-11;return e|0}h=(e<<4>>>0)/(c>>>0)|0;i=c>>>8;g=(X(f[42232+(h*24|0)+4>>2]|0,i)|0)+(f[42232+(h*24|0)>>2]|0)|0;h=(X(f[42232+(h*24|0)+12>>2]|0,i)|0)+(f[42232+(h*24|0)+8>>2]|0)|0;if(((h>>>3)+h|0)>>>0<g>>>0){g=ntb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=ptb(b,c,d+g|0,e-g|0,a)|0;return i|0}else{g=jtb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=mtb(b,c,d+g|0,e-g|0,a)|0;return i|0}return 0}function Ttb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=f[a+24>>2]|0;h=f[a+28>>2]|0;a:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(!(Vtb(g,d)|0)){g=0;break}g=g+36|0;if((g|0)==(h|0))break a}return g|0}b:while(1){switch(b[g+33>>0]|0){case 0:{if(!(Vtb(g,d)|0)){g=0;h=28;break b}break}case 1:{if(!(Utb(g,e)|0)){g=0;h=28;break b}break}default:{}}g=g+36|0;if((g|0)==(h|0))break a}if((h|0)==28)return g|0}while(0);g=f[a>>2]|0;h=f[a+4>>2]|0;c:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;break}g=g+36|0;if((g|0)==(h|0))break c}return g|0}d:while(1){switch(b[g+33>>0]|0){case 0:{if(Vtb(g,d)|0){g=0;h=28;break d}break}case 1:{if(Utb(g,e)|0){g=0;h=28;break d}break}default:{}}g=g+36|0;if((g|0)==(h|0))break c}if((h|0)==28)return g|0}while(0);g=f[a+12>>2]|0;a=f[a+16>>2]|0;if((g|0)==(a|0)){e=1;return e|0}if(c)i=g;else{while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;h=28;break}g=g+36|0;if((g|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0}e:while(1){switch(b[i+33>>0]|0){case 0:{if(Vtb(i,d)|0){g=0;h=28;break e}break}case 1:{if(Utb(i,e)|0){g=0;h=28;break e}break}default:{}}i=i+36|0;if((i|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0;return 0}function Utb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0;L=u;u=u+48|0;F=L;c=f[a+12>>2]|0;if(!c){D=0.0;E=0.0;G=1.0;H=0.0;I=0.0;J=0.0;K=1.0;C=0.0}else{D=+n[c+48>>2];E=+n[c+52>>2];G=+n[c>>2];H=+n[c+16>>2];I=+n[c+32>>2];J=+n[c+4>>2];K=+n[c+20>>2];C=+n[c+36>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){F=2;F=(F|0)!=2;u=L;return F|0}l=F+4|0;m=F+8|0;o=F+12|0;p=F+16|0;q=F+20|0;r=F+24|0;t=F+28|0;v=F+32|0;w=F+4|0;x=F+16|0;y=F+12|0;z=F+24|0;A=F+28|0;B=F+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){T=f[a+(c*12|0)>>2]|0;f[F>>2]=T;S=f[a+(c*12|0)+4>>2]|0;f[l>>2]=S;R=f[a+(c*12|0)+8>>2]|0;f[m>>2]=R;e=c+1|0;Q=f[a+(e*12|0)>>2]|0;f[o>>2]=Q;P=f[a+(e*12|0)+4>>2]|0;f[p>>2]=P;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;U=c+2|0;f[r>>2]=f[a+(U*12|0)>>2];f[t>>2]=f[a+(U*12|0)+4>>2];f[v>>2]=f[a+(U*12|0)+8>>2];O=(f[s>>2]=T,+n[s>>2]);N=(f[s>>2]=S,+n[s>>2]);M=(f[s>>2]=R,+n[s>>2]);n[F>>2]=D+(G*O+H*N+I*M);n[w>>2]=E+(J*O+K*N+C*M);M=(f[s>>2]=Q,+n[s>>2]);N=(f[s>>2]=P,+n[s>>2]);O=(f[s>>2]=e,+n[s>>2]);n[y>>2]=D+(G*M+H*N+I*O);n[x>>2]=E+(J*M+K*N+C*O);O=+n[z>>2];N=+n[A>>2];M=+n[B>>2];n[z>>2]=D+(G*O+H*N+I*M);n[A>>2]=E+(J*O+K*N+C*M);n[m>>2]=0.0;n[q>>2]=0.0;n[v>>2]=0.0;c=c+3|0;if(Dib(F,b)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){U=(c|0)!=2;u=L;return U|0}return 0}function Vtb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0.0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0,Y=0,Z=0,_=0,$=0;S=u;u=u+48|0;P=S+36|0;Q=S;c=f[a+12>>2]|0;if(!c){F=0.0;G=0.0;H=1.0;I=0.0;J=0.0;K=0.0;L=1.0;M=0.0;N=0.0;O=0.0;R=1.0;E=0.0}else{F=+n[c+32>>2];G=+n[c+4>>2];H=+n[c+20>>2];I=+n[c+36>>2];J=+n[c+8>>2];K=+n[c+24>>2];L=+n[c+40>>2];M=+n[c+48>>2];N=+n[c+52>>2];O=+n[c+56>>2];R=+n[c>>2];E=+n[c+16>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){Q=2;Q=(Q|0)!=2;u=S;return Q|0}l=Q+4|0;m=Q+8|0;o=Q+12|0;p=Q+16|0;q=Q+20|0;r=Q+24|0;t=Q+28|0;v=Q+32|0;w=Q+4|0;x=Q+8|0;y=Q+16|0;z=Q+20|0;A=Q+12|0;B=Q+24|0;C=Q+28|0;D=Q+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){_=f[a+(c*12|0)>>2]|0;f[Q>>2]=_;Z=f[a+(c*12|0)+4>>2]|0;f[l>>2]=Z;Y=f[a+(c*12|0)+8>>2]|0;f[m>>2]=Y;e=c+1|0;X=f[a+(e*12|0)>>2]|0;f[o>>2]=X;W=f[a+(e*12|0)+4>>2]|0;f[p>>2]=W;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;$=c+2|0;f[r>>2]=f[a+($*12|0)>>2];f[t>>2]=f[a+($*12|0)+4>>2];f[v>>2]=f[a+($*12|0)+8>>2];V=(f[s>>2]=_,+n[s>>2]);U=(f[s>>2]=Z,+n[s>>2]);T=(f[s>>2]=Y,+n[s>>2]);n[Q>>2]=M+(R*V+E*U+F*T);n[w>>2]=N+(G*V+H*U+I*T);n[x>>2]=O+(J*V+K*U+L*T);T=(f[s>>2]=X,+n[s>>2]);U=(f[s>>2]=W,+n[s>>2]);V=(f[s>>2]=e,+n[s>>2]);n[A>>2]=M+(R*T+E*U+F*V);n[y>>2]=N+(G*T+H*U+I*V);n[z>>2]=O+(J*T+K*U+L*V);V=+n[B>>2];U=+n[C>>2];T=+n[D>>2];n[B>>2]=M+(R*V+E*U+F*T);n[C>>2]=N+(G*V+H*U+I*T);n[D>>2]=O+(J*V+K*U+L*T);c=c+3|0;if(Nib(b,Q,P)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){$=(c|0)!=2;u=S;return $|0}return 0}function Wtb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0;r=u;u=u+64|0;o=r+16|0;q=r;d=f[a+56>>2]|0;if(!d){a=f[a+60>>2]|0;e=+p[a>>3];h=+p[c>>3]-e;l=+p[a+8>>3];i=+p[c+8>>3]-l;m=+p[a+16>>3];k=+p[c+16>>3]-m;j=+L(+(h*h+(i*i+k*k)));a=0;g=0.0;h=h/j;i=i/j;j=k/j;k=0.0}else{a=f[d>>2]|0;i=+p[c>>3];h=+p[c+8>>3];e=+p[c+16>>3];k=1.0/(i*+p[a+96>>3]+h*+p[a+128>>3]+e*+p[a+160>>3]+ +p[a+192>>3]);g=(+p[a+72>>3]*i+ +p[a+104>>3]*h+ +p[a+136>>3]*e+ +p[a+168>>3])*k;k=(i*+p[a+80>>3]+h*+p[a+112>>3]+e*+p[a+144>>3]+ +p[a+176>>3])*k;p[q>>3]=g;p[q+8>>3]=k;pjb(o,a,q);a=1;e=+p[o>>3];h=+p[o+24>>3];i=+p[o+32>>3];j=+p[o+40>>3];l=+p[o+8>>3];m=+p[o+16>>3]}n[o>>2]=e;n[o+4>>2]=l;n[o+8>>2]=m;n[o+12>>2]=h;n[o+16>>2]=i;n[o+20>>2]=j;n[q>>2]=g;n[q+4>>2]=k;n[q+8>>2]=0.0;q=Ttb(b,a,o,q)|0;u=r;return q|0}function Xtb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=a+584|0;i=X(c,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=i>>>15^i;h=f[a+588>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)k=g&i;else if(i>>>0<h>>>0)k=i;else k=(i>>>0)%(h>>>0)|0;d=f[(f[l>>2]|0)+(k<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(k|0)))break a;if(e)if((f[d+8>>2]|0)==(c|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(c|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);l=(b[d+12>>0]|0)!=0;u=m;return l|0}}}while(0);k=f[a+56>>2]|0;k=Ttb(c,(k|0)!=0,(f[a+60>>2]|0)+48|0,k+40|0)|0;f[j>>2]=c;l=Ytb(l,j)|0;b[l>>0]=k&1;l=k;u=m;return l|0}function Ytb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(16)|0;f[j+8>>2]=k;b[j+12>>0]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;Ztb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function Ztb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_tb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_tb(a,b);return}function _tb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $tb(){if(!(b[257144]|0))MPb(257144)|0;f[64729]=262921;return}function aub(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+32|0;A=C;w=+p[d>>3];t=+p[d+24>>3];if(w==t)if(+p[d+8>>3]==+p[d+32>>3]){if(!(+p[d+16>>3]==+p[d+40>>3]))B=4}else B=4;else B=4;do if((B|0)==4){v=+p[d+48>>3];if(w==v)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3])break;k=d+32|0;if(t==v){r=+p[k>>3];s=+p[d+56>>3];if(r==s)if(+p[d+40>>3]==+p[d+64>>3])break}else{r=+p[k>>3];s=+p[d+56>>3]}q=f[c+60>>2]|0;G=+p[d+8>>3];x=r-G;r=+p[d+16>>3];E=+p[d+64>>3]-r;H=+p[d+40>>3]-r;z=s-G;F=x*E-H*z;s=v-w;y=t-w;E=H*s-E*y;s=z*y-x*s;x=+p[q>>3];m=q+8|0;y=+p[m>>3];o=q+16|0;z=+p[o>>3];r=w*F+(G*E+r*s)-(F*x+(y*E+s*z));k=q+24|0;t=+p[k>>3];l=q+32|0;v=+p[l>>3];n=q+40|0;w=+p[n>>3];s=F*t+(E*v+s*w);D=s<0.0;s=D?-s:s;r=D?-r:r;if(s==0.0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}do if(!(!(r>=0.0)|!(r<=s*h))){h=r/s;p[A>>3]=x+h*t;p[A+8>>3]=y+h*v;p[A+16>>3]=z+h*w;if(!(Eib(d,A)|0))break;if(e|0)if(jjb((f[f[c+56>>2]>>2]|0)+8|0,d,e,g,i)|0)break;a:do if(!j){t=+p[q>>3]+h*+p[k>>3];s=+p[m>>3]+h*+p[l>>3];r=+p[o>>3]+h*+p[n>>3];l=f[c+744>>2]|0;q=f[c+748>>2]|0;if((l|0)!=(q|0)){k=0;while(1){m=f[l>>2]|0;o=f[l+4>>2]|0;if((m|0)==(o|0))k=(k|0)>0?k:0;else{n=2;do{D=+p[m+24>>3]+(t*+p[m>>3]+(s*+p[m+8>>3]+r*+p[m+16>>3]))<0.0?0:2;n=(D|0)<(n|0)?D:n;m=m+32|0}while((m|0)!=(o|0));if((n|0)==2)break;else k=(k|0)<(n|0)?n:k}l=l+12|0;if((l|0)==(q|0)){B=28;break}}b:do if((B|0)==28){switch(k|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}}while(0);b[a>>0]=1;p[a+8>>3]=h;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}function bub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0;g=+p[c>>3];f=+p[c+8>>3];e=+p[c+16>>3];h=+K(+(g*+p[b>>3]+f*+p[b+8>>3]+(e*+p[b+16>>3]+ +p[b+24>>3])));p[a+8>>3]=h;g=+p[d>>3]-g;f=+p[d+8>>3]-f;e=+p[d+16>>3]-e;p[a>>3]=g*g+(f*f+e*e);return}function cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0.0,D=0.0,E=0.0,F=0.0;A=u;u=u+80|0;w=A+72|0;z=A+56|0;y=A+40|0;x=A;f[w>>2]=c;l=c+744|0;a:do if(!e){g=f[l>>2]|0;k=f[c+748>>2]|0;if((g|0)!=(k|0)){o=+p[d>>3];q=+p[d+8>>3];r=+p[d+16>>3];s=+p[d+24>>3];t=+p[d+32>>3];v=+p[d+40>>3];e=0;while(1){c=f[g>>2]|0;j=f[g+4>>2]|0;if((c|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{E=+p[c>>3];D=+p[c+8>>3];B=+p[c+16>>3];F=+p[c+24>>3];h=!(F+(o*E+(q*D+r*B))<0.0);if(!(F+(s*E+(t*D+v*B))<0.0)){h=h?2:1;m=9}else if(h)h=1;else{h=0;m=9}if((m|0)==9){m=0;h=(h|0)==0?0:(h|0)==2?2:1}i=(h|0)<(i|0)?h:i;c=c+32|0}while((c|0)!=(j|0));if((i|0)==2)break;else e=(e|0)<(i|0)?i:e}g=g+12|0;if((g|0)==(k|0)){m=13;break}}b:do if((m|0)==13){switch(e|0){case 0:break a;case 2:break b;case 1:break;default:{e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}cBa(z,f[64729]|0);cBa(y,f[64729]|0);Slb(l,d,z,y);b[a>>0]=0;c=a+8|0;p[c>>3]=C;e=f[y>>2]|0;n=y+4|0;m=(f[n>>2]|0)-e|0;g=e+(((m|0)/24|0)*24|0)|0;if(m|0){h=x+8|0;i=x+16|0;j=a+16|0;k=x+24|0;d=a+24|0;l=x+32|0;m=a+32|0;do{dub(x,w,e);if(b[x>>0]|0)if(+p[h>>3]<+p[c>>3]){f[a>>2]=f[x>>2];f[a+4>>2]=f[x+4>>2];f[a+8>>2]=f[x+8>>2];f[a+12>>2]=f[x+12>>2];p[j>>3]=+p[i>>3];p[d>>3]=+p[k>>3];p[m>>3]=+p[l>>3]}e=e+48|0}while((e|0)!=(g|0))}a=f[y+12>>2]|0;if(a|0)xCa(a,y);a=f[y>>2]|0;if(a|0){e=f[n>>2]|0;if((e|0)!=(a|0))f[n>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a)}a=f[z+12>>2]|0;if(a|0)xCa(a,z);c=f[z>>2]|0;if(c|0){a=z+4|0;e=f[a>>2]|0;if((e|0)!=(c|0))f[a>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=A;return}while(0);e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}while(0);dub(a,w,d);u=A;return}function dub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;t=u;u=u+64|0;e=t+48|0;j=t+40|0;k=t+32|0;l=t+24|0;m=t;h=+p[d+24>>3]-+p[d>>3];p[m>>3]=h;n=d+8|0;i=+p[d+32>>3]-+p[n>>3];o=m+8|0;p[o>>3]=i;r=d+16|0;q=+p[d+40>>3]-+p[r>>3];s=m+16|0;p[s>>3]=q;if(h==0.0&i==0.0&q==0.0){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}z=f[(f[c>>2]|0)+60>>2]|0;Lib(z,e,j,d,m,k,l);q=+p[e>>3]/+p[j>>3];g=+p[k>>3]/+p[l>>3];i=+p[d>>3]+g*+p[m>>3];h=+p[n>>3]+g*+p[o>>3];g=+p[r>>3]+g*+p[s>>3];c=f[f[(f[c>>2]|0)+56>>2]>>2]|0;v=+K(+(i*+p[c+328>>3]+h*+p[c+336>>3]+(g*+p[c+344>>3]+ +p[c+352>>3])));y=+p[z>>3]+q*+p[z+24>>3]-i;x=+p[z+8>>3]+q*+p[z+32>>3]-h;w=+p[z+16>>3]+q*+p[z+40>>3]-g;v=+p[c+360>>3]*v;if(!(y*y+(x*x+w*w)<=v*v)){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}else{b[a>>0]=1;p[a+8>>3]=q;p[a+16>>3]=i;p[a+24>>3]=h;p[a+32>>3]=g;u=t;return}}function eub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0.0,t=0.0;q=f[c+60>>2]|0;a:do if(!e){i=f[c+744>>2]|0;n=f[c+748>>2]|0;if((i|0)!=(n|0)){g=+p[d>>3];h=+p[d+8>>3];m=+p[d+16>>3];e=0;while(1){j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{r=+p[j+24>>3]+(g*+p[j>>3]+(h*+p[j+8>>3]+m*+p[j+16>>3]))<0.0?0:2;k=(r|0)<(k|0)?r:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break;else e=(e|0)<(k|0)?k:e}i=i+12|0;if((i|0)==(n|0)){o=9;break}}b:do if((o|0)==9){switch(e|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}}while(0);h=+Mib(q,d);r=f[f[c+56>>2]>>2]|0;t=+p[d>>3];s=+p[d+8>>3];g=+p[d+16>>3];m=+K(+(t*+p[r+328>>3]+s*+p[r+336>>3]+(g*+p[r+344>>3]+ +p[r+352>>3])));t=+p[q>>3]+h*+p[q+24>>3]-t;s=+p[q+8>>3]+h*+p[q+32>>3]-s;g=+p[q+16>>3]+h*+p[q+40>>3]-g;g=t*t+(s*s+g*g);m=+p[r+360>>3]*m;if(!(g<=m*m)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}else{b[a>>0]=1;p[a+8>>3]=h;p[a+16>>3]=g;return}}function fub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function gub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function hub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function iub(a,b){a=a|0;b=b|0;var c=0,d=0;d=pOb(28)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42624;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a>>2]=c;f[a+4>>2]=d;f[d+16>>2]=b;we(1,c|0);return}function jub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);return}function kub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function lub(a){a=a|0;awb(258928,f[a+12>>2]|0);return}function mub(a){a=a|0;sOb(a);return}function nub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;f[a+8>>2]=b;f[a+12>>2]=d;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Td(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function oub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Ud(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function pub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);return}function qub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function rub(a){a=a|0;gwb(258928,f[a+12>>2]|0);return}function sub(a){a=a|0;sOb(a);return}function tub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=pOb(32)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42652;k=i+12|0;f[k>>2]=0;j=i+16|0;f[j>>2]=6408;g=i+20|0;f[g>>2]=0;h=i+24|0;f[h>>2]=0;f[a>>2]=k;f[a+4>>2]=i;ye(1,k|0);a=$ub()|0;a=a?e:0;e=f[64757]|0;cwb(258928,f[k>>2]|0)|0;if(!a)Re(36161,b|0,c|0,d|0);f[j>>2]=b;f[g>>2]=c;f[h>>2]=d;f[i+28>>2]=a;cwb(258928,e)|0;return}function uub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+16>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+8>>2]|0;return b|0}function vub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+20>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+12>>2]|0;return b|0}function wub(a){a=a|0;var b=0,c=0,d=0,e=0;hwb(258928,f[a>>2]|0);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;a=f[d>>2]|0;if((a|0)!=(b|0)){do{f[d>>2]=a+-24;c=f[a+-12>>2]|0;if(c|0)iOb(c);a=f[a+-20>>2]|0;if(a|0)iOb(a);a=f[d>>2]|0}while((a|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function xub(a){a=a|0;var c=0,d=0,e=0;d=pOb(108)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42680;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[d+44>>2]=3553;e=d+48|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+68>>2]=3553;e=d+72|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+92>>2]=3553;f[d+96>>2]=0;b[d+104>>0]=0;f[a>>2]=c;f[a+4>>2]=d;xe(1,c|0);return}function yub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);return}function zub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);sOb(a);return}function Aub(a){a=a|0;wub(a+12|0);return}function Bub(a){a=a|0;sOb(a);return}function Cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=pOb(108)|0;f[m+4>>2]=0;f[m+8>>2]=0;f[m>>2]=42680;n=m+12|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[n+12>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[n+24>>2]=0;f[n+28>>2]=0;f[m+44>>2]=3553;l=m+48|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+68>>2]=3553;l=m+72|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+92>>2]=3553;f[m+96>>2]=0;b[m+104>>0]=0;f[a>>2]=n;f[a+4>>2]=m;xe(1,n|0);if(d){j=c+4|0;k=c+8|0;d=f[k>>2]|0;a=f[j>>2]|0;if((d|0)!=(a|0)){i=0;do{h=a;g=f[h+(i*24|0)+8>>2]|0;if(!g)l=5;else if(!(f[g+8>>2]|0))l=5;else l=7;if((l|0)==5){l=0;g=f[h+(i*24|0)>>2]|0;if(g)if(f[g>>2]|0)l=7}if((l|0)==7){Dub(n,i,h+(i*24|0)|0);a=f[j>>2]|0;d=f[k>>2]|0}i=i+1|0}while(i>>>0<((d-a|0)/24|0)>>>0)}}if(!e)return;d=c+16|0;a=f[c+24>>2]|0;if(!a)l=12;else if(!(f[a+8>>2]|0))l=12;else l=14;if((l|0)==12){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=14}if((l|0)==14)if(Eub(n,36096,m+28|0,d)|0)b[m+104>>0]=0;d=c+40|0;a=f[c+48>>2]|0;if(!a)l=18;else if(!(f[a+8>>2]|0))l=18;else l=20;if((l|0)==18){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=20}if((l|0)==20)Eub(n,36128,m+52|0,d)|0;d=c+64|0;a=f[c+72>>2]|0;if(!a)l=23;else if(!(f[a+8>>2]|0))l=23;if((l|0)==23){a=f[d>>2]|0;if(!a)return;if(!(f[a>>2]|0))return}if(!(Eub(n,33306,m+76|0,d)|0))return;b[m+104>>0]=0;return}function Dub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+1024|0;n=o;l=a+4|0;m=a+8|0;d=f[m>>2]|0;h=f[l>>2]|0;g=(d-h|0)/24|0;do if(g>>>0>b>>>0){d=f[h+(b*24|0)+8>>2]|0;if(d|0){e=f[d+8>>2]|0;if(e|0){d=f[c+8>>2]|0;if(!d)d=0;else d=f[d+8>>2]|0;if((e|0)!=(d|0))break;if((f[h+(b*24|0)+16>>2]|0)!=(f[c+16>>2]|0))break;if((f[h+(b*24|0)+20>>2]|0)!=(f[c+20>>2]|0))break;u=o;return}}d=f[c+8>>2]|0;if(d|0)if(f[d+8>>2]|0)break;d=f[h+(b*24|0)>>2]|0;if(!d)e=0;else e=f[d>>2]|0;d=f[c>>2]|0;if(!d)d=0;else d=f[d>>2]|0;if((e|0)==(d|0)){u=o;return}}else{e=f[c+8>>2]|0;if(!e)k=18;else if(!(f[e+8>>2]|0))k=18;if((k|0)==18){e=f[c>>2]|0;if(!e){u=o;return}if(!(f[e>>2]|0)){u=o;return}}e=b+1|0;if(e>>>0>g>>>0){Fub(l,e-g|0);break}if(e>>>0<g>>>0){g=h+(e*24|0)|0;if((g|0)!=(d|0))do{f[m>>2]=d+-24;e=f[d+-12>>2]|0;if(e|0)iOb(e);d=f[d+-20>>2]|0;if(d|0)iOb(d);d=f[m>>2]|0}while((d|0)!=(g|0))}}while(0);i=f[64758]|0;j=f[64759]|0;dwb(258928,f[a>>2]|0)|0;Eub(a,b+36064|0,(f[l>>2]|0)+(b*24|0)|0,c)|0;if((((f[m>>2]|0)-(f[l>>2]|0)|0)/24|0)>>>0>1)if(dvb()|0){h=f[l>>2]|0;g=((f[m>>2]|0)-h|0)/24|0;g=g>>>0<256?g:256;if(g|0){e=0;do{d=f[h+(e*24|0)+8>>2]|0;if(!d)k=35;else if(!(f[d+8>>2]|0))k=35;else k=37;if((k|0)==35){k=0;d=f[h+(e*24|0)>>2]|0;if(!d)d=0;else if(!(f[d>>2]|0))d=0;else k=37}if((k|0)==37)d=e+36064|0;f[n+(e<<2)>>2]=d;e=e+1|0}while(e>>>0<g>>>0)}ne(g|0,n|0)}if((i|0)==(j|0)){dwb(258928,i)|0;u=o;return}else{ewb(258928,i)|0;fwb(258928,j)|0;u=o;return}}function Eub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[c+8>>2]|0;l=(k|0)==0;if(l)j=8;else{h=f[k+8>>2]|0;if(!h)j=8;else{e=f[d+8>>2]|0;if(!e)g=0;else g=f[e+8>>2]|0;if((h|0)==(g|0))if((f[c+16>>2]|0)==(f[d+16>>2]|0))if((f[c+20>>2]|0)==(f[d+20>>2]|0)){d=0;return d|0}else j=16;else j=16;else j=16}}do if((j|0)==8){i=f[d+8>>2]|0;if(i|0)if(f[i+8>>2]|0){h=d+8|0;e=i;j=17;break}e=f[c>>2]|0;if(!e)g=0;else g=f[e>>2]|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;if((g|0)==(e|0)){d=0;return d|0}else{e=i;j=16}}while(0);if((j|0)==16){h=d+8|0;if(!e)j=23;else j=17}do if((j|0)==17)if(!(f[e+8>>2]|0))j=23;else{g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;ue(36160,b|0,f[d+16>>2]|0,e|0,f[d+20>>2]|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}while(0);do if((j|0)==23){e=f[d>>2]|0;if(e|0)if(f[e>>2]|0){g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;te(36160,b|0,36161,e|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}if(l)j=32;else if(!(f[k+8>>2]|0))j=32;if((j|0)==32){e=f[c>>2]|0;if(!e)break;if(!(f[e>>2]|0))break}e=f[64758]|0;g=f[64759]|0;dwb(258928,f[a>>2]|0)|0;te(36160,b|0,36161,0);if((e|0)==(g|0)){dwb(258928,e)|0;break}else{ewb(258928,e)|0;fwb(258928,g)|0;break}}while(0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[c>>2]=e;b=c+4|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);e=f[h>>2]|0;g=f[d+12>>2]|0;if(g|0)gOb(g);f[c+8>>2]=e;b=c+12|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);a=d+16|0;b=f[a+4>>2]|0;d=c+16|0;f[d>>2]=f[a>>2];f[d+4>>2]=b;d=1;return d|0}function Fub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);g=h+(e*24|0)|0;d=g;e=h+(c*24|0)|0;i=d;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=i+24|0;i=c;b=b+-1|0}while((b|0)!=0);h=f[a>>2]|0;c=f[k>>2]|0;if((c|0)==(h|0)){c=d;g=h;b=h}else{b=g;do{m=c;c=c+-24|0;f[b+-24>>2]=f[c>>2];g=m+-20|0;f[b+-20>>2]=f[g>>2];f[c>>2]=0;f[g>>2]=0;g=m+-16|0;f[b+-16>>2]=f[g>>2];l=m+-12|0;f[b+-12>>2]=f[l>>2];f[g>>2]=0;f[l>>2]=0;m=m+-8|0;l=f[m+4>>2]|0;g=b+-8|0;f[g>>2]=f[m>>2];f[g+4>>2]=l;b=d+-24|0;d=b}while((c|0)!=(h|0));c=d;g=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=i;f[j>>2]=e;d=g;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;if(c|0)iOb(c);c=f[b+-20>>2]|0;b=b+-24|0;if(c|0)iOb(c)}while((b|0)!=(d|0));if(!g)return;sOb(g);return}function Gub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;i=h+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i>>2]=3553;j=h+20|0;f[j>>2]=0;k=h+8|0;l=f[c>>2]|0;c=f[c+4>>2]|0;g=c;if(!c){f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);u=m;return}else{gOb(c);f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);iOb(c);u=m;return}}function Hub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=3553;f[e+20>>2]=0;g=f[c>>2]|0;c=f[c+4>>2]|0;d=c;if(!c){f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);u=h;return}else{gOb(c);f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);iOb(c);u=h;return}}function Iub(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+64|0;k=l+32|0;j=l+24|0;h=l;if((e|0)==0&g)if(Yub()|0){Twb(j);Lwb(h);Nwb(h,9728,9728);axb(f[j>>2]|0,34041,c,d,h);e=k+16|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[e>>2]=3553;g=k+20|0;f[g>>2]=0;i=f[j>>2]|0;h=j+4|0;c=f[h>>2]|0;d=(c|0)==0;if(!d)gOb(c);f[k+8>>2]=i;f[k+12>>2]=c;f[e>>2]=3553;f[g>>2]=0;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!d)iOb(c);h=f[h>>2]|0;if(h|0)iOb(h);u=l;return 1}tub(j,34041,c,d,e);f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=3553;f[k+20>>2]=0;d=f[j>>2]|0;h=f[j+4>>2]|0;c=(h|0)==0;if(!c)gOb(h);f[k>>2]=d;f[k+4>>2]=h;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!c){iOb(h);iOb(h)}u=l;return 1}function Jub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[a+4>>2]|0;if((d|0)==(f[a+8>>2]|0)){c=0;return c|0}e=f[d+8>>2]|0;if(!e)h=5;else if(!(f[e+8>>2]|0))h=5;else{g=e+16|0;d=e+20|0}do if((h|0)==5){d=f[d>>2]|0;if(!d){c=0;return c|0}if(!(f[d>>2]|0)){c=0;return c|0}else{g=d+8|0;d=d+12|0;break}}while(0);Iub(a,f[g>>2]|0,f[d>>2]|0,b,c,0)|0;c=1;return c|0}function Kub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;if(!e){e=0;return e|0}b=f[a+48>>2]|0;if(!b)d=9;else{c=f[b+8>>2]|0;if(!c)d=9;else{b=f[e+48>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+56>>2]|0)!=(f[e+56>>2]|0)){e=0;return e|0}if((f[a+60>>2]|0)!=(f[e+60>>2]|0)){e=0;return e|0}}}if((d|0)==9){b=f[e+48>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+40>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+40>>2]|0;if(!b)b=0;else b=f[b>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}}b=f[a+72>>2]|0;if(b|0){c=f[b+8>>2]|0;if(c|0){b=f[e+72>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+80>>2]|0)!=(f[e+80>>2]|0)){e=0;return e|0}e=(f[a+84>>2]|0)==(f[e+84>>2]|0);return e|0}}b=f[e+72>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+64>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+64>>2]|0;if(!b)b=0;else b=f[b>>2]|0;e=(c|0)==(b|0);return e|0}function Lub(a){a=a|0;switch(Fe()|0){case 0:{a=a?0:240894;break}case 1280:{a=241011;break}case 1281:{a=240994;break}case 1282:{a=240973;break}case 1286:{a=240940;break}case 1285:{a=240923;break}default:a=240906}return a|0}function Mub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257496]|0){u=c;return 258920}if(!(MPb(257496)|0)){u=c;return 258920}f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}u=c;return 258920}function Nub(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;i=0;q=u;u=u+2448|0;f[((q+152|0)+4|0)>>2]=0;f[((q+152|0)+8|0)>>2]=0;o=(q+152|0)+4|0;f[(q+152|0)>>2]=o;g=Ke(7939)|0;f[(q+164|0)>>2]=0;f[(q+164|0)+4>>2]=0;f[(q+164|0)+8>>2]=0;h=pAb(g)|0;if(h>>>0>4294967279)vOb(q+164|0);if(h>>>0<11){b[((q+164|0)+11|0)>>0]=h;if(!h){d=q+164|0;j=(q+164|0)+11|0}else{c=q+164|0;e=(q+164|0)+11|0;i=6}}else{c=pOb(h+16&-16)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=h+16&-16|-2147483648;f[(q+164|0)+4>>2]=h;e=(q+164|0)+11|0;i=6}if((i|0)==6){bQb(c|0,g|0,h|0)|0;d=c;j=e}b[d+h>>0]=0;g=(q+12|0)+8|0;f[(q+12|0)>>2]=15884;f[((q+12|0)+60|0)>>2]=15904;f[(q+12|0)+4>>2]=0;tEb((q+12|0)+60|0,g);f[(q+12|0)+132>>2]=0;f[(q+12|0)+136>>2]=-1;f[(q+12|0)>>2]=42712;f[(q+12|0)+60>>2]=42732;xEb(g);f[g>>2]=39692;h=(q+12|0)+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[(q+12|0)+56>>2]=8;k3a(g,q+164|0);if((b[j>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;c=0;while(1){if(c<<24>>24<0){b[f[q>>2]>>0]=0;f[(q+4|0)>>2]=0}else{b[q>>0]=0;b[(q+11|0)>>0]=0}Oub(q+12|0,q)|0;c=b[(q+11|0)>>0]|0;if(!((c<<24>>24<0?f[(q+4|0)>>2]|0:c&255)|0))break;d=Pub(q+152|0,q+164|0,q)|0;if(!(f[d>>2]|0)){c=pOb(28)|0;xOb(c+16|0,q);e=f[(q+164|0)>>2]|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=e;f[d>>2]=c;e=f[f[(q+152|0)>>2]>>2]|0;if(e){f[(q+152|0)>>2]=e;c=f[d>>2]|0}r_a(f[((q+152|0)+4|0)>>2]|0,c);f[((q+152|0)+8|0)>>2]=(f[((q+152|0)+8|0)>>2]|0)+1}c=b[(q+11|0)>>0]|0}if(c<<24>>24<0)sOb(f[q>>2]|0);f[(q+12|0)>>2]=42712;f[((q+12|0)+60|0)>>2]=42732;f[g>>2]=39692;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);aEb(q+12|0,42744);jDb((q+12|0)+60|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241043;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=19;d=c;e=241069;g=d+19|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+19>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+1>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=17;d=c;e=241089;g=d+17|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+17>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+2>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241107;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+3>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(48)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=33;d=c;e=241133;g=d+33|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+33>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+4>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241167;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+5>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241193;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+6>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=20;d=c;e=241221;g=d+20|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+20>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+7>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241242;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+8>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241270;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+9>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);g=pOb(48)|0;f[(q+164|0)>>2]=g;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=32;h=g;i=241296;j=h+32|0;f[q+192>>2]=a;f[q+912>>2]=g;f[q+1280>>2]=l;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2216>>2]=0;f[q+2220>>2]=0;kCb(q);l=f[q+1280>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1280>>2]=l;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2208>>2]=0;f[q+2212>>2]=0;jCb(q);m=f[q+1664>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2200>>2]=0;f[q+2204>>2]=0;iCb(q);p=f[q+2040>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=k;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2192>>2]=0;f[q+2196>>2]=0;hCb(q);p=f[q+488>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=p;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2184>>2]=0;f[q+2188>>2]=0;gCb(q);G=f[q+2184>>2]|0;D=f[q+2188>>2]|0;H=+n[q+2188>>2];f[q+2184>>2]=0;f[q+2188>>2]=0;if((G|0)==5)return}function Oub(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m+4|0;g=m;zEb(l,a,0);if(!(b[l>>0]|0)){c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|4);u=m;return a|0}e=c+11|0;if((b[e>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0}else{b[c>>0]=0;b[e>>0]=0}e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;l=f[e+12>>2]|0;l=(l|0)<1?2147483647:l;vEb(g,e);e=XFb(g,260896)|0;YFb(g);a:do if((l|0)>0){k=e+8|0;e=0;while(1){g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0)){g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;if((g|0)==-1){g=2;break a}}else g=h[i>>0]|0;i=g&255;if(i<<24>>24>-1)if(d[(f[k>>2]|0)+(g<<24>>24<<1)>>1]&8192){g=0;break a}LOb(c,i);e=e+1|0;g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=g+12|0;j=f[i>>2]|0;if((j|0)==(f[g+16>>2]|0))Pg[f[(f[g>>2]|0)+40>>2]&1023](g)|0;else f[i>>2]=j+1;if((e|0)>=(l|0)){g=0;break}}}else{e=0;g=0}while(0);f[a+(f[(f[a>>2]|0)+-12>>2]|0)+12>>2]=0;c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|((e|0)==0?g|4:g));u=m;return a|0}function Pub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;e=a+4|0;g=f[e>>2]|0;if(!g){f[c>>2]=e;c=e;return c|0}m=b[d+11>>0]|0;l=m<<24>>24<0;m=l?f[d+4>>2]|0:m&255;l=l?f[d>>2]|0:d;d=a+4|0;while(1){h=g+16|0;a=b[h+11>>0]|0;i=a<<24>>24<0;a=i?f[g+20>>2]|0:a&255;j=a>>>0<m>>>0;e=j?a:m;if(!e)k=6;else{e=zBb(l,i?f[h>>2]|0:h,e)|0;if(!e)k=6;else if((e|0)<0)k=8;else k=10}if((k|0)==6)if(m>>>0<a>>>0)k=8;else k=10;if((k|0)==8){e=f[g>>2]|0;if(!e){k=9;break}else d=g}else if((k|0)==10){k=0;e=m>>>0<a>>>0?m:a;if(!e)k=12;else{e=zBb(i?f[h>>2]|0:h,l,e)|0;if(!e)k=12;else if((e|0)>=0){k=16;break}}if((k|0)==12)if(!j){k=16;break}d=g+4|0;e=f[d>>2]|0;if(!e){k=15;break}}g=e}if((k|0)==9){f[c>>2]=g;c=g;return c|0}else if((k|0)==15){f[c>>2]=g;c=d;return c|0}else if((k|0)==16){f[c>>2]=g;c=d;return c|0}return 0}function Qub(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[l>>2]|0;do if(d|0){k=b[c+11>>0]|0;j=k<<24>>24<0;k=j?f[c+4>>2]|0:k&255;j=j?f[c>>2]|0:c;a=l;a:while(1){c=d;while(1){e=c+16|0;h=b[e+11>>0]|0;g=h<<24>>24<0;h=g?f[c+20>>2]|0:h&255;d=k>>>0<h>>>0?k:h;if(!d)i=6;else{d=zBb(g?f[e>>2]|0:e,j,d)|0;if(!d)i=6;else if((d|0)>=0)break}if((i|0)==6){i=0;if(h>>>0>=k>>>0)break}c=f[c+4>>2]|0;if(!c)break a}d=f[c>>2]|0;if(!d){a=c;break}else a=c}if((a|0)!=(l|0)){d=a+16|0;g=b[d+11>>0]|0;e=g<<24>>24<0;g=e?f[a+20>>2]|0:g&255;c=g>>>0<k>>>0?g:k;if(c|0){c=zBb(j,e?f[d>>2]|0:d,c)|0;if(c|0){if((c|0)<0)break;return a|0}}if(k>>>0>=g>>>0){l=a;return l|0}}}while(0);return l|0}function Rub(a,c){a=a|0;c=c|0;if(!c)return;Rub(a,f[c>>2]|0);Rub(a,f[c+4>>2]|0);a=c+16|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);sOb(c);return}function Sub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Tub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Uub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Vub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Wub(){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);return 262930}function Xub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257512]|0){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257512)|0)){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262945]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262959]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262968]|0}else a=1}else a=1}b[263043]=a;d=b[263043]|0;d=d<<24>>24!=0;u=c;return d|0}function Yub(){var a=0;if(!(b[257520]|0))if(MPb(257520)|0){if(!(yd(2)|0))a=(Xub()|0)&1;else a=0;b[263044]=a}return (b[263044]|0)!=0|0}function Zub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257528]|0){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257528)|0)){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262930]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[263010]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263042]|0}else a=1}else a=1}b[263045]=a;d=b[263045]|0;d=d<<24>>24!=0;u=c;return d|0}function _ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257536]|0){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257536)|0)){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262960]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263007]|0}else a=1}b[263046]=a;d=b[263046]|0;d=d<<24>>24!=0;u=c;return d|0}function $ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257544]|0){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257544)|0)){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262961]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263008]|0}else a=1}b[263047]=a;d=b[263047]|0;d=d<<24>>24!=0;u=c;return d|0}function avb(){var a=0,c=0,d=0;d=u;u=u+16|0;a=d+8|0;c=d;if(!(b[257552]|0))if(MPb(257552)|0){Je(35632,36338,a|0,c|0);b[265126]=(f[c>>2]|0)!=0&1}u=d;return (b[265126]|0)!=0|0}function bvb(){return 0}function cvb(){var a=0;if(!(b[257560]|0))if(MPb(257560)|0){a=(yd(3)|0)!=0&1;b[263048]=a}return (b[263048]|0)!=0|0}function dvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257568]|0){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257568)|0)){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262946]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262957]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263002]|0}else a=1}else a=1}b[263049]=a;d=b[263049]|0;d=d<<24>>24!=0;u=c;return d|0}function evb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257576]|0){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257576)|0)){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262936]|0}b[263050]=a;d=b[263050]|0;d=d<<24>>24!=0;u=c;return d|0}function fvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257584]|0){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257584)|0)){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262935]|0}b[263051]=a;d=b[263051]|0;d=d<<24>>24!=0;u=c;return d|0}function gvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function hvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;b[a+8>>0]=3;b[a+9>>0]=0;return}function ivb(a,c){a=a|0;c=c|0;var d=0,e=0;e=f[c>>2]|0;f[c>>2]=0;d=f[a>>2]|0;f[a>>2]=e;if(d|0)tOb(d);f[a+4>>2]=f[c+4>>2];b[a+8>>0]=b[c+8>>0]|0;b[a+9>>0]=b[c+9>>0]|0;return a|0}function jvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0;f[a>>2]=0;if(!(e<<24>>24))g=(g&255)>3?3:g<<24>>24==2?1:g;h=rOb(d,265125)|0;f[a>>2]=h;if(!h){g=3;d=0;e=0}else bQb(h|0,c|0,d|0)|0;b[a+9>>0]=e;f[a+4>>2]=d;b[a+8>>0]=g;return}function kvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=6408;f[a+16>>2]=5121;return}function lvb(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=d;if(c|0)tOb(c);f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];return a|0}function mvb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;f[a>>2]=0;f[a+4>>2]=b;f[a+8>>2]=c;f[a+12>>2]=d;f[a+16>>2]=e;switch(d|0){case 6409:{d=1;break}case 6410:{d=2;break}case 6407:{d=3;break}case 6408:{d=4;break}default:return}if((e|0)!=5121)return;d=X(X(c,b)|0,d)|0;b=rOb(d,265125)|0;f[a>>2]=b;if(!b)return;bQb(b|0,g|0,d|0)|0;return}function nvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[64733]|0;b=b>>>0<8?b:8;if(!b)return;d=f[64748]|0;e=f[64751]|0;c=0;do{f[a+(c<<2)>>2]=f[d+(c<<2)>>2];f[a+32+(c<<2)>>2]=f[e+(c<<2)>>2];c=c+1|0}while(c>>>0<b>>>0);return}function ovb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[64747]|0;c=f[64733]|0;c=c>>>0<8?c:8;if(!c){Uvb(258928,e)|0;return}else d=0;do{b=a+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64748]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Vvb(258928,f[b>>2]|0)|0}b=a+32+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64751]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Wvb(258928,f[b>>2]|0)|0}d=d+1|0}while(d>>>0<c>>>0);Uvb(258928,e)|0;return}function pvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);return}function qvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);sOb(a);return}function rvb(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;ee(a|0);return}function svb(a){a=a|0;sOb(a);return}function tvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;p=q+28|0;m=q+16|0;l=q+4|0;k=q;if(d|0)if(f[e+16>>2]|0){f[p>>2]=0;o=p+4|0;f[o>>2]=0;f[p+8>>2]=0;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(d)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){g=l+11|0;b[g>>0]=i;if(!i)h=l;else{h=l;j=9}}else{g=i+16&-16;h=pOb(g)|0;f[l>>2]=h;f[l+8>>2]=g|-2147483648;f[l+4>>2]=i;g=l+11|0;j=9}if((j|0)==9)bQb(h|0,d|0,i|0)|0;b[h+i>>0]=0;uvb(l,p,m,0,e)|0;if((b[g>>0]|0)<0)sOb(f[l>>2]|0);g=pAb(d)|0;h=qOb(g+5|0)|0;i=h;f[l>>2]=i;b[h+1>>0]=47;b[h>>0]=47;b[h+2>>0]=94;bQb(h+3|0,d|0,g|0)|0;b[h+(g+3)>>0]=10;b[h+(g+4)>>0]=0;g=f[o>>2]|0;if(g>>>0<(f[p+8>>2]|0)>>>0){f[l>>2]=0;f[g>>2]=i;f[o>>2]=g+4}else vvb(p,l);f[k>>2]=h;g=f[n>>2]|0;if(g>>>0<(f[m+8>>2]|0)>>>0){f[g>>2]=i;f[n>>2]=(f[n>>2]|0)+4}else wvb(m,k);g=f[l>>2]|0;f[l>>2]=0;if(g|0)tOb(g);g=pOb(20)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=42764;i=g+12|0;f[i>>2]=0;e=i;j=g;f[g+16>>2]=c;c=$d(c|0)|0;f[i>>2]=c;g=f[m>>2]|0;Te(c|0,(f[n>>2]|0)-g>>2|0,g|0,0);g=f[m>>2]|0;if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[p>>2]|0;if(g|0){h=f[o>>2]|0;if((h|0)!=(g|0)){do{n=h+-4|0;f[o>>2]=n;h=f[n>>2]|0;f[n>>2]=0;if(h|0)tOb(h);h=f[o>>2]|0}while((h|0)!=(g|0));g=f[p>>2]|0}sOb(g)}Zd(f[i>>2]|0);f[a>>2]=e;f[a+4>>2]=j;u=q;return}f[a>>2]=0;f[a+4>>2]=0;u=q;return}function uvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;w=E+44|0;B=E+20|0;C=E+12|0;D=E;m=E+40|0;x=E+36|0;y=E+32|0;z=E+16|0;A=E+8|0;f[D>>2]=0;l=a+11|0;f[w>>2]=(b[l>>0]|0)<0?f[a>>2]|0:a;f[B>>2]=D;f[C>>2]=E+4;i=f[g+16>>2]|0;if(!i)vd();do if(Tg[f[(f[i>>2]|0)+24>>2]&15](i,w,B,C)|0){i=f[D>>2]|0;j=c+4|0;k=f[j>>2]|0;if(k>>>0<(f[c+8>>2]|0)>>>0){f[D>>2]=0;f[k>>2]=i;f[j>>2]=k+4;n=i;i=1;break}else{vvb(c,D);n=i;i=1;break}}else{n=0;i=0}while(0);j=f[D>>2]|0;f[D>>2]=0;if(j|0)tOb(j);if(!i){D=e;u=E;return D|0}j=b[l>>0]|0;v=j<<24>>24<0;i=v?f[a>>2]|0:a;k=i;j=i+(v?f[a+4>>2]|0:j&255)|0;while(1){if((j|0)==(i|0)){v=14;break}j=j+-1|0;if(TAb(245082,h[j>>0]|0,2)|0){v=13;break}}if((v|0)==13){i=j-k|0;if((i|0)==-1)v=14;else yOb(B,a,0,i+1|0,w)}if((v|0)==14){f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0}f[m>>2]=(f[d>>2]|0)+(e<<2);f[C>>2]=n;f[w>>2]=f[m>>2];xvb(d,w,C)|0;p=B+11|0;q=B+4|0;r=w+11|0;s=w+8|0;t=w+4|0;i=e+1|0;j=n;a:while(1){while(1){if(!j)break a;k=b[j>>0]|0;if(!(k<<24>>24))break a;else l=j;b:while(1){switch(k<<24>>24){case 35:{k=l;v=22;break b}case 9:case 32:break;default:{m=0;n=0;e=0;o=0;k=l;break b}}k=l+1|0;l=k;k=b[k>>0]|0}c:do if((v|0)==22){d:while(1){v=0;l=k+1|0;switch(b[l>>0]|0){case 9:case 32:{k=l;v=22;break}default:break d}}if(RAb(l,245085,7)|0){a=(RAb(l,245093,6)|0)==0;m=a;n=0;e=0;o=0;k=a?k+7|0:l;break}k=k+8|0;e:while(1){switch(b[k>>0]|0){case 34:break e;case 9:case 32:break;default:{m=0;n=0;e=0;o=0;break c}}k=k+1|0}l=k+1|0;a=l;f:while(1){k=b[a>>0]|0;switch(k<<24>>24){case 0:case 10:case 34:break f;default:{}}a=a+1|0}k=k<<24>>24==34;m=0;n=k;e=k?a:0;o=l;k=k?a+1|0:a}while(0);g:do{a=k;l=b[k>>0]|0;h:while(1){switch(l<<24>>24){case 0:{k=a;break g}case 92:break;default:break h}k=a+1|0;l=b[k>>0]|0;switch(l<<24>>24){case 10:case 13:{k=a;l=92;v=36;break g}default:a=k}}k=a+1|0}while(l<<24>>24!=10);i:do if((v|0)==36)while(1){v=0;switch(l<<24>>24){case 10:case 13:case 92:break;default:break i}l=k+1|0;b[k>>0]=32;k=l;l=b[l>>0]|0;v=36}while(0);if(n){v=40;break}if(m){v=54;break}else j=k}if((v|0)==40){v=0;b[j>>0]=0;b[e>>0]=0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;j=b[p>>0]|0;if(j<<24>>24<0){l=f[q>>2]|0;m=pAb(o)|0;a=f[B>>2]|0}else{l=j&255;a=B;m=pAb(o)|0}j=l+m|0;if(j>>>0>4294967279){v=44;break}if(j>>>0<11){b[r>>0]=l;j=w}else{e=j+16&-16;j=pOb(e)|0;f[w>>2]=j;f[s>>2]=e|-2147483648;f[t>>2]=l}if(l|0)bQb(j|0,a|0,l|0)|0;b[j+l>>0]=0;JOb(w,o,m)|0;i=uvb(w,c,d,i,g)|0;if((b[r>>0]|0)<0)sOb(f[w>>2]|0);f[x>>2]=(f[d>>2]|0)+(i<<2);f[C>>2]=245100;f[w>>2]=f[x>>2];xvb(d,w,C)|0;f[y>>2]=(f[d>>2]|0)+(i+1<<2);f[C>>2]=k;f[w>>2]=f[y>>2];xvb(d,w,C)|0}else if((v|0)==54){v=0;b[j>>0]=0;f[C>>2]=245102;o=Mub()|0;if((f[o>>2]|0)>>>0>2)f[C>>2]=245116;f[z>>2]=(f[d>>2]|0)+(i<<2);f[w>>2]=f[z>>2];yvb(d,w,C)|0;f[A>>2]=(f[d>>2]|0)+(i+1<<2);f[D>>2]=k;f[w>>2]=f[A>>2];xvb(d,w,D)|0}i=i+2|0;j=k}if((v|0)==44)vOb(w);if((b[p>>0]|0)<0)sOb(f[B>>2]|0);D=i;u=E;return D|0}function vvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)tOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function xvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<b>>>0?b:d):1073741823;m=o;h=j>>2;do if(!d){k=0;l=0}else if(d>>>0>1073741823)vd();else{l=pOb(d<<2)|0;k=l;break}while(0);b=k+(h<<2)|0;e=b;i=k+(d<<2)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<2)|0;e=b;break}d=d<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];b=e+4|0;d=m-g|0;h=e+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>2<<2)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function yvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;if(o>>>0<=c>>>0)c=(f[p>>2]|0)>>>0>c>>>0?c+4|0:c;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;m=o;i=j>>2;do if(!h){k=0;l=0}else if(h>>>0>1073741823)vd();else{l=pOb(h<<2)|0;k=l;break}while(0);b=k+(i<<2)|0;e=b;d=k+(h<<2)|0;do if((i|0)==(h|0)){if((j|0)>0){b=b+(((h+1|0)/-2|0)<<2)|0;e=b;break}d=h<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(k){sOb(l);g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];c=e+4|0;b=m-g|0;h=e+(0-(b>>2)<<2)|0;if((b|0)>0)bQb(h|0,g|0,b|0)|0;b=(f[p>>2]|0)-m|0;if((b|0)>0){bQb(c|0,o|0,b|0)|0;c=c+(b>>>2<<2)|0}b=f[a>>2]|0;f[a>>2]=h;f[p>>2]=c;f[n>>2]=d;if(!b){p=e;return p|0}sOb(b);p=e;return p|0}function zvb(a){a=a|0;var b=0,c=0;c=pOb(28)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42792;b=c+12|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a>>2]=b;f[a+4>>2]=c;a=_d()|0;f[b>>2]=a;return}function Avb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function Bvb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function Cvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b)return;d=a+20|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-8|0;f[d>>2]=a;c=f[c+-4>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function Dvb(a){a=a|0;sOb(a);return}function Evb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+16|0;j=n+8|0;g=n;f[h>>2]=0;m=h+4|0;f[m>>2]=0;f[j>>2]=0;l=j+4|0;f[l>>2]=0;i=pOb(28)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42792;k=i+12|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[a>>2]=k;f[a+4>>2]=i;a=_d()|0;f[k>>2]=a;if(e){tvb(g,35633,b,d,1);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,1);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}else{tvb(g,35633,b,d,0);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,0);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}a=f[h>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,h);break}f[a>>2]=b;b=f[m>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);a=f[j>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,j);break}f[a>>2]=b;b=f[l>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);Ne(f[k>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a);a=f[m>>2]|0;if(!a){u=n;return}iOb(a);u=n;return}function Fvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Gvb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;Md(f[a>>2]|0,c|0);d=a+8|0;c=f[d>>2]|0;if((c|0)==(f[a+12>>2]|0)){Fvb(a+4|0,b);return}f[c>>2]=f[b>>2];a=f[b+4>>2]|0;f[c+4>>2]=a;if(a){gOb(a);c=f[d>>2]|0}f[d>>2]=c+8;return}function Hvb(a,b){a=a|0;b=b|0;Ne(f[a>>2]|0);return}function Ivb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35714,b|0);u=c;return (f[b>>2]|0)==1|0}function Jvb(a,b){a=a|0;b=b|0;return De(f[a>>2]|0,b|0)|0}function Kvb(a,b){a=a|0;b=b|0;return Le(f[a>>2]|0,b|0)|0}function Lvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35721,b|0);u=c;return f[b>>2]|0}function Mvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35718,b|0);u=c;return f[b>>2]|0}function Nvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35722,b|0);u=c;return f[b>>2]|0}function Ovb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35719,b|0);u=c;return f[b>>2]|0}function Pvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Be(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Qvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Ce(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Rvb(){f[64748]=0;f[64749]=0;f[64750]=0;f[64751]=0;f[64752]=0;f[64753]=0;return}function Svb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+16|0;n=o;He(2978,n|0);f[a+44>>2]=f[n>>2];f[a+48>>2]=f[n+4>>2];f[a+52>>2]=f[n+8>>2];f[a+56>>2]=f[n+12>>2];He(35660,l|0);f[a>>2]=f[l>>2];He(35661,l|0);k=a+4|0;f[k>>2]=f[l>>2];He(36347,l|0);j=(f[l>>2]|0)>>>1;f[a+8>>2]=j>>>0>128?j:128;He(36349,l|0);f[a+12>>2]=f[l>>2];He(34921,l|0);f[a+16>>2]=f[l>>2];He(34024,l|0);f[a+20>>2]=f[l>>2];He(3379,l|0);f[a+24>>2]=f[l>>2];if($ub()|0){He(36183,l|0);c=f[l>>2]|0}else c=0;f[a+28>>2]=c;j=a+64|0;e=f[k>>2]|0;g=a+68|0;h=f[g>>2]|0;d=f[j>>2]|0;c=h-d>>2;if(e>>>0>c>>>0){eCa(j,e-c|0);e=f[k>>2]|0}else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}i=a+76|0;g=a+80|0;h=f[g>>2]|0;d=f[i>>2]|0;c=h-d>>2;if(e>>>0>c>>>0)eCa(i,e-c|0);else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}He(3414,l|0);f[a+32>>2]=f[l>>2];if(dvb()|0){He(36063,l|0);c=f[l>>2]|0}else c=1;f[a+36>>2]=c;Ge(33901,n|0);f[a+40>>2]=f[n+4>>2];He(34016,l|0);c=(f[l>>2]|0)+-33984|0;d=a+60|0;f[d>>2]=c;if(f[k>>2]|0){c=0;do{Ld(c+33984|0);He(32873,l|0);f[(f[j>>2]|0)+(c<<2)>>2]=f[l>>2];He(34068,l|0);f[(f[i>>2]|0)+(c<<2)>>2]=f[l>>2];c=c+1|0}while(c>>>0<(f[k>>2]|0)>>>0);c=f[d>>2]|0}Ld(c+33984|0);He(34964,l|0);f[a+88>>2]=f[l>>2];He(34965,l|0);f[a+92>>2]=f[l>>2];He(35725,l|0);f[a+96>>2]=f[l>>2];He(36007,l|0);f[a+100>>2]=f[l>>2];k=_ub()|0;He(36006,l|0);c=f[l>>2]|0;f[a+104>>2]=c;if(k){He(36010,l|0);c=f[l>>2]|0}f[a+108>>2]=c;He(3317,l|0);f[a+112>>2]=f[l>>2];He(3333,l|0);f[a+116>>2]=f[l>>2];Ee(3107,n|0);b[a+120>>0]=(b[n>>0]|0)==1&1;b[a+121>>0]=(b[n+1>>0]|0)==1&1;b[a+122>>0]=(b[n+2>>0]|0)==1&1;b[a+123>>0]=(b[n+3>>0]|0)==1&1;He(2930,l|0);b[a+124>>0]=(f[l>>2]|0)==1&1;He(2886,l|0);f[a+128>>2]=f[l>>2];Ge(3106,n|0);f[a+132>>2]=f[n>>2];f[a+136>>2]=f[n+4>>2];f[a+140>>2]=f[n+8>>2];f[a+144>>2]=f[n+12>>2];Ge(2931,m|0);f[a+148>>2]=f[m>>2];He(2961,l|0);f[a+152>>2]=f[l>>2];He(32777,l|0);f[a+156>>2]=f[l>>2];He(34877,l|0);f[a+160>>2]=f[l>>2];He(32969,l|0);f[a+164>>2]=f[l>>2];He(32971,l|0);f[a+168>>2]=f[l>>2];He(32968,l|0);f[a+172>>2]=f[l>>2];He(32970,l|0);f[a+176>>2]=f[l>>2];He(2885,l|0);f[a+180>>2]=f[l>>2];He(2932,l|0);f[a+184>>2]=f[l>>2];Ge(2928,n|0);f[a+188>>2]=f[n>>2];f[a+192>>2]=f[n+4>>2];Ge(32824,m|0);f[a+196>>2]=f[m>>2];Ge(10752,m|0);f[a+200>>2]=f[m>>2];He(3088,n|0);f[a+204>>2]=f[n>>2];f[a+208>>2]=f[n+4>>2];f[a+212>>2]=f[n+8>>2];f[a+216>>2]=f[n+12>>2];He(2962,l|0);f[a+220>>2]=f[l>>2];He(2967,l|0);f[a+224>>2]=f[l>>2];He(2963,l|0);f[a+228>>2]=f[l>>2];He(34816,l|0);f[a+232>>2]=f[l>>2];He(36003,l|0);f[a+236>>2]=f[l>>2];He(36004,l|0);f[a+240>>2]=f[l>>2];He(2968,l|0);f[a+244>>2]=f[l>>2];He(36005,l|0);f[a+248>>2]=f[l>>2];He(2964,l|0);f[a+252>>2]=f[l>>2];He(2965,l|0);f[a+256>>2]=f[l>>2];He(2966,l|0);f[a+260>>2]=f[l>>2];He(34817,l|0);f[a+264>>2]=f[l>>2];He(34818,l|0);f[a+268>>2]=f[l>>2];He(34819,l|0);f[a+272>>2]=f[l>>2];n=(Me(3042)|0)<<24>>24==1&1;b[a+276>>0]=n;n=(Me(2884)|0)<<24>>24==1&1;b[a+277>>0]=n;n=(Me(2929)|0)<<24>>24==1&1;b[a+278>>0]=n;n=(Me(3024)|0)<<24>>24==1&1;b[a+279>>0]=n;n=(Me(32823)|0)<<24>>24==1&1;b[a+280>>0]=n;n=(Me(32926)|0)<<24>>24==1&1;b[a+281>>0]=n;n=(Me(32928)|0)<<24>>24==1&1;b[a+282>>0]=n;n=(Me(3089)|0)<<24>>24==1&1;b[a+283>>0]=n;n=(Me(2960)|0)<<24>>24==1&1;b[a+284>>0]=n;u=o;return}function Tvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+44|0;h=a+48|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+52>>2]|0)==(d|0))if((f[a+56>>2]|0)==(e|0)){h=0;return h|0}tf(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+52>>2]=d;f[a+56>>2]=e;h=1;return h|0}function Uvb(a,b){a=a|0;b=b|0;a=a+60|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Ld(b+33984|0);f[a>>2]=b;b=1;return b|0}function Vvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+64|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(3553,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Wvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+76|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(34067,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Xvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;f[e>>2]=b;if(!b){u=g;return}c=f[a+64>>2]|0;d=f[a+68>>2]|0;a:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(b|0))f[c>>2]=0;c=c+4|0;if((c|0)==(d|0))break a;b=f[e>>2]|0}while(0);c=f[a+76>>2]|0;b=f[a+80>>2]|0;if((c|0)!=(b|0))do{if((f[c>>2]|0)==(f[e>>2]|0))f[c>>2]=0;c=c+4|0}while((c|0)!=(b|0));fe(1,e|0);u=g;return}function Yvb(a,b){a=a|0;b=b|0;a=a+88|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34962,b|0);f[a>>2]=b;b=1;return b|0}function Zvb(a,b){a=a|0;b=b|0;a=a+92|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34963,b|0);f[a>>2]=b;b=1;return b|0}function _vb(a,b,c){a=a|0;b=b|0;c=c|0;switch(b|0){case 34962:{a=a+88|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34962,c|0);f[a>>2]=c;a=1}break}case 34963:{a=a+92|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34963,c|0);f[a>>2]=c;a=1}break}default:a=0}return a|0}function $vb(a,b){a=a|0;b=b|0;switch(b|0){case 34962:{a=a+88|0;break}case 34963:{a=a+92|0;break}default:{b=0;return b|0}}b=f[a>>2]|0;return b|0}function awb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+88|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+92|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;ae(1,d|0);u=e;return}function bwb(a,b){a=a|0;b=b|0;a=a+96|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}of(b|0);f[a>>2]=b;b=1;return b|0}function cwb(a,b){a=a|0;b=b|0;a=a+100|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Pd(36161,b|0);f[a>>2]=b;b=1;return b|0}function dwb(a,b){a=a|0;b=b|0;var c=0;c=a+104|0;a=a+108|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}Od(36160,b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ewb(a,b){a=a|0;b=b|0;a=a+104|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36009,b|0);f[a>>2]=b;b=1;return b|0}function fwb(a,b){a=a|0;b=b|0;a=a+108|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36008,b|0);f[a>>2]=b;b=1;return b|0}function gwb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;if(!b){u=d;return}a=a+100|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;de(1,c|0);u=d;return}function hwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+104|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+108|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;be(1,d|0);u=e;return}function iwb(a,b){a=a|0;b=b|0;a=a+112|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Oe(3317,b|0);f[a>>2]=b;b=1;return b|0}function jwb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0;i=c&1;j=d&1;k=e&1;l=f&1;m=a+120|0;g=a+121|0;if((h[m>>0]|0|0)==(c&1|0))if((h[g>>0]|0|0)==(d&1|0))if((h[a+122>>0]|0|0)==(e&1|0))if((h[a+123>>0]|0|0)==(f&1|0)){m=0;return m|0}Yd(i|0,j|0,k|0,l|0);b[m>>0]=i;b[g>>0]=j;b[a+122>>0]=k;b[a+123>>0]=l;m=1;return m|0}function kwb(a,c){a=a|0;c=c|0;var d=0;d=c&1;a=a+124|0;if((h[a>>0]|0|0)==(c&1|0)){d=0;return d|0}he(d|0);b[a>>0]=d;d=1;return d|0}function lwb(a,b){a=a|0;b=b|0;a=a+128|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ve(b|0);f[a>>2]=b;b=1;return b|0}function mwb(a,b,c,d,e){a=a|0;b=+b;c=+c;d=+d;e=+e;var f=0,g=0;f=a+132|0;g=a+136|0;if(+n[f>>2]==b)if(+n[g>>2]==c)if(+n[a+140>>2]==d)if(+n[a+144>>2]==e){g=0;return g|0}Wd(+b,+c,+d,+e);n[f>>2]=b;n[g>>2]=c;n[a+140>>2]=d;n[a+144>>2]=e;g=1;return g|0}function nwb(a,b){a=a|0;b=b|0;a=a+152|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xd(b|0);f[a>>2]=b;b=1;return b|0}function owb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+164|0;h=a+172|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+168>>2]|0)==(d|0))if((f[a+176>>2]|0)==(e|0)){h=0;return h|0}Sd(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+168>>2]=d;f[a+176>>2]=e;h=1;return h|0}function pwb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+164|0;e=a+168|0;if((f[d>>2]|0)==(b|0))if((f[e>>2]|0)==(b|0))if((f[a+172>>2]|0)==(c|0))if((f[a+176>>2]|0)==(c|0)){e=0;return e|0}Rd(b|0,c|0);f[e>>2]=b;f[d>>2]=b;f[a+176>>2]=c;f[a+172>>2]=c;e=1;return e|0}function qwb(a,b){a=a|0;b=b|0;a=a+184|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ge(b|0);f[a>>2]=b;b=1;return b|0}function rwb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+188|0;a=a+192|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}ie(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function swb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+196|0;a=a+200|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}Pe(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function twb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+204|0;h=a+208|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+212>>2]|0)==(d|0))if((f[a+216>>2]|0)==(e|0)){h=0;return h|0}Se(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+212>>2]=d;f[a+216>>2]=e;h=1;return h|0}function uwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+232|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+224>>2]|0)==(c|0))if((f[a+236>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ue(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+236>>2]=c;f[a+224>>2]=c;f[a+240>>2]=d;f[a+228>>2]=d;g=1;return g|0}function vwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+224|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0)){g=0;return g|0}Ve(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+228>>2]=d;g=1;return g|0}function wwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+232|0;g=a+236|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ve(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+240>>2]=d;g=1;return g|0}function xwb(a,b){a=a|0;b=b|0;var c=0;c=a+244|0;a=a+248|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}We(b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ywb(a,b){a=a|0;b=b|0;a=a+244|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1028,b|0);f[a>>2]=b;b=1;return b|0}function zwb(a,b){a=a|0;b=b|0;a=a+248|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1029,b|0);f[a>>2]=b;b=1;return b|0}function Awb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+264|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+256>>2]|0)==(c|0))if((f[a+268>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ye(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+268>>2]=c;f[a+256>>2]=c;f[a+272>>2]=d;f[a+260>>2]=d;g=1;return g|0}function Bwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+256|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0)){g=0;return g|0}Ze(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+260>>2]=d;g=1;return g|0}function Cwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+264|0;g=a+268|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ze(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+272>>2]=d;g=1;return g|0}function Dwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+220|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+232>>2]|0)==(b|0)){i=0;return i|0}e=f[a+224>>2]|0;g=a+236|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(b|0,e|0,c|0);c=a+232|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,b|0,e|0,f[a+228>>2]|0);c=a+232|0;if((f[c>>2]|0)!=(b|0))Ve(1029,b|0,f[g>>2]|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Ewb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+224|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+236>>2]|0)==(b|0)){i=0;return i|0}e=f[a+220>>2]|0;g=a+232|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(e|0,b|0,c|0);c=a+236|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,e|0,b|0,f[a+228>>2]|0);c=a+236|0;if((f[c>>2]|0)!=(b|0))Ve(1029,f[g>>2]|0,b|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Fwb(a,c){a=a|0;c=c|0;a=a+276|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3042);else je(3042);b[a>>0]=c&1;c=1;return c|0}function Gwb(a,c){a=a|0;c=c|0;a=a+277|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2884);else je(2884);b[a>>0]=c&1;c=1;return c|0}function Hwb(a,c){a=a|0;c=c|0;a=a+278|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2929);else je(2929);b[a>>0]=c&1;c=1;return c|0}function Iwb(a,c){a=a|0;c=c|0;a=a+280|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(32823);else je(32823);b[a>>0]=c&1;c=1;return c|0}function Jwb(a,c){a=a|0;c=c|0;a=a+283|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3089);else je(3089);b[a>>0]=c&1;c=1;return c|0}function Kwb(a,c){a=a|0;c=c|0;a=a+284|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2960);else je(2960);b[a>>0]=c&1;c=1;return c|0}function Lwb(a){a=a|0;f[a>>2]=33071;f[a+4>>2]=33071;f[a+8>>2]=9729;f[a+12>>2]=9729;n[a+16>>2]=1.0;return}function Mwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a>>2]=b;f[a+4>>2]=(c|0)==0?b:c;return}function Nwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a+8>>2]=b;f[a+12>>2]=(c|0)==0?b:c;return}function Owb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=1.0;f[a+16>>2]=f[(b>1.0?e:d)>>2];u=c;return}function Pwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a>>2]|0;if((f[a+28>>2]|0)!=(f[e+44>>2]|0)){a=0;return a|0}f[e+16>>2]=b;f[e+20>>2]=c;c=a+8|0;e=e+24|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[e+12>>2]=f[c+12>>2];f[e+16>>2]=f[c+16>>2];switch(d|0){case 1:{b=6409;break}case 2:{b=6410;break}case 3:{b=6407;break}default:b=6408}c=f[a>>2]|0;f[c+12>>2]=b;f[a+32>>2]=f[(f[64748]|0)+(f[64747]<<2)>>2];if(!c)b=0;else b=f[c+8>>2]|0;Vvb(258928,b)|0;a=1;return a|0}function Qwb(a,c,d){a=a|0;c=c|0;d=d|0;do if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0))if(!d){b[a+48>>0]=0;a=f[c+44>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}else{Rwb(a);Vvb(258928,f[c+32>>2]|0)|0;b[(f[c>>2]|0)+48>>0]=2;a=f[c+40>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}}else if(!c)return;while(0);a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Rwb(a){a=a|0;var c=0,d=0,e=0,g=0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;e=Mub()|0;do if((f[e>>2]|0)>>>0>2)d=4;else{e=f[a+16>>2]|0;if(!(e+-1&e)){e=f[a+20>>2]|0;if(!(e+-1&e)){d=4;break}}af(3553,10242,33071);af(3553,10243,33071);c=f[a+36>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10241,c|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0)}while(0);a:do if((d|0)==4){af(3553,10242,f[a+24>>2]|0);af(3553,10243,f[a+28>>2]|0);e=a+36|0;af(3553,10241,f[e>>2]|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0);d=f[e>>2]|0;switch(d|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:break a}if((c|0)!=(d|0)){Ae(3553);switch(f[e>>2]|0){case 9984:case 9728:case 9986:break a;default:{}}e=(Wub()|0)+4|0;if(b[e>>0]|0)$e(3553,34046,+(+n[a+40>>2]))}}while(0);Vvb(258928,g)|0;return}function Swb(a,c){a=a|0;c=c|0;if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0)){b[a+48>>0]=0;a=f[c+44>>2]|0;if(a|0)gh[a&2047](f[c+36>>2]|0)}}else if(!c)return;a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Twb(a){a=a|0;var b=0;b=u;u=u+16|0;Uwb(a,b);ze(1,(f[a>>2]|0)+8|0);u=b;return}function Uwb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=pOb(64)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42820;g=d+12|0;f[g>>2]=0;e=d+16|0;f[e>>2]=0;f[d+20>>2]=0;f[d+24>>2]=6408;f[d+28>>2]=0;f[d+32>>2]=0;f[d+36>>2]=33071;f[d+40>>2]=33071;f[d+44>>2]=9729;f[d+48>>2]=9729;n[d+52>>2]=1.0;f[d+56>>2]=0;b[d+60>>0]=2;f[a>>2]=g;f[a+4>>2]=d;gOb(d);hOb(d);c=f[e>>2]|0;f[g>>2]=g;f[e>>2]=d;if(!c){iOb(d);return}jOb(c);iOb(d);return}function Vwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);return}jOb(b);aOb(a);return}function Wwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);sOb(a);return}jOb(b);aOb(a);sOb(a);return}function Xwb(a){a=a|0;Xvb(258928,f[a+20>>2]|0);a=f[a+16>>2]|0;if(!a)return;jOb(a);return}function Ywb(a){a=a|0;sOb(a);return}function Zwb(a){a=a|0;var b=0;b=Mub()|0;if((f[b>>2]|0)>>>0>2){b=1;return b|0}b=f[a+16>>2]|0;if(b+-1&b|0){b=0;return b|0}b=f[a+20>>2]|0;b=(b+-1&b|0)==0;return b|0}function _wb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;switch(c<<24>>24){case 1:{f[g>>2]=-16711936;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6409;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6409,2,2,0,6409,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 2:{e=g;f[e>>2]=-256;f[e+4>>2]=-16711681;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6410;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6410,2,2,0,6410,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 3:{c=g;d=245263;e=c+12|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6407;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6407,2,2,0,6407,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}default:{c=g;d=245275;e=c+16|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6408;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6408,2,2,0,6408,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}}}function $wb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=a+44|0;f[j>>2]=(f[j>>2]|0)+1;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=d;j=a+24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];i=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;j=f[64760]|0;do if(h|0){if(c&1|0){iwb(258928,1)|0;break}if(!(c&3)){iwb(258928,4)|0;break}else{iwb(258928,2)|0;break}}while(0);_e(3553,0,b|0,c|0,d|0,0,e|0,g|0,h|0);Rwb(a);iwb(258928,j)|0;Vvb(258928,i)|0;return}function axb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:do if((b|0)<34041){switch(b|0){case 6402:break;default:{g=5121;h=b;break a}}g=5123;h=6402}else{switch(b|0){case 34041:break;default:{g=5121;h=b;break a}}h=Mub()|0;g=34042;h=(f[h>>2]|0)>>>0>2?35056:34041}while(0);i=a+44|0;f[i>>2]=(f[i>>2]|0)+1;f[a+12>>2]=h;f[a+16>>2]=c;f[a+20>>2]=d;i=a+24|0;f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;i=f[64760]|0;_e(3553,0,h|0,c|0,d|0,0,b|0,g|0,0);Rwb(a);iwb(258928,i)|0;Vvb(258928,e)|0;return}function bxb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0;if((c|0)==0|(d|0)==0){if(!k)return;gh[k&2047](i);return}if(!(e<<24>>24))h=(h&255)>3?3:h<<24>>24==2?1:h;m=pOb(48)|0;f[m>>2]=0;o=m+4|0;f[o>>2]=0;p=m+8|0;f[p>>2]=33071;f[m+12>>2]=33071;f[m+16>>2]=9729;f[m+20>>2]=9729;n[m+24>>2]=1.0;q=a+44|0;f[q>>2]=(f[q>>2]|0)+1;r=f[a>>2]|0;l=f[a+4>>2]|0;if(!l)vd();l=kOb(l)|0;if(!l)vd();f[m>>2]=r;f[o>>2]=l;r=f[q>>2]|0;f[p>>2]=f[g>>2];f[p+4>>2]=f[g+4>>2];f[p+8>>2]=f[g+8>>2];f[p+12>>2]=f[g+12>>2];f[p+16>>2]=f[g+16>>2];f[m+28>>2]=r;f[m+36>>2]=i;f[m+40>>2]=j;f[m+44>>2]=k;b[a+48>>0]=1;uf(c|0,d|0,e&255|0,h&255|0,m|0,10,107,962);return}function cxb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=f[b>>2]|0;if(!d)return;e=f[b+12>>2]|0;$wb(a,e,f[b+4>>2]|0,f[b+8>>2]|0,e,f[b+16>>2]|0,d,c);return}function dxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=f[c>>2]|0;if(!i)return;bxb(a,i,f[c+4>>2]|0,b[c+9>>0]|0,d,b[c+8>>0]|0,e,g,h);return}function exb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+256|0;i=o+48|0;m=o+64|0;e=o+32|0;g=o+16|0;j=o;if(!a){n=0;u=o;return n|0}n=m+8|0;f[m>>2]=15988;l=m+108|0;f[l>>2]=16008;f[m+4>>2]=0;tEb(m+108|0,n);f[m+180>>2]=0;f[m+184>>2]=-1;f[m>>2]=42852;f[m+108>>2]=42872;fxb(n);k=m+72|0;if(!(f[k>>2]|0)){a=zCb(a,245291)|0;f[k>>2]=a;if(!a)h=5;else{f[m+96>>2]=12;a=m}}else h=5;if((h|0)==5){a=m+(f[(f[m>>2]|0)+-12>>2]|0)|0;sEb(a,f[a+16>>2]|4);a=m}if(!(f[m+(f[(f[a>>2]|0)+-12>>2]|0)+16>>2]|0)){GEb(m,0,0,2)|0;EEb(e,m);h=e+8|0;e=f[h+4>>2]|0;if((e|0)<0|(e|0)==0&(f[h>>2]|0)>>>0<1)e=0;else{EEb(g,m);e=f[g+8>>2]|0;if(c|0){h=qOb(e+1|0)|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];FEb(m,i)|0;DEb(m,h,e)|0;b[h+e>>0]=0;a=f[c>>2]|0;f[c>>2]=h;if(a|0)tOb(a)}if(!d)e=1;else{f[d>>2]=e;e=1}}}else e=0;f[m>>2]=42852;f[l>>2]=42872;f[n>>2]=42888;a=f[k>>2]|0;if(a|0){gxb(n)|0;if(!(MBb(a)|0))f[k>>2]=0}if(b[m+104>>0]|0){a=f[m+40>>2]|0;if(a|0)tOb(a)}if(b[m+105>>0]|0){a=f[m+64>>2]|0;if(a|0)tOb(a)}oDb(n);aEb(m,42948);jDb(l);n=e;u=o;return n|0}function fxb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;xEb(a);f[a>>2]=42888;f[a+32>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;c=a+52|0;i=a+68|0;e=c;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));d[c+44>>1]=0;b[c+46>>0]=0;c=a+4|0;WNb(h,c);g=ZNb(h,262688)|0;YFb(h);if(!g){i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}WNb(h,c);g=XFb(h,262688)|0;f[i>>2]=g;YFb(h);i=f[i>>2]|0;i=(Pg[f[(f[i>>2]|0)+28>>2]&1023](i)|0)&1;b[a+98>>0]=i;i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}function gxb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;if(!(f[l>>2]|0)){l=0;u=m;return l|0}j=a+68|0;c=f[j>>2]|0;if(!c)vd();i=a+92|0;d=f[i>>2]|0;do if(!(d&16)){if(d&8|0){e=a+80|0;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;do if(!(b[a+98>>0]|0)){e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;h=a+36|0;g=f[h>>2]|0;c=(f[a+40>>2]|0)-g|0;if((e|0)>0){d=0;c=(X((f[a+16>>2]|0)-(f[a+12>>2]|0)|0,e)|0)+c|0;break}d=f[a+12>>2]|0;if((d|0)==(f[a+16>>2]|0))d=0;else{e=f[j>>2]|0;j=a+32|0;g=Vg[f[(f[e>>2]|0)+32>>2]&31](e,k,f[j>>2]|0,g,d-(f[a+8>>2]|0)|0)|0;d=1;c=c-g+(f[h>>2]|0)-(f[j>>2]|0)|0}}else{d=0;c=(f[a+16>>2]|0)-(f[a+12>>2]|0)|0}while(0);if(KBb(f[l>>2]|0,0-c|0,1)|0){l=-1;u=m;return l|0}if(d){j=k;k=f[j+4>>2]|0;l=a+72|0;f[l>>2]=f[j>>2];f[l+4>>2]=k}l=f[a+32>>2]|0;f[a+40>>2]=l;f[a+36>>2]=l;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[i>>2]=0}}else{if((f[a+24>>2]|0)!=(f[a+20>>2]|0))if((Rg[f[(f[a>>2]|0)+52>>2]&255](a,-1)|0)==-1){l=-1;u=m;return l|0}e=a+72|0;g=a+32|0;c=a+52|0;a:while(1){i=f[j>>2]|0;d=f[g>>2]|0;d=Vg[f[(f[i>>2]|0)+20>>2]&31](i,e,d,d+(f[c>>2]|0)|0,k)|0;i=f[g>>2]|0;a=(f[k>>2]|0)-i|0;if((vCb(i,1,a,f[l>>2]|0)|0)!=(a|0)){c=-1;d=24;break}switch(d|0){case 1:break;case 2:{c=-1;d=24;break a}default:{d=10;break a}}}if((d|0)==10){if(!(OBb(f[l>>2]|0)|0))break;else c=-1;u=m;return c|0}else if((d|0)==24){u=m;return c|0}}while(0);l=0;u=m;return l|0}function hxb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);return}function ixb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);sOb(a);return}function jxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+68>>2]=c;e=a+98|0;g=b[e>>0]|0;c=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;b[e>>0]=c&1;if((g&255|0)==(c&1|0))return;d=a+8|0;g=a+96|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=(b[g>>0]|0)!=0;if(c){e=a+32|0;if(d){c=f[e>>2]|0;if(c|0)tOb(c)}d=a+97|0;b[g>>0]=b[d>>0]|0;g=a+60|0;f[a+52>>2]=f[g>>2];a=a+56|0;f[e>>2]=f[a>>2];f[g>>2]=0;f[a>>2]=0;b[d>>0]=0;return}if(!d){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(a+44|0)){e=f[a+52>>2]|0;f[a+60>>2]=e;f[a+56>>2]=d;b[a+97>>0]=0;a=qOb(e)|0;f[c>>2]=a;b[g>>0]=1;return}}g=f[a+52>>2]|0;f[a+60>>2]=g;g=qOb(g)|0;f[a+56>>2]=g;b[a+97>>0]=1;return}function kxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=a+8|0;j=a+96|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;if(b[j>>0]|0){e=f[a+32>>2]|0;if(e|0)tOb(e)}i=a+97|0;if(b[i>>0]|0){e=f[a+56>>2]|0;if(e|0)tOb(e)}e=a+52|0;f[e>>2]=d;if(d>>>0>8){e=b[a+98>>0]|0;if((c|0)!=0&e<<24>>24!=0){g=0;h=c}else{g=1;h=qOb(d)|0}f[a+32>>2]=h}else{f[a+32>>2]=a+44;f[e>>2]=8;g=0;e=b[a+98>>0]|0}b[j>>0]=g;if(e<<24>>24){f[a+60>>2]=0;c=0;d=0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}e=(d|0)>8?d:8;f[a+60>>2]=e;if((c|0)!=0&e>>>0>7){j=0;d=c;c=a+56|0;f[c>>2]=d;b[i>>0]=j;return a|0}c=1;d=qOb(e)|0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}function lxb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;g=f[b+68>>2]|0;if(!g)vd();g=Pg[f[(f[g>>2]|0)+24>>2]&1023](g)|0;h=b+64|0;if(!(f[h>>2]|0)){g=0;h=0;b=-1;c=-1}else if(((c|0)!=0|(d|0)!=0)&(g|0)<1){g=0;h=0;b=-1;c=-1}else if(e>>>0<3&(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==0){i=f[h>>2]|0;d=WPb(g|0,((g|0)<0)<<31>>31|0,c|0,d|0)|0;if(!(KBb(i,(g|0)>0?d:0,e)|0)){c=tCb(f[h>>2]|0)|0;h=b+72|0;g=f[h>>2]|0;h=f[h+4>>2]|0;b=c;c=((c|0)<0)<<31>>31}else{g=0;h=0;b=-1;c=-1}}else{g=0;h=0;b=-1;c=-1}i=a;f[i>>2]=g;f[i+4>>2]=h;i=a+8|0;f[i>>2]=b;f[i+4>>2]=c;return}function mxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;d=b+64|0;if(f[d>>2]|0)if(!(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0))if(!(KBb(f[d>>2]|0,f[c+8>>2]|0,0)|0)){e=c;d=f[e+4>>2]|0;b=b+72|0;f[b>>2]=f[e>>2];f[b+4>>2]=d;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];return}else{e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}function nxb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;t=u;u=u+16|0;s=t+4|0;o=t;m=a+64|0;if(!(f[m>>2]|0)){s=-1;u=t;return s|0}c=a+92|0;if(!(f[c>>2]&8)){f[a+24>>2]=0;f[a+20>>2]=0;f[a+28>>2]=0;q=(b[a+98>>0]|0)==0;r=f[(q?a+56|0:a+32|0)>>2]|0;q=r+(f[(q?a+60|0:a+52|0)>>2]|0)|0;f[a+8>>2]=r;r=a+12|0;f[r>>2]=q;f[a+16>>2]=q;f[c>>2]=8;d=1;c=q}else{c=a+12|0;d=0;r=c;c=f[c>>2]|0}if(!c){e=s+1|0;f[a+8>>2]=s;f[r>>2]=e;f[a+16>>2]=e}else e=c;q=a+16|0;if(d){c=f[q>>2]|0;n=0}else{c=f[q>>2]|0;n=(c-(f[a+8>>2]|0)|0)/2|0;n=n>>>0<4?n:4}do if((e|0)==(c|0)){c=a+8|0;cQb(f[c>>2]|0,e+(0-n)|0,n|0)|0;if(b[a+98>>0]|0){d=f[c>>2]|0;d=JBb(d+n|0,1,(f[q>>2]|0)-n-d|0,f[m>>2]|0)|0;if(!d){d=-1;break}p=(f[c>>2]|0)+n|0;f[r>>2]=p;f[q>>2]=p+d;d=h[p>>0]|0;break}k=a+40|0;j=f[k>>2]|0;l=a+36|0;d=f[l>>2]|0;g=j;e=d;if((j|0)==(d|0)){j=a+32|0;d=g}else{j=a+32|0;cQb(f[j>>2]|0,d|0,g-e|0)|0;e=f[l>>2]|0;d=f[k>>2]|0}g=f[j>>2]|0;e=g+(d-e)|0;f[l>>2]=e;if((g|0)==(a+44|0))d=8;else d=f[a+52>>2]|0;v=g+d|0;f[k>>2]=v;g=a+60|0;d=(f[g>>2]|0)-n|0;v=v-e|0;i=a+72|0;y=i;x=f[y+4>>2]|0;w=a+80|0;f[w>>2]=f[y>>2];f[w+4>>2]=x;e=JBb(e,1,v>>>0<d>>>0?v:d,f[m>>2]|0)|0;if(!e)d=-1;else{d=f[a+68>>2]|0;if(!d)vd();x=(f[l>>2]|0)+e|0;f[k>>2]=x;y=f[c>>2]|0;if((_g[f[(f[d>>2]|0)+16>>2]&15](d,i,f[j>>2]|0,x,l,y+n|0,y+(f[g>>2]|0)|0,o)|0)==3){d=f[j>>2]|0;e=f[k>>2]|0;f[c>>2]=d;p=25}else{e=f[o>>2]|0;d=(f[c>>2]|0)+n|0;if((e|0)==(d|0))d=-1;else p=25}if((p|0)==25){f[r>>2]=d;f[q>>2]=e;d=h[d>>0]|0}}}else{d=h[e>>0]|0;c=a+8|0}while(0);if((f[c>>2]|0)==(s|0)){f[c>>2]=0;f[r>>2]=0;f[q>>2]=0}y=d;u=t;return y|0}function oxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;if(!(f[a+64>>2]|0)){g=-1;return g|0}g=a+12|0;e=f[g>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){g=-1;return g|0}if((c|0)==-1){f[g>>2]=e+-1;g=0;return g|0}if(!(f[a+88>>2]&16)){d=c&255;a=e+-1|0;if((b[a>>0]|0)!=d<<24>>24){g=-1;return g|0}}else{d=c&255;a=e+-1|0}f[g>>2]=a;b[a>>0]=d;g=c;return g|0}function pxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;h=y+8|0;t=y+4|0;v=y;w=a+64|0;if(!(f[w>>2]|0)){x=-1;u=y;return x|0}e=a+92|0;if(!(f[e>>2]&16)){f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;d=f[a+52>>2]|0;do if(d>>>0>8)if(!(b[a+98>>0]|0)){g=f[a+56>>2]|0;d=g+((f[a+60>>2]|0)+-1)|0;break}else{g=f[a+32>>2]|0;d=g+(d+-1)|0;break}else{d=0;g=0}while(0);f[a+24>>2]=g;o=a+20|0;f[o>>2]=g;r=a+28|0;f[r>>2]=d;f[e>>2]=16;q=o;n=r;s=g;p=d}else{o=a+20|0;g=f[o>>2]|0;p=a+28|0;q=o;n=p;r=p;s=g;p=f[p>>2]|0}m=(c|0)==-1;d=a+24|0;e=f[d>>2]|0;if(!m){if(!e){f[d>>2]=h;f[o>>2]=h;f[n>>2]=h+1;e=h}b[e>>0]=c;e=(f[d>>2]|0)+1|0;f[d>>2]=e;g=f[o>>2]|0}a:do if((e|0)==(g|0))x=32;else{b:do if(!(b[a+98>>0]|0)){k=a+32|0;h=f[k>>2]|0;f[t>>2]=h;l=a+68|0;i=f[l>>2]|0;if(!i)vd();j=a+72|0;a=a+52|0;g=_g[f[(f[i>>2]|0)+12>>2]&15](i,j,g,e,v,h,h+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;c:do if((f[v>>2]|0)!=(e|0)){while(1){if((g|0)==3){x=21;break}if(g>>>0>=2)break c;h=f[k>>2]|0;i=(f[t>>2]|0)-h|0;if((vCb(h,1,i,f[w>>2]|0)|0)!=(i|0))break c;if((g|0)!=1){x=28;break}g=f[v>>2]|0;h=f[d>>2]|0;f[q>>2]=g;f[n>>2]=h;e=g;g=e+(h-g)|0;f[d>>2]=g;h=f[l>>2]|0;if(!h){x=19;break}i=f[k>>2]|0;g=_g[f[(f[h>>2]|0)+12>>2]&15](h,j,e,g,v,i,i+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;if((f[v>>2]|0)==(e|0))break c}if((x|0)==19)vd();else if((x|0)==21){v=(f[d>>2]|0)-e|0;if((vCb(e,1,v,f[w>>2]|0)|0)!=(v|0))break}break b}while(0);d=-1;break a}else{v=e-g|0;if((vCb(g,1,v,f[w>>2]|0)|0)!=(v|0)){d=-1;break a}}while(0);f[d>>2]=s;f[q>>2]=s;f[r>>2]=p;x=32}while(0);if((x|0)==32)d=m?0:c;x=d;u=y;return x|0}function qxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);return}function rxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);sOb(a);return}function sxb(a){a=a|0;var c=0,d=0,e=0,g=0;d=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[d>>2]=42852;e=d+108|0;f[e>>2]=42872;g=d+8|0;f[g>>2]=42888;a=d+72|0;c=f[a>>2]|0;if(c|0){gxb(g)|0;if(!(MBb(c)|0))f[a>>2]=0}if(b[d+104>>0]|0){a=f[d+40>>2]|0;if(a|0)tOb(a)}if(b[d+105>>0]|0){a=f[d+64>>2]|0;if(a|0)tOb(a)}oDb(g);aEb(d,42948);jDb(e);return}function txb(a){a=a|0;rxb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function uxb(a){a=a|0;f[a>>2]=42968;Af();return}function vxb(a){a=a|0;f[a>>2]=42968;Af();sOb(a);return}function wxb(a){a=a|0;f[a>>2]=42968;Bf();return}function xxb(a,b,c){a=a|0;b=b|0;c=c|0;Cf(a|0,c|0,178,b|0);return 1}function yxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;Fh[f[(f[c>>2]|0)+8>>2]&255](c,a,b,d);return}function zxb(a){a=a|0;Af();return}function Axb(a){a=a|0;f[a>>2]=42984;return}function Bxb(a){a=a|0;return}function Cxb(a){a=a|0;yf()}function Dxb(a,b,c){a=a|0;b=b|0;c=c|0;Df(b|0,c|0);return}function Exb(){f[64804]=0;f[64805]=0;f[64806]=0;return}function Fxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+1056|0;h=i+8|0;g=i;e=i+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245428)|0;LOb(259216,34);KOb(259216,245439)|0;j3a(e,c);c=e+11|0;j=b[c>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[e>>2]|0:e,k?f[e+4>>2]|0:j&255)|0;if((b[c>>0]|0)<0)sOb(f[e>>2]|0);LOb(259216,34);f[g>>2]=69;ABb(e,245455,g)|0;KOb(259216,245458)|0;KOb(259216,e)|0;LOb(259216,34);k=uyb()|0;f[h>>2]=k;ABb(e,245455,h)|0;KOb(259216,245478)|0;KOb(259216,e)|0;LOb(259216,34);KOb(259216,245499)|0;j3a(h,d);k=h+11|0;j=b[k>>0]|0;g=j<<24>>24<0;JOb(259216,g?f[h>>2]|0:h,g?f[h+4>>2]|0:j&255)|0;if((b[k>>0]|0)>=0){LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}sOb(f[h>>2]|0);LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}function Gxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+96|0;k=r+16|0;j=r+8|0;i=r;h=r+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245518)|0;LOb(259216,34);if(d|0){f[i>>2]=d;ABb(h,245455,i)|0;KOb(259216,245535)|0;KOb(259216,h)|0}if(e|0){f[j>>2]=e;ABb(h,245455,j)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g!=-1.0){p[k>>3]=g;ABb(h,245564,k)|0;KOb(259216,245567)|0;KOb(259216,h)|0}d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)==(q|0)){LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}else{e=0;h=0;i=0;j=0;k=0;c=0;l=0;m=0;n=0;o=0}do{a:do switch(f[d>>2]|0){case 1:{if(e)e=1;else if(!(b[d+4>>0]|0)){KOb(259216,245605)|0;e=1;break a}else{KOb(259216,245584)|0;e=1;break a}break}case 2:{if(h)h=1;else if(!(b[d+4>>0]|0)){KOb(259216,245657)|0;h=1;break a}else{KOb(259216,245627)|0;h=1;break a}break}case 4:{if(o)o=1;else if(!(b[d+4>>0]|0)){KOb(259216,245710)|0;o=1;break a}else{KOb(259216,245688)|0;o=1;break a}break}case 8:{if(n)n=1;else if(!(b[d+4>>0]|0)){KOb(259216,245765)|0;n=1;break a}else{KOb(259216,245733)|0;n=1;break a}break}case 16:{if(m)m=1;else if(!(b[d+4>>0]|0)){KOb(259216,245828)|0;m=1;break a}else{KOb(259216,245798)|0;m=1;break a}break}case 32:{if(l)l=1;else if(!(b[d+4>>0]|0)){KOb(259216,245895)|0;l=1;break a}else{KOb(259216,245859)|0;l=1;break a}break}case 64:{if(c)c=1;else if(!(b[d+4>>0]|0)){KOb(259216,245971)|0;c=1;break a}else{KOb(259216,245932)|0;c=1;break a}break}case 128:{if(k)k=1;else if(!(b[d+4>>0]|0)){KOb(259216,246057)|0;k=1;break a}else{KOb(259216,246011)|0;k=1;break a}break}case 256:{if(j)j=1;else if(!(b[d+4>>0]|0)){KOb(259216,246142)|0;j=1;break a}else{KOb(259216,246104)|0;j=1;break a}break}case 0:{if(i)i=1;else if(!(b[d+4>>0]|0))i=1;else{KOb(259216,246181)|0;i=1}break}default:{}}while(0);d=d+8|0}while((d|0)!=(q|0));LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}function Hxb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=+g;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k+16|0;i=k+8|0;j=k;p[h>>3]=d;p[i>>3]=e;p[j>>3]=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);if(c|0){KOb(259216,246209)|0;Ixb(c,12)}if(d>0.0){KOb(259216,246225)|0;Ixb(h,1)}if(g>0.0){KOb(259216,246245)|0;Ixb(j,1)}if(!(e>0.0)){LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}KOb(259216,246265)|0;Ixb(i,1);LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}function Ixb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(h,+p[a>>3])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;NEb(l,+p[a+(d<<3)>>3])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Jxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if(!c){u=i;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246287)|0;LOb(259216,34);f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,245549)|0;KOb(259216,g)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Kxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+160|0;l=p+136|0;m=p;if(!c){KOb(259216,246321)|0;u=p;return}LOb(259216,91);n=m+4|0;f[m>>2]=15100;o=m+56|0;f[o>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;k=m+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[m+52>>2]=16;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;k3a(n,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);KEb(m,c)|0;b[l>>0]=44;d=m3a(m,l,1)|0;d=m3a(KEb(d,f[a>>2]|0)|0,246325,2)|0;KEb(d,f[a+4>>2]|0)|0;d=a;if(c>>>0>1){h=0;j=1;g=f[d>>2]|0;d=f[d+4>>2]|0;while(1){i=a+(j<<3)|0;do if((f[i>>2]|0)==(g|0)){e=a+(j<<3)+4|0;if((f[e>>2]|0)==(d+1|0)){d=h+1|0;break}if(h|0)KEb(m3a(m,246328,2)|0,h)|0;b[l>>0]=44;d=m3a(m,l,1)|0;KEb(d,f[e>>2]|0)|0;d=0}else{if(h|0)KEb(m3a(m,246328,2)|0,h)|0;d=m3a(m,246331,2)|0;d=m3a(KEb(d,f[i>>2]|0)|0,246325,2)|0;e=a+(j<<3)+4|0;KEb(d,f[e>>2]|0)|0;d=0}while(0);j=j+1|0;if((j|0)==(c|0))break;else{h=d;g=f[i>>2]|0;d=f[e>>2]|0}}if(d|0)KEb(m3a(m,246328,2)|0,d)|0}l3a(l,n);c=l+11|0;a=b[c>>0]|0;j=a<<24>>24<0;JOb(259216,j?f[l>>2]|0:l,j?f[l+4>>2]|0:a&255)|0;if((b[c>>0]|0)<0)sOb(f[l>>2]|0);KOb(259216,246334)|0;f[m>>2]=39656;f[o>>2]=39676;f[n>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(n);kEb(m,39752);jDb(o);u=p;return}function Lxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246337)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Mxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+80|0;i=j;h=j+8|0;if(!c){u=j;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246383)|0;LOb(259216,34);if(e|0){f[i>>2]=e;ABb(h,245455,i)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);i=b[259227]|0;h=i<<24>>24<0;Dxb(a,h?f[64804]|0:259216,h?f[64805]|0:i&255);u=j;return}function Nxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246428)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);g=b[259227]|0;e=g<<24>>24<0;Dxb(a,e?f[64804]|0:259216,e?f[64805]|0:g&255);return}function Oxb(a,c){a=a|0;c=c|0;var d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246461)|0;LOb(259216,34);if(c)KOb(259216,246363)|0;LOb(259216,125);c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function Pxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;l=u;u=u+80|0;k=l;j=l+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246492)|0;LOb(259216,34);if(i|0){f[k>>2]=i;ABb(j,245455,k)|0;KOb(259216,246518)|0;KOb(259216,j)|0}if(e)KOb(259216,246415)|0;if(g)KOb(259216,246536)|0;if(h)KOb(259216,246561)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function Qxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246584)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}if(e|0){KOb(259216,246609)|0;Rxb(e,c*6|0)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Rxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=9;MEb(h,+n[a>>2])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;MEb(l,+n[a+(d<<2)>>2])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Sxb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246623)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function Txb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+96|0;n=o+24|0;m=o+16|0;l=o+8|0;k=o;j=o+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246662)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;f[n>>2]=g;ABb(j,246735,n)|0;KOb(259216,j)|0;KOb(259216,246753)|0;Rxb(h,g<<2);KOb(259216,246764)|0;Rxb(i,3);LOb(259216,125);n=b[259227]|0;m=n<<24>>24<0;Dxb(a,m?f[64804]|0:259216,m?f[64805]|0:n&255);u=o;return}function Uxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+16|0;l=n+8|0;k=n;j=n+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246785)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;KOb(259216,246796)|0;Rxb(g,3);KOb(259216,246811)|0;Rxb(h,3);KOb(259216,246753)|0;Rxb(i,20);LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Vxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+24|0;l=n+16|0;k=n+8|0;j=n;i=n+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246829)|0;f[j>>2]=c;ABb(i,246673,j)|0;KOb(259216,i)|0;f[k>>2]=d;ABb(i,246693,k)|0;KOb(259216,i)|0;f[l>>2]=e;ABb(i,246716,l)|0;KOb(259216,i)|0;KOb(259216,246840)|0;Rxb(g,3);p[m>>3]=h;ABb(i,246858,m)|0;KOb(259216,i)|0;LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Wxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+80|0;h=i+8|0;g=i;e=i+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246878)|0;LOb(259216,34);f[g>>2]=c;ABb(e,246673,g)|0;KOb(259216,e)|0;f[h>>2]=d;ABb(e,246899,h)|0;KOb(259216,e)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Xxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+96|0;j=k+16|0;i=k+8|0;h=k;g=k+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246923)|0;LOb(259216,34);f[h>>2]=c;ABb(g,246673,h)|0;KOb(259216,g)|0;f[i>>2]=d;ABb(g,246693,i)|0;KOb(259216,g)|0;f[j>>2]=e;ABb(g,246948,j)|0;KOb(259216,g)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function Yxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246970)|0;LOb(259216,34);KOb(259216,246993)|0;Kxb(d,c);KOb(259216,247007)|0;Kxb(e,c);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Zxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247020)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);KOb(259216,247048)|0;Rxb(e,c*12|0);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function _xb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+160|0;j=o+136|0;l=o;if(!c){KOb(259216,246321)|0;u=o;return}LOb(259216,91);m=l+4|0;f[l>>2]=15100;n=l+56|0;f[n>>2]=15120;tEb(l+56|0,m);f[l+128>>2]=0;f[l+132>>2]=-1;f[l>>2]=39656;f[l+56>>2]=39676;xEb(m);f[m>>2]=39692;i=l+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[l+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(m,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);KEb(l,c)|0;k=f[a>>2]|0;h=0;e=0;d=k;while(1){if((k|0)==(d+1|0))d=e+1|0;else{if(e|0)KEb(m3a(l,246328,2)|0,e)|0;b[j>>0]=44;KEb(m3a(l,j,1)|0,k)|0;d=0}g=h+1|0;if((g|0)==(c|0))break;p=k;h=g;e=d;k=f[a+(g<<2)>>2]|0;d=p}if(d|0)KEb(m3a(l,246328,2)|0,d)|0;l3a(j,m);p=j+11|0;k=b[p>>0]|0;c=k<<24>>24<0;JOb(259216,c?f[j>>2]|0:j,c?f[j+4>>2]|0:k&255)|0;if((b[p>>0]|0)<0)sOb(f[j>>2]|0);LOb(259216,93);f[l>>2]=39656;f[n>>2]=39676;f[m>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(m);kEb(l,39752);jDb(n);u=o;return}function $xb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247058)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function ayb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247073)|0;LOb(259216,34);if(e|0){f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,246518)|0;KOb(259216,g)|0}KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function byb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+96|0;j=m+16|0;k=m;i=m+24|0;l=d+4|0;if((f[d>>2]|0)==(f[l>>2]|0)){u=m;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247091)|0;LOb(259216,34);f[k>>2]=c;ABb(i,245455,k)|0;KOb(259216,247105)|0;KOb(259216,i)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}if(g)KOb(259216,246415)|0;KOb(259216,247122)|0;cyb(e);KOb(259216,247138)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0)){h=k+11|0;i=k+4|0;do{LOb(259216,34);j3a(k,c);j=b[h>>0]|0;n=j<<24>>24<0;JOb(259216,n?f[k>>2]|0:k,n?f[i>>2]|0:j&255)|0;if((b[h>>0]|0)<0)sOb(f[k>>2]|0);KOb(259216,247179)|0;c=c+112|0}while((c|0)!=(g|0))}c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);KOb(259216,247155)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0))do{Ixb(c+16|0,12);LOb(259216,44);c=c+112|0}while((c|0)!=(g|0));c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);LOb(259216,125);n=b[259227]|0;l=n<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:n&255);u=m;return}function cyb(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+160|0;c=i+136|0;d=i;e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);j=d+(f[(f[d>>2]|0)+-12>>2]|0)+4|0;f[j>>2]=f[j>>2]&-261|256;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(d,a)|0;l3a(c,e);j=c+11|0;k=b[j>>0]|0;l=k<<24>>24<0;JOb(259216,l?f[c>>2]|0:c,l?f[c+4>>2]|0:k&255)|0;if((b[j>>0]|0)<0)sOb(f[c>>2]|0);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function dyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247182)|0;LOb(259216,34);KOb(259216,247200)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function eyb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247210)|0;LOb(259216,34);KOb(259216,247239)|0;f[e>>2]=c;f[e+4>>2]=d&255;fyb(e);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function fyb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+160|0;c=i+136|0;d=i;LOb(259216,91);e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);KEb(d,f[a>>2]|0)|0;b[c>>0]=44;j=m3a(d,c,1)|0;KEb(j,f[a+4>>2]|0)|0;l3a(c,e);a=c+11|0;j=b[a>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[c>>2]|0:c,k?f[c+4>>2]|0:j&255)|0;if((b[a>>0]|0)<0)sOb(f[c>>2]|0);LOb(259216,93);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function gyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+32|0;h=i;g=i+8|0;c=c&1;c=d?c|2:c;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247248)|0;LOb(259216,34);KOb(259216,247269)|0;f[h>>2]=e?c|4:c;ABb(g,245455,h)|0;KOb(259216,g)|0;KOb(259216,247208)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function hyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+48|0;j=k+8|0;i=k;h=k+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247278)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);f[i>>2]=e&65535;ABb(h,247296,i)|0;KOb(259216,h)|0;f[j>>2]=g&1;ABb(h,247307,j)|0;KOb(259216,h)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function iyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247320)|0;LOb(259216,34);KOb(259216,247341)|0;if(!c){KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}else k=0;do{if(k|0)LOb(259216,44);i=f[d+(k<<2)>>2]|0;LOb(259216,91);if(i){j=i<<5;g=0;h=e;while(1){if(g|0)LOb(259216,44);LOb(259216,91);cyb(+p[h>>3]);LOb(259216,44);cyb(+p[h+8>>3]);LOb(259216,44);cyb(+p[h+16>>3]);LOb(259216,44);cyb(+p[h+24>>3]);LOb(259216,93);g=g+1|0;if((g|0)==(i|0))break;else h=h+256|0}e=e+(j<<3)|0}LOb(259216,93);k=k+1|0}while((k|0)!=(c|0));KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}function jyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247358)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);KOb(259216,247372)|0;Rxb(e,3);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function kyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247393)|0;KOb(259216,247405)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function lyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247408)|0;LOb(259216,34);p[e>>3]=c;ABb(d,247430,e)|0;KOb(259216,d)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function myb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247455)|0;LOb(259216,34);KOb(259216,247470)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function nyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247480)|0;LOb(259216,34);KOb(259216,247504)|0;p[e>>3]=c;ABb(d,245564,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function oyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247514)|0;LOb(259216,34);KOb(259216,247208)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function pyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247526)|0;LOb(259216,34);if(c|0){f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,246518)|0;KOb(259216,d)|0}KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function qyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247541)|0;LOb(259216,34);KOb(259216,247548)|0;f[i>>2]=c;ABb(h,245455,i)|0;KOb(259216,h)|0;KOb(259216,247562)|0;f[j>>2]=d;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247570)|0;f[k>>2]=e;ABb(h,245455,k)|0;KOb(259216,h)|0;if(!g){KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}KOb(259216,246415)|0;KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}function ryb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247579)|0;LOb(259216,34);if(g|0){f[i>>2]=g;ABb(h,245455,i)|0;KOb(259216,246518)|0;KOb(259216,h)|0}KOb(259216,247548)|0;f[j>>2]=c;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247592)|0;f[k>>2]=d;ABb(h,245455,k)|0;KOb(259216,h)|0;KOb(259216,247605)|0;Rxb(e,6);KOb(259216,247208)|0;k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function syb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;h=i;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247915)|0;LOb(259216,34);g=c?g:g|268435456;KOb(259216,247239)|0;f[h>>2]=d?g|33554432:g;f[h+4>>2]=e;fyb(h);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function tyb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;k=u;u=u+80|0;j=k;i=k+8|0;if(!d){u=k;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;do switch(c|0){case 1:{c=245428;break}case 2:{c=245518;break}case 3:{c=246197;break}case 4:{c=247091;break}case 5:{c=247073;break}case 6:{c=246287;break}case 7:{c=246337;break}case 8:{c=246383;break}case 9:{c=246428;break}case 10:{c=246461;break}case 11:{c=246492;break}case 12:{c=246584;break}case 13:{c=246623;break}case 14:{c=247541;break}case 15:{c=247579;break}case 16:{c=247514;break}case 17:{c=247526;break}case 18:{c=247182;break}case 19:{c=247455;break}case 20:{c=247480;break}case 21:{c=248054;break}case 22:{c=248037;break}case 23:{c=248019;break}case 24:{c=248001;break}case 25:{c=247980;break}case 26:{c=247961;break}case 27:{c=247936;break}case 28:{c=247915;break}case 29:{c=247879;break}case 30:{c=247840;break}case 31:{c=247797;break}case 32:{c=247751;break}case 33:{c=246639;break}case 34:{c=246878;break}case 35:{c=246923;break}case 36:{c=246970;break}case 37:{c=247020;break}case 38:{c=247058;break}case 39:{c=247210;break}case 40:{c=247248;break}case 41:{c=247278;break}case 42:{c=247320;break}case 43:{c=247358;break}case 44:{c=247408;break}case 45:{c=247393;break}case 46:{c=247732;break}case 47:{c=247711;break}case 48:{c=247687;break}case 49:{c=247683;break}case 50:{c=247679;break}case 51:{c=247664;break}case 52:{c=247649;break}case 53:{c=247634;break}case 54:{c=247618;break}default:c=0}while(0);KOb(259216,c)|0;LOb(259216,34);if(g)KOb(259216,246415)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}KOb(259216,248071)|0;Kxb(e,d);LOb(259216,125);j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function uyb(){return -419657338}function vyb(){wyb();return}function wyb(){xyb(0);return}function 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if(!(a&1)){d=f[c>>2]|0;if(!(a&3))return;h=c+(0-d)|0;g=d+b|0;if(h>>>0<e>>>0)return;if((f[64812]|0)==(h|0)){a=j+4|0;b=f[a>>2]|0;if((b&3|0)!=3){i=h;b=g;break}f[64809]=g;f[a>>2]=b&-2;f[h+4>>2]=g|1;f[h+g>>2]=g;return}c=d>>>3;if(d>>>0<256){a=f[h+8>>2]|0;b=f[h+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);i=h;b=g;break}else{f[a+12>>2]=b;f[b+8>>2]=a;i=h;b=g;break}}e=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){c=h+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){a=0;break}else b=c}while(1){c=a+20|0;d=f[c>>2]|0;if(d|0){a=d;b=c;continue}c=a+16|0;d=f[c>>2]|0;if(!d)break;else{a=d;b=c}}f[b>>2]=0}else{i=f[h+8>>2]|0;f[i+12>>2]=a;f[a+8>>2]=i}while(0);if(!e){i=h;b=g}else{b=f[h+28>>2]|0;c=259532+(b<<2)|0;if((f[c>>2]|0)==(h|0)){f[c>>2]=a;if(!a){f[64808]=f[64808]&~(1<<b);i=h;b=g;break}}else{f[e+16+(((f[e+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a){i=h;b=g;break}}f[a+24>>2]=e;b=h+16|0;c=f[b>>2]|0;if(c|0){f[a+16>>2]=c;f[c+24>>2]=a}b=f[b+4>>2]|0;if(!b){i=h;b=g}else{f[a+20>>2]=b;f[b+24>>2]=a;i=h;b=g}}}else{i=c;h=c}while(0);if(h>>>0>=j>>>0)return;a=j+4|0;d=f[a>>2]|0;if(!(d&1))return;if(!(d&2)){if((f[64813]|0)==(j|0)){j=(f[64810]|0)+b|0;f[64810]=j;f[64813]=i;f[i+4>>2]=j|1;if((i|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(j|0)){j=(f[64809]|0)+b|0;f[64809]=j;f[64812]=h;f[i+4>>2]=j|1;f[h+j>>2]=j;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){b=f[j+8>>2]|0;a=f[j+12>>2]|0;if((a|0)==(b|0)){f[64807]=f[64807]&~(1<<c);break}else{f[b+12>>2]=a;f[a+8>>2]=b;break}}else{g=f[j+24>>2]|0;a=f[j+12>>2]|0;do if((a|0)==(j|0)){c=j+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){c=0;break}else 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if(e>>>0>16777215)a=31;else{h=(a+1048320|0)>>>16&8;j=a<<h;g=(j+520192|0)>>>16&4;j=j<<g;a=(j+245760|0)>>>16&2;a=14-(g|h|a)+(j<<a>>>15)|0;a=e>>>(a+7|0)&1|a<<1}d=259532+(a<<2)|0;f[i+28>>2]=a;f[i+20>>2]=0;f[i+16>>2]=0;b=f[64808]|0;c=1<<a;do if(!(b&c)){f[64808]=b|c;f[d>>2]=i;f[i+24>>2]=d;f[i+12>>2]=i;f[i+8>>2]=i}else{b=e<<((a|0)==31?0:25-(a>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){a=73;break}d=c+16+(b>>>31<<2)|0;a=f[d>>2]|0;if(!a){a=72;break}else{b=b<<1;c=a}}if((a|0)==72){f[d>>2]=i;f[i+24>>2]=c;f[i+12>>2]=i;f[i+8>>2]=i;break}else if((a|0)==73){h=c+8|0;j=f[h>>2]|0;f[j+12>>2]=i;f[h>>2]=i;f[i+8>>2]=j;f[i+12>>2]=c;f[i+24>>2]=0;break}}while(0);j=(f[64815]|0)+-1|0;f[64815]=j;if(!j)a=259684;else return;while(1){a=f[a>>2]|0;if(!a)break;else a=a+8|0}f[64815]=-1;return}function aAb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!a){b=_zb(b)|0;return b|0}if(b>>>0>4294967231){b=hAb()|0;f[b>>2]=12;b=0;return b|0}c=bAb(a+-8|0,b>>>0<11?16:b+11&-8)|0;if(c|0){b=c+8|0;return b|0}c=_zb(b)|0;if(!c){b=0;return b|0}d=f[a+-4>>2]|0;d=(d&-8)-((d&3|0)==0?8:4)|0;bQb(c|0,a|0,(d>>>0<b>>>0?d:b)|0)|0;$zb(a);b=c;return b|0}function bAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;m=f[l>>2]|0;c=m&-8;i=a+c|0;if(!(m&3)){if(b>>>0<256){a=0;return a|0}if(c>>>0>=(b+4|0)>>>0)if((c-b|0)>>>0<=f[64927]<<1>>>0)return a|0;a=0;return a|0}if(c>>>0>=b>>>0){c=c-b|0;if(c>>>0<=15)return a|0;k=a+b|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|3;m=i+4|0;f[m>>2]=f[m>>2]|1;cAb(k,c);return a|0}if((f[64813]|0)==(i|0)){k=(f[64810]|0)+c|0;c=k-b|0;d=a+b|0;if(k>>>0<=b>>>0){a=0;return a|0}f[l>>2]=m&1|b|2;f[d+4>>2]=c|1;f[64813]=d;f[64810]=c;return a|0}if((f[64812]|0)==(i|0)){d=(f[64809]|0)+c|0;if(d>>>0<b>>>0){a=0;return a|0}c=d-b|0;if(c>>>0>15){k=a+b|0;d=a+d|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|1;f[d>>2]=c;d=d+4|0;f[d>>2]=f[d>>2]&-2;d=k}else{f[l>>2]=m&1|d|2;d=a+d+4|0;f[d>>2]=f[d>>2]|1;d=0;c=0}f[64809]=c;f[64812]=d;return a|0}d=f[i+4>>2]|0;if(d&2|0){a=0;return a|0}j=(d&-8)+c|0;if(j>>>0<b>>>0){a=0;return a|0}k=j-b|0;e=d>>>3;do if(d>>>0<256){d=f[i+8>>2]|0;c=f[i+12>>2]|0;if((c|0)==(d|0)){f[64807]=f[64807]&~(1<<e);break}else{f[d+12>>2]=c;f[c+8>>2]=d;break}}else{h=f[i+24>>2]|0;c=f[i+12>>2]|0;do if((c|0)==(i|0)){e=i+16|0;d=e+4|0;c=f[d>>2]|0;if(!c){c=f[e>>2]|0;if(!c){e=0;break}else g=e}else g=d;while(1){e=c+20|0;d=f[e>>2]|0;if(d|0){c=d;g=e;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0;e=c}else{e=f[i+8>>2]|0;f[e+12>>2]=c;f[c+8>>2]=e;e=c}while(0);if(h|0){c=f[i+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(i|0)){f[d>>2]=e;if(!e){f[64808]=f[64808]&~(1<<c);break}}else{f[h+16+(((f[h+16>>2]|0)!=(i|0)&1)<<2)>>2]=e;if(!e)break}f[e+24>>2]=h;c=i+16|0;d=f[c>>2]|0;if(d|0){f[e+16>>2]=d;f[d+24>>2]=e}c=f[c+4>>2]|0;if(c|0){f[e+20>>2]=c;f[c+24>>2]=e}}}while(0);if(k>>>0<16){f[l>>2]=j|m&1|2;m=a+j+4|0;f[m>>2]=f[m>>2]|1;return a|0}else{i=a+b|0;f[l>>2]=m&1|b|2;f[i+4>>2]=k|3;m=a+j+4|0;f[m>>2]=f[m>>2]|1;cAb(i,k);return a|0}return 0}function cAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+b|0;c=f[a+4>>2]|0;do if(!(c&1)){e=f[a>>2]|0;if(!(c&3))return;h=a+(0-e)|0;b=e+b|0;if((f[64812]|0)==(h|0)){a=i+4|0;c=f[a>>2]|0;if((c&3|0)!=3)break;f[64809]=b;f[a>>2]=c&-2;f[h+4>>2]=b|1;f[i>>2]=b;return}d=e>>>3;if(e>>>0<256){a=f[h+8>>2]|0;c=f[h+12>>2]|0;if((c|0)==(a|0)){f[64807]=f[64807]&~(1<<d);break}else{f[a+12>>2]=c;f[c+8>>2]=a;break}}g=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){d=h+16|0;c=d+4|0;a=f[c>>2]|0;if(!a){a=f[d>>2]|0;if(!a){a=0;break}else c=d}while(1){d=a+20|0;e=f[d>>2]|0;if(e|0){a=e;c=d;continue}d=a+16|0;e=f[d>>2]|0;if(!e)break;else{a=e;c=d}}f[c>>2]=0}else{e=f[h+8>>2]|0;f[e+12>>2]=a;f[a+8>>2]=e}while(0);if(g){c=f[h+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(h|0)){f[d>>2]=a;if(!a){f[64808]=f[64808]&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a)break}f[a+24>>2]=g;c=h+16|0;d=f[c>>2]|0;if(d|0){f[a+16>>2]=d;f[d+24>>2]=a}c=f[c+4>>2]|0;if(c){f[a+20>>2]=c;f[c+24>>2]=a}}}else h=a;while(0);a=i+4|0;d=f[a>>2]|0;if(!(d&2)){if((f[64813]|0)==(i|0)){i=(f[64810]|0)+b|0;f[64810]=i;f[64813]=h;f[h+4>>2]=i|1;if((h|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(i|0)){i=(f[64809]|0)+b|0;f[64809]=i;f[64812]=h;f[h+4>>2]=i|1;f[h+i>>2]=i;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){a=f[i+8>>2]|0;b=f[i+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);break}else{f[a+12>>2]=b;f[b+8>>2]=a;break}}else{g=f[i+24>>2]|0;b=f[i+12>>2]|0;do if((b|0)==(i|0)){c=i+16|0;a=c+4|0;b=f[a>>2]|0;if(!b){b=f[c>>2]|0;if(!b){c=0;break}else a=c}while(1){c=b+20|0;d=f[c>>2]|0;if(d|0){b=d;a=c;continue}c=b+16|0;d=f[c>>2]|0;if(!d)break;else{b=d;a=c}}f[a>>2]=0;c=b}else{c=f[i+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);if(g|0){b=f[i+28>>2]|0;a=259532+(b<<2)|0;if((f[a>>2]|0)==(i|0)){f[a>>2]=c;if(!c){f[64808]=f[64808]&~(1<<b);break}}else{f[g+16+(((f[g+16>>2]|0)!=(i|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=g;b=i+16|0;a=f[b>>2]|0;if(a|0){f[c+16>>2]=a;f[a+24>>2]=c}b=f[b+4>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}}while(0);f[h+4>>2]=e|1;f[h+e>>2]=e;if((h|0)==(f[64812]|0)){f[64809]=e;return}}else{f[a>>2]=d&-2;f[h+4>>2]=b|1;f[h+b>>2]=b;e=b}b=e>>>3;if(e>>>0<256){c=259268+(b<<1<<2)|0;a=f[64807]|0;b=1<<b;if(!(a&b)){f[64807]=a|b;b=c;a=c+8|0}else{a=c+8|0;b=f[a>>2]|0}f[a>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=c;return}b=e>>>8;if(!b)b=0;else if(e>>>0>16777215)b=31;else{g=(b+1048320|0)>>>16&8;i=b<<g;d=(i+520192|0)>>>16&4;i=i<<d;b=(i+245760|0)>>>16&2;b=14-(d|g|b)+(i<<b>>>15)|0;b=e>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[h+20>>2]=0;f[h+16>>2]=0;a=f[64808]|0;c=1<<b;if(!(a&c)){f[64808]=a|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;return}a=e<<((b|0)==31?0:25-(b>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){b=69;break}d=c+16+(a>>>31<<2)|0;b=f[d>>2]|0;if(!b){b=68;break}else{a=a<<1;c=b}}if((b|0)==68){f[d>>2]=h;f[h+24>>2]=c;f[h+12>>2]=h;f[h+8>>2]=h;return}else if((b|0)==69){g=c+8|0;i=f[g>>2]|0;f[i+12>>2]=h;f[g>>2]=h;f[h+8>>2]=i;f[h+12>>2]=c;f[h+24>>2]=0;return}}function dAb(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;a=iAb(f[a+60>>2]|0)|0;f[c>>2]=a;a=gAb(Fc(6,c|0)|0)|0;u=b;return a|0}function eAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;k=m+16|0;g=m;e=m+32|0;i=a+28|0;d=f[i>>2]|0;f[e>>2]=d;j=a+20|0;d=(f[j>>2]|0)-d|0;f[e+4>>2]=d;f[e+8>>2]=b;f[e+12>>2]=c;d=d+c|0;h=a+60|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;f[g+8>>2]=2;g=gAb(Bc(146,g|0)|0)|0;a:do if((d|0)==(g|0))l=3;else{b=2;while(1){if((g|0)<0)break;d=d-g|0;o=f[e+4>>2]|0;n=g>>>0>o>>>0;e=n?e+8|0:e;b=b+(n<<31>>31)|0;o=g-(n?o:0)|0;f[e>>2]=(f[e>>2]|0)+o;n=e+4|0;f[n>>2]=(f[n>>2]|0)-o;f[k>>2]=f[h>>2];f[k+4>>2]=e;f[k+8>>2]=b;g=gAb(Bc(146,k|0)|0)|0;if((d|0)==(g|0)){l=3;break a}}f[a+16>>2]=0;f[i>>2]=0;f[j>>2]=0;f[a>>2]=f[a>>2]|32;if((b|0)==2)c=0;else c=c-(f[e+4>>2]|0)|0}while(0);if((l|0)==3){o=f[a+44>>2]|0;f[a+16>>2]=o+(f[a+48>>2]|0);f[i>>2]=o;f[j>>2]=o}u=m;return c|0}function fAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;g=e;d=e+20|0;f[g>>2]=f[a+60>>2];f[g+4>>2]=0;f[g+8>>2]=b;f[g+12>>2]=d;f[g+16>>2]=c;if((gAb(zc(140,g|0)|0)|0)<0){f[d>>2]=-1;a=-1}else a=f[d>>2]|0;u=e;return a|0}function gAb(a){a=a|0;var b=0;if(a>>>0>4294963200){b=hAb()|0;f[b>>2]=0-a;a=-1}return a|0}function hAb(){return 259748}function iAb(a){a=a|0;return a|0}function jAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+32|0;e=g;f[a+36>>2]=135;if(!(f[a>>2]&64)){f[e>>2]=f[a+60>>2];f[e+4>>2]=21523;f[e+8>>2]=g+16;if(Ec(54,e|0)|0)b[a+75>>0]=-1}e=eAb(a,c,d)|0;u=g;return e|0}function kAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;e=k;i=k+16|0;f[i>>2]=c;g=i+4|0;j=a+48|0;l=f[j>>2]|0;f[g>>2]=d-((l|0)!=0&1);h=a+44|0;f[i+8>>2]=f[h>>2];f[i+12>>2]=l;f[e>>2]=f[a+60>>2];f[e+4>>2]=i;f[e+8>>2]=2;e=gAb(Ac(145,e|0)|0)|0;if((e|0)<1)f[a>>2]=f[a>>2]|e&48^16;else{i=f[g>>2]|0;if(e>>>0>i>>>0){g=f[h>>2]|0;h=a+4|0;f[h>>2]=g;f[a+8>>2]=g+(e-i);if(!(f[j>>2]|0))e=d;else{f[h>>2]=g+1;b[c+(d+-1)>>0]=b[g>>0]|0;e=d}}}u=k;return e|0}function lAb(a){a=a|0;var b=0;b=(mAb(a)|0)==0;return (b?a:a|32)|0}function mAb(a){a=a|0;return (a+-65|0)>>>0<26|0}function nAb(a){a=a|0;var b=0;b=a;while(1)if(!(f[b>>2]|0))break;else b=b+4|0;return b-a>>2|0}function oAb(a,c){a=a|0;c=c|0;var d=0,e=0;d=b[a>>0]|0;e=b[c>>0]|0;if(d<<24>>24==0?1:d<<24>>24!=e<<24>>24)a=e;else{do{a=a+1|0;c=c+1|0;d=b[a>>0]|0;e=b[c>>0]|0}while(!(d<<24>>24==0?1:d<<24>>24!=e<<24>>24));a=e}return (d&255)-(a&255)|0}function pAb(a){a=a|0;var c=0,d=0,e=0;e=a;a:do if(!(e&3))d=4;else{c=e;while(1){if(!(b[a>>0]|0)){a=c;break a}a=a+1|0;c=a;if(!(c&3)){d=4;break}}}while(0);if((d|0)==4){while(1){c=f[a>>2]|0;if(!((c&-2139062144^-2139062144)&c+-16843009))a=a+4|0;else break}if((c&255)<<24>>24)do a=a+1|0;while((b[a>>0]|0)!=0)}return a-e|0}function qAb(){return 43664}function rAb(a){a=a|0;return (a+-97|0)>>>0<26|0}function sAb(a){a=a|0;var b=0;b=(rAb(a)|0)==0;return (b?a:a&95)|0}function tAb(a,b){a=a|0;b=b|0;return uAb(a)|0}function uAb(a){a=a|0;return (a+-48|0)>>>0<10|0}function vAb(a,b,c){a=a|0;b=b|0;c=c|0;c=wAb(a,b,c,-1,0)|0;return c|0}function wAb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+128|0;h=j;f[h>>2]=0;i=h+4|0;f[i>>2]=a;f[h+44>>2]=a;g=h+8|0;f[g>>2]=(a|0)<0?-1:a+2147483647|0;f[h+76>>2]=-1;xAb(h,0);c=yAb(h,c,1,d,e)|0;if(b|0)f[b>>2]=a+((f[i>>2]|0)+(f[h+108>>2]|0)-(f[g>>2]|0));u=j;return c|0}function xAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a+104>>2]=b;c=f[a+8>>2]|0;d=f[a+4>>2]|0;e=c-d|0;f[a+108>>2]=e;f[a+100>>2]=(b|0)!=0&(e|0)>(b|0)?d+b|0:c;return}function yAb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a:do if(c>>>0>36){g=hAb()|0;f[g>>2]=22;g=0;e=0}else{r=a+4|0;q=a+100|0;do{i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);b:do switch(i|0){case 43:case 45:{i=((i|0)==45)<<31>>31;j=f[r>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){f[r>>2]=j+1;p=i;i=h[j>>0]|0;break b}else{p=i;i=zAb(a)|0;break b}}default:p=0}while(0);j=(c|0)==0;do if((c|16|0)==16&(i|0)==48){i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|32|0)!=120)if(j){c=8;n=46;break}else{n=32;break}i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((h[249375+i>>0]|0)>15){e=(f[q>>2]|0)==0;if(!e)f[r>>2]=(f[r>>2]|0)+-1;if(!d){xAb(a,0);g=0;e=0;break a}if(e){g=0;e=0;break a}f[r>>2]=(f[r>>2]|0)+-1;g=0;e=0;break a}else{c=16;n=46}}else{c=j?10:c;if(c>>>0>(h[249375+i>>0]|0)>>>0)n=32;else{if(f[q>>2]|0)f[r>>2]=(f[r>>2]|0)+-1;xAb(a,0);g=hAb()|0;f[g>>2]=22;g=0;e=0;break a}}while(0);c:do if((n|0)==32)if((c|0)==10){c=i+-48|0;if(c>>>0<10){i=0;j=c;do{i=(i*10|0)+j|0;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;j=c+-48|0}while(j>>>0<10&i>>>0<429496729);d=0}else{c=i;i=0;d=0}k=c+-48|0;if(k>>>0<10){j=c;do{c=WPb(i|0,d|0,10,0)|0;l=I;m=((k|0)<0)<<31>>31;o=~m;if(l>>>0>o>>>0|(l|0)==(o|0)&c>>>0>~k>>>0){c=10;n=72;break c}i=QPb(c|0,l|0,k|0,m|0)|0;d=I;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;j=h[c>>0]|0}else 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i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+64|0;B=F+16|0;C=F;z=F+24|0;D=F+8|0;E=F+20|0;f[B>>2]=c;w=(a|0)!=0;x=z+40|0;y=x;z=z+39|0;A=D+4|0;i=0;c=0;k=0;a:while(1){do if((c|0)>-1)if((i|0)>(2147483647-c|0)){c=hAb()|0;f[c>>2]=75;c=-1;break}else{c=i+c|0;break}while(0);q=f[B>>2]|0;i=b[q>>0]|0;if(!(i<<24>>24)){v=88;break}else j=q;b:while(1){switch(i<<24>>24){case 37:{i=j;v=9;break b}case 0:{i=j;break b}default:{}}t=j+1|0;f[B>>2]=t;i=b[t>>0]|0;j=t}c:do if((v|0)==9)while(1){v=0;if((b[j+1>>0]|0)!=37)break c;i=i+1|0;j=j+2|0;f[B>>2]=j;if((b[j>>0]|0)!=37)break;else v=9}while(0);i=i-q|0;if(w)bBb(a,q,i);if(i|0)continue;t=(uAb(b[(f[B>>2]|0)+1>>0]|0)|0)==0;j=f[B>>2]|0;if(t){r=-1;l=k;i=1}else if((b[j+2>>0]|0)==36){r=(b[j+1>>0]|0)+-48|0;l=1;i=3}else{r=-1;l=k;i=1}i=j+i|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0;if(t>>>0>31|(1<<t&75913|0)==0)k=0;else{k=0;do{k=1<<(j<<24>>24)+-32|k;i=i+1|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0}while(!(t>>>0>31|(1<<t&75913|0)==0))}if(j<<24>>24==42){if(!(uAb(b[i+1>>0]|0)|0))v=23;else{j=f[B>>2]|0;if((b[j+2>>0]|0)==36){i=j+1|0;f[h+((b[i>>0]|0)+-48<<2)>>2]=10;i=f[g+((b[i>>0]|0)+-48<<3)>>2]|0;l=1;j=j+3|0}else v=23}if((v|0)==23){v=0;if(l|0){c=-1;break}if(w){t=(f[e>>2]|0)+(4-1)&~(4-1);i=f[t>>2]|0;f[e>>2]=t+4}else i=0;l=0;j=(f[B>>2]|0)+1|0}f[B>>2]=j;s=(i|0)<0;t=s?0-i|0:i;k=s?k|8192:k;s=l;i=j}else{i=cBb(B)|0;if((i|0)<0){c=-1;break}t=i;s=l;i=f[B>>2]|0}do if((b[i>>0]|0)==46){if((b[i+1>>0]|0)!=42){f[B>>2]=i+1;n=cBb(B)|0;i=f[B>>2]|0;break}if(uAb(b[i+2>>0]|0)|0){i=f[B>>2]|0;if((b[i+3>>0]|0)==36){n=i+2|0;f[h+((b[n>>0]|0)+-48<<2)>>2]=10;n=f[g+((b[n>>0]|0)+-48<<3)>>2]|0;i=i+4|0;f[B>>2]=i;break}}if(s|0){c=-1;break a}if(w){o=(f[e>>2]|0)+(4-1)&~(4-1);i=f[o>>2]|0;f[e>>2]=o+4}else i=0;o=(f[B>>2]|0)+2|0;f[B>>2]=o;n=i;i=o}else n=-1;while(0);o=0;while(1){if(((b[i>>0]|0)+-65|0)>>>0>57){c=-1;break a}j=i;i=i+1|0;f[B>>2]=i;j=b[(b[j>>0]|0)+-65+(249751+(o*58|0))>>0]|0;l=j&255;if((l+-1|0)>>>0>=8)break;else o=l}if(!(j<<24>>24)){c=-1;break}m=(r|0)>-1;do if(j<<24>>24==19)if(m){c=-1;break a}else v=50;else{if(m){f[h+(r<<2)>>2]=l;m=g+(r<<3)|0;r=f[m+4>>2]|0;v=C;f[v>>2]=f[m>>2];f[v+4>>2]=r;v=50;break}if(!w){c=0;break a}dBb(C,l,e);i=f[B>>2]|0}while(0);if((v|0)==50){v=0;if(!w){i=0;k=s;continue}}j=b[i+-1>>0]|0;j=(o|0)!=0&(j&15|0)==3?j&-33:j;i=k&-65537;r=(k&8192|0)==0?k:i;d:do switch(j|0){case 110:switch((o&255)<<24>>24){case 0:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 1:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 2:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}case 3:{d[f[C>>2]>>1]=c;i=0;k=s;continue a}case 4:{b[f[C>>2]>>0]=c;i=0;k=s;continue a}case 6:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 7:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}default:{i=0;k=s;continue a}}case 112:{j=120;i=n>>>0>8?n:8;k=r|8;v=62;break}case 88:case 120:{i=n;k=r;v=62;break}case 111:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;m=fBb(i,j,x)|0;k=y-m|0;o=0;l=250215;n=(r&8|0)==0|(n|0)>(k|0)?n:k+1|0;k=r;v=68;break}case 105:case 100:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;if((j|0)<0){i=RPb(0,0,i|0,j|0)|0;j=I;k=C;f[k>>2]=i;f[k+4>>2]=j;k=1;l=250215;v=67;break d}else{k=(r&2049|0)!=0&1;l=(r&2048|0)==0?((r&1|0)==0?250215:250217):250216;v=67;break d}}case 117:{j=C;k=0;l=250215;i=f[j>>2]|0;j=f[j+4>>2]|0;v=67;break}case 99:{b[z>>0]=f[C>>2];q=z;o=0;l=250215;m=x;j=1;break}case 109:{j=hAb()|0;j=hBb(f[j>>2]|0)|0;v=72;break}case 115:{j=f[C>>2]|0;j=j|0?j:250225;v=72;break}case 67:{f[D>>2]=f[C>>2];f[A>>2]=0;f[C>>2]=D;n=-1;k=D;v=76;break}case 83:{i=f[C>>2]|0;if(!n){iBb(a,32,t,0,r);i=0;v=85}else{k=i;v=76}break}case 65:case 71:case 70:case 69:case 97:case 103:case 102:case 101:{i=kBb(a,+p[C>>3],t,n,r,j)|0;k=s;continue a}default:{o=0;l=250215;m=x;j=n;i=r}}while(0);e:do if((v|0)==62){r=C;q=f[r>>2]|0;r=f[r+4>>2]|0;m=eBb(q,r,x,j&32)|0;l=(k&8|0)==0|(q|0)==0&(r|0)==0;o=l?0:2;l=l?250215:250215+(j>>4)|0;n=i;i=q;j=r;v=68}else if((v|0)==67){m=gBb(i,j,x)|0;o=k;k=r;v=68}else if((v|0)==72){v=0;r=TAb(j,0,n)|0;k=(r|0)==0;q=j;o=0;l=250215;m=k?j+n|0:r;j=k?n:r-j|0}else if((v|0)==76){v=0;m=k;i=0;j=0;while(1){l=f[m>>2]|0;if(!l)break;j=jBb(E,l)|0;if((j|0)<0|j>>>0>(n-i|0)>>>0)break;i=j+i|0;if(n>>>0>i>>>0)m=m+4|0;else break}if((j|0)<0){c=-1;break a}iBb(a,32,t,i,r);if(!i){i=0;v=85}else{l=0;while(1){j=f[k>>2]|0;if(!j){v=85;break e}j=jBb(E,j)|0;l=j+l|0;if((l|0)>(i|0)){v=85;break e}bBb(a,E,j);if(l>>>0>=i>>>0){v=85;break}else k=k+4|0}}}while(0);if((v|0)==68){v=0;j=(i|0)!=0|(j|0)!=0;i=(n|0)!=0|j;j=y-m+((j^1)&1)|0;q=i?m:x;m=x;j=i?((n|0)>(j|0)?n:j):n;i=(n|0)>-1?k&-65537:k}else if((v|0)==85){v=0;iBb(a,32,t,i,r^8192);i=(t|0)>(i|0)?t:i;k=s;continue}n=m-q|0;m=(j|0)<(n|0)?n:j;r=m+o|0;k=(t|0)<(r|0)?r:t;iBb(a,32,k,r,i);bBb(a,l,o);iBb(a,48,k,r,i^65536);iBb(a,48,m,n,0);bBb(a,q,n);iBb(a,32,k,r,i^8192);i=k;k=s}f:do if((v|0)==88)if(!a)if(!k)c=0;else{c=1;while(1){i=f[h+(c<<2)>>2]|0;if(!i)break;dBb(g+(c<<3)|0,i,e);i=c+1|0;if((c|0)<9)c=i;else{c=i;break}}if((c|0)<10)while(1){if(f[h+(c<<2)>>2]|0){c=-1;break f}if((c|0)<9)c=c+1|0;else{c=1;break}}else c=1}while(0);u=F;return c|0}function $Ab(a){a=a|0;return 0}function aBb(a){a=a|0;return}function bBb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(f[a>>2]&32))sBb(b,c,a)|0;return}function cBb(a){a=a|0;var c=0,d=0;if(!(uAb(b[f[a>>2]>>0]|0)|0))c=0;else{c=0;do{d=f[a>>2]|0;c=(c*10|0)+-48+(b[d>>0]|0)|0;d=d+1|0;f[a>>2]=d}while((uAb(b[d>>0]|0)|0)!=0)}return c|0}function dBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0;a:do if(b>>>0<=20)do switch(b|0){case 9:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;f[a>>2]=b;break a}case 10:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=((b|0)<0)<<31>>31;break a}case 11:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=0;break a}case 12:{d=(f[c>>2]|0)+(8-1)&~(8-1);b=d;e=f[b>>2]|0;b=f[b+4>>2]|0;f[c>>2]=d+8;d=a;f[d>>2]=e;f[d+4>>2]=b;break a}case 13:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&65535)<<16>>16;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 14:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&65535;f[e+4>>2]=0;break a}case 15:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&255)<<24>>24;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 16:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&255;f[e+4>>2]=0;break a}case 17:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}case 18:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}default:break a}while(0);while(0);return}function eBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=h[250263+(a&15)>>0]|0|e;a=ZPb(a|0,c|0,4)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function fBb(a,c,d){a=a|0;c=c|0;d=d|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=a&7|48;a=ZPb(a|0,c|0,3)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function gBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if(c>>>0>0|(c|0)==0&a>>>0>4294967295){while(1){e=YPb(a|0,c|0,10,0)|0;d=d+-1|0;b[d>>0]=e&255|48;e=a;a=XPb(a|0,c|0,10,0)|0;if(!(c>>>0>9|(c|0)==9&e>>>0>4294967295))break;else c=I}c=a}else c=a;if(c)while(1){d=d+-1|0;b[d>>0]=(c>>>0)%10|0|48;if(c>>>0<10)break;else c=(c>>>0)/10|0}return d|0}function hBb(a){a=a|0;var b=0;b=(qBb()|0)+188|0;return rBb(a,f[b>>2]|0)|0}function iBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0;g=u;u=u+256|0;f=g;if((c|0)>(d|0)&(e&73728|0)==0){e=c-d|0;dQb(f|0,b<<24>>24|0,(e>>>0<256?e:256)|0)|0;if(e>>>0>255){b=c-d|0;do{bBb(a,f,256);e=e+-256|0}while(e>>>0>255);e=b&255}bBb(a,f,e)}u=g;return}function 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a}else{a=a+1|0;c=c+1|0}}a=(e&255)-(f&255)|0}while(0);return a|0}function ABb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=BBb(a,b,e)|0;u=d;return c|0}function BBb(a,b,c){a=a|0;b=b|0;c=c|0;return YAb(a,2147483647,b,c)|0}function CBb(a){a=a|0;var b=0,c=0,d=0;if((f[a+76>>2]|0)<0)d=3;else if(!($Ab(a)|0))d=3;else{b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0}else b=BAb(a)|0}do if((d|0)==3){b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0;break}else{b=BAb(a)|0;break}}while(0);return b|0}function DBb(a){a=a|0;var b=0,c=0;b=EBb()|0;f[a+56>>2]=f[b>>2];c=f[b>>2]|0;if(c|0)f[c+52>>2]=a;f[b>>2]=a;FBb();return a|0}function EBb(){wc(259832);return 259840}function FBb(){Hc(259832);return}function GBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;k=n+8|0;l=n;j=f[b>>2]|0;f[l>>2]=j;m=(a|0)!=0;h=m?d:256;a=m?a:k;g=j;a:do 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if(d){e=d;while(1){i=b[g>>0]|0;if(!(i<<24>>24))break;g=g+1|0;f[a>>2]=i<<24>>24&57343;e=e+-1|0;if(!e)break b;else a=a+4|0}f[a>>2]=0;f[c>>2]=0;d=d-e|0;l=59;break a}while(0);f[c>>2]=g;l=59}while(0);c:while(1){d:do if((l|0)==14){while(1){i=b[g>>0]|0;if(((i&255)+-1|0)>>>0<127)if(!(g&3)){l=f[g>>2]|0;i=l&255;if(!((l+-16843009|l)&-2139062144)){do{g=g+4|0;e=e+-4|0;i=f[g>>2]|0}while(!((i+-16843009|i)&-2139062144|0));i=i&255}}i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;e=e+-1|0}i=i+-194|0;if(i>>>0>50)l=53;else{i=f[43460+(i<<2)>>2]|0;j=g+1|0;l=25;continue c}}else if((l|0)==15){e:do if(e){while(1){i=b[g>>0]|0;do if(((i&255)+-1|0)>>>0<127)if(e>>>0>4&(g&3|0)==0){while(1){i=f[g>>2]|0;if((i+-16843009|i)&-2139062144|0){l=38;break}f[a>>2]=i&255;f[a+4>>2]=h[g+1>>0];f[a+8>>2]=h[g+2>>0];j=g+4|0;i=a+16|0;f[a+12>>2]=h[g+3>>0];e=e+-4|0;if(e>>>0>4){a=i;g=j}else{l=37;break}}if((l|0)==37){a=i;g=j;i=b[j>>0]|0;break}else if((l|0)==38){i=i&255;break}}while(0);i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;f[a>>2]=i;e=e+-1|0;if(!e)break e;else a=a+4|0}i=i+-194|0;if(i>>>0>50){l=53;break d}i=f[43460+(i<<2)>>2]|0;k=e;j=g+1|0;l=43;continue c}while(0);f[c>>2]=g;l=59;continue c}else if((l|0)==25){l=(h[j>>0]|0)>>>3;if((l+-16|l+(i>>26))>>>0>7){g=j;l=52}else{g=j+1|0;if(i&33554432){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+2|0;if(i&524288){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+3|0}}e=e+-1|0;l=14;continue c}}else if((l|0)==43){l=0;e=h[j>>0]|0;g=e>>>3;if((g+-16|g+(i>>26))>>>0>7){g=j;e=k;l=52}else{g=j+1|0;e=e+-128|i<<6;do if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}g=j+2|0;e=i|e<<6;if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}else{g=j+3|0;e=i|e<<6;break}}}while(0);f[a>>2]=e;a=a+4|0;e=k+-1|0;l=15;continue c}}else if((l|0)==59)return d|0;while(0);if((l|0)==52){l=0;g=g+-1|0;if(!i)l=53;else d=a}if((l|0)==53)if(!(b[g>>0]|0)){if(a|0){f[a>>2]=0;f[c>>2]=0}d=d-e|0;l=59;continue}else d=a;l=hAb()|0;f[l>>2]=84;if(!d){d=-1;l=59;continue}f[c>>2]=g;d=-1;l=59}return 0}function IBb(){return qAb()|0}function JBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=X(d,c)|0;d=(c|0)==0?0:d;if((f[e+76>>2]|0)>-1)j=$Ab(e)|0;else j=0;g=e+74|0;h=b[g>>0]|0;b[g>>0]=h+255|h;g=e+4|0;h=f[g>>2]|0;i=(f[e+8>>2]|0)-h|0;if((i|0)>0){i=i>>>0<k>>>0?i:k;bQb(a|0,h|0,i|0)|0;f[g>>2]=(f[g>>2]|0)+i;g=k-i|0;a=a+i|0}else g=k;a:do if(!g)l=13;else{i=e+32|0;while(1){if(CAb(e)|0)break;h=Sg[f[i>>2]&255](e,a,g)|0;if((h+1|0)>>>0<2)break;g=g-h|0;if(!g){l=13;break a}else a=a+h|0}if(j|0)aBb(e);d=((k-g|0)>>>0)/(c>>>0)|0}while(0);if((l|0)==13)if(j)aBb(e);return d|0}function KBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;if((f[a+76>>2]|0)>-1){d=($Ab(a)|0)==0;b=LBb(a,b,c)|0;if(!d)aBb(a)}else b=LBb(a,b,c)|0;return b|0}function LBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;if((c|0)==1)b=b-(f[a+8>>2]|0)+(f[a+4>>2]|0)|0;d=a+20|0;e=a+28|0;if((f[d>>2]|0)>>>0>(f[e>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[d>>2]|0))b=-1;else g=5}else g=5;if((g|0)==5){f[a+16>>2]=0;f[e>>2]=0;f[d>>2]=0;if((Sg[f[a+40>>2]&255](a,b,c)|0)<0)b=-1;else{f[a+8>>2]=0;f[a+4>>2]=0;f[a>>2]=f[a>>2]&-17;b=0}}return b|0}function MBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if((f[a+76>>2]|0)>-1)e=$Ab(a)|0;else e=0;NBb(a);g=(f[a>>2]&1|0)!=0;if(!g){d=EBb()|0;c=f[a+52>>2]|0;b=a+56|0;if(c|0)f[c+56>>2]=f[b>>2];b=f[b>>2]|0;if(b|0)f[b+52>>2]=c;if((f[d>>2]|0)==(a|0))f[d>>2]=b;FBb()}b=OBb(a)|0;b=Pg[f[a+12>>2]&1023](a)|0|b;c=f[a+92>>2]|0;if(c|0)$zb(c);if(g){if(e|0)aBb(a)}else $zb(a);return b|0}function NBb(a){a=a|0;var b=0;if(f[a+68>>2]|0){b=f[a+116>>2]|0;a=a+112|0;if(b|0)f[b+112>>2]=f[a>>2];a=f[a>>2]|0;if(!a)a=(QBb()|0)+232|0;else a=a+116|0;f[a>>2]=b}return}function OBb(a){a=a|0;var b=0,c=0;do if(!a){if(!(f[10832]|0))b=0;else b=OBb(f[10832]|0)|0;a=EBb()|0;a=f[a>>2]|0;if(a)do{if((f[a+76>>2]|0)>-1)c=$Ab(a)|0;else c=0;if((f[a+20>>2]|0)>>>0>(f[a+28>>2]|0)>>>0)b=PBb(a)|0|b;if(c|0)aBb(a);a=f[a+56>>2]|0}while((a|0)!=0);FBb()}else{if((f[a+76>>2]|0)<=-1){b=PBb(a)|0;break}c=($Ab(a)|0)==0;b=PBb(a)|0;if(!c)aBb(a)}while(0);return b|0}function PBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+20|0;h=a+28|0;if((f[g>>2]|0)>>>0>(f[h>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[g>>2]|0))b=-1;else c=3}else c=3;if((c|0)==3){b=a+4|0;c=f[b>>2]|0;d=a+8|0;e=f[d>>2]|0;if(c>>>0<e>>>0)Sg[f[a+40>>2]&255](a,c-e|0,1)|0;f[a+16>>2]=0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=0;f[b>>2]=0;b=0}return b|0}function QBb(){return qAb()|0}function RBb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+64|0;j=k+40|0;h=k+24|0;g=k+16|0;e=k;i=k+56|0;if(!(SAb(252186,b[c>>0]|0)|0)){d=hAb()|0;f[d>>2]=22;d=0}else{d=_zb(1156)|0;if(!d)d=0;else{dQb(d|0,0,124)|0;if(!(SAb(c,43)|0))f[d>>2]=(b[c>>0]|0)==114?8:4;if(SAb(c,101)|0){f[e>>2]=a;f[e+4>>2]=2;f[e+8>>2]=1;Cc(221,e|0)|0}if((b[c>>0]|0)==97){f[g>>2]=a;f[g+4>>2]=3;c=Cc(221,g|0)|0;if(!(c&1024)){f[h>>2]=a;f[h+4>>2]=4;f[h+8>>2]=c|1024;Cc(221,h|0)|0}e=f[d>>2]|128;f[d>>2]=e}else e=f[d>>2]|0;f[d+60>>2]=a;f[d+44>>2]=d+132;f[d+48>>2]=1024;c=d+75|0;b[c>>0]=-1;if(!(e&8)){f[j>>2]=a;f[j+4>>2]=21523;f[j+8>>2]=i;if(!(Ec(54,j|0)|0))b[c>>0]=10}f[d+32>>2]=138;f[d+36>>2]=135;f[d+40>>2]=136;f[d+12>>2]=553;if(!(f[64939]|0))f[d+76>>2]=-1;DBb(d)|0}}u=k;return d|0}function SBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0;L=u;u=u+288|0;E=L+8|0;F=L+17|0;G=L;H=L+16|0;if((f[a+76>>2]|0)>-1)K=$Ab(a)|0;else K=0;e=b[c>>0]|0;a:do if(!(e<<24>>24))c=0;else{y=a+4|0;z=a+100|0;A=a+108|0;B=a+8|0;C=F+10|0;D=F+33|0;x=E+4|0;m=c;t=0;c=0;g=0;i=e;e=0;b:while(1){c:do if(!(AAb(i&255)|0)){i=(b[m>>0]|0)==37;d:do if(i){j=m+1|0;k=b[j>>0]|0;e:do switch(k<<24>>24){case 37:break d;case 42:{w=0;j=m+2|0;break}default:{if(uAb(k&255)|0)if((b[m+2>>0]|0)==36){w=TBb(d,(h[j>>0]|0)+-48|0)|0;j=m+3|0;break e}v=(f[d>>2]|0)+(4-1)&~(4-1);w=f[v>>2]|0;f[d>>2]=v+4}}while(0);if(!(uAb(h[j>>0]|0)|0))r=0;else{i=0;do{i=(i*10|0)+-48+(h[j>>0]|0)|0;j=j+1|0}while((uAb(h[j>>0]|0)|0)!=0);r=i}m=b[j>>0]|0;k=j+1|0;if(m<<24>>24==109){i=(w|0)!=0&1;g=0;j=k;m=b[k>>0]|0;e=0}else i=0;k=j+1|0;switch(m<<24>>24){case 104:{v=(b[k>>0]|0)==104;m=v?-2:-1;j=v?j+2|0:k;break}case 108:{v=(b[k>>0]|0)==108;m=v?3:1;j=v?j+2|0:k;break}case 106:{m=3;j=k;break}case 116:case 122:{m=1;j=k;break}case 76:{m=2;j=k;break}case 110:case 112:case 67:case 83:case 91:case 99:case 115:case 88:case 71:case 70:case 69:case 65:case 103:case 102:case 101:case 97:case 120:case 117:case 111:case 105:case 100:{m=0;break}default:{J=136;break b}}q=h[j>>0]|0;s=(q&47|0)==3;q=s?q|32:q;s=s?1:m;o=q&255;switch(o<<24>>24){case 99:{r=(r|0)>1?r:1;break}case 91:break;case 110:{UBb(w,s,t,((t|0)<0)<<31>>31);k=t;break c}default:{xAb(a,0);do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0}while((AAb(k)|0)!=0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}t=(f[A>>2]|0)+t+k-(f[B>>2]|0)|0}}xAb(a,r);m=f[y>>2]|0;k=f[z>>2]|0;if(m>>>0<k>>>0)f[y>>2]=m+1;else{if((zAb(a)|0)<0){J=136;break b}k=f[z>>2]|0}if(k|0)f[y>>2]=(f[y>>2]|0)+-1;f:do switch(o<<24>>24){case 91:case 99:case 115:{v=(q|0)==99;g:do if((q|16|0)==115){dQb(F|0,-1,257)|0;b[F>>0]=0;if((q|0)==115){b[D>>0]=0;b[C>>0]=0;b[C+1>>0]=0;b[C+2>>0]=0;b[C+3>>0]=0;b[C+4>>0]=0}}else{k=j+1|0;o=(b[k>>0]|0)==94;q=o&1;j=o?j+2|0:k;dQb(F|0,q|0,257)|0;b[F>>0]=0;k=b[j>>0]|0;switch(k<<24>>24){case 45:{k=46;J=65;break}case 93:{k=94;J=65;break}default:{}}while(1){if((J|0)==65){J=0;b[F+k>>0]=q^1;k=j+1|0;j=k;k=b[k>>0]|0}h:do switch(k<<24>>24){case 0:{J=136;break b}case 93:break g;case 45:{o=j+1|0;k=b[o>>0]|0;switch(k<<24>>24){case 93:case 0:{k=45;break h}default:{}}j=b[j+-1>>0]|0;if((j&255)<(k&255)){m=(q^1)&255;j=j&255;do{j=j+1|0;b[F+j>>0]=m;k=b[o>>0]|0}while((j|0)<(k&255|0));j=o}else j=o;break}default:{}}while(0);k=(k&255)+1|0;J=65}}while(0);k=v?r+1|0:31;q=(s|0)==1;s=(i|0)!=0;i:do if(q){if(s){e=_zb(k<<2)|0;if(!e){g=0;e=0;J=136;break b}}else e=w;f[E>>2]=0;f[x>>2]=0;o=k;g=0;j:while(1){m=(e|0)==0;do{k:while(1){k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0))break j;b[H>>0]=k;switch(xBb(G,H,1,E)|0){case -1:{g=0;J=136;break b}case -2:break;default:break k}}if(!m){f[e+(g<<2)>>2]=f[G>>2];g=g+1|0}}while(!(s&(g|0)==(o|0)));g=o<<1|1;k=aAb(e,g<<2)|0;if(!k){g=0;J=136;break b}else{m=o;o=g;e=k;g=m}}if(!(VBb(E)|0)){g=0;J=136;break b}else{o=g;g=0;m=e}}else{if(s){g=_zb(k)|0;if(!g){g=0;e=0;J=136;break b}else{m=k;e=0}while(1){do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0)){o=e;m=0;e=0;break i}b[g+e>>0]=k;e=e+1|0}while((e|0)!=(m|0));e=m<<1|1;k=aAb(g,e)|0;if(!k){e=0;J=136;break b}else{o=m;m=e;g=k;e=o}}}if(!w)while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=0;g=0;m=0;e=0;break i}}else g=0;while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=g;g=w;m=0;e=0;break i}b[w+g>>0]=e;g=g+1|0}}while(0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}k=k-(f[B>>2]|0)+(f[A>>2]|0)|0;if(!k)break b;if(!((k|0)==(r|0)|v^1))break b;do if(s)if(q){f[w>>2]=m;break}else{f[w>>2]=g;break}while(0);if(!v){if(m|0)f[m+(o<<2)>>2]=0;if(!g){g=0;break f}b[g+o>>0]=0}break}case 120:case 88:case 112:{k=16;J=124;break}case 111:{k=8;J=124;break}case 117:case 100:{k=10;J=124;break}case 105:{k=0;J=124;break}case 71:case 103:case 70:case 102:case 69:case 101:case 65:case 97:{l=+WBb(a,s,0);if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if(w)switch(s|0){case 0:{n[w>>2]=l;break f}case 1:{p[w>>3]=l;break f}case 2:{p[w>>3]=l;break f}default:break f}break}default:{}}while(0);do if((J|0)==124){J=0;k=yAb(a,k,0,-1,-1)|0;if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if((w|0)!=0&(q|0)==112){f[w>>2]=k;break}else{UBb(w,s,k,I);break}}while(0);c=c+((w|0)!=0&1)|0;k=(f[A>>2]|0)+t+(f[y>>2]|0)-(f[B>>2]|0)|0;break c}while(0);j=m+(i&1)|0;xAb(a,0);i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|0)!=(h[j>>0]|0)){J=22;break b}k=t+1|0}else{j=m;while(1){i=j+1|0;if(!(AAb(h[i>>0]|0)|0))break;else j=i}xAb(a,0);do{i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);if(!(f[z>>2]|0))i=f[y>>2]|0;else{i=(f[y>>2]|0)+-1|0;f[y>>2]=i}k=(f[A>>2]|0)+t+i-(f[B>>2]|0)|0}while(0);m=j+1|0;i=b[m>>0]|0;if(!(i<<24>>24))break a;else t=k}if((J|0)==22){if(f[z>>2]|0)f[y>>2]=(f[y>>2]|0)+-1;if((c|0)!=0|(i|0)>-1)break;else{c=0;J=137}}else if((J|0)==136)if(!c){c=i;J=137}if((J|0)==137){i=c;c=-1}if(i){$zb(g);$zb(e)}}while(0);if(K|0)aBb(a);u=L;return c|0}function TBb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;f[c>>2]=f[a>>2];while(1){e=(f[c>>2]|0)+(4-1)&~(4-1);a=f[e>>2]|0;f[c>>2]=e+4;if(b>>>0>1)b=b+-1|0;else break}u=d;return a|0}function UBb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;a:do if(a|0)switch(c|0){case -2:{b[a>>0]=e;break a}case -1:{d[a>>1]=e;break a}case 0:{f[a>>2]=e;break a}case 1:{f[a>>2]=e;break a}case 3:{c=a;f[c>>2]=e;f[c+4>>2]=g;break a}default:break a}while(0);return}function VBb(a){a=a|0;if(!a)a=1;else a=(f[a>>2]|0)==0&1;return a|0}function WBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;switch(c|0){case 0:{l=-149;m=24;j=4;break}case 1:{l=-1074;m=53;j=4;break}case 2:{l=-1074;m=53;j=4;break}default:e=0.0}a:do if((j|0)==4){o=a+4|0;n=a+100|0;do{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0}while((AAb(c)|0)!=0);b:do switch(c|0){case 43:case 45:{i=1-(((c|0)==45&1)<<1)|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;g=h[c>>0]|0;break b}else{g=zAb(a)|0;break b}}default:{g=c;i=1}}while(0);c=0;do{if((g|32|0)!=(b[252173+c>>0]|0))break;do if(c>>>0<7){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<8);c:do switch(c|0){case 8:break;case 3:{j=23;break}default:{k=(d|0)!=0;if(k&c>>>0>3)if((c|0)==8)break c;else{j=23;break c}d:do if(!c){c=0;do{if((g|32|0)!=(b[252182+c>>0]|0))break d;do if(c>>>0<2){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<3)}while(0);switch(c|0){case 3:{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|0)==40)c=1;else{if(!(f[n>>2]|0)){e=B;break a}f[o>>2]=(f[o>>2]|0)+-1;e=B;break a}while(1){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0}else g=zAb(a)|0;if(!((g+-48|0)>>>0<10|(g+-65|0)>>>0<26))if(!((g|0)==95|(g+-97|0)>>>0<26))break;c=c+1|0}if((g|0)==41){e=B;break a}g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!k){o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}if(!c){e=B;break a}while(1){c=c+-1|0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!c){e=B;break a}}}case 0:{if((g|0)==48){c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|32|0)==120){e=+XBb(a,m,l,i,d);break a}if(!(f[n>>2]|0))c=48;else{f[o>>2]=(f[o>>2]|0)+-1;c=48}}else c=g;e=+YBb(a,c,m,l,i,d);break a}default:{if(f[n>>2]|0)f[o>>2]=(f[o>>2]|0)+-1;o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}}}}while(0);if((j|0)==23){g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if((d|0)!=0&c>>>0>3)do{if(!g)f[o>>2]=(f[o>>2]|0)+-1;c=c+-1|0}while(c>>>0>3)}e=+(i|0)*C}while(0);return +e}function XBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0.0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=a+4|0;i=f[y>>2]|0;x=a+100|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=0}else{j=zAb(a)|0;l=0}a:while(1){switch(j|0){case 46:{w=8;break a}case 48:break;default:{s=0;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0;break a}}i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=1;continue}else{j=zAb(a)|0;l=1;continue}}if((w|0)==8){i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0}else j=zAb(a)|0;if((j|0)==48){l=0;j=0;do{i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;m=h[i>>0]|0}else m=zAb(a)|0;l=QPb(l|0,j|0,-1,-1)|0;j=I}while((m|0)==48);s=1;n=0;o=1.0;g=0.0;i=0;t=1;v=0;u=0}else{s=1;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0}}while(1){q=m+-48|0;p=m|32;if(q>>>0<10)w=20;else{r=(m|0)==46;if(!(r|(p+-97|0)>>>0<6))break;if(r)if(!s){s=1;k=o;r=t;l=u;j=v;q=u;p=v}else{m=46;break}else w=20}if((w|0)==20){w=0;m=(m|0)>57?p+-87|0:q;do if((v|0)<0|(v|0)==0&u>>>0<8){k=o;i=m+(i<<4)|0}else if((v|0)<0|(v|0)==0&u>>>0<14){o=o*.0625;k=o;g=g+o*+(m|0);break}else{t=(n|0)!=0|(m|0)==0;n=t?n:1;k=o;g=t?g:g+o*.5;break}while(0);q=QPb(u|0,v|0,1,0)|0;r=1;p=I}m=f[y>>2]|0;if(m>>>0<(f[x>>2]|0)>>>0){f[y>>2]=m+1;o=k;m=h[m>>0]|0;t=r;v=p;u=q;continue}else{o=k;m=zAb(a)|0;t=r;v=p;u=q;continue}}do if(!t){i=(f[x>>2]|0)==0;if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!e)xAb(a,0);else{if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!((s|0)==0|i))f[y>>2]=(f[y>>2]|0)+-1}g=+(d|0)*0.0}else{p=(s|0)==0;q=p?u:l;p=p?v:j;if((v|0)<0|(v|0)==0&u>>>0<8){l=u;j=v;while(1){i=i<<4;w=l;l=QPb(l|0,j|0,1,0)|0;if(!((j|0)<0|(j|0)==0&w>>>0<7)){n=i;break}else j=I}}else n=i;if((m|32|0)==112){j=ZBb(a,e)|0;i=I;if((j|0)==0&(i|0)==-2147483648){if(!e){xAb(a,0);g=0.0;break}if(!(f[x>>2]|0)){j=0;i=0}else{f[y>>2]=(f[y>>2]|0)+-1;j=0;i=0}}}else 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b=b+-48+((f[k>>2]|0)*10|0)|0;f[k>>2]=b;w=w+1|0;y=(w|0)==9;w=y?0:w;j=j+(y&1)|0;s=v?o:s;y=1}while(0);b=f[B>>2]|0;if(b>>>0<(f[C>>2]|0)>>>0){f[B>>2]=b+1;b=h[b>>0]|0}else b=zAb(a)|0;z=b+-48|0;k=(b|0)==46;if(!(k|z>>>0<10)){v=x;k=y;A=29;break b}}b=w;k=(y|0)!=0;A=37}else{w=0;j=0;s=0;k=o;o=0;m=0;A=29}while(0);do if((A|0)==29){z=(v|0)==0;p=z?o:p;n=z?m:n;k=(k|0)!=0;if(!(k&(b|32|0)==101))if((b|0)>-1){b=w;A=37;break}else{b=w;A=39;break}k=ZBb(a,g)|0;b=I;if((k|0)==0&(b|0)==-2147483648){if(!g){xAb(a,0);i=0.0;break}if(!(f[C>>2]|0)){k=0;b=0}else{f[B>>2]=(f[B>>2]|0)+-1;k=0;b=0}}y=QPb(k|0,b|0,p|0,n|0)|0;b=w;n=I;A=41}while(0);if((A|0)==37)if(!(f[C>>2]|0))A=39;else{f[B>>2]=(f[B>>2]|0)+-1;if(k){y=p;A=41}else A=40}if((A|0)==39)if(k){y=p;A=41}else A=40;do if((A|0)==40){F=hAb()|0;f[F>>2]=22;xAb(a,0);i=0.0}else 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+((c|0)==(g|0)&(e|0)==(i|0)?a*0.0:a);if(!d){c=_Pb(h|0,j|0,12)|0;e=I;if((e|0)>-1|(e|0)==-1&c>>>0>4294967295){d=0;do{d=d+-1|0;c=_Pb(c|0,e|0,1)|0;e=I}while((e|0)>-1|(e|0)==-1&c>>>0>4294967295)}else d=0;h=_Pb(h|0,j|0,1-d|0)|0;g=I}else g=j&1048575|1048576;if(!k){e=_Pb(l|0,m|0,12)|0;i=I;if((i|0)>-1|(i|0)==-1&e>>>0>4294967295){c=0;do{c=c+-1|0;e=_Pb(e|0,i|0,1)|0;i=I}while((i|0)>-1|(i|0)==-1&e>>>0>4294967295)}else c=0;l=_Pb(l|0,m|0,1-c|0)|0;k=c;j=I}else j=m&1048575|1048576;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;b:do if((d|0)>(k|0)){while(1){if(i){if((e|0)==0&(c|0)==0)break}else{e=h;c=g}h=_Pb(e|0,c|0,1)|0;g=I;d=d+-1|0;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;if((d|0)<=(k|0))break b}b=a*0.0;break a}while(0);if(i){if((e|0)==0&(c|0)==0){b=a*0.0;break}}else{c=g;e=h}if(c>>>0<1048576|(c|0)==1048576&e>>>0<0)do{e=_Pb(e|0,c|0,1)|0;c=I;d=d+-1|0}while(c>>>0<1048576|(c|0)==1048576&e>>>0<0);if((d|0)>0){m=QPb(e|0,c|0,0,-1048576)|0;c=I;d=_Pb(d|0,0,52)|0;c=c|I;d=m|d}else{d=ZPb(e|0,c|0,1-d|0)|0;c=I}f[s>>2]=d;f[s+4>>2]=c|n;b=+p[s>>3]}}while(0);if((o|0)==3){b=a*b;b=b/b}return +b}function dCb(a){a=+a;var b=0;p[s>>3]=a;b=f[s>>2]|0;I=f[s+4>>2]|0;return b|0}function eCb(a,b){a=+a;b=+b;var c=0,d=0;p[s>>3]=a;d=f[s>>2]|0;c=f[s+4>>2]|0;p[s>>3]=b;c=f[s+4>>2]&-2147483648|c&2147483647;f[s>>2]=d;f[s+4>>2]=c;return +(+p[s>>3])}function fCb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=ZAb(a,b,e)|0;u=d;return c|0}function gCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+488>>2]|0;e=f[a+1680>>2]|0;a:{f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243321;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+93>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243340;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+94>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243360;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+95>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243387;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+96>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243418;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+97>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=37;g=c;h=243449;i=g+37|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+37>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+98>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243487;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+99>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243505;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+100>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=35;g=c;h=243536;i=g+35|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+35>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+101>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243572;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+102>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243602;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+103>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243627;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+104>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=243644;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+105>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243666;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+106>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243690;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+107>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=39;g=c;h=243717;i=g+39|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+39>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+108>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243757;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+109>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=43;g=c;h=243781;i=g+43|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+43>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+110>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243825;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+111>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243850;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;c=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+112>>0]=c;if((b[(a+164|0)+11>>0]|0)>=0){e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}sOb(f[(a+164|0)>>2]|0);e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function hCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;e=f[a+1680>>2]|0;i=f[a+2040>>2]|0;b[d+72>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242838;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+73>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242859;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+74>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242878;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+75>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242909;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+76>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242937;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+77>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242960;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+78>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242990;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+79>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=243017;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+80>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243040;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+81>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243070;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+82>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243096;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+83>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243116;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+84>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243135;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+85>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243161;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+86>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243187;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+87>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243205;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+88>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243222;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+89>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243247;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+90>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=243266;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+91>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243294;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+92>>0]=e;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[a+488>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function iCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+1664>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+52>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242388;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+53>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242412;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+54>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242435;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+55>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242447;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+56>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242473;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+57>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242504;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+58>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242531;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+59>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=242559;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+60>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=242581;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+61>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242613;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+62>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242643;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+63>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242661;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+64>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=242688;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+65>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242708;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+66>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=12;g=c;h=242731;i=g+12|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+12>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+67>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);f[(a+164|0)>>2]=0;f[(a+164|0)+4>>2]=0;f[(a+164|0)+8>>2]=0;b[((a+164|0)+11|0)>>0]=9;g=a+164|0;h=242744;i=g+9|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[(a+164|0)+9>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+68>>0]=i;if((b[((a+164|0)+11|0)>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242754;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+69>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242784;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+70>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=242802;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+71>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242819;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;f[a+2040>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function jCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;i=f[a+1280>>2]|0;e=f[a+1680>>2]|0;b[i+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+31>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241861;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+32>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241893;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+33>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241927;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+34>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241961;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+35>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241984;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+36>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242018;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+37>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242030;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+38>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242051;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+39>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242066;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+40>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242081;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+41>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242107;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+42>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242138;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+43>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242156;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+44>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242175;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+45>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242203;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+46>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242230;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+47>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242253;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+48>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242272;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+49>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242296;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+50>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=34;g=c;h=242327;i=g+34|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+34>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+51>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=e;h=242362;i=g+25|0;f[a+1664>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function kCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+912>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+10>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=241329;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+11>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241356;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+12>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=28;g=c;h=241389;i=g+28|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+28>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+13>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241418;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+14>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241441;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+15>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241464;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+16>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241486;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+17>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=241508;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+18>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241536;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+19>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241562;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+20>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241580;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+21>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241600;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+22>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=241631;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+23>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241655;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+24>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241673;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+25>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241705;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+26>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241736;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+27>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241756;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+28>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241779;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+29>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241802;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+30>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241828;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));f[a+1280>>2]=c;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function lCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a+72>>2]|0;k=f[a+144>>2]|0;i=f[a+544>>2]|0;j=f[a+552>>2]|0;n=f[a+1472>>2]|0;p=f[a+2152>>2]|0;q=f[a+2216>>2]|0;a:{if(q){q=0;if(!n){g=f[64811]|0;if((g|0)==0|j>>>0<g>>>0)f[64811]=j;f[64919]=j;f[64920]=i;f[64922]=0;f[64816]=f[64925];f[64815]=-1;f[64820]=259268;f[64819]=259268;f[64822]=259276;f[64821]=259276;f[64824]=259284;f[64823]=259284;f[64826]=259292;f[64825]=259292;f[64828]=259300;f[64827]=259300;f[64830]=259308;f[64829]=259308;f[64832]=259316;f[64831]=259316;f[64834]=259324;f[64833]=259324;f[64836]=259332;f[64835]=259332;f[64838]=259340;f[64837]=259340;f[64840]=259348;f[64839]=259348;f[64842]=259356;f[64841]=259356;f[64844]=259364;f[64843]=259364;f[64846]=259372;f[64845]=259372;f[64848]=259380;f[64847]=259380;f[64850]=259388;f[64849]=259388;f[64852]=259396;f[64851]=259396;f[64854]=259404;f[64853]=259404;f[64856]=259412;f[64855]=259412;f[64858]=259420;f[64857]=259420;f[64860]=259428;f[64859]=259428;f[64862]=259436;f[64861]=259436;f[64864]=259444;f[64863]=259444;f[64866]=259452;f[64865]=259452;f[64868]=259460;f[64867]=259460;f[64870]=259468;f[64869]=259468;f[64872]=259476;f[64871]=259476;f[64874]=259484;f[64873]=259484;f[64876]=259492;f[64875]=259492;f[64878]=259500;f[64877]=259500;f[64880]=259508;f[64879]=259508;f[64882]=259516;f[64881]=259516;g=i+-40|0;d=j+8|0;d=(d&7|0)==0?0:0-d&7;e=j+d|0;f[64813]=e;f[64810]=g-d|0;f[e+4>>2]=g-d|0|1;f[j+g+4>>2]=40;f[64814]=f[64929]}else q=1}if(q){q=0;if(1){b=259676;while(1){c=f[b>>2]|0;d=b+4|0;e=f[d>>2]|0;if((j|0)==(c+e|0)){p=143;break}g=f[b+8>>2]|0;if(!g)break;else b=g}if((p|0)==143)if(!(f[b+12>>2]&8))if(j>>>0>n>>>0&c>>>0<=n>>>0){f[d>>2]=e+i;o=(f[64810]|0)+i|0;l=((n+8|0)&7|0)==0?0:0-(n+8|0)&7;f[64813]=n+l|0;f[64810]=o-l|0;f[(n+l|0)+4>>2]=o-l|0|1;f[n+o+4>>2]=40;f[64814]=f[64929];f[a+2240>>2]=1;break a}if(j>>>0<(f[64811]|0)>>>0)f[64811]=j;d=j+i|0;c=259676;while(1){if((f[c>>2]|0)==(d|0)){p=151;break}b=f[c+8>>2]|0;if(!b){h=259676;break}else c=b}if((p|0)==151){b=1;if(b)if(!(f[c+12>>2]&8)){f[c>>2]=j;m=c+4|0;f[m>>2]=(f[m>>2]|0)+i;m=j+8|0;m=j+((m&7|0)==0?0:0-m&7)|0;b=d+(((d+8|0)&7|0)==0?0:0-(d+8|0)&7)|0;l=m+k|0;j=b-m-k|0;f[m+4>>2]=k|3;do{c=1;if(c){c=0;if((n|0)==(b|0)){n=(f[64810]|0)+j|0;f[64810]=n;f[64813]=l;f[l+4>>2]=n|1}else c=1}if(c)if(1){if((f[64812]|0)==(b|0)){o=(f[64809]|0)+j|0;f[64809]=o;f[64812]=l;f[l+4>>2]=o|1;f[l+o>>2]=o;break}i=f[b+4>>2]|0;if((i&3|0)==1){b:do if(i>>>0<256){c=f[b+8>>2]|0;d=f[b+12>>2]|0;if((d|0)==(c|0)){f[64807]=f[64807]&~(1<<(i>>>3));break}else{f[c+12>>2]=d;f[d+8>>2]=c;break}}else{h=f[b+24>>2]|0;c=f[b+12>>2]|0;do if((c|0)==(b|0)){c=f[((b+16|0)+4|0)>>2]|0;if(!c){c=f[(b+16|0)>>2]|0;if(!c){c=0;break}else g=b+16|0}else g=(b+16|0)+4|0;while(1){d=c+20|0;e=f[d>>2]|0;if(e|0){c=e;g=d;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0}else{n=f[b+8>>2]|0;f[n+12>>2]=c;f[c+8>>2]=n}while(0);if(!h)break;d=f[b+28>>2]|0;do if((f[(259532+(d<<2)|0)>>2]|0)==(b|0)){f[(259532+(d<<2)|0)>>2]=c;if(c|0)break;f[64808]=f[64808]&~(1<<d);break b}else{f[h+16+(((f[h+16>>2]|0)!=(b|0)&1)<<2)>>2]=c;if(!c)break b}while(0);f[c+24>>2]=h;d=f[(b+16|0)>>2]|0;if(d|0){f[c+16>>2]=d;f[d+24>>2]=c}d=f[(b+16|0)+4>>2]|0;if(!d)break;f[c+20>>2]=d;f[d+24>>2]=c}while(0);b=b+(i&-8)|0;g=(i&-8)+j|0}else g=j;d=b+4|0;f[d>>2]=f[d>>2]&-2;f[l+4>>2]=g|1;f[l+g>>2]=g;d=g>>>3;if(g>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=l;f[b+12>>2]=l;f[l+8>>2]=b;f[l+12>>2]=259268+(d<<1<<2)|0;break}b=g>>>8;do if(!b)b=0;else{if(g>>>0>16777215){b=31;break}n=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(n+245760|0)>>>16&2)+(n<<((n+245760|0)>>>16&2)>>>15)|0;b=g>>>(b+7|0)&1|b<<1}while(0);e=259532+(b<<2)|0;f[l+28>>2]=b;f[(l+16|0)+4>>2]=0;f[(l+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=l;f[l+24>>2]=e;f[l+12>>2]=l;f[l+8>>2]=l;break}c=g<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g|0)){p=192;break}o=d+16+(c>>>31<<2)|0;b=f[o>>2]|0;if(!b){p=191;break}else{c=c<<1;d=b}}if((p|0)==191){f[o>>2]=l;f[l+24>>2]=d;f[l+12>>2]=l;f[l+8>>2]=l;break}else if((p|0)==192){n=d+8|0;o=f[n>>2]|0;f[o+12>>2]=l;f[n>>2]=l;f[l+8>>2]=o;f[l+12>>2]=d;f[l+24>>2]=0;break}}}while(0);m=m+8|0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=m|0;break a}else b=1;if(b)if(1)h=259676}while(1){b=f[h>>2]|0;if(b>>>0<=n>>>0){c=b+(f[h+4>>2]|0)|0;if(c>>>0>n>>>0)break}h=f[h+8>>2]|0}g=(c+-47|0)+((((c+-47|0)+8|0)&7|0)==0?0:0-((c+-47|0)+8|0)&7)|0;g=g>>>0<(n+16|0)>>>0?n:g;b=i+-40|0;k=j+8|0;k=(k&7|0)==0?0:0-k&7;o=j+k|0;f[64813]=o;f[64810]=b-k|0;f[o+4>>2]=b-k|0|1;f[j+b+4>>2]=40;f[64814]=f[64929];f[(g+4|0)>>2]=27;f[(g+8|0)>>2]=f[64919];f[(g+8|0)+4>>2]=f[64920];f[(g+8|0)+8>>2]=f[64921];f[(g+8|0)+12>>2]=f[64922];f[64919]=j;f[64920]=i;f[64922]=0;f[64921]=g+8|0;b=g+24|0;do{o=b;b=b+4|0;f[b>>2]=7}while((o+8|0)>>>0<c>>>0);if((g|0)!=(n|0)){f[(g+4|0)>>2]=f[(g+4|0)>>2]&-2;f[n+4>>2]=g-n|0|1;f[g>>2]=g-n|0;if((g-n|0)>>>0<256){d=259268+((g-n|0)>>>3<<1<<2)|0;b=f[64807]|0;if(!(b&1<<((g-n|0)>>>3))){f[64807]=b|1<<((g-n|0)>>>3);b=d;c=d+8|0}else{b=f[(d+8|0)>>2]|0;c=d+8|0}f[c>>2]=n;f[b+12>>2]=n;f[n+8>>2]=b;f[n+12>>2]=d;f[a+2240>>2]=1;break a}if(!((g-n|0)>>>8))b=0;else if((g-n|0)>>>0>16777215)b=31;else{b=(g-n|0)>>>8<<((((g-n|0)>>>8)+1048320|0)>>>16&8);b=14-((b+520192|0)>>>16&4|(((g-n|0)>>>8)+1048320|0)>>>16&8|((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)+(b<<((b+520192|0)>>>16&4)<<(((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;b=(g-n|0)>>>(b+7|0)&1|b<<1}e=259532+(b<<2)|0;f[n+28>>2]=b;f[n+20>>2]=0;f[(n+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=n;f[n+24>>2]=e;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}c=(g-n|0)<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g-n|0|0)){p=213;break}l=d+16+(c>>>31<<2)|0;b=f[l>>2]|0;if(!b){p=212;break}else{c=c<<1;d=b}}if((p|0)==212){f[l>>2]=n;f[n+24>>2]=d;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}else if((p|0)==213){l=d+8|0;o=f[l>>2]|0;f[o+12>>2]=n;f[l>>2]=n;f[n+8>>2]=o;f[n+12>>2]=d;f[n+24>>2]=0;f[a+2240>>2]=1;break a}}}else q=1}}f[a+72>>2]=m;f[a+2152>>2]=p;f[a+2216>>2]=q}function mCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;j=f[a+32>>2]|0;r=f[a+72>>2]|0;z=f[a+144>>2]|0;y=f[a+2152>>2]|0;A=f[a+2160>>2]|0;a:{if(A){A=0;if(j>>>0<245){t=j>>>0<11?16:j+11&-8;q=f[64807]|0;if(q>>>(t>>>3)&3|0){b=259268+(((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<1<<2)|0;c=f[(b+8|0)>>2]|0;d=f[(c+8|0)>>2]|0;if((d|0)==(b|0))f[64807]=q&~(1<<((q>>>(t>>>3)&1^1)+(t>>>3)|0));else{f[d+12>>2]=b;f[(b+8|0)>>2]=d}r=((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<3;f[c+4>>2]=r|3;f[(c+r+4|0)>>2]=f[(c+r+4|0)>>2]|1;r=c+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}s=f[64809]|0;i=1;if(i){i=0;if(t>>>0>s>>>0){if(q>>>(t>>>3)|0){b=q>>>(t>>>3)<<(t>>>3)&(2<<(t>>>3)|0-(2<<(t>>>3)));g=((b&0-b)+-1|0)>>>(((b&0-b)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=(g>>>5&8|((b&0-b)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))|0;g=f[((259268+(e<<1<<2)|0)+8|0)>>2]|0;b=f[(g+8|0)>>2]|0;if((b|0)==(259268+(e<<1<<2)|0|0)){f[64807]=q&~(1<<e);b=q&~(1<<e)}else{f[b+12>>2]=259268+(e<<1<<2)|0;f[((259268+(e<<1<<2)|0)+8|0)>>2]=b;b=q}f[g+4>>2]=t|3;f[(g+t|0)+4>>2]=(e<<3)-t|0|1;f[g+(e<<3)>>2]=(e<<3)-t|0;if(s|0){d=f[64812]|0;if(!(b&1<<(s>>>3))){f[64807]=b|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=(e<<3)-t|0;f[64812]=g+t|0;r=g+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}m=f[64808]|0;e=1;if(e){e=0;if(!m)z=t;else e=1}if(e)if(1){g=((m&0-m)+-1|0)>>>(((m&0-m)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=f[259532+((g>>>5&8|((m&0-m)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))<<2)>>2]|0;g=(f[e+4>>2]&-8)-t|0;h=f[e+16+(((f[e+16>>2]|0)==0&1)<<2)>>2]|0;if(!h)l=e;else{do{k=(f[h+4>>2]&-8)-t|0;l=k>>>0<g>>>0;g=l?k:g;e=l?h:e;h=f[h+16+(((f[h+16>>2]|0)==0&1)<<2)>>2]|0}while((h|0)!=0);l=e}k=l+t|0;if(k>>>0>l>>>0){h=f[l+24>>2]|0;b=f[l+12>>2]|0;do if((b|0)==(l|0)){c=l+20|0;b=f[c>>2]|0;if(!b){c=l+16|0;b=f[c>>2]|0;if(!b){c=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0;c=b}else{c=f[l+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);do if(h|0){b=f[l+28>>2]|0;if((l|0)==(f[(259532+(b<<2)|0)>>2]|0)){f[(259532+(b<<2)|0)>>2]=c;if(!c){f[64808]=m&~(1<<b);break}}else{f[h+16+(((f[h+16>>2]|0)!=(l|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=h;b=f[l+16>>2]|0;if(b|0){f[c+16>>2]=b;f[b+24>>2]=c}b=f[l+20>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}while(0);if(g>>>0<16){x=g+t|0;f[l+4>>2]=x|3;x=l+x+4|0;f[x>>2]=f[x>>2]|1}else{f[l+4>>2]=t|3;f[k+4>>2]=g|1;f[k+g>>2]=g;if(s|0){d=f[64812]|0;if(!(q&1<<(s>>>3))){f[64807]=q|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=g;f[64812]=k}r=l+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else z=t}}else i=1}if(i)if(1)z=t}else A=1}if(A){A=0;if(1){e=1;if(e){e=0;if(j>>>0>4294967231)z=-1;else e=1}if(e)if(1){s=(j+11|0)&-8;q=f[64808]|0;e=1;if(e){e=0;if(!q)z=s;else e=1}if(e)if(1){if(!((j+11|0)>>>8))m=0;else if(s>>>0>16777215)m=31;else{m=(j+11|0)>>>8<<((((j+11|0)>>>8)+1048320|0)>>>16&8);m=14-((m+520192|0)>>>16&4|(((j+11|0)>>>8)+1048320|0)>>>16&8|((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)+(m<<((m+520192|0)>>>16&4)<<(((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;m=s>>>(m+7|0)&1|m<<1}e=f[259532+(m<<2)>>2]|0;b:do if(!e){d=0;n=0;o=0-s|0;y=57}else{j=0;k=0-s|0;l=s<<((m|0)==31?0:25-(m>>>1)|0);h=0;while(1){g=(f[e+4>>2]&-8)-s|0;if(g>>>0<k>>>0)if(!g){c=0;p=e;b=e;y=61;break b}else j=e;else g=k;i=f[e+20>>2]|0;e=f[e+16+(l>>>31<<2)>>2]|0;h=(i|0)==0|(i|0)==(e|0)?h:i;i=(e|0)==0;if(i){d=h;n=j;o=g;y=57;break}else{k=g;l=l<<((i^1)&1)}}}while(0);if((y|0)==57){if((d|0)==0&(n|0)==0){d=2<<m;if(!(q&(d|0-d))){z=s;f[a+2248>>2]=1;break a}n=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>12&16;t=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>n;d=t>>>(t>>>5&8)>>>(t>>>(t>>>5&8)>>>2&4);e=0;d=f[259532+((t>>>5&8|n|t>>>(t>>>5&8)>>>2&4|d>>>1&2|d>>>(d>>>1&2)>>>1&1)+(d>>>(d>>>1&2)>>>(d>>>(d>>>1&2)>>>1&1))<<2)>>2]|0}else e=n;if(!d){x=e;v=o}else{c=o;p=d;b=e;y=61}}if((y|0)==61){do{y=0;v=(f[p+4>>2]&-8)-s|0;x=v>>>0<c>>>0;c=x?v:c;b=x?p:b;p=f[p+16+(((f[p+16>>2]|0)==0&1)<<2)>>2]|0}while((p|0)!=0);x=b;v=c}b=1;if(b){b=0;if(!x)z=s;else b=1}if(b)if(1){b=1;if(b)if(v>>>0<((f[64809]|0)-s|0)>>>0){h=x+s|0;if(h>>>0<=x>>>0){r=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}g=f[x+24>>2]|0;b=f[x+12>>2]|0;do if((b|0)==(x|0)){c=x+20|0;b=f[c>>2]|0;if(!b){c=x+16|0;b=f[c>>2]|0;if(!b){b=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0}else{t=f[x+8>>2]|0;f[t+12>>2]=b;f[b+8>>2]=t}while(0);do if(!g)e=q;else{c=f[x+28>>2]|0;if((x|0)==(f[(259532+(c<<2)|0)>>2]|0)){f[(259532+(c<<2)|0)>>2]=b;if(!b){f[64808]=q&~(1<<c);e=q&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(x|0)&1)<<2)>>2]=b;if(!b){e=q;break}}f[b+24>>2]=g;c=f[x+16>>2]|0;if(c|0){f[b+16>>2]=c;f[c+24>>2]=b}c=f[x+20>>2]|0;if(!c)e=q;else{f[b+20>>2]=c;f[c+24>>2]=b;e=q}}while(0);do if(v>>>0<16){w=v+s|0;f[x+4>>2]=w|3;w=x+w+4|0;f[w>>2]=f[w>>2]|1}else{f[x+4>>2]=s|3;f[h+4>>2]=v|1;f[h+v>>2]=v;d=v>>>3;if(v>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=259268+(d<<1<<2)|0;break}b=v>>>8;if(!b)b=0;else if(v>>>0>16777215)b=31;else{t=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(t+245760|0)>>>16&2)+(t<<((t+245760|0)>>>16&2)>>>15)|0;b=v>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[(h+16|0)+4>>2]=0;f[(h+16|0)>>2]=0;c=1<<b;if(!(e&c)){f[64808]=e|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}c=v<<((b|0)==31?0:25-(b>>>1)|0);d=f[d>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(v|0)){y=97;break}w=d+16+(c>>>31<<2)|0;b=f[w>>2]|0;if(!b){y=96;break}else{c=c<<1;d=b}}if((y|0)==96){f[w>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}else if((y|0)==97){v=d+8|0;w=f[v>>2]|0;f[w+12>>2]=h;f[v>>2]=h;f[h+8>>2]=w;f[h+12>>2]=d;f[h+24>>2]=0;break}}while(0);r=x+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else b=1;if(b)if(1)z=s}}}}else A=1}}f[a+72>>2]=r;f[a+144>>2]=z;f[a+2152>>2]=y;f[a+2160>>2]=A}
+function nCb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;a:do if(!a){d=f[c>>2]|0;e=f[d>>2]|0;if(!e)d=0;else{a=d;d=0;do{if(e>>>0>127){e=oBb(i,e,0)|0;if((e|0)==-1){d=-1;break a}}else e=1;d=e+d|0;a=a+4|0;e=f[a>>2]|0}while((e|0)!=0)}}else{b:do if(d>>>0>3){e=d;g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h)break;h=oBb(a,h,0)|0;if((h|0)==-1){d=-1;break a}a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(e>>>0<=3)break b}b[a>>0]=0;f[c>>2]=0;d=d-e|0;break a}else e=d;while(0);if(e){g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h){g=19;break}h=oBb(i,h,0)|0;if((h|0)==-1){d=-1;break a}if(e>>>0<h>>>0){g=22;break}oBb(a,f[g>>2]|0,0)|0;a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(!e)break a}if((g|0)==19){b[a>>0]=0;f[c>>2]=0;d=d-e|0;break}else if((g|0)==22){d=d-e|0;break}}}while(0);u=j;return d|0}function oCb(a,b,c){a=a|0;b=b|0;c=c|0;var 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c}f[g>>2]=h;f[e>>2]=i;l=(l|0)==(g|0)?e:l;g=j;d=d+1|0}}else{h=j;i=g}while(0);if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0<g>>>0){f[i>>2]=e;f[h>>2]=g;d=d+1|0}}if(!d){d=fDb(a,i,c)|0;e=i+4|0;if(fDb(e,b,c)|0){p=45;break}if(d){a=e;continue}}l=i;if((l-m|0)>=(n-l|0)){p=44;break}aDb(a,i,c);a=i+4|0}if((p|0)==44){p=0;aDb(i+4|0,b,c);b=i;continue}else if((p|0)==45){p=0;if(d)break;else{b=i;continue}}}if((p|0)==5){b=f[o>>2]|0;d=f[a>>2]|0;if(b>>>0<d>>>0){f[a>>2]=b;f[o>>2]=d}}else if((p|0)==7)bDb(a,a+4|0,o,c)|0;else if((p|0)==8)cDb(a,a+4|0,a+8|0,o,c)|0;else if((p|0)==9)dDb(a,a+4|0,a+8|0,a+12|0,o,c)|0;else if((p|0)==11)eDb(a,b,c);return}function bDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[b>>2]|0;h=f[a>>2]|0;e=f[c>>2]|0;g=e>>>0<d>>>0;do if(d>>>0<h>>>0){if(g){f[a>>2]=e;f[c>>2]=h;d=1;break}f[a>>2]=d;f[b>>2]=h;d=f[c>>2]|0;if(d>>>0<h>>>0){f[b>>2]=d;f[c>>2]=h;d=2}else d=1}else if(g){f[b>>2]=e;f[c>>2]=d;e=f[b>>2]|0;d=f[a>>2]|0;if(e>>>0<d>>>0){f[a>>2]=e;f[b>>2]=d;d=2}else d=1}else d=0;while(0);return d|0}function cDb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=bDb(a,b,c,e)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0){f[c>>2]=g;f[d>>2]=h;d=e+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0<h>>>0){f[b>>2]=g;f[c>>2]=h;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;e=e+3|0}else e=e+2|0}else e=d}return e|0}function dDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=cDb(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0<h>>>0){f[d>>2]=g;f[e>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){f[c>>2]=h;f[d>>2]=e;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0<e>>>0){f[b>>2]=h;f[c>>2]=e;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;g=i+4|0}else g=i+3|0}}}else g=i;return g|0}function eDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+8|0;bDb(a,a+4|0,h,c)|0;g=a+12|0;c=h;while(1){if((g|0)==(b|0))break;h=f[g>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){d=g;while(1){f[d>>2]=e;if((c|0)==(a|0)){c=a;break}d=c+-4|0;e=f[d>>2]|0;if(h>>>0>=e>>>0)break;else{i=c;c=d;d=i}}f[c>>2]=h}c=g;g=g+4|0}return}function fDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;switch(b-a>>2|0){case 1:case 0:{c=1;break}case 2:{c=b+-4|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0<e>>>0){f[a>>2]=d;f[c>>2]=e;c=1}else c=1;break}case 3:{bDb(a,a+4|0,b+-4|0,c)|0;c=1;break}case 4:{cDb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;break}case 5:{dDb(a,a+4|0,a+8|0,a+12|0,b+-4|0,c)|0;c=1;break}default:{d=a+8|0;bDb(a,a+4|0,d,c)|0;i=a+12|0;c=0;while(1){if((i|0)==(b|0)){d=1;c=0;break}h=f[i>>2]|0;g=f[d>>2]|0;if(h>>>0<g>>>0){e=i;while(1){f[e>>2]=g;if((d|0)==(a|0)){d=a;break}e=d+-4|0;g=f[e>>2]|0;if(h>>>0>=g>>>0)break;else{j=d;d=e;e=j}}f[d>>2]=h;c=c+1|0;if((c|0)==8){d=0;c=(i+4|0)==(b|0);break}}d=i;i=i+4|0}c=c|d}}return c|0}function gDb(){var a=0,b=0,c=0;b=u;u=u+16|0;a=b;if(!(wd(1,a|0)|0)){c=f[a>>2]|0;a=f[a+4>>2]|0;c=WPb(c|0,((c|0)<0)<<31>>31|0,1e9,0)|0;a=QPb(c|0,I|0,a|0,((a|0)<0)<<31>>31|0)|0;u=b;return a|0}else{c=hAb()|0;cPb(f[c>>2]|0,252190)}return 0}function hDb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;b=k;i=k+8|0;c=k+4|0;f[i>>2]=a;do if(a>>>0<212){a=iDb(47156,47348,i,b)|0;a=f[a>>2]|0}else{h=(a>>>0)/210|0;e=h*210|0;f[c>>2]=a-e;a=0;g=(iDb(47348,47540,c,b)|0)-47348>>2;b=e;a:while(1){e=(f[47348+(g<<2)>>2]|0)+b|0;b=5;while(1){if(b>>>0>=47){d=211;j=8;break}c=f[47156+(b<<2)>>2]|0;d=(e>>>0)/(c>>>0)|0;if(d>>>0<c>>>0){j=106;break a}if((e|0)==(X(d,c)|0))break;else b=b+1|0}b:do if((j|0)==8){c:while(1){j=0;b=(e>>>0)/(d>>>0)|0;do if(b>>>0<d>>>0){b=d;c=1;a=e}else if((e|0)==(X(b,d)|0)){b=d;c=9}else{b=d+10|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+12|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+16|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+18|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+22|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+28|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+30|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+36|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+40|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+42|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+46|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+52|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+58|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+60|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+66|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+70|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+72|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+78|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+82|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+88|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+96|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+100|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+102|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+106|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+108|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+112|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+120|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+126|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+130|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+136|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+138|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+142|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+148|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+150|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+156|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+162|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+166|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+168|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+172|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+178|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+180|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+186|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+190|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+192|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+196|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+198|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+208|0;c=(e>>>0)/(b>>>0)|0;l=c>>>0<b>>>0;c=(e|0)==(X(c,b)|0);b=l|c?b:d+210|0;c=l?1:c?9:0;a=l?e:a}}}}}}}while(0);switch(c&15){case 9:break b;case 0:{d=b;j=8;break}default:break c}}if(c){j=107;break a}}while(0);l=g+1|0;e=(l|0)==48;b=h+(e&1)|0;h=b;g=e?0:l;b=b*210|0}if((j|0)==106){f[i>>2]=e;a=e;break}else if((j|0)==107){f[i>>2]=e;break}}while(0);u=k;return a|0}function iDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=f[c>>2]|0;d=a;c=b-a>>2;while(1){if(!c)break;b=(c|0)/2|0;g=d+(b<<2)|0;a=(f[g>>2]|0)>>>0<e>>>0;d=a?g+4|0:d;c=a?c+-1-b|0:b}return d|0}function jDb(a){a=a|0;kDb(a);return}function kDb(a){a=a|0;f[a>>2]=47548;lDb(a,0);YFb(a+28|0);$zb(f[a+32>>2]|0);$zb(f[a+36>>2]|0);$zb(f[a+48>>2]|0);$zb(f[a+60>>2]|0);return}function lDb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+32|0;e=a+36|0;c=f[a+40>>2]|0;while(1){if(!c)break;g=c+-1|0;xh[f[(f[d>>2]|0)+(g<<2)>>2]&127](b,a,f[(f[e>>2]|0)+(g<<2)>>2]|0);c=g}return}function mDb(a){a=a|0;kDb(a);sOb(a);return}function nDb(a){a=a|0;kDb(a);return}function oDb(a){a=a|0;f[a>>2]=47564;YFb(a+4|0);return}function pDb(a){a=a|0;oDb(a);sOb(a);return}function qDb(a,b){a=a|0;b=b|0;return}function rDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function sDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function tDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function uDb(a){a=a|0;return 0}function vDb(a){a=a|0;return 0}function wDb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;CDb()|0;i=a+12|0;j=a+16|0;h=0;while(1){if((h|0)>=(d|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e|0;k=d-h|0;g=(k|0)<(g|0)?k:g;EDb(c,e,g)|0;f[i>>2]=(f[i>>2]|0)+g;c=c+g|0;h=g+h|0;continue}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((e|0)==-1)break;k=FDb(e)|0;b[c>>0]=k;c=c+1|0;h=h+1|0}return h|0}function xDb(a){a=a|0;return CDb()|0}function yDb(a){a=a|0;var c=0;c=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((c|0)==(CDb()|0))a=CDb()|0;else{c=a+12|0;a=f[c>>2]|0;f[c>>2]=a+1;a=DDb(b[a>>0]|0)|0}return a|0}function zDb(a,b){a=a|0;b=b|0;return CDb()|0}function ADb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=CDb()|0;j=a+24|0;k=a+28|0;e=0;while(1){if((e|0)>=(d|0))break;g=f[j>>2]|0;h=f[k>>2]|0;if(g>>>0<h>>>0){h=h-g|0;l=d-e|0;h=(l|0)<(h|0)?l:h;EDb(g,c,h)|0;f[j>>2]=(f[j>>2]|0)+h;c=c+h|0;e=h+e|0;continue}h=f[(f[a>>2]|0)+52>>2]|0;l=DDb(b[c>>0]|0)|0;if((Rg[h&255](a,l)|0)==(i|0))break;c=c+1|0;e=e+1|0}return e|0}function BDb(a,b){a=a|0;b=b|0;return CDb()|0}function CDb(){return -1}function DDb(a){a=a|0;return a&255|0}function EDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c|0)bQb(a|0,b|0,c|0)|0;return a|0}function FDb(a){a=a|0;return a&255|0}function GDb(a){a=a|0;f[a>>2]=47628;YFb(a+4|0);return}function HDb(a){a=a|0;GDb(a);sOb(a);return}function IDb(a,b){a=a|0;b=b|0;return}function JDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function KDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function LDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function MDb(a){a=a|0;return 0}function NDb(a){a=a|0;return 0}function ODb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;UDb()|0;h=a+12|0;i=a+16|0;g=0;while(1){if((g|0)>=(c|0))break;d=f[h>>2]|0;e=f[i>>2]|0;if(d>>>0<e>>>0){e=e-d>>2;j=c-g|0;e=(j|0)<(e|0)?j:e;WDb(b,d,e)|0;f[h>>2]=(f[h>>2]|0)+(e<<2);b=b+(e<<2)|0;g=e+g|0;continue}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((d|0)==-1)break;j=XDb(d)|0;f[b>>2]=j;b=b+4|0;g=g+1|0}return g|0}function PDb(a){a=a|0;return UDb()|0}function QDb(a){a=a|0;var b=0;b=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((b|0)==(UDb()|0))a=UDb()|0;else{b=a+12|0;a=f[b>>2]|0;f[b>>2]=a+4;a=VDb(f[a>>2]|0)|0}return a|0}function RDb(a,b){a=a|0;b=b|0;return UDb()|0}function SDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=UDb()|0;i=a+24|0;j=a+28|0;d=0;while(1){if((d|0)>=(c|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e>>2;k=c-d|0;g=(k|0)<(g|0)?k:g;WDb(e,b,g)|0;f[i>>2]=(f[i>>2]|0)+(g<<2);b=b+(g<<2)|0;d=g+d|0;continue}g=f[(f[a>>2]|0)+52>>2]|0;k=VDb(f[b>>2]|0)|0;if((Rg[g&255](a,k)|0)==(h|0))break;b=b+4|0;d=d+1|0}return d|0}function TDb(a,b){a=a|0;b=b|0;return UDb()|0}function UDb(){return -1}function VDb(a){a=a|0;return a|0}function WDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)wBb(a,b,c)|0;return a|0}function XDb(a){a=a|0;return a|0}function YDb(a){a=a|0;aEb(a,47724);jDb(a+8|0);return}function ZDb(a){a=a|0;YDb(a);sOb(a);return}function _Db(a){a=a|0;YDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function $Db(a){a=a|0;ZDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function aEb(a,b){a=a|0;b=b|0;return}function bEb(a){a=a|0;fEb(a,47772);nDb(a+8|0);return}function cEb(a){a=a|0;bEb(a);sOb(a);return}function dEb(a){a=a|0;bEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function eEb(a){a=a|0;cEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function fEb(a,b){a=a|0;b=b|0;return}function gEb(a){a=a|0;kEb(a,47820);jDb(a+4|0);return}function hEb(a){a=a|0;gEb(a);sOb(a);return}function iEb(a){a=a|0;gEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function jEb(a){a=a|0;hEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function kEb(a,b){a=a|0;b=b|0;return}function lEb(a){a=a|0;pEb(a,47868);nDb(a+4|0);return}function mEb(a){a=a|0;lEb(a);sOb(a);return}function nEb(a){a=a|0;lEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function oEb(a){a=a|0;mEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function pEb(a,b){a=a|0;b=b|0;return}function qEb(a){a=a|0;return pAb(a)|0}function rEb(a,c){a=a|0;c=c|0;b[a>>0]=b[c>>0]|0;return}function sEb(a,b){a=a|0;b=b|0;f[a+16>>2]=(f[a+24>>2]|0)==0|b;return}function tEb(a,b){a=a|0;b=b|0;var c=0;f[a+24>>2]=b;f[a+16>>2]=(b|0)==0&1;f[a+20>>2]=0;f[a+4>>2]=4098;f[a+12>>2]=0;f[a+8>>2]=6;c=a+28|0;b=a+32|0;a=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(a|0));YNb(c);return}function uEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function vEb(a,b){a=a|0;b=b|0;WNb(a,b+28|0);return}function wEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function xEb(a){a=a|0;f[a>>2]=47564;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function yEb(a){a=a|0;f[a>>2]=47628;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function zEb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;i=r;b[a>>0]=0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;h=f[g+16>>2]|0;if(!h){g=f[g+72>>2]|0;if(g|0)AEb(g)|0;do if(!e){g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(f[g+4>>2]&4096|0){vEb(i,g);l=XFb(i,260896)|0;YFb(i);g=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;l=l+8|0;m=g;n=(g|0)==0;o=m+12|0;p=m+16|0;q=g;while(1){if(n){e=0;g=0;break}h=f[o>>2]|0;if((h|0)==(f[p>>2]|0))h=Pg[f[(f[q>>2]|0)+36>>2]&1023](m)|0;else h=DDb(b[h>>0]|0)|0;k=uEb(h,CDb()|0)|0;i=k?0:g;if(k){e=0;g=0;break}e=i;j=e+12|0;h=f[j>>2]|0;k=e+16|0;if((h|0)==(f[k>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](e)|0;else h=DDb(b[h>>0]|0)|0;if((h&255)<<24>>24<=-1)break;if(!(d[(f[l>>2]|0)+(h<<24>>24<<1)>>1]&8192))break;h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](e)|0;continue}else{f[j>>2]=h+1;DDb(b[h>>0]|0)|0;continue}}if(g|0){h=f[e+12>>2]|0;if((h|0)==(f[e+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](e)|0;else g=DDb(b[h>>0]|0)|0;if(!(uEb(g,CDb()|0)|0))break}q=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;sEb(q,f[q+16>>2]|6)}}while(0);b[a>>0]=(f[c+(f[(f[c>>2]|0)+-12>>2]|0)+16>>2]|0)==0&1}else sEb(g,h|4);u=r;return}function AEb(a){a=a|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;if(f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0){BEb(c,a);if(b[c>>0]|0){e=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0)==-1){e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(e,f[e+16>>2]|1)}}CEb(c)}u=d;return a|0}function BEb(a,c){a=a|0;c=c|0;b[a>>0]=0;f[a+4>>2]=c;c=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(!(f[c+16>>2]|0)){c=f[c+72>>2]|0;if(c|0)AEb(c)|0;b[a>>0]=1}return}function CEb(a){a=a|0;var b=0;a=a+4|0;b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;if(f[b+24>>2]|0)if(!(f[b+16>>2]|0))if(f[b+4>>2]&8192|0)if(!(sc()|0)){b=f[a>>2]|0;b=f[b+(f[(f[b>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==-1){b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;sEb(b,f[b+16>>2]|1)}}return}function DEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;h=u;u=u+16|0;i=h;g=a+4|0;f[g>>2]=0;zEb(i,a,1);e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;if(!(b[i>>0]|0))sEb(e,f[e+16>>2]|4);else{i=f[e+24>>2]|0;i=Sg[f[(f[i>>2]|0)+32>>2]&255](i,c,d)|0;f[g>>2]=i;if((i|0)!=(d|0)){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|6)}}u=h;return a|0}function EEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+32|0;g=e+16|0;d=e;h=a;f[h>>2]=0;f[h+4>>2]=0;h=a+8|0;f[h>>2]=-1;f[h+4>>2]=-1;zEb(g,c,1);if(b[g>>0]|0){h=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[h>>2]|0)+16>>2]&127](d,h,0,0,1,8);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2]}u=e;return}function FEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+48|0;d=g+16|0;h=g+32|0;e=g;i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]&-3);zEb(h,a,1);if(b[h>>0]|0){i=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;h=f[(f[i>>2]|0)+20>>2]|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];Fh[h&255](e,i,d,8);i=e+8|0;if((f[i>>2]|0)==-1?(f[i+4>>2]|0)==-1:0){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|4)}}u=g;return a|0}function GEb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;i=h+16|0;g=h;j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]&-3);zEb(i,a,1);if(b[i>>0]|0){j=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[j>>2]|0)+16>>2]&127](g,j,c,d,e,8);j=g+8|0;if((f[j>>2]|0)==-1?(f[j+4>>2]|0)==-1:0){j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]|4)}}u=h;return a|0}function HEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+12>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function IEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c&65535)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function JEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function KEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function LEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function MEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function NEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function OEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;BEb(i,a);do if(b[i>>0]|0){d=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;e=d;if(d|0){g=e+24|0;h=f[g>>2]|0;if((h|0)==(f[e+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;c=DDb(c)|0;c=Rg[h&255](e,c)|0}else{f[g>>2]=h+1;b[h>>0]=c;c=DDb(c)|0}if(!(uEb(c,CDb()|0)|0))break}h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(h,f[h+16>>2]|1)}while(0);CEb(i);u=j;return a|0}function PEb(){REb();return}function QEb(){return}function REb(){SEb(0);return}function SEb(a){a=a|0;var b=0;a=f[10833]|0;TEb(260528,a,260584);f[64962]=47696;f[64964]=47716;f[64963]=0;tEb(259856,260528);f[64982]=0;b=CDb()|0;f[64983]=b;UEb(260592,a,260648);f[64984]=47744;f[64986]=47764;f[64985]=0;tEb(259944,260592);f[65004]=0;a=UDb()|0;f[65005]=a;a=f[10800]|0;VEb(260656,a,260704);f[65006]=47792;f[65007]=47812;tEb(260028,260656);f[65025]=0;b=CDb()|0;f[65026]=b;WEb(260712,a,260760);f[65027]=47840;f[65028]=47860;tEb(260112,260712);f[65046]=0;a=UDb()|0;f[65047]=a;a=f[10768]|0;VEb(260768,a,260816);f[65048]=47792;f[65049]=47812;tEb(260196,260768);f[65067]=0;b=CDb()|0;f[65068]=b;b=f[260192+(f[(f[65048]|0)+-12>>2]|0)+24>>2]|0;f[65090]=47792;f[65091]=47812;tEb(260364,b);f[65109]=0;b=CDb()|0;f[65110]=b;WEb(260824,a,260872);f[65069]=47840;f[65070]=47860;tEb(260280,260824);f[65088]=0;a=UDb()|0;f[65089]=a;a=f[260276+(f[(f[65069]|0)+-12>>2]|0)+24>>2]|0;f[65111]=47840;f[65112]=47860;tEb(260448,a);f[65130]=0;a=UDb()|0;f[65131]=a;f[259848+(f[(f[64962]|0)+-12>>2]|0)+72>>2]=260024;f[259936+(f[(f[64984]|0)+-12>>2]|0)+72>>2]=260108;a=260192+(f[(f[65048]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;a=260276+(f[(f[65069]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;f[260192+(f[(f[65048]|0)+-12>>2]|0)+72>>2]=260024;f[260276+(f[(f[65069]|0)+-12>>2]|0)+72>>2]=260108;return}function TEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=48076;f[a+32>>2]=c;f[a+40>>2]=d;d=CDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function UEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=48012;f[a+32>>2]=c;f[a+40>>2]=d;d=UDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function VEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=47948;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262688)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function WEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=47884;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262696)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function XEb(a){a=a|0;GDb(a);return}function YEb(a){a=a|0;XEb(a);sOb(a);return}function ZEb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262696)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function _Eb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function $Eb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=VDb(f[c>>2]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(UDb()|0))break a;e=e+1|0;c=c+4|0}}else e=vCb(c,4,d,f[a+32>>2]|0)|0;while(0);return e|0}function aFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(wEb(c,UDb()|0)|0)d=15;else{k=XDb(c)|0;f[e>>2]=k;if(b[a+44>>0]|0){if((vCb(e,4,1,f[a+32>>2]|0)|0)==1){d=15;break}a=UDb()|0;break}f[m>>2]=l;d=e+4|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=UDb()|0;break}}while(0);if((d|0)==15)a=bFb(c)|0;u=o;return a|0}function bFb(a){a=a|0;if(wEb(a,UDb()|0)|0)a=~(UDb()|0);return a|0}function cFb(a){a=a|0;oDb(a);return}function dFb(a){a=a|0;cFb(a);sOb(a);return}function eFb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function fFb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function gFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=DDb(b[c>>0]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(CDb()|0))break a;e=e+1|0;c=c+1|0}}else e=vCb(c,1,d,f[a+32>>2]|0)|0;while(0);return e|0}function hFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(uEb(c,CDb()|0)|0)d=15;else{k=FDb(c)|0;b[e>>0]=k;if(b[a+44>>0]|0){if((vCb(e,1,1,f[a+32>>2]|0)|0)==1){d=15;break}a=CDb()|0;break}f[m>>2]=l;d=e+1|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=CDb()|0;break}}while(0);if((d|0)==15)a=iFb(c)|0;u=o;return a|0}function iFb(a){a=a|0;if(uEb(a,CDb()|0)|0)a=~(CDb()|0);return a|0}function jFb(a){a=a|0;GDb(a);return}function kFb(a){a=a|0;jFb(a);sOb(a);return}function lFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262696)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function mFb(a){a=a|0;return pFb(a,0)|0}function nFb(a){a=a|0;return pFb(a,1)|0}function oFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+8|0;e=l+4|0;g=l;j=wEb(c,UDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((wEb(d,UDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=XDb(f[j>>2]|0)|0;f[e>>2]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+4|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=UDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function pFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=UDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+4|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)f[q>>2]=b[p>>0];else if((n|0)==18){d=UDb()|0;break}n=19}else{f[q>>2]=b[p>>0];n=19}while(0);b:do if((n|0)==19){c:do if(c){t=VDb(f[q>>2]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=VDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=UDb()|0;break b}while(0);d=VDb(f[q>>2]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=UDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function qFb(a){a=a|0;oDb(a);return}function rFb(a){a=a|0;qFb(a);sOb(a);return}function sFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262688)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function tFb(a){a=a|0;return wFb(a,0)|0}function uFb(a){a=a|0;return wFb(a,1)|0}function vFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+4|0;e=l+8|0;g=l;j=uEb(c,CDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((uEb(d,CDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=FDb(f[j>>2]|0)|0;b[e>>0]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+1|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=CDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function wFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=CDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+1|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)b[q>>0]=b[p>>0]|0;else if((n|0)==18){d=CDb()|0;break}n=19}else{b[q>>0]=b[p>>0]|0;n=19}while(0);b:do if((n|0)==19){c:do if(c){t=DDb(b[q>>0]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=DDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=CDb()|0;break b}while(0);d=DDb(b[q>>0]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=CDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function xFb(a){a=a|0;DFb(a);return}function yFb(a){a=a|0;xFb(a);sOb(a);return}function zFb(a){a=a|0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function AFb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0;a=c;while(1){if((e|0)==(f|0)){h=7;break}if((a|0)==(d|0)){a=-1;break}c=b[a>>0]|0;g=b[e>>0]|0;if(c<<24>>24<g<<24>>24){a=-1;break}if(g<<24>>24<c<<24>>24){a=1;break}e=e+1|0;a=a+1|0}if((h|0)==7)a=(a|0)!=(d|0)&1;return a|0}function BFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=e-d|0;if(i>>>0>4294967279)vOb(a);if(i>>>0<11){b[a+11>>0]=i;g=a}else{c=i+16&-16;g=pOb(c)|0;f[a>>2]=g;f[a+8>>2]=c|-2147483648;f[a+4>>2]=i}c=d;a=g;while(1){if((c|0)==(e|0))break;rEb(a,c);c=c+1|0;a=a+1|0}b[h>>0]=0;rEb(g+i|0,h);u=j;return}function CFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;a=0;while(1){if((c|0)==(d|0))break;e=(a<<4)+(b[c>>0]|0)|0;f=e&-268435456;a=(f>>>24|f)^e;c=c+1|0}return a|0}function DFb(a){a=a|0;return}function EFb(a){a=a|0;DFb(a);return}function FFb(a){a=a|0;EFb(a);sOb(a);return}function GFb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a=b;while(1){if((d|0)==(e|0)){h=7;break}if((a|0)==(c|0)){a=-1;break}b=f[a>>2]|0;g=f[d>>2]|0;if((b|0)<(g|0)){a=-1;break}if((g|0)<(b|0)){a=1;break}d=d+4|0;a=a+4|0}if((h|0)==7)a=(a|0)!=(c|0)&1;return a|0}function HFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=e-d>>2;if(h>>>0>1073741807)vOb(a);do if(h>>>0<2){b[a+8+3>>0]=h;j=d;k=a}else{c=h+4&-4;if(c>>>0>1073741823)vd();else{k=pOb(c<<2)|0;f[a>>2]=k;f[a+8>>2]=c|-2147483648;f[a+4>>2]=h;j=d;break}}while(0);while(1){if((j|0)==(e|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[g>>2]=0;JFb(k,g);u=i;return}function IFb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;a=0;while(1){if((b|0)==(c|0))break;d=(f[b>>2]|0)+(a<<4)|0;e=d&-268435456;a=(e>>>24|e)^d;b=b+4|0}return a|0}function JFb(a,b){a=a|0;b=b|0;f[a>>2]=f[b>>2];return}function KFb(a){a=a|0;DFb(a);return}function LFb(a){a=a|0;DFb(a);sOb(a);return}function MFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260896)|0;YFb(i);vEb(i,e);a=XFb(i,260912)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(DGb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;zOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function NFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=BGb(a,j,i,d,e,g)|0;u=h;return g|0}function OFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=zGb(a,j,i,d,e,g)|0;u=h;return g|0}function PFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=xGb(a,j,i,d,e,g)|0;u=h;return g|0}function QFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=vGb(a,j,i,d,e,g)|0;u=h;return g|0}function RFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=tGb(a,j,i,d,e,g)|0;u=h;return g|0}function SFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=pGb(a,j,i,d,e,g)|0;u=h;return g|0}function TFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=nGb(a,j,i,d,e,g)|0;u=h;return g|0}function UFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=lGb(a,j,i,d,e,g)|0;u=h;return g|0}function VFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=gGb(a,j,i,d,e,g)|0;u=h;return g|0}function WFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+240|0;w=z;t=z+204|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260896)|0;Tg[f[(f[a>>2]|0)+32>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=DDb(b[e>>0]|0)|0;if(ZFb(e&255,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+1;DDb(b[e>>0]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function XFb(a,b){a=a|0;b=b|0;a=f[a>>2]|0;return bGb(a,aGb(b)|0)|0}function YFb(a){a=a|0;eOb(f[a>>2]|0)|0;return}function ZFb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(b[l+24>>0]|0)==a<<24>>24;if(!m)if((b[l+25>>0]|0)!=a<<24>>24){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if(a<<24>>24==h<<24>>24?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+26|0;h=0;while(1){m=l+h|0;if((h|0)==26){m=i;break}if((b[m>>0]|0)==a<<24>>24)break;else h=h+1|0}m=m-l|0;if((m|0)>23)m=-1;else{switch(c|0){case 10:case 8:{if((m|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=22){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function _Fb(){var a=0;if(!(b[257600]|0))if(MPb(257600)|0){a=vBb(2147483647,252850,0)|0;f[65226]=a}return f[65226]|0}function $Fb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=pCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function aGb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+48|0;b=e+32|0;c=e+24|0;d=e;g=e+16|0;f[g>>2]=1643;f[g+4>>2]=0;f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];dGb(d,b,a);if((f[a>>2]|0)!=-1){f[b>>2]=d;f[c>>2]=b;oOb(a,c,1644)}u=e;return (f[a+4>>2]|0)+-1|0}function bGb(a,b){a=a|0;b=b|0;return f[(f[a+8>>2]|0)+(b<<2)>>2]|0}function cGb(a){a=a|0;var b=0;b=f[65227]|0;f[65227]=b+1;f[a+4>>2]=b+1;return}function dGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[b>>2]|0;b=f[b+4>>2]|0;f[a>>2]=c;f[a+4>>2]=d;f[a+8>>2]=b;return}function eGb(a){a=a|0;fGb(f[f[a>>2]>>2]|0);return}function fGb(a){a=a|0;var b=0,c=0,d=0;b=f[a+4>>2]|0;d=f[a+8>>2]|0;c=(f[a>>2]|0)+(d>>1)|0;if(!(d&1))a=b;else a=f[(f[c>>2]|0)+b>>2]|0;gh[a&2047](c);return}function gGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function hGb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;vEb(i,c);c=XFb(i,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252846,d)|0;d=XFb(i,260912)|0;c=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;b[e>>0]=c;e=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[g>>0]=e;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(i);u=h;return}function iGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if(a<<24>>24==h<<24>>24)if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if(a<<24>>24==i<<24>>24){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+32|0;i=0;while(1){h=n+i|0;if((i|0)==32){h=o;break}if((b[h>>0]|0)==a<<24>>24)break;else i=i+1|0}i=h-n|0;if((i|0)>31)h=-1;else{o=b[252814+i>>0]|0;switch(i|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;h=f[g>>2]|0;f[g>>2]=h+1;b[h>>0]=o;h=0;break a}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>21){h=0;break a}f[m>>2]=(f[m>>2]|0)+1;h=0;break a}}}}while(0);return h|0}function jGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+WCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function kGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=a+11|0;h=b[i>>0]|0;j=a+4|0;g=f[j>>2]|0;do if((h<<24>>24<0?g:h&255)|0){if((c|0)!=(d|0)){g=d;h=c;while(1){g=g+-4|0;if(h>>>0>=g>>>0)break;l=f[h>>2]|0;f[h>>2]=f[g>>2];f[g>>2]=l;h=h+4|0}h=b[i>>0]|0;g=f[j>>2]|0}j=h<<24>>24<0;l=j?f[a>>2]|0:a;a=d+-4|0;j=l+(j?g:h&255)|0;g=l;while(1){h=b[g>>0]|0;i=h<<24>>24>0&h<<24>>24!=127;if(c>>>0>=a>>>0)break;if(i)if((f[c>>2]|0)!=(h<<24>>24|0)){k=10;break}c=c+4|0;g=(j-g|0)>1?g+1|0:g}if((k|0)==10){f[e>>2]=4;break}if(i)if(((f[a>>2]|0)+-1|0)>>>0>=h<<24>>24>>>0)f[e>>2]=4}while(0);return}function lGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function mGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+VCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function nGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function oGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+UCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function pGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function qGb(a){a=a|0;switch(f[a+4>>2]&74){case 64:{a=8;break}case 8:{a=16;break}case 0:{a=0;break}default:a=10}return a|0}function rGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,c);c=XFb(h,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252840,d)|0;d=XFb(h,260912)|0;c=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[e>>0]=c;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(h);u=g;return}function sGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;do if((a|0)==(c|0)){f[d>>2]=4;e=0;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;e=0;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){l=hAb()|0;f[l>>2]=i}if((f[h>>2]|0)==(c|0)){if((g|0)==34){a=-1;e=-1;j=8}}else{a=0;e=0;j=8}if((j|0)==8)f[d>>2]=4}while(0);I=e;u=k;return a|0}function tGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function uGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function vGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function wGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function xGb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+224|0;r=B+198|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;rGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,y,g,t,x,b[s>>0]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+1;DDb(b[a>>0]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function yGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>65535|(g|0)==34){f[d>>2]=4;a=-1;break}else{a=a&65535;break}else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function zGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function AGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;d=0;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}if((f[g>>2]|0)==(b|0)){if((e|0)==34){f[c>>2]=4;d=(d|0)>0|(d|0)==0&a>>>0>0;a=d?-1:0;d=d?2147483647:-2147483648}}else{f[c>>2]=4;a=0;d=0}}I=d;u=i;return a|0}function BGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function CGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}a:do if((f[g>>2]|0)==(b|0)){do if((e|0)==34){f[c>>2]=4;if((d|0)>0|(d|0)==0&a>>>0>0){a=2147483647;break a}}else{if((d|0)<-1|(d|0)==-1&a>>>0<2147483648){f[c>>2]=4;break}if((d|0)>0|(d|0)==0&a>>>0>2147483647){f[c>>2]=4;a=2147483647;break a}else break a}while(0);a=-2147483648}else{f[c>>2]=4;a=0}while(0)}u=i;return a|0}function DGb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}n=d;o=j;k=0;while(1){if((n|0)==(e|0))break;m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;l=l+-1|0;k=k+1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=DDb(b[m>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;k=k&255;if(!i)k=Rg[f[(f[g>>2]|0)+12>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+11|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=b[m+t>>0]|0;if(!i)m=Rg[f[(f[g>>2]|0)+12>>2]&255](g,m)|0;if(k<<24>>24!=m<<24>>24){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+1;DDb(b[n>>0]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function EGb(a){a=a|0;DFb(a);return}function FGb(a){a=a|0;DFb(a);sOb(a);return}function GGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260928)|0;YFb(i);vEb(i,e);a=XFb(i,260936)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(cHb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;NOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function HGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bHb(a,j,i,d,e,g)|0;u=h;return g|0}function IGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=aHb(a,j,i,d,e,g)|0;u=h;return g|0}function JGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=$Gb(a,j,i,d,e,g)|0;u=h;return g|0}function KGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=_Gb(a,j,i,d,e,g)|0;u=h;return g|0}function LGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=ZGb(a,j,i,d,e,g)|0;u=h;return g|0}function MGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=XGb(a,j,i,d,e,g)|0;u=h;return g|0}function NGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=WGb(a,j,i,d,e,g)|0;u=h;return g|0}function OGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=VGb(a,j,i,d,e,g)|0;u=h;return g|0}function PGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=SGb(a,j,i,d,e,g)|0;u=h;return g|0}function QGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+320|0;w=z;t=z+208|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260928)|0;Tg[f[(f[a>>2]|0)+48>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=VDb(f[e>>2]|0)|0;if(RGb(e,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+4;VDb(f[e>>2]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function RGb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(f[l+96>>2]|0)==(a|0);if(!m)if((f[l+100>>2]|0)!=(a|0)){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if((a|0)==(h|0)?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+104|0;h=0;while(1){m=l+(h<<2)|0;if((h|0)==26){m=i;break}if((f[m>>2]|0)==(a|0))break;else h=h+1|0}m=m-l|0;h=m>>2;if((m|0)>92)m=-1;else{switch(c|0){case 10:case 8:{if((h|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=88){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function SGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function TGb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,b);b=XFb(h,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252846,c)|0;c=XFb(h,260936)|0;b=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[d>>2]=b;d=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[e>>2]=d;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(h);u=g;return}function UGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if((a|0)==(h|0))if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if((a|0)==(i|0)){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+128|0;i=0;while(1){h=n+(i<<2)|0;if((i|0)==32){h=o;break}if((f[h>>2]|0)==(a|0))break;else i=i+1|0}i=h-n|0;h=i>>2;if((i|0)>124)h=-1;else{o=b[252814+h>>0]|0;switch(h|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;break}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>84)h=0;else{f[m>>2]=(f[m>>2]|0)+1;h=0}}}while(0);return h|0}function VGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function WGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function XGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function YGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;vEb(g,b);b=XFb(g,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252840,c)|0;c=XFb(g,260936)|0;b=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[d>>2]=b;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(g);u=e;return}function ZGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function _Gb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function $Gb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+304|0;r=B+200|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;YGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,y,g,t,x,f[s>>2]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+4;VDb(f[a>>2]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function aHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function bHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function cHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}k=0;n=d;o=j;while(1){if((n|0)==(e|0))break;m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;k=k+1|0;l=l+-1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=VDb(f[m>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(!i)k=Rg[f[(f[g>>2]|0)+28>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+8+3|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=f[m+(t<<2)>>2]|0;if(!i)m=Rg[f[(f[g>>2]|0)+28>>2]&255](g,m)|0;if((k|0)!=(m|0)){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+4;VDb(f[n>>2]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function dHb(a){a=a|0;DFb(a);return}function eHb(a){a=a|0;DFb(a);sOb(a);return}function fHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260912)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+11|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+(h?f[j>>2]|0:a&255)|0))break;a=b[g>>0]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=DDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+1;b[h>>0]=a;a=DDb(a)|0}if(uEb(a,CDb()|0)|0)f[c>>2]=0}g=g+1|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;zOb(k)}u=l;return a|0}function gHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+39|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function hHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function iHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+40|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function jHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function kHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function lHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function mHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+80|0;l=a;k=a+68|0;h=a+48|0;j=a+8|0;m=a+4|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260896)|0;YFb(l);Tg[f[(f[n>>2]|0)+32>>2]&15](n,h,k,j)|0;g=j+g|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=n3a(l,j,(i|0)==(k|0)?g:j+(i-h)|0,g,d,e)|0;u=a;return g|0}function nHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;f[h>>2]=e;e=UAb(c)|0;c=YAb(a,b,d,h)|0;if(e|0)UAb(e)|0;u=g;return c|0}function oHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;a:do switch((f[d+4>>2]&176)<<24>>24){case 16:{d=b[a>>0]|0;switch(d<<24>>24){case 43:case 45:{a=a+1|0;break a}default:{}}if((c-a|0)>1&d<<24>>24==48){switch(b[a+1>>0]|0){case 88:case 120:break;default:{e=7;break a}}a=a+2|0}else e=7;break}case 32:{a=c;break}default:e=7}while(0);return a|0}function pHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0;if(d&2048){b[a>>0]=43;a=a+1|0}if(d&1024){b[a>>0]=35;a=a+1|0}h=d&260;e=(d&16384|0)!=0;f=(h|0)==260;if(f)g=0;else{b[a>>0]=46;b[a+1>>0]=42;g=1;a=a+2|0}while(1){d=b[c>>0]|0;if(!(d<<24>>24))break;b[a>>0]=d;c=c+1|0;a=a+1|0}a:do switch(h&511){case 4:{d=e?70:102;break}case 256:{d=e?69:101;break}default:if(f){d=e?65:97;break a}else{d=e?71:103;break a}}while(0);b[a>>0]=d;return g|0}function qHb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=sCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function rHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260896)|0;r=XFb(i,260912)|0;oh[f[(f[r>>2]|0)+20>>2]&1023](s,r);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{q=Rg[f[(f[t>>2]|0)+28>>2]&255](t,i)|0;j=f[h>>2]|0;f[h>>2]=j+1;b[j>>0]=q;j=a+1|0;break}default:j=a}q=d;a:do if((q-j|0)>1)if((b[j>>0]|0)==48){i=j+1|0;switch(b[i>>0]|0){case 88:case 120:break;default:{i=j;v=10;break a}}o=Rg[f[(f[t>>2]|0)+28>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+1;b[p>>0]=o;j=j+2|0;p=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[i>>0]|0)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=p;i=j;while(1){if(i>>>0>=d>>>0)break a;p=b[i>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;i=i+1|0}}else{i=j;v=10}else{i=j;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(i>>>0>=d>>>0)break b;p=b[i>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;i=i+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+32>>2]&15](t,j,i,f[h>>2]|0)|0;f[h>>2]=(f[h>>2]|0)+(i-j);k=t}else{d:do if((j|0)!=(i|0)){k=i;l=j;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[r>>2]|0)+16>>2]&1023](r)|0;m=j;l=0;k=0;while(1){if(m>>>0>=i>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+1;b[l>>0]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+1;b[x>>0]=y;m=m+1|0;l=l+1|0}k=e+(j-a)|0;j=f[h>>2]|0;if((k|0)==(j|0))k=t;else while(1){j=j+-1|0;if(k>>>0>=j>>>0){k=t;break c}y=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=y;k=k+1|0}}while(0);while(1){if(i>>>0>=d>>>0)break;j=b[i>>0]|0;if(j<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+28>>2]&255](t,j)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}if((v|0)==29){x=Pg[f[(f[r>>2]|0)+12>>2]&1023](r)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}Tg[f[(f[t>>2]|0)+32>>2]&15](t,i,d,f[h>>2]|0)|0;y=(f[h>>2]|0)+(q-i)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a)|0;zOb(s);u=w;return}function sHb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var f=0;if(e&2048){b[a>>0]=43;a=a+1|0}if(!(e&512))f=a;else{b[a>>0]=35;f=a+1|0}while(1){a=b[c>>0]|0;if(!(a<<24>>24))break;b[f>>0]=a;c=c+1|0;f=f+1|0}switch(e&74){case 64:{a=111;break}case 8:{a=e&16384|0?88:120;break}default:a=d?100:117}b[f>>0]=a;return}function tHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260896)|0;l=XFb(i,260912)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+32>>2]&15](p,a,d,e)|0;i=e+(d-a)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+1;b[m>>0]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+1;b[s>>0]=t;l=l+1|0;k=k+1|0}i=e+(i-a)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-1|0;if(i>>>0>=j>>>0)break;t=b[i>>0]|0;b[i>>0]=b[j>>0]|0;b[j>>0]=t;i=i+1|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a)|0;zOb(q);u=r;return}function uHb(a){a=a|0;DFb(a);return}function vHb(a){a=a|0;DFb(a);sOb(a);return}function wHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260936)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+8+3|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+((h?f[j>>2]|0:a&255)<<2)|0))break;a=f[g>>2]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=VDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+4;f[h>>2]=a;a=VDb(a)|0}if(wEb(a,UDb()|0)|0)f[c>>2]=0}g=g+4|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;NOb(k)}u=l;return a|0}function xHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+122|0;n=a+108|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function yHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function zHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+112|0;n=a+100|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function AHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function BHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function CHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function DHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+192|0;l=a;k=a+176|0;h=a+156|0;j=a+4|0;m=a+152|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260928)|0;YFb(l);Tg[f[(f[n>>2]|0)+48>>2]&15](n,h,k,j)|0;g=j+(g<<2)|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=EHb(l,j,(i|0)==(k|0)?g:j+(i-h<<2)|0,g,d,e)|0;u=a;return g|0}function EHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r+12|0;q=r;i=f[a>>2]|0;a:do if(!i)i=0;else{s=c;j=e-s>>2;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;s=k-s|0;g=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,c,g)|0)!=(g|0)){f[a>>2]=0;i=0;break}do if((j|0)>0){f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;if(j>>>0>1073741807)vOb(q);do if(j>>>0<2){n=q+8+3|0;b[n>>0]=j;m=q;o=q}else{g=j+4&-4;if(g>>>0>1073741823)vd();else{m=pOb(g<<2)|0;f[q>>2]=m;n=q+8|0;f[n>>2]=g|-2147483648;f[q+4>>2]=j;n=n+3|0;o=q;break}}while(0);FHb(m,j,h)|0;f[p>>2]=0;JFb(m+(j<<2)|0,p);if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,(b[n>>0]|0)<0?f[q>>2]|0:o,j)|0)==(j|0)){NOb(q);break}else{f[a>>2]=0;NOb(q);i=0;break a}}while(0);s=e-k|0;e=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,d,e)|0)!=(e|0)){f[a>>2]=0;i=0;break}f[l>>2]=0}while(0);u=r;return i|0}function FHb(a,b,c){a=a|0;b=b|0;c=c|0;if(b)ICb(a,c,b)|0;return a|0}function GHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260928)|0;q=XFb(i,260936)|0;oh[f[(f[q>>2]|0)+20>>2]&1023](s,q);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{r=Rg[f[(f[t>>2]|0)+44>>2]&255](t,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=r;i=a+1|0;break}default:i=a}r=d;a:do if((r-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:{j=i;v=10;break a}}o=Rg[f[(f[t>>2]|0)+44>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+4;f[p>>2]=o;i=i+2|0;p=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[j>>0]|0)|0;j=f[h>>2]|0;f[h>>2]=j+4;f[j>>2]=p;j=i;while(1){if(j>>>0>=d>>>0)break a;p=b[j>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;j=j+1|0}}else{j=i;v=10}else{j=i;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(j>>>0>=d>>>0)break b;p=b[j>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;j=j+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+48>>2]&15](t,i,j,f[h>>2]|0)|0;i=(f[h>>2]|0)+(j-i<<2)|0;f[h>>2]=i;k=t}else{d:do if((i|0)!=(j|0)){k=j;l=i;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[q>>2]|0)+16>>2]&1023](q)|0;m=i;k=0;l=0;while(1){if(m>>>0>=j>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+4;f[l>>2]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+4;f[x>>2]=y;m=m+1|0;l=l+1|0}i=e+(i-a<<2)|0;l=f[h>>2]|0;if((i|0)==(l|0))k=t;else{k=l;while(1){k=k+-4|0;if(i>>>0>=k>>>0){k=t;i=l;break c}y=f[i>>2]|0;f[i>>2]=f[k>>2];f[k>>2]=y;i=i+4|0}}}while(0);while(1){if(j>>>0>=d>>>0)break;i=b[j>>0]|0;if(i<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+44>>2]&255](t,i)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}if((v|0)==29){x=Pg[f[(f[q>>2]|0)+12>>2]&1023](q)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}Tg[f[(f[t>>2]|0)+48>>2]&15](t,j,d,i)|0;y=(f[h>>2]|0)+(r-j<<2)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a<<2)|0;zOb(s);u=w;return}function HHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260928)|0;l=XFb(i,260936)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+48>>2]&15](p,a,d,e)|0;i=e+(d-a<<2)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+4;f[m>>2]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+4;f[s>>2]=t;l=l+1|0;k=k+1|0}i=e+(i-a<<2)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-4|0;if(i>>>0>=j>>>0)break;t=f[i>>2]|0;f[i>>2]=f[j>>2];f[j>>2]=t;i=i+4|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a<<2)|0;zOb(q);u=r;return}function IHb(a){a=a|0;DFb(a);return}function JHb(a){a=a|0;DFb(a);sOb(a);return}function KHb(a){a=a|0;return 2}function LHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bIb(a,j,i,d,e,g,253593,253601)|0;u=h;return g|0}function MHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+11>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+(o?f[n+4>>2]|0:d&255)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=bIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function NHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];$Hb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function OHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];aIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function PHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];mIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function QHb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260896)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];$Hb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];aIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];cIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=bIb(a,j,k,e,g,h,253553,253561)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=bIb(a,j,k,e,g,h,253561,253569)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];dIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];eIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];fIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];gIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];hIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];iIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];jIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=bIb(a,j,k,e,g,h,253569,253580)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=bIb(a,j,k,e,g,h,253580,253585)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];kIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=bIb(a,j,k,e,g,h,253585,253593)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];lIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];mIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];nIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];oIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function RHb(a){a=a|0;if(!(b[257672]|0))if(MPb(257672)|0){_Hb();f[65442]=261600}return f[65442]|0}function SHb(a){a=a|0;if(!(b[257656]|0))if(MPb(257656)|0){ZHb();f[65399]=261308}return f[65399]|0}function THb(a){a=a|0;if(!(b[257640]|0))if(MPb(257640)|0){YHb();f[65326]=261016}return f[65326]|0}function UHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257632]|0))if(MPb(257632)|0){f[65251]=0;f[65252]=0;f[65253]=0;d=qEb(253311)|0;if(d>>>0>4294967279)vOb(261004);if(d>>>0<11){b[261015]=d;a=261004}else{g=d+16&-16;a=pOb(g)|0;f[65251]=a;f[65253]=g|-2147483648;f[65252]=d}EDb(a,253311,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 261004}function VHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257624]|0))if(MPb(257624)|0){f[65248]=0;f[65249]=0;f[65250]=0;d=qEb(253299)|0;if(d>>>0>4294967279)vOb(260992);if(d>>>0<11){b[261003]=d;a=260992}else{g=d+16&-16;a=pOb(g)|0;f[65248]=a;f[65250]=g|-2147483648;f[65249]=d}EDb(a,253299,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260992}function WHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257616]|0))if(MPb(257616)|0){f[65245]=0;f[65246]=0;f[65247]=0;d=qEb(253290)|0;if(d>>>0>4294967279)vOb(260980);if(d>>>0<11){b[260991]=d;a=260980}else{g=d+16&-16;a=pOb(g)|0;f[65245]=a;f[65247]=g|-2147483648;f[65246]=d}EDb(a,253290,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260980}function XHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257608]|0))if(MPb(257608)|0){f[65242]=0;f[65243]=0;f[65244]=0;d=qEb(253281)|0;if(d>>>0>4294967279)vOb(260968);if(d>>>0<11){b[260979]=d;a=260968}else{g=d+16&-16;a=pOb(g)|0;f[65242]=a;f[65244]=g|-2147483648;f[65243]=d}EDb(a,253281,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260968}function YHb(){var a=0,c=0;if(!(b[257648]|0))if(MPb(257648)|0){c=261016;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261304)}FOb(261016,253332)|0;FOb(261028,253335)|0;return}function ZHb(){var a=0,c=0;if(!(b[257664]|0))if(MPb(257664)|0){c=261308;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261596)}FOb(261308,253338)|0;FOb(261320,253346)|0;FOb(261332,253355)|0;FOb(261344,253361)|0;FOb(261356,253367)|0;FOb(261368,253371)|0;FOb(261380,253376)|0;FOb(261392,253381)|0;FOb(261404,253388)|0;FOb(261416,253398)|0;FOb(261428,253406)|0;FOb(261440,253415)|0;FOb(261452,253424)|0;FOb(261464,253428)|0;FOb(261476,253432)|0;FOb(261488,253436)|0;FOb(261500,253367)|0;FOb(261512,253440)|0;FOb(261524,253444)|0;FOb(261536,253448)|0;FOb(261548,253452)|0;FOb(261560,253456)|0;FOb(261572,253460)|0;FOb(261584,253464)|0;return}function _Hb(){var a=0,c=0;if(!(b[257680]|0))if(MPb(257680)|0){c=261600;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261768)}FOb(261600,253468)|0;FOb(261612,253475)|0;FOb(261624,253482)|0;FOb(261636,253490)|0;FOb(261648,253500)|0;FOb(261660,253509)|0;FOb(261672,253516)|0;FOb(261684,253525)|0;FOb(261696,253529)|0;FOb(261708,253533)|0;FOb(261720,253537)|0;FOb(261732,253541)|0;FOb(261744,253545)|0;FOb(261756,253549)|0;return}function $Hb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function aIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function bIb(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;t=A+12|0;s=A+8|0;x=A+4|0;y=A;vEb(t,g);v=XFb(t,260896)|0;YFb(t);f[h>>2]=0;w=v+8|0;l=0;a:while(1){r=(j|0)!=(k|0);m=l;while(1){l=f[c>>2]|0;if(!(r&(m|0)==0))break a;n=l;if(!l){l=0;p=1;q=n}else{m=f[l+12>>2]|0;if((m|0)==(f[l+16>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if(uEb(m,CDb()|0)|0){f[c>>2]=0;l=0;p=1;q=0}else{p=0;q=n}}o=f[e>>2]|0;m=o;do if(!o)z=16;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=16;break}else if(p)break;else{z=62;break a}}while(0);if((z|0)==16){z=0;if(p){z=62;break a}else o=0}if((Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0)<<24>>24==37){z=19;break}m=b[j>>0]|0;if(m<<24>>24>-1){n=f[w>>2]|0;if(d[n+(m<<24>>24<<1)>>1]&8192){z=26;break}}n=l+12|0;m=f[n>>2]|0;o=l+16|0;if((m|0)==(f[o>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;q=Rg[f[(f[v>>2]|0)+12>>2]&255](v,m&255)|0;if(q<<24>>24==(Rg[f[(f[v>>2]|0)+12>>2]&255](v,b[j>>0]|0)|0)<<24>>24){z=56;break}f[h>>2]=4;m=4}b:do if((z|0)==19){z=0;p=j+1|0;if((p|0)==(k|0)){z=62;break a}n=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[p>>0]|0,0)|0;switch(n<<24>>24){case 48:case 69:{j=j+2|0;if((j|0)==(k|0)){z=62;break a}o=n;l=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0;j=p;break}default:{o=0;l=n}}r=f[(f[a>>2]|0)+36>>2]|0;f[x>>2]=q;f[y>>2]=m;f[s>>2]=f[x>>2];f[t>>2]=f[y>>2];r=_g[r&15](a,s,t,g,h,i,l,o)|0;f[c>>2]=r;j=j+2|0}else if((z|0)==26){while(1){z=0;j=j+1|0;if((j|0)==(k|0)){j=k;break}m=b[j>>0]|0;if(m<<24>>24<=-1)break;if(!(d[n+(m<<24>>24<<1)>>1]&8192))break;else z=26}m=o;while(1){if(!l){p=1;l=0}else{n=f[l+12>>2]|0;if((n|0)==(f[l+16>>2]|0))n=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[c>>2]=0;p=1;l=0}else p=0}do if(!o)z=42;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=42;break}else if(p^(m|0)==0){q=m;o=m;break}else break b}while(0);if((z|0)==42){z=0;if(p)break b;else{q=m;o=0}}n=l+12|0;m=f[n>>2]|0;p=l+16|0;if((m|0)==(f[p>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if((m&255)<<24>>24<=-1)break b;if(!(d[(f[w>>2]|0)+(m<<24>>24<<1)>>1]&8192))break b;m=f[n>>2]|0;if((m|0)==(f[p>>2]|0)){Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;m=q;continue}else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0;m=q;continue}}}else if((z|0)==56){z=0;m=f[n>>2]|0;if((m|0)==(f[o>>2]|0))Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0}j=j+1|0}while(0);l=f[h>>2]|0}if((z|0)==62)f[h>>2]=4;if(!l){l=0;n=1}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;l=0;n=1}else n=0}j=f[e>>2]|0;do if(!j)z=75;else{m=f[j+12>>2]|0;if((m|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[m>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[e>>2]=0;z=75;break}else if(n)break;else{z=77;break}}while(0);if((z|0)==75)if(n)z=77;if((z|0)==77)f[h>>2]=f[h>>2]|2;u=A;return l|0}function cIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function dIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function eIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function fIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function gIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function hIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function iIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=h+8|0;a:while(1){a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[e>>2]|0;do if(!h)k=15;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=15;break}else if(i){i=h;break}else{i=h;break a}}while(0);if((k|0)==15){k=0;if(i){i=0;break}else i=0}a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((a&255)<<24>>24<=-1)break;if(!(d[(f[j>>2]|0)+(a<<24>>24<<1)>>1]&8192))break;a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0;continue}}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(!i)k=38;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=38;break}else if(h)break;else{k=40;break}}while(0);if((k|0)==38)if(h)k=40;if((k|0)==40)f[g>>2]=f[g>>2]|2;return}function jIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+11>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+12+11>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(DGb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function kIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function lIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function mIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function nIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function oIb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[d>>2]|0;do if(!h)k=14;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;k=14;break}else if(i){j=h;k=16;break}else{a=6;k=38;break}}while(0);if((k|0)==14)if(i){a=6;k=38}else{j=0;k=16}a:do if((k|0)==16){a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((Sg[f[(f[g>>2]|0)+36>>2]&255](g,a&255,0)|0)<<24>>24==37){a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(j|0){a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;break}else if(h)break a;else{a=2;k=38;break a}}while(0);if(h){a=2;k=38}}else{a=4;k=38}}while(0);if((k|0)==38)f[e>>2]=f[e>>2]|a;return}function pIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;i=f[a>>2]|0;do if(!i)k=1;else{j=f[i+12>>2]|0;if((j|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[j>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);j=f[c>>2]|0;do if(!j)s=14;else{i=f[j+12>>2]|0;if((i|0)==(f[j+16>>2]|0))i=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else i=DDb(b[i>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[c>>2]=0;s=14;break}else if(k){s=17;break}else{s=16;break}}while(0);if((s|0)==14)if(k)s=16;else{j=0;s=17}a:do if((s|0)==16){f[e>>2]=f[e>>2]|6;i=0}else if((s|0)==17){i=f[a>>2]|0;k=f[i+12>>2]|0;if((k|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[k>>0]|0)|0;k=i&255;if(k<<24>>24>-1){r=g+8|0;if(d[(f[r>>2]|0)+(i<<24>>24<<1)>>1]&2048){i=(Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24;k=f[a>>2]|0;l=k+12|0;m=f[l>>2]|0;if((m|0)==(f[k+16>>2]|0)){Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;n=j;l=j}else{f[l>>2]=m+1;DDb(b[m>>0]|0)|0;n=j;l=j}while(1){i=i+-48|0;q=h+-1|0;j=f[a>>2]|0;do if(!j)m=1;else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[k>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;m=1;break}else{m=(f[a>>2]|0)==0;break}}while(0);do if(!l){p=n;j=1;o=0}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;p=0;j=1;o=0;break}else{p=n;j=(n|0)==0;o=n;break}}while(0);k=f[a>>2]|0;if(!((h|0)>1&(m^j)))break;j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;k=j&255;if(k<<24>>24<=-1)break a;if(!(d[(f[r>>2]|0)+(j<<24>>24<<1)>>1]&2048))break a;i=(i*10|0)+((Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24)|0;j=f[a>>2]|0;k=j+12|0;l=f[k>>2]|0;if((l|0)==(f[j+16>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;h=q;n=p;l=o;continue}else{f[k>>2]=l+1;DDb(b[l>>0]|0)|0;h=q;n=p;l=o;continue}}do if(!k)k=1;else{j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!p)s=62;else{j=f[p+12>>2]|0;if((j|0)==(f[p+16>>2]|0))j=Pg[f[(f[p>>2]|0)+36>>2]&1023](p)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;s=62;break}else if(k)break a;else break}while(0);if((s|0)==62)if(!k)break;f[e>>2]=f[e>>2]|2;break}}f[e>>2]=f[e>>2]|4;i=0}while(0);return i|0}function qIb(a){a=a|0;DFb(a);return}function rIb(a){a=a|0;DFb(a);sOb(a);return}function sIb(a){a=a|0;return 2}function tIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=MIb(a,j,i,d,e,g,49844,49876)|0;u=h;return g|0}function uIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+8+3>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+((o?f[n+4>>2]|0:d&255)<<2)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=MIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function vIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];KIb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function wIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];LIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function xIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];XIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function yIb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260928)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];KIb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];LIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];NIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=MIb(a,j,k,e,g,h,49684,49716)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=MIb(a,j,k,e,g,h,49716,49748)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];OIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];PIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];QIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];RIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];SIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];TIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];UIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=MIb(a,j,k,e,g,h,49748,49792)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=MIb(a,j,k,e,g,h,49792,49812)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];VIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=MIb(a,j,k,e,g,h,49812,49844)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];WIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];XIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];YIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];ZIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function zIb(a){a=a|0;if(!(b[257752]|0))if(MPb(257752)|0){JIb();f[65645]=262412}return f[65645]|0}function AIb(a){a=a|0;if(!(b[257736]|0))if(MPb(257736)|0){IIb();f[65602]=262120}return f[65602]|0}function BIb(a){a=a|0;if(!(b[257720]|0))if(MPb(257720)|0){HIb();f[65529]=261828}return f[65529]|0}function CIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257712]|0))if(MPb(257712)|0){f[65454]=0;f[65455]=0;f[65456]=0;d=GIb(48716)|0;if(d>>>0>1073741807)vOb(261816);do if(d>>>0<2){b[261827]=d;g=261816}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65454]=g;f[65456]=c|-2147483648;f[65455]=d;break}}while(0);WDb(g,48716,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261816}function DIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257704]|0))if(MPb(257704)|0){f[65451]=0;f[65452]=0;f[65453]=0;d=GIb(48668)|0;if(d>>>0>1073741807)vOb(261804);do if(d>>>0<2){b[261815]=d;g=261804}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65451]=g;f[65453]=c|-2147483648;f[65452]=d;break}}while(0);WDb(g,48668,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261804}function EIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257696]|0))if(MPb(257696)|0){f[65448]=0;f[65449]=0;f[65450]=0;d=GIb(48632)|0;if(d>>>0>1073741807)vOb(261792);do if(d>>>0<2){b[261803]=d;g=261792}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65448]=g;f[65450]=c|-2147483648;f[65449]=d;break}}while(0);WDb(g,48632,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261792}function FIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257688]|0))if(MPb(257688)|0){f[65445]=0;f[65446]=0;f[65447]=0;d=GIb(48596)|0;if(d>>>0>1073741807)vOb(261780);do if(d>>>0<2){b[261791]=d;g=261780}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65445]=g;f[65447]=c|-2147483648;f[65446]=d;break}}while(0);WDb(g,48596,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261780}function GIb(a){a=a|0;return nAb(a)|0}function HIb(){var a=0,c=0;if(!(b[257728]|0))if(MPb(257728)|0){c=261828;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262116)}SOb(261828,48800)|0;SOb(261840,48812)|0;return}function IIb(){var a=0,c=0;if(!(b[257744]|0))if(MPb(257744)|0){c=262120;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262408)}SOb(262120,48824)|0;SOb(262132,48856)|0;SOb(262144,48892)|0;SOb(262156,48916)|0;SOb(262168,48940)|0;SOb(262180,48956)|0;SOb(262192,48976)|0;SOb(262204,48996)|0;SOb(262216,49024)|0;SOb(262228,49064)|0;SOb(262240,49096)|0;SOb(262252,49132)|0;SOb(262264,49168)|0;SOb(262276,49184)|0;SOb(262288,49200)|0;SOb(262300,49216)|0;SOb(262312,48940)|0;SOb(262324,49232)|0;SOb(262336,49248)|0;SOb(262348,49264)|0;SOb(262360,49280)|0;SOb(262372,49296)|0;SOb(262384,49312)|0;SOb(262396,49328)|0;return}function JIb(){var a=0,c=0;if(!(b[257760]|0))if(MPb(257760)|0){c=262412;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262580)}SOb(262412,49344)|0;SOb(262424,49372)|0;SOb(262436,49400)|0;SOb(262448,49432)|0;SOb(262460,49472)|0;SOb(262472,49508)|0;SOb(262484,49536)|0;SOb(262496,49572)|0;SOb(262508,49588)|0;SOb(262520,49604)|0;SOb(262532,49620)|0;SOb(262544,49636)|0;SOb(262556,49652)|0;SOb(262568,49668)|0;return}function KIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function LIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function MIb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;r=x+12|0;q=x+8|0;t=x+4|0;v=x;vEb(r,d);s=XFb(r,260928)|0;YFb(r);f[e>>2]=0;j=0;a:while(1){p=(h|0)!=(i|0);k=j;while(1){j=f[b>>2]|0;if(!(p&(k|0)==0))break a;l=j;if(!j){j=0;n=1;o=l}else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[b>>2]=0;j=0;n=1;o=0}else{n=0;o=l}}m=f[c>>2]|0;k=m;do if(!m)w=16;else{l=f[m+12>>2]|0;if((l|0)==(f[m+16>>2]|0))l=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=16;break}else if(n)break;else{w=59;break a}}while(0);if((w|0)==16){w=0;if(n){w=59;break a}else m=0}if((Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0)<<24>>24==37){w=19;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0){w=25;break}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;o=Rg[f[(f[s>>2]|0)+28>>2]&255](s,k)|0;if((o|0)==(Rg[f[(f[s>>2]|0)+28>>2]&255](s,f[h>>2]|0)|0)){w=53;break}f[e>>2]=4;k=4}b:do if((w|0)==19){w=0;n=h+4|0;if((n|0)==(i|0)){w=59;break a}l=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[n>>2]|0,0)|0;switch(l<<24>>24){case 48:case 69:{h=h+8|0;if((h|0)==(i|0)){w=59;break a}m=l;j=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0;h=n;break}default:{m=0;j=l}}p=f[(f[a>>2]|0)+36>>2]|0;f[t>>2]=o;f[v>>2]=k;f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];p=_g[p&15](a,q,r,d,e,g,j,m)|0;f[b>>2]=p;h=h+8|0}else if((w|0)==25){while(1){w=0;h=h+4|0;if((h|0)==(i|0)){h=i;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0)w=25;else break}k=m;n=m;while(1){if(!j){m=1;j=0}else{l=f[j+12>>2]|0;if((l|0)==(f[j+16>>2]|0))l=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[b>>2]=0;m=1;j=0}else m=0}do if(!n)w=40;else{l=f[n+12>>2]|0;if((l|0)==(f[n+16>>2]|0))l=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=40;break}else if(m^(k|0)==0){o=k;n=k;break}else break b}while(0);if((w|0)==40){w=0;if(m)break b;else{o=k;n=0}}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(!(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,k)|0))break b;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;k=o;continue}else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0;k=o;continue}}}else if((w|0)==53){w=0;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0))Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0}h=h+4|0}while(0);j=f[e>>2]|0}if((w|0)==59)f[e>>2]=4;if(!j){j=0;l=1}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;j=0;l=1}else l=0}h=f[c>>2]|0;do if(!h)w=72;else{k=f[h+12>>2]|0;if((k|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[k>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[c>>2]=0;w=72;break}else if(l)break;else{w=74;break}}while(0);if((w|0)==72)if(l)w=74;if((w|0)==74)f[e>>2]=f[e>>2]|2;u=x;return j|0}function NIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function OIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function PIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function QIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function RIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function SIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function TIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:while(1){a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)i=15;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=15;break}else if(h){h=g;break}else{h=g;break a}}while(0);if((i|0)==15){i=0;if(h){h=0;break}else h=0}a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(!(Sg[f[(f[e>>2]|0)+12>>2]&255](e,8192,a)|0))break;a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0;continue}}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(!h)i=37;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=37;break}else if(g)break;else{i=39;break}}while(0);if((i|0)==37)if(g)i=39;if((i|0)==39)f[d>>2]=f[d>>2]|2;return}function UIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+8+3>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+20+3>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(cHb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function VIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function WIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function XIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function YIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function ZIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)j=14;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;j=14;break}else if(h){i=g;j=16;break}else{a=6;j=38;break}}while(0);if((j|0)==14)if(h){a=6;j=38}else{i=0;j=16}a:do if((j|0)==16){a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if((Sg[f[(f[e>>2]|0)+52>>2]&255](e,a,0)|0)<<24>>24==37){a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(i|0){a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;break}else if(g)break a;else{a=2;j=38;break a}}while(0);if(g){a=2;j=38}}else{a=4;j=38}}while(0);if((j|0)==38)f[d>>2]=f[d>>2]|a;return}function _Ib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;do if(!g)i=1;else{h=f[g+12>>2]|0;if((h|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[h>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);h=f[b>>2]|0;do if(!h)p=14;else{g=f[h+12>>2]|0;if((g|0)==(f[h+16>>2]|0))g=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else g=VDb(f[g>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[b>>2]=0;p=14;break}else if(i){p=17;break}else{p=16;break}}while(0);if((p|0)==14)if(i)p=16;else{h=0;p=17}a:do if((p|0)==16){f[c>>2]=f[c>>2]|6;g=0}else if((p|0)==17){g=f[a>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[i>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,g)|0)){f[c>>2]=f[c>>2]|4;g=0;break}g=(Sg[f[(f[d>>2]|0)+52>>2]&255](d,g,0)|0)<<24>>24;i=f[a>>2]|0;j=i+12|0;k=f[j>>2]|0;if((k|0)==(f[i+16>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](i)|0;l=h;j=h}else{f[j>>2]=k+4;VDb(f[k>>2]|0)|0;l=h;j=h}while(1){g=g+-48|0;o=e+-1|0;h=f[a>>2]|0;do if(!h)k=1;else{i=f[h+12>>2]|0;if((i|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[i>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!j){n=l;h=1;m=0}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;n=0;h=1;m=0;break}else{n=l;h=(l|0)==0;m=l;break}}while(0);i=f[a>>2]|0;if(!((e|0)>1&(k^h)))break;h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,h)|0))break a;g=(g*10|0)+((Sg[f[(f[d>>2]|0)+52>>2]&255](d,h,0)|0)<<24>>24)|0;h=f[a>>2]|0;i=h+12|0;j=f[i>>2]|0;if((j|0)==(f[h+16>>2]|0)){Pg[f[(f[h>>2]|0)+40>>2]&1023](h)|0;e=o;l=n;j=m;continue}else{f[i>>2]=j+4;VDb(f[j>>2]|0)|0;e=o;l=n;j=m;continue}}do if(!i)i=1;else{h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);do if(!n)p=60;else{h=f[n+12>>2]|0;if((h|0)==(f[n+16>>2]|0))h=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;p=60;break}else if(i)break a;else break}while(0);if((p|0)==60)if(!i)break;f[c>>2]=f[c>>2]|2}while(0);return g|0}function $Ib(a){a=a|0;eJb(a+8|0);DFb(a);return}function aJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function bJb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=u;u=u+112|0;d=j+4|0;e=j;f[e>>2]=d+100;cJb(a+8|0,d,e,g,h,i);i=f[e>>2]|0;h=d;d=f[c>>2]|0;while(1){if((h|0)==(i|0))break;e=b[h>>0]|0;if(!d)d=0;else{a=d+24|0;g=f[a>>2]|0;if((g|0)==(f[d+28>>2]|0)){c=f[(f[d>>2]|0)+52>>2]|0;e=DDb(e)|0;e=Rg[c&255](d,e)|0}else{f[a>>2]=g+1;b[g>>0]=e;e=DDb(e)|0}c=uEb(e,CDb()|0)|0;d=c?0:d}h=h+1|0}u=j;return d|0}function cJb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;b[i>>0]=37;j=i+1|0;b[j>>0]=g;k=i+2|0;b[k>>0]=h;b[i+3>>0]=0;if(h<<24>>24){b[j>>0]=h;b[k>>0]=g}k=dJb(c,f[d>>2]|0)|0;k=c+(Hf(c|0,k|0,i|0,e|0,f[a>>2]|0)|0)|0;f[d>>2]=k;u=l;return}function dJb(a,b){a=a|0;b=b|0;return b-a|0}function eJb(a){a=a|0;var b=0;b=f[a>>2]|0;if((b|0)!=(_Fb()|0))NAb(f[a>>2]|0);return}function fJb(a){a=a|0;eJb(a+8|0);DFb(a);return}function gJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function hJb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=u;u=u+416|0;c=i+8|0;d=i;f[d>>2]=c+400;iJb(a+8|0,c,d,e,g,h);h=f[d>>2]|0;g=c;c=f[b>>2]|0;while(1){if((g|0)==(h|0))break;d=f[g>>2]|0;if(!c)c=0;else{a=c+24|0;e=f[a>>2]|0;if((e|0)==(f[c+28>>2]|0)){b=f[(f[c>>2]|0)+52>>2]|0;d=VDb(d)|0;d=Rg[b&255](c,d)|0}else{f[a>>2]=e+4;f[e>>2]=d;d=VDb(d)|0}b=wEb(d,UDb()|0)|0;c=b?0:c}g=g+4|0}u=i;return c|0}function iJb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+128|0;k=h+16|0;l=h+12|0;i=h;j=h+8|0;f[l>>2]=k+100;cJb(a,k,l,d,e,g);d=i;f[d>>2]=0;f[d+4>>2]=0;f[j>>2]=k;d=jJb(b,f[c>>2]|0)|0;a=UAb(f[a>>2]|0)|0;d=HBb(b,j,d,i)|0;if(a|0)UAb(a)|0;if((d|0)==-1)kJb(0);else{f[c>>2]=b+(d<<2);u=h;return}}function jJb(a,b){a=a|0;b=b|0;return b-a>>2|0}function kJb(a){a=a|0;vd()}function lJb(a){a=a|0;DFb(a);return}function mJb(a){a=a|0;DFb(a);sOb(a);return}function nJb(a){a=a|0;return 127}function oJb(a){a=a|0;return 127}function pJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function qJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function rJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function sJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function tJb(a){a=a|0;return 0}function uJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function vJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function wJb(a,b,c){a=a|0;b=b|0;c=c|0;if(b|0)dQb(a|0,(DDb(c)|0)&255|0,b|0)|0;return a|0}function xJb(a){a=a|0;DFb(a);return}function yJb(a){a=a|0;DFb(a);sOb(a);return}function zJb(a){a=a|0;return 127}function AJb(a){a=a|0;return 127}function BJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function CJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function DJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function EJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function FJb(a){a=a|0;return 0}function GJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function HJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function IJb(a){a=a|0;DFb(a);return}function JJb(a){a=a|0;DFb(a);sOb(a);return}function KJb(a){a=a|0;return 2147483647}function LJb(a){a=a|0;return 2147483647}function MJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function NJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function OJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function PJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function QJb(a){a=a|0;return 0}function RJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function SJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function TJb(a){a=a|0;DFb(a);return}function UJb(a){a=a|0;DFb(a);sOb(a);return}function VJb(a){a=a|0;return 2147483647}function WJb(a){a=a|0;return 2147483647}function XJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function YJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function ZJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function _Jb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function $Jb(a){a=a|0;return 0}function aKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function bKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function cKb(a){a=a|0;DFb(a);return}function dKb(a){a=a|0;DFb(a);sOb(a);return}function eKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+240|0;n=x+24|0;q=x;m=x+140|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+136|0;y=x+4|0;o=x+36|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260896)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(hKb(c,n,e,s,l,h,j,a,w,p,m+100|0)|0){Tg[f[(f[a>>2]|0)+32>>2]&15](a,254118,254128,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>98){a=_zb(a+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+10|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=b[j>>0]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((b[a>>0]|0)==e<<24>>24)break;a=a+1|0}b[g>>0]=b[254118+(a-m)>>0]|0;j=j+1|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function fKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+144|0;j=t+24|0;a=t+32|0;s=t+16|0;m=t+8|0;p=t;k=t+28|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260896)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(hKb(c,j,e,p,g,h,k,l,s,m,a+100|0)|0){a=i+11|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;b[j>>0]=0;rEb(e,j);f[i+4>>2]=0}else{b[j>>0]=0;rEb(i,j);b[a>>0]=0}if(b[k>>0]|0)LOb(i,Rg[f[(f[l>>2]|0)+28>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+28>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-1|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((b[a>>0]|0)!=k<<24>>24)break;a=a+1|0}iKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[g>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function gKb(a){a=a|0;return}function hKb(a,c,e,g,h,i,j,k,l,m,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2224|0;f[(F+88|0)>>2]=o;f[(F+80|0)>>2]=F+96|0;f[((F+80|0)+4|0)>>2]=1645;f[(F+72|0)>>2]=F+96|0;f[(F+68|0)>>2]=(F+96|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+56|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+44|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+32|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+20|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+8|0)+(o<<2)>>2]=0;o=o+1|0}kKb(e,g,F+500|0,F+497|0,F+496|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[m>>2]=f[l>>2];v=(F+32|0)+11|0;w=(F+20|0)+11|0;E=0;t=0;a:while(1){if(t>>>0>=4){C=234;break}o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);e=f[c>>2]|0;do if(!e)C=31;else{o=f[e+12>>2]|0;if((o|0)==(f[e+16>>2]|0))o=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=31;break}else if(g){z=e;break}else{C=234;break a}}while(0);if((C|0)==31){C=0;if(g){C=234;break}else z=0}b:do{g=1;p=b[(F+500|0)+t>>0]|0;if(g){g=0;switch(p|0){case 1:{if((t|0)==3)q=E;else{o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){C=44;break a}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){C=44;break a}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=z;s=z;C=46}break}case 0:{if((t|0)==3)q=E;else{r=z;s=z;C=46}break}default:g=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=h;f[F+576>>2]=j;f[F+584>>2]=k;f[F+592>>2]=l;f[F+600>>2]=m;f[F+888>>2]=E;f[F+896>>2]=t;f[F+912>>2]=q;f[F+1488>>2]=v;f[F+1520>>2]=w;f[F+2016>>2]=z;f[F+2104>>2]=C;f[F+2112>>2]=g;f[F+2120>>2]=p;f[F+2128>>2]=0;f[F+2132>>2]=0;GKb(F);q=f[F+912>>2]|0;C=f[F+2104>>2]|0;G=f[F+2128>>2]|0;D=f[F+2132>>2]|0;H=+n[F+2132>>2];f[F+2128>>2]=0;f[F+2132>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 20:break a}}while(0);c:do if((C|0)==46)while(1){C=0;o=f[a>>2]|0;do if(!o)e=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);do if(!s){x=r;C=59}else{o=f[s+12>>2]|0;if((o|0)==(f[s+16>>2]|0))o=Pg[f[(f[s>>2]|0)+36>>2]&1023](s)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;x=0;C=59;break}else if(e^(r|0)==0){y=r;A=r;break}else{q=E;break c}}while(0);if((C|0)==59){C=0;if(e){q=E;break c}else{y=x;A=0}}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){q=E;break c}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){q=E;break c}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=y;s=A}while(0);E=q;t=t+1|0}d:do if((C|0)==44){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==103){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==144){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==232){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==234){e:do if(E|0){q=E+11|0;r=E+4|0;p=1;f:while(1){o=b[q>>0]|0;if(o<<24>>24<0)o=f[r>>2]|0;else o=o&255;if(p>>>0>=o>>>0)break e;o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);o=f[c>>2]|0;do if(!o)C=253;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=253;break}else if(g)break;else break f}while(0);if((C|0)==253){C=0;if(g)break}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((b[q>>0]|0)<0)e=f[E>>2]|0;else e=E;if((b[e+p>>0]|0)!=(o&255)<<24>>24)break;o=p+1|0;e=f[a>>2]|0;g=f[(e+12|0)>>2]|0;if((g|0)==(f[e+16>>2]|0)){Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;p=o;continue}else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0;p=o;continue}}f[i>>2]=f[i>>2]|4;B=0;break d}while(0);o=f[(F+80|0)>>2]|0;e=f[(F+72|0)>>2]|0;if((o|0)==(e|0))B=1;else{f[F>>2]=0;kGb(F+56|0,o,e,F);if(!(f[F>>2]|0)){B=1;break}else{f[i>>2]=f[i>>2]|4;B=0;break}}}while(0);zOb(F+8|0);zOb(F+20|0);zOb(F+32|0);zOb(F+44|0);zOb(F+56|0);o=f[(F+80|0)>>2]|0;f[(F+80|0)>>2]=0;if(o|0)gh[f[((F+80|0)+4|0)>>2]&2047](o);u=F;return B|0}function iKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;j=c;o=p+12|0;k=p;m=a+11|0;h=b[m>>0]|0;e=h<<24>>24<0;if(e){l=f[a+4>>2]|0;i=(f[a+8>>2]&2147483647)+-1|0}else{l=h&255;i=10}n=d-j|0;do if(n|0){if(e){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=h&255}if(jKb(c,g,g+e|0)|0){f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(n>>>0>4294967279)vOb(k);if(n>>>0<11){b[k+11>>0]=n;g=k}else{m=n+16&-16;g=pOb(m)|0;f[k>>2]=g;f[k+8>>2]=m|-2147483648;f[k+4>>2]=n}e=g;while(1){if((c|0)==(d|0))break;rEb(e,c);c=c+1|0;e=e+1|0}b[o>>0]=0;rEb(g+n|0,o);o=b[k+11>>0]|0;d=o<<24>>24<0;JOb(a,d?f[k>>2]|0:k,d?f[k+4>>2]|0:o&255)|0;zOb(k);break}if((i-l|0)>>>0<n>>>0)IOb(a,i,l+n-i|0,l,l,0,0);if((b[m>>0]|0)<0)h=f[a>>2]|0;else h=a;g=d+(l-j)|0;e=h+l|0;while(1){if((c|0)==(d|0))break;rEb(e,c);e=e+1|0;c=c+1|0}b[o>>0]=0;rEb(h+g|0,o);c=l+n|0;if((b[m>>0]|0)<0){f[a+4>>2]=c;break}else{b[m>>0]=c;break}}while(0);u=p;return a|0}function jKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function kKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262616)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262608)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function lKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?1:g;h=(f[b>>2]|0)-d|0;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+h;f[c>>2]=(f[a>>2]|0)+g;return}function mKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function nKb(a){a=a|0;DFb(a);return}function oKb(a){a=a|0;DFb(a);sOb(a);return}function pKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+576|0;n=x+424|0;q=x;m=x+24|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+564|0;y=x+4|0;o=x+464|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260928)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(rKb(c,n,e,s,l,h,j,a,w,p,m+400|0)|0){Tg[f[(f[a>>2]|0)+48>>2]&15](a,254228,254238,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>392){a=_zb((a>>>2)+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+40|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=f[j>>2]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((f[a>>2]|0)==(e|0))break;a=a+4|0}b[g>>0]=b[254228+(a-m>>2)>>0]|0;j=j+4|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function qKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+432|0;j=t+424|0;a=t+24|0;s=t+16|0;m=t+8|0;p=t;k=t+428|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260928)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(rKb(c,j,e,p,g,h,k,l,s,m,a+400|0)|0){a=i+8+3|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;f[j>>2]=0;JFb(e,j);f[i+4>>2]=0}else{f[j>>2]=0;JFb(i,j);b[a>>0]=0}if(b[k>>0]|0)VOb(i,Rg[f[(f[l>>2]|0)+44>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+44>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-4|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((f[a>>2]|0)!=(k|0))break;a=a+4|0}sKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function rKb(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2256|0;f[(F+96|0)>>2]=m;f[(F+88|0)>>2]=F+104|0;f[((F+88|0)+4|0)>>2]=1645;f[(F+80|0)>>2]=F+104|0;f[(F+76|0)>>2]=(F+104|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+56|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+44|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+32|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+20|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+8|0)+(m<<2)>>2]=0;m=m+1|0}uKb(d,e,F+504|0,F+72|0,F+68|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[l>>2]=f[k>>2];t=(F+32|0)+8+3|0;v=(F+20|0)+8+3|0;w=(F+44|0)+8+3|0;E=0;s=0;a:while(1){if(s>>>0>=4){C=229;break}m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);d=f[c>>2]|0;do if(!d)C=31;else{m=f[d+12>>2]|0;if((m|0)==(f[d+16>>2]|0))m=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=31;break}else if(e){z=d;break}else{C=229;break a}}while(0);if((C|0)==31){C=0;if(e){C=229;break}else z=0}b:do{e=1;o=b[(F+504|0)+s>>0]|0;if(e){e=0;switch(o|0){case 1:{if((s|0)==3)p=E;else{m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){C=43;break a}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=z;r=z;C=45}break}case 0:{if((s|0)==3)p=E;else{q=z;r=z;C=45}break}default:e=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=g;f[F+576>>2]=i;f[F+584>>2]=j;f[F+592>>2]=k;f[F+600>>2]=l;f[F+888>>2]=E;f[F+896>>2]=s;f[F+912>>2]=p;f[F+1512>>2]=t;f[F+1560>>2]=v;f[F+1624>>2]=w;f[F+2040>>2]=z;f[F+2128>>2]=C;f[F+2136>>2]=e;f[F+2144>>2]=o;f[F+2152>>2]=0;f[F+2156>>2]=0;HKb(F);p=f[F+912>>2]|0;C=f[F+2128>>2]|0;G=f[F+2152>>2]|0;D=f[F+2156>>2]|0;H=+n[F+2156>>2];f[F+2152>>2]=0;f[F+2156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 19:break a}}while(0);c:do if((C|0)==45)while(1){C=0;m=f[a>>2]|0;do if(!m)d=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;d=1;break}else{d=(f[a>>2]|0)==0;break}}while(0);do if(!r){x=q;C=58}else{m=f[r+12>>2]|0;if((m|0)==(f[r+16>>2]|0))m=Pg[f[(f[r>>2]|0)+36>>2]&1023](r)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;x=0;C=58;break}else if(d^(q|0)==0){y=q;A=q;break}else{p=E;break c}}while(0);if((C|0)==58){C=0;if(d){p=E;break c}else{y=x;A=0}}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){p=E;break c}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=y;r=A}while(0);E=p;s=s+1|0}d:do if((C|0)==43){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==101){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==141){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==227){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==229){e:do if(E|0){p=E+8+3|0;q=E+4|0;o=1;f:while(1){m=b[p>>0]|0;if(m<<24>>24<0)m=f[q>>2]|0;else m=m&255;if(o>>>0>=m>>>0)break e;m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;do if(!m)C=248;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=248;break}else if(e)break;else break f}while(0);if((C|0)==248){C=0;if(e)break}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if((b[p>>0]|0)<0)d=f[E>>2]|0;else d=E;if((m|0)!=(f[d+(o<<2)>>2]|0))break;m=o+1|0;d=f[a>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;o=m;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;o=m;continue}}f[h>>2]=f[h>>2]|4;B=0;break d}while(0);m=f[(F+88|0)>>2]|0;d=f[(F+80|0)>>2]|0;if((m|0)==(d|0))B=1;else{f[F>>2]=0;kGb(F+56|0,m,d,F);if(!(f[F>>2]|0)){B=1;break}else{f[h>>2]=f[h>>2]|4;B=0;break}}}while(0);NOb(F+8|0);NOb(F+20|0);NOb(F+32|0);NOb(F+44|0);zOb(F+56|0);m=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=0;if(m|0)gh[f[((F+88|0)+4|0)>>2]&2047](m);u=F;return B|0}function sKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q+12|0;l=q;e=a+8|0;p=e+3|0;i=b[p>>0]|0;g=i<<24>>24<0;if(g){n=f[a+4>>2]|0;h=(f[e>>2]&2147483647)+-1|0}else{n=i&255;h=1}m=d-c>>2;do if(m|0){if(g){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=i&255}if(tKb(c,g,g+(e<<2)|0)|0){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;if(m>>>0>1073741807)vOb(l);do if(m>>>0<2){b[l+8+3>>0]=m;j=c;k=l}else{e=m+4&-4;if(e>>>0>1073741823)vd();else{k=pOb(e<<2)|0;f[l>>2]=k;f[l+8>>2]=e|-2147483648;f[l+4>>2]=m;j=c;break}}while(0);while(1){if((j|0)==(d|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[o>>2]=0;JFb(k,o);p=b[l+8+3>>0]|0;o=p<<24>>24<0;UOb(a,o?f[l>>2]|0:l,o?f[l+4>>2]|0:p&255)|0;NOb(l);break}if((h-n|0)>>>0<m>>>0)TOb(a,h,n+m-h|0,n,n,0,0);if((b[p>>0]|0)<0)e=f[a>>2]|0;else e=a;e=e+(n<<2)|0;while(1){if((c|0)==(d|0))break;JFb(e,c);e=e+4|0;c=c+4|0}f[o>>2]=0;JFb(e,o);c=n+m|0;if((b[p>>0]|0)<0){f[a+4>>2]=c;break}else{b[p>>0]=c;break}}while(0);u=q;return a|0}function tKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function uKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262632)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262624)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function vKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function wKb(a){a=a|0;DFb(a);return}function xKb(a){a=a|0;DFb(a);sOb(a);return}function yKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+384|0;q=F+8|0;j=F;a=F+284|0;k=F+72|0;i=F+184|0;E=F+68|0;r=F+180|0;s=F+177|0;t=F+176|0;B=F+56|0;C=F+44|0;D=F+32|0;n=F+28|0;o=F+76|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260896)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+32>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}AKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+11>>0]|0;j=b[C+11>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+11>>0]|0;i=b[C+11>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}BKb(z,v,w,f[e+4>>2]|0,y,y+A|0,m,l,r,b[s>>0]|0,b[t>>0]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=n3a(q,z,c,a,e,g)|0;if(G|0)$zb(G);zOb(D);zOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function zKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+176|0;p=D+56|0;C=D+52|0;v=D+164|0;w=D+161|0;x=D+160|0;z=D+40|0;A=D+28|0;B=D+16|0;l=D+12|0;n=D+60|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260896)|0;i=h+11|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=b[(a?f[h>>2]|0:h)>>0]|0;o=o<<24>>24==(Rg[f[(f[t>>2]|0)+28>>2]&255](t,45)|0)<<24>>24};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}AKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+11>>0]|0;d=b[A+11>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+11>>0]|0;i=b[A+11>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;BKb(y,q,r,f[e+4>>2]|0,h,h+k|0,t,o,v,b[w>>0]|0,b[x>>0]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=n3a(p,y,h,a,e,g)|0;if(E|0)$zb(E);zOb(B);zOb(A);zOb(z);YFb(C);u=D;return a|0}function AKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+12|0;o=p;if(a){m=XFb(d,262616)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}else{m=XFb(d,262608)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}f[l>>2]=a;u=p;return}function BKb(a,c,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;f[e>>2]=a;z=q+11|0;H=q+4|0;A=p+11|0;B=p+4|0;C=(g&512|0)==0;D=j+8|0;E=(r|0)>0;F=o+11|0;G=o+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[l+y>>0]|0){case 0:{f[c>>2]=f[e>>2];break}case 1:{f[c>>2]=f[e>>2];w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,32)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w;break}case 3:{x=b[z>>0]|0;s=x<<24>>24<0;if((s?f[H>>2]|0:x&255)|0){w=b[(s?f[q>>2]|0:q)>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}break}case 2:{t=b[A>>0]|0;s=t<<24>>24<0;t=s?f[B>>2]|0:t&255;if(!(C|(t|0)==0)){x=s?f[p>>2]|0:p;u=x+t|0;s=f[e>>2]|0;t=x;while(1){if((t|0)==(u|0))break;b[s>>0]=b[t>>0]|0;s=s+1|0;t=t+1|0}f[e>>2]=s}break}case 4:{t=f[e>>2]|0;h=k?h+1|0:h;u=h;while(1){if(u>>>0>=i>>>0)break;s=b[u>>0]|0;if(s<<24>>24<=-1)break;if(!(d[(f[D>>2]|0)+(s<<24>>24<<1)>>1]&2048))break;u=u+1|0}if(E){v=r;while(1){s=(v|0)>0;if(!(u>>>0>h>>>0&s))break;x=u+-1|0;s=b[x>>0]|0;w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=s;v=v+-1|0;u=x}if(s)w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;else w=0;s=v;while(1){v=f[e>>2]|0;f[e>>2]=v+1;if((s|0)<=0)break;b[v>>0]=w;s=s+-1|0}b[v>>0]=m}b:do if((u|0)==(h|0)){w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}else{x=b[F>>0]|0;s=x<<24>>24<0;if(!((s?f[G>>2]|0:x&255)|0)){w=-1;v=0;x=0}else{w=b[(s?f[o>>2]|0:o)>>0]|0;v=0;x=0}while(1){if((u|0)==(h|0))break b;if((x|0)==(w|0)){w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=n;v=v+1|0;w=b[F>>0]|0;s=w<<24>>24<0;if(v>>>0<(s?f[G>>2]|0:w&255)>>>0){w=b[(s?f[o>>2]|0:o)+v>>0]|0;w=w<<24>>24==127?-1:w<<24>>24;s=0}else{w=x;s=0}}else s=x;I=u+-1|0;J=b[I>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=J;x=s+1|0;u=I}}while(0);s=f[e>>2]|0;if((t|0)!=(s|0))while(1){s=s+-1|0;if(t>>>0>=s>>>0)break a;J=b[t>>0]|0;b[t>>0]=b[s>>0]|0;b[s>>0]=J;t=t+1|0}break}default:{}}while(0);y=y+1|0}h=b[z>>0]|0;s=h<<24>>24<0;h=s?f[H>>2]|0:h&255;if(h>>>0>1){J=s?f[q>>2]|0:q;t=J+h|0;s=f[e>>2]|0;h=J;while(1){h=h+1|0;if((h|0)==(t|0))break;b[s>>0]=b[h>>0]|0;s=s+1|0}f[e>>2]=s}switch((g&176)<<24>>24){case 32:{f[c>>2]=f[e>>2];break}case 16:break;default:f[c>>2]=a}return}function CKb(a){a=a|0;DFb(a);return}function DKb(a){a=a|0;DFb(a);sOb(a);return}function EKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+1008|0;q=F+8|0;j=F;a=F+896|0;k=F+888|0;i=F+488|0;E=F+480|0;r=F+892|0;s=F+476|0;t=F+472|0;B=F+460|0;C=F+448|0;D=F+436|0;n=F+432|0;o=F+32|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a<<2)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260928)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+48>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}IKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+8+3>>0]|0;j=b[C+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+8+3>>0]|0;i=b[C+8+3>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}JKb(z,v,w,f[e+4>>2]|0,y,y+(A<<2)|0,m,l,r,f[s>>2]|0,f[t>>2]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=EHb(q,z,c,a,e,g)|0;if(G|0)$zb(G);NOb(D);NOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function FKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+480|0;p=D+468|0;C=D+464|0;v=D+472|0;w=D+460|0;x=D+456|0;z=D+444|0;A=D+432|0;B=D+420|0;l=D+416|0;n=D+16|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260928)|0;i=h+8+3|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=f[(a?f[h>>2]|0:h)>>2]|0;o=(o|0)==(Rg[f[(f[t>>2]|0)+44>>2]&255](t,45)|0)};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}IKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+8+3>>0]|0;d=b[A+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+8+3>>0]|0;i=b[A+8+3>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;JKb(y,q,r,f[e+4>>2]|0,h,h+(k<<2)|0,t,o,v,f[w>>2]|0,f[x>>2]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=EHb(p,y,h,a,e,g)|0;if(E|0)$zb(E);NOb(B);NOb(A);zOb(z);YFb(C);u=D;return a|0}function GKb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;H=f[a+528>>2]|0;B=f[a+536>>2]|0;r=f[a+560>>2]|0;n=f[a+576>>2]|0;C=f[a+584>>2]|0;E=f[a+592>>2]|0;F=f[a+600>>2]|0;I=f[a+888>>2]|0;l=f[a+896>>2]|0;y=f[a+912>>2]|0;k=f[a+1488>>2]|0;m=f[a+1520>>2]|0;s=f[a+2016>>2]|0;J=f[a+2104>>2]|0;K=f[a+2112>>2]|0;G=f[a+2120>>2]|0;a:{if(K){K=0;switch(G|0){case 3:{j=b[k>>0]|0;j=j<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:j&255;c=b[m>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((j|0)==(0-c|0))y=I;else{e=f[H>>2]|0;g=f[e+12>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((j|0)==0|(c|0)==0){if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;c=c&255;if(!j){if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=c<<24>>24){y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)!=c<<24>>24){b[n>>0]=1;y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;e=f[H>>2]|0;g=f[(e+12|0)>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)==(c&255)<<24>>24){if(i)Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=(c&255)<<24>>24){J=103;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I}break}default:K=1}}if(K){K=0;switch(G|0){case 2:{if(!(l>>>0<2|(I|0)!=0))if(!((r&512|0)!=0|(l|0)==2&(b[((a+500|0)+3|0)>>0]|0)!=0)){y=0;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;n=e<<24>>24<0?c:a+44|0;b:do if(!l){j=s;g=n;i=s}else if((h[(a+500|0)+(l+-1)>>0]|0)<2){g=n+(e<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:e&255)|0;m=n;while(1){i=m;if((g|0)==(i|0))break;j=b[i>>0]|0;if(j<<24>>24<=-1)break;if(!(d[(f[(C+8|0)>>2]|0)+(j<<24>>24<<1)>>1]&8192))break;m=i+1|0}g=m-n|0;i=b[((a+8|0)+11|0)>>0]|0;j=f[((a+8|0)+4|0)>>2]|0;if(g>>>0>(i<<24>>24<0?j:i&255)>>>0){j=s;g=n;i=s}else{L=f[(a+8|0)>>2]|0;l=(i<<24>>24<0?L:a+8|0)+(i<<24>>24<0?j:i&255)|0;k=n;g=(i<<24>>24<0?L+j|0:(a+8|0)+(i&255)|0)+(0-g)|0;while(1){if((g|0)==(l|0)){j=s;g=m;i=s;break b}if((b[g>>0]|0)!=(b[k>>0]|0)){j=s;g=n;i=s;break b}k=k+1|0;g=g+1|0}}}else{j=s;g=n;i=s}while(0);c:while(1){L=e<<24>>24<0;c=(L?c:a+44|0)+(L?f[((a+44|0)+4|0)>>2]|0:e&255)|0;if((c|0)==(g|0))break;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){p=j;J=132}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;p=0;J=132;break}else if(e^(j|0)==0){o=j;q=j;break}else{c=g;break c}}while(0);if((J|0)==132){J=0;if(e){c=g;break}else{o=p;q=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[g>>0]|0)!=(c&255)<<24>>24){c=g;break}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}j=o;g=g+1|0;e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;i=q}if(r&512){L=b[((a+44|0)+11|0)>>0]|0;if(((L<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+(L<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:L&255)|0)==(c|0))y=I;else{J=144;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){case 4:{j=0;g=s;i=s;d:while(1){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){u=g;J=158}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;u=0;J=158;break}else if(e^(g|0)==0){v=g;w=g;break}else break d}while(0);if((J|0)==158){J=0;if(e){g=u;break}else{v=u;w=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=c&255;if(e<<24>>24>-1)if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048))J=168;else{c=f[F>>2]|0;if((c|0)==(f[(a+88|0)>>2]|0)){lKb(E,F,a+88|0);c=f[F>>2]|0}f[F>>2]=c+1;b[c>>0]=e;t=j+1|0}else J=168;if((J|0)==168){J=0;L=b[((a+56|0)+11|0)>>0]|0;if(!((b[(a+496|0)>>0]|0)==e<<24>>24&(j|0?((L<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:L&255)|0)!=0:0))){g=v;break}c=f[(a+72|0)>>2]|0;if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j;t=0}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;j=t;g=v;i=w;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;j=t;g=v;i=w;continue}}c=f[(a+72|0)>>2]|0;if(j|0?(f[(a+80|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j}e:do if((f[(a+4|0)>>2]|0)>0){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g)J=193;else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;J=193;break}else if(e){x=g;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==193){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else x=0}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[(a+497|0)>>0]|0)!=(c&255)<<24>>24){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=x;g=x}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=x;g=x}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g){z=i;J=216}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;z=0;J=216;break}else if(e^(i|0)==0){A=i;D=i;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==216){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else{A=z;D=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((c&255)<<24>>24<=-1){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if((f[F>>2]|0)==(f[(a+88|0)>>2]|0))lKb(E,F,a+88|0);c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=f[F>>2]|0;f[F>>2]=e+1;b[e>>0]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=A;g=D;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=A;g=D;continue}}}while(0);if((f[F>>2]|0)==(f[E>>2]|0)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){default:y=I}}}f[a+912>>2]=y;f[a+2104>>2]=J;f[a+2112>>2]=K}function HKb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;I=f[a+528>>2]|0;C=f[a+536>>2]|0;s=f[a+560>>2]|0;m=f[a+576>>2]|0;D=f[a+584>>2]|0;F=f[a+592>>2]|0;G=f[a+600>>2]|0;J=f[a+888>>2]|0;k=f[a+896>>2]|0;z=f[a+912>>2]|0;j=f[a+1512>>2]|0;l=f[a+1560>>2]|0;t=f[a+1624>>2]|0;u=f[a+2040>>2]|0;K=f[a+2128>>2]|0;L=f[a+2136>>2]|0;H=f[a+2144>>2]|0;a:{if(L){L=0;switch(H|0){case 3:{i=b[j>>0]|0;i=i<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:i&255;c=b[l>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((i|0)==(0-c|0))z=J;else{d=f[I>>2]|0;e=f[d+12>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((i|0)==0|(c|0)==0){if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if(!i){if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if((c|0)!=(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){b[m>>0]=1;z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((c|0)==(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){if(g)Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){K=101;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J}break}default:L=1}}if(L){L=0;switch(H|0){case 2:{if(!(k>>>0<2|(J|0)!=0))if(!((s&512|0)!=0|(k|0)==2&(b[((a+504|0)+3|0)>>0]|0)!=0)){z=0;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;d=e<<24>>24<0?c:a+44|0;b:do if(!k){i=u;g=u}else if((h[(a+504|0)+(k+-1)>>0]|0)<2){k=d;while(1){m=e<<24>>24<0;d=k;if(((m?c:a+44|0)+((m?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0)==(d|0)){n=e;o=c;break}if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,8192,f[d>>2]|0)|0)){K=108;break}k=d+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0}if((K|0)==108){K=0;n=b[t>>0]|0;o=f[(a+44|0)>>2]|0}d=n<<24>>24<0?o:a+44|0;c=k-d>>2;e=b[((a+8|0)+8+3|0)>>0]|0;g=f[((a+8|0)+4|0)>>2]|0;if(c>>>0>(e<<24>>24<0?g:e&255)>>>0){i=u;e=n;c=o;g=u}else{m=f[(a+8|0)>>2]|0;j=(e<<24>>24<0?m:a+8|0)+((e<<24>>24<0?g:e&255)<<2)|0;i=d;c=(e<<24>>24<0?m+(g<<2)|0:(a+8|0)+((e&255)<<2)|0)+(0-c<<2)|0;while(1){if((c|0)==(j|0)){i=u;d=k;e=n;c=o;g=u;break b}if((f[c>>2]|0)!=(f[i>>2]|0)){i=u;e=n;c=o;g=u;break b}i=i+4|0;c=c+4|0}}}else{i=u;g=u}while(0);c:while(1){o=e<<24>>24<0;c=(o?c:a+44|0)+((o?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0;e=d;if((c|0)==(e|0))break;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){q=i;K=129}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;q=0;K=129;break}else if(d^(i|0)==0){p=i;r=i;break}else{c=e;break c}}while(0);if((K|0)==129){K=0;if(d){c=e;break}else{p=q;r=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[e>>2]|0)){c=e;break}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}i=p;d=e+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;g=r}if(s&512){t=b[t>>0]|0;if(((t<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+((t<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:t&255)<<2)|0)==(c|0))z=J;else{K=141;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){case 4:{i=0;e=u;g=u;d:while(1){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){v=e;K=155}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;v=0;K=155;break}else if(d^(e|0)==0){w=e;x=e;break}else break d}while(0);if((K|0)==155){K=0;if(d){e=v;break}else{w=v;x=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else d=VDb(f[d>>2]|0)|0;if(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,d)|0){c=f[G>>2]|0;if((c|0)==(f[(a+96|0)>>2]|0)){vKb(F,G,a+96|0);c=f[G>>2]|0}f[G>>2]=c+4;f[c>>2]=d;c=i+1|0}else{u=b[((a+56|0)+11|0)>>0]|0;if(!((d|0)==(f[(a+68|0)>>2]|0)&(i|0?((u<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:u&255)|0)!=0:0))){e=w;break}c=f[(a+80|0)>>2]|0;if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i;c=0}d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;i=c;e=w;g=x;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;i=c;e=w;g=x;continue}}c=f[(a+80|0)>>2]|0;if(i|0?(f[(a+88|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i}e:do if((f[(a+4|0)>>2]|0)>0){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e)K=189;else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;K=189;break}else if(d){y=e;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==189){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else y=0}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[(a+72|0)>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=y;e=y}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=y;e=y}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e){A=g;K=212}else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;A=0;K=212;break}else if(d^(g|0)==0){B=g;E=g;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==212){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else{B=A;E=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,c)|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}if((f[G>>2]|0)==(f[(a+96|0)>>2]|0))vKb(F,G,a+96|0);c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;d=f[G>>2]|0;f[G>>2]=d+4;f[d>>2]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=B;e=E;continue}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=B;e=E;continue}}}while(0);if((f[G>>2]|0)==(f[F>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){default:z=J}}}f[a+912>>2]=z;f[a+2128>>2]=K;f[a+2136>>2]=L}
+function hgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+112|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+116|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200214,h,1);e=a+120|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+124|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+140>>2]=l;l=Kvb(f[e>>2]|0,200255)|0;f[a+144>>2]=l;l=Kvb(f[e>>2]|0,200272)|0;f[a+148>>2]=l;l=Kvb(f[e>>2]|0,200288)|0;f[a+152>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0);bwb(258928,l)|0;u=j;return}function igb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+192|0;j=o;m=o+48|0;g=o+36|0;h=o+24|0;i=a+128|0;if(f[i>>2]|0){u=o;return}n=m+4|0;f[m>>2]=15100;k=m+56|0;f[k>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;l=m+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[m+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(n,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);d=m3a(m,200306,26)|0;switch(b[a+25>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200371,28)|0;switch(b[a+24>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200400,33)|0;switch(b[a+26>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}m3a(m3a(d,c,pAb(c)|0)|0,200434,22)|0;l3a(h,n);fhb(g,h);e=j+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[e>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200457,j,1);c=f[h>>2]|0;d=h+4|0;g=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[i>>2]=c;h=a+132|0;c=f[h>>2]|0;f[h>>2]=g;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[i>>2]|0,237506)|0;f[a+156>>2]=c;c=Kvb(f[i>>2]|0,200503)|0;f[a+164>>2]=c;c=Kvb(f[i>>2]|0,200255)|0;f[a+168>>2]=c;c=Kvb(f[i>>2]|0,200272)|0;f[a+172>>2]=c;c=Kvb(f[i>>2]|0,200525)|0;f[a+160>>2]=c;c=f[64756]|0;bwb(258928,f[f[i>>2]>>2]|0)|0;df(Kvb(f[i>>2]|0,200539)|0,0);df(Kvb(f[i>>2]|0,237525)|0,1);df(Kvb(f[i>>2]|0,237534)|0,2);df(Kvb(f[i>>2]|0,200549)|0,3);df(Kvb(f[i>>2]|0,200564)|0,4);bwb(258928,c)|0;c=f[e>>2]|0;if((j|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[m>>2]=39656;f[k>>2]=39676;f[n>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(n);kEb(m,39752);jDb(k);u=o;return}function jgb(a,c){a=a|0;c=c|0;var d=0;d=a+26|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function kgb(a,c){a=a|0;c=c|0;var d=0;d=a+24|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function lgb(a,c){a=a|0;c=c|0;var d=0;d=a+25|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function mgb(a){a=a|0;var b=0,c=0;f[a>>2]=0;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+8>>2]=0;c=a+12|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ngb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;m=n;i=n+48|0;l=n+60|0;j=n+36|0;k=n+24|0;if(f[c>>2]|0){u=n;return}a=pOb(32)|0;f[k>>2]=a;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=a;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[a+18>>0]=0;g=KOb(k,d)|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;g=KOb(j,245100)|0;f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;fhb(i,l);g=m+16|0;d=pOb(16)|0;f[d>>2]=40592;h=d+4|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=d;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200597,m,1);a=f[l>>2]|0;e=l+4|0;k=f[e>>2]|0;f[l>>2]=0;f[e>>2]=0;f[c>>2]=a;l=c+4|0;a=f[l>>2]|0;f[l>>2]=k;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,240573)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200525)|0;f[c+16>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,201322)|0,0);a=f[g>>2]|0;if((m|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);u=n;return}function ogb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0;g=u;u=u+16|0;e=g;switch(b<<24>>24){case 3:{b=200342;d=a+176|0;break}case 1:{b=200362;d=a+216|0;break}case 2:{b=200351;d=a+196|0;break}default:{b=200333;d=a+236|0}}ngb(0,d,b);bwb(258928,f[f[d>>2]>>2]|0)|0;b=f[d+12>>2]|0;h=+n[c+12>>2];j=h*+n[c+4>>2];i=h*+n[c+8>>2];n[e>>2]=+n[c>>2]*h;n[e+4>>2]=j;n[e+8>>2]=i;n[e+12>>2]=h;lf(b|0,1,e|0);bf(f[d+16>>2]|0,+(+n[a+108>>2]));Ygb(f[d+8>>2]|0);u=g;return}function pgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+80|0;n=o;i=o+48|0;l=o+60|0;j=o+36|0;k=o+24|0;m=a+256|0;if(f[m>>2]|0){u=o;return}switch(b[a+26>>0]|0){case 3:{c=200342;break}case 1:{c=200362;break}case 2:{c=200351;break}default:c=200333}d=pOb(32)|0;f[k>>2]=d;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=d;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[d+18>>0]=0;e=KOb(k,c)|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=KOb(j,245100)|0;f[l>>2]=f[e>>2];f[l+4>>2]=f[e+4>>2];f[l+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;fhb(i,l);e=n+16|0;h=pOb(16)|0;f[h>>2]=40592;g=h+4|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[e>>2]=h;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200457,n,1);c=f[l>>2]|0;d=l+4|0;k=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+260|0;c=f[l>>2]|0;f[l>>2]=k;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+264>>2]=c;c=Kvb(f[m>>2]|0,240573)|0;f[a+268>>2]=c;c=Kvb(f[m>>2]|0,200525)|0;f[a+272>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);df(Kvb(f[m>>2]|0,200549)|0,2);df(Kvb(f[m>>2]|0,200564)|0,3);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=o;return}function qgb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0;H=0;I=u;u=u+1296|0;E=f[c>>2]|0;if(!E){u=I;return}F=(f[E+4>>2]|0)+8|0;if(!(f[F>>2]|0)){u=I;return}i=f[d>>2]|0;if(!i){A=0;B=0;C=0;D=0;G=0;H=10}else if(!(f[i+72>>2]|0)){A=0;B=0;C=0;D=0;G=0;H=10}else{o=f[i+4>>2]|0;m=f[o+8>>2]|0;o=f[o+12>>2]|0;if(o){gOb(o);i=f[d>>2]|0}j=f[i+72>>2]|0;i=f[i+76>>2]|0;if(i|0)gOb(i);if((j|0)!=0&((m|0)!=0&(f[(E+72|0)>>2]|0)!=0)){A=j;B=m;C=i;D=o;G=1;H=10}else{k=i;l=o}}if((H|0)==10){i=f[(a+16|0)>>2]|0;if(!i){Xgb(I+152|0);i=f[(I+152|0)>>2]|0;z=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[(a+16|0)>>2]=i;i=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=z;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}i=f[(a+16|0)>>2]|0}z=f[64754]|0;Yvb(258928,f[i>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(I+88|0);l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=f[64773]|0;p=f[64775]|0;q=f[64774]|0;r=f[64776]|0;s=b[259204]|0;Fwb(258928,0)|0;t=+n[64765];v=+n[64766];w=+n[64767];x=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;do{y=1;if(y){y=0;if(h){hgb(a);if(!(Kub(f[c>>2]|0,a)|0)){Cub(I+152|0,f[c>>2]|0,0,1);i=f[(I+152|0)>>2]|0;h=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[a>>2]=i;i=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=h;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}}i=f[F>>2]|0;Bhb(I+152|0,g,f[i+16>>2]|0,f[i+20>>2]|0);f[(I+80|0)>>2]=f[(I+152|0)>>2];i=f[(I+152|0)+4>>2]|0;f[((I+80|0)+4|0)>>2]=i;if(i|0)gOb(i);R=f[64795]|0;Q=f[64796]|0;P=f[64797]|0;O=f[64798]|0;N=f[64799]|0;M=f[64800]|0;Awb(258928,7680,7680,7680)|0;L=f[64787]|0;K=f[64790]|0;J=f[64788]|0;i=f[64791]|0;c=f[64789]|0;h=f[64792]|0;g=1;f[I+192>>2]=a;f[I+208>>2]=d;f[I+216>>2]=e;f[I+264>>2]=A;f[I+272>>2]=B;f[I+312>>2]=E;f[I+360>>2]=R;f[I+368>>2]=Q;f[I+376>>2]=P;f[I+384>>2]=O;f[I+392>>2]=N;f[I+400>>2]=M;f[I+408>>2]=L;f[I+416>>2]=K;f[I+424>>2]=J;f[I+432>>2]=i;f[I+440>>2]=c;f[I+448>>2]=h;f[I+496>>2]=F;f[I+1032>>2]=G;f[I+1224>>2]=H;f[I+1240>>2]=g;f[I+1248>>2]=0;f[I+1252>>2]=0;yjb(I)}else y=1}if(y)if(1){pwb(258928,1,771)|0;Fwb(258928,1)|0;if(G){pgb(a);Uvb(258928,3)|0;Vvb(258928,f[A+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[(E+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[B+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;bwb(258928,f[f[a+256>>2]>>2]|0)|0;R=f[a+268>>2]|0;S=+n[a+40>>2];U=S*+n[a+32>>2];T=S*+n[a+36>>2];n[(I+152|0)>>2]=+n[a+28>>2]*S;n[(I+152|0)+4>>2]=U;n[(I+152|0)+8>>2]=T;n[(I+152|0)+12>>2]=S;lf(R|0,1,I+152|0|0);bf(f[a+272>>2]|0,+(+n[a+108>>2]));Ygb(f[a+264>>2]|0);break}else{ngb(0,a+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;ogb(a,b[a+26>>0]|0,a+28|0);break}}}while(0);mwb(258928,t,v,w,x)|0;Fwb(258928,s<<24>>24!=0)|0;owb(258928,o,p,q,r)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;ovb(I+88|0);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,z)|0;k=C;l=D}if(k|0)iOb(k);if(!l){u=I;return}iOb(l);u=I;return}function rgb(a,b){a=a|0;b=+b;b=b<0.0?0.0:b;n[a+108>>2]=b>1.0?1.0:b;return}function sgb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;return}function tgb(a){a=a|0;var b=0,c=0;f[a+16>>2]=0;c=a+20|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ugb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;h=a+24|0;d=f[h>>2]|0;if(!d){xub(e);d=f[e>>2]|0;g=e+4|0;j=f[g>>2]|0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=d;e=a+28|0;d=f[e>>2]|0;f[e>>2]=j;if(d|0){iOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}d=f[h>>2]|0}if((uub(d+64|0)|0)==(b|0))if((vub((f[h>>2]|0)+64|0)|0)==(c|0)){u=i;return}Iub(f[h>>2]|0,b,c,0,0,0)|0;u=i;return}function vgb(a){a=a|0;var b=0;f[a+24>>2]=0;b=a+28|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function wgb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;c=f[b>>2]|0;e=a+16|0;if(!c){f[e>>2]=0;e=a+20|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=g;return}iOb(b);u=g;return}if(Kub(c,e)|0){u=g;return}Cub(d,f[b>>2]|0,0,1);b=f[d>>2]|0;c=d+4|0;h=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[e>>2]=b;e=a+20|0;b=f[e>>2]|0;f[e>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}u=g;return}function xgb(a,b){a=a|0;b=b|0;a=f[b>>2]|0;b=f[a+4>>2]|0;dwb(258928,f[a>>2]|0)|0;a=uub(b)|0;Tvb(258928,0,0,a,vub(b)|0)|0;return}function ygb(a,b,c){a=a|0;b=b|0;c=c|0;dwb(258928,f[f[b>>2]>>2]|0)|0;a=f[c>>2]|0;Tvb(258928,0,0,f[a+16>>2]|0,f[a+20>>2]|0)|0;Gub(f[b>>2]|0,0,c,3553,0);return}function zgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;o=t;p=t+188|0;q=t+40|0;e=t+200|0;n=t+24|0;m=t+176|0;k=a+8|0;if(f[k>>2]|0)if(f[a+16>>2]|0){u=t;return}r=f[64756]|0;f[p>>2]=0;s=p+4|0;f[s>>2]=0;f[p+8>>2]=0;l=a+56|0;c=f[l>>2]|0;if(!c){c=0;d=0}else{Sqa(p,c);c=f[p>>2]|0;d=f[s>>2]|0}_gb(d-c>>2,c);if(!(f[k>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);g=m3a(q,200838,19)|0;g=m3a(KEb(g,f[l>>2]|0)|0,200858,19)|0;g=KEb(g,(f[l>>2]|0)>>>1)|0;b[o>>0]=10;m3a(g,o,1)|0;l3a(n,h);fhb(e,n);g=o+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);e=f[n>>2]|0;c=n+4|0;v=f[c>>2]|0;f[n>>2]=0;f[c>>2]=0;f[k>>2]=e;e=a+12|0;d=f[e>>2]|0;f[e>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}v=Jvb(f[k>>2]|0,237506)|0;f[a+24>>2]=v;v=Kvb(f[k>>2]|0,200924)|0;f[a+28>>2]=v;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);v=Kvb(f[k>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[g>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}g=a+16|0;if(!(f[g>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);e=m3a(q,200838,19)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[l>>2]|0)>>>1)|0,200687,17)|0;b[o>>0]=10;m3a(e,o,1)|0;l3a(n,h);fhb(m,n);e=o+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[e>>2]=v;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);v=f[n>>2]|0;d=n+4|0;m=f[d>>2]|0;f[n>>2]=0;f[d>>2]=0;f[g>>2]=v;v=a+20|0;c=f[v>>2]|0;f[v>>2]=m;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}v=Jvb(f[g>>2]|0,237506)|0;f[a+32>>2]=v;v=Kvb(f[g>>2]|0,200924)|0;f[a+36>>2]=v;v=Kvb(f[g>>2]|0,200705)|0;f[a+40>>2]=v;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}c=f[p>>2]|0;if(c|0){d=f[s>>2]|0;if((d|0)!=(c|0))f[s>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}bwb(258928,r)|0;u=t;return}function Agb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=u;u=u+48|0;v=w+20|0;k=w;t=a+44|0;if(+n[t>>2]<=0.0){u=w;return}if(!(f[a>>2]|0)){Xgb(v);s=f[v>>2]|0;c=v+4|0;r=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;f[a>>2]=s;s=a+4|0;h=f[s>>2]|0;f[s>>2]=r;if(h|0){iOb(h);c=f[c>>2]|0;if(c|0)iOb(c)}}zgb(a);o=b[259206]|0;Hwb(258928,0)|0;p=b[259052]|0;kwb(258928,0)|0;q=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;r=f[64756]|0;s=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Chb(v);m=a+56|0;do if((f[m>>2]|0)>>>0>1){y=e+16|0;z=e+20|0;Bhb(k,g,f[y>>2]|0,f[z>>2]|0);Ehb(v,k)|0;Ghb(k);i=+$gb(+n[a+52>>2],b[a+60>>0]|0,+(f[y>>2]|0),+(f[z>>2]|0));x=Hhb(v)|0;c=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[x>>2]>>2]|0)|0;x=f[64743]|0;k=f[64744]|0;g=f[64745]|0;l=f[64746]|0;Tvb(258928,0,0,f[y>>2]|0,f[z>>2]|0)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[e+8>>2]|0)|0;ef(f[a+28>>2]|0,+(i/+(f[y>>2]|0)),0.0);Ygb(f[a+24>>2]|0);Tvb(258928,x,k,g,l)|0;if((c|0)==(h|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,h)|0;break}}else i=1.0;while(0);c=f[64773]|0;h=f[64775]|0;k=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;l=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;if((f[m>>2]|0)>>>0>1){Vvb(258928,f[(f[v>>2]|0)+8>>2]|0)|0;ef(f[a+36>>2]|0,0.0,+(i/+(f[e+20>>2]|0)))}else Vvb(258928,f[e+8>>2]|0)|0;i=+n[t>>2];j=+n[a+48>>2];if(j>0.0)i=i*+ahb(0.0,j,90.0-+Q(+d)*57.295780181884766);bf(f[a+40>>2]|0,+i);Ygb(f[a+32>>2]|0);Fwb(258928,l<<24>>24!=0)|0;owb(258928,c,h,k,g)|0;Ghb(v);Vvb(258928,s)|0;bwb(258928,r)|0;Yvb(258928,q)|0;kwb(258928,p<<24>>24!=0)|0;Hwb(258928,o<<24>>24!=0)|0;u=w;return}function Bgb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+44|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Cgb(a,b){a=a|0;b=b|0;var c=0;b=b|1;c=a+56|0;if((f[c>>2]|0)==(b|0)){a=0;return a|0}f[c>>2]=b;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;a=a+20|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function Dgb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;if(c<=0.0){e=0;return e|0}e=a+52|0;a=a+60|0;if(+n[e>>2]==c)if((b[a>>0]|0)==d<<24>>24){e=0;return e|0}n[e>>2]=c;b[a>>0]=d;e=1;return e|0}function Egb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=90.0;n[g>>2]=0.0;g=b>0.0?e:g;c=f[(+n[g>>2]<90.0?g:c)>>2]|0;f[e>>2]=c;a=a+48|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Fgb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;d=u;u=u+1184|0;n=d+1056|0;g=d+928|0;m=d+800|0;i=d+672|0;k=d+544|0;l=d+408|0;j=d+272|0;h=d+136|0;e=d;p[n>>3]=1.0;z=n+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+40>>3]=1.0;z=n+48|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+80>>3]=1.0;z=n+88|0;f[z>>2]=0;f[z+4>>2]=0;p[n+120>>3]=1.0;w=+p[b>>3];p[n+96>>3]=w;o=+p[b+8>>3];p[n+104>>3]=o;s=+p[b+16>>3];p[n+112>>3]=s;p[g>>3]=1.0;b=g+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+40>>3]=1.0;b=g+48|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+80>>3]=1.0;b=g+88|0;f[b>>2]=0;f[b+4>>2]=0;p[g+120>>3]=1.0;p[g+96>>3]=-w;p[g+104>>3]=-o;p[g+112>>3]=-s;s=+p[c+8>>3];o=+p[c+16>>3];b=!(s*s+o*o+0.0>=.001);w=+p[c>>3];y=b?-o:0.0;v=b?0.0:o;x=b?w:-s;r=+L(+(y*y+(v*v+x*x)));y=y/r;v=v/r;r=x/r;x=s*r-o*v;t=o*y-w*r;q=w*v-s*y;c=m+24|0;f[c>>2]=0;f[c+4>>2]=0;c=m+56|0;f[c>>2]=0;f[c+4>>2]=0;c=m+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[m+120>>3]=1.0;p[m>>3]=y;p[m+8>>3]=v;p[m+16>>3]=r;p[m+32>>3]=x;p[m+40>>3]=t;p[m+48>>3]=q;p[m+64>>3]=w;p[m+72>>3]=s;p[m+80>>3]=o;p[i>>3]=y;p[i+8>>3]=x;p[i+16>>3]=w;p[i+24>>3]=0.0;p[i+32>>3]=v;p[i+40>>3]=t;p[i+48>>3]=s;p[i+56>>3]=0.0;p[i+64>>3]=r;p[i+72>>3]=q;p[i+80>>3]=o;c=i+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[i+120>>3]=1.0;p[k>>3]=1.0;c=k+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+40>>3]=1.0;c=k+48|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;c=k+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+120>>3]=1.0;p[k+80>>3]=-1.0;f[l>>2]=n;f[l+4>>2]=m;c=l+8|0;yAa(c,l)|0;f[j>>2]=c;f[j+4>>2]=k;c=j+8|0;yAa(c,j)|0;f[h>>2]=c;f[h+4>>2]=i;c=h+8|0;yAa(c,h)|0;f[e>>2]=c;f[e+4>>2]=g;c=e+8|0;yAa(c,e)|0;p[a>>3]=+p[c>>3];p[a+8>>3]=+p[e+16>>3];p[a+16>>3]=+p[e+24>>3];p[a+24>>3]=+p[e+32>>3];p[a+32>>3]=+p[e+40>>3];p[a+40>>3]=+p[e+48>>3];p[a+48>>3]=+p[e+56>>3];p[a+56>>3]=+p[e+64>>3];p[a+64>>3]=+p[e+72>>3];p[a+72>>3]=+p[e+80>>3];p[a+80>>3]=+p[e+88>>3];p[a+88>>3]=+p[e+96>>3];p[a+96>>3]=+p[e+104>>3];p[a+104>>3]=+p[e+112>>3];p[a+112>>3]=+p[e+120>>3];p[a+120>>3]=+p[e+128>>3];u=d;return}function Ggb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,200715,200756,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,240573)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,200797)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Hgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+208|0;n=r;o=r+188|0;p=r+40|0;h=r+176|0;l=r+24|0;m=a+16|0;if(f[m>>2]|0){u=r;return}g=a+92|0;c=f[g>>2]|0;f[o>>2]=0;q=o+4|0;f[q>>2]=0;f[o+8>>2]=0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)AMb(o);else{k=c<<2;d=pOb(k)|0;f[o>>2]=d;e=d+(c<<2)|0;f[o+8>>2]=e;dQb(d|0,0,k|0)|0;f[q>>2]=e;break}while(0);_gb(e-d>>2,d);i=p+4|0;f[p>>2]=15100;j=p+56|0;f[j>>2]=15120;tEb(p+56|0,i);f[p+128>>2]=0;f[p+132>>2]=-1;f[p>>2]=39656;f[p+56>>2]=39676;xEb(i);f[i>>2]=39692;k=p+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[p+52>>2]=16;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;k3a(i,n);if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);e=m3a(p,200838,19)|0;e=m3a(KEb(e,f[g>>2]|0)|0,200858,19)|0;e=KEb(e,(f[g>>2]|0)>>>1)|0;b[n>>0]=10;m3a(e,n,1)|0;l3a(l,i);fhb(h,l);e=n+16|0;g=pOb(16)|0;f[g>>2]=40592;d=g+4|0;f[d>>2]=f[h>>2];f[d+4>>2]=f[h+4>>2];f[d+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[e>>2]=g;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);Evb(l,237430,200878,n,1);c=f[l>>2]|0;d=l+4|0;h=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+20|0;c=f[l>>2]|0;f[l>>2]=h;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+68>>2]=c;c=Kvb(f[m>>2]|0,200924)|0;f[a+72>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;c=f[o>>2]|0;cf(m|0,(f[q>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[p>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(p,39752);jDb(j);c=f[o>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function Igb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;j=u;u=u+16|0;i=j;if(+n[a+88>>2]<=0.0){u=j;return}Ggb(a);g=f[a>>2]|0;if(!g){Xgb(i);g=f[i>>2]|0;h=i+4|0;k=f[h>>2]|0;f[i>>2]=0;f[h>>2]=0;f[a>>2]=g;i=a+4|0;g=f[i>>2]|0;f[i>>2]=k;if(g|0){iOb(g);g=f[h>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0}k=f[64754]|0;Yvb(258928,f[g>>2]|0)|0;i=f[64756]|0;h=f[64747]|0;Uvb(258928,0)|0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=b[259205]|0;Gwb(258928,1)|0;Kgb(a,Jgb(a,c,e)|0,d);Gwb(258928,o<<24>>24!=0)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;Vvb(258928,g)|0;Uvb(258928,h)|0;bwb(258928,i)|0;Yvb(258928,k)|0;u=j;return}function Jgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0.0;l=u;u=u+16|0;i=l+12|0;j=l+8|0;h=l;if((f[a+92>>2]|0)>>>0<2){k=c;u=l;return k|0}k=a+32|0;g=f[k>>2]|0;do if(!g)e=c+16|0;else{e=c+16|0;if((f[g+16>>2]|0)==(f[e>>2]|0))if((f[g+20>>2]|0)==(f[c+20>>2]|0)){if(d)break;if(b[a+100>>0]|0)break;f[a+24>>2]=0;j=a+28|0;e=f[j>>2]|0;f[j>>2]=0;if(e|0)iOb(e);f[a+40>>2]=0;a=a+44|0;e=f[a>>2]|0;f[a>>2]=0;if(e|0)iOb(e);k=f[k>>2]|0;u=l;return k|0}f[a+24>>2]=0;d=a+28|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+40>>2]=0;d=a+44|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[k>>2]=0;d=a+36|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+48>>2]=0;d=a+52|0;g=f[d>>2]|0;f[d>>2]=0;if(g)iOb(g)}while(0);b[a+100>>0]=0;f[i>>2]=f[e>>2];f[j>>2]=f[c+20>>2];Hgb(a);f[h>>2]=i;f[h+4>>2]=j;e=a+40|0;if(!(f[e>>2]|0))Lgb(h,a+24|0,e,9728);g=a+48|0;if(!(f[g>>2]|0))Lgb(h,k,g,9729);r=+n[a+96>>2]/+(f[i>>2]|0);d=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[e>>2]>>2]|0)|0;q=f[64743]|0;p=f[64744]|0;o=f[64745]|0;m=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[j>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;j=a+72|0;ef(f[j>>2]|0,+r,0.0);e=a+68|0;Ygb(f[e>>2]|0);dwb(258928,f[f[g>>2]>>2]|0)|0;Vvb(258928,f[(f[a+24>>2]|0)+8>>2]|0)|0;ef(f[j>>2]|0,0.0,+r);Ygb(f[e>>2]|0);e=f[k>>2]|0;Tvb(258928,q,p,o,m)|0;if((d|0)==(h|0))dwb(258928,d)|0;else{ewb(258928,d)|0;fwb(258928,h)|0}q=e;u=l;return q|0}function Kgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0;e=u;u=u+16|0;l=e;j=f[64773]|0;i=f[64775]|0;h=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;k=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;c=f[a+60>>2]|0;m=+n[a+88>>2];p=m*+n[a+80>>2];o=m*+n[a+84>>2];n[l>>2]=m*+n[a+76>>2];n[l+4>>2]=p;n[l+8>>2]=o;n[l+12>>2]=m;lf(c|0,1,l|0);nf(f[a+64>>2]|0,1,0,d|0);Ygb(f[a+56>>2]|0);Fwb(258928,k<<24>>24!=0)|0;owb(258928,j,i,h,g)|0;u=e;return}function Lgb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+8|0;h=i;Lwb(g);Nwb(g,d,0);Twb(h);j=f[h>>2]|0;e=h+4|0;k=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;d=f[j>>2]|0;f[j>>2]=k;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}axb(f[b>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[a+4>>2]>>2]|0,g);xub(h);k=f[h>>2]|0;e=h+4|0;j=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[c>>2]=k;k=c+4|0;d=f[k>>2]|0;f[k>>2]=j;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}Gub(f[c>>2]|0,0,b,3553,0);u=i;return}function Mgb(a,b){a=a|0;b=b|0;var c=0;c=a+76|0;if(+n[c>>2]==+n[b>>2])if(+n[a+80>>2]==+n[b+4>>2])if(+n[a+84>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ngb(a,b){a=a|0;b=+b;a=a+88|0;if(+n[a>>2]==b){a=0;return a|0}n[a>>2]=b;a=1;return a|0}function Ogb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+92|0;if((f[d>>2]|0)==(c|0)){a=0;return a|0}f[d>>2]=c;b[a+100>>0]=1;f[a+16>>2]=0;a=a+20|0;c=f[a>>2]|0;f[a>>2]=0;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function Pgb(a,c){a=a|0;c=+c;var d=0;if(!(c<=0.0)){d=a+96|0;if(+n[d>>2]==c)a=0;else{n[d>>2]=c;b[a+100>>0]=1;a=1}}else a=0;return a|0}function Qgb(a){a=a|0;var b=0,c=0;f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function Rgb(a){a=a|0;var c=0,d=0,e=0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));b[c>>0]=2;e=a+73|0;b[e>>0]=b[e>>0]&-16|1;return}function Sgb(a,c){a=a|0;c=c|0;var d=0;d=a+72|0;if(!(c<<24>>24!=4?(b[d>>0]|0)!=c<<24>>24:0))return;b[d>>0]=c;d=a+73|0;b[d>>0]=b[d>>0]|1;return}function Tgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+64|0;l=n+48|0;m=n;i=n+24|0;k=n+40|0;d=c&1;e=a+73|0;g=b[e>>0]|0;if(!(g&1))if(((g&255)>>>1&1|0)==(c&1|0)){u=n;return}b[e>>0]=g&-4|d<<1&255;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;j=Mub()|0;if((f[j>>2]|0)>>>0>2)if(bvb()|0)h=6;else FOb(l,245116)|0;else h=6;if((h|0)==6)FOb(l,245102)|0;switch(b[a+72>>0]|0){case 0:{KOb(l,200945)|0;break}case 1:case 4:{KOb(l,200970)|0;break}case 2:{KOb(l,200998)|0;break}case 3:{KOb(l,201024)|0;break}default:{}}if(c)KOb(l,201051)|0;fhb(i,l);j=m+16|0;h=pOb(16)|0;f[h>>2]=40592;c=h+4|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[j>>2]=h;Evb(k,201077,201115,m,1);h=a+8|0;i=f[k>>2]|0;c=k+4|0;g=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=i;i=a+12|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201153,201192,m,1);g=a+16|0;i=f[k>>2]|0;c=k+4|0;e=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+20|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201231,201270,m,1);e=a+24|0;c=f[k>>2]|0;d=k+4|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e>>2]=c;k=a+28|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[h>>2]|0,237506)|0;f[a+48>>2]=c;c=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=c;c=Jvb(f[e>>2]|0,237506)|0;f[a+64>>2]=c;c=Kvb(f[h>>2]|0,201309)|0;f[a+52>>2]=c;c=Kvb(f[g>>2]|0,201309)|0;f[a+60>>2]=c;c=Kvb(f[e>>2]|0,201309)|0;f[a+68>>2]=c;c=f[64756]|0;bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201330)|0,0);df(Kvb(f[g>>2]|0,201338)|0,1);df(Kvb(f[g>>2]|0,201345)|0,2);bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,201322)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);bwb(258928,c)|0;c=f[j>>2]|0;if((m|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);u=n;return}function Ugb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;e=g;d=a+40|0;if(!(f[d>>2]|0)){Twb(e);h=f[e>>2]|0;b=e+4|0;i=f[b>>2]|0;f[e>>2]=0;f[b>>2]=0;f[d>>2]=h;h=a+44|0;c=f[h>>2]|0;f[h>>2]=i;if(c|0){iOb(c);b=f[b>>2]|0;if(b|0)iOb(b)}i=qOb(179200)|0;unb(i,179200,201354,36002)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6410,160,560,6410,5121,i,e);tOb(i)}d=a+32|0;if(f[d>>2]|0){u=g;return}Twb(e);i=f[e>>2]|0;c=e+4|0;h=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}i=qOb(1024)|0;unb(i,1024,237356,74)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6409,64,16,6409,5121,i,e);tOb(i);u=g;return}function Vgb(a){a=a|0;var b=0,c=0;f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function Wgb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;w=u;u=u+128|0;s=w+100|0;t=w+80|0;q=w+64|0;v=w;r=a+73|0;if(b[r>>0]&8){v=0;u=w;return v|0}if(!(avb()|0)){v=0;u=w;return v|0}if(Epb()|0)if(Cpb()|0)if(Fpb(64,-1)|0){v=0;u=w;return v|0}if(!(b[r>>0]&4))Lub(1)|0;Ugb(a);Tgb(a,e);if(!(f[a>>2]|0)){Xgb(s);k=f[s>>2]|0;e=s+4|0;j=f[e>>2]|0;f[s>>2]=0;f[e>>2]=0;f[a>>2]=k;k=a+4|0;g=f[k>>2]|0;f[k>>2]=j;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}}B=f[c>>2]|0;C=f[B+16>>2]|0;B=f[B+20>>2]|0;Bhb(s,d,C,B);Bhb(t,d,C,B);m=+(C|0);l=+(B|0);n[q>>2]=1.0/m;n[q+4>>2]=1.0/l;n[q+8>>2]=m;n[q+12>>2]=l;d=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;i=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(v);l=+n[64765];m=+n[64766];o=+n[64767];p=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;e=f[64758]|0;g=f[64759]|0;A=f[64743]|0;z=f[64744]|0;y=f[64745]|0;x=f[64746]|0;Tvb(258928,0,0,C,B)|0;B=Hhb(s)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;lf(f[a+52>>2]|0,1,q|0);Ygb(f[a+48>>2]|0);B=Hhb(t)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[a+40>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[a+32>>2]|0)+8>>2]|0)|0;lf(f[a+60>>2]|0,1,q|0);Ygb(f[a+56>>2]|0);Tvb(258928,A,z,y,x)|0;if((e|0)==(g|0))dwb(258928,e)|0;else{ewb(258928,e)|0;fwb(258928,g)|0}bwb(258928,f[f[a+24>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[t>>2]|0)+8>>2]|0)|0;lf(f[a+68>>2]|0,1,q|0);Ygb(f[a+64>>2]|0);e=b[r>>0]|0;if(!(e&4)){b[r>>0]=e|4;C=(Lub(1)|0)==0;e=b[r>>0]|0;if(!C){e=e|8;b[r>>0]=e}}mwb(258928,l,m,o,p)|0;ovb(v);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,i)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,d<<24>>24!=0)|0;Ghb(t);Ghb(s);C=(e&8)==0;u=w;return C|0}function Xgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+80|0;h=j+64|0;g=j;if(!(b[257352]|0))MPb(257352)|0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;c=f[64691]|0;do if(!c)f[i>>2]=0;else{c=kOb(c)|0;f[i>>2]=c;if(c|0){e=f[64690]|0;f[a>>2]=e;if(!e){iOb(c);break}else{u=j;return}}}while(0);iub(h,34962);c=g;d=40628;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));nub(f[h>>2]|0,64,g,35044);c=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;if(e|0)hOb(e);f[64690]=c;c=f[64691]|0;f[64691]=e;if(c|0)jOb(c);f[a>>2]=f[h>>2];f[i>>2]=f[d>>2];u=j;return}function Ygb(a){a=a|0;sf(a|0,4,5126,0,0,0);re(a|0);le(6,0,4);ke(a|0);return}function Zgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;h=j;i=1<<c;g=qOb(i<<c)|0;d=0;c=g;do{e=0;do{l=(JCb()|0)&255;k=c;c=c+1|0;b[k>>0]=l;e=e+1|0}while(e>>>0<i>>>0);d=d+1|0}while(d>>>0<i>>>0);Lwb(h);Nwb(h,9729,0);Mwb(h,10497,0);Twb(a);$wb(f[a>>2]|0,6409,i,i,6409,5121,g,h);tOb(g);u=j;return}function _gb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0;switch(a|0){case 1:{n[b>>2]=1.0;return}case 0:return;default:{f=3.328000068664551/+((a+-1|0)>>>0);d=0.0;e=-1.6640000343322754;c=0;while(1){g=+U(+(e*e*-.5));d=d+g;n[b+(c<<2)>>2]=g;c=c+1|0;if((c|0)==(a|0))break;else e=f+e}d=1.0/d;c=0;do{h=b+(c<<2)|0;n[h>>2]=d*+n[h>>2];c=c+1|0}while((c|0)!=(a|0));return}}}function $gb(a,b,c,d){a=+a;b=b|0;c=+c;d=+d;switch(b<<24>>24){case 2:{a=a*d;break}case 1:{a=a*c;break}default:{}}return +a}function ahb(a,b,c){a=+a;b=+b;c=+c;c=(c-a)/(b-a);c=c<1.0?c:1.0;c=c>0.0?c:0.0;return +(c*c*(3.0-c*2.0))}function bhb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function chb(a){a=a|0;return}function dhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,237467,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,237525)|0,0);df(Kvb(f[g>>2]|0,237534)|0,1);bwb(258928,j)|0;u=h;return}function ehb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r;dhb(a);e=f[a>>2]|0;if(!e){Xgb(q);p=f[q>>2]|0;g=q+4|0;o=f[g>>2]|0;f[q>>2]=0;f[g>>2]=0;f[a>>2]=p;p=a+4|0;e=f[p>>2]|0;f[p>>2]=o;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;h=f[64747]|0;nvb(q);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,1)|0;e=f[d>>2]|0;if(!e)e=0;else{e=f[(f[e+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0}Vvb(258928,e)|0;Uvb(258928,0)|0;e=f[(f[(f[c>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[a+16>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(q);Uvb(258928,h)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=r;return}function fhb(a,b){a=a|0;b=b|0;xOb(a,b);return}function ghb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(oAb(237542,c)|0)if(oAb(237550,c+((pAb(c)|0)+-8)|0)|0){e=exb(c,d,e)|0;return e|0}if(d|0){c=b[a+11>>0]|0;if(c<<24>>24<0){c=f[a+4>>2]|0;h=qOb(c+1|0)|0;g=f[a>>2]|0}else{h=qOb((c&255)+1|0)|0;c=c&255;g=a}bQb(h|0,g|0,c+1|0)|0;c=f[d>>2]|0;f[d>>2]=h;if(c|0)tOb(c)}if(!e){e=1;return e|0}c=b[a+11>>0]|0;if(c<<24>>24<0)c=f[a+4>>2]|0;else c=c&255;f[e>>2]=c;e=1;return e|0}function hhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=b[c>>0]|0;a=d&255;d=d<<24>>24==0;if(d)a=(a<<6)+-1640531527+(a>>>2)+(h[c+1>>0]|0)^a;i=(f[c+4>>2]|0)+-1640531527+(a<<6)+(a>>>2)^a;if(!d)return i|0;d=c+8|0;e=f[c+16>>2]|0;if(!e)a=0;else{g=c+8+(e<<1)|0;a=h[d>>0]|0;a=(h[c+9>>0]|0)+-1640531527+(a<<6)+(a>>>2)^a;if((e|0)!=1){e=c+10|0;while(1){c=h[e>>0]|0;a=(a<<6)+-1640531527+(a>>>2)+((h[d+3>>0]|0)+-1640531527+(c<<6)+(c>>>2)^c)^a;d=e+2|0;if((d|0)==(g|0))break;else{c=e;e=d;d=c}}}}i=(i<<6)+-1640531527+(i>>>2)+a^i;return i|0}function ihb(){var a=0;if(!(b[257360]|0))if(MPb(257360)|0){a=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=a>>>0<256?a:256}return f[64692]|0}function jhb(){var a=0;if(b[257368]|0)return 258772;if(!(MPb(257368)|0))return 258772;a=pOb(20)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;f[64693]=a;return 258772}function khb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+288|0;C=H+24|0;q=H+280|0;E=H+268|0;F=H+256|0;G=H;B=H+120|0;v=H+108|0;r=H+96|0;s=H+84|0;t=H+72|0;w=H+60|0;x=H+48|0;f[E>>2]=0;f[E+4>>2]=0;f[E+8>>2]=0;f[F>>2]=0;f[F+4>>2]=0;f[F+8>>2]=0;D=G+16|0;f[D>>2]=0;y=B+4|0;f[B>>2]=15100;z=B+56|0;f[z>>2]=15120;tEb(B+56|0,y);f[B+128>>2]=0;f[B+132>>2]=-1;f[B>>2]=39656;f[B+56>>2]=39676;xEb(y);f[y>>2]=39692;A=B+36|0;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[B+52>>2]=16;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;k3a(y,C);if((b[C+11>>0]|0)<0)sOb(f[C>>2]|0);if(Apb()|0){p=m3a(B,237559,18)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}else if(Dpb()|0){p=m3a(B,237578,25)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}if(evb()|0)m3a(B,237604,23)|0;if(dvb()|0)m3a(B,237628,15)|0;h=c+4|0;if(!(f[h>>2]&8)){a=m3a(B,237667,22)|0;if(!(b[257360]|0))if(MPb(257360)|0){p=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=p>>>0<256?p:256}p=KEb(a,f[64692]|0)|0;b[C>>0]=10;m3a(p,C,1)|0}else m3a(B,237644,22)|0;a=f[h>>2]|0;if(a&1){m3a(B,237690,17)|0;a=f[h>>2]|0}if(a&16){m3a(B,237708,24)|0;a=f[h>>2]|0}if(a&2048|0)m3a(KEb(m3a(KEb(m3a(B,237733,32)|0,6)|0,237766,43)|0,4)|0,237810,27)|0;a:do switch(b[c>>0]|0){case 1:case 2:{FOb(E,237838)|0;FOb(F,237872)|0;if((b[c>>0]|0)==1)m3a(B,237906,24)|0;break}case 0:{FOb(E,237931)|0;FOb(F,237976)|0;switch(b[c+1>>0]|0){case 0:{m3a(B,238021,17)|0;break a}case 1:break;default:break a}m3a(B,238039,46)|0;if(f[h>>2]&262144|0)m3a(B,238086,34)|0;break}default:{}}while(0);a=f[h>>2]|0;if(a&4){m3a(B,238121,24)|0;a=f[h>>2]|0}if(a&32){m3a(B,238146,21)|0;a=f[h>>2]|0;if(a&64){m3a(B,238168,9)|0;a=f[h>>2]|0}if(a&128|0)m3a(B,238178,10)|0;m3a(B,238189,2)|0;a=f[h>>2]|0;if(a&256){m3a(B,238192,26)|0;a=f[h>>2]|0}}if(a&512){m3a(B,238219,22)|0;a=f[h>>2]|0}if(a&1024){m3a(B,238242,27)|0;a=f[h>>2]|0}if(a&131072){m3a(B,238270,22)|0;a=f[h>>2]|0}if(a&524288){m3a(B,238293,24)|0;a=f[h>>2]|0}if(a&2){m3a(B,238318,18)|0;a=f[h>>2]|0;if(a&4096){m3a(B,238337,23)|0;a=f[h>>2]|0}if(a&8192){m3a(B,238361,22)|0;a=f[h>>2]|0}if(a&16384){m3a(B,238384,24)|0;a=f[h>>2]|0}}if(a&32768|0){m3a(B,238409,24)|0;if(f[h>>2]&65536|0)m3a(B,238434,31)|0}j=v+8|0;f[j>>2]=0;k=r+8|0;f[k>>2]=0;l=s+8|0;f[l>>2]=0;m=t+8|0;f[m>>2]=0;n=f[c+16>>2]|0;if(!n){h=0;a=0}else{h=0;o=0;a=0;p=0;do{d[v+(h<<1)>>1]=p;h=(f[j>>2]|0)+1|0;f[j>>2]=h;i=b[c+8+(o<<1)+1>>0]&1;if(i<<24>>24){d[r+(a<<1)>>1]=p;a=(f[k>>2]|0)+1|0;f[k>>2]=a}if(!(b[c+8+(o<<1)>>0]|0)){I=i<<24>>24!=0;o=I?m:l;i=f[o>>2]|0;d[(I?t:s)+(i<<1)>>1]=p;f[o>>2]=i+1}p=p+1<<16>>16;o=p&65535}while(n>>>0>o>>>0)}I=KEb(m3a(B,238466,23)|0,h)|0;b[C>>0]=10;m3a(I,C,1)|0;a=KEb(m3a(B,238490,30)|0,a)|0;b[C>>0]=10;m3a(a,C,1)|0;lhb(B,238521,v);lhb(B,238531,r);lhb(B,238548,s);lhb(B,238568,t);l3a(x,y);fhb(w,x);t=f[w>>2]|0;v=w+4|0;f[q>>2]=f[v>>2];d[q+4>>1]=d[v+4>>1]|0;b[q+6>>0]=b[v+6>>0]|0;v=b[w+11>>0]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;a=C+16|0;I=pOb(16)|0;f[I>>2]=40592;f[I+4>>2]=t;t=I+8|0;f[t>>2]=f[q>>2];d[t+4>>1]=d[q+4>>1]|0;b[t+6>>0]=b[q+6>>0]|0;b[I+15>>0]=v;f[q>>2]=0;d[q+4>>1]=0;b[q+6>>0]=0;f[a>>2]=I;mhb(C,G);a=f[a>>2]|0;if((C|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);if((b[w+11>>0]|0)<0)sOb(f[w>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);f[B>>2]=39656;f[z>>2]=39676;f[y>>2]=39692;if((b[A+11>>0]|0)<0)sOb(f[A>>2]|0);oDb(y);kEb(B,39752);jDb(z);j=E+11|0;tvb(C,35633,(b[j>>0]|0)<0?f[E>>2]|0:E,G,0);I=f[C>>2]|0;h=C+4|0;B=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[e>>2]=I;I=e+4|0;a=f[I>>2]|0;f[I>>2]=B;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);i=F+11|0;tvb(C,35632,(b[i>>0]|0)<0?f[F>>2]|0:F,G,0);I=f[C>>2]|0;h=C+4|0;e=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[g>>2]=I;I=g+4|0;a=f[I>>2]|0;f[I>>2]=e;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);a=f[D>>2]|0;do if((G|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);if((b[i>>0]|0)<0)sOb(f[F>>2]|0);if((b[j>>0]|0)>=0){u=H;return}sOb(f[E>>2]|0);u=H;return}function lhb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;g=e+8|0;if(!(f[g>>2]|0)){u=i;return}j=m3a(a,238589,8)|0;m3a(j,c,pAb(c)|0)|0;g=f[g>>2]|0;c=e+(g<<1)|0;if(g|0)do{j=m3a(a,238598,10)|0;j=IEb(j,d[e>>1]|0)|0;b[h>>0]=41;m3a(j,h,1)|0;e=e+2|0}while((e|0)!=(c|0));vEb(h,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);j=XFb(h,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(h);OEb(a,j)|0;AEb(a)|0;u=i;return}function mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;if((b|0)==(a|0)){u=i;return}e=a+16|0;d=f[e>>2]|0;g=d;h=b+16|0;if((d|0)==(a|0))if((f[h>>2]|0)==(b|0)){oh[f[(f[d>>2]|0)+12>>2]&1023](d,c);g=f[e>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[e>>2]=0;g=f[h>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=0;f[e>>2]=a;oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);gh[f[(f[c>>2]|0)+16>>2]&2047](c);f[h>>2]=b;u=i;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);h=f[e>>2]|0;gh[f[(f[h>>2]|0)+16>>2]&2047](h);h=b+16|0;f[e>>2]=f[h>>2];f[h>>2]=b;u=i;return}else{c=f[h>>2]|0;if((b|0)==(c|0)){oh[f[(f[c>>2]|0)+12>>2]&1023](c,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=f[e>>2];f[e>>2]=a;u=i;return}else{f[e>>2]=c;f[h>>2]=g;u=i;return}}}function nhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;Oqb(a);zvb(h);b=f[a>>2]|0;a=f[h>>2]|0;e=h+4|0;g=f[e>>2]|0;if(g|0)gOb(g);f[b+200>>2]=a;a=b+204|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0)iOb(b);Gvb(f[h>>2]|0,c);Gvb(f[h>>2]|0,d);Hvb(f[h>>2]|0,0);b=f[e>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function ohb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;o=s+8|0;p=s+4|0;q=s;r=Mvb(f[(f[c>>2]|0)+200>>2]|0)|0;l=Ovb(f[(f[c>>2]|0)+200>>2]|0)|0;m=qOb(l+2|0)|0;if(!r){tOb(m);u=s;return}n=m+3|0;k=d+16|0;j=0;do{f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;Qvb(f[(f[c>>2]|0)+200>>2]|0,j,l,o,p,q,m);a=f[o>>2]|0;a:do if((a|0)>=4)if(!(RAb(m,238609,3)|0)){if((b[m+(a+-1)>>0]|0)==93){i=m+(a+-2)|0;if(!(oAb(n,238613)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+52>>2]=i;break}if(!(oAb(n,238635)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+108>>2]=i;break}if(!(oAb(n,238657)|0)){g=f[k>>2]|0;h=f[p>>2]|0;h=(g|0)<(h|0)?g:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+33<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}if(oAb(n,238679)|0)break;t=f[k>>2]|0;h=f[p>>2]|0;h=(t|0)<(h|0)?t:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+37<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}d=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;do if(!(oAb(n,238698)|0))a=0;else if(!(oAb(n,238720)|0))a=1;else if(!(oAb(n,238736)|0))a=2;else if(!(oAb(n,238753)|0))a=3;else if(!(oAb(n,238771)|0))a=5;else if(!(oAb(n,238791)|0))a=15;else if(!(oAb(n,238815)|0))a=6;else if(!(oAb(n,238838)|0))a=7;else if(!(oAb(n,238846)|0))a=8;else if(!(oAb(n,238859)|0))a=9;else if(!(oAb(n,238874)|0))a=10;else if(!(oAb(n,238885)|0))a=11;else if(!(oAb(n,238912)|0))a=12;else{if(!(oAb(n,238931)|0)){a=13;break}if(!(oAb(n,238944)|0)){a=14;break}if(!(oAb(n,238956)|0)){a=16;break}if(!(oAb(n,238980)|0)){a=17;break}if(!(oAb(n,239e3)|0)){a=19;break}if(!(oAb(n,239010)|0)){a=20;break}if(!(oAb(n,239025)|0)){a=21;break}if(!(oAb(n,239049)|0)){a=22;break}if(!(oAb(n,239073)|0)){a=23;break}if(!(oAb(n,239092)|0)){a=24;break}if(!(oAb(n,239106)|0)){a=25;break}if(!(oAb(n,239123)|0)){a=26;break}if(!(oAb(n,239154)|0)){a=27;break}if(!(oAb(n,239171)|0)){a=28;break}if(!(oAb(n,239198)|0)){a=29;break}if(!(oAb(n,239213)|0)){a=30;break}if(!(oAb(n,239240)|0)){a=31;break}if(!(oAb(n,239263)|0))a=32;else break a}while(0);f[(f[c>>2]|0)+36+(a<<2)>>2]=d}while(0);j=j+1|0}while((j|0)!=(r|0));tOb(m);u=s;return}function phb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;j=m+4|0;k=m;l=Lvb(f[(f[b>>2]|0)+200>>2]|0)|0;d=Nvb(f[(f[b>>2]|0)+200>>2]|0)|0;e=qOb(d)|0;if(!l){tOb(e);u=m;return}g=e+3|0;a=0;do{f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;Pvb(f[(f[b>>2]|0)+200>>2]|0,a,d,i,j,k,e);do if((f[i>>2]|0)>=4)if(!(RAb(e,238609,3)|0)){h=Jvb(f[(f[b>>2]|0)+200>>2]|0,e)|0;if(!(oAb(g,239280)|0))c=0;else if(!(oAb(g,239291)|0))c=1;else if(!(oAb(g,239302)|0))c=2;else if(!(oAb(g,239317)|0))c=5;else if(!(oAb(g,239333)|0))c=6;else if(!(oAb(g,239349)|0))c=7;else if(!(oAb(g,239365)|0))c=3;else if(!(oAb(g,239380)|0))c=4;else if(!(oAb(g,239399)|0))c=8;else break;f[(f[b>>2]|0)+(c<<2)>>2]=h}while(0);a=a+1|0}while((a|0)!=(l|0));tOb(e);u=m;return}function qhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;rhb(i,c,d,e);g=f[i>>2]|0;if(!g){f[a>>2]=0;e=i+4|0;c=a+4|0}else{c=g;h=g+208|0;e=b[h>>0]|0;do if(!(e&3)){b[h>>0]=e|1;if(Ivb(f[g+200>>2]|0)|0){ohb(0,i,d);phb(0,i,0);c=f[i>>2]|0;d=c+208|0;b[d>>0]=b[d>>0]|2;break}else{c=f[i>>2]|0;break}}while(0);f[a>>2]=c;c=i+4|0;f[a+4>>2]=f[c>>2];f[i>>2]=0;e=c}f[c>>2]=0;c=f[e>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function rhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1280|0;g=f[c>>2]|0;q=hhb(0,d)|0;o=f[g+4>>2]|0;a:do if(o|0){if(!((o+-1|0)&o))p=(o+-1|0)&q;else if(q>>>0<o>>>0)p=q;else p=(q>>>0)%(o>>>0)|0;g=f[(f[g>>2]|0)+(p<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){i=b[d>>0]|0;l=b[d+1>>0]|0;n=f[d+4>>2]|0;k=f[d+16>>2]|0;b:{h=1;if(h)if(!((o+-1|0)&o)){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0))if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;c:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break c;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break c;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}while(0);g=f[g>>2]|0;if(!g)break a}}else h=1;if(h)if(1){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;d:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break d;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break d;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}while(0);g=f[g>>2]|0;if(!g)break a}}}if((r|0)==65)if(!j)break;else m=j;if(e){g=f[m+44>>2]|0;f[a>>2]=g;h=f[m+48>>2]|0;f[(a+4|0)>>2]=h;if(h){gOb(h);g=f[a>>2]|0}if(g|0){u=s;return}g=f[(a+4|0)>>2]|0;if(g|0)iOb(g)}g=f[m+28>>2]|0;f[(s+16|0)>>2]=g;h=f[m+32>>2]|0;f[((s+16|0)+4|0)>>2]=h;if(h)gOb(h);i=f[m+36>>2]|0;f[(s+8|0)>>2]=i;j=f[m+40>>2]|0;f[((s+8|0)+4|0)>>2]=j;if(j)gOb(j);if(g|0)if(!((f[g>>2]|0)==0|(i|0)==0))if(f[i>>2]|0){nhb(a,0,s+16|0,s+8|0);if(!e){g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}g=f[a>>2]|0;h=f[a+4>>2]|0;if(h|0)gOb(h);f[m+44>>2]=g;a=m+48|0;g=f[a>>2]|0;f[a>>2]=h;if(g|0)iOb(g);g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}if(j)iOb(j);if(h)iOb(h)}}}while(0);f[(s+16|0)>>2]=0;f[((s+16|0)+4|0)>>2]=0;f[(s+8|0)>>2]=0;f[((s+8|0)+4|0)>>2]=0;khb(0,d,s+16|0,s+8|0);h=f[(s+16|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){h=f[(s+8|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){nhb(s,0,s+16|0,s+8|0);p=f[c>>2]|0;q=hhb(0,d)|0;c=f[(p+4|0)>>2]|0;f[s+48>>2]=a;f[s+64>>2]=d;f[s+72>>2]=e;f[s+552>>2]=p;f[s+560>>2]=q;f[s+568>>2]=c;f[s+1136>>2]=r;f[s+1208>>2]=0;f[s+1212>>2]=0;zjb(s);r=f[s+1136>>2]|0}}}}if((r|0)==99){f[a>>2]=0;f[a+4>>2]=0}g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}function shb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[a+4>>2]=0;return}if(c>>>0>1073741823)vd();v=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=v;if(d|0)sOb(d);f[a+4>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;u=c+-1|0;v=(u&c|0)==0;if(v)d=d&u;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){t=g;g=h;s=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(v)g=g&u;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;j=b[n>>0]|0;l=j<<24>>24==0;o=n+1|0;r=e+12|0;m=l^1;p=e+24|0;q=e+16|0;if(l)h=e;else{h=e;while(1){if(j<<24>>24!=(b[i+8>>0]|0))break c;if((f[r>>2]|0)!=(f[i+12>>2]|0))break c;h=f[i>>2]|0;if(!h){h=i;break c}else{q=i;i=h;h=q}}}while(1){j=i+8|0;if(b[j>>0]|0)break c;if((b[o>>0]|0)!=(b[j+1>>0]|0))break c;j=(f[r>>2]|0)!=(f[i+12>>2]|0);do if(j|m){if(j)break c}else{j=f[p>>2]|0;if((j|0)!=(f[i+24>>2]|0))break c;l=n+8+(j<<1)|0;if(!j)break;j=i+16|0;k=q;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break c;if((b[k+1>>0]|0)!=(b[j+1>>0]|0))break c;k=k+2|0;if((k|0)==(l|0))break;else j=j+2|0}}while(0);h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[s>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[t>>2]|0;if(!e){d=44;break a}}g=f[e>>2]|0;if(!g){d=44;break a}else{t=e;s=e}}f[h>>2]=s;h=f[e>>2]|0;if(!h){d=44;break}else{d=g;g=e}}if((d|0)==44)return}function thb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r+48|0;n=r+28|0;p=r;i=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;a:do if((i|0)!=(m|0)){l=i;while(1){i=l+24|0;j=b[i>>0]|0;if(j&2)if((f[l+16>>2]|0)==(g|0))if((f[l+20>>2]|0)==(h|0)){k=f[l>>2]|0;if((f[k+16>>2]|0)==(d|0))if((f[k+20>>2]|0)==(e|0))break}i=l+28|0;if((i|0)==(m|0))break a;else l=i}b[i>>0]=j&-4|1;f[a>>2]=k;i=f[l+4>>2]|0;f[a+4>>2]=i;if(i|0)gOb(i);f[a+8>>2]=f[l+8>>2];i=f[l+12>>2]|0;f[a+12>>2]=i;if(i|0)gOb(i);f[a+16>>2]=c;u=r;return}while(0);Twb(q);Lwb(n);Nwb(n,h,0);axb(f[q>>2]|0,g,d,e,n);f[p>>2]=f[q>>2];d=p+4|0;e=q+4|0;i=f[e>>2]|0;f[d>>2]=i;if(!i){i=p+24|0;j=1}else{gOb(i);j=p+24|0;i=j;j=b[j>>0]&-4|1}k=p+8|0;f[k>>2]=0;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=g;f[p+20>>2]=h;b[i>>0]=j;i=f[o>>2]|0;if(i>>>0<(f[c+8>>2]|0)>>>0){f[i>>2]=f[p>>2];f[i+4>>2]=f[d>>2];f[p>>2]=0;f[d>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k>>2]=0;f[l>>2]=0;p=i+16|0;f[p>>2]=f[m>>2];f[p+4>>2]=f[m+4>>2];b[p+8>>0]=b[m+8>>0]|0;f[o>>2]=(f[o>>2]|0)+28}else{uhb(c,p);i=f[l>>2]|0;if(i|0)iOb(i)}i=f[d>>2]|0;if(i|0)iOb(i);f[a>>2]=f[q>>2];i=f[e>>2]|0;f[a+4>>2]=i;if(!i)i=0;else{gOb(i);i=f[e>>2]|0}f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=c;if(i|0)iOb(i);u=r;return}function uhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+4|0;k=f[o>>2]|0;d=f[a>>2]|0;j=(k-d|0)/28|0;e=j+1|0;m=d;g=k;if(e>>>0>153391689)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)i=0;else if(h>>>0>153391689)vd();else{i=pOb(h*28|0)|0;break}while(0);e=i+(j*28|0)|0;d=e;l=i+(h*28|0)|0;f[e>>2]=f[c>>2];p=c+4|0;f[i+(j*28|0)+4>>2]=f[p>>2];f[c>>2]=0;f[p>>2]=0;p=c+8|0;f[i+(j*28|0)+8>>2]=f[p>>2];h=c+12|0;f[i+(j*28|0)+12>>2]=f[h>>2];f[p>>2]=0;f[h>>2]=0;j=i+(j*28|0)+16|0;c=c+16|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];b[j+8>>0]=b[c+8>>0]|0;c=e+28|0;if((g|0)==(m|0))h=k;else{do{k=g;g=g+-28|0;f[e+-28>>2]=f[g>>2];j=k+-24|0;f[e+-24>>2]=f[j>>2];f[g>>2]=0;f[j>>2]=0;j=k+-20|0;f[e+-20>>2]=f[j>>2];p=k+-16|0;f[e+-16>>2]=f[p>>2];f[j>>2]=0;f[p>>2]=0;p=e+-12|0;k=k+-12|0;f[p>>2]=f[k>>2];f[p+4>>2]=f[k+4>>2];b[p+8>>0]=b[k+8>>0]|0;e=d+-28|0;d=e}while((g|0)!=(m|0));h=f[a>>2]|0}f[a>>2]=d;e=f[o>>2]|0;f[o>>2]=c;f[n>>2]=l;g=h;if((e|0)!=(g|0))do{d=f[e+-16>>2]|0;if(d|0)iOb(d);d=f[e+-24>>2]|0;e=e+-28|0;if(d|0)iOb(d)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function vhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;l=o+12|0;k=o+8|0;m=o+4|0;n=o;d=f[a>>2]|0;j=a+4|0;i=f[j>>2]|0;c=i;a:do if((d|0)==(i|0))e=4;else while(1){if(!(b[d+24>>0]&1)){e=4;break a}d=d+28|0;if((d|0)==(i|0)){d=c;break}}while(0);if((e|0)==4){e=d;if((d|0)==(i|0))d=e;else{c=e;d=e;b:while(1){do{g=c;e=g+28|0;c=e;if((e|0)==(i|0))break b}while(!(b[g+52>>0]&1));h=d;q=f[e>>2]|0;r=g+32|0;p=f[r>>2]|0;f[e>>2]=0;f[r>>2]=0;f[d>>2]=q;e=h+4|0;d=f[e>>2]|0;f[e>>2]=p;if(d|0)iOb(d);p=g+36|0;r=f[p>>2]|0;d=g+40|0;q=f[d>>2]|0;f[p>>2]=0;f[d>>2]=0;f[h+8>>2]=r;r=h+12|0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)iOb(d);d=h+16|0;r=g+44|0;f[d>>2]=f[r>>2];f[d+4>>2]=f[r+4>>2];b[d+8>>0]=b[r+8>>0]|0;d=h+28|0}c=f[j>>2]|0}}f[m>>2]=d;f[n>>2]=c;f[k>>2]=f[m>>2];f[l>>2]=f[n>>2];whb(a,k,l)|0;u=o;return}function whb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[a>>2]|0;e=f[c>>2]|0;h=h+(((e-h|0)/28|0)*28|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return h|0;c=h+(((c-e|0)/28|0)*28|0)|0;g=a+4|0;a=f[g>>2]|0;if((c|0)==(a|0))e=h;else{e=h;do{i=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[e>>2]=i;i=e+4|0;d=f[i>>2]|0;f[i>>2]=j;if(d|0)iOb(d);k=c+8|0;j=f[k>>2]|0;d=c+12|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e+8>>2]=j;j=e+12|0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)iOb(d);k=e+16|0;j=c+16|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];b[k+8>>0]=b[j+8>>0]|0;c=c+28|0;e=e+28|0}while((c|0)!=(a|0));c=f[g>>2]|0}if((c|0)==(e|0))return h|0;do{f[g>>2]=c+-28;d=f[c+-16>>2]|0;if(d|0)iOb(d);c=f[c+-24>>2]|0;if(c|0)iOb(c);c=f[g>>2]|0}while((c|0)!=(e|0));return h|0}function xhb(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[a>>2]=b;return}function yhb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;a=f[e>>2]|0;if(a|0){d=e+4|0;b=f[d>>2]|0;if((b|0)!=(a|0)){do{f[d>>2]=b+-28;c=f[b+-16>>2]|0;if(c|0)iOb(c);b=f[b+-24>>2]|0;if(b|0)iOb(b);b=f[d>>2]|0}while((b|0)!=(a|0));a=f[e>>2]|0}sOb(a)}sOb(e);return}function zhb(a){a=a|0;var c=0,d=0,e=0;c=f[a>>2]|0;a=f[c>>2]|0;c=f[c+4>>2]|0;if((a|0)==(c|0))return;do{d=a+24|0;e=b[d>>0]|0;b[d>>0]=((e&255)>>>1&1|e&-2)^1;a=a+28|0}while((a|0)!=(c|0));return}function Ahb(a){a=a|0;vhb(f[a>>2]|0);return}function Bhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;thb(a,f[b>>2]|0,c,d,6408,9729);return}function Chb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;return}function Dhb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;Ehb(a,b)|0;return}function Ehb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;Fhb(a);c=f[b>>2]|0;h=b+4|0;d=f[h>>2]|0;if(d|0)gOb(d);f[a>>2]=c;g=a+4|0;c=f[g>>2]|0;f[g>>2]=d;if(c|0)iOb(c);e=b+8|0;c=f[e>>2]|0;g=b+12|0;d=f[g>>2]|0;if(d|0)gOb(d);f[a+8>>2]=c;i=a+12|0;c=f[i>>2]|0;f[i>>2]=d;if(c|0)iOb(c);d=b+16|0;f[a+16>>2]=f[d>>2];f[b>>2]=0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[e>>2]=0;c=f[g>>2]|0;f[g>>2]=0;if(!c){f[d>>2]=0;return a|0}iOb(c);f[d>>2]=0;return a|0}function Fhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=f[a>>2]|0;if(!d)return;e=f[a+16>>2]|0;h=a+8|0;c=f[e>>2]|0;e=f[e+4>>2]|0;a:do if((c|0)!=(e|0)){g=c;while(1){if((f[g>>2]|0)==(d|0))break;c=g+28|0;if((c|0)==(e|0))break a;else g=c}e=f[h>>2]|0;c=e;if(e|0){d=g+8|0;if(!(f[d>>2]|0)){e=f[a+12>>2]|0;if(e|0)gOb(e);f[d>>2]=c;d=g+12|0;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c)}}g=g+24|0;b[g>>0]=b[g>>0]|2}while(0);f[h>>2]=0;h=a+12|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[a>>2]=0;a=a+4|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function Ghb(a){a=a|0;var b=0;Fhb(a);b=f[a+12>>2]|0;if(b|0)iOb(b);a=f[a+4>>2]|0;if(!a)return;iOb(a);return}function Hhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;e=u;u=u+16|0;b=e;d=a+8|0;if(f[d>>2]|0){u=e;return d|0}if(!(f[a>>2]|0)){u=e;return d|0}xub(b);g=f[b>>2]|0;c=b+4|0;h=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[d>>2]=g;g=a+12|0;b=f[g>>2]|0;f[g>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}Gub(f[d>>2]|0,0,a,3553,0);u=e;return d|0}function Ihb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;f[a+44>>2]=0;f[a+52>>2]=0;f[a+56>>2]=0;f[a+60>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+76>>2]=0;f[a+84>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+148>>2]=0;f[a+152>>2]=0;f[a+156>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+172>>2]=0;f[a+180>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+204>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+228>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+252>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;n[a+16>>2]=1.1754943508222875e-38;n[a+32>>2]=2.949390792950442e-31;n[a+48>>2]=8.634480793659976e-29;n[a+64>>2]=2.5277850549753892e-26;n[a+80>>2]=7.40021027743059e-24;n[a+96>>2]=2.1664466087939005e-21;n[a+112>>2]=6.34237477651372e-19;n[a+128>>2]=1.8567602772480624e-16;n[a+144>>2]=5.435753640281073e-14;n[a+160>>2]=1.591342509155158e-11;n[a+176>>2]=4.658730290429958e-09;n[a+192>>2]=1.363865294479183e-06;n[a+208>>2]=3.9927801117300987e-04;n[a+224>>2]=.11689052730798721;n[a+240>>2]=34.220252990722656;n[a+256>>2]=3402823466385288598117041.0e14;c=a+344|0;d=a+272|0;e=d+72|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;e=a+348|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+364>>2]=1.0;e=a+368|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+384>>2]=1.0;e=a+388|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+404>>2]=1.0;e=a+408|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+424>>2]=1.0;e=a+428|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+444>>2]=1.0;e=a+448|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+464>>2]=1.0;e=a+468|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+484>>2]=1.0;e=a+488|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+504>>2]=1.0;e=a+508|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+524>>2]=1.0;e=a+528|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+544>>2]=1.0;e=a+548|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+564>>2]=1.0;e=a+568|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+584>>2]=1.0;e=a+588|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+604>>2]=1.0;e=a+608|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+624>>2]=1.0;e=a+628|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+644>>2]=1.0;e=a+648|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+664>>2]=1.0;e=a+668|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+684>>2]=1.0;e=a+688|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+704>>2]=1.0;e=a+708|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+724>>2]=1.0;e=a+728|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+744>>2]=1.0;e=a+748|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+764>>2]=1.0;e=a+768|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+784>>2]=1.0;e=a+788|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+804>>2]=1.0;e=a+808|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[a+828>>2]=0;a=a+832|0;b[a>>0]=b[a>>0]&-32|7;return}function Jhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+312|0;d=a+316|0;e=f[d>>2]|0;if(e>>>0<(f[a+320>>2]|0)>>>0){Khb(e,b);e=(f[d>>2]|0)+524|0;f[d>>2]=e;d=e;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}else{Lhb(c,b);d=f[d>>2]|0;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}return 0}function Khb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=f[c>>2]|0;f[c>>2]=0;h=c+4|0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;j=c+12|0;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){c=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[e+(c<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}k=a+20|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0;k=a+64|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+80>>2]=1.0;k=a+84|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+100>>2]=1.0;k=a+104|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+120>>2]=1.0;k=a+124|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+140>>2]=1.0;k=a+144|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+160>>2]=1.0;k=a+164|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+180>>2]=1.0;k=a+184|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+200>>2]=1.0;k=a+204|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+220>>2]=1.0;k=a+224|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+240>>2]=1.0;k=a+244|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+260>>2]=1.0;k=a+264|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+280>>2]=1.0;k=a+284|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+300>>2]=1.0;k=a+304|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+320>>2]=1.0;k=a+324|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+340>>2]=1.0;k=a+344|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+360>>2]=1.0;k=a+364|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+380>>2]=1.0;k=a+384|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+400>>2]=1.0;k=a+404|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+420>>2]=1.0;k=a+424|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+440>>2]=1.0;k=a+444|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+460>>2]=1.0;k=a+464|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+480>>2]=1.0;k=a+484|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+500>>2]=1.0;k=a+504|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;b[k+16>>0]=0;return}function Lhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;e=((f[q>>2]|0)-c|0)/524|0;d=e+1|0;if(d>>>0>8196502)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/524|0;c=p<<1;c=p>>>0<4098251?(c>>>0<d>>>0?d:c):8196502;do if(!c)g=0;else if(c>>>0>8196502)vd();else{g=pOb(c*524|0)|0;break}while(0);e=g+(e*524|0)|0;d=e;p=g+(c*524|0)|0;Khb(e,b);o=e+524|0;n=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(n|0)){c=d;g=n;d=n}else{do{i=c;c=c+-524|0;m=f[c>>2]|0;f[c>>2]=0;j=i+-520|0;h=f[j>>2]|0;f[j>>2]=0;f[e+-524>>2]=m;f[e+-520>>2]=h;j=e+-516|0;k=i+-516|0;g=f[k>>2]|0;f[j>>2]=g;l=i+-512|0;b=f[l>>2]|0;f[e+-512>>2]=b;f[e+-508>>2]=f[i+-508>>2];if(b|0){g=f[g+4>>2]|0;b=h+-1|0;if(!(b&h))g=g&b;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;f[m+(g<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}Mhb(e+-504|0,i+-504|0);e=d+-524|0;d=e}while((c|0)!=(n|0));c=d;g=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;e=g;if((d|0)!=(e|0))do{H8a(d+-504|0);c=f[d+-516>>2]|0;d=d+-524|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(e|0));if(!g)return;sOb(g);return}function Mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+1392|0;f[a>>2]=f[b>>2];e=f[(b+4|0)>>2]|0;f[(b+4|0)>>2]=0;d=f[(b+8|0)>>2]|0;f[(b+8|0)>>2]=0;f[a+4>>2]=e;f[a+8>>2]=d;c=f[(b+12|0)>>2]|0;f[(a+12|0)>>2]=c;h=f[(b+16|0)>>2]|0;f[a+16>>2]=h;f[a+20>>2]=f[b+20>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+12|0;f[(b+12|0)>>2]=0;f[(b+16|0)>>2]=0}e=f[(b+24|0)>>2]|0;f[(b+24|0)>>2]=0;d=f[(b+28|0)>>2]|0;f[(b+28|0)>>2]=0;f[a+24>>2]=e;f[a+28>>2]=d;c=f[(b+32|0)>>2]|0;f[(a+32|0)>>2]=c;h=f[(b+36|0)>>2]|0;f[a+36>>2]=h;f[a+40>>2]=f[b+40>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+32|0;f[(b+32|0)>>2]=0;f[(b+36|0)>>2]=0}e=f[(b+44|0)>>2]|0;f[(b+44|0)>>2]=0;d=f[(b+48|0)>>2]|0;f[(b+48|0)>>2]=0;f[a+44>>2]=e;f[a+48>>2]=d;c=f[(b+52|0)>>2]|0;f[(a+52|0)>>2]=c;h=f[(b+56|0)>>2]|0;f[a+56>>2]=h;f[a+60>>2]=f[b+60>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+52|0;f[(b+52|0)>>2]=0;f[(b+56|0)>>2]=0}e=f[(b+64|0)>>2]|0;f[(b+64|0)>>2]=0;d=f[(b+68|0)>>2]|0;f[(b+68|0)>>2]=0;f[a+64>>2]=e;f[a+68>>2]=d;c=f[(b+72|0)>>2]|0;f[(a+72|0)>>2]=c;h=f[(b+76|0)>>2]|0;f[a+76>>2]=h;f[a+80>>2]=f[b+80>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+72|0;f[(b+72|0)>>2]=0;f[(b+76|0)>>2]=0}e=f[(b+84|0)>>2]|0;f[(b+84|0)>>2]=0;d=f[(b+88|0)>>2]|0;f[(b+88|0)>>2]=0;f[a+84>>2]=e;f[a+88>>2]=d;c=f[(b+92|0)>>2]|0;f[(a+92|0)>>2]=c;h=f[(b+96|0)>>2]|0;f[a+96>>2]=h;f[a+100>>2]=f[b+100>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+92|0;f[(b+92|0)>>2]=0;f[(b+96|0)>>2]=0}e=f[(b+104|0)>>2]|0;f[(b+104|0)>>2]=0;d=f[(b+108|0)>>2]|0;f[(b+108|0)>>2]=0;f[a+104>>2]=e;f[a+108>>2]=d;c=f[(b+112|0)>>2]|0;f[(a+112|0)>>2]=c;h=f[(b+116|0)>>2]|0;f[a+116>>2]=h;f[a+120>>2]=f[b+120>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+112|0;f[(b+112|0)>>2]=0;f[(b+116|0)>>2]=0}e=f[(b+124|0)>>2]|0;f[(b+124|0)>>2]=0;d=f[(b+128|0)>>2]|0;f[(b+128|0)>>2]=0;f[a+124>>2]=e;f[a+128>>2]=d;c=f[(b+132|0)>>2]|0;f[(a+132|0)>>2]=c;h=f[(b+136|0)>>2]|0;f[a+136>>2]=h;f[a+140>>2]=f[b+140>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+132|0;f[(b+132|0)>>2]=0;f[(b+136|0)>>2]=0}e=f[(b+144|0)>>2]|0;f[(b+144|0)>>2]=0;d=f[(b+148|0)>>2]|0;f[(b+148|0)>>2]=0;f[a+144>>2]=e;f[a+148>>2]=d;c=f[(b+152|0)>>2]|0;f[(a+152|0)>>2]=c;h=f[(b+156|0)>>2]|0;f[a+156>>2]=h;f[a+160>>2]=f[b+160>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+152|0;f[(b+152|0)>>2]=0;f[(b+156|0)>>2]=0}e=f[(b+164|0)>>2]|0;f[(b+164|0)>>2]=0;d=f[(b+168|0)>>2]|0;f[(b+168|0)>>2]=0;f[a+164>>2]=e;f[a+168>>2]=d;c=f[(b+172|0)>>2]|0;f[(a+172|0)>>2]=c;h=f[(b+176|0)>>2]|0;f[a+176>>2]=h;f[a+180>>2]=f[b+180>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+172|0;f[(b+172|0)>>2]=0;f[(b+176|0)>>2]=0}e=f[(b+184|0)>>2]|0;f[(b+184|0)>>2]=0;d=f[(b+188|0)>>2]|0;f[(b+188|0)>>2]=0;f[a+184>>2]=e;f[a+188>>2]=d;c=f[(b+192|0)>>2]|0;f[(a+192|0)>>2]=c;h=f[(b+196|0)>>2]|0;f[a+196>>2]=h;f[a+200>>2]=f[b+200>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+192|0;f[(b+192|0)>>2]=0;f[(b+196|0)>>2]=0}e=f[(b+204|0)>>2]|0;f[(b+204|0)>>2]=0;d=f[(b+208|0)>>2]|0;f[(b+208|0)>>2]=0;f[a+204>>2]=e;f[a+208>>2]=d;c=f[(b+212|0)>>2]|0;f[(a+212|0)>>2]=c;h=f[(b+216|0)>>2]|0;f[a+216>>2]=h;f[a+220>>2]=f[b+220>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+212|0;f[(b+212|0)>>2]=0;f[(b+216|0)>>2]=0}e=f[(b+224|0)>>2]|0;f[(b+224|0)>>2]=0;d=f[(b+228|0)>>2]|0;f[(b+228|0)>>2]=0;f[a+224>>2]=e;f[a+228>>2]=d;c=f[(b+232|0)>>2]|0;f[(a+232|0)>>2]=c;h=f[(b+236|0)>>2]|0;f[a+236>>2]=h;f[a+240>>2]=f[b+240>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+232|0;f[(b+232|0)>>2]=0;f[(b+236|0)>>2]=0}h=f[(b+244|0)>>2]|0;f[(b+244|0)>>2]=0;e=f[(b+248|0)>>2]|0;f[(b+248|0)>>2]=0;f[a+244>>2]=h;f[g+16>>2]=a;f[g+24>>2]=b;f[g+160>>2]=e;f[g+976>>2]=h;f[g+1312>>2]=0;f[g+1316>>2]=0;Ajb(g);G=f[g+1312>>2]|0;D=f[g+1316>>2]|0;H=+n[g+1316>>2];f[g+1312>>2]=0;f[g+1316>>2]=0;if((G|0)==5){u=g;return}u=g}function Nhb(a){a=a|0;var b=0,c=0,d=0,e=0;d=f[a+312>>2]|0;c=a+316|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{b=a+-524|0;f[c>>2]=b;H8a(a+-504|0);a=f[a+-516>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[b>>2]|0;f[b>>2]=0;if(a|0)sOb(a);a=f[c>>2]|0}while((a|0)!=(d|0));return}function Ohb(a,b){a=a|0;b=b|0;var c=0;c=f[a+312>>2]|0;return ((((f[a+316>>2]|0)-c|0)/524|0)>>>0>b>>>0?c+(b*524|0)+20|0:a+324|0)|0}function Phb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=f[(f[a>>2]|0)+64>>2]|0;g=f[(f[c+4>>2]|0)+44>>2]|0;h=(f[g+28>>2]|0)+(f[g+24>>2]|0)|0;i=f[g+32>>2]|0;if((i|0)==(0-h|0)){u=m;return}a:do if((e|0)==0&(b[g+148>>0]&2)==0){e=h+i|0;d=0}else if((d|0)!=0&(e|0)!=0){g=f[a+300>>2]|0;i=(f[a+296>>2]|0)+((f[a+308>>2]|0)*12|0)|0;if((i|0)!=(g|0)){while(1){h=g+-12|0;if((f[h>>2]|0)==(c|0))break;if((i|0)==(h|0))break a;else g=h}l=g+-4|0;f[l>>2]=(f[l>>2]|0)+e;u=m;return}}while(0);if(tSa(j)|0)k=10;else if(f[c+196>>2]&2048|0)k=10;if((k|0)==10)qSa(j,c);f[l>>2]=c;f[l+4>>2]=d;f[l+8>>2]=e;d=a+300|0;e=f[d>>2]|0;if(e>>>0<(f[a+304>>2]|0)>>>0){f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[d>>2]=(f[d>>2]|0)+12}else Qhb(a+296|0,l);u=m;return}function Qhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Rhb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0;y=0;E=u;u=u+7808|0;_bb(a+324|0);i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{_bb(i+20|0);i=i+524|0}while((i|0)!=(j|0));i=f[(f[a>>2]|0)+64>>2]|0;j=f[64745]|0;k=f[64746]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1040>>2]=c;f[E+1208>>2]=l;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7504>>2]=0;f[E+7508>>2]=0;Gjb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;s=f[E+4680>>2]|0;t=f[E+4992>>2]|0;v=f[E+5056>>2]|0;w=f[E+5064>>2]|0;x=+n[E+6200>>2];z=f[E+7408>>2]|0;A=f[E+7416>>2]|0;G=f[E+7504>>2]|0;D=f[E+7508>>2]|0;H=+n[E+7508>>2];f[E+7504>>2]=0;f[E+7508>>2]=0;if((G|0)==6)return D|0;f[E+1024>>2]=a;f[E+7400>>2]=y;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7496>>2]=0;f[E+7500>>2]=0;Fjb(E);l=f[E+7400>>2]|0;y=f[E+7408>>2]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6104>>2]=i;f[E+7400>>2]=l;f[E+7408>>2]=y;f[E+7416>>2]=A;f[E+7488>>2]=0;f[E+7492>>2]=0;Ejb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;m=f[E+3336>>2]|0;o=f[E+3344>>2]|0;p=f[E+3352>>2]|0;q=f[E+3368>>2]|0;r=f[E+3376>>2]|0;y=f[E+7400>>2]|0;a:while(1){z=f[(a+288|0)>>2]|0;A=(f[(a+284|0)>>2]|0)==(z|0);f[E+1024>>2]=a;f[E+1040>>2]=c;f[E+1048>>2]=d;f[E+1056>>2]=e;f[E+1064>>2]=g;f[E+1072>>2]=h;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+3400>>2]=z;f[E+3408>>2]=A;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7400>>2]=y;f[E+7480>>2]=0;f[E+7484>>2]=0;Djb(E);y=f[E+7400>>2]|0;G=f[E+7480>>2]|0;D=f[E+7484>>2]|0;H=+n[E+7484>>2];f[E+7480>>2]=0;f[E+7484>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break a}}do{i=f[(a+324|0)>>2]|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=(f[j+20>>2]|0)+i|0;j=j+524|0}while((j|0)!=(k|0));if(i>>>0>=e>>>0)break;i=xcb(a+324|0,h)|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=i|(xcb(j+20|0,h)|0);j=j+524|0}while((j|0)!=(k|0))}while(i);b:do if(!(b<<24>>24))i=0;else if(!(f[(a+4|0)>>2]|0))if((f[(a+272|0)>>2]|0)==(f[(a+276|0)>>2]|0))if((((f[a+812>>2]|0)-(f[a+808>>2]|0)|0)/60|0|0)==(f[a+820>>2]|0)){i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{if((((f[i+508>>2]|0)-(f[i+504>>2]|0)|0)/60|0|0)!=(f[i+516>>2]|0)){i=1;break b}i=i+524|0}while((i|0)!=(j|0));i=(((f[C>>2]|0)-(f[(a+296|0)>>2]|0)|0)/12|0|0)==(f[B>>2]|0)?0:2}else i=1;else i=1;else i=1;while(0);a=i;u=E;return a|0}function Shb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+24|0;p[v>>3]=-+p[v>>3];b=+p[a>>3];c=+K(+b);p[a+192>>3]=c;v=a+8|0;c=+p[v>>3];d=+K(+c);p[a+200>>3]=d;u=a+16|0;d=+p[u>>3];g=+K(+d);p[a+208>>3]=g;p[a+336>>3]=b>=0.0?1.0:-1.0;p[a+344>>3]=c>=0.0?1.0:-1.0;p[a+352>>3]=d>=0.0?1.0:-1.0;t=a+56|0;p[t>>3]=-+p[t>>3];t=a+32|0;d=+p[t>>3];c=+K(+d);p[a+216>>3]=c;s=a+40|0;c=+p[s>>3];b=+K(+c);p[a+224>>3]=b;r=a+48|0;b=+p[r>>3];g=+K(+b);p[a+232>>3]=g;p[a+360>>3]=d>=0.0?1.0:-1.0;p[a+368>>3]=c>=0.0?1.0:-1.0;p[a+376>>3]=b>=0.0?1.0:-1.0;q=a+88|0;p[q>>3]=-+p[q>>3];q=a+64|0;b=+p[q>>3];c=+K(+b);p[a+240>>3]=c;o=a+72|0;c=+p[o>>3];d=+K(+c);p[a+248>>3]=d;n=a+80|0;d=+p[n>>3];g=+K(+d);p[a+256>>3]=g;p[a+384>>3]=b>=0.0?1.0:-1.0;p[a+392>>3]=c>=0.0?1.0:-1.0;p[a+400>>3]=d>=0.0?1.0:-1.0;m=a+120|0;p[m>>3]=-+p[m>>3];m=a+96|0;d=+p[m>>3];c=+K(+d);p[a+264>>3]=c;l=a+104|0;c=+p[l>>3];b=+K(+c);p[a+272>>3]=b;k=a+112|0;b=+p[k>>3];g=+K(+b);p[a+280>>3]=g;p[a+408>>3]=d>=0.0?1.0:-1.0;p[a+416>>3]=c>=0.0?1.0:-1.0;p[a+424>>3]=b>=0.0?1.0:-1.0;j=a+152|0;p[j>>3]=-+p[j>>3];j=a+128|0;b=+p[j>>3];c=+K(+b);p[a+288>>3]=c;i=a+136|0;c=+p[i>>3];d=+K(+c);p[a+296>>3]=d;h=a+144|0;d=+p[h>>3];g=+K(+d);p[a+304>>3]=g;p[a+432>>3]=b>=0.0?1.0:-1.0;p[a+440>>3]=c>=0.0?1.0:-1.0;p[a+448>>3]=d>=0.0?1.0:-1.0;w=a+184|0;p[w>>3]=-+p[w>>3];d=+p[a+160>>3];c=+K(+d);p[a+312>>3]=c;c=+p[a+168>>3];b=+K(+c);p[a+320>>3]=b;b=+p[a+176>>3];g=+K(+b);p[a+328>>3]=g;p[a+456>>3]=d>=0.0?1.0:-1.0;p[a+464>>3]=c>=0.0?1.0:-1.0;p[a+472>>3]=b>=0.0?1.0:-1.0;g=+p[a>>3];f=+p[v>>3];e=+p[u>>3];e=g*g+(f*f+e*e);p[a+480>>3]=e==0.0?0.0:1.0/e;e=+p[t>>3];f=+p[s>>3];g=+p[r>>3];g=e*e+(f*f+g*g);p[a+488>>3]=g==0.0?0.0:1.0/g;g=+p[q>>3];f=+p[o>>3];e=+p[n>>3];e=g*g+(f*f+e*e);p[a+496>>3]=e==0.0?0.0:1.0/e;e=+p[m>>3];f=+p[l>>3];g=+p[k>>3];g=e*e+(f*f+g*g);p[a+504>>3]=g==0.0?0.0:1.0/g;g=+p[j>>3];f=+p[i>>3];e=+p[h>>3];e=g*g+(f*f+e*e);p[a+512>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+520>>3]=b==0.0?0.0:1.0/b;return}function Thb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+20|0;G=a+40|0;o=+n[G>>2];h=a+60|0;g=+n[h>>2];J=a+56|0;B=+n[J>>2];p=a+44|0;x=+n[p>>2];E=a+24|0;f=a+52|0;C=+n[f>>2];F=a+36|0;d=+n[F>>2];i=a+28|0;n[b>>2]=+n[i>>2]*(B*d-o*C)+(+n[H>>2]*(o*g-B*x)+ +n[E>>2]*(x*C-g*d));d=+n[J>>2];y=a+12|0;g=+n[y>>2];z=a+8|0;C=+n[z>>2];x=+n[h>>2];A=a+4|0;B=+n[A>>2];o=+n[f>>2];w=b+4|0;n[w>>2]=-(+n[p>>2]*(C*o-d*B)+(+n[F>>2]*(d*g-C*x)+ +n[G>>2]*(x*B-g*o)));o=+n[z>>2];g=+n[i>>2];B=+n[E>>2];x=+n[y>>2];C=+n[H>>2];d=+n[A>>2];v=b+8|0;n[v>>2]=+n[h>>2]*(B*d-o*C)+(+n[f>>2]*(o*g-B*x)+ +n[J>>2]*(x*C-g*d));d=+n[E>>2];g=+n[p>>2];C=+n[G>>2];x=+n[i>>2];B=+n[F>>2];o=+n[H>>2];u=b+12|0;n[u>>2]=-(+n[y>>2]*(C*o-d*B)+(+n[A>>2]*(d*g-C*x)+ +n[z>>2]*(x*B-g*o)));D=a+32|0;o=+n[D>>2];g=+n[f>>2];I=a+48|0;B=+n[I>>2];x=+n[F>>2];c=a+16|0;C=+n[h>>2];d=+n[p>>2];m=b+32|0;n[m>>2]=+n[H>>2]*(B*d-o*C)+(+n[i>>2]*(o*g-B*x)+ +n[c>>2]*(x*C-g*d));d=+n[I>>2];g=+n[A>>2];C=+n[a>>2];x=+n[f>>2];B=+n[y>>2];o=+n[h>>2];l=b+36|0;n[l>>2]=-(+n[F>>2]*(C*o-d*B)+(+n[p>>2]*(d*g-C*x)+ +n[D>>2]*(x*B-g*o)));o=+n[a>>2];g=+n[H>>2];B=+n[c>>2];x=+n[A>>2];C=+n[i>>2];d=+n[y>>2];k=b+40|0;n[k>>2]=+n[f>>2]*(B*d-o*C)+(+n[h>>2]*(o*g-B*x)+ +n[I>>2]*(x*C-g*d));d=+n[c>>2];g=+n[F>>2];C=+n[D>>2];x=+n[H>>2];B=+n[p>>2];o=+n[i>>2];j=b+44|0;n[j>>2]=-(+n[A>>2]*(C*o-d*B)+(+n[y>>2]*(d*g-C*x)+ +n[a>>2]*(x*B-g*o)));o=+n[p>>2];g=+n[I>>2];B=+n[h>>2];x=+n[D>>2];C=+n[J>>2];d=+n[G>>2];s=b+16|0;n[s>>2]=-(+n[c>>2]*(B*d-o*C)+(+n[E>>2]*(o*g-B*x)+ +n[i>>2]*(x*C-g*d)));d=+n[h>>2];g=+n[a>>2];C=+n[y>>2];x=+n[I>>2];B=+n[z>>2];o=+n[J>>2];r=b+20|0;n[r>>2]=+n[D>>2]*(C*o-d*B)+(+n[G>>2]*(d*g-C*x)+ +n[p>>2]*(x*B-g*o));o=+n[y>>2];g=+n[c>>2];B=+n[i>>2];x=+n[a>>2];C=+n[E>>2];d=+n[z>>2];q=b+24|0;n[q>>2]=-(+n[I>>2]*(B*d-o*C)+(+n[J>>2]*(o*g-B*x)+ +n[h>>2]*(x*C-g*d)));d=+n[i>>2];g=+n[D>>2];C=+n[p>>2];x=+n[c>>2];B=+n[G>>2];o=+n[E>>2];p=b+28|0;n[p>>2]=+n[a>>2]*(C*o-d*B)+(+n[z>>2]*(d*g-C*x)+ +n[y>>2]*(x*B-g*o));o=+n[F>>2];g=+n[J>>2];B=+n[f>>2];x=+n[G>>2];C=+n[I>>2];d=+n[D>>2];d=-(+n[E>>2]*(B*d-o*C)+(+n[c>>2]*(o*g-B*x)+ +n[H>>2]*(x*C-g*d)));i=b+48|0;n[i>>2]=d;g=+n[f>>2];C=+n[z>>2];x=+n[A>>2];B=+n[J>>2];o=+n[a>>2];t=+n[I>>2];h=b+52|0;n[h>>2]=+n[G>>2]*(x*t-g*o)+(+n[D>>2]*(g*C-x*B)+ +n[F>>2]*(B*o-C*t));t=+n[A>>2];C=+n[E>>2];o=+n[H>>2];B=+n[z>>2];x=+n[c>>2];g=+n[a>>2];g=-(+n[J>>2]*(o*g-t*x)+(+n[I>>2]*(t*C-o*B)+ +n[f>>2]*(B*x-C*g)));f=b+56|0;n[f>>2]=g;C=+n[H>>2];x=+n[G>>2];B=+n[F>>2];o=+n[E>>2];t=+n[D>>2];e=+n[c>>2];e=+n[z>>2]*(B*e-C*t)+(+n[a>>2]*(C*x-B*o)+ +n[A>>2]*(o*t-x*e));c=b+60|0;n[c>>2]=e;x=+n[b>>2];t=+n[s>>2];o=+n[m>>2];d=+n[a>>2]*x+ +n[A>>2]*t+(+n[z>>2]*o+ +n[y>>2]*d);n[b>>2]=x/d;n[w>>2]=+n[w>>2]/d;n[v>>2]=+n[v>>2]/d;n[u>>2]=+n[u>>2]/d;n[s>>2]=t/d;n[r>>2]=+n[r>>2]/d;n[q>>2]=+n[q>>2]/d;n[p>>2]=+n[p>>2]/d;n[m>>2]=o/d;n[l>>2]=+n[l>>2]/d;n[k>>2]=+n[k>>2]/d;n[j>>2]=+n[j>>2]/d;n[i>>2]=+n[i>>2]/d;n[h>>2]=+n[h>>2]/d;n[f>>2]=g/d;n[c>>2]=e/d;return}function Uhb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<1.1754943508222875e-38){b=1.1754943508222875e-38;c=1.1754943508222875e-38}else c=1.1754943508222875e-38;d=+U(+((+V(+b)-+V(+c))/31.0));n[a+12>>2]=c;c=d*(d*(d*c));n[a+28>>2]=c;c=d*c;n[a+44>>2]=c;c=d*c;n[a+60>>2]=c;c=d*c;n[a+76>>2]=c;c=d*c;n[a+92>>2]=c;c=d*c;n[a+108>>2]=c;c=d*c;n[a+124>>2]=c;c=d*c;n[a+140>>2]=c;c=d*c;n[a+156>>2]=c;c=d*c;n[a+172>>2]=c;c=d*c;n[a+188>>2]=c;c=d*c;n[a+204>>2]=c;c=d*c;n[a+220>>2]=c;n[a+236>>2]=d*c;n[a+252>>2]=b;return}function Vhb(a){a=a|0;var b=0,c=0,d=0;b=f[a+16>>2]|0;c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+32>>2]|0;c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+64>>2]|0;c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+80>>2]|0;c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+112>>2]|0;c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+128>>2]|0;c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+160>>2]|0;c=a+164|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+176>>2]|0;c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+208>>2]|0;c=a+212|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+224>>2]|0;c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+256>>2]|0;c=a+260|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function Whb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+32|0;i=j;h=f[a+196>>2]|0;if(!(h&1792|c)){i=0;u=j;return i|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){i=0;u=j;return i|0}if(h&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){i=0;u=j;return i|0}}if(h&33554456|0){i=1;u=j;return i|0}d=a+200|0;c=f[d>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(a);c=f[d>>2]|0}p[i>>3]=+n[a+168>>2]+ +n[a+156>>2];p[i+8>>3]=+n[a+172>>2]+ +n[a+160>>2];p[i+16>>3]=+n[a+176>>2]+ +n[a+164>>2];if(!((c&16777216|0)==0&0==0))MJa(a);i=lib(e,i,+n[a+152>>2])|0;u=j;return i|0}function Xhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function Yhb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else Xhb(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function Zhb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];q=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);r=+p[a+192>>3]*i+(+p[a+200>>3]*g+ +p[a+208>>3]*d);s=+p[a+24>>3];if(q+r<=s){a=0;return a|0}t=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);u=+p[a+216>>3]*i+(+p[a+224>>3]*g+ +p[a+232>>3]*d);v=+p[a+56>>3];if(t+u<=v){a=0;return a|0}w=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);x=+p[a+240>>3]*i+(+p[a+248>>3]*g+ +p[a+256>>3]*d);y=+p[a+88>>3];if(w+x<=y){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+264>>3]*i+(+p[a+272>>3]*g+ +p[a+280>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}m=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);n=+p[a+288>>3]*i+(+p[a+296>>3]*g+ +p[a+304>>3]*d);o=+p[a+152>>3];if(m+n<=o){a=0;return a|0}f=+p[a+160>>3]*f+(+p[a+168>>3]*h+ +p[a+176>>3]*e);e=+p[a+312>>3]*i+(+p[a+320>>3]*g+ +p[a+328>>3]*d);d=+p[a+184>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(m-n<o|(j-k<l|(w-x<y|(t-u<v|q-r<s))))?1:2;return a|0}function _hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|268435456;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else uib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function $hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|536870912;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else tib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function aib(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;f[k>>2]=c;l=f[a>>2]|0;d=l+832|0;e=c+196|0;g=f[e>>2]|0;if(!((b[d>>0]&8)!=0|(g&4|0)==0)){u=m;return}if(!(g&2048)){g=f[a+16>>2]|0;if(!(bib(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(+n[c+168>>2]*+n[g>>2]+(+n[c+172>>2]*+n[g+4>>2]+ +n[c+176>>2]*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}else{g=f[a+4>>2]|0;if(!(Whb(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}h=+n[c+168>>2]+ +n[c+156>>2];i=+n[c+172>>2]+ +n[c+160>>2];j=+n[c+176>>2]+ +n[c+164>>2];if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(h*+n[g>>2]+(i*+n[g+4>>2]+j*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}}function bib(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0,j=0,k=0;k=u;u=u+32|0;j=k;i=f[a+196>>2]|0;if(!(i&1792|c)){j=0;u=k;return j|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){j=0;u=k;return j|0}if(i&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){j=0;u=k;return j|0}}if(i&33554456|0){j=1;u=k;return j|0}d=a+200|0;c=(f[d>>2]&33554432|0)==0&0==0;if(!(i&2048)){if(!c)LJa(a);p[j>>3]=+n[a+168>>2];p[j+8>>3]=+n[a+172>>2];h=+n[a+176>>2]}else{if(!c)LJa(a);p[j>>3]=+n[a+168>>2]+ +n[a+156>>2];p[j+8>>3]=+n[a+172>>2]+ +n[a+160>>2];h=+n[a+176>>2]+ +n[a+164>>2]}p[j+16>>3]=h;if(!((f[d>>2]&16777216|0)==0&0==0))MJa(a);j=lib(e,j,+n[a+152>>2])|0;u=k;return j|0}function cib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;t=v;f[b>>2]=(f[b>>2]|0)+-1;s=b+4|0;c=f[s>>2]|0;a:do if(c|0){e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0;if((e|0)==(d|0)){do{c=c+-1|0;f[s>>2]=c;if(!c)break a;e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0}while((e|0)==(d|0));g=d-e|0;q=g>>4;if((g|0)>16){r=(q+-2|0)/2|0;if((g|0)>=32){p=r;while(1){j=e+(p<<4)|0;c=p<<4;if((r|0)>=(c>>4|0)){d=c>>3|1;c=e+(d<<4)|0;h=c;g=d+1|0;if((g|0)<(q|0)){c=c+16|0;if(+n[e+(d<<4)+4>>2]<+n[c+4>>2])d=g;else c=h}else c=h;l=+n[e+(p<<4)+4>>2];if(!(+n[c+4>>2]<l)){k=f[j>>2]|0;o=e+(p<<4)+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;while(1){i=j;j=c;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];if((r|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}j=c;f[c>>2]=k;n[j+4>>2]=l;k=j+8|0;f[k>>2]=m;f[k+4>>2]=o}}if((p|0)>0)p=p+-1|0;else break}e=f[s>>2]|0;c=e;d=f[b+12+(e<<4)+8>>2]|0;e=f[b+12+(e<<4)+4>>2]|0}}}r=b+12+(c<<4)+8|0;g=d-e|0;c=g>>4;if((g|0)>16){q=d+-16|0;f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[e>>2]=f[q>>2];f[e+4>>2]=f[q+4>>2];f[e+8>>2]=f[q+8>>2];f[e+12>>2]=f[q+12>>2];f[q>>2]=f[t>>2];f[q+4>>2]=f[t+4>>2];f[q+8>>2]=f[t+8>>2];f[q+12>>2]=f[t+12>>2];q=c+-1|0;if((c|0)!=2){p=(c+-3|0)/2|0;c=e+16|0;if((g|0)>48)if(+n[e+20>>2]<+n[e+36>>2]){d=2;c=e+32|0}else d=1;else d=1;l=+n[e+4>>2];if(!(+n[c+4>>2]<l)){k=f[e>>2]|0;o=e+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;j=e;while(1){t=j;j=c;f[t>>2]=f[j>>2];f[t+4>>2]=f[j+4>>2];f[t+8>>2]=f[j+8>>2];f[t+12>>2]=f[j+12>>2];if((p|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}t=c;f[c>>2]=k;n[t+4>>2]=l;t=t+8|0;f[t>>2]=m;f[t+4>>2]=o}}}t=(f[r>>2]|0)+-16|0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[r>>2]=t;u=v;return}while(0);g=b+8|0;s=f[g>>2]|0;h=f[b+16>>2]|0;c=h+(s<<4)|0;f[t>>2]=f[c>>2];f[t+4>>2]=f[c+4>>2];f[t+8>>2]=f[c+8>>2];f[t+12>>2]=f[c+12>>2];s=s+1|0;f[g>>2]=s;c=b+20|0;b=f[c>>2]|0;d=h;e=b;if((s|0)==(b-d>>4|0)){f[g>>2]=0;if((h|0)!=(e|0))f[c>>2]=e+(~((e+-16-d|0)>>>4)<<4)};f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];u=v;return}function dib(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=a+4|0;b=f[r>>2]|0;a:do if(b|0){c=f[a+12+(b<<4)+4>>2]|0;if((c|0)!=(f[a+12+(b<<4)+8>>2]|0)){r=c;return r|0}do{b=b+-1|0;f[r>>2]=b;if(!b)break a;q=f[a+12+(b<<4)+4>>2]|0;c=f[a+12+(b<<4)+8>>2]|0}while((q|0)==(c|0));b=c-q|0;o=b>>4;if((b|0)<=16){r=q;return r|0}p=(o+-2|0)/2|0;if((b|0)<32){r=q;return r|0}else m=p;while(1){h=q+(m<<4)|0;b=m<<4;if((p|0)>=(b>>4|0)){c=b>>3|1;b=q+(c<<4)|0;e=b;d=c+1|0;if((d|0)<(o|0)){b=b+16|0;if(+n[q+(c<<4)+4>>2]<+n[b+4>>2])c=d;else b=e}else b=e;j=+n[q+(m<<4)+4>>2];if(!(+n[b+4>>2]<j)){i=f[h>>2]|0;l=q+(m<<4)+8|0;k=f[l>>2]|0;l=f[l+4>>2]|0;while(1){g=h;h=b;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[g+12>>2]=f[h+12>>2];if((p|0)<(c|0))break;c=c<<1|1;e=q+(c<<4)|0;d=e;g=c+1|0;if((g|0)<(o|0)){e=e+16|0;if(+n[q+(c<<4)+4>>2]<+n[e+4>>2]){c=g;d=e}}if(+n[d+4>>2]<j)break;else b=d}h=b;f[b>>2]=i;n[h+4>>2]=j;i=h+8|0;f[i>>2]=k;f[i+4>>2]=l}}if((m|0)>0)m=m+-1|0;else break}r=f[a+12+(f[r>>2]<<4)+4>>2]|0;return r|0}while(0);r=(f[a+16>>2]|0)+(f[a+8>>2]<<4)|0;return r|0}function eib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function fib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function gib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;p=u;u=u+880|0;k=b;a:while(1){d=k;i=k+-16|0;e=k+-32|0;j=k+-4|0;b=a;while(1){o=b;f[p+48>>2]=c;f[p+56>>2]=b;f[p+120>>2]=k;f[p+160>>2]=o;f[p+296>>2]=g;f[p+560>>2]=h;f[p+632>>2]=d;f[p+648>>2]=i;f[p+688>>2]=e;f[p+720>>2]=j;f[p+816>>2]=m;f[p+832>>2]=0;f[p+836>>2]=0;Hjb(p);b=f[p+56>>2]|0;o=f[p+160>>2]|0;g=f[p+296>>2]|0;h=f[p+560>>2]|0;m=f[p+816>>2]|0;G=f[p+832>>2]|0;D=f[p+836>>2]|0;H=+n[p+836>>2];f[p+832>>2]=0;f[p+836>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:break a}if((G|0)==3)continue}if((m|0)==91){m=0;gib(g+16|0,k,c);a=o;k=g;continue}else if((m|0)==92){m=0;if(h){m=93;break}else{a=o;k=g;continue}}}a=1;if(a)if((m|0)==5){a=f[i>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[i>>2];f[o+4>>2]=f[i+4>>2];f[o+8>>2]=f[i+8>>2];f[o+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==9){qib(o,o+16|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==10){e=o+16|0;d=o+32|0;qib(o,e,d,c)|0;a=f[i>>2]|0;b=f[d>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+44>>2]|0)){u=p;return}};f[p>>2]=f[d>>2];f[p+4>>2]=f[d+4>>2];f[p+8>>2]=f[d+8>>2];f[p+12>>2]=f[d+12>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[d+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];a=f[d>>2]|0;b=f[e>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+44>>2]|0)>=(f[o+28>>2]|0)){u=p;return}};f[p>>2]=f[e>>2];f[p+4>>2]=f[e+4>>2];f[p+8>>2]=f[e+8>>2];f[p+12>>2]=f[e+12>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d+12>>2]=f[p+12>>2];a=f[e>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+28>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[e>>2];f[o+4>>2]=f[e+4>>2];f[o+8>>2]=f[e+8>>2];f[o+12>>2]=f[e+12>>2];f[e>>2]=f[p>>2];f[e+4>>2]=f[p+4>>2];f[e+8>>2]=f[p+8>>2];f[e+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==20){rib(o,o+16|0,o+32|0,o+48|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==22){b=o+32|0;qib(o,o+16|0,b,c)|0;a=o+48|0;if((a|0)==(k|0)){u=p;return}while(1){c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0){l=f[a+12>>2]|0;m=27}else if((c|0)==(d|0)){d=f[a+12>>2]|0;if((d|0)<(f[b+12>>2]|0)){l=d;m=27}}if((m|0)==27){m=0;h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];b:do if((b|0)==(o|0))b=o;else while(1){d=b;b=b+-16|0;e=f[b>>2]|0;if(c>>>0>=e>>>0){if((c|0)!=(e|0)){b=d;break b}if((l|0)>=(f[d+-4>>2]|0)){b=d;break b}};f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];if((b|0)==(o|0)){b=o;break}}while(0);f[b>>2]=c;j=b+4|0;f[j>>2]=g;f[j+4>>2]=h;f[b+12>>2]=l}b=a+16|0;if((b|0)==(k|0))break;else{j=a;a=b;b=j}}u=p;return}else if((m|0)==93)if(1){u=p;return}}function hib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|134217728;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else pib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function iib(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l;n[h>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)i=0;else if(+n[a+28>>2]>b)i=1;else if(+n[a+44>>2]>b)i=2;else if(+n[a+60>>2]>b)i=3;else if(+n[a+76>>2]>b)i=4;else if(+n[a+92>>2]>b)i=5;else if(+n[a+108>>2]>b)i=6;else if(+n[a+124>>2]>b)i=7;else if(+n[a+140>>2]>b)i=8;else if(+n[a+156>>2]>b)i=9;else if(+n[a+172>>2]>b)i=10;else if(+n[a+188>>2]>b)i=11;else if(+n[a+204>>2]>b)i=12;else if(+n[a+220>>2]>b)i=13;else if(+n[a+236>>2]>b)i=14;else i=15;j=a+12+(i<<4)+4|0;k=a+12+(i<<4)+8|0;g=f[k>>2]|0;if(g>>>0<(f[a+12+(i<<4)+12>>2]|0)>>>0){h=f[d>>2]|0;e=f[e>>2]|0;f[g>>2]=f[c>>2];n[g+4>>2]=b;f[g+8>>2]=e&-939524097;f[g+12>>2]=h;f[k>>2]=(f[k>>2]|0)+16}else oib(j,h,c,d,e);a=a+4|0;g=f[a>>2]|0;if(i>>>0>g>>>0){f[a>>2]=i;u=l;return}if(!((i|0)!=0&(i|0)==(g|0))){u=l;return}i=f[j>>2]|0;g=f[k>>2]|0;a=g-i|0;if((a|0)<=16){u=l;return}a=((a>>>4)+-2|0)/2|0;c=g+-16|0;b=+n[g+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=l;return}h=f[c>>2]|0;e=g+-8|0;d=f[e>>2]|0;e=f[e+4>>2]|0;while(1){k=c;c=i+(a<<4)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];if(!a){a=0;break}g=(a+-1|0)/2|0;if(!(+n[i+(g<<4)+4>>2]<b))break;else a=g}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;k=i+(a<<4)+8|0;f[k>>2]=d;f[k+4>>2]=e;u=l;return}function jib(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,o=0,q=0,r=0,s=0;r=u;u=u+32|0;o=r+24|0;q=r+28|0;m=r;f[o>>2]=c;d=f[d+8>>2]|0;s=d&1792;f[q>>2]=s;l=f[c+196>>2]|0;do if(l&1792|s|0){s=b[c+192>>0]|0;if((s&7&((s&255)>>>3&7|b[e>>0]))<<24>>24){if(l&134217728|0){s=f[c+104>>2]|0;if(+n[i>>2]*+n[s+312>>2]+(+n[i+4>>2]*+n[s+316>>2]+ +n[i+8>>2]*+n[s+320>>2])<+n[s+324>>2])break}if(!(d&1073741824)){l=c+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[l>>2]|0}p[m>>3]=+n[c+168>>2];p[m+8>>3]=+n[c+172>>2];p[m+16>>3]=+n[c+176>>2];if(!((d&16777216|0)==0&0==0))MJa(c);if(!(lib(g,m,+n[c+152>>2])|0))break}i=a+4|0;if(j){e=f[o>>2]|0;l=e+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(e);d=f[l>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(e);k=+n[h+12>>2]+(+n[e+168>>2]*+n[h>>2]+(+n[e+172>>2]*+n[h+4>>2]+ +n[e+176>>2]*+n[h+8>>2]));k=k*k;k=+n[e+152>>2]/(k<9.999999747378752e-06?9.999999747378752e-06:k)}else k=0.0;mib(i,k,o,q);u=r;return}}while(0);if(b[a+832>>0]&16){u=r;return}s=(f[o>>2]|0)+196|0;f[s>>2]=f[s>>2]&-1793;u=r;return}function kib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function lib(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+480>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+488>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+496>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+504>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+512>>3]>=c){a=0;return a|0}d=+p[a+160>>3]*f+(+p[a+168>>3]*g+ +p[a+176>>3]*e)-+p[a+184>>3];if(d<0.0)if(d*d*+p[a+520>>3]>=c){a=0;return a|0}a=1;return a|0}function mib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else nib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function nib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function oib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a+4|0;m=f[a>>2]|0;n=(f[l>>2]|0)-m|0;o=n>>4;g=o+1|0;if(g>>>0>268435455)AMb(a);i=a+8|0;p=(f[i>>2]|0)-m|0;h=p>>3;g=p>>4>>>0<134217727?(h>>>0<g>>>0?g:h):268435455;do if(!g){j=0;k=0}else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;j=k;break}while(0);h=j+(o<<4)|0;b=f[b>>2]|0;p=f[d>>2]|0;e=f[e>>2]|0;f[h>>2]=f[c>>2];f[j+(o<<4)+4>>2]=b;f[j+(o<<4)+8>>2]=e&-939524097;f[j+(o<<4)+12>>2]=p;if((n|0)>0)bQb(k|0,m|0,n|0)|0;f[a>>2]=j;f[l>>2]=h+16;f[i>>2]=j+(g<<4);if(!m)return;sOb(m);return}function pib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|134217728;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function qib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;g=f[b>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if((g|0)==(d|0))e=(f[b+12>>2]|0)<(f[a+12>>2]|0);else e=0;d=f[c>>2]|0;if(d>>>0<g>>>0)d=1;else if((d|0)==(g|0))d=(f[c+12>>2]|0)<(f[b+12>>2]|0);else d=0;if(!e){if(!d){b=0;u=i;return b|0};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];d=f[b>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];b=2;u=i;return b|0}if(d){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=1;u=i;return b|0};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];d=f[c>>2]|0;e=f[b>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=2;u=i;return b|0}function rib(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;j=qib(a,b,c,g)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0)i=4;else if((g|0)==(h|0))if((f[d+12>>2]|0)<(f[c+12>>2]|0))i=4;do if((i|0)==4){f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+1|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){j=g;break}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+2|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){j=g;break}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];j=j+3|0}while(0);g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if((g|0)!=(h|0)){k=j;u=l;return k|0}if((f[e+12>>2]|0)>=(f[d+12>>2]|0)){k=j;u=l;return k|0}};f[k>>2]=f[d>>2];f[k+4>>2]=f[d+4>>2];f[k+8>>2]=f[d+8>>2];f[k+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];f[e+12>>2]=f[k+12>>2];g=j+1|0;h=f[d>>2]|0;i=f[c>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[d+12>>2]|0)>=(f[c+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+2|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+3|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];k=j+4|0;u=l;return k|0}function sib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;l=m;switch(b-a>>4|0){case 2:{d=b+-16|0;e=f[d>>2]|0;c=f[a>>2]|0;if(e>>>0>=c>>>0){if((e|0)!=(c|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 3:{qib(a,a+16|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 4:{h=a+16|0;g=a+32|0;e=b+-16|0;qib(a,h,g,c)|0;c=f[e>>2]|0;d=f[g>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+44>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[l+12>>2]=f[g+12>>2];f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];c=f[g>>2]|0;d=f[h>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+44>>2]|0)>=(f[a+28>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[h>>2];f[l+4>>2]=f[h+4>>2];f[l+8>>2]=f[h+8>>2];f[l+12>>2]=f[h+12>>2];f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];f[g>>2]=f[l>>2];f[g+4>>2]=f[l+4>>2];f[g+8>>2]=f[l+8>>2];f[g+12>>2]=f[l+12>>2];c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+28>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[h>>2];f[a+4>>2]=f[h+4>>2];f[a+8>>2]=f[h+8>>2];f[a+12>>2]=f[h+12>>2];f[h>>2]=f[l>>2];f[h+4>>2]=f[l+4>>2];f[h+8>>2]=f[l+8>>2];f[h+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 5:{rib(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 1:case 0:{l=1;u=m;return l|0}default:{e=a+32|0;qib(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){j=f[c>>2]|0;g=f[e>>2]|0;if(j>>>0<g>>>0){g=f[c+12>>2]|0;k=24}else if((j|0)==(g|0)){g=f[c+12>>2]|0;if((g|0)<(f[e+12>>2]|0))k=24}if((k|0)==24){k=0;n=c+4|0;h=f[n+4>>2]|0;i=l;f[i>>2]=f[n>>2];f[i+4>>2]=h;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];b:do if((e|0)==(a|0))e=a;else{h=e;while(1){e=h;h=h+-16|0;i=f[h>>2]|0;if(j>>>0>=i>>>0){if((j|0)!=(i|0))break b;if((g|0)>=(f[e+-4>>2]|0))break b};f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];if((h|0)==(a|0)){e=a;break}}}while(0);f[e>>2]=j;i=l;j=f[i+4>>2]|0;n=e+4|0;f[n>>2]=f[i>>2];f[n+4>>2]=j;f[e+12>>2]=g;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{n=c;c=e;e=n}}}while(0);n=c|d;u=m;return n|0}}return 0}function tib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|536870912;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function uib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|268435456;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function vib(a){a=a|0;var b=0,c=0,d=0,e=0;Vhb(a+4|0);b=f[a+272>>2]|0;c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+296>>2]|0;c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);f[a+308>>2]=0;b=f[a+808>>2]|0;c=a+812|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);f[a+820>>2]=0;b=f[a+312>>2]|0;e=f[a+316>>2]|0;if((b|0)==(e|0))return;do{c=f[b+504>>2]|0;d=b+508|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-60-c|0)>>>0)/60|0)*60|0);f[b+516>>2]=0;b=b+524|0}while((b|0)!=(e|0));return}function wib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;k=e;c=c&255;f[k>>2]=f[b+(c<<2)>>2];f[k+4>>2]=f[b+12+(c<<2)>>2];d=+Qib(k,d);k=f[b>>2]|0;f[a>>2]=k;j=f[b+4>>2]|0;f[a+4>>2]=j;i=f[b+8>>2]|0;f[a+8>>2]=i;h=f[b+12>>2]|0;f[a+12>>2]=h;g=f[b+16>>2]|0;f[a+16>>2]=g;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=k;f[a+28>>2]=j;f[a+32>>2]=i;f[a+36>>2]=h;f[a+40>>2]=g;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;u=e;return}function xib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0;c=c&255;j=f[b>>2]|0;f[a>>2]=j;i=f[b+4>>2]|0;f[a+4>>2]=i;h=f[b+8>>2]|0;f[a+8>>2]=h;g=f[b+12>>2]|0;f[a+12>>2]=g;e=f[b+16>>2]|0;f[a+16>>2]=e;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=j;f[a+28>>2]=i;f[a+32>>2]=h;f[a+36>>2]=g;f[a+40>>2]=e;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;return}function yib(){if(b[257144]|0)return;if(!(MPb(257144)|0))return;return}function zib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;i=f[a+4>>2]|0;if((c|0)==(i|0)){m=1;u=n;return m|0}j=b+8|0;k=b+16|0;l=b+24|0;d=b+32|0;e=b+40|0;g=m+8|0;h=m+16|0;a=c;while(1){r=+p[a>>3];q=+p[a+8>>3];o=+p[a+16>>3];s=+p[a+24>>3];c=s+(r*+p[b>>3]+(q*+p[j>>3]+o*+p[k>>3]))<0.0;if(c^s+(r*+p[l>>3]+(q*+p[d>>3]+o*+p[e>>3]))<0.0){cCa(m,a,b,l);c=(c^1)&1;s=+p[m>>3];t=b+(c*24|0)|0;p[m>>3]=+p[t>>3];p[t>>3]=s;s=+p[g>>3];t=b+(c*24|0)+8|0;p[g>>3]=+p[t>>3];p[t>>3]=s;p[b+(c*24|0)+16>>3]=+p[h>>3]}else if(c){a=0;c=7;break}a=a+32|0;if((a|0)==(i|0)){a=1;c=7;break}}if((c|0)==7){u=n;return a|0}return 0}function Aib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+368|0;k=l;g=k;p[k>>3]=+p[b>>3];p[k+8>>3]=+p[b+8>>3];p[k+16>>3]=+p[b+16>>3];p[k+24>>3]=+p[b+24>>3];p[k+32>>3]=+p[b+32>>3];p[k+40>>3]=+p[b+40>>3];p[k+48>>3]=+p[b+48>>3];p[k+56>>3]=+p[b+56>>3];p[k+64>>3]=+p[b+64>>3];b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0)){e=3;b=g}else{e=3;j=b;b=d;while(1){a=b;if(e){i=g;if((j|0)==(c|0)){h=0;do{m=i+(h*24|0)|0;p[a>>3]=+p[m>>3];p[a+8>>3]=+p[i+(h*24|0)+8>>3];p[a+16>>3]=+p[i+(h*24|0)+16>>3];n=m+24|0;p[a+24>>3]=+p[n>>3];p[a+32>>3]=+p[n+8>>3];p[a+40>>3]=+p[n+16>>3];m=m+48|0;p[a+48>>3]=+p[m>>3];p[a+56>>3]=+p[m+8>>3];p[a+64>>3]=+p[m+16>>3];a=a+72|0;h=h+3|0}while(h>>>0<e>>>0)}else{h=0;do{a=a+((Bib(j,i+(h*24|0)|0,a)|0)*24|0)|0;h=h+3|0}while(h>>>0<e>>>0)}}e=(a-b|0)/24|0;j=j+32|0;if((j|0)==(k|0))break;else{n=g;g=b;b=n}}}if((d|0)!=(b|0)&(e|0)!=0)a=0;else{u=l;return e|0}do{p[d+(a*24|0)>>3]=+p[b+(a*24|0)>>3];p[d+(a*24|0)+8>>3]=+p[b+(a*24|0)+8>>3];p[d+(a*24|0)+16>>3]=+p[b+(a*24|0)+16>>3];a=a+1|0}while((a|0)!=(e|0));u=l;return e|0}function Bib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))<0.0;s=L+(K*j+(y*k+z*l))<0.0;t=L+(K*m+(y*n+z*+p[F>>3]))<0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function Cib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0,k=0.0;if(!b){b=0;return b|0}j=b+-1|0;i=+p[c+8>>3];h=+p[c>>3];f=0;c=0;d=j;g=+p[a+(j<<4)+8>>3];while(1){e=g;g=+p[a+(f<<4)+8>>3];if(g>i^e>i){k=+p[a+(f<<4)>>3];if(h<k+(i-g)*(+p[a+(d<<4)>>3]-k)/(e-g))c=c^1}d=f+1|0;if((d|0)==(b|0))break;else{j=f;f=d;d=j}}return c|0}function Dib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;o=+n[a+24>>2];p=+n[a>>2];w=o-p;q=+n[a+28>>2];r=+n[a+4>>2];c=q-r;j=+n[a+32>>2];k=+n[a+8>>2];f=j-k;l=+n[a+12>>2];v=l-p;m=+n[a+16>>2];t=m-r;i=+n[a+20>>2];h=i-k;u=+n[b>>2]-p;s=+n[b+4>>2]-r;g=+n[b+8>>2]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=o)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=o);return b|0}function Eib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;n=+p[a+48>>3];o=+p[a>>3];w=n-o;q=+p[a+56>>3];r=+p[a+8>>3];c=q-r;j=+p[a+64>>3];k=+p[a+16>>3];f=j-k;l=+p[a+24>>3];v=l-o;m=+p[a+32>>3];t=m-r;i=+p[a+40>>3];h=i-k;u=+p[b>>3]-o;s=+p[b+8>>3]-r;g=+p[b+16>>3]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=n)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=n);return b|0}function Fib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;e=+p[a>>3];g=+p[b>>3];l=e-g;h=+p[a+8>>3];i=+p[b+8>>3];k=h-i;c=+p[a+16>>3];d=+p[b+16>>3];j=c-d;f=+p[b+24>>3];if(l*l+(k*k+j*j)<=f){l=0.0;return +l}k=g-e;l=i-h;c=d-c;d=k*+p[a+24>>3]+(l*+p[a+32>>3]+c*+p[a+40>>3]);c=f-(k*k+(l*l+c*c)-d*d);if(c<0.0){l=-1.0;return +l}k=+L(+c);l=d-k;l=!(l>=0.0)?d+k:l;return +l}function Gib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0.0,F=0.0;D=u;u=u+192|0;C=D;d=+p[a>>3];i=+p[b>>3];if(!(d>=i)){e=a+8|0;h=+p[b+8>>3]}else{e=a+8|0;g=+p[e>>3];h=+p[b+8>>3];if(g>=h){c=+p[a+16>>3];if(c>=+p[b+16>>3])if(d<=+p[b+24>>3])if(g<=+p[b+32>>3])if(c<=+p[b+40>>3]){B=0.0;u=D;return +B}}}s=+p[b+24>>3];c=(s-i)*.5;o=+p[b+32>>3];g=(o-h)*.5;n=+p[b+40>>3];t=+p[b+16>>3];v=(n-t)*.5;z=i+c;A=h+g;B=t+v;c=c*1.00001;g=g*1.00001;v=v*1.00001;w=z-c;x=A-g;y=B-v;z=c+z;A=g+A;B=v+B;v=h*0.0;g=t*0.0;c=v+g-i;p[C>>3]=-1.0;b=C+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+24>>3]=-c;i=i*0.0;g=i+(g-h);p[C+32>>3]=0.0;p[C+40>>3]=-1.0;p[C+48>>3]=0.0;p[C+56>>3]=-g;i=i+(v-t);b=C+64|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+80>>3]=-1.0;p[C+88>>3]=-i;t=o*0.0;v=n*0.0;k=s+(t+v);p[C+96>>3]=1.0;b=C+104|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+120>>3]=-k;s=s*0.0;p[C+128>>3]=0.0;p[C+136>>3]=1.0;p[C+144>>3]=0.0;p[C+152>>3]=-(s+(o+v));n=s+(t+n);b=C+160|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+176>>3]=1.0;p[C+184>>3]=-n;t=+p[a>>3];s=+p[e>>3];v=+p[a+16>>3];o=+p[a+24>>3];q=+p[a+32>>3];r=+p[a+40>>3];h=s*0.0;d=v*0.0;j=h+d;c=j-t-c;if(c>0.0){c=-c/(q*0.0+r*0.0-o);if(!(c>=0.0))l=11;else{F=t+o*c;E=s+q*c;m=v+r*c;if(!(F<=z)|(!(m>=y)|(!(F>=w)|!(E>=x)))|!(E<=A)|!(m<=B))l=11}}else l=11;do if((l|0)==11){m=t*0.0;c=m+(d-s)-g;if(c>0.0){c=-c/(o*0.0+(r*0.0-q));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=m+(h-v)-i;if(c>0.0){c=-c/(o*0.0+(q*0.0-r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=t+j-k;if(c>0.0){c=-c/(o+(q*0.0+r*0.0));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}d=+p[C+136>>3];g=+p[C+144>>3];c=+p[C+152>>3]+(m+(d*s+g*v));if(c>0.0){c=-c/(o*0.0+(d*q+g*r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}g=+p[C+160>>3];h=+p[C+168>>3];d=+p[C+176>>3];c=g*t+(h*s+d*v)-n;if(c>0.0){c=-c/(g*o+(h*q+d*r));if(c>=0.0){F=t+o*c;g=s+q*c;d=v+r*c;if(!(!(F<=z)|(!(d>=y)|(!(F>=w)|!(g>=x)))))if(!(!(g<=A)|!(d<=B)))break}}c=-1.0}while(0);F=c;u=D;return +F}function Hib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3];d=+p[b+8>>3];c=+p[b+16>>3];return +(-(+p[b+24>>3]+(e*+p[a>>3]+(d*+p[a+8>>3]+c*+p[a+16>>3])))/(e*+p[a+24>>3]+(d*+p[a+32>>3]+c*+p[a+40>>3])))}function Iib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+240|0;t=y+168|0;x=y+96|0;v=y+24|0;w=y;r=+p[a>>3];s=+p[a+8>>3];h=+p[a+16>>3];i=+p[a+24>>3];e=+p[b>>3];f=+p[b+8>>3];g=+p[b+16>>3];d=i+(r*e+(s*f+h*g));if(d>0.0){k=1;l=0;m=0;j=t}else{j=d<0.0;k=0;l=j&1;m=(j^1)&1;j=j?v:x}p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;e=+p[b+24>>3];f=+p[b+32>>3];g=+p[b+40>>3];d=i+(r*e+(s*f+h*g));do if(d>0.0){n=k+1|0;o=l;q=m;j=t+(k*24|0)|0}else if(d<0.0){n=k;o=l+1|0;q=m;j=v+(l*24|0)|0;break}else{n=k;o=l;q=m+1|0;j=x+(m*24|0)|0;break}while(0);p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;f=+p[b+48>>3];g=+p[b+56>>3];e=+p[b+64>>3];d=i+(r*f+(s*g+h*e));do if(d>0.0){k=n+1|0;l=o;m=q;j=t+(n*24|0)|0}else if(d<0.0){k=n;l=o+1|0;m=q;j=v+(o*24|0)|0;break}else{k=n;l=o;m=q+1|0;j=x+(q*24|0)|0;break}while(0);p[j>>3]=f;p[j+8>>3]=g;p[j+16>>3]=e;if((l|0)==3|(k|0)==3){x=0;u=y;return x|0}if((l|0)==1&(k|0)==1){cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;t=w+8|0;s=+p[t>>3];v=c+8|0;p[t>>3]=+p[v>>3];p[v>>3]=s;p[c+16>>3]=+p[w+16>>3];p[c+24>>3]=+p[x>>3];p[c+32>>3]=+p[x+8>>3];p[c+40>>3]=+p[x+16>>3];x=1;u=y;return x|0}switch(m|0){case 0:{if(k>>>0<l>>>0){x=t+8|0;q=t+16|0;i=+p[t>>3];r=+p[x>>3];s=+p[q>>3];p[t>>3]=+p[v>>3];b=v+8|0;p[x>>3]=+p[b>>3];x=v+16|0;p[q>>3]=+p[x>>3];p[v>>3]=i;p[b>>3]=r;p[x>>3]=s;x=t+24|0;b=t+32|0;q=t+40|0;s=+p[x>>3];r=+p[b>>3];i=+p[q>>3];o=v+24|0;p[x>>3]=+p[o>>3];x=v+32|0;p[b>>3]=+p[x>>3];b=v+40|0;p[q>>3]=+p[b>>3];p[o>>3]=s;p[x>>3]=r;p[b>>3]=i;b=t+48|0;x=t+56|0;o=t+64|0;i=+p[b>>3];r=+p[x>>3];s=+p[o>>3];q=v+48|0;p[b>>3]=+p[q>>3];b=v+56|0;p[x>>3]=+p[b>>3];x=v+64|0;p[o>>3]=+p[x>>3];p[q>>3]=i;p[b>>3]=r;p[x>>3]=s}cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;b=w+8|0;s=+p[b>>3];x=c+8|0;p[b>>3]=+p[x>>3];p[x>>3]=s;p[c+16>>3]=+p[w+16>>3];cCa(w,a,t+24|0,v);s=+p[w>>3];v=c+24|0;p[w>>3]=+p[v>>3];p[v>>3]=s;v=w+8|0;s=+p[v>>3];x=c+32|0;p[v>>3]=+p[x>>3];p[x>>3]=s;p[c+40>>3]=+p[w+16>>3];x=1;u=y;return x|0}case 1:{x=0;u=y;return x|0}default:{d=+p[x>>3];p[c>>3]=d;e=+p[x+8>>3];p[c+8>>3]=e;f=+p[x+16>>3];p[c+16>>3]=f;g=+p[x+24>>3];p[c+24>>3]=g;h=+p[x+32>>3];p[c+32>>3]=h;i=+p[x+40>>3];p[c+40>>3]=i;if((m|0)==2){x=1;u=y;return x|0}p[c+48>>3]=g;p[c+56>>3]=h;p[c+64>>3]=i;i=+p[x+48>>3];p[c+72>>3]=i;r=+p[x+56>>3];p[c+80>>3]=r;s=+p[x+64>>3];p[c+88>>3]=s;p[c+96>>3]=i;p[c+104>>3]=r;p[c+112>>3]=s;p[c+120>>3]=d;p[c+128>>3]=e;p[c+136>>3]=f;x=3;u=y;return x|0}}return 0}function Jib(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;x=+p[a>>3];y=+p[b>>3]-x;v=a+8|0;m=+p[v>>3];w=+p[b+8>>3]-m;u=a+16|0;l=+p[u>>3];o=+p[b+16>>3]-l;g=+p[c>>3];q=+p[d>>3]-g;r=c+8|0;h=+p[r>>3];s=+p[d+8>>3]-h;t=c+16|0;i=+p[t>>3];n=+p[d+16>>3]-i;g=x-g;h=m-h;i=l-i;l=y*y+(w*w+o*o);m=q*q+(s*s+n*n);k=g*q+(h*s+i*n);a=l<=1.0e-08;b=!(m<=1.0e-08);if(!(b|a^1)){p[e>>3]=x;d=e+8|0;p[d>>3]=+p[v>>3];v=e+16|0;p[v>>3]=+p[u>>3];x=+p[c>>3];p[f>>3]=x;y=+p[r>>3];p[f+8>>3]=y;w=+p[t>>3];p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}do if(a){g=k/m;h=0.0;g=g<0.0?0.0:g>1.0?1.0:g}else{j=g*y+(h*w+i*o);if(!b){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}i=y*q+(w*s+o*n);g=l*m-i*i;if(g!=0.0){h=(i*k-j*m)/g;h=h<0.0?0.0:h>1.0?1.0:h}else h=0.0;g=k+i*h;if(g<0.0){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}if(g>m){h=(i-j)/l;h=h<0.0?0.0:h>1.0?1.0:h;g=1.0;break}else{g=g/m;break}}while(0);p[e>>3]=x+h*y;d=e+8|0;p[d>>3]=+p[v>>3]+h*w;v=e+16|0;p[v>>3]=+p[u>>3]+h*o;x=+p[c>>3]+g*q;p[f>>3]=x;y=+p[r>>3]+g*s;p[f+8>>3]=y;w=+p[t>>3]+g*n;p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}function Kib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;B=+p[d>>3];C=+p[c>>3];D=B-C;y=+p[d+8>>3];z=+p[c+8>>3];A=y-z;x=+p[d+16>>3];r=+p[c+16>>3];s=x-r;t=+p[e>>3];u=t-C;v=+p[e+8>>3];w=v-z;o=+p[e+16>>3];q=o-r;g=+p[b>>3];m=g-C;h=+p[b+8>>3];n=h-z;f=+p[b+16>>3];k=f-r;i=m*D+(n*A+k*s);k=m*u+(n*w+k*q);if(i<=0.0&k<=0.0){p[a>>3]=C;p[a+8>>3]=z;D=r;a=a+16|0;p[a>>3]=D;return}j=g-B;n=h-y;m=f-x;l=D*j+(A*n+s*m);m=u*j+(w*n+q*m);if(!(!(l>=0.0)|!(m<=l))){p[a>>3]=B;p[a+8>>3]=y;D=x;a=a+16|0;p[a>>3]=D;return}n=i*m-k*l;if(l<=0.0&(i>=0.0&n<=0.0)){B=i/(i-l);p[a>>3]=C+B*D;p[a+8>>3]=z+B*A;D=r+B*s;a=a+16|0;p[a>>3]=D;return}g=g-t;h=h-v;j=f-o;f=D*g+(A*h+s*j);j=u*g+(w*h+q*j);if(!(!(j>=0.0)|!(f<=j))){p[a>>3]=t;p[a+8>>3]=v;D=o;a=a+16|0;p[a>>3]=D;return}i=k*f-i*j;if(j<=0.0&(k>=0.0&i<=0.0)){D=k/(k-j);p[a>>3]=C+D*u;p[a+8>>3]=z+D*w;D=r+D*q;a=a+16|0;p[a>>3]=D;return}h=l*j-m*f;if(h<=0.0){g=m-l;if(g>=0.0){f=f-j;if(f>=0.0){D=g/(g+f);p[a>>3]=B+D*(t-B);p[a+8>>3]=y+D*(v-y);D=x+D*(o-x);a=a+16|0;p[a>>3]=D;return}}}B=1.0/(n+(h+i));y=i*B;B=n*B;p[a>>3]=C+y*D+B*u;p[a+8>>3]=z+y*A+B*w;D=r+y*s+B*q;a=a+16|0;p[a>>3]=D;return}function Lib(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;q=+p[e>>3];j=+p[e+8>>3];h=+p[e+16>>3];o=+p[d>>3]-+p[a>>3];l=+p[d+8>>3]-+p[a+8>>3];i=+p[d+16>>3]-+p[a+16>>3];s=+p[a+24>>3];r=+p[a+32>>3];n=+p[a+40>>3];m=q*s+(j*r+h*n);k=q*q+(j*j+h*h);n=o*s+(l*r+i*n);i=q*o+(j*l+h*i);h=k-m*m;if(h<1.0e-08){l=i;i=0.0;h=1.0}else{j=i*m-k*n;if(j>-0.0){l=-i;i=0.0}else{l=-(i-m*n);i=-j;k=h}}if(l<0.0){e=n<0.0;l=0.0;i=e?0.0:n;h=e?h:1.0}else{j=n+m;a=j<0.0;if(l>k){l=k;i=a?0.0:j;h=a?h:1.0}}do if(+K(+i)<1.0e-08){p[b>>3]=0.0;h=1.0}else if(h<0.0){p[b>>3]=-i;h=-h;break}else{p[b>>3]=i;break}while(0);p[c>>3]=h;c=+K(+l)<1.0e-08;p[f>>3]=c?0.0:l;p[g>>3]=c?1.0:k;return}function Mib(a,b){a=a|0;b=b|0;var c=0.0;c=+p[a+24>>3]*(+p[b>>3]-+p[a>>3])+(+p[a+32>>3]*(+p[b+8>>3]-+p[a+8>>3])+ +p[a+40>>3]*(+p[b+16>>3]-+p[a+16>>3]));return +(c<0.0?0.0:c)}function Nib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+n[b+4>>2];g=+n[b+16>>2]-j;d=+n[b+8>>2];l=+n[b+32>>2]-d;e=+n[b+20>>2]-d;i=+n[b+28>>2]-j;m=g*l-e*i;k=+n[b>>2];f=+n[b+24>>2]-k;h=+n[b+12>>2]-k;l=e*f-l*h;f=i*h-g*f;g=+n[a>>2];h=+n[a+4>>2];i=+n[a+8>>2];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+n[a+12>>2];k=+n[a+16>>2];e=+n[a+20>>2];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);n[c>>2]=g+m*j;n[c+4>>2]=h+m*k;n[c+8>>2]=i+m*e;if(Dib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Oib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0,L=0,M=0.0;I=u;u=u+208|0;o=I+56|0;q=I+48|0;t=I+40|0;v=I+32|0;w=I+24|0;B=I;if(Pib(a,b,d)|0){p[c>>3]=+p[d>>3];p[c+8>>3]=+p[d+8>>3];p[c+16>>3]=+p[d+16>>3];l=0.0;u=I;return +l}i=+p[b>>3];p[o>>3]=i;f=+p[b+8>>3];L=o+8|0;p[L>>3]=f;h=+p[b+16>>3];K=o+16|0;p[K>>3]=h;j=+p[b+24>>3];p[o+24>>3]=j;g=+p[b+32>>3];p[o+32>>3]=g;k=+p[b+40>>3];p[o+40>>3]=k;p[o+48>>3]=j;m=o+56|0;p[m>>3]=g;n=o+64|0;p[n>>3]=k;e=+p[b+48>>3];p[o+72>>3]=e;l=+p[b+56>>3];p[o+80>>3]=l;J=+p[b+64>>3];p[o+88>>3]=J;p[o+96>>3]=e;z=o+104|0;p[z>>3]=l;C=o+112|0;p[C>>3]=J;p[o+120>>3]=i;p[o+128>>3]=f;p[o+136>>3]=h;A=B+8|0;D=B+16|0;b=a+24|0;r=a+8|0;s=a+32|0;x=a+16|0;y=a+40|0;E=c+8|0;F=c+16|0;G=d+8|0;H=d+16|0;p[B>>3]=j-i;p[A>>3]=g-f;p[D>>3]=k-h;Lib(a,q,t,o,B,v,w);h=+p[q>>3]/+p[t>>3];k=+p[v>>3]/+p[w>>3];f=+p[a>>3]+h*+p[b>>3];g=+p[r>>3]+h*+p[s>>3];h=+p[x>>3]+h*+p[y>>3];i=+p[o>>3]+k*+p[B>>3];j=+p[L>>3]+k*+p[A>>3];k=+p[K>>3]+k*+p[D>>3];J=f-i;l=g-j;e=h-k;e=J*J+(l*l+e*e);if(e<1797693134862315708145274.0e284){p[c>>3]=f;p[E>>3]=g;p[F>>3]=h;p[d>>3]=i;p[G>>3]=j;p[H>>3]=k}else e=1797693134862315708145274.0e284;L=o+48|0;p[B>>3]=+p[o+72>>3]-+p[L>>3];p[A>>3]=+p[o+80>>3]-+p[m>>3];p[D>>3]=+p[o+88>>3]-+p[n>>3];Lib(a,q,t,L,B,v,w);k=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];i=+p[a>>3]+k*+p[b>>3];j=+p[r>>3]+k*+p[s>>3];k=+p[x>>3]+k*+p[y>>3];l=+p[L>>3]+f*+p[B>>3];h=+p[m>>3]+f*+p[A>>3];f=+p[n>>3]+f*+p[D>>3];M=i-l;J=j-h;g=k-f;g=M*M+(J*J+g*g);if(g<e){p[c>>3]=i;p[E>>3]=j;p[F>>3]=k;p[d>>3]=l;p[G>>3]=h;p[H>>3]=f;e=g}L=o+96|0;p[B>>3]=+p[o+120>>3]-+p[L>>3];p[A>>3]=+p[o+128>>3]-+p[z>>3];p[D>>3]=+p[o+136>>3]-+p[C>>3];Lib(a,q,t,L,B,v,w);j=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];l=+p[a>>3]+j*+p[b>>3];k=+p[r>>3]+j*+p[s>>3];j=+p[x>>3]+j*+p[y>>3];i=+p[L>>3]+f*+p[B>>3];h=+p[z>>3]+f*+p[A>>3];f=+p[C>>3]+f*+p[D>>3];J=l-i;M=k-h;g=j-f;g=J*J+(M*M+g*g);if(g<e){p[c>>3]=l;p[E>>3]=k;p[F>>3]=j;p[d>>3]=i;p[G>>3]=h;p[H>>3]=f;e=g}M=e;u=I;return +M}function Pib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[b+8>>3];g=+p[b+32>>3]-j;d=+p[b+16>>3];l=+p[b+64>>3]-d;e=+p[b+40>>3]-d;i=+p[b+56>>3]-j;m=g*l-e*i;k=+p[b>>3];f=+p[b+48>>3]-k;h=+p[b+24>>3]-k;l=e*f-l*h;f=i*h-g*f;g=+p[a>>3];h=+p[a+8>>3];i=+p[a+16>>3];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+p[a+24>>3];k=+p[a+32>>3];e=+p[a+40>>3];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);p[c>>3]=g+m*j;p[c+8>>3]=h+m*k;p[c+16>>3]=i+m*e;if(Eib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Qib(a,b){a=a|0;b=+b;var c=0.0;c=+n[a>>2];return +(c+(+n[a+4>>2]-c)*b)}function Rib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;h=j+16|0;i=j;k=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(k^1))if((c|0)==0|(g&33554456|0)==0){JJa(d,h,i);l=f[h+4>>2]|0;g=f[h+8>>2]|0;b=f[i>>2]|0;c=f[i+4>>2]|0;k=f[i+8>>2]|0;f[a>>2]=f[h>>2];f[a+4>>2]=l;f[a+8>>2]=g;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=k;if(e|0){l=f[d+96>>2]|0;f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];f[e+16>>2]=f[l+16>>2];f[e+20>>2]=f[l+20>>2];f[e+24>>2]=f[l+24>>2];f[e+28>>2]=f[l+28>>2];f[e+32>>2]=f[l+32>>2];f[e+36>>2]=f[l+36>>2];f[e+40>>2]=f[l+40>>2];f[e+44>>2]=f[l+44>>2];f[e+48>>2]=f[l+48>>2];f[e+52>>2]=f[l+52>>2];f[e+56>>2]=f[l+56>>2];f[e+60>>2]=f[l+60>>2]}u=j;return}Sib(h,b,c,d,e);i=f[h>>2]|0;f[h>>2]=f[a>>2];f[a>>2]=i;i=h+4|0;l=f[i>>2]|0;k=a+4|0;f[i>>2]=f[k>>2];f[k>>2]=l;k=h+8|0;l=f[k>>2]|0;i=a+8|0;f[k>>2]=f[i>>2];f[i>>2]=l;i=a+12|0;l=h+12|0;k=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=k;i=h+16|0;k=f[i>>2]|0;l=a+16|0;f[i>>2]=f[l>>2];f[l>>2]=k;f[a+20>>2]=f[h+20>>2];u=j;return}function Sib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0;D=u;u=u+160|0;o=D+88|0;B=D+24|0;C=D;K=f[d+4>>2]|0;L=f[d+96>>2]|0;f[o>>2]=f[L>>2];p=o+4|0;f[p>>2]=f[L+4>>2];q=o+8|0;f[q>>2]=f[L+8>>2];r=o+12|0;f[r>>2]=f[L+12>>2];s=o+16|0;f[s>>2]=f[L+16>>2];t=o+20|0;f[t>>2]=f[L+20>>2];v=o+24|0;f[v>>2]=f[L+24>>2];w=o+28|0;f[w>>2]=f[L+28>>2];x=o+32|0;f[x>>2]=f[L+32>>2];y=o+36|0;f[y>>2]=f[L+36>>2];z=o+40|0;f[z>>2]=f[L+40>>2];A=o+44|0;f[A>>2]=f[L+44>>2];G=o+48|0;f[G>>2]=f[L+48>>2];F=o+52|0;f[F>>2]=f[L+52>>2];E=o+56|0;f[E>>2]=f[L+56>>2];g=o+60|0;f[g>>2]=f[L+60>>2];QDa(b,c,d,o);b=f[K+44>>2]|0;J=+n[b+124>>2];k=+n[b+136>>2];h=J-k;I=+n[b+128>>2];l=+n[b+140>>2];i=I-l;H=+n[b+132>>2];m=+n[b+144>>2];j=H-m;k=J+k;l=I+l;m=H+m;o=f[o>>2]|0;f[B>>2]=o;p=f[p>>2]|0;f[B+4>>2]=p;q=f[q>>2]|0;f[B+8>>2]=q;r=f[r>>2]|0;f[B+12>>2]=r;s=f[s>>2]|0;f[B+16>>2]=s;t=f[t>>2]|0;f[B+20>>2]=t;v=f[v>>2]|0;f[B+24>>2]=v;w=f[w>>2]|0;f[B+28>>2]=w;x=f[x>>2]|0;f[B+32>>2]=x;y=f[y>>2]|0;f[B+36>>2]=y;z=f[z>>2]|0;f[B+40>>2]=z;A=f[A>>2]|0;f[B+44>>2]=A;b=f[G>>2]|0;f[B+48>>2]=b;c=f[F>>2]|0;f[B+52>>2]=c;d=f[E>>2]|0;f[B+56>>2]=d;g=f[g>>2]|0;f[B+60>>2]=g;if(!e){n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}f[e>>2]=o;f[e+4>>2]=p;f[e+8>>2]=q;f[e+12>>2]=r;f[e+16>>2]=s;f[e+20>>2]=t;f[e+24>>2]=v;f[e+28>>2]=w;f[e+32>>2]=x;f[e+36>>2]=y;f[e+40>>2]=z;f[e+44>>2]=A;f[e+48>>2]=b;f[e+52>>2]=c;f[e+56>>2]=d;f[e+60>>2]=g;n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}function Tib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0;J=u;u=u+128|0;g=J+24|0;E=J;H=f[b>>2]|0;k=f[b+4>>2]|0;h=f[b+8>>2]|0;f[g>>2]=H;F=g+4|0;f[F>>2]=k;G=g+8|0;f[G>>2]=h;j=f[b+12>>2]|0;f[g+12>>2]=j;f[g+16>>2]=k;f[g+20>>2]=h;i=f[b+16>>2]|0;f[g+24>>2]=H;f[g+28>>2]=i;f[g+32>>2]=h;f[g+36>>2]=j;f[g+40>>2]=i;f[g+44>>2]=h;h=f[b+20>>2]|0;f[g+48>>2]=H;f[g+52>>2]=k;f[g+56>>2]=h;f[g+60>>2]=j;f[g+64>>2]=k;f[g+68>>2]=h;f[g+72>>2]=H;f[g+76>>2]=i;f[g+80>>2]=h;H=g+84|0;f[H>>2]=j;f[g+88>>2]=i;f[g+92>>2]=h;h=g+96|0;i=c+16|0;j=c+32|0;k=c+4|0;l=c+20|0;m=c+36|0;o=c+8|0;p=c+24|0;q=c+40|0;r=c+12|0;t=c+28|0;v=c+44|0;w=E+4|0;x=E+8|0;y=E+12|0;z=c+48|0;A=c+52|0;B=c+56|0;C=c+60|0;D=E+16|0;b=g;do{P=+n[b>>2];L=b+4|0;O=+n[L>>2];K=b+8|0;d=+n[K>>2];e=P*+n[k>>2]+O*+n[l>>2]+d*+n[m>>2];N=P*+n[o>>2]+O*+n[p>>2]+d*+n[q>>2];M=P*+n[r>>2]+O*+n[t>>2]+d*+n[v>>2];d=+n[c>>2]*P+ +n[i>>2]*O+ +n[j>>2]*d+ +n[z>>2];n[E>>2]=d;e=e+ +n[A>>2];n[w>>2]=e;n[x>>2]=N+ +n[B>>2];n[y>>2]=M+ +n[C>>2];f[D>>2]=0;n[b>>2]=d;n[L>>2]=e;f[K>>2]=f[x>>2];b=b+12|0}while((b|0)!=(h|0));m=a+12|0;L=f[g>>2]|0;f[m>>2]=L;k=f[F>>2]|0;l=a+16|0;f[l>>2]=k;K=f[G>>2]|0;i=a+20|0;f[i>>2]=K;f[a>>2]=L;j=a+4|0;f[j>>2]=k;k=a+8|0;f[k>>2]=K;d=(f[s>>2]=L,+n[s>>2]);while(1){h=g+12|0;e=+n[h>>2];if(e<d){b=a;I=5}else if(e>+n[m>>2]){b=m;I=5}if((I|0)==5){I=0;n[b>>2]=e}d=+n[g+16>>2];if(d<+n[j>>2]){b=a;I=8}else if(d>+n[l>>2]){b=m;I=8}if((I|0)==8){I=0;n[b+4>>2]=d}d=+n[g+20>>2];if(d<+n[k>>2]){b=a;I=13}else if(d>+n[i>>2]){b=m;I=13}if((I|0)==13){I=0;n[b+8>>2]=d}if((h|0)==(H|0))break;g=h;d=+n[a>>2]}u=J;return}function Uib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0;H=u;u=u+240|0;X=H+176|0;F=H+48|0;G=H;Y=f[d+4>>2]|0;Z=f[d+96>>2]|0;f[X>>2]=f[Z>>2];W=X+4|0;f[W>>2]=f[Z+4>>2];V=X+8|0;f[V>>2]=f[Z+8>>2];U=X+12|0;f[U>>2]=f[Z+12>>2];T=X+16|0;f[T>>2]=f[Z+16>>2];S=X+20|0;f[S>>2]=f[Z+20>>2];R=X+24|0;f[R>>2]=f[Z+24>>2];Q=X+28|0;f[Q>>2]=f[Z+28>>2];P=X+32|0;f[P>>2]=f[Z+32>>2];O=X+36|0;f[O>>2]=f[Z+36>>2];N=X+40|0;f[N>>2]=f[Z+40>>2];M=X+44|0;f[M>>2]=f[Z+44>>2];L=X+48|0;f[L>>2]=f[Z+48>>2];K=X+52|0;f[K>>2]=f[Z+52>>2];J=X+56|0;f[J>>2]=f[Z+56>>2];I=X+60|0;f[I>>2]=f[Z+60>>2];QDa(b,c,d,X);d=f[Y+44>>2]|0;z=+n[d+124>>2];t=+n[d+136>>2];q=z-t;y=+n[d+128>>2];v=+n[d+140>>2];r=y-v;x=+n[d+132>>2];w=+n[d+144>>2];s=x-w;t=z+t;v=y+v;w=x+w;x=+n[X>>2];p[F>>3]=x;y=+n[W>>2];p[F+8>>3]=y;z=+n[V>>2];p[F+16>>3]=z;A=+n[U>>2];p[F+24>>3]=A;B=+n[T>>2];p[F+32>>3]=B;C=+n[S>>2];p[F+40>>3]=C;D=+n[R>>2];p[F+48>>3]=D;E=+n[Q>>2];p[F+56>>3]=E;g=+n[P>>2];p[F+64>>3]=g;h=+n[O>>2];p[F+72>>3]=h;i=+n[N>>2];p[F+80>>3]=i;j=+n[M>>2];p[F+88>>3]=j;k=+n[L>>2];p[F+96>>3]=k;l=+n[K>>2];p[F+104>>3]=l;m=+n[J>>2];p[F+112>>3]=m;o=+n[I>>2];p[F+120>>3]=o;if(!e){z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}p[e>>3]=x;p[e+8>>3]=y;p[e+16>>3]=z;p[e+24>>3]=A;p[e+32>>3]=B;p[e+40>>3]=C;p[e+48>>3]=D;p[e+56>>3]=E;p[e+64>>3]=g;p[e+72>>3]=h;p[e+80>>3]=i;p[e+88>>3]=j;p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=m;p[e+120>>3]=o;z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}function Vib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,q=0.0,r=0.0;l=u;u=u+48|0;h=l;m=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(m^1))if((c|0)==0|(g&33554456|0)==0){b=d+200|0;g=f[b>>2]|0;if(!((g&33554432|0)==0&0==0)){LJa(d);g=f[b>>2]|0}i=+n[d+168>>2];j=+n[d+172>>2];k=+n[d+176>>2];if(!((g&16777216|0)==0&0==0))MJa(d);o=+n[d+152>>2];p[a>>3]=i;p[a+8>>3]=j;p[a+16>>3]=k;p[a+24>>3]=o;p[a+32>>3]=-1.0;if(!e){u=l;return}m=f[d+96>>2]|0;p[e>>3]=+n[m>>2];p[e+8>>3]=+n[m+4>>2];p[e+16>>3]=+n[m+8>>2];p[e+24>>3]=+n[m+12>>2];p[e+32>>3]=+n[m+16>>2];p[e+40>>3]=+n[m+20>>2];p[e+48>>3]=+n[m+24>>2];p[e+56>>3]=+n[m+28>>2];p[e+64>>3]=+n[m+32>>2];p[e+72>>3]=+n[m+36>>2];p[e+80>>3]=+n[m+40>>2];p[e+88>>3]=+n[m+44>>2];p[e+96>>3]=+n[m+48>>2];p[e+104>>3]=+n[m+52>>2];p[e+112>>3]=+n[m+56>>2];p[e+120>>3]=+n[m+60>>2];u=l;return}Uib(h,b,c,d,e);r=+p[h>>3];j=(+p[h+24>>3]-r)*.5;q=+p[h+8>>3];k=(+p[h+32>>3]-q)*.5;i=+p[h+16>>3];o=(+p[h+40>>3]-i)*.5;p[a>>3]=j+r;p[a+8>>3]=k+q;p[a+16>>3]=o+i;p[a+24>>3]=j*j+(k*k+o*o);p[a+32>>3]=-1.0;u=l;return}function Wib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[b+44>>2];g=+n[b+56>>2];f=+n[b+48>>2];e=+n[b+60>>2];d=+n[b+52>>2];c=+n[b+64>>2];n[a>>2]=h-g;n[a+4>>2]=f-e;n[a+8>>2]=d-c;n[a+12>>2]=h+g;n[a+16>>2]=f+e;n[a+20>>2]=d+c;return}function Xib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+n[b+48>>2];d=+n[b+52>>2];c=+n[b+68>>2];p[a>>3]=+n[b+44>>2];p[a+8>>3]=e;p[a+16>>3]=d;p[a+24>>3]=c;p[a+32>>3]=-1.0;return}function Yib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0.0;e=u;u=u+32|0;C=e;D=+p[b>>3];q=+p[b+8>>3];j=+p[b+16>>3];A=D+ +p[b+24>>3];p[C>>3]=A;v=q+ +p[b+32>>3];n=C+8|0;p[n>>3]=v;s=j+ +p[b+40>>3];m=C+16|0;p[m>>3]=s;b=C+24|0;p[b>>3]=1.0;B=+p[c>>3];z=+p[c+32>>3];y=+p[c+64>>3];i=+p[c+96>>3];l=B*D+z*q+y*j+i;x=+p[c+8>>3];w=+p[c+40>>3];t=+p[c+72>>3];h=+p[c+104>>3];k=x*D+w*q+t*j+h;r=+p[c+16>>3];o=+p[c+48>>3];f=+p[c+80>>3];g=+p[c+112>>3];j=r*D+o*q+f*j+g;q=+p[C>>3];i=B*A+z*v+y*s+i-l;h=x*q+w*v+t*s+h-k;g=r*q+o*+p[n>>3]+f*+p[m>>3]+g*+p[b>>3]-j;f=+L(+(i*i+(h*h+g*g)));p[d>>3]=f;p[a>>3]=l;p[a+8>>3]=k;p[a+16>>3]=j;p[a+24>>3]=i/f;p[a+32>>3]=h/f;p[a+40>>3]=g/f;u=e;return}function Zib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+24>>3]*k+ +p[d+48>>3]*i;h=l*+p[d+8>>3]+k*+p[d+32>>3]+i*+p[d+56>>3];f=l*+p[d+16>>3]+k*+p[d+40>>3]+i*+p[d+64>>3];e=-+p[b+24>>3]/(l*l+(k*k+i*i));l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+ +p[c+32>>3]*k+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function _ib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+8>>3]*k+ +p[d+16>>3]*i;h=+p[d+32>>3]*l+ +p[d+40>>3]*k+ +p[d+48>>3]*i;e=+p[d+64>>3]*l+ +p[d+72>>3]*k+ +p[d+80>>3]*i;f=+L(+(j*j+(h*h+e*e)));j=j/f;h=h/f;f=e/f;e=-+p[b+24>>3];l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+k*+p[c+32>>3]+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function $ib(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0;g=u;u=u+944|0;i=g+936|0;j=g+928|0;l=g+776|0;h=g;k=g+920|0;bjb(j,d,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);t=+p[e>>3];s=+p[e+8>>3];r=+p[e+16>>3];q=+p[e+24>>3];o=+p[e+32>>3];m=+p[e+40>>3];p[l>>3]=t;p[l+8>>3]=s;p[l+16>>3]=r;p[l+24>>3]=q;p[l+32>>3]=o;p[l+40>>3]=m;n[l+48>>2]=t;n[l+52>>2]=s;n[l+56>>2]=r;n[l+60>>2]=q;n[l+64>>2]=o;n[l+68>>2]=m;f[k>>2]=l;b[k+4>>0]=1;b[i>>0]=b[k>>0]|0;b[i+1>>0]=b[k+1>>0]|0;b[i+2>>0]=b[k+2>>0]|0;b[i+3>>0]=b[k+3>>0]|0;b[i+4>>0]=b[k+4>>0]|0;b[i+5>>0]=b[k+5>>0]|0;b[i+6>>0]=b[k+6>>0]|0;b[i+7>>0]=b[k+7>>0]|0;Sjb(h,c,1,d,j,i,0);rSa(d);bkb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function ajb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+1376|0;l=j+1360|0;m=j+1352|0;p=j+976|0;o=j+776|0;k=j;n=j+1344|0;bjb(m,e,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);ojb(p,g,i,f[c+16>>2]|0);qjb(o,p,h,i);f[n>>2]=o;b[n+4>>0]=0;b[l>>0]=b[n>>0]|0;b[l+1>>0]=b[n+1>>0]|0;b[l+2>>0]=b[n+2>>0]|0;b[l+3>>0]=b[n+3>>0]|0;b[l+4>>0]=b[n+4>>0]|0;b[l+5>>0]=b[n+5>>0]|0;b[l+6>>0]=b[n+6>>0]|0;b[l+7>>0]=b[n+7>>0]|0;Sjb(k,c,d,e,m,l,0);rSa(e);bkb(k);Tjb(a,k+120|0);Jjb(k);u=j;return}function bjb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0;g=AQa(c)|0;if(d)c=1;else c=b[g+224>>0]&1;b[a>>0]=c;if(e)c=1;else c=(h[g+224>>0]|0)>>>1&1;b[a+1>>0]=c;if(f){g=1;f=a+2|0;b[f>>0]=g;return}g=(h[g+224>>0]|0)>>>1&1;f=a+2|0;b[f>>0]=g;return}function cjb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&1)){d=0;return d|0}else return (d|0?1:(b[a>>0]|c&8)<<24>>24!=0)|0;return 0}function djb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&2)){d=0;return d|0}else return (d|0?1:(b[a+1>>0]|c&16)<<24>>24!=0)|0;return 0}function ejb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&4)){d=0;return d|0}else return (d|0?1:(b[a+2>>0]|c&32)<<24>>24!=0)|0;return 0}function fjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0;A=u;u=u+32|0;y=A+8|0;z=A;e=YRa(a)|0;g=f[b>>2]|0;x=b+4|0;a=f[x>>2]|0;if((a|0)!=(g|0))do{c=a+-12|0;f[x>>2]=c;d=f[c>>2]|0;if(!d)a=c;else{a=a+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[x>>2]|0}}while((a|0)!=(g|0));s=e+4|0;gjb(b,((f[s>>2]|0)-(f[e>>2]|0)|0)/12|0);a=f[e>>2]|0;s=f[s>>2]|0;if((a|0)==(s|0)){u=A;return}t=b+8|0;v=y+8|0;w=y+16|0;while(1){c=f[x>>2]|0;if(c>>>0<(f[t>>2]|0)>>>0){f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;o=c+12|0;f[x>>2]=o}else{w5a(b);o=f[x>>2]|0}q=o+-12|0;n=a+4|0;c=(f[n>>2]|0)-(f[a>>2]|0)|0;d=c>>5;r=o+-4|0;l=f[q>>2]|0;j=l;if((f[r>>2]|0)-l>>5>>>0<d>>>0){m=o+-8|0;if(d>>>0>134217727){a=15;break}e=f[m>>2]|0;i=pOb(c)|0;g=i+(e-l>>5<<5)|0;k=g;i=i+(d<<5)|0;c=e;if((c|0)==(j|0))c=k;else{e=c+-32|0;d=g;while(1){B=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[B+-24>>3];p[d+-16>>3]=+p[B+-16>>3];p[d+-8>>3]=+p[B+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}c=g+(~((e-l|0)>>>5)<<5)|0}f[q>>2]=c;f[m>>2]=k;f[r>>2]=i;if(l|0)sOb(l)}c=f[a>>2]|0;g=f[n>>2]|0;if((c|0)!=(g|0)){e=o+-8|0;do{h=+p[c>>3];E=+p[c+8>>3];D=+p[c+16>>3];C=1.0/+L(+(h*h+(E*E+D*D)));h=h*C;p[y>>3]=h;p[v>>3]=E*C;p[w>>3]=D*C;p[z>>3]=C*+p[c+24>>3];d=f[e>>2]|0;if(d>>>0<(f[r>>2]|0)>>>0){p[d>>3]=h;p[d+8>>3]=+p[v>>3];p[d+16>>3]=+p[w>>3];p[d+24>>3]=+p[z>>3];f[e>>2]=d+32}else EBa(q,y,z);c=c+32|0}while((c|0)!=(g|0))}a=a+12|0;if((a|0)==(s|0)){a=9;break}}if((a|0)==9){u=A;return}else if((a|0)==15)vd()}function gjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function hjb(a){a=a|0;var b=0;b=AQa(a)|0;a=E9a(b)|0;b=b+230|0;b=j[b>>1]|j[b+2>>1]<<16;return (b&1|0?(a?1:2):3)&(b&2|0?(a?-2:-3):-1)|0}function ijb(a){a=a|0;switch(a|0){case 0:{a=0;break}case 1:{a=2;break}case 2:{a=1;break}default:{}}return a|0}function jjb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;g=u;u=u+144|0;f=g;if(!d){f=0;u=g;return f|0}if(e){e=(bCa(a,b,f)|0)==0;f=jjb(a,e?b:f,c,d,0)|0;u=g;return f|0}else{q=+p[c>>3];n=+p[c+32>>3];l=+p[c+64>>3];z=+p[c+8>>3];x=+p[c+40>>3];v=+p[c+72>>3];D=+p[c+24>>3];C=+p[c+56>>3];B=+p[c+88>>3];j=+p[c+96>>3];t=+p[c+104>>3];i=+p[c+120>>3];w=+p[b>>3];y=+p[b+8>>3];A=+p[b+16>>3];r=1.0/(w*D+y*C+A*B+i);h=(q*w+n*y+l*A+j)*r;r=(w*z+y*x+A*v+t)*r;A=+p[b+24>>3];y=+p[b+32>>3];w=+p[b+40>>3];s=1.0/(A*D+y*C+w*B+i);o=+p[b+48>>3];m=+p[b+56>>3];k=+p[b+64>>3];i=1.0/(o*D+m*C+k*B+i);h=((q*A+n*y+l*w+j)*s-h)*((o*z+m*x+k*v+t)*i-r)-((A*z+y*x+w*v+t)*s-r)*((q*o+n*m+l*k+j)*i-h);f=(d|0)==2?h<0.0:h>0.0;u=g;return f|0}return 0}function kjb(){if(!(b[257144]|0))MPb(257144)|0;f[64694]=262921;return}function ljb(a){a=a|0;mjb(a,f[64694]|0);p[a+24>>3]=0.0;b[a+32>>0]=0;return}function mjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}d=f[64696]|0;if((f[64695]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64696]|0;e=d+-20|0;do{g=d+-20|0;f[64696]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64696]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function njb(a,b){a=a|0;b=b|0;f[a>>2]=b;return}function ojb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0;f[a>>2]=b;s=a+72|0;j=c+8|0;t=JAa(b,~~+p[c>>3],~~+p[j>>3])|0;p[s>>3]=+p[t>>3];p[a+80>>3]=+p[t+8>>3];p[a+88>>3]=+p[t+16>>3];e=a+96|0;p[e>>3]=+p[t+24>>3];p[a+104>>3]=+p[t+32>>3];p[a+112>>3]=+p[t+40>>3];p[a+120>>3]=+p[t+48>>3];g=a+128|0;p[g>>3]=+p[t+56>>3];p[a+136>>3]=+p[t+64>>3];p[a+144>>3]=+p[t+72>>3];p[a+152>>3]=+p[t+80>>3];h=a+160|0;p[h>>3]=+p[t+88>>3];p[a+168>>3]=+p[t+96>>3];p[a+176>>3]=+p[t+104>>3];p[a+184>>3]=+p[t+112>>3];i=a+192|0;p[i>>3]=+p[t+120>>3];LAa(s,a+200|0);q=+p[c>>3];o=+p[j>>3];q=q*.5*2.0/q+-1.0;o=(o-o*.5)*2.0/o+-1.0;k=1.0/(+p[a+320>>3]+(q*+p[a+224>>3]+o*+p[a+256>>3]-+p[a+288>>3]));s=f[a>>2]|0;n=+p[s+56>>3]-+p[s+32>>3];m=+p[s+64>>3]-+p[s+40>>3];r=+p[s+72>>3]-+p[s+48>>3];l=+L(+(n*n+(m*m+r*r)));n=n/l;m=m/l;l=r/l;k=-((+p[a+296>>3]+(+p[a+200>>3]*q+ +p[a+232>>3]*o-+p[a+264>>3]))*k*n+((+p[a+304>>3]+(q*+p[a+208>>3]+o*+p[a+240>>3]-+p[a+272>>3]))*k*m+(+p[a+312>>3]+(q*+p[a+216>>3]+o*+p[a+248>>3]-+p[a+280>>3]))*k*l));p[a+8>>3]=n;p[a+16>>3]=m;p[a+24>>3]=l;p[a+32>>3]=k;if((d|0)<=-1)return;p[a+328>>3]=+p[e>>3];p[a+336>>3]=+p[g>>3];p[a+344>>3]=+p[h>>3];p[a+352>>3]=+p[i>>3];o=+p[c>>3];n=+p[j>>3];r=+p[b+208>>3];q=+p[b+216>>3];p[a+360>>3]=+(d|0)/(o<n?n:o)*(r<q?q:r);return}function pjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;e=+p[c>>3];r=+p[c+8>>3];o=e*+p[b+200>>3]+r*+p[b+232>>3];g=+p[b+264>>3];q=+p[b+296>>3];m=e*+p[b+208>>3]+r*+p[b+240>>3];f=+p[b+272>>3];n=+p[b+304>>3];k=e*+p[b+216>>3]+r*+p[b+248>>3];d=+p[b+280>>3];l=+p[b+312>>3];r=e*+p[b+224>>3]+r*+p[b+256>>3];e=+p[b+288>>3];s=+p[b+320>>3];h=1.0/(s+(r-e));j=(q+(o-g))*h;i=(n+(m-f))*h;h=(l+(k-d))*h;e=1.0/(s+(r+e*0.0));g=(q+(o+g*0.0))*e-j;f=(n+(m+f*0.0))*e-i;e=(l+(k+d*0.0))*e-h;d=+L(+(g*g+(f*f+e*e)));p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g/d;p[a+32>>3]=f/d;p[a+40>>3]=e/d;return}function qjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0;e=u;u=u+80|0;g=e;f[a>>2]=b;p[a+8>>3]=+p[d>>3];j=d+8|0;p[a+16>>3]=+p[j>>3];p[a+24>>3]=+p[c>>3];i=c+8|0;p[a+32>>3]=+p[i>>3];h=+p[j>>3];h=(h-(+p[i>>3]+.5))*2.0/h+-1.0;n[a+40>>2]=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;n[a+44>>2]=h;n[a+48>>2]=0.0;rjb(g,b,c,d);p[a+56>>3]=+p[g>>3];p[a+64>>3]=+p[g+8>>3];p[a+72>>3]=+p[g+16>>3];p[a+80>>3]=+p[g+24>>3];p[a+88>>3]=+p[g+32>>3];p[a+96>>3]=+p[g+40>>3];f[a+104>>2]=f[g+48>>2];f[a+108>>2]=f[g+52>>2];f[a+112>>2]=f[g+56>>2];f[a+116>>2]=f[g+60>>2];f[a+120>>2]=f[g+64>>2];f[a+124>>2]=f[g+68>>2];u=e;return}function rjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0;t=+p[d+8>>3];k=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;t=(t-(+p[c+8>>3]+.5))*2.0/t+-1.0;g=k*+p[b+200>>3]+ +p[b+232>>3]*t;r=+p[b+264>>3];s=+p[b+296>>3];o=k*+p[b+208>>3]+t*+p[b+240>>3];f=+p[b+272>>3];q=+p[b+304>>3];l=k*+p[b+216>>3]+t*+p[b+248>>3];e=+p[b+280>>3];m=+p[b+312>>3];t=k*+p[b+224>>3]+t*+p[b+256>>3];k=+p[b+288>>3];u=+p[b+320>>3];h=1.0/(u+(t-k));j=(s+(g-r))*h;i=(q+(o-f))*h;h=(m+(l-e))*h;k=1.0/(u+(t+k*0.0));g=(s+(r*0.0+g))*k-j;f=(q+(o+f*0.0))*k-i;k=(m+(l+e*0.0))*k-h;e=+L(+(g*g+(f*f+k*k)));g=g/e;f=f/e;e=k/e;p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g;p[a+32>>3]=f;p[a+40>>3]=e;n[a+48>>2]=j;n[a+52>>2]=i;n[a+56>>2]=h;n[a+60>>2]=g;n[a+64>>2]=f;n[a+68>>2]=e;return}function sjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0;g=f[b>>2]|0;j=+p[c>>3];i=+p[c+8>>3];h=+p[c+16>>3];e=1.0/(j*+p[g+96>>3]+i*+p[g+128>>3]+h*+p[g+160>>3]+ +p[g+192>>3]);d=+p[b+16>>3];d=d-d*(((j*+p[g+80>>3]+i*+p[g+112>>3]+h*+p[g+144>>3]+ +p[g+176>>3])*e+1.0)*.5);p[a>>3]=+p[b+8>>3]*(((+p[g+72>>3]*j+ +p[g+104>>3]*i+ +p[g+136>>3]*h+ +p[g+168>>3])*e+1.0)*.5);p[a+8>>3]=d;return}function tjb(){if(!(b[257144]|0))MPb(257144)|0;f[64698]=262921;return}function ujb(a,c){a=a|0;c=c|0;c=c&255;b[a>>0]=c&1;b[a+1>>0]=c>>>1&1;b[a+2>>0]=c>>>2&1;return}function vjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}d=f[64700]|0;if((f[64699]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64700]|0;e=d+-20|0;do{g=d+-20|0;f[64700]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64700]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function wjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}e=f[64703]|0;if((f[64702]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64703]|0;m=h+-12|0;while(1){e=h+-12|0;f[64703]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-32-j|0)>>>5)<<5);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64703]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function xjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=(c-b|0)/12|0;j=a+8|0;e=f[j>>2]|0;q=f[a>>2]|0;d=q;if(o>>>0>((e-q|0)/12|0)>>>0){if(q){i=a+4|0;e=f[i>>2]|0;if((e|0)==(d|0))e=q;else{do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-32-h|0)>>>5)<<5);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));e=f[a>>2]|0}sOb(e);f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;e=0}if(o>>>0>357913941)AMb(a);n=(e|0)/12|0;e=n<<1;e=n>>>0<178956970?(e>>>0<o>>>0?o:e):357913941;if(e>>>0>357913941)AMb(a);g=pOb(e*12|0)|0;n=a+4|0;f[n>>2]=g;f[a>>2]=g;f[j>>2]=g+(e*12|0);if((b|0)==(c|0))return;else m=b;while(1){f[g>>2]=0;l=g+4|0;f[l>>2]=0;f[g+8>>2]=0;i=m+4|0;e=(f[i>>2]|0)-(f[m>>2]|0)|0;h=e>>5;if(h|0){if(h>>>0>134217727){e=38;break}k=pOb(e)|0;f[l>>2]=k;f[g>>2]=k;f[g+8>>2]=k+(h<<5);j=f[m>>2]|0;h=f[i>>2]|0;if((j|0)!=(h|0)){e=j;i=k;while(1){p[i>>3]=+p[e>>3];p[i+8>>3]=+p[e+8>>3];p[i+16>>3]=+p[e+16>>3];p[i+24>>3]=+p[e+24>>3];e=e+32|0;if((e|0)==(h|0))break;else i=i+32|0}f[l>>2]=k+(((h+-32-j|0)>>>5)+1<<5)}}m=m+12|0;e=(f[n>>2]|0)+12|0;f[n>>2]=e;if((m|0)==(c|0)){e=43;break}else g=e}if((e|0)==38)AMb(g);else if((e|0)==43)return}m=a+4|0;i=((f[m>>2]|0)-q|0)/12|0;h=o>>>0>i>>>0;i=b+(i*12|0)|0;g=h?i:c;if((g|0)==(b|0))j=d;else{e=b;do{if((d|0)!=(e|0))Ijb(d,f[e>>2]|0,f[e+4>>2]|0);e=e+12|0;d=d+12|0}while((e|0)!=(g|0));j=d}if(!h){d=f[m>>2]|0;if((d|0)==(j|0))return;do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(j|0));return}if((g|0)==(c|0))return;l=f[m>>2]|0;while(1){f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;g=i+4|0;d=(f[g>>2]|0)-(f[i>>2]|0)|0;e=d>>5;if(e|0){if(e>>>0>134217727){e=11;break}j=pOb(d)|0;f[k>>2]=j;f[l>>2]=j;f[l+8>>2]=j+(e<<5);h=f[i>>2]|0;e=f[g>>2]|0;if((h|0)!=(e|0)){d=h;g=j;while(1){p[g>>3]=+p[d>>3];p[g+8>>3]=+p[d+8>>3];p[g+16>>3]=+p[d+16>>3];p[g+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(e|0))break;else g=g+32|0}f[k>>2]=j+(((e+-32-h|0)>>>5)+1<<5)}}i=i+12|0;d=(f[m>>2]|0)+12|0;f[m>>2]=d;if((i|0)==(c|0)){e=43;break}else l=d}if((e|0)==11)AMb(l);else if((e|0)==43)return}function yjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0;q=f[a+192>>2]|0;c=f[a+208>>2]|0;D=f[a+216>>2]|0;e=f[a+264>>2]|0;g=f[a+272>>2]|0;h=f[a+312>>2]|0;r=f[a+360>>2]|0;s=f[a+368>>2]|0;t=f[a+376>>2]|0;u=f[a+384>>2]|0;v=f[a+392>>2]|0;w=f[a+400>>2]|0;x=f[a+408>>2]|0;y=f[a+416>>2]|0;z=f[a+424>>2]|0;A=f[a+432>>2]|0;B=f[a+440>>2]|0;C=f[a+448>>2]|0;i=f[a+496>>2]|0;E=f[a+1032>>2]|0;F=f[a+1224>>2]|0;G=f[a+1240>>2]|0;if(G){G=0;if(E){igb(q);if(!(Kub(f[c>>2]|0,q+8|0)|0)){Cub(a+16|0,f[c>>2]|0,0,1);c=f[(a+16|0)>>2]|0;p=f[((a+16|0)+4|0)>>2]|0;f[(a+16|0)>>2]=0;f[((a+16|0)+4|0)>>2]=0;f[(q+8|0)>>2]=c;c=f[(q+12|0)>>2]|0;f[(q+12|0)>>2]=p;if(c|0){iOb(c);c=f[((a+16|0)+4|0)>>2]|0;if(c|0)iOb(c)}}c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;I=f[(a+80|0)>>2]|0;l=f[64743]|0;m=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[I+16>>2]|0,f[I+20>>2]|0)|0;I=b[259048]|0;H=b[259049]|0;j=b[259050]|0;k=b[259051]|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);J=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);dwb(258928,f[f[(q+8|0)>>2]>>2]|0)|0;Gub(f[(q+8|0)>>2]|0,0,a+80|0,3553,0);jwb(258928,0,0,1,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,0,0,1)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);Kwb(258928,J<<24>>24!=0)|0;jwb(258928,I<<24>>24!=0,H<<24>>24!=0,j<<24>>24!=0,k<<24>>24!=0)|0;Tvb(258928,l,m,o,p)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}J=f[64747]|0;nvb(a+16|0);Uvb(258928,4)|0;Vvb(258928,f[e+8>>2]|0)|0;Uvb(258928,3)|0;Vvb(258928,f[(f[(h+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[g+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;bwb(258928,f[f[q+128>>2]>>2]|0)|0;I=f[q+164>>2]|0;K=+n[q+40>>2];M=K*+n[q+32>>2];L=K*+n[q+36>>2];n[a>>2]=+n[q+28>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+168>>2]|0;K=+n[q+56>>2];L=K*+n[q+48>>2];M=K*+n[q+52>>2];n[a>>2]=+n[q+44>>2]*K;n[a+4>>2]=L;n[a+8>>2]=M;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+172>>2]|0;K=+n[q+72>>2];M=K*+n[q+64>>2];L=K*+n[q+68>>2];n[a>>2]=+n[q+60>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);bf(f[q+160>>2]|0,+(+n[q+108>>2]));Ygb(f[q+156>>2]|0);ovb(a+16|0);Uvb(258928,J)|0}else G=1}if(G){G=0;if(1){ngb(0,q+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;c=b[(q+24|0)>>0]|0;a:do if(c<<24>>24==(b[(q+25|0)>>0]|0)){switch(c<<24>>24){case 2:case 0:{m=1;break a}default:{}}if(+n[q+44>>2]==+n[q+60>>2])if(+n[q+48>>2]==+n[q+64>>2])if(+n[q+52>>2]==+n[q+68>>2])m=+n[q+56>>2]==+n[q+72>>2];else m=0;else m=0;else m=0}else m=0;while(0);c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);j=b[259212]|0;Kwb(258928,1)|0;uwb(258928,514,0,f[(D+4|0)>>2]|f[D>>2])|0;ogb(q,b[q+26>>0]|0,q+28|0);k=f[D>>2]|0;l=f[(D+4|0)>>2]|k;if(m){uwb(258928,517,0,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0)}else{uwb(258928,514,k,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0);uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;ogb(q,b[(q+25|0)>>0]|0,q+60|0)}Kwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+236>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;Ygb(f[q+244>>2]|0)}else G=1}if(+n[(q+88|0)>>2]>0.0)F=51;else if(+n[q+104>>2]>0.0)F=51;if((F|0)==51){Vvb(258928,0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;j=b[259204]|0;Fwb(258928,0)|0;k=b[259048]|0;l=b[259049]|0;m=b[259050]|0;o=b[259051]|0;Vd(16384);p=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(E){dwb(258928,f[f[q+8>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}}Kwb(258928,p<<24>>24!=0)|0;jwb(258928,k<<24>>24!=0,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0)|0;Fwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+120>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;J=f[q+144>>2]|0;M=+n[(q+88|0)>>2];L=M*+n[q+80>>2];K=M*+n[q+84>>2];n[(a+16|0)>>2]=+n[q+76>>2]*M;n[(a+16|0)+4>>2]=L;n[(a+16|0)+8>>2]=K;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[q+148>>2]|0;M=+n[(q+104|0)>>2];K=M*+n[q+96>>2];L=M*+n[q+100>>2];n[(a+16|0)>>2]=+n[q+92>>2]*M;n[(a+16|0)+4>>2]=K;n[(a+16|0)+8>>2]=L;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[(a+80|0)>>2]|0;ef(f[q+152>>2]|0,+(1.5/+(f[J+16>>2]|0)),+(1.5/+(f[J+20>>2]|0)));Ygb(f[q+140>>2]|0)}if((x|0)==(y|0)&(z|0)==(A|0)&(B|0)==(C|0))uwb(258928,x,z,B)|0;else{vwb(258928,x,z,B)|0;wwb(258928,y,A,C)|0}if((r|0)==(u|0)&(s|0)==(v|0)&(t|0)==(w|0))Awb(258928,r,s,t)|0;else{Bwb(258928,r,s,t)|0;Cwb(258928,u,v,w)|0}c=f[((a+80|0)+4|0)>>2]|0;if(c|0)iOb(c);Ghb(a+152|0);f[a+1224>>2]=F;f[a+1240>>2]=G}function zjb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=f[a+48>>2]|0;r=f[a+64>>2]|0;w=f[a+72>>2]|0;v=f[a+552>>2]|0;t=f[a+560>>2]|0;i=f[a+568>>2]|0;x=f[a+1136>>2]|0;a:{d=1;if(d){d=0;if(!i){c=0;x=161}else d=1}if(d)if(1){if(!((i+-1|0)&i))q=(i+-1|0)&t;else if(t>>>0<i>>>0)q=t;else q=(t>>>0)%(i>>>0)|0;d=f[(f[v>>2]|0)+(q<<2)>>2]|0;j=1;if(j){j=0;if(!d){c=q;x=161}else j=1}if(j)if(1){j=f[d>>2]|0;d=1;if(d){d=0;if(!j){c=q;x=161}else d=1}if(d)if(1){k=b[r>>0]|0;o=b[r+1>>0]|0;p=f[r+4>>2]|0;m=f[r+16>>2]|0;if(!((i+-1|0)&i)){if(k<<24>>24){d=j;while(1){o=f[d+4>>2]|0;if(!((o|0)==(t|0)|(o&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}if((b[d+8>>0]|0)==k<<24>>24)if((f[d+12>>2]|0)==(p|0)){s=d;break a}d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}if(!m){d=j;while(1){m=f[d+4>>2]|0;if(!((m|0)==(t|0)|(m&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}j=d+8|0;do if(!(b[j>>0]|0)){if((b[j+1>>0]|0)!=o<<24>>24)break;if((f[d+12>>2]|0)!=(p|0))break;if(!(f[d+24>>2]|0)){s=d;break a}}while(0);d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}while(1){l=f[j+4>>2]|0;if(!((l|0)==(t|0)|(l&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}l=j+8|0;b:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break b;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break b;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}}if(k<<24>>24)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}if((b[j+8>>0]|0)==k<<24>>24)if((f[j+12>>2]|0)==(p|0)){s=j;break a}j=f[j>>2]|0;if(!j){c=q;x=161;break a}}if(!m)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}d=j+8|0;do if(!(b[d>>0]|0))if((b[d+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if(!(f[j+24>>2]|0)){s=j;break a}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}l=j+8|0;c:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24)if((f[j+12>>2]|0)==(p|0)){if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break c;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break c;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break}}}}}}if((x|0)==161){j=pOb(52)|0;s=f[r+4>>2]|0;f[(j+8|0)>>2]=f[r>>2];f[(j+8|0)+4>>2]=s;b[(j+16|0)>>0]=0;b[(j+16|0)+1>>0]=0;b[(j+16|0)+2>>0]=0;b[(j+16|0)+3>>0]=0;b[((j+16|0)+4|0)>>0]=0;b[((j+16|0)+4|0)+1>>0]=0;b[((j+16|0)+4|0)+2>>0]=0;b[((j+16|0)+4|0)+3>>0]=0;s=f[r+16>>2]|0;f[(j+24|0)>>2]=s;if(s|0){d=0;do{q=r+8+(d<<1)|0;s=j+16+(d<<1)|0;q=h[q>>0]|h[q+1>>0]<<8;b[s>>0]=q;b[s+1>>0]=q>>8;d=d+1|0}while(d>>>0<(f[(j+24|0)>>2]|0)>>>0)}f[(j+28|0)>>2]=0;f[(j+28|0)+4>>2]=0;f[(j+28|0)+8>>2]=0;f[(j+28|0)+12>>2]=0;f[(j+28|0)+16>>2]=0;f[(j+28|0)+20>>2]=0;f[j+4>>2]=t;f[j>>2]=0;e=+(((f[(v+12|0)>>2]|0)+1|0)>>>0);g=+n[(v+16|0)>>2];do if((i|0)==0|g*+(i>>>0)<e){c=~~+W(+(e/g))>>>0;c=(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<c>>>0?c:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;i=f[(v+4|0)>>2]|0}if(c>>>0>i>>>0)shb(v,c);else if(c>>>0<i>>>0){d=~~+W(+(+((f[(v+12|0)>>2]|0)>>>0)/+n[(v+16|0)>>2]))>>>0;if(i>>>0>2&(i+-1&i|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<i>>>0)shb(v,c)}c=f[(v+4|0)>>2]|0;if(!((c+-1|0)&c)){i=c;c=(c+-1|0)&t;break}if(t>>>0<c>>>0){i=c;c=t}else{i=c;c=(t>>>0)%(c>>>0)|0}}while(0);c=(f[v>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[j>>2]=f[(v+8|0)>>2];f[(v+8|0)>>2]=j;f[c>>2]=v+8|0;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;u=(f[v>>2]|0)+(c<<2)|0;x=187}}else{f[j>>2]=f[d>>2];u=d;x=187}if((x|0)==187)f[u>>2]=j;f[(v+12|0)>>2]=(f[(v+12|0)>>2]|0)+1;s=j}c=f[(a+16|0)>>2]|0;d=f[((a+16|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+28>>2]=c;v=s+32|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);c=f[(a+8|0)>>2]|0;d=f[((a+8|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+36>>2]=c;v=s+40|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);if(w){c=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if(d|0)gOb(d);f[s+44>>2]=c;w=s+48|0;c=f[w>>2]|0;f[w>>2]=d;if(!c){c=a+4|0;d=a}else{iOb(c);c=a+4|0;d=a}}else{c=a+4|0;d=a}f[y>>2]=f[d>>2];f[y+4>>2]=f[c>>2];f[c>>2]=0;f[a+1136>>2]=x}function Ajb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=f[a+16>>2]|0;h=f[a+24>>2]|0;d=f[a+160>>2]|0;e=f[a+976>>2]|0;a:{f[g+248>>2]=d;c=f[(h+252|0)>>2]|0;f[(g+252|0)>>2]=c;i=f[(h+256|0)>>2]|0;f[g+256>>2]=i;f[g+260>>2]=f[h+260>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+252|0;f[(h+252|0)>>2]=0;f[(h+256|0)>>2]=0}e=f[(h+264|0)>>2]|0;f[(h+264|0)>>2]=0;d=f[(h+268|0)>>2]|0;f[(h+268|0)>>2]=0;f[g+264>>2]=e;f[g+268>>2]=d;c=f[(h+272|0)>>2]|0;f[(g+272|0)>>2]=c;i=f[(h+276|0)>>2]|0;f[g+276>>2]=i;f[g+280>>2]=f[h+280>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+272|0;f[(h+272|0)>>2]=0;f[(h+276|0)>>2]=0}e=f[(h+284|0)>>2]|0;f[(h+284|0)>>2]=0;d=f[(h+288|0)>>2]|0;f[(h+288|0)>>2]=0;f[g+284>>2]=e;f[g+288>>2]=d;c=f[(h+292|0)>>2]|0;f[(g+292|0)>>2]=c;i=f[(h+296|0)>>2]|0;f[g+296>>2]=i;f[g+300>>2]=f[h+300>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+292|0;f[(h+292|0)>>2]=0;f[(h+296|0)>>2]=0}e=f[(h+304|0)>>2]|0;f[(h+304|0)>>2]=0;d=f[(h+308|0)>>2]|0;f[(h+308|0)>>2]=0;f[g+304>>2]=e;f[g+308>>2]=d;c=f[(h+312|0)>>2]|0;f[(g+312|0)>>2]=c;i=f[(h+316|0)>>2]|0;f[g+316>>2]=i;f[g+320>>2]=f[h+320>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+312|0;f[(h+312|0)>>2]=0;f[(h+316|0)>>2]=0}e=f[(h+324|0)>>2]|0;f[(h+324|0)>>2]=0;d=f[(h+328|0)>>2]|0;f[(h+328|0)>>2]=0;f[g+324>>2]=e;f[g+328>>2]=d;c=f[(h+332|0)>>2]|0;f[(g+332|0)>>2]=c;i=f[(h+336|0)>>2]|0;f[g+336>>2]=i;f[g+340>>2]=f[h+340>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+332|0;f[(h+332|0)>>2]=0;f[(h+336|0)>>2]=0}e=f[(h+344|0)>>2]|0;f[(h+344|0)>>2]=0;d=f[(h+348|0)>>2]|0;f[(h+348|0)>>2]=0;f[g+344>>2]=e;f[g+348>>2]=d;c=f[(h+352|0)>>2]|0;f[(g+352|0)>>2]=c;i=f[(h+356|0)>>2]|0;f[g+356>>2]=i;f[g+360>>2]=f[h+360>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+352|0;f[(h+352|0)>>2]=0;f[(h+356|0)>>2]=0}e=f[(h+364|0)>>2]|0;f[(h+364|0)>>2]=0;d=f[(h+368|0)>>2]|0;f[(h+368|0)>>2]=0;f[g+364>>2]=e;f[g+368>>2]=d;c=f[(h+372|0)>>2]|0;f[(g+372|0)>>2]=c;i=f[(h+376|0)>>2]|0;f[g+376>>2]=i;f[g+380>>2]=f[h+380>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+372|0;f[(h+372|0)>>2]=0;f[(h+376|0)>>2]=0}e=f[(h+384|0)>>2]|0;f[(h+384|0)>>2]=0;d=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;f[g+384>>2]=e;f[g+388>>2]=d;c=f[(h+392|0)>>2]|0;f[(g+392|0)>>2]=c;i=f[(h+396|0)>>2]|0;f[g+396>>2]=i;f[g+400>>2]=f[h+400>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+392|0;f[(h+392|0)>>2]=0;f[(h+396|0)>>2]=0}e=f[(h+404|0)>>2]|0;f[(h+404|0)>>2]=0;d=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;f[g+404>>2]=e;f[g+408>>2]=d;c=f[(h+412|0)>>2]|0;f[(g+412|0)>>2]=c;i=f[(h+416|0)>>2]|0;f[g+416>>2]=i;f[g+420>>2]=f[h+420>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+412|0;f[(h+412|0)>>2]=0;f[(h+416|0)>>2]=0}e=f[(h+424|0)>>2]|0;f[(h+424|0)>>2]=0;d=f[(h+428|0)>>2]|0;f[(h+428|0)>>2]=0;f[g+424>>2]=e;f[g+428>>2]=d;c=f[(h+432|0)>>2]|0;f[(g+432|0)>>2]=c;i=f[(h+436|0)>>2]|0;f[g+436>>2]=i;f[g+440>>2]=f[h+440>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+432|0;f[(h+432|0)>>2]=0;f[(h+436|0)>>2]=0}e=f[(h+444|0)>>2]|0;f[(h+444|0)>>2]=0;d=f[(h+448|0)>>2]|0;f[(h+448|0)>>2]=0;f[g+444>>2]=e;f[g+448>>2]=d;c=f[(h+452|0)>>2]|0;f[(g+452|0)>>2]=c;i=f[(h+456|0)>>2]|0;f[g+456>>2]=i;f[g+460>>2]=f[h+460>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+452|0;f[(h+452|0)>>2]=0;f[(h+456|0)>>2]=0}e=f[(h+464|0)>>2]|0;f[(h+464|0)>>2]=0;d=f[(h+468|0)>>2]|0;f[(h+468|0)>>2]=0;f[g+464>>2]=e;f[g+468>>2]=d;c=f[(h+472|0)>>2]|0;f[(g+472|0)>>2]=c;i=f[(h+476|0)>>2]|0;f[g+476>>2]=i;f[g+480>>2]=f[h+480>>2];if(!i){e=g+484|0;i=h+484|0;f[e>>2]=0;d=g+488|0;f[d>>2]=0;j=g+492|0;f[j>>2]=0;j=f[i>>2]|0;f[e>>2]=j;e=h+488|0;j=f[e>>2]|0;f[d>>2]=j;d=h+492|0;j=f[d>>2]|0;c=g+492|0;f[c>>2]=j;f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=g+496|0;e=h+496|0;e=f[e>>2]|0;f[i>>2]=e;i=g+500|0;h=h+500|0;h=b[h>>0]|0;b[i>>0]=h;f[a+1312>>2]=5;break a}c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+472|0;f[(h+472|0)>>2]=0;f[(h+476|0)>>2]=0;i=g+484|0;j=h+484|0;f[i>>2]=0;e=g+488|0;f[e>>2]=0;c=g+492|0;f[c>>2]=0;c=f[j>>2]|0;f[i>>2]=c;i=h+488|0;c=f[i>>2]|0;f[e>>2]=c;e=h+492|0;c=f[e>>2]|0;d=g+492|0;f[d>>2]=c;f[e>>2]=0;f[i>>2]=0;f[j>>2]=0;j=g+496|0;i=h+496|0;i=f[i>>2]|0;f[j>>2]=i;j=g+500|0;i=h+500|0;i=b[i>>0]|0;b[j>>0]=i;f[a+1312>>2]=5;break a}}function Bjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;x=f[a+1024>>2]|0;c=f[a+3336>>2]|0;w=f[a+3344>>2]|0;h=f[a+3656>>2]|0;t=f[a+4992>>2]|0;u=f[a+5056>>2]|0;v=f[a+5064>>2]|0;k=+n[a+6200>>2];y=f[a+7400>>2]|0;a:{if(h&268435456|0){g=f[(a+960|0)>>2]|0;h=+n[c>>2]>k;do if(f[(g+36|0)>>2]|0){xib(a+696|0,g,b[g+48>>0]|0,+n[g+44>>2]);e=f[(g+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(h){b:do if(!(c&1073741824)){C=+n[e>>2];A=+n[e+4>>2];k=+n[e+8>>2];B=+n[e+16>>2];z=+n[e+20>>2];D=(+n[e+12>>2]-C)*.5;p[(a+696|0)>>3]=D;p[((a+696|0)+8|0)>>3]=(B-A)*.5;p[((a+696|0)+16|0)>>3]=(z-k)*.5;p[(a+656|0)>>3]=D+C;p[((a+656|0)+8|0)>>3]=(B-A)*.5+A;p[((a+656|0)+16|0)>>3]=(z-k)*.5+k;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break b;case 2:break;default:{y=421;break b}}i=f[(a+976|0)>>2]|0;y=420}else{i=c;y=420}while(0);if((y|0)==420){f[(a+976|0)>>2]=i|1073741824;y=421}if((y|0)==421){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;c:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break c;case 2:break;default:{y=485;break c}}q=f[(a+976|0)>>2]|0;y=484}else{q=c;y=484}while(0);if((y|0)==484){f[(a+976|0)>>2]=q|1073741824;y=485}if((y|0)==485){y=0;w=f[(a+988|0)>>2]|0;k=+n[w>>2];A=(+n[w+12>>2]-k)*.5;z=+n[w+4>>2];B=(+n[w+16>>2]-z)*.5;D=+n[w+8>>2];C=(+n[w+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){d:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break d;case 2:break;default:{y=426;break d}}j=f[(a+976|0)>>2]|0;y=425}else{j=c;y=425}while(0);if((y|0)==425){f[(a+976|0)>>2]=j|1073741824;y=426}if((y|0)==426){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;e:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break e;case 2:break;default:{y=480;break e}}o=f[(a+976|0)>>2]|0;y=479}else{o=c;y=479}while(0);if((y|0)==479){f[(a+976|0)>>2]=o|1073741824;y=480}if((y|0)==480){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[g+24>>2]|0;d=f[g+28>>2]|0;if((c|0)==(d|0)){f[a+7464>>2]=1;break a}while(1){jib(x,f[c>>2]|0,a+960|0,a+1e3|0,a,a+800|0,a+816|0,h);c=c+4|0;if((c|0)==(d|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}h=f[(a+960|0)>>2]|0;g=+n[c>>2]>k;do if(f[(h+36|0)>>2]|0){xib(a+696|0,h,b[h+48>>0]|0,+n[h+44>>2]);e=f[(h+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(g){f:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break f;case 2:break;default:{y=437;break f}}l=f[(a+976|0)>>2]|0;y=436}else{l=c;y=436}while(0);if((y|0)==436){f[(a+976|0)>>2]=l|1073741824;y=437}if((y|0)==437){y=0;r=f[(a+988|0)>>2]|0;k=+n[r>>2];A=(+n[r+12>>2]-k)*.5;z=+n[r+4>>2];B=(+n[r+16>>2]-z)*.5;D=+n[r+8>>2];C=(+n[r+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;g:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break g;case 2:break;default:{y=495;break g}}s=f[(a+976|0)>>2]|0;y=494}else{s=c;y=494}while(0);if((y|0)==494){f[(a+976|0)>>2]=s|1073741824;y=495}if((y|0)==495){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){h:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break h;case 2:break;default:{y=442;break h}}m=f[(a+976|0)>>2]|0;y=441}else{m=c;y=441}while(0);if((y|0)==441){f[(a+976|0)>>2]=m|1073741824;y=442}if((y|0)==442){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;i:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break i;case 2:break;default:{y=490;break i}}r=f[(a+976|0)>>2]|0;y=489}else{r=c;y=489}while(0);if((y|0)==489){f[(a+976|0)>>2]=r|1073741824;y=490}if((y|0)==490){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[h+24>>2]|0;l=f[h+28>>2]|0;if((c|0)!=(l|0)){if(g)j=c;else{g=c;while(1){c=f[g>>2]|0;do if(f[c+20>>2]|0){e=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[e+44>>2];p[((a+696|0)+8|0)>>3]=+n[e+48>>2];p[((a+696|0)+16|0)>>3]=+n[e+52>>2];p[(a+656|0)>>3]=+n[e+56>>2];p[((a+656|0)+8|0)>>3]=+n[e+60>>2];p[((a+656|0)+16|0)>>3]=+n[e+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;d=f[w>>2]|0}else c=2;f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;f[(a+656|0)>>2]=e;hib(x+4|0,0.0,a+656|0,a+696|0)}while(0);g=g+4|0;if((g|0)==(l|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}do{c=f[j>>2]|0;do if(f[c+20>>2]|0){i=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[(i+44|0)>>2];p[((a+696|0)+8|0)>>3]=+n[(i+48|0)>>2];p[((a+696|0)+16|0)>>3]=+n[(i+52|0)>>2];p[(a+656|0)>>3]=+n[i+56>>2];p[((a+656|0)+8|0)>>3]=+n[i+60>>2];p[((a+656|0)+16|0)>>3]=+n[i+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;e=i+44|0;g=i+48|0;h=i+52|0;d=f[w>>2]|0}else{e=i+44|0;g=i+48|0;h=i+52|0;c=2}f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;D=+n[v>>2]+(+n[e>>2]*+n[(a+800|0)>>2]+(+n[g>>2]*+n[t>>2]+ +n[h>>2]*+n[u>>2]));D=+n[i+68>>2]/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D);f[(a+656|0)>>2]=i;hib(x+4|0,D,a+656|0,a+696|0)}while(0);j=j+4|0}while((j|0)!=(l|0))}}f[a+7400>>2]=y}function Cjb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0;la=f[a+1024>>2]|0;ta=f[a+1064>>2]|0;ua=f[a+1072>>2]|0;Z=f[a+3336>>2]|0;_=f[a+3344>>2]|0;ma=f[a+3368>>2]|0;na=f[a+3376>>2]|0;c=f[a+3656>>2]|0;pa=f[a+4016>>2]|0;U=f[a+4024>>2]|0;oa=f[a+4032>>2]|0;ea=f[a+4040>>2]|0;$=f[a+4048>>2]|0;da=+n[a+6200>>2];O=f[a+7400>>2]|0;a:{pa=(f[U+(pa*20|0)+8>>2]|0)-ea>>2;if(pa|0){P=0;Q=0;R=0;J=0;S=0;T=0;U=0;K=0.0;L=0.0;N=0;M=f[oa+36>>2]|0;e=0;I=f[oa+40>>2]|0;g=0;H=f[oa+44>>2]|0;G=0;while(1){E=f[ea+(N<<2)>>2]|0;f[(a+896|0)>>2]=0;f[(a+896|0)+4>>2]=0;f[(a+896|0)+8>>2]=0;F=f[E+108>>2]|0;D=c&768|f[(E+196|0)>>2]&14742403;dcb(a+696|0,f[la>>2]|0,D,$);D=(f[((a+696|0)+28|0)>>2]|D)&f[((a+696|0)+32|0)>>2];c=f[(a+696|0)>>2]|0;if(!c){c=f[(E+12|0)>>2]|0;if(!c){fKa(E,0);c=f[(E+12|0)>>2]|0}}f[(a+896|0)>>2]=c;d=f[((a+696|0)+4|0)>>2]|0;if(!d){d=f[(E+20|0)>>2]|0;if(!d){fKa(E,1);d=f[(E+20|0)>>2]|0}}f[((a+896|0)+4|0)>>2]=d;i=f[((a+696|0)+8|0)>>2]|0;if(!i){i=f[(E+28|0)>>2]|0;if(!i){fKa(E,2);i=f[(E+28|0)>>2]|0}}f[((a+896|0)+8|0)>>2]=i;if(!(b[((a+696|0)+24|0)>>0]|0)){j=f[E+180>>2]|0;f[(a+908|0)>>2]=j;k=f[E+184>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=E+188|0}else{j=f[((a+696|0)+12|0)>>2]|0;f[(a+908|0)>>2]=j;k=f[((a+696|0)+16|0)>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=(a+696|0)+20|0}A=(f[s>>2]=j,+n[s>>2]);z=(f[s>>2]=k,+n[s>>2]);m=f[l>>2]|0;f[((a+908|0)+8|0)>>2]=m;B=b[((a+696|0)+25|0)>>0]|0;C=b[((a+696|0)+26|0)>>0]|0;l=f[(E+196|0)>>2]|0;o=(f[s>>2]=m,+n[s>>2]);if(!(l&8388608)){n[(a+920|0)>>2]=-1.0;n[((a+920|0)+4|0)>>2]=-1.0;n[((a+920|0)+8|0)>>2]=-1.0;n[((a+920|0)+12|0)>>2]=-1.0;n[((a+920|0)+16|0)>>2]=-1.0;n[((a+920|0)+20|0)>>2]=-1.0;p=-1.0;q=-1.0;r=-1.0;t=-1.0;u=-1.0;v=-1.0;w=-1.0;x=-1.0;y=-1.0}else{m=f[(E+104|0)>>2]|0;p=+n[m+328>>2];q=+n[m+332>>2];r=+n[m+336>>2];n[(a+920|0)>>2]=p;n[((a+920|0)+4|0)>>2]=q;n[((a+920|0)+8|0)>>2]=r;m=f[(E+104|0)>>2]|0;t=+n[m+340>>2];u=+n[m+344>>2];v=+n[m+348>>2];n[((a+920|0)+12|0)>>2]=t;n[((a+920|0)+16|0)>>2]=u;n[((a+920|0)+20|0)>>2]=v;m=f[(E+104|0)>>2]|0;w=+n[m+352>>2];x=+n[m+356>>2];y=+n[m+360>>2]}n[((a+920|0)+24|0)>>2]=w;n[((a+920|0)+28|0)>>2]=x;n[((a+920|0)+32|0)>>2]=y;j=f[(E+200|0)>>2]|0;k=h[(E+200|0)+4>>0]|0;b:do if(0==0&(k&3|0)==1&(l&4|0)==0){wa=ZPb(j|0,k&255|0,3)|0;va=ZPb(j|0,k&255|0,6)|0;m=ZPb(j|0,k&255|0,9)|0;if((0?1:((wa|j|va|m)&7|0)!=0)|(l&268435456|0)!=0){jib(la,E,a+960|0,a+1e3|0,a,a+800|0,a+816|0,+n[Z>>2]>da);j=0;break}do if(l&134217728|0){wa=f[(E+104|0)>>2]|0;if(!(+n[(a+816|0)>>2]*+n[wa+312>>2]+(+n[((a+816|0)+4|0)>>2]*+n[wa+316>>2]+ +n[((a+816|0)+8|0)>>2]*+n[wa+320>>2])<+n[wa+324>>2]))break;if(b[(la+832|0)>>0]&16){j=0;break b}f[(E+196|0)>>2]=l&-1793;j=0;break b}while(0);j=b[E+192>>0]|0;j=j&7&((j&255)>>>3&7|b[(a+1e3|0)>>0]);if(b[(la+832|0)>>0]&16)break;f[(E+196|0)>>2]=l&-1793}else j=0;while(0);k=f[(la+312|0)>>2]|0;m=f[(la+316|0)>>2]|0;do if((k|0)==(m|0))Y=la+324|0;else{wa=f[(E+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(E+116|0)>>2];f[(a+696|0)+4>>2]=wa;while(1){l=k+524|0;if(kib(k,a+696|0)|0){O=364;break}if((l|0)==(m|0)){O=362;break}else k=l}if((O|0)==362){O=0;Y=la+324|0;break}else if((O|0)==364){O=0;Y=k+20|0;break}}while(0);if(f[(E+196|0)>>2]&1048576|0)ncb(Y,f[la>>2]|0,E,j,f[_>>2]&1792,f[(la+828|0)>>2]|0,ta,ua);c:do if((D|0)==(Q|0)&(N|0?j<<24>>24==S<<24>>24:0)){if(!(Q&8388608)){if((c|0)==(f[(a+976|0)>>2]|0)&(((+n[(a+988|0)>>2]!=A?1:+n[((a+988|0)+4|0)>>2]!=z)|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371}else if((c|0)==(f[(a+976|0)>>2]|0)&((y!=+n[((a+656|0)+32|0)>>2]|t==+n[((a+656|0)+12|0)>>2]&(((q!=+n[((a+656|0)+4|0)>>2]?1:p!=+n[(a+656|0)>>2])|r!=+n[((a+656|0)+8|0)>>2])^1)&u==+n[((a+656|0)+16|0)>>2]&v==+n[((a+656|0)+20|0)>>2]&w==+n[((a+656|0)+24|0)>>2]&x==+n[((a+656|0)+28|0)>>2]^1|+n[(a+988|0)>>2]!=A|+n[((a+988|0)+4|0)>>2]!=z|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371;do if((O|0)==371){O=0;if(!((F|0)==(J|0)&((Y|0)==(R|0)?(i|0)==(f[((a+976|0)+8|0)>>2]|0):0)))break;if((B&255|0)!=(T&1|0))break;if((C&255|0)!=(U&1|0))break;if(!(Q&1)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}if(+n[E+144>>2]!=K)break;if(!(+n[E+148>>2]!=L)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}}while(0);if(!(Q&768))O=383;else O=379}else if((Q&768|0)==0|(N|0)==0)O=383;else O=379;while(0);if((O|0)==379){c=f[la>>2]|0;d=ea+(P<<2)|0;wa=N-P|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=P;f[((a+696|0)+24|0)>>2]=Q;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=d;else f[((a+696|0)+4|0)>>2]=f[d>>2];kcb(R,c,a+696|0,S,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],M,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],I,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],H,G,T,U,f[(la+828|0)>>2]|0,ta,ua);O=383}if((O|0)==383){O=0;f[(a+988|0)>>2]=f[(a+908|0)>>2];f[(a+988|0)+4>>2]=f[(a+908|0)+4>>2];f[(a+988|0)+8>>2]=f[(a+908|0)+8>>2];f[(a+976|0)>>2]=f[(a+896|0)>>2];f[(a+976|0)+4>>2]=f[(a+896|0)+4>>2];f[(a+976|0)+8>>2]=f[(a+896|0)+8>>2];f[(a+656|0)>>2]=f[(a+920|0)>>2];f[(a+656|0)+4>>2]=f[(a+920|0)+4>>2];f[(a+656|0)+8>>2]=f[(a+920|0)+8>>2];f[ma>>2]=f[((a+920|0)+12|0)>>2];f[ma+4>>2]=f[((a+920|0)+12|0)+4>>2];f[ma+8>>2]=f[((a+920|0)+12|0)+8>>2];f[na>>2]=f[((a+920|0)+24|0)>>2];f[na+4>>2]=f[((a+920|0)+24|0)+4>>2];f[na+8>>2]=f[((a+920|0)+24|0)+8>>2];fa=N;ga=D;ha=Y;V=F;ia=j;ja=B<<24>>24!=0;ka=C<<24>>24!=0;W=+n[E+144>>2];X=+n[E+148>>2];aa=0;ba=0;ca=0;qa=M+e|0;ra=I+g|0;sa=H+G|0}i=f[(oa+56|0)>>2]|0;e=aa+(f[i+(N*12|0)>>2]|0)|0;g=ba+(f[i+(N*12|0)+4>>2]|0)|0;i=ca+(f[i+(N*12|0)+8>>2]|0)|0;c=N+1|0;if((c|0)==(pa|0))break;P=fa;Q=ga;R=ha;J=V;S=ia;T=ja;U=ka;K=W;L=X;N=c;c=f[_>>2]|0;M=qa;I=ra;H=sa;G=i}if(ga&768|0){d=f[la>>2]|0;c=ea+(fa<<2)|0;wa=pa-fa|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=fa;f[((a+696|0)+24|0)>>2]=ga;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=c;else f[((a+696|0)+4|0)>>2]=f[c>>2];kcb(ha,d,a+696|0,ia,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],qa,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],ra,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],sa,i,ja,ka,f[(la+828|0)>>2]|0,ta,ua)}}f[a+7472>>2]=1;break a}f[a+7400>>2]=O}function Djb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;U=f[a+1024>>2]|0;J=f[a+1040>>2]|0;K=f[a+1048>>2]|0;g=f[a+1056>>2]|0;N=f[a+1064>>2]|0;O=f[a+1072>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;t=f[a+3336>>2]|0;T=f[a+3344>>2]|0;q=f[a+3352>>2]|0;u=f[a+3368>>2]|0;v=f[a+3376>>2]|0;o=f[a+3400>>2]|0;i=f[a+3408>>2]|0;z=f[a+4680>>2]|0;P=f[a+4992>>2]|0;Q=f[a+5056>>2]|0;R=f[a+5064>>2]|0;L=f[a+6112>>2]|0;M=f[a+6120>>2]|0;w=+n[a+6200>>2];S=f[a+7400>>2]|0;a:{b:do{k=1;if(k){k=0;if(i){c=f[(U+324|0)>>2]|0;d=f[(U+312|0)>>2]|0;e=f[(U+316|0)>>2]|0;if((d|0)!=(e|0))do{c=(f[d+20>>2]|0)+c|0;d=d+524|0}while((d|0)!=(e|0));if(c>>>0>=g>>>0){f[a+7480>>2]=2;f[a+7484>>2]=7;break a}f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;j=1;if(j){j=0;if(i){if(!(f[(U+4|0)>>2]|0)){d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0;if((d|0)==(c|0)){c=f[m>>2]|0;d=f[(U+296|0)>>2]|0;e=f[l>>2]|0;if(((c-d|0)/12|0|0)==(e|0)){S=460;f[a+7480>>2]=2;f[a+7484>>2]=7;break a}g=b[(U+832|0)>>0]&16?768:0;i=f[d+(e*12|0)>>2]|0;f[(a+960|0)>>2]=i;n[t>>2]=0.0;f[T>>2]=g;f[q>>2]=-1;j=f[d+(e*12|0)+4>>2]|0;k=f[d+(e*12|0)+8>>2]|0;f[l>>2]=e+1|0;if((e+1|0)>>>0>=((c-d|0)/12|0)>>>0){if((c|0)!=(d|0))f[m>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[l>>2]=0}if(bib(i,g,a+1e3|0,a,a+816|0)|0){m=(f[(a+960|0)>>2]|0)+200|0;if((f[m>>2]&-268435456|0)==0&0==0){r=j;s=k;S=292;break}}if(b[(U+832|0)>>0]&16)break;m=(f[(a+960|0)>>2]|0)+196|0;f[m>>2]=f[m>>2]&-1793;break}}else{d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){cib(a+696|0,U+4|0);f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];c:do if(f[(U+4|0)>>2]|0)do{S=(dib(U+4|0)|0)+4|0;if(!(+n[S>>2]==+n[t>>2]))break c;cib(a+696|0,U+4|0);c=f[(U+276|0)>>2]|0;if(c>>>0<(f[(U+280|0)>>2]|0)>>>0){f[c>>2]=f[(a+696|0)>>2];f[c+4>>2]=f[(a+696|0)+4>>2];f[c+8>>2]=f[(a+696|0)+8>>2];f[c+12>>2]=f[(a+696|0)+12>>2];f[(U+276|0)>>2]=(f[(U+276|0)>>2]|0)+16}else eib(U+272|0,a+696|0)}while((f[(U+4|0)>>2]|0)!=0);while(0);c=f[(U+276|0)>>2]|0;if((f[(U+272|0)>>2]|0)==(c|0)){r=0;s=0;S=292;break}if((c|0)==(f[(U+280|0)>>2]|0)){fib(U+272|0,a+960|0);c=f[(U+276|0)>>2]|0}else{f[c>>2]=f[(a+960|0)>>2];f[c+4>>2]=f[(a+960|0)+4>>2];f[c+8>>2]=f[(a+960|0)+8>>2];f[c+12>>2]=f[(a+960|0)+12>>2];c=(f[(U+276|0)>>2]|0)+16|0;f[(U+276|0)>>2]=c}gib(f[(U+272|0)>>2]|0,c,a+696|0);d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){r=0;s=0;S=292}else{c=c+-16|0;f[(a+696|0)>>2]=f[c>>2];f[(a+696|0)+4>>2]=f[c+4>>2];f[(a+696|0)+8>>2]=f[c+8>>2];f[(a+696|0)+12>>2]=f[c+12>>2];f[(U+276|0)>>2]=c;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];if((d|0)==(c|0)){r=0;s=0;S=292}else{g=f[(a+960|0)>>2]|0;while(1){e=c;c=c+-16|0;if((f[c>>2]|0)!=(g|0)){r=0;s=0;S=292;break b}if((f[e+-4>>2]|0)!=(f[q>>2]|0)){r=0;s=0;S=292;break b}f[T>>2]=f[T>>2]|f[e+-8>>2];f[(U+276|0)>>2]=c;if((d|0)==(c|0)){r=0;s=0;S=292;break}}}}}else j=1}if(j)if(1)S=261}else k=1}if(k)if(1){f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;S=261}}while(0);if((S|0)==261){f[(a+696|0)>>2]=f[(o+-16|0)>>2];f[(a+696|0)+4>>2]=f[(o+-16|0)+4>>2];f[(a+696|0)+8>>2]=f[(o+-16|0)+8>>2];f[(a+696|0)+12>>2]=f[(o+-16|0)+12>>2];f[(U+288|0)>>2]=o+-16|0;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];r=0;s=0;S=292}d:do if((S|0)==292){S=0;d=f[T>>2]|0;if(d&134217728|0){k=+n[t>>2]>w;j=f[(a+960|0)>>2]|0;c=f[j+12>>2]|0;j=f[j+16>>2]|0;e:do if((c|0)!=(j|0)){if(!k)while(1){if(!(d&1073741824)){p[(a+696|0)>>3]=+n[c+44>>2];p[((a+696|0)+8|0)>>3]=+n[c+48>>2];p[((a+696|0)+16|0)>>3]=+n[c+52>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];d=Zhb(a,a+696|0,a+656|0)|0;if(d|0){x=d;y=f[T>>2]|0;S=320}}else{x=2;y=d;S=320}if((S|0)==320){S=0;f[(a+696|0)>>2]=(x|0)==2?y|1073741824:y;f[(a+656|0)>>2]=c;hib(U+4|0,0.0,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}while(1){if(!(d&1073741824)){d=c+44|0;p[(a+696|0)>>3]=+n[d>>2];e=c+48|0;p[((a+696|0)+8|0)>>3]=+n[e>>2];g=c+52|0;p[((a+696|0)+16|0)>>3]=+n[g>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];i=Zhb(a,a+696|0,a+656|0)|0;if(i|0){A=d;B=e;C=g;E=i;F=f[T>>2]|0;S=299}}else{A=c+44|0;B=c+48|0;C=c+52|0;E=2;F=d;S=299}if((S|0)==299){S=0;f[(a+696|0)>>2]=(E|0)==2?F|1073741824:F;w=+n[R>>2]+(+n[A>>2]*+n[(a+800|0)>>2]+(+n[B>>2]*+n[P>>2]+ +n[C>>2]*+n[Q>>2]));w=+n[c+68>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w);f[(a+656|0)>>2]=c;hib(U+4|0,w,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}}while(0);f[(a+696|0)>>2]=1;d=f[(a+960|0)>>2]|0;i=(f[d+28>>2]|0)-(f[d+24>>2]|0)|0;f:do if((i|0)>20){if(k)c=1;else{c=1;while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,0)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else iib(U+4|0,0.0,a+960|0,a+696|0,T);c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,1)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else{d=f[(f[d+(c*20|0)+4>>2]|0)+(f[d+(c*20|0)+16>>2]<<2)>>2]|0;c=f[(d+200|0)>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(d);c=f[(d+200|0)>>2]|0}if(!((c&16777216|0)==0&0==0))MJa(d);w=+n[R>>2]+(+n[d+168>>2]*+n[(a+800|0)>>2]+(+n[d+172>>2]*+n[P>>2]+ +n[d+176>>2]*+n[Q>>2]));iib(U+4|0,+n[d+152>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w),a+960|0,a+696|0,T)}c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(0);break}c=f[q>>2]|0;if((c|0)>-1){B=f[(f[(a+960|0)>>2]|0)+24>>2]|0;C=f[B+(c*20|0)>>2]|0;E=f[B+(c*20|0)+4>>2]|0;F=(f[C+52>>2]&32768|0)!=0;f[a+1024>>2]=U;f[a+1064>>2]=N;f[a+1072>>2]=O;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3368>>2]=u;f[a+3376>>2]=v;f[a+3656>>2]=d;f[a+4016>>2]=c;f[a+4024>>2]=B;f[a+4032>>2]=C;f[a+4040>>2]=E;f[a+4048>>2]=F;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7472>>2]=0;f[a+7476>>2]=0;Cjb(a);S=f[a+7400>>2]|0;G=f[a+7472>>2]|0;D=f[a+7476>>2]|0;H=+n[a+7476>>2];f[a+7472>>2]=0;f[a+7476>>2]=0;if((G|0)==1)break}if(!(d&939524096)){c=f[(a+960|0)>>2]|0;i=f[(c+196|0)>>2]|0;if(!(b[(U+832|0)>>0]&16))f[(c+196|0)>>2]=i&-1793;e=f[(U+312|0)>>2]|0;g=f[(U+316|0)>>2]|0;do if((e|0)==(g|0))I=U+324|0;else{T=f[(c+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(c+116|0)>>2];f[(a+696|0)+4>>2]=T;while(1){c=e+524|0;if(kib(e,a+696|0)|0){S=399;break}if((c|0)==(g|0)){S=397;break}else e=c}if((S|0)==397){S=0;I=U+324|0;break}else if((S|0)==399){S=0;I=e+20|0;break}}while(0);if(!((i|d)&1792))break;c=f[(a+960|0)>>2]|0;if(f[c+196>>2]&1048576|0)ncb(I,f[U>>2]|0,c,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);if(!((i|d)&768))break;do if(z&(s|0)==0){c=f[(a+960|0)>>2]|0;Q=f[(c+200|0)>>2]|0;T=h[(c+200|0)+4>>0]|0;P=ZPb(Q|0,T&255|0,3)|0;R=ZPb(Q|0,T&255|0,6)|0;T=ZPb(Q|0,T&255|0,9)|0;if(!(0==0?((P|Q|R|T)&7|0)==0:0))break;if(f[c+196>>2]&268435456|0)break;T=f[(f[c+4>>2]|0)+44>>2]|0;if((f[T+116>>2]|0)-(f[T+112>>2]|0)>>2>>>0<=2)break;e=f[c+96>>2]|0;c=b[(e+120|0)>>0]|0;if(c&16){CIa(e);c=b[(e+120|0)>>0]|0}if(c&2)break;ocb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break d}while(0);eLa(f[(a+960|0)>>2]|0,K,J,L,M);lcb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,r,s,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break}f[a+1024>>2]=U;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3656>>2]=d;f[a+4992>>2]=P;f[a+5056>>2]=Q;f[a+5064>>2]=R;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7464>>2]=0;f[a+7468>>2]=0;Bjb(a);S=f[a+7400>>2]|0;G=f[a+7464>>2]|0;D=f[a+7468>>2]|0;H=+n[a+7468>>2];f[a+7464>>2]=0;f[a+7468>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 10:break d}}while(0)}f[a+7400>>2]=S}function Ejb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;u=f[a+1024>>2]|0;o=f[a+1032>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;r=f[a+4992>>2]|0;s=f[a+5056>>2]|0;t=f[a+5064>>2]|0;q=f[a+6104>>2]|0;k=f[a+7400>>2]|0;v=f[a+7408>>2]|0;c=f[a+7416>>2]|0;if(v){v=0;switch(c|0){default:{c=f[u+272>>2]|0;d=f[(u+276|0)>>2]|0;if((d|0)!=(c|0))f[(u+276|0)>>2]=d+(~((d+-16-c|0)>>>4)<<4);Vhb(u+4|0);c=f[u+808>>2]|0;d=f[(u+812|0)>>2]|0;if((d|0)!=(c|0))f[(u+812|0)>>2]=d+(~(((d+-60-c|0)>>>0)/60|0)*60|0);f[u+820>>2]=0;c=f[(u+312|0)>>2]|0;k=f[(u+316|0)>>2]|0;if((c|0)==(k|0))k=183;else{do{d=f[c+504>>2]|0;e=c+508|0;j=f[e>>2]|0;if((j|0)!=(d|0))f[e>>2]=j+(~(((j+-60-d|0)>>>0)/60|0)*60|0);f[c+516>>2]=0;c=c+524|0}while((c|0)!=(k|0));k=183}}}}if((k|0)==183){c=f[u+296>>2]|0;d=f[(u+300|0)>>2]|0;if((d|0)!=(c|0))f[(u+300|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);f[(u+308|0)>>2]=0;f[(a+792|0)>>2]=0;if((o&255)<2|(b[(u+832|0)>>0]&16)!=0)f[(a+792|0)>>2]=768;else if(o<<24>>24==2)f[(a+792|0)>>2]=512;f[(a+776|0)>>2]=a+792|0;f[((a+776|0)+4|0)>>2]=a+1e3|0;f[((a+776|0)+8|0)>>2]=a;f[((a+776|0)+12|0)>>2]=a+816|0;f[(a+760|0)>>2]=a+792|0;f[((a+760|0)+4|0)>>2]=a+1e3|0;f[((a+760|0)+8|0)>>2]=a;f[((a+760|0)+12|0)>>2]=a+816|0;rSa(q);a:{d=1;if(d){d=0;if(tSa(q)|0){c=(IRa(q)|0)+8|0;c=f[c>>2]|0;if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;f[(a+696|0)>>2]=e;if((f[(e+200|0)>>2]&-268435456|0)==0&0==0){q=Whb(e,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0;e=b[(u+832|0)>>0]|0;c:do if(q){j=f[(a+696|0)>>2]|0;do if(!(e&8)){if(!(f[j+196>>2]&4))break;e=f[(u+288|0)>>2]|0;if(e>>>0<(f[(u+292|0)>>2]|0)>>>0){o=f[(a+796|0)>>2]|0;q=f[(a+792|0)>>2]|0;f[e>>2]=j;f[e+4>>2]=o;f[e+8>>2]=q&-939524097;f[e+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break c}else{Xhb(u+284|0,a+796|0,a+696|0,a+792|0);break c}}while(0);e=f[(j+200|0)>>2]|0;if(!((e&33554432|0)==0&0==0)){LJa(j);e=f[(j+200|0)>>2]|0}g=+n[j+168>>2]+ +n[j+156>>2];h=+n[j+172>>2]+ +n[j+160>>2];i=+n[j+176>>2]+ +n[j+164>>2];if(!((e&16777216|0)==0&0==0))MJa(j);i=+n[t>>2]+(g*+n[(a+800|0)>>2]+(h*+n[r>>2]+i*+n[s>>2]));Yhb(u+4|0,+n[j+152>>2]/(i*i<9.999999747378752e-06?9.999999747378752e-06:i*i),a+696|0,a+792|0)}else if(!(e&16)){q=(f[(a+696|0)>>2]|0)+196|0;f[q>>2]=f[q>>2]&-1793}while(0)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}}else d=1}if(d)if(1){c=gSa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=aDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];bDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;d:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;x=+n[o>>2];g=+n[o+4>>2];i=+n[o+8>>2];w=+n[o+16>>2];h=+n[o+20>>2];y=(+n[o+12>>2]-x)*.5;p[(a+696|0)>>3]=y;p[((a+696|0)+8|0)>>3]=(w-g)*.5;p[((a+696|0)+16|0)>>3]=(h-i)*.5;p[(a+656|0)>>3]=y+x;p[((a+656|0)+8|0)>>3]=(w-g)*.5+g;p[((a+656|0)+16|0)>>3]=(h-i)*.5+i;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=227;break}default:k=227}if((k|0)==227){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));_hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break d}while(0);c=FQa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=cDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];dDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;e:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;h=+n[o>>2];w=+n[o+4>>2];y=+n[o+8>>2];i=+n[o+16>>2];x=+n[o+20>>2];g=(+n[o+12>>2]-h)*.5;p[(a+696|0)>>3]=g;p[((a+696|0)+8|0)>>3]=(i-w)*.5;p[((a+696|0)+16|0)>>3]=(x-y)*.5;p[(a+656|0)>>3]=g+h;p[((a+656|0)+8|0)>>3]=(i-w)*.5+w;p[((a+656|0)+16|0)>>3]=(x-y)*.5+y;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=232;break}default:k=232}if((k|0)==232){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));$hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break e}while(0);f[(a+696|0)>>2]=u;f[(a+696|0)+4>>2]=a+760|0;f[(a+696|0)+8>>2]=a+800|0;f[(a+696|0)+12>>2]=a+792|0;f[(a+696|0)+16>>2]=a+776|0;d=fSa(q)|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)!=(d|0))do{aib(a+696|0,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));t=(b[(u+832|0)>>0]&8)==0;c=(bSa(q)|0)+8|0;c=f[c>>2]|0;if(t){if(c)do{d=f[c+8>>2]|0;f[(a+656|0)>>2]=d;do if((f[(d+200|0)>>2]&-268435456|0)==0&0==0){if(!(f[d+196>>2]&2048)){if(!(bib(d,f[f[(a+776|0)>>2]>>2]|0,f[((a+776|0)+4|0)>>2]|0,f[((a+776|0)+8|0)>>2]|0,f[((a+776|0)+12|0)>>2]|0)|0))k=249}else if(!(Whb(d,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0))k=249;if((k|0)==249){k=0;if(b[(u+832|0)>>0]&16)break;t=(f[(a+656|0)>>2]|0)+196|0;f[t>>2]=f[t>>2]&-1793;break}d=f[(u+288|0)>>2]|0;if(d>>>0<(f[(u+292|0)>>2]|0)>>>0){s=f[(a+796|0)>>2]|0;t=f[(a+792|0)>>2]|0;f[d>>2]=f[(a+656|0)>>2];f[d+4>>2]=s;f[d+8>>2]=t&-939524097;f[d+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break}else{Xhb(u+284|0,a+796|0,a+656|0,a+792|0);break}}while(0);c=f[c>>2]|0}while((c|0)!=0)}else if(c)do{d=f[c+8>>2]|0;if((f[(d+200|0)>>2]&-268435456|0)==0&0==0)aib(a+696|0,d);c=f[c>>2]|0}while((c|0)!=0)}}l=u+308|0;m=u+300|0}q=(a+960|0)+4|0;r=(a+960|0)+8|0;s=(a+960|0)+12|0;t=(a+656|0)+12|0;u=(a+656|0)+24|0;f[a+1608>>2]=l;f[a+1680>>2]=m;f[a+3336>>2]=q;f[a+3344>>2]=r;f[a+3352>>2]=s;f[a+3368>>2]=t;f[a+3376>>2]=u;f[a+7400>>2]=k;f[a+7408>>2]=v}function Fjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;V=f[a+1024>>2]|0;R=f[a+7400>>2]|0;W=f[a+7408>>2]|0;G=f[a+7416>>2]|0;if(W){W=0;switch(G|0){case 3:{if(f[(V+4|0)>>2]|0){u=f[(V+24|0)>>2]|0;v=f[(V+20|0)>>2]|0;w=f[(V+12|0)>>2]|0;a:do if((v+(w<<4)|0|0)==(u|0)){q=v+(w<<4)|0;R=19}else{i=v+(w<<4)|0;while(1){if(!(f[i+8>>2]&1792)){q=i;R=19;break a}i=i+16|0;if((i|0)==(u|0)){m=u;p=v;r=u;t=u;break}}}while(0);if((R|0)==19){m=q;if((q|0)==(u|0)){p=v;r=u;t=u}else{i=m;b:while(1){do{p=i;i=p+16|0;if((p+16|0|0)==(u|0))break b}while(!(f[p+24>>2]&1792|0));t=m;f[t>>2]=f[(p+16|0)>>2];f[t+4>>2]=f[(p+16|0)+4>>2];f[t+8>>2]=f[(p+16|0)+8>>2];f[t+12>>2]=f[(p+16|0)+12>>2];m=m+16|0}t=f[(V+24|0)>>2]|0;p=f[(V+20|0)>>2]|0;r=t}}s=p+(m-p>>4<<4)|0;if((r|0)==(m|0))m=t;else{i=s+(r-m>>4<<4)|0;q=t-i|0;if(!(q>>4)){m=t;i=t}else{cQb(s|0,i|0,q|0)|0;i=f[(V+24|0)>>2]|0;m=i}p=i+(~((i+-16-(s+(q>>4<<4)|0)|0)>>>4)<<4)|0;if((i|0)!=(s+(q>>4<<4)|0|0)){f[(V+24|0)>>2]=p;m=p}}q=f[(V+20|0)>>2]|0;i=f[(V+12|0)>>2]|0;if(!i)i=m;else{r=m-(q+(i<<4)|0)|0;if(!(r>>4))i=m;else{cQb(q|0,q+(i<<4)|0|0,r|0)|0;m=f[(V+24|0)>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[(V+24|0)>>2]=p;i=p}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=w-(u-v>>4)+(f[(V+4|0)>>2]|0)+(i-(f[(V+20|0)>>2]|0)>>4);i=f[(V+8|0)>>2]|0;if(i>>>0>1){w=1;do{t=V+16+(w<<4)+4|0;s=V+16+(w<<4)+8|0;u=f[s>>2]|0;v=f[t>>2]|0;c:do if((u|0)==(v|0)){A=v;R=40}else{i=v;while(1){if(!(f[i+8>>2]&1792)){A=i;R=40;break c}i=i+16|0;if((i|0)==(u|0)){o=u;x=v;y=u;z=u;break}}}while(0);if((R|0)==40){R=0;i=A;if((A|0)==(u|0)){o=i;x=v;y=u;z=u}else{m=i;o=i;d:while(1){i=m;do{m=i;i=m+16|0;if((m+16|0|0)==(u|0))break d}while(!(f[m+24>>2]&1792|0));z=o;f[z>>2]=f[(m+16|0)>>2];f[z+4>>2]=f[(m+16|0)+4>>2];f[z+8>>2]=f[(m+16|0)+8>>2];f[z+12>>2]=f[(m+16|0)+12>>2];m=i;o=o+16|0}z=f[s>>2]|0;x=f[t>>2]|0;y=z}}q=x+(o-x>>4<<4)|0;if((y|0)==(o|0))i=z;else{i=q+(y-o>>4<<4)|0;r=z-i|0;if(!(r>>4)){i=z;m=z}else{cQb(q|0,i|0,r|0)|0;m=f[s>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[s>>2]=p;i=p}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(u-v>>4)+(i-(f[t>>2]|0)>>4);w=w+1|0;i=f[(V+8|0)>>2]|0}while(w>>>0<i>>>0)}if(i|0){s=V+16+(i<<4)+4|0;m=f[s>>2]|0;r=V+16+(i<<4)+8|0;o=f[r>>2]|0;if((m|0)!=(o|0)){while(1){if(!(f[m+8>>2]&1792)){R=55;break}i=m+16|0;if((i|0)==(o|0)){k=o;B=o;C=o;break}else m=i}if((R|0)==55){k=m;if((m|0)==(o|0)){B=o;C=o}else{i=k;e:while(1){do{m=i;i=m+16|0;if((m+16|0|0)==(o|0))break e}while(!(f[m+24>>2]&1792|0));C=k;f[C>>2]=f[(m+16|0)>>2];f[C+4>>2]=f[(m+16|0)+4>>2];f[C+8>>2]=f[(m+16|0)+8>>2];f[C+12>>2]=f[(m+16|0)+12>>2];k=k+16|0}C=f[r>>2]|0;B=C}}if((B|0)!=(k|0)){q=f[s>>2]|0;p=q+(k-q>>4<<4)|0;i=p+(B-k>>4<<4)|0;o=C-i|0;if(!(o>>4)){i=C;k=C}else{cQb(p|0,i|0,o|0)|0;k=f[r>>2]|0;i=k}m=k+(~((k+-16-(p+(o>>4<<4)|0)|0)>>>4)<<4)|0;if((k|0)!=(p+(o>>4<<4)|0|0)){f[r>>2]=m;i=m}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(C-q>>4)+(i-(f[s>>2]|0)>>4);u=f[s>>2]|0;t=i-u|0;if((t|0)>16)if((t|0)>=32){s=((t>>4)+-2|0)/2|0;while(1){m=u+(s<<4)|0;i=s<<4;do if((((t>>4)+-2|0)/2|0|0)>=(i>>4|0)){do if(((i>>3|1)+1|0|0)<(t>>4|0)){if(!(+n[u+((i>>3|1)<<4)+4>>2]<+n[((u+((i>>3|1)<<4)|0)+16|0)+4>>2])){k=i>>3|1;i=u+((i>>3|1)<<4)|0;break}k=(i>>3|1)+1|0;i=(u+((i>>3|1)<<4)|0)+16|0}else{k=i>>3|1;i=u+((i>>3|1)<<4)|0}while(0);l=+n[u+(s<<4)+4>>2];if(+n[i+4>>2]<l)break;p=f[m>>2]|0;r=u+(s<<4)+8|0;q=f[r>>2]|0;r=f[r+4>>2]|0;o=m;while(1){C=o;o=i;f[C>>2]=f[o>>2];f[C+4>>2]=f[o+4>>2];f[C+8>>2]=f[o+8>>2];f[C+12>>2]=f[o+12>>2];if((((t>>4)+-2|0)/2|0|0)<(k|0))break;m=k<<1|1;do if((m+1|0|0)<(t>>4|0)){if(!(+n[u+(m<<4)+4>>2]<+n[((u+(m<<4)|0)+16|0)+4>>2])){k=m;m=u+(m<<4)|0;break}k=m+1|0;m=(u+(m<<4)|0)+16|0}else{k=m;m=u+(m<<4)|0}while(0);if(+n[m+4>>2]<l)break;else i=m}C=i;f[i>>2]=p;n[C+4>>2]=l;f[(C+8|0)>>2]=q;f[(C+8|0)+4>>2]=r}while(0);if((s|0)>0)s=s+-1|0;else break}}}}}}k=f[(V+272|0)>>2]|0;m=f[(V+276|0)>>2]|0;f:do if((k|0)==(m|0)){E=k;R=84}else{i=k;while(1){if(!(f[i+8>>2]&1792)){E=i;R=84;break f}i=i+16|0;if((i|0)==(m|0)){j=m;D=k;F=m;c=m;break}}}while(0);if((R|0)==84){j=E;if((E|0)==(m|0)){D=k;F=m;c=m}else{c=j;g:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break g}while(!(f[i+24>>2]&1792|0));R=j;f[R>>2]=f[(i+16|0)>>2];f[R+4>>2]=f[(i+16|0)+4>>2];f[R+8>>2]=f[(i+16|0)+8>>2];f[R+12>>2]=f[(i+16|0)+12>>2];j=j+16|0}c=f[(V+276|0)>>2]|0;D=f[(V+272|0)>>2]|0;F=c}}k=D+(j-D>>4<<4)|0;if((F|0)==(j|0))R=183;else{i=k+(F-j>>4<<4)|0;j=c-i|0;if(j>>4){cQb(k|0,i|0,j|0)|0;c=f[(V+276|0)>>2]|0}if((c|0)==(k+(j>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}if(W){W=0;switch(G|0){case 2:{if(f[(V+4|0)>>2]|0){m=f[(V+24|0)>>2]|0;o=f[(V+20|0)>>2]|0;p=f[(V+12|0)>>2]|0;h:do if((o+(p<<4)|0|0)==(m|0)){I=o+(p<<4)|0;R=99}else{c=o+(p<<4)|0;while(1){if(!(f[c+8>>2]&256)){I=c;R=99;break h}c=c+16|0;if((c|0)==(m|0)){g=m;H=o;J=m;K=m;break}}}while(0);if((R|0)==99){g=I;if((I|0)==(m|0)){H=o;J=m;K=m}else{c=g;i:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break i}while(!(f[i+24>>2]&256|0));K=g;f[K>>2]=f[(i+16|0)>>2];f[K+4>>2]=f[(i+16|0)+4>>2];f[K+8>>2]=f[(i+16|0)+8>>2];f[K+12>>2]=f[(i+16|0)+12>>2];g=g+16|0}K=f[(V+24|0)>>2]|0;H=f[(V+20|0)>>2]|0;J=K}}k=H+(g-H>>4<<4)|0;if((J|0)==(g|0))g=K;else{c=k+(J-g>>4<<4)|0;j=K-c|0;if(!(j>>4)){g=K;c=K}else{cQb(k|0,c|0,j|0)|0;c=f[(V+24|0)>>2]|0;g=c}i=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4)|0;if((c|0)!=(k+(j>>4<<4)|0|0)){f[(V+24|0)>>2]=i;g=i}}j=f[(V+20|0)>>2]|0;c=f[(V+12|0)>>2]|0;if(!c)c=g;else{k=g-(j+(c<<4)|0)|0;if(!(k>>4))c=g;else{cQb(j|0,j+(c<<4)|0|0,k|0)|0;g=f[(V+24|0)>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[(V+24|0)>>2]=i;c=i}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=p-(m-o>>4)+(f[(V+4|0)>>2]|0)+(c-(f[(V+20|0)>>2]|0)>>4);c=f[(V+8|0)>>2]|0;if(c>>>0>1){r=1;do{o=V+16+(r<<4)+4|0;m=V+16+(r<<4)+8|0;p=f[m>>2]|0;q=f[o>>2]|0;j:do if((p|0)==(q|0)){O=q;R=120}else{c=q;while(1){if(!(f[c+8>>2]&256)){O=c;R=120;break j}c=c+16|0;if((c|0)==(p|0)){h=p;L=q;M=p;N=p;break}}}while(0);if((R|0)==120){R=0;c=O;if((O|0)==(p|0)){h=c;L=q;M=p;N=p}else{g=c;h=c;k:while(1){c=g;do{g=c;c=g+16|0;if((g+16|0|0)==(p|0))break k}while(!(f[g+24>>2]&256|0));N=h;f[N>>2]=f[(g+16|0)>>2];f[N+4>>2]=f[(g+16|0)+4>>2];f[N+8>>2]=f[(g+16|0)+8>>2];f[N+12>>2]=f[(g+16|0)+12>>2];g=c;h=h+16|0}N=f[m>>2]|0;L=f[o>>2]|0;M=N}}j=L+(h-L>>4<<4)|0;if((M|0)==(h|0))c=N;else{c=j+(M-h>>4<<4)|0;k=N-c|0;if(!(k>>4)){c=N;g=N}else{cQb(j|0,c|0,k|0)|0;g=f[m>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[m>>2]=i;c=i}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(p-q>>4)+(c-(f[o>>2]|0)>>4);r=r+1|0;c=f[(V+8|0)>>2]|0}while(r>>>0<c>>>0)}if(c|0){m=V+16+(c<<4)+4|0;g=f[m>>2]|0;k=V+16+(c<<4)+8|0;h=f[k>>2]|0;if((g|0)!=(h|0)){while(1){if(!(f[g+8>>2]&256)){R=135;break}c=g+16|0;if((c|0)==(h|0)){e=h;P=h;Q=h;break}else g=c}if((R|0)==135){e=g;if((g|0)==(h|0)){P=h;Q=h}else{c=e;l:while(1){do{g=c;c=g+16|0;if((g+16|0|0)==(h|0))break l}while(!(f[g+24>>2]&256|0));Q=e;f[Q>>2]=f[(g+16|0)>>2];f[Q+4>>2]=f[(g+16|0)+4>>2];f[Q+8>>2]=f[(g+16|0)+8>>2];f[Q+12>>2]=f[(g+16|0)+12>>2];e=e+16|0}Q=f[k>>2]|0;P=Q}}if((P|0)!=(e|0)){j=f[m>>2]|0;i=j+(e-j>>4<<4)|0;c=i+(P-e>>4<<4)|0;h=Q-c|0;if(!(h>>4)){c=Q;e=Q}else{cQb(i|0,c|0,h|0)|0;e=f[k>>2]|0;c=e}g=e+(~((e+-16-(i+(h>>4<<4)|0)|0)>>>4)<<4)|0;if((e|0)!=(i+(h>>4<<4)|0|0)){f[k>>2]=g;c=g}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(Q-j>>4)+(c-(f[m>>2]|0)>>4);p=f[m>>2]|0;o=c-p|0;if((o|0)>16)if((o|0)>=32){m=((o>>4)+-2|0)/2|0;while(1){h=p+(m<<4)|0;c=m<<4;do if((((o>>4)+-2|0)/2|0|0)>=(c>>4|0)){do if(((c>>3|1)+1|0|0)<(o>>4|0)){if(!(+n[p+((c>>3|1)<<4)+4>>2]<+n[((p+((c>>3|1)<<4)|0)+16|0)+4>>2])){e=c>>3|1;c=p+((c>>3|1)<<4)|0;break}e=(c>>3|1)+1|0;c=(p+((c>>3|1)<<4)|0)+16|0}else{e=c>>3|1;c=p+((c>>3|1)<<4)|0}while(0);l=+n[p+(m<<4)+4>>2];if(+n[c+4>>2]<l)break;i=f[h>>2]|0;k=p+(m<<4)+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;while(1){Q=h;h=c;f[Q>>2]=f[h>>2];f[Q+4>>2]=f[h+4>>2];f[Q+8>>2]=f[h+8>>2];f[Q+12>>2]=f[h+12>>2];if((((o>>4)+-2|0)/2|0|0)<(e|0))break;g=e<<1|1;do if((g+1|0|0)<(o>>4|0)){if(!(+n[p+(g<<4)+4>>2]<+n[((p+(g<<4)|0)+16|0)+4>>2])){e=g;g=p+(g<<4)|0;break}e=g+1|0;g=(p+(g<<4)|0)+16|0}else{e=g;g=p+(g<<4)|0}while(0);if(+n[g+4>>2]<l)break;else c=g}Q=c;f[c>>2]=i;n[Q+4>>2]=l;f[(Q+8|0)>>2]=j;f[(Q+8|0)+4>>2]=k}while(0);if((m|0)>0)m=m+-1|0;else break}}}}}}e=f[(V+272|0)>>2]|0;g=f[(V+276|0)>>2]|0;m:do if((e|0)==(g|0)){T=e;R=164}else{c=e;while(1){if(!(f[c+8>>2]&256)){T=c;R=164;break m}c=c+16|0;if((c|0)==(g|0)){d=g;S=e;U=g;b=g;break}}}while(0);if((R|0)==164){d=T;if((T|0)==(g|0)){S=e;U=g;b=g}else{b=d;n:while(1){do{c=b;b=c+16|0;if((c+16|0|0)==(g|0))break n}while(!(f[c+24>>2]&256|0));U=d;f[U>>2]=f[(c+16|0)>>2];f[U+4>>2]=f[(c+16|0)+4>>2];f[U+8>>2]=f[(c+16|0)+8>>2];f[U+12>>2]=f[(c+16|0)+12>>2];d=d+16|0}b=f[(V+276|0)>>2]|0;S=f[(V+272|0)>>2]|0;U=b}}e=S+(d-S>>4<<4)|0;if((U|0)==(d|0))R=183;else{c=e+(U-d>>4<<4)|0;d=b-c|0;if(d>>4){cQb(e|0,c|0,d|0)|0;b=f[(V+276|0)>>2]|0}if((b|0)==(e+(d>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=b+(~((b+-16-(e+(d>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}f[a+7400>>2]=R;f[a+7408>>2]=W}function Gjb(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;s=f[a+1024>>2]|0;t=f[a+1032>>2]|0;g=f[a+1040>>2]|0;o=f[a+1208>>2]|0;q=f[a+1608>>2]|0;r=f[a+1680>>2]|0;v=f[a+4680>>2]|0;w=f[a+4992>>2]|0;x=f[a+5056>>2]|0;y=f[a+5064>>2]|0;h=f[a+6112>>2]|0;i=f[a+6120>>2]|0;m=+n[a+6200>>2];k=f[a+7408>>2]|0;l=f[a+7416>>2]|0;a:{e=HAa(g,h,i)|0;n[(a+832|0)>>2]=+p[e>>3];n[(a+832|0)+4>>2]=+p[e+8>>3];n[(a+832|0)+8>>2]=+p[e+16>>3];n[(a+832|0)+12>>2]=+p[e+24>>3];n[(a+832|0)+16>>2]=+p[e+32>>3];n[(a+832|0)+20>>2]=+p[e+40>>3];n[(a+832|0)+24>>2]=+p[e+48>>3];n[(a+832|0)+28>>2]=+p[e+56>>3];n[(a+832|0)+32>>2]=+p[e+64>>3];n[(a+832|0)+36>>2]=+p[e+72>>3];n[((a+832|0)+40|0)>>2]=+p[e+80>>3];n[((a+832|0)+44|0)>>2]=+p[e+88>>3];n[(a+832|0)+48>>2]=+p[e+96>>3];n[(a+832|0)+52>>2]=+p[e+104>>3];n[((a+832|0)+56|0)>>2]=+p[e+112>>3];n[((a+832|0)+60|0)>>2]=+p[e+120>>3];B=+p[g+32>>3]-+p[g+56>>3];A=+p[g+40>>3]-+p[g+64>>3];z=+p[g+48>>3]-+p[g+72>>3];c=+L(+(B*B+(A*A+z*z)));n[(a+816|0)>>2]=B/c;n[((a+816|0)+4|0)>>2]=A/c;n[((a+816|0)+8|0)>>2]=z/c;e=f[s>>2]|0;d=b[e+224>>0]&7&b[(s+832|0)>>0];b[(a+1e3|0)>>0]=d;e=j[(e+230|0)>>1]|j[(e+230|0)+2>>1]<<16;if(!(e&1))if(!(e&2)){b[(a+1e3|0)>>0]=d&6;d=d&6}if(!(d<<24>>24)){o=0;u=a;f[a+7504>>2]=6;f[a+7508>>2]=o|0;break a}w=JAa(g,h,i)|0;N=+p[w>>3];p[(a+528|0)>>3]=N;I=+p[w+8>>3];p[(a+528|0)+8>>3]=I;D=+p[w+16>>3];p[(a+528|0)+16>>3]=D;E=+p[w+24>>3];p[((a+528|0)+24|0)>>3]=E;M=+p[w+32>>3];p[(a+528|0)+32>>3]=M;H=+p[w+40>>3];p[(a+528|0)+40>>3]=H;c=+p[w+48>>3];p[(a+528|0)+48>>3]=c;C=+p[w+56>>3];p[((a+528|0)+56|0)>>3]=C;K=+p[w+64>>3];p[(a+528|0)+64>>3]=K;G=+p[w+72>>3];p[(a+528|0)+72>>3]=G;z=+p[w+80>>3];p[(a+528|0)+80>>3]=z;m=+p[w+88>>3];p[((a+528|0)+88|0)>>3]=m;J=+p[w+96>>3];p[(a+528|0)+96>>3]=J;F=+p[w+104>>3];p[(a+528|0)+104>>3]=F;A=+p[w+112>>3];p[(a+528|0)+112>>3]=A;B=+p[w+120>>3];p[(a+528|0)+120>>3]=B;p[a>>3]=E-N;p[a+8>>3]=C-M;p[a+16>>3]=m-K;p[a+24>>3]=B-J;p[a+32>>3]=E-I;p[a+40>>3]=C-H;p[a+48>>3]=m-G;p[a+56>>3]=B-F;p[a+64>>3]=E-D;p[a+72>>3]=C-c;p[a+80>>3]=m-z;p[a+88>>3]=B-A;p[a+96>>3]=E+N;p[a+104>>3]=C+M;p[a+112>>3]=m+K;p[a+120>>3]=B+J;p[a+128>>3]=E+I;p[a+136>>3]=C+H;p[a+144>>3]=m+G;p[a+152>>3]=B+F;p[a+160>>3]=E+D;p[a+168>>3]=C+c;p[a+176>>3]=m+z;p[a+184>>3]=B+A;Shb(a);n[(a+800|0)>>2]=+p[((a+528|0)+24|0)>>3];w=(a+800|0)+4|0;n[w>>2]=+p[((a+528|0)+56|0)>>3];x=(a+800|0)+8|0;n[x>>2]=+p[((a+528|0)+88|0)>>3];y=(a+800|0)+12|0;n[y>>2]=B;v=(f[s>>2]|0)+230|0;if(!((j[v>>1]|j[v+2>>1]<<16)&262144))v=0;else v=Zub()|0;c=+n[((a+832|0)+44|0)>>2];if(c!=0.0)c=+n[((a+832|0)+56|0)>>2]+ +n[((a+832|0)+40|0)>>2]*((1.0-+n[((a+832|0)+60|0)>>2])/c);else c=.9800000190734863;Thb(a+832|0,a+696|0);S=+n[(a+696|0)>>2];R=+n[(a+696|0)+16>>2];G=c*+n[(a+696|0)+32>>2];T=+n[(a+696|0)+48>>2];P=+n[(a+696|0)+4>>2];O=+n[(a+696|0)+20>>2];H=c*+n[(a+696|0)+36>>2];Q=+n[(a+696|0)+52>>2];A=+n[(a+696|0)+8>>2];B=+n[(a+696|0)+24>>2];I=c*+n[(a+696|0)+40>>2];z=+n[(a+696|0)+56>>2];D=+n[(a+696|0)+12>>2];E=+n[(a+696|0)+28>>2];F=c*+n[(a+696|0)+44>>2];C=+n[(a+696|0)+60>>2];J=C+(D*0.0+E*0.0+F);K=(T+(S*2.4999999441206455e-03+R*0.0+G))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(T+(S*0.0+R*0.0+G))/J;M=(Q+(P*2.4999999441206455e-03+O*0.0+H))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(Q+(P*0.0+O*0.0+H))/J;N=(z+(A*2.4999999441206455e-03+B*0.0+I))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(z+(A*0.0+B*0.0+I))/J;m=(C+(D*2.4999999441206455e-03+E*0.0+F))/(C+(D*2.4999999441206455e-03+E*0.0+F))-J/J;G=(T+(S*0.0+R*2.4999999441206455e-03+G))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(T+(S*0.0+R*0.0+G))/J;H=(Q+(P*0.0+O*2.4999999441206455e-03+H))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(Q+(P*0.0+O*0.0+H))/J;I=(z+(A*0.0+B*2.4999999441206455e-03+I))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(z+(A*0.0+B*0.0+I))/J;J=(C+(D*0.0+E*2.4999999441206455e-03+F))/(C+(D*0.0+E*2.4999999441206455e-03+F))-J/J;m=G*G+H*H+(I*I+J*J)<K*K+M*M+(N*N+m*m)?G*G+H*H+(I*I+J*J):K*K+M*M+(N*N+m*m);if(_Ra(f[(f[s>>2]|0)+64>>2]|0,a+696|0,a+656|0)|0){O=+n[(a+656|0)>>2];P=+n[(a+696|0)>>2]*.5+O*.5;Q=+n[(a+656|0)+4>>2];R=+n[(a+696|0)+4>>2]*.5+Q*.5;S=+n[(a+656|0)+8>>2];T=+n[(a+696|0)+8>>2]*.5+S*.5;c=+n[y>>2]+(P*+n[(a+800|0)>>2]+(R*+n[w>>2]+T*+n[x>>2]));c=((O-P)*(O-P)+((Q-R)*(Q-R)+(S-T)*(S-T)))/(c*c<9.999999747378752e-06?9.999999747378752e-06:c*c)}else c=0.0;T=m<c?c:m;n[(a+796|0)>>2]=T;Uhb(s+4|0,T,m);k=1;l=t<<24>>24;if(k){k=0;switch(l|0){case 4:{q=s+308|0;r=s+300|0;break}default:k=1}}}f[a+1208>>2]=o;f[a+1608>>2]=q;f[a+1680>>2]=r;f[a+4680>>2]=v;f[a+4992>>2]=w;f[a+5056>>2]=x;f[a+5064>>2]=y;n[a+6200>>2]=m;f[a+7408>>2]=k;f[a+7416>>2]=l}function Hjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;u=f[a+48>>2]|0;r=f[a+56>>2]|0;s=f[a+120>>2]|0;t=f[a+160>>2]|0;q=f[a+296>>2]|0;v=f[a+560>>2]|0;w=f[a+632>>2]|0;m=f[a+648>>2]|0;n=f[a+688>>2]|0;o=f[a+720>>2]|0;x=f[a+816>>2]|0;a:{b:while(1){p=t;switch((w-p|0)>>4|0){case 2:{x=5;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 3:{x=9;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 4:{x=10;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 5:{x=20;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 1:case 0:{x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}default:{}}if((w-p|0|0)<496){x=22;f[a+832>>2]=2;f[a+836>>2]=13;break a}e=t+((((w-p|0)>>4|0)/2|0)<<4)|0;if((w-p|0|0)>15984)h=rib(t,t+((((w-p|0)>>4|0)/4|0)<<4)|0,e,e+((((w-p|0)>>4|0)/4|0)<<4)|0,m,u)|0;else h=qib(t,e,m,u)|0;k=f[t>>2]|0;j=f[e>>2]|0;if(k>>>0<j>>>0){c=m;b=h;break}if((k|0)==(j|0))if((f[t+12>>2]|0)<(f[t+((((w-p|0)>>4|0)/2|0)<<4)+12>>2]|0)){c=m;b=h;break}if((t|0)!=(n|0)){i=t+((((w-p|0)>>4|0)/2|0)<<4)+12|0;d=m;l=n;while(1){g=f[l>>2]|0;if(g>>>0<j>>>0){x=68;break b}if((g|0)==(j|0))if((f[d+-4>>2]|0)<(f[i>>2]|0)){x=68;break b}d=l+-16|0;if((t|0)==(d|0))break;else{g=l;l=d;d=g}}}d=t+16|0;e=f[m>>2]|0;do if(k>>>0>=e>>>0){if((k|0)==(e|0))if((f[t+12>>2]|0)<(f[o>>2]|0))break;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}g=t+12|0;while(1){e=f[d>>2]|0;if(k>>>0<e>>>0)break;if((k|0)==(e|0))if((f[g>>2]|0)<(f[d+12>>2]|0))break;d=d+16|0;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}}f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[m>>2];f[d+4>>2]=f[m+4>>2];f[d+8>>2]=f[m+8>>2];f[d+12>>2]=f[m+12>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];f[m+12>>2]=f[a+12>>2];d=d+16|0}while(0);if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}j=t+12|0;e=m;while(1){i=f[t>>2]|0;g=f[d>>2]|0;c:do if(i>>>0>=g>>>0)do{if((i|0)==(g|0))if((f[j>>2]|0)<(f[d+12>>2]|0))break c;d=d+16|0;g=f[d>>2]|0}while(i>>>0>=g>>>0);while(0);while(1){g=e;e=e+-16|0;h=f[e>>2]|0;if(i>>>0<h>>>0)continue;if((i|0)!=(h|0))break;if((f[j>>2]|0)>=(f[g+-4>>2]|0))break}if(d>>>0>=e>>>0){t=d;continue b};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];d=d+16|0}}if((x|0)==68){x=0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];c=l;b=h+1|0}d=t+16|0;d:do if(d>>>0<c>>>0){j=e;while(1){h=f[j>>2]|0;i=j+12|0;while(1){e=f[d>>2]|0;if(e>>>0>=h>>>0){if((e|0)!=(h|0))break;if((f[d+12>>2]|0)>=(f[i>>2]|0))break}d=d+16|0}g=c+-16|0;e=f[g>>2]|0;e:do if(e>>>0<h>>>0)c=g;else while(1){if((e|0)==(h|0))if((f[c+-4>>2]|0)<(f[i>>2]|0)){c=g;break e}c=g+-16|0;e=f[c>>2]|0;if(e>>>0<h>>>0)break;else{q=g;g=c;c=q}}while(0);if(d>>>0>c>>>0){e=j;q=d;break d};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];j=(j|0)==(d|0)?c:j;d=d+16|0;b=b+1|0}}else q=d;while(0);do if((q|0)!=(e|0)){c=f[e>>2]|0;d=f[q>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0))break;if((f[e+12>>2]|0)>=(f[q+12>>2]|0))break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[q+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];b=b+1|0}while(0);if(!b){v=sib(t,q,u)|0;b=q+16|0;if(sib(b,s,u)|0){x=92;f[a+832>>2]=1;break a}if(v){r=b;f[a+832>>2]=3;break a}}s=q;if((s-p|0)>=(w-s|0)){x=91;f[a+832>>2]=1;break a}gib(t,q,u);r=q+16|0}f[a+56>>2]=r;f[a+160>>2]=t;f[a+296>>2]=q;f[a+560>>2]=v;f[a+816>>2]=x}
+function dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r;q=a+116|0;o=a+120|0;enb(b,(f[o>>2]|0)-(f[q>>2]|0)>>2);a=f[o>>2]|0;c=f[q>>2]|0;if((a|0)==(c|0)){u=r;return}j=p+4|0;k=p+8|0;l=p+8|0;m=b+4|0;n=b+8|0;i=0;while(1){d=c;if(f[(f[d+(i<<2)>>2]|0)+16>>2]|0){f[p>>2]=0;f[j>>2]=0;f[k>>2]=0;d=f[(f[(f[d+(i<<2)>>2]|0)+16>>2]|0)+16>>2]|0;if(d|0){a=d;c=0;while(1){h=c+1|0;a=f[a+12>>2]|0;if((a|0)==(d|0))break;else c=h}if((c|0)>=1){if(c>>>0>536870910){a=9;break}e=pOb(h<<3)|0;g=e+(h<<3)|0;f[p>>2]=e;f[j>>2]=e;f[l>>2]=g;a=0;while(1){c=d+4|0;if((e|0)==(g|0))T6a(p,c);else{s=c;c=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=c;f[j>>2]=(f[j>>2]|0)+8}a=a+1|0;if((a|0)==(h|0))break;d=f[d+16>>2]|0;e=f[j>>2]|0;g=f[l>>2]|0}g=f[m>>2]|0;if((g|0)==(f[n>>2]|0)){H7a(b,p);a=f[p>>2]|0}else{f[g>>2]=0;h=g+4|0;f[h>>2]=0;f[g+8>>2]=0;a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;d=c>>3;if(d){if(d>>>0>536870911){a=14;break}e=pOb(c)|0;f[h>>2]=e;f[g>>2]=e;f[g+8>>2]=e+(d<<3);a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;if((c|0)>0){bQb(e|0,a|0,c|0)|0;f[h>>2]=e+(c>>>3<<3)}}f[m>>2]=(f[m>>2]|0)+12}if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}}c=f[q>>2]|0;a=f[o>>2]|0}i=i+1|0;if(i>>>0>=a-c>>2>>>0){a=3;break}}if((a|0)==3){u=r;return}else if((a|0)==9)vd();else if((a|0)==14)AMb(g)}function enb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function fnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+160|0;k=l;f[k+100>>2]=0;f[k+104>>2]=0;f[k+108>>2]=0;f[k+116>>2]=0;f[k+120>>2]=0;f[k+124>>2]=0;f[k+132>>2]=0;f[k+136>>2]=0;f[k+140>>2]=0;e=k+80|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[k>>2]=40940;f[k+76>>2]=40976;e=k+44|0;g=k+4|0;h=g+36|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=e;f[k+48>>2]=e;f[k+52>>2]=0;b[k+60>>0]=0;b[k+96>>0]=0;b[k+72>>0]=0;b[k+112>>0]=0;b[k+113>>0]=0;b[k+74>>0]=1;i=k+76|0;j=a+4|0;e=f[a>>2]|0;if((f[j>>2]|0)==(e|0)){Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}g=0;h=40976;while(1){Tg[f[h+8>>2]&15](i,e+(g*12|0)|0,0,1)|0;g=g+1|0;e=f[a>>2]|0;if(g>>>0>=(((f[j>>2]|0)-e|0)/12|0)>>>0)break;h=f[i>>2]|0}Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}function gnb(a,b){a=a|0;b=b|0;fnb(a,a,b);return}function hnb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0;h=f[a>>2]|0;i=f[b>>2]|0;j=h-i|0;g=f[a+4>>2]|0;b=f[b+4>>2]|0;e=g-b|0;if((((j|0)<0?0-j|0:j)|0)>(((e|0)<0?0-e|0:e)|0)){a=f[c>>2]|0;if(!((i|0)<(h|0)^(a|0)>(h|0))){k=+(b-(f[c+4>>2]|0)|0);m=+(a-i|0);l=+(g|0)*m+ +(h|0)*k-(+(b|0)*m+ +(i|0)*k);l=l*l;k=k*k;m=m*m;k=m+k;k=l/k;j=k<d;return j|0}if((i|0)>(h|0)^(a|0)>(i|0)){m=+(e|0);k=+(i-h|0);l=m*+(a|0)+k*+(f[c+4>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-(f[c+4>>2]|0)|0);k=+(a-h|0);l=+(b|0)*k+ +(i|0)*m-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}else{a=f[c+4>>2]|0;if(!((g|0)>(b|0)^(g|0)<(a|0))){m=+(b-a|0);k=+((f[c>>2]|0)-i|0);l=+(h|0)*m+ +(g|0)*k-(+(i|0)*m+ +(b|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}if((g|0)<(b|0)^(b|0)<(a|0)){m=+(e|0);k=+(i-h|0);l=k*+(a|0)+m*+(f[c>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-a|0);k=+((f[c>>2]|0)-h|0);l=+(i|0)*m+ +(b|0)*k-(+(h|0)*m+ +(g|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}return 0}function inb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0.0,o=0,p=0,q=0.0,r=0.0,s=0;g=f[a>>2]|0;a=(f[a+4>>2]|0)-g>>3;if(!a){e=f[b>>2]|0;a=b+4|0;d=f[a>>2]|0;if((d|0)==(e|0))return;f[a>>2]=d+(~((d+-8-e|0)>>>3)<<3);return}p=qOb(a>>>0>214748364?-1:a*20|0)|0;d=p+(a*20|0)|0;e=p;do{f[e+4>>2]=0;f[e+8>>2]=0;e=e+20|0}while((e|0)!=(d|0));d=0;do{m=p+(d*20|0)|0;i=g+(d<<3)|0;l=f[i+4>>2]|0;k=p+(d*20|0)+4|0;f[k>>2]=f[i>>2];f[k+4>>2]=l;k=d;d=d+1|0;l=(d|0)==(a|0)?0:d;f[p+(k*20|0)+12>>2]=p+(l*20|0);f[p+(l*20|0)+16>>2]=m;f[m>>2]=0}while((d|0)!=(a|0));n=c*c;a:do if(!(f[p>>2]|0)){e=p;d=p;while(1){while(1){m=e+12|0;k=d;d=f[m>>2]|0;l=e+16|0;g=f[l>>2]|0;if((d|0)==(g|0))break a;e=e+4|0;i=e;h=g+4|0;s=h;c=+(f[s>>2]|0);r=+(f[i>>2]|0)-c;j=+(f[s+4>>2]|0);q=+(f[i+4>>2]|0)-j;if(r*r+q*q<=n){o=10;break}i=d+4|0;s=i;q=c-+(f[s>>2]|0);r=j-+(f[s+4>>2]|0);if(q*q+r*r<=n){o=14;break}if(hnb(h,e,i,n)|0){o=10;break}f[k>>2]=1;if(f[d>>2]|0){e=d;break a}else e=d}if((o|0)==10){o=0;h=-1}else if((o|0)==14){o=0;g=f[d+16>>2]|0;h=d+12|0;f[g+12>>2]=f[h>>2];f[(f[h>>2]|0)+16>>2]=g;f[g>>2]=0;g=f[l>>2]|0;h=-2;d=f[m>>2]|0}f[g+12>>2]=d;f[(f[m>>2]|0)+16>>2]=g;f[g>>2]=0;e=g;a=a+h|0;d=g}}else e=p;while(0);i=a>>>0<3?0:a;g=b+4|0;h=f[g>>2]|0;d=f[b>>2]|0;a=h-d>>3;if(i>>>0>a>>>0){jnb(b,i-a|0);o=23}else{if(i>>>0<a>>>0){a=d+(i<<3)|0;if((a|0)!=(h|0))f[g>>2]=h+(~((h+-8-a|0)>>>3)<<3)}if(i|0)o=23}if((o|0)==23){d=0;a=e;while(1){m=a+4|0;o=f[m+4>>2]|0;s=(f[b>>2]|0)+(d<<3)|0;f[s>>2]=f[m>>2];f[s+4>>2]=o;d=d+1|0;if((d|0)==(i|0))break;else a=f[a+12>>2]|0}}tOb(p);return}function jnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>3>>>0>=b>>>0){dQb(c|0,0,b<<3|0)|0;f[l>>2]=c+(b<<3);return}h=f[a>>2]|0;g=c-h|0;e=g>>3;c=e+b|0;if(c>>>0>536870911)AMb(a);m=d-h|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){j=0;k=0}else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;j=k;break}while(0);c=j+(e<<3)|0;dQb(c|0,0,b<<3|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<3);f[i>>2]=j+(d<<3);if(!h)return;sOb(h);return}function knb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=a+4|0;g=((f[k>>2]|0)-(f[a>>2]|0)|0)/12|0;j=b+4|0;h=f[j>>2]|0;e=f[b>>2]|0;d=(h-e|0)/12|0;if(g>>>0>d>>>0)lnb(b,g-d|0);else if(g>>>0<d>>>0){i=e+(g*12|0)|0;if((i|0)!=(h|0)){e=h;while(1){d=e+-12|0;f[j>>2]=d;g=f[d>>2]|0;if(g){d=e+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[j>>2]|0}if((d|0)==(i|0))break;else e=d}}}d=f[a>>2]|0;if((f[k>>2]|0)==(d|0))return;e=0;do{inb(d+(e*12|0)|0,(f[b>>2]|0)+(e*12|0)|0,c);e=e+1|0;d=f[a>>2]|0}while(e>>>0<(((f[k>>2]|0)-d|0)/12|0)>>>0);return}function lnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[k>>2]|0;l=a+4|0;c=f[l>>2]|0;e=c;if(((g-c|0)/12|0)>>>0>=b>>>0){dQb(c|0,0,b*12|0)|0;f[l>>2]=e+(b*12|0);return}i=f[a>>2]|0;d=(c-i|0)/12|0;c=d+b|0;j=i;if(c>>>0>357913941)AMb(a);m=(g-i|0)/12|0;g=m<<1;g=m>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);c=h+(d*12|0)|0;d=c;h=h+(g*12|0)|0;dQb(c|0,0,b*12|0)|0;g=c+(b*12|0)|0;if((e|0)!=(j|0)){do{m=c+-12|0;b=e;e=e+-12|0;f[m>>2]=0;i=c+-8|0;f[i>>2]=0;f[c+-4>>2]=0;f[m>>2]=f[e>>2];m=b+-8|0;f[i>>2]=f[m>>2];b=b+-4|0;f[c+-4>>2]=f[b>>2];f[b>>2]=0;f[m>>2]=0;f[e>>2]=0;c=d+-12|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;e=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function mnb(a,b){a=a|0;b=+b;knb(a,a,b);return}function nnb(a,b){a=a|0;b=b|0;return _zb(b)|0}function onb(a,b){a=a|0;b=b|0;$zb(b);return}function pnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;if(d>>>0<5){a=5;return a|0}e=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if((e|0)!=-47205080){if((e&-16|0)!=407710288){a=-2;return a|0}if(d>>>0<8){a=8;return a|0};f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=c+4|0;l=a;f[l>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;f[l+4>>2]=0;f[a+8>>2]=0;a=0;return a|0}k=b[c+4>>0]|0;g=k&255;l=g&32;e=g>>>6;j=(l|0)!=0;e=(f[41016+((g&3)<<2)>>2]|0)+6+(f[41032+(e<<2)>>2]|0)-(l>>>5)+((e|0)==0&j&1)|0;if(e>>>0>d>>>0){a=e;return a|0}l=g>>>2&1;if(g&8|0){a=-3;return a|0}if(j){g=5;e=0}else{d=h[c+5>>0]|0;i=d>>>3;e=1024<<i;e=(X(e>>>3,d&7)|0)+e|0;if((i+10|0)>>>0>25){a=-3;return a|0}else g=6}switch(k&3){case 3:{i=c+g|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=g+4|0;break}case 1:{i=h[c+g>>0]|0;g=g+1|0;break}case 2:{i=c+g|0;i=(h[i>>0]|h[i+1>>0]<<8)&65535;g=g+2|0;break}default:i=0}switch((k&255)>>>6&3){case 3:{d=c+g|0;g=d;d=d+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;break}case 1:{g=c+g|0;g=((h[g>>0]|h[g+1>>0]<<8)&65535)+256|0;d=0;break}case 2:{g=c+g|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=0;break}default:if(j){g=h[c+g>>0]|0;d=0}else{g=0;d=0}}e=(e|0)==0?g:e;if(e>>>0>33554432){a=-3;return a|0}c=a;f[c>>2]=g;f[c+4>>2]=d;f[a+8>>2]=e;f[a+12>>2]=i;f[a+16>>2]=l;a=0;return a|0}function qnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;if(d>>>0<3){a=-11;return a|0}e=b[c>>0]|0;g=e&255;i=g&3;switch(e&3){case 3:{if(!(f[a+21584>>2]|0)){a=-16;return a|0}break}case 2:break;case 0:{switch((e&255)>>>2&3){case 3:{e=3;g=((h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}case 1:{e=2;g=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}default:{e=1;g=g>>>3}}i=e+g|0;do if((i+8|0)>>>0>d>>>0)if(i>>>0>d>>>0){a=-11;return a|0}else{m=a+21716|0;bQb(m|0,c+e|0,g|0)|0;f[a+21688>>2]=m;e=131080;break}else{f[a+21688>>2]=c+e;e=d-e|0}while(0);f[a+21704>>2]=e;f[a+21708>>2]=g;a=i;return a|0}case 1:{switch((e&255)>>>2&3){case 3:{e=(h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535;if(d>>>0<4|e>>>0>2097167){a=-11;return a|0}else{e=e>>>4;g=3}break}case 1:{e=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;g=2;break}default:{e=g>>>3;g=1}}m=a+21716|0;dQb(m|0,b[c+g>>0]|0,e|0)|0;f[a+21688>>2]=m;f[a+21704>>2]=131080;f[a+21708>>2]=e;a=g+1|0;return a|0}default:{}}if(d>>>0<5){a=-11;return a|0}e=g>>>2;g=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;switch(e&3){case 3:{e=g>>>4&262143;if(e>>>0>131072){a=-11;return a|0}else{j=5;m=e;e=0;k=(h[c+4>>0]|0)<<10|g>>>22}break}case 2:{j=4;m=g>>>4&16383;e=0;k=g>>>18;break}default:{j=3;m=g>>>4&1023;e=(e&3|0)==0&1;k=g>>>14&1023}}l=k+j|0;if(l>>>0>d>>>0){a=-11;return a|0}d=(e|0)!=0;do if((i|0)==3){i=a+21716|0;e=c+j|0;g=a+5132|0;if(d){e=qtb(i,m,e,k,g)|0;break}else{e=rtb(i,m,e,k,g)|0;break}}else{g=a+5132|0;i=a+21716|0;e=c+j|0;if(d){e=ltb(g,i,m,e,k)|0;break}else{e=Stb(g,i,m,e,k)|0;break}}while(0);if(e>>>0>=4294967279){a=-11;return a|0}f[a+21688>>2]=a+21716;f[a+21704>>2]=131080;f[a+21708>>2]=m;f[a+21584>>2]=1;a=l;return a|0}function rnb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+128|0;o=r+4|0;n=r;p=r+8|0;m=i+j|0;if(!j){i=-10;u=r;return i|0}l=i+1|0;k=b[i>>0]|0;j=k&255;if(!(k<<24>>24)){f[a>>2]=0;i=1;u=r;return i|0}do if(k<<24>>24<0)if(k<<24>>24==-1){k=i+3|0;j=((h[l>>0]|h[l+1>>0]<<8)&65535)+32512|0;break}else{k=i+2|0;j=(j<<8)+-32768|(h[l>>0]|0);break}else k=l;while(0);f[a>>2]=j;if((k+4|0)>>>0>m>>>0){i=-10;u=r;return i|0}a=b[k>>0]|0;l=k+1|0;j=m-l|0;f[o>>2]=35;switch((a&255)>>>6&3){case 1:{if(!j)q=19;else{j=b[l>>0]|0;if((j&255)>35)q=19;else{gtb(c,j)|0;j=1;q=18}}break}case 0:{ftb(c,51200,35,6)|0;j=0;q=18;break}case 3:{if(!g)q=19;else{j=0;q=18}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(c,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=18)if((q|0)==19){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=28;switch((a&255)>>>4&3){case 1:{if(!j)q=31;else{j=b[l>>0]|0;if((j&255)>28)q=31;else{gtb(e,j)|0;j=1;q=30}}break}case 0:{ftb(e,51272,28,5)|0;j=0;q=30;break}case 3:{if(!g)q=31;else{j=0;q=30}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>8)j=-11;else ftb(e,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=30)if((q|0)==31){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=52;switch((a&255)>>>2&3){case 1:{if(!j)q=43;else{j=b[l>>0]|0;if((j&255)>52)q=43;else{gtb(d,j)|0;j=1;q=42}}break}case 0:{ftb(d,51330,52,6)|0;j=0;q=42;break}case 3:{if(!g)q=43;else{j=0;q=42}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(d,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=42)if((q|0)==43){i=-11;u=r;return i|0}i=l+j-i|0;u=r;return i|0}function snb(a,c,e,g,i){a=a|0;c=c|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;K=0;U=u;u=u+1808|0;if(i>>>0>131071){e=-10;u=U;return e|0}j=qnb(a,g,i)|0;o=i-(j>>>0<4294967279?j:0)|0;x=j>>>0<4294967279?g+j|0:g;if(j>>>0>=4294967279){e=j;u=U;return e|0}m=f[a+21688>>2]|0;y=m+(f[a+21704>>2]|0)+-8|0;z=m+(f[a+21708>>2]|0)|0;A=f[a+21524>>2]|0;B=f[a+21528>>2]|0;C=f[a+21532>>2]|0;I=rnb(U+52|0,a,a+3080|0,a+2052|0,f[(a+21588|0)>>2]|0,x,o)|0;w=I>>>0<4294967279?x+I|0:x;a:{J=1;if(J){J=0;if(I>>>0<4294967279){b:{i=1;if(i){i=0;if(!(f[(U+52|0)>>2]|0)){p=c;q=m}else i=1}if(i)if(1){f[(a+21588|0)>>2]=1;f[(U+40|0)>>2]=f[(a+21540|0)>>2];f[(U+40|0)+4>>2]=f[(a+21540|0)+4>>2];f[(U+40|0)+8>>2]=f[(a+21540|0)+8>>2];k=(x+o|0)-w|0;c:{i=1;if(i){i=0;if(!k){f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0}else i=1}if(i)if(1){f[(U+12|0)>>2]=w;do if(k>>>0>3){j=(x+o|0)+-4|0;f[U+8>>2]=j;g=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[U>>2]=g;i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{i=(_(i&255|0)|0)+-23|0;f[(U+4|0)>>2]=i;if(k>>>0<4294967279){E=U;l=g;F=U+4|0;t=i;v=j;K=17;break}else{N=-11;break}}}else{f[U+8>>2]=w;i=h[w>>0]|0;f[U>>2]=i;switch(k|0){case 2:{r=i;K=12;break}case 3:{r=(h[w+2>>0]|0)<<16|i;f[U>>2]=r;K=12;break}default:s=i}if((K|0)==12){s=((h[w+1>>0]|0)<<8)+r|0;f[U>>2]=s}i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{t=(4-k<<3)+-23+(_(i&255|0)|0)|0;f[(U+4|0)>>2]=t;E=U;l=s;F=U+4|0;v=x+I|0;K=17;break}}while(0);d:do if((K|0)==17){s=d[a>>1]|0;i=t+(s&65535)|0;f[F>>2]=i;f[(U+16|0)>>2]=l<<(t&31)>>>1>>>(31-s&31);do if(i>>>0>32){k=v;g=v}else{if(v>>>0>=(w+4|0)>>>0){g=v+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i&7;k=g;break}if((v|0)==(w|0)){k=x+I|0;g=v}else{k=(v+(0-(i>>>3))|0)>>>0<w>>>0?v-w|0:i>>>3;g=v+(0-k)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(k<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i-(k<<3)|0;k=g}}while(0);f[(U+20|0)>>2]=a+4;v=d[(a+2052|0)>>1]|0;j=i+(v&65535)|0;f[F>>2]=j;f[(U+24|0)>>2]=l<<(i&31)>>>1>>>(31-v&31);do if(j>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(j>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=j&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j&7;k=g;break}if((k|0)==(w|0))k=x+I|0;else{v=(k+(0-(j>>>3))|0)>>>0<w>>>0?k-w|0:j>>>3;g=k+(0-v)|0;f[(U+8|0)>>2]=g;f[F>>2]=j-(v<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j-(v<<3)|0;k=g}}while(0);f[(U+28|0)>>2]=a+2056;v=d[(a+3080|0)>>1]|0;i=j+(v&65535)|0;f[F>>2]=i;f[(U+32|0)>>2]=l<<(j&31)>>>1>>>(31-v&31);do if(i>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i&7;break}if((k|0)!=(w|0)){w=(k+(0-(i>>>3))|0)>>>0<w>>>0?k-w|0:i>>>3;g=k+(0-w)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(w<<3)|0;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i-(w<<3)|0}}while(0);f[(U+36|0)>>2]=a+3084;p=(c+e|0)+-8|0;if(i>>>0>32)break c;else{o=c;l=x+I|0;k=g}while(1){g=l+4|0;if(k>>>0<g>>>0)if((k|0)==(l|0)){O=i;R=l}else{Q=i>>>3;Q=(k+(0-Q)|0)>>>0<l>>>0?k-l|0:Q;P=k+(0-Q)|0;f[(U+8|0)>>2]=P;Q=i-(Q<<3)|0;K=38}else{P=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=P;Q=i&7;K=38}if((K|0)==38){K=0;f[F>>2]=Q;f[E>>2]=h[P>>0]|h[P+1>>0]<<8|h[P+2>>0]<<16|h[P+3>>0]<<24;O=Q;R=P}j=f[(U+52|0)>>2]|0;if(!j){L=m;M=o;break}f[(U+52|0)>>2]=j+-1;j=f[(U+20|0)>>2]|0;q=f[(U+16|0)>>2]|0;X=b[j+(q<<2)+2>>0]|0;r=f[(U+36|0)>>2]|0;s=f[(U+32|0)>>2]|0;V=b[r+(s<<2)+2>>0]|0;t=f[(U+28|0)>>2]|0;v=f[(U+24|0)>>2]|0;W=b[t+(v<<2)+2>>0]|0;w=f[41048+((X&255)<<2)>>2]|0;x=f[41192+((V&255)<<2)>>2]|0;f[U+88>>2]=c;f[U+96>>2]=e;f[U+192>>2]=m;f[U+232>>2]=o;f[U+440>>2]=N;f[U+456>>2]=E;f[U+512>>2]=F;f[U+592>>2]=O;f[U+656>>2]=X;f[U+664>>2]=W;f[U+672>>2]=V;f[U+800>>2]=p;f[U+816>>2]=g;f[U+824>>2]=l;f[U+832>>2]=k;f[U+840>>2]=y;f[U+848>>2]=i;f[U+888>>2]=j;f[U+896>>2]=q;f[U+904>>2]=r;f[U+912>>2]=s;f[U+920>>2]=t;f[U+928>>2]=v;f[U+944>>2]=w;f[U+952>>2]=x;f[U+984>>2]=R;f[U+1016>>2]=A;f[U+1064>>2]=B;f[U+1128>>2]=C;f[U+1296>>2]=S;f[U+1304>>2]=T;f[U+1688>>2]=K;f[U+1720>>2]=0;f[U+1724>>2]=0;Wpb(U);m=f[U+192>>2]|0;o=f[U+232>>2]|0;N=f[U+440>>2]|0;l=f[U+824>>2]|0;k=f[U+832>>2]|0;i=f[U+848>>2]|0;S=f[U+1296>>2]|0;T=f[U+1304>>2]|0;K=f[U+1688>>2]|0;G=f[U+1720>>2]|0;D=f[U+1724>>2]|0;H=+n[U+1724>>2];f[U+1720>>2]=0;f[U+1724>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 6:break d}}if((K|0)==33)if(!(f[(U+52|0)>>2]|0)){L=T;M=S}else break c;f[(a+21540|0)>>2]=f[(U+40|0)>>2];f[(a+21540|0)+4>>2]=f[(U+40|0)+4>>2];f[(a+21540|0)+8>>2]=f[(U+40|0)+8>>2];p=M;q=L;break b}while(0);k=N;break a}}k=-11;break a}}i=z-q|0;if(i>>>0>((c+e|0)-p|0)>>>0)k=-9;else{bQb(p|0,q|0,i|0)|0;k=p+i-c|0}}else J=1}if(J)if(1)k=I}X=k;u=U;return X|0}function tnb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=c+d|0;if(g>>>0<8){c=-10;return c|0}n=h[e+4>>0]|0;k=n&32;o=n>>>6;k=(f[41016+((n&3)<<2)>>2]|0)+6+(f[41032+(o<<2)>>2]|0)-(k>>>5)+((o|0)==0&(k|0)!=0&1)|0;if(k>>>0>=4294967279){c=k;return c|0}if((k+3|0)>>>0>g>>>0){c=-10;return c|0}i=pnb(a+21552|0,e,k)|0;d=f[a+21564>>2]|0;if(d|0)if((f[a+21684>>2]|0)!=(d|0)){c=-17;return c|0}o=a+21568|0;if(f[o>>2]|0)$sb(a+21592|0,0,0)|0;if(i>>>0>=4294967279){c=i;return c|0}m=a+21592|0;n=c;e=e+k|0;k=g-k|0;a:while(1){if(k>>>0<3){d=-10;i=27;break}i=h[e>>0]|h[e+1>>0]<<8;l=i&65535;d=((h[e+2>>0]|0)<<16|l)>>>3;l=l&1;i=(i&65535)>>>1&255;switch(i&3){case 3:{d=-11;i=27;break a}case 1:{g=1;break}default:g=d}e=e+3|0;k=k+-3|0;if(k>>>0<g>>>0){d=-10;i=27;break}switch(i&3){case 2:{d=snb(a,n,j-n|0,e,g)|0;if(d>>>0>=4294967279){i=27;break a}break}case 0:{if(g>>>0>(j-n|0)>>>0){d=-9;i=27;break a}bQb(n|0,e|0,g|0)|0;d=g;break}case 1:{if(d>>>0>(j-n|0)>>>0){d=-9;i=27;break a}dQb(n|0,b[e>>0]|0,d|0)|0;break}default:{d=-11;i=27;break a}}if(f[o>>2]|0)atb(m,n,d)|0;n=n+d|0;e=e+g|0;k=k-g|0;if(l|0){i=23;break}}if((i|0)==23){if(!(f[o>>2]|0)){a=k;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}d=btb(m)|0;if(k>>>0<4){c=-12;return c|0}if((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0)==(d|0)){a=k+-4|0;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}else{c=-12;return c|0}}else if((i|0)==27)return d|0;return 0}function unb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=_zb(152816)|0;if(!e){i=-7;return i|0}f[e+21692>>2]=222;h=e+21696|0;f[h>>2]=960;i=e+21700|0;f[i>>2]=0;g=e+21520|0;j=e+21540|0;f[e+21536>>2]=5;f[e+21580>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[e+5132>>2]=201326604;f[e+21588>>2]=0;f[e+21584>>2]=0;f[e+21684>>2]=0;f[j>>2]=f[10251];f[j+4>>2]=f[10252];f[j+8>>2]=f[10253];if(a|0){f[e+21532>>2]=0;f[e+21528>>2]=a;f[e+21524>>2]=a;f[g>>2]=a}j=tnb(e,a,b,c,d)|0;oh[f[h>>2]&1023](f[i>>2]|0,e);return j|0}function vnb(a,c){a=a|0;c=c|0;var d=0;d=f[c>>2]|0;f[a>>2]=d;f[a+4>>2]=d+((f[c+4>>2]|0)-d);c=a+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;b[c+28>>0]=0;return}function wnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f[a>>2]|0;g=f[a+4>>2]|0;h=e;while(1){d=h+1|0;if(d>>>0>g>>>0){d=h;break}f[a>>2]=d;if(!(b[h>>0]|0))break;else h=d}if((e|0)==(d|0)){i=0;u=j;return i|0}a=d+-1|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;h=a-e|0;if(h>>>0>4294967279)vOb(i);if(h>>>0<11){b[i+11>>0]=h;d=i}else{g=h+16&-16;d=pOb(g)|0;f[i>>2]=d;f[i+8>>2]=g|-2147483648;f[i+4>>2]=h}if((e|0)!=(a|0)){g=d;while(1){b[g>>0]=b[e>>0]|0;e=e+1|0;if((e|0)==(a|0))break;else g=g+1|0}d=d+h|0}b[d>>0]=0;d=c+11|0;if((b[d>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0;d=c}else{b[c>>0]=0;b[d>>0]=0;d=c}EOb(c,0);f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}function xnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function ynb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;d=f[a>>2]|0;c=d+8|0;e=f[a+4>>2]|0;if(c>>>0>e>>>0){g=0;return g|0}s=d+1|0;f[a>>2]=s;r=h[d>>0]|0;q=d+2|0;f[a>>2]=q;s=_Pb(h[s>>0]|0|0,0,8)|0;l=I;p=d+3|0;f[a>>2]=p;q=_Pb(h[q>>0]|0|0,0,16)|0;l=l|I;k=d+4|0;f[a>>2]=k;p=_Pb(h[p>>0]|0|0,0,24)|0;l=l|I;o=d+5|0;f[a>>2]=o;k=h[k>>0]|0;n=d+6|0;f[a>>2]=n;o=_Pb(h[o>>0]|0|0,0,40)|0;j=I;m=d+7|0;f[a>>2]=m;n=_Pb(h[n>>0]|0|0,0,48)|0;i=I;f[a>>2]=c;m=_Pb(h[m>>0]|0|0,0,56)|0;g=b;f[g>>2]=s|r|q|p|o|n|m;f[g+4>>2]=l|k|j|i|I;g=d+16|0;if(g>>>0>e>>>0){s=0;return s|0}i=d+9|0;f[a>>2]=i;j=h[c>>0]|0;k=d+10|0;f[a>>2]=k;i=_Pb(h[i>>0]|0|0,0,8)|0;p=I;l=d+11|0;f[a>>2]=l;k=_Pb(h[k>>0]|0|0,0,16)|0;p=p|I;q=d+12|0;f[a>>2]=q;l=_Pb(h[l>>0]|0|0,0,24)|0;p=p|I;m=d+13|0;f[a>>2]=m;q=h[q>>0]|0;n=d+14|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,40)|0;r=I;o=d+15|0;f[a>>2]=o;n=_Pb(h[n>>0]|0|0,0,48)|0;s=I;f[a>>2]=g;o=_Pb(h[o>>0]|0|0,0,56)|0;c=b+8|0;f[c>>2]=i|j|k|l|m|n|o;f[c+4>>2]=p|q|r|s|I;c=d+24|0;if(c>>>0>e>>>0){s=0;return s|0}o=d+17|0;f[a>>2]=o;i=h[g>>0]|0;j=d+18|0;f[a>>2]=j;g=_Pb(h[o>>0]|0|0,0,8)|0;o=I;k=d+19|0;f[a>>2]=k;j=_Pb(h[j>>0]|0|0,0,16)|0;o=o|I;p=d+20|0;f[a>>2]=p;k=_Pb(h[k>>0]|0|0,0,24)|0;o=o|I;l=d+21|0;f[a>>2]=l;p=h[p>>0]|0;m=d+22|0;f[a>>2]=m;l=_Pb(h[l>>0]|0|0,0,40)|0;q=I;n=d+23|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,48)|0;r=I;f[a>>2]=c;n=_Pb(h[n>>0]|0|0,0,56)|0;s=b+16|0;f[s>>2]=g|i|j|k|l|m|n;f[s+4>>2]=o|p|q|r|I;s=1;return s|0}function Anb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;p=u;u=u+16|0;n=p;d=f[a>>2]|0;e=d+4|0;o=a+4|0;i=f[o>>2]|0;if(e>>>0>i>>>0){o=0;u=p;return o|0}j=d+1|0;f[a>>2]=j;k=b[d>>0]|0;l=d+2|0;f[a>>2]=l;j=b[j>>0]|0;m=d+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=e;m=(j&255)<<8|k&255|(l&255)<<16|(h[m>>0]|0)<<24;if(!m){o=1;u=p;return o|0}l=n;f[l>>2]=0;f[l+4>>2]=0;d=d+12|0;a:do if(d>>>0<=i>>>0){l=0;while(1){B=e+1|0;f[a>>2]=B;A=b[e>>0]|0;z=e+2|0;f[a>>2]=z;B=b[B>>0]|0;y=e+3|0;f[a>>2]=y;z=b[z>>0]|0;r=e+4|0;f[a>>2]=r;y=b[y>>0]|0;x=e+5|0;f[a>>2]=x;r=b[r>>0]|0;w=e+6|0;f[a>>2]=w;x=b[x>>0]|0;v=e+7|0;f[a>>2]=v;w=b[w>>0]|0;f[a>>2]=d;v=_Pb(h[v>>0]|0|0,0,56)|0;k=I;w=_Pb(w&255|0,0,48)|0;j=I;x=_Pb(x&255|0,0,40)|0;q=I;y=_Pb(y&255|0,0,24)|0;s=I;z=_Pb(z&255|0,0,16)|0;t=I;B=_Pb(B&255|0,0,8)|0;g=n;f[g>>2]=B|A&255|z|y|x|w|v;f[g+4>>2]=I|t|s|r&255|q|j|k;g=e+12|0;if(g>>>0>i>>>0)break a;j=e+9|0;f[a>>2]=j;i=b[d>>0]|0;d=e+10|0;f[a>>2]=d;j=b[j>>0]|0;k=e+11|0;f[a>>2]=k;d=b[d>>0]|0;f[a>>2]=g;k=(j&255)<<8|i&255|(d&255)<<16|(h[k>>0]|0)<<24;d=Bnb(c,n)|0;i=d+4|0;j=f[i>>2]|0;e=f[d>>2]|0;g=j-e|0;if(k>>>0>g>>>0){AWa(d,k-g|0);e=f[d>>2]|0}else if(k>>>0<g>>>0){d=e+k|0;if((d|0)!=(j|0))f[i>>2]=d}d=f[a>>2]|0;if((d+k|0)>>>0>(f[o>>2]|0)>>>0)break a;if(k|0){f[a>>2]=d+1;b[e>>0]=b[d>>0]|0;if((k|0)!=1){d=1;do{B=f[a>>2]|0;f[a>>2]=B+1;b[e+d>>0]=b[B>>0]|0;d=d+1|0}while((d|0)!=(k|0))}}l=l+1|0;if(l>>>0>=m>>>0){d=1;break}e=f[a>>2]|0;i=f[o>>2]|0;d=n;f[d>>2]=0;f[d+4>>2]=0;d=e+8|0;if(d>>>0>i>>>0)break a}u=p;return d|0}while(0);B=0;u=p;return B|0}function Bnb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=b;i=f[j>>2]|0;j=f[j+4>>2]|0;k=X(i,1540483477)|0;p=X(j,1540483477)|0;p=(X((X(k>>>24^k,1540483477)|0)^-561034072,1540483477)|0)^(X(p>>>24^p,1540483477)|0);p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=p&g;else if(p>>>0<l>>>0)h=p;else h=(p>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}o=f[b+4>>2]|0;if(!((o|0)==(p|0)|(o&g|0)==(h|0))){b=h;break a}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(p|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}}while(0);o=pOb(32)|0;h=o+8|0;f[h>>2]=i;f[h+4>>2]=j;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+4>>2]=p;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&p;break}if(p>>>0<b>>>0){g=b;b=p}else{g=b;b=(p>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;q=30}}else{f[o>>2]=f[b>>2];q=30}if((q|0)==30)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Cnb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Dnb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Dnb(a,b);return}function Dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;o=i;n=h+8|0;if((f[o>>2]|0)==(f[n>>2]|0)?(f[o+4>>2]|0)==(f[n+4>>2]|0):0)e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;n=h;o=i+8|0;if((f[n>>2]|0)==(f[o>>2]|0)?(f[n+4>>2]|0)==(f[o+4>>2]|0):0)e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Enb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+16|0;q=s;d=f[a>>2]|0;e=d+4|0;r=a+4|0;g=f[r>>2]|0;if(e>>>0>g>>>0){r=0;u=s;return r|0}n=d+1|0;f[a>>2]=n;o=b[d>>0]|0;p=d+2|0;f[a>>2]=p;n=b[n>>0]|0;l=d+3|0;f[a>>2]=l;p=b[p>>0]|0;f[a>>2]=e;l=(n&255)<<8|o&255|(p&255)<<16|h[l>>0]<<24;if(!l){r=1;u=s;return r|0}m=q+4|0;n=m+11|0;o=c+4|0;p=c+8|0;d=0;while(1){f[q>>2]=-1;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;i=e+4|0;do if(i>>>0>g>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=i;k=e+8|0;if(k>>>0>g>>>0)e=1;else{v=e+5|0;f[a>>2]=v;t=b[i>>0]|0;g=e+6|0;f[a>>2]=g;v=b[v>>0]|0;i=e+7|0;f[a>>2]=i;g=b[g>>0]|0;f[a>>2]=k;f[q>>2]=(v&255)<<8|t&255|(g&255)<<16|h[i>>0]<<24;if(j&1)if(!(wnb(a,m)|0)){e=1;break}e=f[o>>2]|0;if((e|0)==(f[p>>2]|0)){Fnb(c,q);e=0;break}else{f[e>>2]=f[q>>2];xOb(e+4|0,m);f[o>>2]=(f[o>>2]|0)+16;e=0;break}}}while(0);if((b[n>>0]|0)<0)sOb(f[m>>2]|0);d=d+1|0;if(e|0){d=0;e=16;break}if(d>>>0>=l>>>0){d=1;e=16;break}e=f[a>>2]|0;g=f[r>>2]|0}if((e|0)==16){u=s;return d|0}return 0}function Fnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;d=f[a>>2]|0;i=(f[k>>2]|0)-d>>4;e=i+1|0;if(e>>>0>268435455)AMb(a);l=a+8|0;j=(f[l>>2]|0)-d|0;d=j>>3;d=j>>4>>>0<134217727?(d>>>0<e>>>0?e:d):268435455;do if(!d)h=0;else if(d>>>0>268435455)vd();else{h=pOb(d<<4)|0;break}while(0);e=h+(i<<4)|0;g=e;j=h+(d<<4)|0;f[e>>2]=f[c>>2];xOb(h+(i<<4)+4|0,c+4|0);i=e+16|0;h=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(h|0)){e=g;c=h;d=h}else{do{c=d;d=d+-16|0;f[e+-16>>2]=f[d>>2];m=e+-12|0;c=c+-12|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;e=g+-16|0;g=e}while((d|0)!=(h|0));e=g;c=f[a>>2]|0;d=f[k>>2]|0}f[a>>2]=e;f[k>>2]=i;f[l>>2]=j;g=c;if((d|0)!=(g|0))do{e=d+-12|0;d=d+-16|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0)}while((d|0)!=(g|0));if(!c)return;sOb(c);return}function Gnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Hnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Inb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;z=B;d=f[a>>2]|0;e=d+4|0;A=a+4|0;i=f[A>>2]|0;if(e>>>0>i>>>0){A=1;u=B;return A|0}w=d+1|0;f[a>>2]=w;x=b[d>>0]|0;y=d+2|0;f[a>>2]=y;w=b[w>>0]|0;k=d+3|0;f[a>>2]=k;y=b[y>>0]|0;f[a>>2]=e;k=(w&255)<<8|x&255|(y&255)<<16|h[k>>0]<<24;if(!k){A=1;u=B;return A|0}l=z+4|0;m=z+24|0;n=z+28|0;o=z+32|0;p=z+40|0;q=z+44|0;r=z+48|0;s=l+11|0;t=z+16|0;v=c+4|0;w=c+8|0;x=z+36|0;y=z+20|0;d=0;while(1){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;g=e+4|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=g;j=j&255;e=e+5|0;do if(e>>>0>i>>>0)e=1;else{f[a>>2]=e;b[z>>0]=(b[g>>0]|0)!=0&1;if(j&1){if(!(wnb(a,l)|0)){e=1;break}e=f[a>>2]|0;i=f[A>>2]|0}g=e+1|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=g;b[t>>0]=(b[e>>0]|0)!=0&1;if(j&2|0)if(!(Gnb(a,y)|0)){e=1;break}if(j&4|0)if(!(Hnb(a,x)|0)){e=1;break}e=f[v>>2]|0;if((e|0)==(f[w>>2]|0)){Knb(c,z);e=0;break}else{Jnb(e,z);f[v>>2]=(f[v>>2]|0)+52;e=0;break}}}while(0);g=f[p>>2]|0;if(g){i=f[q>>2]|0;if((i|0)!=(g|0))f[q>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}}g=f[m>>2]|0;if(g|0){i=f[n>>2]|0;if((i|0)!=(g|0))f[n>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}if((b[s>>0]|0)<0)sOb(f[l>>2]|0);d=d+1|0;if(e|0){d=0;e=30;break}if(d>>>0>=k>>>0){d=1;e=30;break}e=f[a>>2]|0;i=f[A>>2]|0}if((e|0)==30){u=B;return d|0}return 0}function Jnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;b[a>>0]=b[c>>0]|0;xOb(a+4|0,c+4|0);b[a+16>>0]=b[c+16>>0]|0;b[a+20>>0]=b[c+20>>0]|0;e=a+24|0;g=c+24|0;f[e>>2]=0;k=a+28|0;f[k>>2]=0;f[a+32>>2]=0;i=c+28|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=d>>2;if(h|0){if(h>>>0>1073741823)AMb(e);j=pOb(d)|0;f[k>>2]=j;f[e>>2]=j;f[a+32>>2]=j+(h<<2);e=f[g>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)>0){bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2)}}b[a+36>>0]=b[c+36>>0]|0;g=a+40|0;h=c+40|0;f[g>>2]=0;k=a+44|0;f[k>>2]=0;f[a+48>>2]=0;i=c+44|0;d=(f[i>>2]|0)-(f[h>>2]|0)|0;e=d>>2;if(!e)return;if(e>>>0>1073741823)AMb(g);j=pOb(d)|0;f[k>>2]=j;f[g>>2]=j;f[a+48>>2]=j+(e<<2);e=f[h>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)<=0)return;bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2);return}function Knb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;g=((f[n>>2]|0)-d|0)/52|0;e=g+1|0;if(e>>>0>82595524)AMb(a);l=a+8|0;j=((f[l>>2]|0)-d|0)/52|0;k=j<<1;e=j>>>0<41297762?(k>>>0<e>>>0?e:k):82595524;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!e)h=0;else if(e>>>0>82595524)vd();else{h=pOb(e*52|0)|0;break}while(0);f[m>>2]=h;d=h+(g*52|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=d;h=h+(e*52|0)|0;i=m+12|0;f[i>>2]=h;Jnb(d,c);g=d+52|0;f[j>>2]=g;c=f[a>>2]|0;e=f[n>>2]|0;if((e|0)==(c|0)){q=d;d=j;j=c;p=g;g=e;c=h;h=q;f[a>>2]=h;f[k>>2]=j;f[n>>2]=p;f[d>>2]=g;n=f[l>>2]|0;f[l>>2]=c;f[i>>2]=n;f[m>>2]=j;Lnb(m);u=o;return}do{h=e;e=e+-52|0;b[d+-52>>0]=b[e>>0]|0;p=d+-48|0;q=h+-48|0;f[p>>2]=f[q>>2];f[p+4>>2]=f[q+4>>2];f[p+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;b[d+-36>>0]=b[h+-36>>0]|0;b[d+-32>>0]=b[h+-32>>0]|0;q=d+-28|0;p=h+-28|0;f[q>>2]=0;g=d+-24|0;f[g>>2]=0;f[d+-20>>2]=0;f[q>>2]=f[p>>2];q=h+-24|0;f[g>>2]=f[q>>2];g=h+-20|0;f[d+-20>>2]=f[g>>2];f[g>>2]=0;f[q>>2]=0;f[p>>2]=0;b[d+-16>>0]=b[h+-16>>0]|0;p=d+-12|0;q=h+-12|0;f[p>>2]=0;g=d+-8|0;f[g>>2]=0;f[d+-4>>2]=0;f[p>>2]=f[q>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[q>>2]=0;d=(f[k>>2]|0)+-52|0;f[k>>2]=d}while((e|0)!=(c|0));e=d;p=i;c=j;q=f[a>>2]|0;g=f[j>>2]|0;h=f[n>>2]|0;j=f[i>>2]|0;i=e;f[a>>2]=i;f[k>>2]=q;f[n>>2]=g;f[c>>2]=h;n=f[l>>2]|0;f[l>>2]=j;f[p>>2]=n;f[m>>2]=q;Lnb(m);u=o;return}function Lnb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;c=f[i>>2]|0;if((c|0)!=(h|0))do{f[i>>2]=c+-52;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[c+-28>>2]|0;if(d|0){e=c+-24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-4-d|0)>>>2)<<2);sOb(d)}c=c+-48|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[i>>2]|0}while((c|0)!=(h|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function Mnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=f[a>>2]|0;d=i+4|0;m=a+4|0;e=f[m>>2]|0;if(d>>>0>e>>>0){c=0;return c|0}g=i+3|0;f[a>>2]=g;l=b[i+2>>0]|0;f[a>>2]=d;g=b[g>>0]|0;if(l<<24>>24>-1){c=0;return c|0}j=i+8|0;if(j>>>0>e>>>0){c=0;return c|0}n=i+5|0;f[a>>2]=n;d=b[d>>0]|0;k=i+6|0;f[a>>2]=k;n=b[n>>0]|0;l=i+7|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=j;l=(n&255)<<8|d&255|(k&255)<<16|h[l>>0]<<24;f[c>>2]=l;if(l>>>0>=4){n=0;return n|0}do if(!(g&64)){k=0;d=j}else{d=i+12|0;if(d>>>0>e>>>0){n=0;return n|0}else{f[a>>2]=i+9;k=b[j>>0]|0;f[a>>2]=d;k=k&4;break}}while(0);g=d+4|0;if(g>>>0>e>>>0){n=0;return n|0}o=d+1|0;f[a>>2]=o;i=b[d>>0]|0;n=d+2|0;f[a>>2]=n;o=b[o>>0]|0;j=d+3|0;f[a>>2]=j;n=b[n>>0]|0;f[a>>2]=g;f[c+20>>2]=(o&255)<<8|i&255|(n&255)<<16|h[j>>0]<<24;j=d+5|0;if(j>>>0>e>>>0){o=0;return o|0}f[a>>2]=j;b[c+24>>0]=(b[g>>0]|0)!=0&1;i=c+25|0;if(!l)b[i>>0]=1;else{g=d+6|0;if(g>>>0>e>>>0){o=0;return o|0}f[a>>2]=g;b[i>>0]=(b[j>>0]|0)!=0&1;if(l>>>0>2){do if((k|0)==4)if(wnb(a,c+4|0)|0){g=f[a>>2]|0;e=f[m>>2]|0;break}else{o=0;return o|0}while(0);d=g+4|0;if(d>>>0>e>>>0){o=0;return o|0}l=g+1|0;f[a>>2]=l;m=b[g>>0]|0;n=g+2|0;f[a>>2]=n;l=b[l>>0]|0;o=g+3|0;f[a>>2]=o;n=b[n>>0]|0;f[a>>2]=d;f[c+16>>2]=(l&255)<<8|m&255|(n&255)<<16|h[o>>0]<<24;o=1;return o|0}}f[c+16>>2]=0;o=1;return o|0}function Nnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0;j=f[a>>2]|0;d=j+4|0;k=f[a+4>>2]|0;if(d>>>0>k>>>0){k=0;return k|0}l=j+1|0;f[a>>2]=l;g=b[j>>0]|0;i=j+2|0;f[a>>2]=i;l=b[l>>0]|0;e=j+3|0;f[a>>2]=e;i=b[i>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|g&255|(i&255)<<16|(h[e>>0]|0)<<24;e=j+8|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+5|0;f[a>>2]=g;i=b[d>>0]|0;l=j+6|0;f[a>>2]=l;g=b[g>>0]|0;d=j+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+12|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+9|0;f[a>>2]=g;i=b[e>>0]|0;l=j+10|0;f[a>>2]=l;g=b[g>>0]|0;e=j+11|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+8>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+16|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+13|0;f[a>>2]=g;i=b[d>>0]|0;l=j+14|0;f[a>>2]=l;g=b[g>>0]|0;d=j+15|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+16>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+20|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+17|0;f[a>>2]=g;i=b[e>>0]|0;l=j+18|0;f[a>>2]=l;g=b[g>>0]|0;e=j+19|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+20>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+24|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+21|0;f[a>>2]=g;i=b[d>>0]|0;l=j+22|0;f[a>>2]=l;g=b[g>>0]|0;d=j+23|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+24>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+28|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+25|0;f[a>>2]=g;i=b[e>>0]|0;l=j+26|0;f[a>>2]=l;g=b[g>>0]|0;e=j+27|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+32>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+32|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+29|0;f[a>>2]=g;i=b[d>>0]|0;l=j+30|0;f[a>>2]=l;g=b[g>>0]|0;d=j+31|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+36>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+36|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+33|0;f[a>>2]=g;i=b[e>>0]|0;l=j+34|0;f[a>>2]=l;e=b[g>>0]|0;g=j+35|0;f[a>>2]=g;l=b[l>>0]|0;f[a>>2]=d;f[c+40>>2]=(e&255)<<8|i&255|(l&255)<<16|(h[g>>0]|0)<<24;g=j+40|0;if(g>>>0>k>>>0){l=0;return l|0}i=c+48|0;m=j+37|0;f[a>>2]=m;e=b[d>>0]|0;l=j+38|0;f[a>>2]=l;m=b[m>>0]|0;d=j+39|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=g;f[i>>2]=(m&255)<<8|e&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+44|0;if(d>>>0>k>>>0){m=0;return m|0}e=c+52|0;o=j+41|0;f[a>>2]=o;g=b[g>>0]|0;l=j+42|0;f[a>>2]=l;o=b[o>>0]|0;m=j+43|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=d;f[e>>2]=(o&255)<<8|g&255|(l&255)<<16|(h[m>>0]|0)<<24;d=j+48|0;if(d>>>0>k>>>0){o=0;return o|0}f[a>>2]=d;n[i>>2]=0.0;n[e>>2]=0.0;n[c+56>>2]=0.0;n[c+60>>2]=1.0;o=1;return o|0}function Onb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;f[d>>2]=-1;j=f[c>>2]|0;do if(j&1|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){j=0;return j|0}else{l=e+1|0;f[a>>2]=l;k=b[e>>0]|0;m=e+2|0;f[a>>2]=m;l=b[l>>0]|0;i=e+3|0;f[a>>2]=i;e=b[m>>0]|0;f[a>>2]=g;f[d>>2]=(l&255)<<8|k&255|(e&255)<<16|h[i>>0]<<24;break}}while(0);e=d+8|0;g=e+11|0;if((b[g>>0]|0)<0){b[f[e>>2]>>0]=0;f[d+12>>2]=0}else{b[e>>0]=0;b[g>>0]=0}if(j&2|0)if(!(wnb(a,e)|0)){m=0;return m|0}i=d+4|0;f[i>>2]=1073741824;if(j&4|0){e=f[a>>2]|0;g=e+1|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}f[a>>2]=g;e=b[e>>0]|0;if(!(e&2)){f[i>>2]=0;g=536870912}else g=1610612736;if(e&1|0)f[i>>2]=g}if(j&8|0)if(!(Nnb(a,d+20|0)|0)){m=0;return m|0}do if(j&256|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+84>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(j&33554432|0)if(!(wnb(a,d+116|0)|0)){m=0;return m|0}do if(j&67108864|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+128>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);e=f[c+4>>2]|0;do if(e&16|0){g=f[a>>2]|0;i=g+4|0;if(i>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{c=g+1|0;f[a>>2]=c;k=b[g>>0]|0;l=g+2|0;f[a>>2]=l;c=b[c>>0]|0;m=g+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=i;f[d+132>>2]=(c&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(e&32|0)if(!(wnb(a,d+136|0)|0)){m=0;return m|0}if(j&536870912|0)if(!(Anb(a,d+148|0)|0)){m=0;return m|0}m=1;return m|0}function Pnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+16|0;l=o+8|0;k=o;e=f[a>>2]|0;g=e+4|0;n=a+4|0;i=f[n>>2]|0;if(g>>>0>i>>>0){n=0;u=o;return n|0}p=e+1|0;f[a>>2]=p;j=b[e>>0]|0;m=e+2|0;f[a>>2]=m;p=b[p>>0]|0;d=e+3|0;f[a>>2]=d;m=b[m>>0]|0;f[a>>2]=g;d=(h[d>>0]|0)<<24;m=(m&255)<<16;j=(p&255)<<8|j&255|m|d;do if(!(d&1073741824)){d=0;e=0}else{d=e+8|0;if(d>>>0>i>>>0){p=0;u=o;return p|0}else{q=e+5|0;f[a>>2]=q;i=b[g>>0]|0;p=e+6|0;f[a>>2]=p;g=b[q>>0]|0;e=e+7|0;f[a>>2]=e;p=b[p>>0]|0;f[a>>2]=d;d=0;e=(g&255)<<8|i&255|(p&255)<<16|(h[e>>0]|0)<<24;break}}while(0);q=k;f[q>>2]=d|j;f[q+4>>2]=e;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];if(!(Onb(a,l,c)|0)){q=0;u=o;return q|0}d=c+168|0;f[d>>2]=-1;do if(m&131072|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}else{k=e+1|0;f[a>>2]=k;l=b[e>>0]|0;p=e+2|0;f[a>>2]=p;k=b[k>>0]|0;q=e+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=g;f[d>>2]=(k&255)<<8|l&255|(p&255)<<16|(h[q>>0]|0)<<24;break}}while(0);if(!(m&262144)){q=0;u=o;return q|0}d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}m=d+1|0;f[a>>2]=m;n=b[d>>0]|0;p=d+2|0;f[a>>2]=p;m=b[m>>0]|0;q=d+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=e;f[c+172>>2]=(m&255)<<8|n&255|(p&255)<<16|(h[q>>0]|0)<<24;f[c+176>>2]=0;q=1;u=o;return q|0}function Qnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;s=v;e=f[a>>2]|0;g=e+4|0;t=a+4|0;i=f[t>>2]|0;if(g>>>0>i>>>0){t=0;u=v;return t|0}f[a>>2]=e+1;m=b[e>>0]|0;f[a>>2]=g;m=m&255;d=e+8|0;if(d>>>0>i>>>0){t=0;u=v;return t|0}p=e+5|0;f[a>>2]=p;q=b[g>>0]|0;r=e+6|0;f[a>>2]=r;p=b[p>>0]|0;e=e+7|0;f[a>>2]=e;r=b[r>>0]|0;f[a>>2]=d;f[c>>2]=(p&255)<<8|q&255|(r&255)<<16|h[e>>0]<<24;d=c+4|0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[c+8>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if(m&1|0)if(!(wnb(a,d)|0)){t=0;u=v;return t|0}d=c+16|0;f[d>>2]=-1;do if(m&4|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}else{o=e+1|0;f[a>>2]=o;p=b[e>>0]|0;q=e+2|0;f[a>>2]=q;o=b[o>>0]|0;r=e+3|0;f[a>>2]=r;q=b[q>>0]|0;f[a>>2]=g;f[d>>2]=(o&255)<<8|p&255|(q&255)<<16|h[r>>0]<<24;break}}while(0);if(!(m&16))d=1;else{d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}p=d+1|0;f[a>>2]=p;q=b[d>>0]|0;r=d+2|0;f[a>>2]=r;p=b[p>>0]|0;d=d+3|0;f[a>>2]=d;r=b[r>>0]|0;f[a>>2]=e;d=(p&255)<<8|q&255|(r&255)<<16|h[d>>0]<<24;if(!d){t=0;u=v;return t|0}}i=c+20|0;k=c+24|0;j=c+28|0;a:do if(!(m&8)){g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}g=g+1|0}while(g>>>0<d>>>0)}else{g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}r=e+-176|0;f[r>>2]=f[r>>2]&1073741824;g=g+1|0}while(g>>>0<d>>>0)}while(0);if((l|0)==24){e=f[k>>2]|0;d=e+-180|0;do{t=e+-180|0;f[k>>2]=t;lWa(t);e=f[k>>2]|0}while((e|0)!=(d|0));d=0;u=v;return d|0}b[c+32>>0]=(f[(f[i>>2]|0)+4>>2]|0)>>>30&1;i=f[a>>2]|0;d=i+4|0;p=f[t>>2]|0;if(d>>>0>p>>>0){t=0;u=v;return t|0}o=i+1|0;f[a>>2]=o;q=b[i>>0]|0;r=i+2|0;f[a>>2]=r;o=b[o>>0]|0;g=i+3|0;f[a>>2]=g;r=b[r>>0]|0;f[a>>2]=d;f[c+36>>2]=(o&255)<<8|q&255|(r&255)<<16|h[g>>0]<<24;g=i+8|0;if(g>>>0>p>>>0){t=0;u=v;return t|0}e=i+5|0;f[a>>2]=e;r=b[d>>0]|0;d=i+6|0;f[a>>2]=d;e=b[e>>0]|0;q=i+7|0;f[a>>2]=q;d=b[d>>0]|0;f[a>>2]=g;f[c+40>>2]=(e&255)<<8|r&255|(d&255)<<16|h[q>>0]<<24;q=c+44|0;d=f[q>>2]|0;r=c+48|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);if(!(m&2)){t=1;u=v;return t|0}e=i+12|0;if(e>>>0>p>>>0){t=0;u=v;return t|0}k=i+9|0;f[a>>2]=k;m=b[g>>0]|0;o=i+10|0;f[a>>2]=o;k=b[k>>0]|0;l=i+11|0;f[a>>2]=l;o=b[o>>0]|0;f[a>>2]=e;l=(k&255)<<8|m&255|(o&255)<<16|h[l>>0]<<24;f[s>>2]=0;b:do if(l|0){m=s+4|0;o=s+8|0;k=c+52|0;d=i+16|0;c:do if(d>>>0<=p>>>0){j=0;i=e;g=p;do{w=i+1|0;f[a>>2]=w;p=b[i>>0]|0;c=i+2|0;f[a>>2]=c;w=b[w>>0]|0;e=i+3|0;f[a>>2]=e;c=b[c>>0]|0;f[a>>2]=d;f[s>>2]=(w&255)<<8|p&255|(c&255)<<16|h[e>>0]<<24;e=i+5|0;if(e>>>0>g>>>0)break c;f[a>>2]=e;b[m>>0]=b[d>>0]|0;d=i+9|0;if(d>>>0>g>>>0)break c;g=i+6|0;f[a>>2]=g;p=b[e>>0]|0;c=i+7|0;f[a>>2]=c;g=b[g>>0]|0;w=i+8|0;f[a>>2]=w;c=b[c>>0]|0;f[a>>2]=d;f[o>>2]=(g&255)<<8|p&255|(c&255)<<16|h[w>>0]<<24;d=f[r>>2]|0;if((d|0)==(f[k>>2]|0))Snb(q,s);else{f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[r>>2]=(f[r>>2]|0)+12}j=j+1|0;if(j>>>0>=l>>>0)break b;i=f[a>>2]|0;g=f[t>>2]|0;d=i+4|0}while(d>>>0<=g>>>0)}while(0);w=0;u=v;return w|0}while(0);w=1;u=v;return w|0}function Rnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;b=f[a>>2]|0;e=((f[a+4>>2]|0)-b|0)/180|0;c=e+1|0;if(c>>>0>23860929)AMb(a);g=((f[a+8>>2]|0)-b|0)/180|0;b=g<<1;b=g>>>0<11930464?(b>>>0<c>>>0?c:b):23860929;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!b)d=0;else if(b>>>0>23860929)vd();else{d=pOb(b*180|0)|0;break}while(0);f[h>>2]=d;j=d+(e*180|0)|0;g=h+8|0;c=h+4|0;f[c>>2]=j;f[h+12>>2]=d+(b*180|0);dQb(j|0,0,180)|0;f[d+(e*180|0)+128>>2]=-1;f[d+(e*180|0)+132>>2]=-1;b=d+(e*180|0)+136|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;n[d+(e*180|0)+164>>2]=1.0;f[d+(e*180|0)+168>>2]=0;f[d+(e*180|0)+172>>2]=0;f[g>>2]=j+180;Tnb(a,h);c=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(c|0))do{j=b+-180|0;f[g>>2]=j;lWa(j);b=f[g>>2]|0}while((b|0)!=(c|0));b=f[h>>2]|0;if(!b){u=i;return}sOb(b);u=i;return}function Snb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Tnb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function Unb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0;o=0;v=u;u=u+1344|0;d=f[a>>2]|0;e=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+1|0;t=b[d>>0]|0;f[a>>2]=d+2;q=b[(d+1|0)>>0]|0;f[a>>2]=d+4|0;if((d+8|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+5|0;j=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;e=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;k=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;f[c>>2]=(e&255)<<8|j&255|(k&255)<<16|h[(d+7|0)>>0]<<24;if((b[((c+4|0)+11|0)>>0]|0)<0){b[f[(c+4|0)>>2]>>0]=0;f[c+8>>2]=0}else{b[(c+4|0)>>0]=0;b[((c+4|0)+11|0)>>0]=0}if(t&255&1|0)if(!(wnb(a,c+4|0)|0)){t=0;u=v;return t|0}f[(c+92|0)>>2]=0;a:do if(!((q&255)<<8&256)){k=b[((c+4|0)+11|0)>>0]|0;j=k<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;k=k<<24>>24<0?f[c+8>>2]|0:k&255;if((k|0)<17)m=0;else{e=j;d=k;while(1){d=d+-16|0;if(!d){m=0;break a}d=TAb(e,35,d)|0;if(!d){m=0;break a}if(!(zBb(d,239899,17)|0))break;e=d+1|0;d=(j+k|0)-e|0;if((d|0)<17){m=0;break a}}if((d|0)!=(j+k|0|0)&(d-j|0)!=-1){l=0;o=16}else m=0}}else{KOb(c+4|0,239880)|0;l=f[(c+92|0)>>2]|0;o=16}while(0);if((o|0)==16){m=l|134217728;f[(c+92|0)>>2]=m}if(((q&255)<<8&64512|0)!=15360)f[(c+92|0)>>2]=(q&255)<<13&1048576|((q&255)<<15&2097152|((q&255)<<17&4194304^4194304|((q&255)<<19&8388608^8388608|((q&255)<<21&16777216^16777216|((q&255)<<23&33554432^33554432|m)))));d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=0;if(d|0)sOb(d);do if(t&255&2|0){if(!(xnb(a,v+76|0)|0)){t=0;u=v;return t|0}if(!(xnb(a,v)|0)){t=0;u=v;return t|0}if(!(ynb(a,v+64|0)|0)){t=0;u=v;return t|0}l=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((l+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+1|0;o=b[l>>0]|0;f[a>>2]=l+2|0;m=b[(l+1|0)>>0]|0;f[a>>2]=l+3|0;k=b[(l+2|0)>>0]|0;f[a>>2]=l+4|0;k=(m&255)<<8|o&255|(k&255)<<16|h[(l+3|0)>>0]<<24;if((l+8|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+5|0;d=b[(l+4|0)>>0]|0;f[a>>2]=l+6|0;e=b[(l+5|0)>>0]|0;f[a>>2]=l+7|0;j=b[(l+6|0)>>0]|0;f[a>>2]=l+8|0;if((q&255)<<8&512|0)break;d=(e&255)<<8|d&255|(j&255)<<16|h[(l+7|0)>>0]<<24;f[(c+92|0)>>2]=f[(c+92|0)>>2]|67108864;o=pOb(96)|0;F=+n[(v+76|0)>>2];E=+n[(v+76|0)+4>>2];C=+n[(v+76|0)+8>>2];B=+n[v>>2];A=+n[v+4>>2];z=+n[v+8>>2];y=+n[(v+64|0)>>2];x=+n[(v+64|0)+4>>2];w=+n[(v+64|0)+8>>2];g=(f[s>>2]=k,+n[s>>2]);i=(f[s>>2]=d,+n[s>>2]);f[o>>2]=0;f[o+4>>2]=2-((q&255)>>>7);p[o+8>>3]=F;p[o+16>>3]=E;p[o+24>>3]=C;p[o+32>>3]=B;p[o+40>>3]=A;p[o+48>>3]=z;p[o+56>>3]=y;p[o+64>>3]=x;p[o+72>>3]=w;p[o+80>>3]=g;p[o+88>>3]=i;d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=o;if(d|0)sOb(d);if(g<0.0|i<0.0){f[(c+92|0)>>2]=f[(c+92|0)>>2]|8192;break}else break}while(0);d=f[(c+20|0)>>2]|0;e=f[(c+24|0)>>2]|0;if((e|0)!=(d|0))f[(c+24|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);if(t&255&4|0){e=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((e+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=e+1|0;q=b[e>>0]|0;f[a>>2]=e+2|0;o=b[(e+1|0)>>0]|0;f[a>>2]=e+3|0;l=b[(e+2|0)>>0]|0;f[a>>2]=e+4|0;l=(o&255)<<8|q&255|(l&255)<<16|h[(e+3|0)>>0]<<24;f[(v+76|0)>>2]=0;b:do if(l|0){if((e+8|0)>>>0<=d>>>0){k=0;j=e+4|0;d=e+8|0;do{m=j+1|0;f[a>>2]=m;o=b[j>>0]|0;q=j+2|0;f[a>>2]=q;m=b[m>>0]|0;e=j+3|0;f[a>>2]=e;q=b[q>>0]|0;f[a>>2]=d;d=(m&255)<<8|o&255|(q&255)<<16|h[e>>0]<<24;f[(v+76|0)>>2]=d;e=f[(c+24|0)>>2]|0;if((e|0)==(f[(c+28|0)>>2]|0))Vnb(c+20|0,v+76|0);else{f[e>>2]=d;f[(c+24|0)>>2]=e+4}k=k+1|0;if(k>>>0>=l>>>0)break b;j=f[a>>2]|0;d=j+4|0}while(d>>>0<=(f[(a+4|0)>>2]|0)>>>0)}t=0;u=v;return t|0}while(0)}d=f[(c+32|0)>>2]|0;f[(c+32|0)>>2]=0;if(d|0){lWa(d);sOb(d)}f[v+112>>2]=a;f[v+120>>2]=c;f[v+192>>2]=r;f[v+320>>2]=t;f[v+1280>>2]=0;f[v+1284>>2]=0;Xpb(v);G=f[v+1280>>2]|0;D=f[v+1284>>2]|0;H=+n[v+1284>>2];f[v+1280>>2]=0;f[v+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Vnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Wnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);l=pOb(76)|0;f[l+8>>2]=m;c=l+12|0;d=c+64|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[l+4>>2]=m;f[l>>2]=0;h=a+12|0;e=+(((f[h>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(k|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(e/g))>>>0;Ynb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(m>>>0<b>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[l>>2]=f[b>>2];f[b>>2]=l;f[c>>2]=b;b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[l>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=l;f[h>>2]=(f[h>>2]|0)+1;a=l;a=a+12|0;return a|0}function Xnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function Ynb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Znb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Znb(a,b);return}function Znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function _nb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;q=0;r=u;u=u+2368|0;d=f[a>>2]|0;o=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>o>>>0){t=0;u=r;return t|0}f[a>>2]=d+1|0;i=b[d>>0]|0;f[a>>2]=d+2|0;j=b[(d+1|0)>>0]|0;f[a>>2]=d+3|0;k=b[(d+2|0)>>0]|0;f[a>>2]=d+4|0;g=h[(d+3|0)>>0]<<24;do if(!(g&1073741824)){l=0;m=d+4|0;d=0}else if((d+8|0)>>>0>o>>>0){t=0;u=r;return t|0}else{f[a>>2]=d+5|0;w=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;x=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;v=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;l=0;m=d+8|0;d=(x&255)<<8|w&255|(v&255)<<16|h[(d+7|0)>>0]<<24;break}while(0);f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+616>>2]=i;f[r+624>>2]=j;f[r+656>>2]=k;f[r+912>>2]=l;f[r+928>>2]=m;f[r+1448>>2]=d;f[r+1856>>2]=o;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2200>>2]=q;f[r+2248>>2]=0;f[r+2252>>2]=0;Zpb(r);e=f[r+488>>2]|0;p=f[r+2160>>2]|0;s=f[r+2176>>2]|0;t=f[r+2184>>2]|0;G=f[r+2248>>2]|0;D=f[r+2252>>2]|0;H=+n[r+2252>>2];f[r+2248>>2]=0;f[r+2252>>2]=0;if((G|0)==6)return D|0;f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+624>>2]=j;f[r+656>>2]=k;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2240>>2]=0;f[r+2244>>2]=0;Ypb(r);G=f[r+2240>>2]|0;D=f[r+2244>>2]|0;H=+n[r+2244>>2];f[r+2240>>2]=0;f[r+2244>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function $nb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;job(a,b);return}function aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bob(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];Cnb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;s=a+4|0;t=a+12|0;u=a+16|0;v=a+8|0;l=b;q=b;c=f[s>>2]|0;while(1){k=l+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;m=X(j,1540483477)|0;o=X(k,1540483477)|0;o=(X((X(m>>>24^m,1540483477)|0)^-561034072,1540483477)|0)^(X(o>>>24^o,1540483477)|0);o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;m=(c|0)==0;a:do if(m){b=0;r=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=o&i;else if(o>>>0<c>>>0)b=o;else b=(o>>>0)%(c>>>0)|0;g=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!g)r=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=19;break a}p=f[g+4>>2]|0;if(!((p|0)==(o|0)|(p&i|0)==(b|0))){r=19;break a}p=g+8|0;if((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0)break a}do{g=f[g>>2]|0;if(!g){r=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){r=19;break a}}p=g+8|0}while(!((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0))}}while(0);if((r|0)==19){r=0;p=pOb(32)|0;i=p+8|0;f[i>>2]=j;f[i+4>>2]=k;i=p+16|0;f[i>>2]=0;j=p+20|0;f[j>>2]=0;k=p+24|0;f[k>>2]=0;g=f[l+16>>2]|0;h=(f[l+20>>2]|0)-g|0;if(h|0){if((h|0)<0){r=21;break}w=pOb(h)|0;f[j>>2]=w;f[i>>2]=w;l=w+h|0;f[k>>2]=l;bQb(w|0,g|0,h|0)|0;f[j>>2]=l}f[p+4>>2]=o;f[p>>2]=0;d=+(((f[t>>2]|0)+1|0)>>>0);e=+n[u>>2];do if(m|e*+(c>>>0)<d){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[s>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=c;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[p>>2]=f[v>>2];f[v>>2]=p;f[c>>2]=v;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=36}}else{f[p>>2]=f[b>>2];r=36}if((r|0)==36){r=0;f[b>>2]=p}f[t>>2]=(f[t>>2]|0)+1;c=g}b=f[q>>2]|0;if(!b){r=39;break}else{l=b;q=b}}if((r|0)==21)AMb(i);else if((r|0)==39)return}function cob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;k=((f[a+4>>2]|0)-c|0)/180|0;e=k+1|0;if(e>>>0>23860929)AMb(a);l=((f[a+8>>2]|0)-c|0)/180|0;c=l<<1;c=l>>>0<11930464?(c>>>0<e>>>0?e:c):23860929;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!c)j=0;else if(c>>>0>23860929)vd();else{j=pOb(c*180|0)|0;break}while(0);f[m>>2]=j;h=j+(k*180|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=h;f[m+12>>2]=j+(c*180|0);g=b;e=f[g+4>>2]|0;c=h;f[c>>2]=f[g>>2];f[c+4>>2]=e;xOb(j+(k*180|0)+8|0,b+8|0);c=j+(k*180|0)+20|0;e=b+20|0;g=c+68|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[j+(k*180|0)+88>>2]=f[b+88>>2];xOb(j+(k*180|0)+92|0,b+92|0);g=j+(k*180|0)+104|0;c=b+104|0;f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];d[g+8>>1]=d[c+8>>1]|0;xOb(j+(k*180|0)+116|0,b+116|0);g=b+128|0;c=f[g+4>>2]|0;e=j+(k*180|0)+128|0;f[e>>2]=f[g>>2];f[e+4>>2]=c;xOb(j+(k*180|0)+136|0,b+136|0);bob(j+(k*180|0)+148|0,b+148|0);e=j+(k*180|0)+168|0;c=b+168|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[l>>2]=h+180;iob(a,m);e=f[i>>2]|0;c=f[l>>2]|0;if((c|0)!=(e|0))do{k=c+-180|0;f[l>>2]=k;lWa(k);c=f[l>>2]|0}while((c|0)!=(e|0));c=f[m>>2]|0;if(!c){u=n;return}sOb(c);u=n;return}function dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/96|0;d=e+1|0;if(d>>>0>44739242)AMb(a);j=a+8|0;h=((f[j>>2]|0)-c|0)/96|0;c=h<<1;c=h>>>0<22369621?(c>>>0<d>>>0?d:c):44739242;do if(!c)g=0;else if(c>>>0>44739242)vd();else{g=pOb(c*96|0)|0;break}while(0);d=g+(e*96|0)|0;e=d;h=g+(c*96|0)|0;hob(d,b);b=d+96|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){d=e;e=g;c=g}else{do{c=c+-96|0;hob(d+-96|0,c);d=e+-96|0;e=d}while((c|0)!=(g|0));d=e;e=f[a>>2]|0;c=f[i>>2]|0}f[a>>2]=d;f[i>>2]=b;f[j>>2]=h;d=e;if((c|0)!=(d|0))do{c=c+-96|0;kWa(c)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function eob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=f[b>>2];xOb(a+4|0,b+4|0);f[a+16>>2]=f[b+16>>2];g=a+20|0;h=b+20|0;f[g>>2]=0;l=a+24|0;f[l>>2]=0;f[a+28>>2]=0;i=b+24|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/180|0;if(c|0){if(e>>>0>23860929)AMb(g);j=pOb(c)|0;f[l>>2]=j;f[g>>2]=j;f[a+28>>2]=j+(e*180|0);c=f[h>>2]|0;k=f[i>>2]|0;if((c|0)!=(k|0)){e=j;do{i=c;h=f[i+4>>2]|0;g=e;f[g>>2]=f[i>>2];f[g+4>>2]=h;xOb(e+8|0,c+8|0);g=e+20|0;h=c+20|0;i=g+68|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));f[e+88>>2]=f[c+88>>2];xOb(e+92|0,c+92|0);h=e+104|0;i=c+104|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];d[h+8>>1]=d[i+8>>1]|0;xOb(e+116|0,c+116|0);h=c+128|0;i=f[h+4>>2]|0;j=e+128|0;f[j>>2]=f[h>>2];f[j+4>>2]=i;xOb(e+136|0,c+136|0);bob(e+148|0,c+148|0);j=e+168|0;i=c+168|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=c+180|0;e=(f[l>>2]|0)+180|0;f[l>>2]=e}while((c|0)!=(k|0))}}g=a+32|0;h=b+32|0;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];g=a+44|0;h=b+44|0;f[g>>2]=0;k=a+48|0;f[k>>2]=0;f[a+52>>2]=0;i=b+48|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/12|0;if(!c)return;if(e>>>0>357913941)AMb(g);j=pOb(c)|0;f[k>>2]=j;f[g>>2]=j;f[a+52>>2]=j+(e*12|0);e=f[h>>2]|0;c=(f[i>>2]|0)-e|0;if((c|0)<=0)return;bQb(j|0,e|0,c|0)|0;f[k>>2]=j+(((c>>>0)/12|0)*12|0);return}function fob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=((f[m>>2]|0)-c|0)/56|0;d=e+1|0;if(d>>>0>76695844)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/56|0;j=i<<1;d=i>>>0<38347922?(j>>>0<d>>>0?d:j):76695844;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>76695844)vd();else{g=pOb(d*56|0)|0;break}while(0);f[l>>2]=g;c=g+(e*56|0)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d*56|0)|0;h=l+12|0;f[h>>2]=g;eob(c,b);e=c+56|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;gob(l);u=n;return}do{g=d;d=d+-56|0;f[c+-56>>2]=f[d>>2];o=c+-52|0;p=g+-52|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[c+-40>>2]=f[g+-40>>2];p=c+-36|0;o=g+-36|0;f[p>>2]=0;e=c+-32|0;f[e>>2]=0;f[c+-28>>2]=0;f[p>>2]=f[o>>2];p=g+-32|0;f[e>>2]=f[p>>2];e=g+-28|0;f[c+-28>>2]=f[e>>2];f[e>>2]=0;f[p>>2]=0;f[o>>2]=0;o=c+-24|0;p=g+-24|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];o=c+-12|0;p=g+-12|0;f[o>>2]=0;e=c+-8|0;f[e>>2]=0;f[c+-4>>2]=0;f[o>>2]=f[p>>2];o=g+-8|0;f[e>>2]=f[o>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[o>>2]=0;f[p>>2]=0;c=(f[j>>2]|0)+-56|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;gob(l);u=n;return}function gob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+4>>2]|0;j=a+8|0;c=f[j>>2]|0;if((c|0)!=(i|0))do{f[j>>2]=c+-56;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}g=c+-36|0;d=f[g>>2]|0;if(d|0){h=c+-32|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{k=e+-180|0;f[h>>2]=k;lWa(k);e=f[h>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[j>>2]|0}while((c|0)!=(i|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=f[b>>2];g=a+4|0;j=b+4|0;f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;j=b+16|0;g=f[j>>2]|0;f[j>>2]=0;f[a+16>>2]=g;g=a+20|0;j=b+20|0;f[g>>2]=0;e=a+24|0;f[e>>2]=0;f[a+28>>2]=0;f[g>>2]=f[j>>2];g=b+24|0;f[e>>2]=f[g>>2];e=b+28|0;f[a+28>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=b+32|0;g=f[j>>2]|0;f[j>>2]=0;f[a+32>>2]=g;g=a+36|0;j=b+36|0;f[g>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[g>>2]=f[j>>2];g=b+40|0;f[e>>2]=f[g>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+48|0;g=b+48|0;f[j>>2]=0;e=a+52|0;f[e>>2]=0;f[a+56>>2]=0;f[j>>2]=f[g>>2];j=b+52|0;f[e>>2]=f[j>>2];e=b+56|0;f[a+56>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+60|0;j=f[g>>2]|0;f[g>>2]=0;g=b+64|0;e=f[g>>2]|0;f[g>>2]=0;f[a+60>>2]=j;f[a+64>>2]=e;g=a+68|0;h=b+68|0;c=f[h>>2]|0;f[g>>2]=c;i=b+72|0;d=f[i>>2]|0;f[a+72>>2]=d;f[a+76>>2]=f[b+76>>2];if(!d){i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}function iob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function job(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();s=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=s;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;r=c+-1|0;s=(r&c|0)==0;if(s)d=d&r;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){q=g;g=h;p=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(s)g=g&r;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;m=b[n+11>>0]|0;k=m<<24>>24<0;m=m&255;o=k?f[e+12>>2]|0:m;l=(o|0)==0;if(k){h=e;while(1){j=i+8|0;m=b[j+11>>0]|0;k=m<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:m&255)|0))break c;if(!l)if(zBb(f[n>>2]|0,k?f[j>>2]|0:j,o)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{m=i;i=h;h=m}}}if(l){h=e;while(1){o=b[i+8+11>>0]|0;if((o<<24>>24<0?f[i+12>>2]|0:o&255)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{o=i;i=h;h=o}}}h=e;while(1){j=i+8|0;l=b[j+11>>0]|0;k=l<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:l&255)|0))break c;j=k?f[j>>2]|0:j;if((b[j>>0]|0)==(f[n>>2]&255)<<24>>24){k=n;l=m}else break c;while(1){l=l+-1|0;k=k+1|0;if(!l)break;j=j+1|0;if((b[k>>0]|0)!=(b[j>>0]|0))break c}h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[p>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[q>>2]|0;if(!e){d=43;break a}}g=f[e>>2]|0;if(!g){d=43;break a}else{q=e;p=e}}f[h>>2]=p;h=f[e>>2]|0;if(!h){d=43;break}else{d=g;g=e}}if((d|0)==43)return}function kob(a){a=a|0;var b=0;f[a>>2]=41948;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;mob(a);sOb(a);return}function lob(a){a=a|0;var b=0,c=0;f[a>>2]=41948;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}mob(b);sOb(b);sOb(a);return}function mob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+120|0;b=f[g>>2]|0;if(b|0){h=a+124|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+108>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+100|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+80|0;nob(h,f[a+88>>2]|0);b=f[h>>2]|0;f[h>>2]=0;if(!b)return;sOb(b);return}function nob(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;do{c=b;b=f[b>>2]|0;a=f[c+48>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+40|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);a=f[c+28>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+20|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);sOb(c)}while((b|0)!=0);return}function oob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;t=a+80|0;d=pob(t,e)|0;a:do if(!d){j=f[a>>2]|0;f[a>>2]=j+-1;i=f[e>>2]|0;o=ZPb(i|0,0,16)|0;o=WPb(i^61^o|0,I|0,9,0)|0;r=I;p=ZPb(o|0,r|0,4)|0;r=WPb(p^o|0,I^r|0,668265261,0)|0;o=I;o=ZPb(r|0,o|0,15)|0;r=o^r;o=a+84|0;p=f[o>>2]|0;q=(p|0)==0;b:do if(q)d=0;else{h=p+-1|0;g=(h&p|0)==0;if(g)d=h&r;else if(p>>>0>r>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;k=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(k){if(g)while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0)))break b;if((f[k+8>>2]|0)==(i|0))break a}while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0))break b}if((f[k+8>>2]|0)==(i|0))break a}}}while(0);k=pOb(64)|0;f[k+8>>2]=i;f[k+12>>2]=j;i=k+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;n[k+36>>2]=1.0;i=k+40|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[k+56>>2]=1.0;b[k+60>>0]=0;f[k+4>>2]=r;f[k>>2]=0;i=a+92|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[a+96>>2];do if(q|m*+(p>>>0)<l){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;g=~~+W(+(l/m))>>>0;qob(t,d>>>0<g>>>0?g:d);d=f[o>>2]|0;g=d+-1|0;if(!(g&d)){h=d;d=g&r;break}if(d>>>0>r>>>0){h=d;d=r}else{h=d;d=(r>>>0)%(d>>>0)|0}}else h=p;while(0);g=(f[t>>2]|0)+(d<<2)|0;d=f[g>>2]|0;if(!d){d=a+88|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[g>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;g=h+-1|0;if(!(g&h))d=d&g;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;s=31}}else{f[k>>2]=f[d>>2];s=31}if((s|0)==31)f[d>>2]=k;f[i>>2]=(f[i>>2]|0)+1}else k=d;while(0);d=a+20|0;if((f[d>>2]|0)==-1){f[d>>2]=f[e>>2];e=(pob(a+80|0,d)|0)+12|0;f[a+24>>2]=f[e>>2]}j=a+164|0;if(b[j>>0]&64){u=w;return k|0}h=a+80|0;e=pob(h,d)|0;d=f[e+16>>2]|0;g=e+12|0;i=a+76|0;Lh[f[(f[c>>2]|0)+68>>2]&255](c,-2,f[g>>2]|0,(d|0)==0?f[e+8>>2]|0:d,f[i>>2]|0);d=f[a+160>>2]|0;if((d|0)==-1)d=f[g>>2]|0;else{f[v>>2]=d;d=(pob(h,v)|0)+12|0;d=f[d>>2]|0}Lh[f[(f[c>>2]|0)+60>>2]&255](c,-2,d,f[i>>2]|0,3);b[j>>0]=b[j>>0]|64;u=w;return k|0}function pob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function qob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rob(a,b);return}function rob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;a:do if(!c)d=a+8|0;else{n=a+16|0;o=a+4|0;d=a+8|0;b:while(1){k=0;c:while(1){g=c-k|0;if(g>>>0<4){c=6;break b}l=b+k|0;switch(f[l>>2]|0){case 90:break c;case 100:break;default:{c=24;break b}}if(g>>>0<16){c=9;break b}i=l+12|0;e=f[i>>2]|0;j=(e|0)==-1?16:e+19&-4;if(g>>>0<j>>>0){c=14;break b}g=f[l+4>>2]|0;h=f[n>>2]|0;if(h){e=f[h+4>>2]|0;f[m>>2]=g;g=(pob(e+80|0,m)|0)+12|0;g=f[g>>2]|0;e=f[i>>2]|0}Lh[f[(f[a>>2]|0)+12>>2]&255](a,g,f[l+8>>2]|0,(e|0)==-1?0:l+16|0,e);k=j+k|0;if(c>>>0<=k>>>0)break a}if(g>>>0<16){c=16;break}if(g>>>0<((f[l+8>>2]|0)+19&-4)>>>0){c=18;break}b=tob(l,o)|0;if((b|0)>=0){c=20;break}b=f[o>>2]|0;c=(f[d>>2]|0)-b|0;if(!c)break a}if((c|0)==6){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==9){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==14){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==16){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==18){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==20){c=f[(f[a>>2]|0)+8>>2]|0;if(!b){Fh[c&255](a,0,239980,43);break}else{Fh[c&255](a,0,239946,34);break}}else if((c|0)==24){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,240023,33);break}}while(0);c=f[a+4>>2]|0;if((f[d>>2]|0)==(c|0)){u=p;return}f[d>>2]=c;u=p;return}function tob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=a+16|0;k=b+4|0;g=f[k>>2]|0;c=f[b>>2]|0;j=g-c|0;i=a+12|0;d=f[i>>2]|0;e=j+d|0;if(j>>>0<e>>>0){AWa(b,d);c=f[b>>2]|0}else if(j>>>0>e>>>0){d=c+e|0;if((d|0)!=(g|0))f[k>>2]=d}d=c+j|0;if((f[a+4>>2]|0)==1){c=a+8|0;h=unb(d,f[i>>2]|0,h,f[c>>2]|0)|0;if((h|0)!=(f[i>>2]|0)){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}else{c=a+8|0;if((_sb(h,d,f[c>>2]|0,f[i>>2]|0)|0)<0){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}k=0-((f[c>>2]|0)+19&-4)|0;return k|0}function uob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0;C=0;I=u;u=u+3424|0;d=f[b>>2]|0;c=f[(b+4|0)>>2]|0;if((d|0)==(c|0)){f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}a=0;u=I;return a|0}e=f[(a+96|0)>>2]|0;if(!e)f[(a+96|0)>>2]=b;else{h=f[(e+4|0)>>2]|0;i=f[e>>2]|0;g=(c-d|0)+(h-i|0)|0;if((h-i|0)>>>0<g>>>0){AWa(e,c-d|0);c=f[(a+96|0)>>2]|0;d=f[b>>2]|0}else if((h-i|0)>>>0>g>>>0)if((i+g|0|0)==(h|0))c=e;else{f[(e+4|0)>>2]=i+g|0;c=e}else c=e;bQb((f[c>>2]|0)+(h-i|0)|0,d|0,(f[(b+4|0)>>2]|0)-d|0)|0;c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0))f[(b+4|0)>>2]=c;f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}c=f[(a+96|0)>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0}b=f[a>>2]|0;c=c-d|0;d=f[(a+100|0)>>2]|0;a:{i=1;if(i){i=0;if(c>>>0>d>>>0){g=(I+296|0)+4|0;b:while(1){e=f[(a+96|0)>>2]|0;h=c-d|0;if(h>>>0<4){C=22;break}K=f[e>>2]|0;J=K+d|0;f[I+336>>2]=a;f[I+360>>2]=j;f[I+408>>2]=c;f[I+472>>2]=E;f[I+528>>2]=k;f[I+864>>2]=l;f[I+1040>>2]=m;f[I+1136>>2]=o;f[I+1176>>2]=F;f[I+1512>>2]=p;f[I+1864>>2]=q;f[I+1872>>2]=r;f[I+2088>>2]=s;f[I+2184>>2]=t;f[I+2192>>2]=v;f[I+2264>>2]=w;f[I+2488>>2]=x;f[I+2496>>2]=b;f[I+2688>>2]=g;f[I+2800>>2]=e;f[I+2816>>2]=h;f[I+2848>>2]=d;f[I+2904>>2]=K;f[I+2944>>2]=J;f[I+2968>>2]=y;f[I+2976>>2]=z;f[I+2984>>2]=A;f[I+3072>>2]=B;f[I+3176>>2]=C;f[I+3248>>2]=0;f[I+3252>>2]=0;bqb(I);j=f[I+360>>2]|0;c=f[I+408>>2]|0;E=f[I+472>>2]|0;k=f[I+528>>2]|0;l=f[I+864>>2]|0;m=f[I+1040>>2]|0;o=f[I+1136>>2]|0;F=f[I+1176>>2]|0;p=f[I+1512>>2]|0;q=f[I+1864>>2]|0;r=f[I+1872>>2]|0;s=f[I+2088>>2]|0;t=f[I+2184>>2]|0;v=f[I+2192>>2]|0;w=f[I+2264>>2]|0;x=f[I+2488>>2]|0;d=f[I+2848>>2]|0;y=f[I+2968>>2]|0;z=f[I+2976>>2]|0;A=f[I+2984>>2]|0;B=f[I+3072>>2]|0;C=f[I+3176>>2]|0;G=f[I+3248>>2]|0;D=f[I+3252>>2]|0;H=+n[I+3252>>2];f[I+3248>>2]=0;f[I+3252>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 32:break b;case 33:break a}}c=1;d=C|0;if(c){c=0;switch(d|0){case 22:{K=4-h|0;u=I;return K|0}case 25:{K=20-h|0;u=I;return K|0}case 36:{f[I>>2]=69;f[I+4>>2]=p;C=(ABb(I+8|0,240056,I)|0)+1|0;Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,I+8|0,C);C=409;break a}case 39:{K=16-h|0;u=I;return K|0}case 48:{K=12-h|0;u=I;return K|0}case 52:{K=24-h|0;u=I;return K|0}case 58:{K=44-h|0;u=I;return K|0}case 60:{K=((q<<2)+44+(r*12|0)|0)-h|0;u=I;return K|0}case 66:{K=132-h|0;u=I;return K|0}case 72:{K=16-h|0;u=I;return K|0}case 74:{K=((s<<2)+16|0)-h|0;u=I;return K|0}case 80:{K=56-h|0;u=I;return K|0}case 87:{K=104-h|0;u=I;return K|0}case 95:break a;case 97:{K=16-h|0;u=I;return K|0}case 99:{K=((t<<2)+16+(v*12|0)|0)-h|0;u=I;return K|0}case 105:{K=16-h|0;u=I;return K|0}case 107:{K=w-h|0;u=I;return K|0}case 121:{vd();break}case 145:{K=24-h|0;u=I;return K|0}case 147:{K=((x<<2)+24|0)-h|0;u=I;return K|0}case 151:{K=32-h|0;u=I;return K|0}case 170:{K=36-h|0;u=I;return K|0}case 174:{K=68-h|0;u=I;return K|0}case 180:{K=72-h|0;u=I;return K|0}case 186:{K=48-h|0;u=I;return K|0}case 192:{K=16-h|0;u=I;return K|0}case 199:{K=24-h|0;u=I;return K|0}case 206:{K=28-h|0;u=I;return K|0}case 212:{K=28-h|0;u=I;return K|0}case 214:{K=j-h|0;u=I;return K|0}case 220:{K=12-h|0;u=I;return K|0}case 226:{K=8-h|0;u=I;return K|0}case 229:{K=44-h|0;u=I;return K|0}case 231:{K=(((z+y+A|0)*12|0)+44|0)-h|0;u=I;return K|0}case 237:{K=12-h|0;u=I;return K|0}case 239:{K=(B+12|0)-h|0;u=I;return K|0}case 245:{K=40-h|0;u=I;return K|0}case 247:{K=l-h|0;u=I;return K|0}default:c=1}}if(c)switch(d|0){case 257:{K=16-h|0;u=I;return K|0}case 259:{K=m-h|0;u=I;return K|0}case 272:{K=16-h|0;u=I;return K|0}case 274:{K=o-h|0;u=I;return K|0}case 291:{f[(I+8|0)>>2]=E;c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=E;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}if(!F){Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240171,43);C=409;break a}K=F-h|0;u=I;return K|0}case 299:{K=12-h|0;u=I;return K|0}case 306:{K=8-h|0;u=I;return K|0}case 316:{K=12-h|0;u=I;return K|0}case 326:{K=12-h|0;u=I;return K|0}case 331:{K=16-h|0;u=I;return K|0}case 337:{K=16-h|0;u=I;return K|0}case 343:{K=20-h|0;u=I;return K|0}case 363:{K=20-h|0;u=I;return K|0}case 373:{K=8-h|0;u=I;return K|0}case 381:{K=16-h|0;u=I;return K|0}case 393:{K=12-h|0;u=I;return K|0}case 402:{K=16-h|0;u=I;return K|0}case 406:{Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240241,33);C=409;break a}case 417:{u=I;return k|0}default:{}}}else i=1}if(i)if(1)C=409}if((C|0)==409){d=f[(a+96|0)>>2]|0;if(d|0){c=f[d>>2]|0;if((f[(d+4|0)>>2]|0)!=(c|0))f[(d+4|0)>>2]=c;f[(I+8|0)>>2]=d;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=d;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}}}f[(a+100|0)>>2]=0;f[(a+96|0)>>2]=0;K=0;u=I;return K|0}function vob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function wob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;j=o;n=a+164|0;e=b[n>>0]|0;if(!(e&64)){h=a+80|0;m=pob(h,a+20|0)|0;g=f[m+16>>2]|0;e=m+12|0;i=a+76|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[e>>2]|0,(g|0)==0?f[m+8>>2]|0:g,f[i>>2]|0);g=f[a+160>>2]|0;if((g|0)==-1)e=f[e>>2]|0;else{f[j>>2]=g;e=(pob(h,j)|0)+12|0;e=f[e>>2]|0}Lh[f[(f[d>>2]|0)+60>>2]&255](d,-2,e,f[i>>2]|0,3);e=b[n>>0]|64;b[n>>0]=e}m=c+4|0;if(e&8){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}if(f[m>>2]|0){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|8;e=f[a+88>>2]|0;if(e|0){k=a+76|0;l=a+100|0;do{g=e;j=f[g+16>>2]|0;c=g+12|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[c>>2]|0,(j|0)==0?f[g+8>>2]|0:j,f[k>>2]|0);g=f[g+48>>2]|0;if(g|0)do{j=g;i=j+8|0;h=f[i>>2]|0;i=Aob(l,i)|0;if(i)h=f[i+12>>2]|0;Lh[f[(f[d>>2]|0)+64>>2]&255](d,f[c>>2]|0,f[j+12>>2]|0,h,f[k>>2]|0);g=f[g>>2]|0}while((g|0)!=0);e=f[e>>2]|0}while((e|0)!=0)}g=a+120|0;e=f[g>>2]|0;j=a+124|0;h=f[j>>2]|0;if((e|0)!=(h|0)){do{l=f[e>>2]|0;xh[f[(f[d>>2]|0)+76>>2]&127](d,l,(f[e+4>>2]|0)-l|0);e=e+12|0}while((e|0)!=(h|0));i=f[g>>2]|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0))}e=b[n>>0]|0;if(e<<24>>24<=-1){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|-128;Fh[f[(f[d>>2]|0)+36>>2]&255](d,f[a+76>>2]|0,240214,27);a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}function xob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+48|0;k=x;v=pob(a+80|0,c)|0;r=v+20|0;w=d+8|0;c=k;i=d+8|0;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));s=d+4|0;j=f[s>>2]|0;l=ZPb(j|0,0,16)|0;l=WPb(j^61^l|0,I|0,9,0)|0;p=I;m=ZPb(l|0,p|0,4)|0;p=WPb(m^l|0,I^p|0,668265261,0)|0;l=I;l=ZPb(p|0,l|0,15)|0;p=l^p;l=v+24|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){a=0;t=17}else{i=m+-1|0;d=(i&m|0)==0;if(d)a=i&p;else if(m>>>0>p>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!c)t=17;else{if(d)while(1){c=f[c>>2]|0;if(!c){t=17;break a}q=f[c+4>>2]|0;if(!((q|0)==(p|0)|(q&i|0)==(a|0))){t=17;break a}if((f[c+8>>2]|0)==(j|0))break a}do{c=f[c>>2]|0;if(!c){t=17;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(a|0)){t=17;break a}}}while((f[c+8>>2]|0)!=(j|0))}}while(0);if((t|0)==17){q=pOb(60)|0;f[q+8>>2]=j;c=q+12|0;i=k;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));f[q+4>>2]=p;f[q>>2]=0;i=v+32|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[v+36>>2];do if(o|h*+(m>>>0)<g){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(g/h))>>>0;Nob(r,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){d=a;a=c&p;break}if(a>>>0>p>>>0){d=a;a=p}else{d=a;a=(p>>>0)%(a>>>0)|0}}else d=m;while(0);c=(f[r>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=v+28|0;f[q>>2]=f[a>>2];f[a>>2]=q;f[c>>2]=a;a=f[q>>2]|0;if(a|0){a=f[a+4>>2]|0;c=d+-1|0;if(!(c&d))a=a&c;else if(a>>>0>=d>>>0)a=(a>>>0)%(d>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;t=30}}else{f[q>>2]=f[a>>2];t=30}if((t|0)==30)f[a>>2]=q;f[i>>2]=(f[i>>2]|0)+1}if(!(b[v+60>>0]&1)){u=x;return}Fh[f[(f[e>>2]|0)+88>>2]&255](e,f[v+12>>2]|0,f[s>>2]|0,w);u=x;return}function yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;c=f[a>>2]|0;d=c;if((((f[k>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>214748364)vd();g=f[l>>2]|0;i=pOb(b*20|0)|0;h=i+(((g-c|0)/20|0)*20|0)|0;j=h;i=i+(b*20|0)|0;c=g;if((c|0)==(d|0)){e=j;h=g}else{e=j;b=h;do{g=b+-20|0;m=c;c=c+-20|0;f[g>>2]=0;h=b+-16|0;f[h>>2]=0;f[b+-12>>2]=0;f[g>>2]=f[c>>2];g=m+-16|0;f[h>>2]=f[g>>2];h=m+-12|0;f[b+-12>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-20|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((d|0)!=(g|0))do{c=d;d=d+-20|0;e=f[d>>2]|0;if(e|0){c=c+-16|0;b=f[c>>2]|0;if((b|0)!=(e|0))f[c>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function zob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[g+(h*20|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+12|0;b=f[c+4>>2]|0;g=g+(h*20|0)+12|0;f[g>>2]=f[c>>2];f[g+4>>2]=b;g=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{h=d+-20|0;m=c;c=c+-20|0;f[h>>2]=0;l=d+-16|0;f[l>>2]=0;f[d+-12>>2]=0;f[h>>2]=f[c>>2];h=m+-16|0;f[l>>2]=f[h>>2];l=m+-12|0;f[d+-12>>2]=f[l>>2];f[l>>2]=0;f[h>>2]=0;f[c>>2]=0;m=m+-8|0;h=f[m+4>>2]|0;l=d+-8|0;f[l>>2]=f[m>>2];f[l+4>>2]=h;d=e+-20|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-20|0;b=f[e>>2]|0;if(b|0){c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Bob(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;x=A+16|0;j=A+8|0;k=A+4|0;l=A;if(!d)z=f[a+76>>2]|0;else z=d;q=f[e>>2]|0;f[k>>2]=q;f[l>>2]=f[g>>2];f[j>>2]=f[k>>2];f[x>>2]=f[l>>2];y=oob(a,c,j,x)|0;t=a+8|0;w=f[t>>2]|0;f[t>>2]=w+1;t=y+40|0;k=ZPb(q|0,0,16)|0;k=WPb(q^61^k|0,I|0,9,0)|0;r=I;l=ZPb(k|0,r|0,4)|0;r=WPb(l^k|0,I^r|0,668265261,0)|0;k=I;k=ZPb(r|0,k|0,15)|0;r=k^r;k=y+44|0;l=f[k>>2]|0;p=(l|0)==0;a:do if(p){d=0;v=19}else{g=l+-1|0;j=(g&l|0)==0;if(j)d=g&r;else if(l>>>0>r>>>0)d=r;else d=(r>>>0)%(l>>>0)|0;e=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(!e)v=19;else{if(j)while(1){e=f[e>>2]|0;if(!e){v=19;break a}s=f[e+4>>2]|0;if(!((s|0)==(r|0)|(s&g|0)==(d|0))){v=19;break a}if((f[e+8>>2]|0)==(q|0))break a}do{e=f[e>>2]|0;if(!e){v=19;break a}j=f[e+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(d|0)){v=19;break a}}}while((f[e+8>>2]|0)!=(q|0))}}while(0);if((v|0)==19){s=pOb(16)|0;f[s+8>>2]=q;f[s+12>>2]=w;f[s+4>>2]=r;f[s>>2]=0;g=y+52|0;m=+(((f[g>>2]|0)+1|0)>>>0);o=+n[y+56>>2];do if(p|o*+(l>>>0)<m){d=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(m/o))>>>0;Iob(t,d>>>0<e>>>0?e:d);d=f[k>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&r;break}if(d>>>0>r>>>0){j=d;d=r}else{j=d;d=(r>>>0)%(d>>>0)|0}}else j=l;while(0);e=(f[t>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=y+48|0;f[s>>2]=f[d>>2];f[d>>2]=s;f[e>>2]=d;d=f[s>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;v=32}}else{f[s>>2]=f[d>>2];v=32}if((v|0)==32)f[d>>2]=s;f[g>>2]=(f[g>>2]|0)+1}d=Lob(y+20|0,h)|0;if(!d)e=Lob((pob(a+80|0,a+20|0)|0)+20|0,h)|0;else e=d;j=a+164|0;d=b[j>>0]|0;do if(!(d&4))if(!(f[h>>2]|0))v=44;else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,e+12|0);v=42}else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;if(!(f[h>>2]|0)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,a+28|0);v=42;break}else{Mob(e+12|0,a+28|0,x);Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,x);v=42;break}}while(0);if((v|0)==42)if(!d){d=b[j>>0]|0;v=44}if((v|0)==44)if(!(d&2)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,0,41956);b[j>>0]=b[j>>0]|2;d=0}else d=0;g=y+12|0;Th[f[(f[c>>2]|0)+148>>2]&127](c,z,w,f[g>>2]|0,d,i);j=y+60|0;d=b[j>>0]|0;if(d&1){u=A;return}e=f[y+28>>2]|0;if(e){d=e;do{i=d;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[g>>2]|0,f[i+8>>2]|0,i+12|0);d=f[d>>2]|0}while((d|0)!=0);d=b[j>>0]|0}b[j>>0]=d|1;u=A;return}function Cob(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;g=f[d>>2]|0;if((e-g|0)>>>0<48){e=0;return e|0}g=(f[c>>2]|0)+g|0;if((f[g>>2]|0)!=79){e=0;return e|0}f[b+8>>2]=f[g+4>>2];f[b+12>>2]=f[g+8>>2];k=g+16|0;h=f[k+4>>2]|0;j=b;f[j>>2]=f[k>>2];f[j+4>>2]=h;j=g+24|0;h=b+16|0;f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];h=g+36|0;j=b+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[d>>2]=(f[d>>2]|0)+48;j=g+12|0;h=f[j>>2]|0;if(!h){e=1;return e|0}k=b+40|0;i=f[k>>2]|0;g=((f[b+44>>2]|0)-i|0)/56|0;if(h>>>0>g>>>0)Kob(k,h-g|0);else if(h>>>0<g>>>0)Dob(k,i+(h*56|0)|0);if(!(f[j>>2]|0)){e=1;return e|0}g=0;do{Cob(a,(f[k>>2]|0)+(g*56|0)|0,c,d,e)|0;g=g+1|0}while(g>>>0<(f[j>>2]|0)>>>0);g=1;return g|0}function Dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+4|0;a=f[e>>2]|0;if((a|0)==(b|0))return;else c=a;while(1){a=c+-56|0;f[e>>2]=a;c=c+-16|0;d=f[c>>2]|0;if(d){Dob(c,d);sOb(f[c>>2]|0);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}return}function Eob(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+100|0;k=ZPb(c|0,0,16)|0;k=WPb(c^61^k|0,I|0,9,0)|0;o=I;l=ZPb(k|0,o|0,4)|0;o=WPb(l^k|0,I^o|0,668265261,0)|0;k=I;k=ZPb(o|0,k|0,15)|0;o=k^o;k=a+104|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{j=l+-1|0;g=(j&l|0)==0;if(g)b=j&o;else if(l>>>0>o>>>0)b=o;else b=(o>>>0)%(l>>>0)|0;e=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(e){if(g){do{e=f[e>>2]|0;if(!e)break a;p=f[e+4>>2]|0;if(!((p|0)==(o|0)|(p&j|0)==(b|0)))break a}while((f[e+8>>2]|0)!=(c|0));return}do{e=f[e>>2]|0;if(!e)break a;g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(b|0))break a}}while((f[e+8>>2]|0)!=(c|0));return}}while(0);p=pOb(16)|0;f[p+8>>2]=c;f[p+12>>2]=d;f[p+4>>2]=o;f[p>>2]=0;j=a+112|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+116>>2];do if(m|i*+(l>>>0)<h){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(h/i))>>>0;Iob(q,b>>>0<e>>>0?e:b);b=f[k>>2]|0;e=b+-1|0;if(!(e&b)){g=b;b=e&o;break}if(b>>>0>o>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);e=(f[q>>2]|0)+(b<<2)|0;b=f[e>>2]|0;if(!b){b=a+108|0;f[p>>2]=f[b>>2];f[b>>2]=p;f[e>>2]=b;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[q>>2]|0)+(b<<2)|0;r=30}}else{f[p>>2]=f[b>>2];r=30}if((r|0)==30)f[b>>2]=p;f[j>>2]=(f[j>>2]|0)+1;return}function Fob(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;c=t;r=a+80|0;f[c>>2]=d;c=pob(r,c)|0;if(c|0){d=c;d=d+16|0;f[d>>2]=e;u=t;return}l=f[a>>2]|0;f[a>>2]=l+-1;m=ZPb(d|0,0,16)|0;m=WPb(d^61^m|0,I|0,9,0)|0;q=I;o=ZPb(m|0,q|0,4)|0;q=WPb(o^m|0,I^q|0,668265261,0)|0;m=I;m=ZPb(q|0,m|0,15)|0;q=m^q;m=a+84|0;o=f[m>>2]|0;p=(o|0)==0;a:do if(p){g=0;s=18}else{k=o+-1|0;h=(k&o|0)==0;if(h)g=k&q;else if(o>>>0>q>>>0)g=q;else g=(q>>>0)%(o>>>0)|0;c=f[(f[r>>2]|0)+(g<<2)>>2]|0;if(!c)s=18;else{if(h)while(1){c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if(!((h|0)==(q|0)|(h&k|0)==(g|0))){s=18;break a}if((f[c+8>>2]|0)==(d|0))break a}do{c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(g|0)){s=18;break a}}}while((f[c+8>>2]|0)!=(d|0))}}while(0);if((s|0)==18){c=pOb(64)|0;f[c+8>>2]=d;f[c+12>>2]=l;l=c+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[c+36>>2]=1.0;l=c+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[c+56>>2]=1.0;b[c+60>>0]=0;f[c+4>>2]=q;f[c>>2]=0;l=a+92|0;i=+(((f[l>>2]|0)+1|0)>>>0);j=+n[a+96>>2];do if(p|j*+(o>>>0)<i){g=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;h=~~+W(+(i/j))>>>0;qob(r,g>>>0<h>>>0?h:g);g=f[m>>2]|0;h=g+-1|0;if(!(h&g)){k=g;g=h&q;break}if(g>>>0>q>>>0){k=g;g=q}else{k=g;g=(q>>>0)%(g>>>0)|0}}else k=o;while(0);h=(f[r>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){g=a+88|0;f[c>>2]=f[g>>2];f[g>>2]=c;f[h>>2]=g;g=f[c>>2]|0;if(g|0){g=f[g+4>>2]|0;h=k+-1|0;if(!(h&k))g=g&h;else if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;g=(f[r>>2]|0)+(g<<2)|0;s=31}}else{f[c>>2]=f[g>>2];s=31}if((s|0)==31)f[g>>2]=c;f[l>>2]=(f[l>>2]|0)+1}g=a+20|0;if((f[g>>2]|0)!=-1){d=c;d=d+16|0;f[d>>2]=e;u=t;return}f[g>>2]=d;d=(pob(a+80|0,g)|0)+12|0;f[a+24>>2]=f[d>>2];d=c;d=d+16|0;f[d>>2]=e;u=t;return}function Gob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;e=m;if(b[a+164>>0]&8){xh[f[(f[d>>2]|0)+76>>2]&127](d,c+8|0,f[c+4>>2]|0);u=m;return}f[e>>2]=0;g=e+4|0;f[g>>2]=0;f[e+8>>2]=0;l=a+124|0;d=f[l>>2]|0;if(d>>>0<(f[a+128>>2]|0)>>>0){f[d>>2]=0;k=d+4|0;f[k>>2]=0;f[d+8>>2]=0;f[d>>2]=f[e>>2];f[k>>2]=f[g>>2];k=e+8|0;f[d+8>>2]=f[k>>2];f[k>>2]=0;f[g>>2]=0;f[e>>2]=0;f[l>>2]=(f[l>>2]|0)+12}else{Hob(a+120|0,e);d=f[e>>2]|0;if(d|0){if((f[g>>2]|0)!=(d|0))f[g>>2]=d;sOb(d)}}a=f[l>>2]|0;e=a+-12|0;i=c+4|0;d=f[i>>2]|0;j=a+-8|0;k=f[j>>2]|0;h=f[e>>2]|0;g=k-h|0;if(d>>>0>g>>>0){AWa(e,d-g|0);a=f[l>>2]|0;d=f[i>>2]|0}else if(d>>>0<g>>>0){e=h+d|0;if((e|0)!=(k|0))f[j>>2]=e}bQb(f[a+-12>>2]|0,c+8|0,d|0)|0;u=m;return}function Hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;h=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;g=b;d=b}else{do{l=d+-12|0;g=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=g+-8|0;f[m>>2]=f[l>>2];g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;g=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=h;f[k>>2]=i;b=g;if((d|0)!=(b|0))do{c=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){c=c+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}}while((d|0)!=(b|0));if(!g)return;sOb(g);return}function Iob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Job(a,b);return}function Job(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Kob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+8|0;g=f[m>>2]|0;n=a+4|0;c=f[n>>2]|0;if(((g-c|0)/56|0)>>>0>=b>>>0){do{f[c+40>>2]=0;f[c+44>>2]=0;f[c+48>>2]=0;c=(f[n>>2]|0)+56|0;f[n>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/56|0;c=e+b|0;if(c>>>0>76695844)AMb(a);k=(g-d|0)/56|0;l=k<<1;c=k>>>0<38347922?(l>>>0<c>>>0?c:l):76695844;do if(!c)h=0;else if(c>>>0>76695844)vd();else{h=pOb(c*56|0)|0;break}while(0);g=h+(e*56|0)|0;e=h+(c*56|0)|0;c=b;d=g;while(1){f[d+40>>2]=0;f[d+44>>2]=0;f[d+48>>2]=0;c=c+-1|0;if(!c)break;else d=d+56|0}d=g;l=g+(b*56|0)|0;k=f[a>>2]|0;c=f[n>>2]|0;if((c|0)==(k|0)){b=d;g=k;c=k}else{b=d;do{d=c;c=c+-56|0;h=g+-56|0;i=c;j=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));i=g+-16|0;j=d+-16|0;f[i>>2]=0;h=g+-12|0;f[h>>2]=0;f[g+-8>>2]=0;f[i>>2]=f[j>>2];i=d+-12|0;f[h>>2]=f[i>>2];h=d+-8|0;f[g+-8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;g=b+-56|0;b=g}while((c|0)!=(k|0));g=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=b;f[n>>2]=l;f[m>>2]=e;e=g;if((c|0)!=(e|0))do{b=c+-16|0;c=c+-56|0;d=f[b>>2]|0;if(d|0){Dob(b,d);sOb(f[b>>2]|0)}}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Lob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Mob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;f=a+4|0;m=b+12|0;h=a+8|0;l=b+24|0;n[c>>2]=+n[a>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];k=b+4|0;j=b+16|0;i=b+28|0;n[c+4>>2]=+n[a>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];g=b+8|0;e=b+20|0;d=b+32|0;n[c+8>>2]=+n[a>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+12|0;f=a+16|0;o=a+20|0;n[c+12>>2]=+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[o>>2]*+n[l>>2];n[c+16>>2]=+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[o>>2]*+n[i>>2];n[c+20>>2]=+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[o>>2]*+n[d>>2];o=a+24|0;f=a+28|0;h=a+32|0;n[c+24>>2]=+n[o>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];n[c+28>>2]=+n[o>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];n[c+32>>2]=+n[o>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+36|0;f=a+40|0;a=a+44|0;n[c+36>>2]=+n[b+36>>2]+(+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[a>>2]*+n[l>>2]);n[c+40>>2]=+n[b+40>>2]+(+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[a>>2]*+n[i>>2]);n[c+44>>2]=+n[b+44>>2]+(+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[a>>2]*+n[d>>2]);return}function Nob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Oob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Oob(a,b);return}function Oob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=pOb(120)|0;h=d&1;f[i>>2]=c;d=i+108|0;f[i+112>>2]=0;c=i+116|0;e=i+4|0;g=e+100|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));b[c>>0]=h;f[d>>2]=-1;f[a>>2]=i;return}function Qob(a){a=a|0;var b=0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;Rob(b);sOb(b);return}function Rob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;b=a+96|0;c=f[b>>2]|0;if(c|0){d=f[c>>2]|0;if(d|0){e=c+4|0;if((f[e>>2]|0)!=(d|0))f[e>>2]=d;sOb(d)}sOb(c);f[b>>2]=0}o=a+16|0;mOb(o);n=a+4|0;b=f[n>>2]|0;q=a+8|0;g=f[q>>2]|0;if((b|0)!=(g|0)){do{d=f[b>>2]|0;if(d|0){e=f[d>>2]|0;if(e|0){c=d+4|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}sOb(d)}b=b+4|0}while((b|0)!=(g|0));b=f[n>>2]|0;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2)}nOb(o);Sob(a);m=a+112|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);lOb(a+68|0);l=a+48|0;b=f[l>>2]|0;k=a+60|0;c=f[k>>2]|0;e=b+(c>>>10<<2)|0;m=a+52|0;d=f[m>>2]|0;i=d;j=b;if((d|0)==(b|0)){c=0;g=0;h=a+64|0}else{h=a+64|0;g=(f[h>>2]|0)+c|0;c=(f[e>>2]|0)+((c&1023)<<2)|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0}a:while(1){do{if((g|0)==(c|0))break a;c=c+4|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[h>>2]=0;c=i-j>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[m>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=512;p=25;break}case 2:{c=1024;p=25;break}default:{}}if((p|0)==25)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[a+44>>2]|0;if(b|0)sOb(b);lOb(o);b=f[n>>2]|0;if(!b)return;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);return}function Sob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+68|0;mOb(k);h=a+64|0;b=f[h>>2]|0;if(!b){nOb(k);return}j=a+48|0;c=f[j>>2]|0;l=a+60|0;d=f[l>>2]|0;e=c+(d>>>10<<2)|0;i=a+52|0;if((f[i>>2]|0)==(c|0)){g=0;a=0}else{g=d+b|0;g=(f[c+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[e>>2]|0)+((d&1023)<<2)|0}a:while(1){do{if((g|0)==(a|0))break a;b=f[a>>2]|0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(b)}a=a+4|0}while((a-(f[e>>2]|0)|0)!=4096);a=e+4|0;e=a;a=f[a>>2]|0}b=f[j>>2]|0;a=f[l>>2]|0;c=b+(a>>>10<<2)|0;g=f[i>>2]|0;d=g;e=b;if((g|0)==(b|0)){g=0;a=0}else{g=(f[h>>2]|0)+a|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[c>>2]|0)+((a&1023)<<2)|0}b:while(1){do{if((g|0)==(a|0))break b;a=a+4|0}while((a-(f[c>>2]|0)|0)!=4096);a=c+4|0;c=a;a=f[a>>2]|0}f[h>>2]=0;a=d-e>>2;if(a>>>0>2)do{sOb(f[b>>2]|0);b=(f[j>>2]|0)+4|0;f[j>>2]=b;a=(f[i>>2]|0)-b>>2}while(a>>>0>2);switch(a|0){case 1:{a=512;break}case 2:{a=1024;break}default:{nOb(k);return}}f[l>>2]=a;nOb(k);return}function Tob(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;a=d+16|0;mOb(a);b=d+8|0;c=f[b>>2]|0;if((f[d+4>>2]|0)==(c|0)){nOb(a);d=pOb(12)|0;c=pOb(16384)|0;b=c;f[d>>2]=b;f[d+4>>2]=b;f[d+8>>2]=c+16384;return d|0}else{c=c+-4|0;d=f[c>>2]|0;f[b>>2]=c;nOb(a);return d|0}return 0}function Uob(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=f[a>>2]|0;if(!(b[h+116>>0]|0)){c=uob(h,c)|0;return c|0}k=h+68|0;mOb(k);i=h+48|0;a=f[i>>2]|0;l=(f[h+52>>2]|0)-a|0;e=h+60|0;g=f[e>>2]|0;j=h+64|0;d=f[j>>2]|0;if((((l|0)==0?0:(l<<8)+-1|0)|0)==(d+g|0)){Vob(h+44|0);g=f[e>>2]|0;d=f[j>>2]|0;a=f[i>>2]|0}l=d+g|0;f[(f[a+(l>>>10<<2)>>2]|0)+((l&1023)<<2)>>2]=c;f[j>>2]=d+1;nOb(k);l=0;return l|0}function Vob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>1023){f[b>>2]=c+-1024;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;Wob(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;Xob(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;Yob(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function Wob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function Xob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Zob(a){a=a|0;_ob(f[a>>2]|0);return}function _ob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+112|0;d=f[c>>2]|0;if(!d){d=pOb(8)|0;f[d>>2]=41948;e=pOb(168)|0;f[e>>2]=536870910;f[e+4>>2]=536870910;f[e+8>>2]=268435457;h=e+12|0;g=e+80|0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+96>>2]=1.0;g=e+100|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+116>>2]=1.0;f[e+120>>2]=0;f[e+124>>2]=0;f[e+128>>2]=0;f[e+156>>2]=0;f[e+160>>2]=-1;b[e+164>>0]=0;n[e+132>>2]=3402823466385288598117041.0e14;n[e+136>>2]=3402823466385288598117041.0e14;n[e+140>>2]=3402823466385288598117041.0e14;n[e+144>>2]=-3402823466385288598117041.0e14;n[e+148>>2]=-3402823466385288598117041.0e14;n[e+152>>2]=-3402823466385288598117041.0e14;f[d+4>>2]=e;f[c>>2]=d}e=f[a>>2]|0;c=f[d+4>>2]|0;d=c+164|0;if(b[d>>0]&32)return;Lh[f[(f[e>>2]|0)+8>>2]&255](e,68,69,-2,0);a=b[d>>0]|0;if(a<<24>>24>-1){b[d>>0]=a|-128;Fh[f[(f[e>>2]|0)+36>>2]&255](e,f[c+76>>2]|0,240214,27)}oh[f[(f[e>>2]|0)+12>>2]&1023](e,0);b[d>>0]=b[d>>0]|32;return}function $ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;a=(f[a>>2]|0)+112|0;e=f[a>>2]|0;if(e|0){e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}e=pOb(8)|0;f[e>>2]=41948;g=pOb(168)|0;f[g>>2]=536870910;f[g+4>>2]=536870910;f[g+8>>2]=268435457;i=g+12|0;h=g+80|0;f[i>>2]=-1;f[i+4>>2]=-1;f[i+8>>2]=-1;f[i+12>>2]=-1;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+96>>2]=1.0;h=g+100|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+116>>2]=1.0;f[g+120>>2]=0;f[g+124>>2]=0;f[g+128>>2]=0;f[g+156>>2]=0;f[g+160>>2]=-1;b[g+164>>0]=0;n[g+132>>2]=3402823466385288598117041.0e14;n[g+136>>2]=3402823466385288598117041.0e14;n[g+140>>2]=3402823466385288598117041.0e14;n[g+144>>2]=-3402823466385288598117041.0e14;n[g+148>>2]=-3402823466385288598117041.0e14;n[g+152>>2]=-3402823466385288598117041.0e14;f[e+4>>2]=g;f[a>>2]=e;e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}function apb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+80|0;r=a+92|0;if(!(f[r>>2]|0)){h=a+84|0;g=h;o=q;h=f[h>>2]|0}else{g=a+88|0;nob(q,f[g>>2]|0);f[g>>2]=0;g=a+84|0;h=f[g>>2]|0;if(h|0){e=0;do{f[(f[q>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(h|0))}f[r>>2]=0;o=q}m=(h|0)==0;a:do if(m){e=0;p=23}else{l=h+-1|0;j=(l&h|0)==0;if(j)e=l&-156451835;else if(h>>>0>4138515461)e=-156451835;else e=4138515461%(h>>>0)|0;i=f[(f[q>>2]|0)+(e<<2)>>2]|0;if(!i)p=23;else{if(j)while(1){i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if(!((j|0)==-156451835|(j&l|0)==(e|0))){p=23;break a}if((f[i+8>>2]|0)==-2)break a}do{i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if((j|0)!=-156451835){if(j>>>0>=h>>>0)j=(j>>>0)%(h>>>0)|0;if((j|0)!=(e|0)){p=23;break a}}}while((f[i+8>>2]|0)!=-2)}}while(0);if((p|0)==23){i=pOb(64)|0;f[i+8>>2]=-2;f[i+12>>2]=-2;l=i+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[i+36>>2]=1.0;l=i+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[i+56>>2]=1.0;b[i+60>>0]=0;f[i+4>>2]=-156451835;f[i>>2]=0;k=+n[a+96>>2];do if(m|k*+(h>>>0)<1.0){e=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;m=~~+W(+(1.0/k))>>>0;qob(o,e>>>0<m>>>0?m:e);e=f[g>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&-156451835;break}if(e>>>0>4138515461){h=e;e=-156451835}else{h=e;e=4138515461%(e>>>0)|0}}while(0);g=(f[q>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+88|0;f[i>>2]=f[e>>2];f[e>>2]=i;f[g>>2]=e;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[q>>2]|0)+(e<<2)|0;p=36}}else{f[i>>2]=f[e>>2];p=36}if((p|0)==36)f[e>>2]=i;f[r>>2]=(f[r>>2]|0)+1}i=a+112|0;if(f[i>>2]|0){g=a+108|0;e=f[g>>2]|0;if(e|0)do{r=e;e=f[e>>2]|0;sOb(r)}while((e|0)!=0);f[g>>2]=0;g=f[a+104>>2]|0;if(g|0){h=a+100|0;e=0;do{f[(f[h>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[i>>2]=0}i=f[a+120>>2]|0;j=a+124|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0));h=a+164|0;i=b[h>>0]&34;b[h>>0]=i;f[a+160>>2]=-1;if(!d){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}if(!(zBb(42004,d,48)|0)){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}j=a+28|0;e=d;g=j+48|0;do{f[j>>2]=f[e>>2];j=j+4|0;e=e+4|0}while((j|0)<(g|0));b[h>>0]=i|4;d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}function bpb(a){a=a|0;var b=0,c=0,d=0,e=0;d=u;u=u+16|0;c=d;b=f[a>>2]|0;a=b+68|0;mOb(a);b=b+64|0;e=(f[b>>2]|0)==0;nOb(a);if(e){u=d;return}do{e=c;f[e>>2]=1e6;f[e+4>>2]=0;dPb(c);mOb(a);e=(f[b>>2]|0)==0;nOb(a)}while(!e);u=d;return}function cpb(a){a=a|0;var c=0,d=0,e=0,g=0;a=(f[a>>2]|0)+112|0;c=f[a>>2]|0;if(c|0){a=c;a=a+4|0;a=f[a>>2]|0;a=a+8|0;c=f[a>>2]|0;d=c+1|0;f[a>>2]=d;return c|0}c=pOb(8)|0;f[c>>2]=41948;d=pOb(168)|0;f[d>>2]=536870910;f[d+4>>2]=536870910;f[d+8>>2]=268435457;g=d+12|0;e=d+80|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[g+12>>2]=-1;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+96>>2]=1.0;e=d+100|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+116>>2]=1.0;f[d+120>>2]=0;f[d+124>>2]=0;f[d+128>>2]=0;f[d+156>>2]=0;f[d+160>>2]=-1;b[d+164>>0]=0;n[d+132>>2]=3402823466385288598117041.0e14;n[d+136>>2]=3402823466385288598117041.0e14;n[d+140>>2]=3402823466385288598117041.0e14;n[d+144>>2]=-3402823466385288598117041.0e14;n[d+148>>2]=-3402823466385288598117041.0e14;n[d+152>>2]=-3402823466385288598117041.0e14;f[c+4>>2]=d;f[a>>2]=c;c=c+4|0;c=f[c>>2]|0;c=c+8|0;d=f[c>>2]|0;a=d+1|0;f[c>>2]=a;return d|0}function dpb(a){a=a|0;return f[(f[a>>2]|0)+112>>2]|0}function epb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0;l=c;k=f[l+4>>2]|0;c=a;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[a+8>>2]=b;c=a+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[a+24>>2]=c;f[a+32>>2]=c+40;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;b=c+20|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a+28>>2]=c+40;f[a+36>>2]=0;f[a+40>>2]=g;j=+n[d>>2]*.5+ +n[e>>2]*.5;n[a+44>>2]=j;c=d+4|0;i=+n[c>>2]*.5+ +n[e+4>>2]*.5;n[a+48>>2]=i;g=d+8|0;h=+n[g>>2]*.5+ +n[e+8>>2]*.5;n[a+52>>2]=h;j=j-+n[d>>2];n[a+56>>2]=j;i=i-+n[c>>2];n[a+60>>2]=i;h=h-+n[g>>2];n[a+64>>2]=h;n[a+68>>2]=j*j+(i*i+h*h);return}function fpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=b;c=f[e+4>>2]|0;d=a;f[d>>2]=f[e>>2];f[d+4>>2]=c;f[a+8>>2]=f[b+8>>2];d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=b+36|0;c=f[d>>2]|0;f[d>>2]=0;f[a+36>>2]=c;f[a+40>>2]=f[b+40>>2];f[a+44>>2]=f[b+44>>2];f[a+48>>2]=f[b+48>>2];f[a+52>>2]=f[b+52>>2];f[a+56>>2]=f[b+56>>2];f[a+60>>2]=f[b+60>>2];f[a+64>>2]=f[b+64>>2];f[a+68>>2]=f[b+68>>2];return}function gpb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+96|0;C=D+64|0;r=D+68|0;q=D;f[C>>2]=c;qJa(c,a,r);p=f[c+4>>2]|0;B=a+40|0;do if(!((f[B>>2]|0)==0|g^1)){if(!e)if(b[(f[p+44>>2]|0)+148>>0]&1)break;if(!(Dpb()|0)){l=p+44|0;m=f[l>>2]|0;c=f[m+52>>2]|0;y=r+16|0;f[y>>2]=c;g=(f[m+28>>2]|0)==0;do if(!(f[m+24>>2]|0)){h=(f[m+32>>2]|0)==0;if(!g){if(!h){A=20;break}c=c|2097152;f[y>>2]=c;A=20;break}if(!h){c=c|4194304;f[y>>2]=c;A=20;break}c=f[a+24>>2]|0;g=c+8|0;h=f[g>>2]|0;if((h|0)==(f[c+12>>2]|0)){rcb(c+4|0,C);break}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;break}}else if(g)if(!(f[m+32>>2]|0)){c=c|1048576;f[y>>2]=c;A=20}else A=20;else A=20;while(0);do if((A|0)==20){if(ALa(m+68|0)|0)if(!(f[(f[l>>2]|0)+52>>2]&131072))if(!(Pg[f[(f[p>>2]|0)+8>>2]&1023](p)|0)){z=(f[l>>2]|0)+148|0;b[z>>0]=b[z>>0]|1;iJa(q,f[C>>2]|0);t=+n[q>>2];v=+n[q+20>>2];x=+n[q+40>>2];w=+n[q+36>>2];i=+n[q+24>>2];j=+n[q+16>>2];k=+n[q+4>>2];o=+n[q+8>>2];s=+n[q+32>>2];if(s*(i*k-v*o)+(t*(v*x-w*i)-j*(x*k-w*o))<0.0){c=c|262144;f[y>>2]=c}t=t*t+(k*k+o*o);o=j*j+(v*v+i*i);i=s*s+(w*w+x*x);j=(t+0.0+o+i)*.3333333432674408;k=j*9.999999747378752e-05;if(+K(+(t-j))>k)A=33;else if(+K(+(o-j))>k)A=33;else if(+K(+(i-j))>k)A=33;if((A|0)==33)f[y>>2]=c|524288;g=f[C>>2]|0;f[r>>2]=f[g+36>>2];f[r+4>>2]=f[g+44>>2];f[r+8>>2]=f[g+52>>2];f[r+12>>2]=f[g+108>>2];g=a+36|0;c=f[g>>2]|0;if(!c){c=pOb(20)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;f[g>>2]=c}r=ipb(c,r)|0;z=ihb()|0;z=z>>>((f[y>>2]|0)>>>19&1);q=a+24|0;if(!(f[r>>2]|0)){c=a+28|0;g=f[c>>2]|0;f[r>>2]=(g-(f[q>>2]|0)|0)/20|0;if((f[a+32>>2]|0)>>>0>g>>>0){y=g;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;y=(f[c>>2]|0)+20|0;f[c>>2]=y;c=y}else{jpb(q);c=f[c>>2]|0}l=c+-16|0;m=c+-8|0;p=f[l>>2]|0;if((f[m>>2]|0)-p>>2>>>0<z>>>0){c=c+-12|0;if(z>>>0>1073741823)vd();g=(f[c>>2]|0)-p|0;h=pOb(z<<2)|0;if((g|0)>0)bQb(h|0,p|0,g|0)|0;f[l>>2]=h;f[c>>2]=h+(g>>2<<2);f[m>>2]=h+(z<<2);if(p|0)sOb(p)}}h=f[r>>2]|0;g=f[a+24>>2]|0;y=f[(f[(f[(f[C>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;if((f[g+(h*20|0)+8>>2]|0)-(f[g+(h*20|0)+4>>2]|0)>>2>>>0<z>>>0){c=r+4|0;if(((f[c>>2]|0)+y|0)>>>0>65536)A=50;else h=g+(h*20|0)|0}else{c=r+4|0;A=50}do if((A|0)==50){kpb(a,d,h);g=a+28|0;h=f[g>>2]|0;f[r>>2]=(h-(f[q>>2]|0)|0)/20|0;f[c>>2]=0;if((f[a+32>>2]|0)>>>0>h>>>0){A=h;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;A=(f[g>>2]|0)+20|0;f[g>>2]=A;g=A}else{jpb(q);g=f[g>>2]|0}h=g+-20|0;p=g+-16|0;q=g+-8|0;r=f[p>>2]|0;if((f[q>>2]|0)-r>>2>>>0<z>>>0){g=g+-12|0;if(z>>>0>1073741823)vd();l=(f[g>>2]|0)-r|0;m=pOb(z<<2)|0;if((l|0)>0)bQb(m|0,r|0,l|0)|0;f[p>>2]=m;f[g>>2]=m+(l>>2<<2);f[q>>2]=m+(z<<2);if(!r)break;sOb(r)}}while(0);f[c>>2]=(f[c>>2]|0)+y;c=h+8|0;g=f[c>>2]|0;if((g|0)==(f[h+12>>2]|0))rcb(h+4|0,C);else{f[g>>2]=f[C>>2];f[c>>2]=(f[c>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(C|0)break;hpb(a,d,e);break}c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0))rcb(c+24|0,C);else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(!C)hpb(a,d,e)}while(0);u=D;return}}while(0);c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0)){rcb(c+24|0,C);u=D;return}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;u=D;return}}function hpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+24|0;g=f[l>>2]|0;h=g+4|0;m=f[h>>2]|0;i=g+8|0;k=f[i>>2]|0;d=m;e=k;if((m|0)!=(k|0)){f[h>>2]=0;f[i>>2]=0;h=g+12|0;k=f[h>>2]|0;f[h>>2]=0;h=e-d>>2;a:do if(h){g=0;do{while(1){i=m+(g<<2)|0;j=f[i>>2]|0;n=f[(f[j+4>>2]|0)+44>>2]|0;if((f[n+32>>2]|0)!=(0-((f[n+24>>2]|0)+(f[n+28>>2]|0))|0))break;g=g+1|0;if(g>>>0>=h>>>0)break a}gpb(a,j,b,c,1);e=e+-4|0;h=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=h;h=e-d>>2}while(g>>>0<h>>>0)}while(0);if((m|0)!=(e|0)){m=f[l>>2]|0;l=m+4|0;n=f[l>>2]|0;f[l>>2]=d;f[m+8>>2]=e;f[m+12>>2]=k;d=n}if(d|0)sOb(d)}if(f[a+40>>2]|0)return;g=a+36|0;e=f[g>>2]|0;if(!e)return;d=f[e+8>>2]|0;if(!d)f[g>>2]=0;else{do{kpb(a,b,f[d+28>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(!d)return;else e=d}d=f[e+8>>2]|0;if(d|0)do{n=d;d=f[d>>2]|0;sOb(n)}while((d|0)!=0);d=f[e>>2]|0;f[e>>2]=0;if(d|0)sOb(d);sOb(e);return}function ipb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;k=f[b>>2]|0;s=X(k,1540483477)|0;s=(X(s>>>24^s,1540483477)|0)^1866966612;s=X(s>>>13^s,1540483477)|0;s=s>>>15^s;l=f[b+4>>2]|0;m=X(l,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;s=(s<<6)+-1640531527+(s>>>2)+(m>>>15^m)^s;m=f[b+8>>2]|0;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;s=(o>>>15^o)+-1640531527+(s<<6)+(s>>>2)^s;o=f[b+12>>2]|0;j=X(o,1540483477)|0;j=(X(j>>>24^j,1540483477)|0)^1866966612;j=X(j>>>13^j,1540483477)|0;s=(j>>>15^j)+-1640531527+(s<<6)+(s>>>2)^s;j=f[b+16>>2]|0;s=j+-1640531527+(s<<6)+(s>>>2)^s;q=a+4|0;h=f[q>>2]|0;r=(h|0)==0;a:do if(r)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)p=s&i;else if(s>>>0<h>>>0)p=s;else p=(s>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)c=p;else{c=f[c>>2]|0;if(!c)c=p;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(s|0)|(d&i|0)==(p|0))){c=p;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(s|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(p|0)){c=p;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}}}while(0);j=pOb(36)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[i+12>>2]=f[b+12>>2];f[i+16>>2]=f[b+16>>2];f[j+28>>2]=0;f[j+32>>2]=0;f[j+4>>2]=s;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(r|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;upb(a,c>>>0<d>>>0?d:c);c=f[q>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&s;break}if(s>>>0<c>>>0){h=c;c=s}else{h=c;c=(s>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;t=39}}else{f[j>>2]=f[c>>2];t=39}if((t|0)==39)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+28|0;return a|0}function jpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;j=f[k>>2]|0;c=f[a>>2]|0;h=(j-c|0)/20|0;d=h+1|0;b=c;e=j;if(d>>>0>214748364)AMb(a);l=a+8|0;c=((f[l>>2]|0)-c|0)/20|0;g=c<<1;g=c>>>0<107374182?(g>>>0<d>>>0?d:g):214748364;do if(!g)i=0;else if(g>>>0>214748364)vd();else{i=pOb(g*20|0)|0;break}while(0);c=i+(h*20|0)|0;d=c;g=i+(g*20|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;h=c+20|0;if((e|0)==(b|0))e=j;else{do{j=e;e=e+-20|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-20>>2]=m;m=c+-16|0;i=j+-16|0;f[m>>2]=0;n=c+-12|0;f[n>>2]=0;f[c+-8>>2]=0;f[m>>2]=f[i>>2];m=j+-12|0;f[n>>2]=f[m>>2];n=j+-8|0;f[c+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[i>>2]=0;f[c+-4>>2]=f[j+-4>>2];c=d+-20|0;d=c}while((e|0)!=(b|0));e=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=g;c=e;if((b|0)!=(c|0))do{b=b+-20|0;UFa(b)}while((b|0)!=(c|0));if(!e)return;sOb(e);return}function kpb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}j=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0)hOb(i);h=f[64717]|0;g=f[64716]|0;k=h-g|0;c=f[64719]|0;e=f[64720]|0;if((((k|0)==0?0:(k<<6)+-1|0)|0)==(e+c|0)){lpb(258860);c=f[64719]|0;e=f[64720]|0;h=f[64717]|0;g=f[64716]|0}c=e+c|0;if((h|0)==(g|0))c=0;else c=(f[g+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=j;f[c+4>>2]=i;f[c+8>>2]=a;f[c+12>>2]=d;f[64720]=(f[64720]|0)+1;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if((f[64720]|0)!=1)return;Hha(961,0,4);return}function lpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;rpb(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;spb(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;tpb(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function mpb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0;if(!a)return;e=+Gha();do{if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(!(f[64720]|0))break;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}c=f[64719]|0;a=f[(f[64716]|0)+(c>>>8<<2)>>2]|0;c=c&255;g=f[a+(c<<4)+4>>2]|0;h=(g|0)==0;if(!h)hOb(g);i=f[a+(c<<4)+8>>2]|0;d=f[a+(c<<4)+12>>2]|0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}a=f[64719]|0;c=f[(f[(f[64716]|0)+(a>>>8<<2)>>2]|0)+((a&255)<<4)+4>>2]|0;if(c){jOb(c);a=f[64719]|0}f[64720]=(f[64720]|0)+-1;c=a+1|0;f[64719]=c;if(c>>>0>511){sOb(f[f[64716]>>2]|0);f[64716]=(f[64716]|0)+4;f[64719]=(f[64719]|0)+-256}if(!h){if((f[g+4>>2]|0)!=-1)npb(i,d);jOb(g)}}while(+Gha()-e<20.0);if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(f[64720]|0){Hha(961,0,4);return}if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}opb(258860);return}function npb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=0;y=u;u=u+1776|0;x=f[(a+24|0)>>2]|0;if((((f[a+28>>2]|0)-x|0)/20|0)>>>0<=b>>>0){u=y;return}c=f[(x+(b*20|0)+4|0)>>2]|0;g=f[(x+(b*20|0)+8|0)>>2]|0;a:do if((c|0)==(g|0)){e=c;w=5}else while(1){v=f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0;if((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0)){e=c;w=5;break a}c=c+4|0;if((c|0)==(g|0)){d=g;i=g;l=g;break}}while(0);if((w|0)==5){d=e;if((e|0)==(g|0)){i=g;l=g}else{c=d;b:while(1){do{e=c+4|0;c=e;if((e|0)==(g|0))break b;e=f[e>>2]|0;v=f[(f[e+4>>2]|0)+44>>2]|0}while((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0));f[d>>2]=e;d=d+4|0}l=f[(x+(b*20|0)+8|0)>>2]|0;i=l}}k=d;if((l|0)==(k|0))c=l;else{i=d;g=k;while(1){c=f[(a+24|0)>>2]|0;e=f[(c+8|0)>>2]|0;if((e|0)==(f[c+12>>2]|0))rcb(c+4|0,g);else{f[e>>2]=f[i>>2];f[(c+8|0)>>2]=(f[(c+8|0)>>2]|0)+4}c=g+4|0;if((l|0)==(c|0))break;else{i=c;g=c}}i=f[(x+(b*20|0)+8|0)>>2]|0;c=i}g=f[(x+(b*20|0)+4|0)>>2]|0;g=g+(d-g>>2<<2)|0;if((c|0)==(k|0)){g=x+(b*20|0)+8|0;c=i}else{c=g+(c-d>>2<<2)|0;e=i-c|0;if(!(e>>2)){c=i;d=i}else{cQb(g|0,c|0,e|0)|0;d=f[(x+(b*20|0)+8|0)>>2]|0;c=d}if((d|0)==(g+(e>>2<<2)|0|0))g=x+(b*20|0)+8|0;else{c=d+(~((d+-4-(g+(e>>2<<2)|0)|0)>>>2)<<2)|0;f[(x+(b*20|0)+8|0)>>2]=c;g=x+(b*20|0)+8|0}}e=f[(x+(b*20|0)+4|0)>>2]|0;c=c-e|0;if((f[(x+(b*20|0)+12|0)>>2]|0)-e>>2>>>0>c>>2>>>0){do if(!(c>>2)){m=0;o=0}else if(c>>2>>>0>1073741823)vd();else{o=pOb(c)|0;m=o;break}while(0);d=m+(c>>2<<2)|0;if((c|0)>0)bQb(o|0,e|0,c|0)|0;f[(x+(b*20|0)+4|0)>>2]=m;f[g>>2]=d;f[(x+(b*20|0)+12|0)>>2]=d;if(e|0)sOb(e)}if(f[(x+(b*20|0)|0)>>2]|0){u=y;return}if((f[g>>2]|0)-(f[(x+(b*20|0)+4|0)>>2]|0)>>2>>>0<2){u=y;return}v=pOb(68)|0;mMa(v);f[(v+56|0)>>2]=0;f[(v+60|0)>>2]=0;f[(v+64|0)>>2]=0;f[(x+(b*20|0)+16|0)>>2]=0;c=f[g>>2]|0;d=f[(x+(b*20|0)+4|0)>>2]|0;do if(!(c-d>>2)){q=d;p=c}else if(c-d>>2>>>0>357913941)vd();else{q=pOb((c-d>>2)*12|0)|0;f[(v+56|0)>>2]=q;f[(v+60|0)>>2]=q;f[(v+64|0)>>2]=q+((c-d>>2)*12|0);q=f[(x+(b*20|0)+4|0)>>2]|0;p=f[g>>2]|0;break}while(0);t=p-q>>2;c:do if(!t){r=0;g=0;d=0;e=0;c=0;i=0;k=0;l=0}else{p=0;r=0;d=0;e=0;h=0.0;s=0;c=0;g=q;i=0;k=0;l=0;while(1){q=f[g+(s<<2)>>2]|0;a=(f[q+4>>2]|0)+44|0;o=f[a>>2]|0;m=f[o+108>>2]|0;o=ALa(o+68|0)|0;g=f[a>>2]|0;z=f[g+24>>2]|0;f[(y+60|0)>>2]=z;i=i+z|0;z=f[g+28>>2]|0;f[((y+60|0)+4|0)>>2]=z;k=k+z|0;g=f[g+32>>2]|0;f[((y+60|0)+8|0)>>2]=g;l=l+g|0;g=f[(v+60|0)>>2]|0;if((g|0)==(f[(v+64|0)>>2]|0))ppb(v+56|0,y+60|0);else{f[g>>2]=f[(y+60|0)>>2];f[g+4>>2]=f[(y+60|0)+4>>2];f[g+8>>2]=f[(y+60|0)+8>>2];f[(v+60|0)>>2]=(f[(v+60|0)>>2]|0)+12}p=m+p|0;a=(zLa((f[a>>2]|0)+68|0)|0)+r|0;d=o+d|0;e=m>>>0<e>>>0?e:m;c=o>>>0>c>>>0?o:c;if(!((f[(q+200|0)>>2]&16777216|0)==0&0==0))MJa(q);j=+n[(q+152|0)>>2];if(j>h){if((f[(q+200|0)>>2]&16777216|0)==0&0==0)h=j;else{MJa(q);h=+n[(q+152|0)>>2]}f[(x+(b*20|0)+16|0)>>2]=s}g=s+1|0;if((g|0)==(t|0)){r=p;g=a;break c}r=a;s=g;g=f[(x+(b*20|0)+4|0)>>2]|0}}while(0);q=d<<1;m=c<<1;p=cvb()|0;p=p?4:1;a=X(p,e)|0;a=qOb(a>>>0<m>>>0?m:a)|0;m=f[64754]|0;o=f[64755]|0;f[(y+60|0)>>2]=0;f[((y+60|0)+4|0)>>2]=0;f[(y+56|0)>>2]=0;deb($db()|0,g<<2,y+60|0,y+56|0,64);c=f[(y+60|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;c=f[(x+(b*20|0)+4|0)>>2]|0;e=f[(x+(b*20|0)+8|0)>>2]|0;if((c|0)!=(e|0)){d=f[(y+56|0)>>2]|0;do{z=(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+68|0;ELa(z,d,y+60|0)|0;d=((zLa(z)|0)<<2)+d|0;c=c+4|0}while((c|0)!=(e|0))}f[(y+48|0)>>2]=0;d=(y+48|0)+4|0;f[d>>2]=0;f[(y+40|0)>>2]=0;if(Apb()|0)w=58;else if(Bpb()|0)w=58;else deb($db()|0,X(p,r)|0,y+48|0,y+40|0,64);if((w|0)==58){iub(y+32|0,34962);c=f[(y+32|0)>>2]|0;z=f[((y+32|0)+4|0)>>2]|0;f[(y+32|0)>>2]=0;f[((y+32|0)+4|0)>>2]=0;f[(y+48|0)>>2]=c;c=f[d>>2]|0;f[d>>2]=z;if(c|0){iOb(c);c=f[((y+32|0)+4|0)>>2]|0;if(c|0)iOb(c)}nub(f[(y+48|0)>>2]|0,X(p,r)|0,0,35044)}c=f[(y+48|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;f[y+104>>2]=b;f[y+528>>2]=x;f[y+568>>2]=v;f[y+616>>2]=q;f[y+640>>2]=p;f[y+656>>2]=a;f[y+664>>2]=m;f[y+672>>2]=o;f[y+904>>2]=d;f[y+1e3>>2]=i;f[y+1016>>2]=k;f[y+1264>>2]=l;f[y+1704>>2]=0;f[y+1708>>2]=0;cqb(y);G=f[y+1704>>2]|0;D=f[y+1708>>2]|0;H=+n[y+1708>>2];f[y+1704>>2]=0;f[y+1708>>2]=0;if((G|0)==5)return}function opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=a+20|0;g=f[e>>2]|0;if(!g){d=a+8|0;b=f[d>>2]|0;e=a+4|0;if((b|0)!=(f[e>>2]|0)){do{sOb(f[b+-4>>2]|0);b=(f[d>>2]|0)+-4|0;f[d>>2]=b;c=b}while((f[e>>2]|0)!=(c|0));b=c}f[a+16>>2]=0;h=b;g=b}else{b=a+16|0;d=f[b>>2]|0;c=a+4|0;if(d>>>0>255){sOb(f[f[c>>2]>>2]|0);h=(f[c>>2]|0)+4|0;f[c>>2]=h;d=(f[b>>2]|0)+-256|0;f[b>>2]=d;i=c;c=f[e>>2]|0}else{i=c;h=f[c>>2]|0;c=g}b=a+8|0;g=f[b>>2]|0;m=g-h|0;if((((m|0)==0?0:(m<<6)+-1|0)-(c+d)|0)>>>0>255){sOb(f[g+-4>>2]|0);g=(f[b>>2]|0)+-4|0;f[b>>2]=g;d=b;e=i;h=f[i>>2]|0}else{d=b;e=i}}m=a+12|0;l=f[a>>2]|0;c=g-h|0;i=c>>2;j=h;k=g;b=l;if((f[m>>2]|0)-l>>2>>>0<=i>>>0)return;do if(!i)n=0;else if(i>>>0>1073741823)vd();else{n=pOb(c)|0;break}while(0);l=n;i=n+(i<<2)|0;if((j|0)==(k|0))c=h;else{g=n;c=l;b=j;while(1){f[g>>2]=f[b>>2];c=c+4|0;b=b+4|0;if((b|0)==(k|0))break;else g=c}c=f[e>>2]|0;g=f[d>>2]|0;b=f[a>>2]|0}f[a>>2]=l;f[e>>2]=l;f[d>>2]=n+(g-c>>2<<2);f[m>>2]=i;if(!b)return;sOb(b);return}function ppb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function qpb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;k=(g-c|0)/28|0;e=k+1|0;i=c;if(e>>>0>153391689)AMb(a);m=a+8|0;l=((f[m>>2]|0)-c|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(k*28|0)|0;e=c;l=j+(h*28|0)|0;f[c>>2]=f[b>>2];h=f[b+4>>2]|0;f[j+(k*28|0)+4>>2]=h;if(!h)h=i;else{gOb(h);g=f[n>>2]|0;h=f[a>>2]|0}i=j+(k*28|0)+8|0;k=b+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];d[i+16>>1]=d[k+16>>1]|0;i=c+28|0;if((g|0)==(h|0)){h=g;c=g}else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(h|0));h=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=e;f[n>>2]=i;f[m>>2]=l;g=h;if((c|0)!=(g|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function rpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function spb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function tpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function upb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){vpb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;vpb(a,b);return}function vpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();q=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=q;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;p=b+-1|0;q=(p&b|0)==0;if(q)c=c&p;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){o=d;b:while(1){c:do if(q){d=e;while(1){n=f[d+4>>2]&p;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if((f[m>>2]|0)!=(f[h+24>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)n=e;else n=(e>>>0)%(b>>>0)|0;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if((f[l>>2]|0)!=(f[h+24>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;o=d}}f[e>>2]=o;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function wpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;d=u;u=u+48|0;p=d+36|0;o=d+24|0;s=d+12|0;e=d;g=f[c+12>>2]|0;k=+n[b+44>>2];h=+n[b+56>>2];n[s>>2]=k-h;l=+n[b+48>>2];i=+n[b+60>>2];n[s+4>>2]=l-i;m=+n[b+52>>2];j=+n[b+64>>2];n[s+8>>2]=m-j;n[e>>2]=k+h;n[e+4>>2]=l+i;n[e+8>>2]=m+j;KJa(s,e,g,p,o);e=pOb(72)|0;s=f[b+8>>2]|0;q=f[b+40>>2]|0;v=b;t=f[v+4>>2]|0;r=e;f[r>>2]=f[v>>2];f[r+4>>2]=t;f[e+8>>2]=s;s=e+12|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;s=pOb(40)|0;f[e+24>>2]=s;r=s+40|0;f[e+32>>2]=r;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;s=s+20|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[e+28>>2]=r;f[e+36>>2]=0;f[e+40>>2]=q;j=+n[p>>2];m=j*.5+ +n[o>>2]*.5;n[e+44>>2]=m;i=+n[p+4>>2];l=i*.5+ +n[o+4>>2]*.5;n[e+48>>2]=l;h=+n[p+8>>2];k=h*.5+ +n[o+8>>2]*.5;n[e+52>>2]=k;j=m-j;n[e+56>>2]=j;i=l-i;n[e+60>>2]=i;h=k-h;n[e+64>>2]=h;n[e+68>>2]=j*j+(i*i+h*h);f[a>>2]=e;xpb(b,c,g,e);u=d;return}function xpb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0;A=u;u=u+48|0;v=A+36|0;w=A+24|0;x=A+12|0;y=A;z=d+12|0;e=a+12|0;p=a+16|0;B2a(z,((f[p>>2]|0)-(f[e>>2]|0)|0)/72|0);e=f[e>>2]|0;p=f[p>>2]|0;if((e|0)==(p|0)){u=A;return}q=x+4|0;r=x+8|0;s=y+4|0;t=y+8|0;m=a+8|0;o=d+16|0;h=d+20|0;i=v+4|0;j=w+4|0;k=v+8|0;l=w+8|0;do{G=+n[e+44>>2];F=+n[e+56>>2];n[x>>2]=G-F;E=+n[e+48>>2];D=+n[e+60>>2];n[q>>2]=E-D;C=+n[e+52>>2];B=+n[e+64>>2];n[r>>2]=C-B;n[y>>2]=G+F;n[s>>2]=E+D;n[t>>2]=C+B;KJa(x,y,c,v,w);a=f[m>>2]|0;d=e+40|0;g=f[o>>2]|0;if(g>>>0<(f[h>>2]|0)>>>0){d=f[d>>2]|0;J=e;I=f[J+4>>2]|0;H=g;f[H>>2]=f[J>>2];f[H+4>>2]=I;f[g+8>>2]=a;H=g+12|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;H=pOb(40)|0;f[g+24>>2]=H;a=H+40|0;f[g+32>>2]=a;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;H=H+20|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;f[g+28>>2]=a;f[g+36>>2]=0;f[g+40>>2]=d;E=+n[v>>2];B=E*.5+ +n[w>>2]*.5;n[g+44>>2]=B;F=+n[i>>2];C=F*.5+ +n[j>>2]*.5;n[g+48>>2]=C;G=+n[k>>2];D=G*.5+ +n[l>>2]*.5;n[g+52>>2]=D;E=B-E;n[g+56>>2]=E;F=C-F;n[g+60>>2]=F;G=D-G;n[g+64>>2]=G;n[g+68>>2]=E*E+(F*F+G*G);a=(f[o>>2]|0)+72|0;f[o>>2]=a}else{ypb(z,a,e,v,w,d);a=f[o>>2]|0}xpb(e,b,c,a+-72|0);e=e+72|0}while((e|0)!=(p|0));u=A;return}function ypb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0;o=u;u=u+32|0;m=o;i=f[a>>2]|0;j=((f[a+4>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);i=((f[a+8>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);f[m>>2]=k;p=k+(j*72|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=p;f[m+12>>2]=k+(h*72|0);h=f[g>>2]|0;x=c;g=f[x+4>>2]|0;c=p;f[c>>2]=f[x>>2];f[c+4>>2]=g;f[k+(j*72|0)+8>>2]=b;c=k+(j*72|0)+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[k+(j*72|0)+24>>2]=c;g=c+40|0;f[k+(j*72|0)+32>>2]=g;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;c=c+20|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[k+(j*72|0)+28>>2]=g;f[k+(j*72|0)+36>>2]=0;f[k+(j*72|0)+40>>2]=h;s=+n[d>>2];w=s*.5+ +n[e>>2]*.5;n[k+(j*72|0)+44>>2]=w;r=+n[d+4>>2];v=r*.5+ +n[e+4>>2]*.5;n[k+(j*72|0)+48>>2]=v;q=+n[d+8>>2];t=q*.5+ +n[e+8>>2]*.5;n[k+(j*72|0)+52>>2]=t;s=w-s;n[k+(j*72|0)+56>>2]=s;r=v-r;n[k+(j*72|0)+60>>2]=r;q=t-q;n[k+(j*72|0)+64>>2]=q;n[k+(j*72|0)+68>>2]=s*s+(r*r+q*q);f[l>>2]=p+72;zpb(a,m);i=f[i>>2]|0;h=f[l>>2]|0;if((h|0)!=(i|0))do{x=h+-72|0;f[l>>2]=x;TFa(x);h=f[l>>2]|0}while((h|0)!=(i|0));h=f[m>>2]|0;if(!h){u=o;return}sOb(h);u=o;return}function zpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-72|0;l=c;j=f[l+4>>2]|0;k=d+-72|0;f[k>>2]=f[l>>2];f[k+4>>2]=j;f[d+-64>>2]=f[i+-64>>2];k=d+-60|0;j=i+-60|0;f[k>>2]=0;l=d+-56|0;f[l>>2]=0;f[d+-52>>2]=0;f[k>>2]=f[j>>2];k=i+-56|0;f[l>>2]=f[k>>2];l=i+-52|0;f[d+-52>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[j>>2]=0;j=d+-48|0;k=i+-48|0;f[j>>2]=0;l=d+-44|0;f[l>>2]=0;f[d+-40>>2]=0;f[j>>2]=f[k>>2];j=i+-44|0;f[l>>2]=f[j>>2];l=i+-40|0;f[d+-40>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;k=i+-36|0;j=f[k>>2]|0;f[k>>2]=0;f[d+-36>>2]=j;f[d+-32>>2]=f[i+-32>>2];f[d+-28>>2]=f[i+-28>>2];f[d+-24>>2]=f[i+-24>>2];f[d+-20>>2]=f[i+-20>>2];f[d+-16>>2]=f[i+-16>>2];f[d+-12>>2]=f[i+-12>>2];f[d+-8>>2]=f[i+-8>>2];f[d+-4>>2]=f[i+-4>>2];d=(f[h>>2]|0)+-72|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function Apb(){var a=0,c=0,d=0;if(!(b[257416]|0))if(MPb(257416)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240281)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262925]=c}return (b[262925]|0)!=0|0}function Bpb(){var a=0,c=0,d=0;if(!(b[257424]|0))if(MPb(257424)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240288)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262926]=c}return (b[262926]|0)!=0|0}function Cpb(){var a=0,c=0,d=0;if(!(b[257432]|0))if(MPb(257432)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240293)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262927]=c}return (b[262927]|0)!=0|0}function Dpb(){var a=0,c=0,d=0;if(!(b[257440]|0))if(MPb(257440)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240301)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262928]=c}return (b[262928]|0)!=0|0}function Epb(){var a=0,c=0,d=0;if(!(b[257448]|0))if(MPb(257448)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240308)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262929]=c}return (b[262929]|0)!=0|0}function Fpb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0;n=u;u=u+16|0;d=n+12|0;k=n;if(!(b[257456]|0))if(MPb(257456)|0){m=gd(240274)|0;if((m|0)==1)d=-1;else{h=od(240314)|0;j=jd(m|0,h|0)|0;fd(h|0);o=+cd(j|0,8784,d|0);h=f[d>>2]|0;i=~~o>>>0;g=i+4|0;i=f[i>>2]|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(i>>>0>4294967279)vOb(k);if(i>>>0<11){d=k+11|0;b[d>>0]=i;if(!i)e=k;else{e=k;l=9}}else{d=i+16&-16;e=pOb(d)|0;f[k>>2]=e;f[k+8>>2]=d|-2147483648;f[k+4>>2]=i;d=k+11|0;l=9}if((l|0)==9)bQb(e|0,g|0,i|0)|0;b[e+i>>0]=0;rd(h|0);fd(j|0);if((b[d>>0]|0)<0){l=f[k>>2]|0;d=PCb(l)|0;sOb(l)}else d=PCb(k)|0}fd(m|0);f[64721]=d}d=f[64721]|0;if((a|0)>0&(d|0)<(a|0)){u=n;return 0}else{u=n;return (c|0)<1|(d|0)<(c|0)|0}return 0}function Gpb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;d[a+32>>1]=0;return}function Hpb(a,c){a=a|0;c=c|0;b[a+32>>0]=c;return}function Ipb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function Jpb(a,c){a=a|0;c=c|0;if(c<<24>>24==2)return;b[a+33>>0]=c;return}function Kpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;if(!d)return;e=a+4|0;c=f[e>>2]|0;if((c|0)==(f[a+8>>2]|0))Lpb(a,b);else{f[c>>2]=d;b=f[b+4>>2]|0;f[c+4>>2]=b;if(b){gOb(b);c=f[e>>2]|0}f[e>>2]=c+8}f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;return}function Lpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Mpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o;m=a+4|0;l=f[m>>2]|0;n=f[a>>2]|0;b=n;j=l;if((l-n|0)==8){g=f[b>>2]|0;c=g+40|0;d=f[c>>2]|0;e=g+44|0;b=f[e>>2]|0;if((d|0)==(b|0)){Npb(g);d=f[c>>2]|0;b=f[e>>2]|0;e=f[f[a>>2]>>2]|0}else e=g;f[a+28>>2]=(b-d|0)/12|0;b=e+32|0;c=f[b>>2]|0;if(!c){Opb(e);c=f[b>>2]|0}d=f[e+36>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;a=a+24|0;b=f[a>>2]|0;f[a>>2]=d;if(!b){u=o;return}iOb(b);u=o;return}l=a+28|0;f[l>>2]=0;if((b|0)==(j|0)){u=o;return}else c=0;do{e=f[b>>2]|0;g=e+40|0;h=f[g>>2]|0;i=e+44|0;d=f[i>>2]|0;if((h|0)==(d|0)){Npb(e);h=f[g>>2]|0;d=f[i>>2]|0;c=f[l>>2]|0}c=((d-h|0)/12|0)+c|0;f[l>>2]=c;b=b+8|0}while((b|0)!=(j|0));if(!c){u=o;return}iub(k,34962);n=a+20|0;b=f[k>>2]|0;c=k+4|0;j=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[n>>2]=b;k=a+24|0;b=f[k>>2]|0;f[k>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}k=f[64754]|0;Yvb(258928,f[f[n>>2]>>2]|0)|0;nub(f[n>>2]|0,(f[l>>2]|0)*12|0,0,35044);b=f[a>>2]|0;j=f[m>>2]|0;if((b|0)!=(j|0)){i=0;while(1){e=f[b>>2]|0;g=e+40|0;d=f[g>>2]|0;h=e+44|0;c=f[h>>2]|0;if((d|0)==(c|0)){Npb(e);d=f[g>>2]|0;c=f[h>>2]|0}g=c-d|0;if((g|0)>0){h=f[n>>2]|0;d=f[b>>2]|0;e=d+40|0;c=f[e>>2]|0;if((c|0)==(f[d+44>>2]|0)){Npb(d);c=f[e>>2]|0}oub(h,i,g,c)}b=b+8|0;if((b|0)==(j|0))break;else i=g+i|0}}Yvb(258928,k)|0;u=o;return}function Npb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0;O=u;u=u+64|0;M=O+48|0;H=O+36|0;I=O;F=a+4|0;if((f[a>>2]|0)==(f[F>>2]|0)){u=O;return}c=f[a+12>>2]|0;h=f[a+16>>2]|0;if((c|0)==(h|0)){u=O;return}G=a+52|0;if(b[G>>0]&1){u=O;return}f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;f[H>>2]=0;i=M+8|0;e=0;g=0;while(1){d=f[c>>2]|0;f[I>>2]=d;if((e|0)==(g|0))fBa(M,I);else{f[e>>2]=d;f[N>>2]=e+4}if(f[I>>2]|0){d=0;do{e=f[N>>2]|0;if((e|0)==(f[i>>2]|0))fBa(M,H);else{f[e>>2]=f[H>>2];f[N>>2]=e+4}d=d+1|0;f[H>>2]=(f[H>>2]|0)+1}while(d>>>0<(f[I>>2]|0)>>>0)}c=c+4|0;if((c|0)==(h|0))break;e=f[N>>2]|0;g=f[i>>2]|0}d=f[M>>2]|0;r=f[d>>2]|0;E=(f[N>>2]|0)-d>>2;s=I+24|0;t=I+12|0;v=I+28|0;w=I+16|0;x=I+32|0;y=I+20|0;z=I+4|0;A=I+8|0;B=H+4|0;C=H+8|0;D=I+12|0;c=0;g=0;e=1;a:while(1){b:do if(g>>>0<r>>>0){j=I+(c*12|0)|0;k=I+(c*12|0)+4|0;q=I+(c*12|0)+8|0;if(!c){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2]}else{c:while(1){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2];switch(c|0){case 1:break c;case 2:{o=+n[s>>2];p=+n[t>>2];if(o==p){m=+n[v>>2];l=+n[w>>2];if(m==l)if(+n[x>>2]==+n[y>>2]){J=37;break a}}else{l=+n[w>>2];m=+n[v>>2]}V=p-+n[I>>2];U=l-+n[z>>2];Q=+n[y>>2];T=Q-+n[A>>2];S=o-p;R=m-l;Q=+n[x>>2]-Q;l=U*Q-T*R;m=T*S-V*Q;o=V*R-U*S;n[H>>2]=l;n[B>>2]=m;n[C>>2]=o;p=l*l+(o*o+m*m);if(p/((V*V+(U*U+T*T))*(S*S+(R*R+Q*Q)))>=9.999999747378752e-05){J=32;break a}break}default:{}}g=g+1|0;e=e+1|0;if(g>>>0>=r>>>0){J=35;break b}}if(+n[D>>2]==+n[I>>2])if(+n[w>>2]==+n[z>>2])if(+n[y>>2]==+n[A>>2]){J=37;break a}}c=c+1|0}else J=35;while(0);if((J|0)==35){J=0;c=c+1|0;if(c>>>0>=3){J=37;break}}g=g+1|0;e=e+1|0}if((J|0)==32){V=+L(+p);n[H>>2]=l/V;n[B>>2]=m/V;n[C>>2]=o/V;k=a+40|0;f[I>>2]=k;if(e8a(f[a>>2]|0,d,E,H,3,I)|0){i=a+48|0;j=f[k>>2]|0;h=a+44|0;d=f[h>>2]|0;c=d-j|0;e=(c|0)/12|0;g=j;if((((f[i>>2]|0)-j|0)/12|0)>>>0>e>>>0){do if(!c)K=0;else if(e>>>0>357913941)vd();else{K=pOb(c)|0;break}while(0);c=K+(e*12|0)|0;e=c;if((d|0)==(g|0))c=e;else do{P=c;c=c+-12|0;K=d;d=d+-12|0;f[c>>2]=f[d>>2];f[P+-8>>2]=f[K+-8>>2];f[P+-4>>2]=f[K+-4>>2]}while((d|0)!=(g|0));f[k>>2]=c;f[h>>2]=e;f[i>>2]=e;if(j|0)sOb(j)}}else{b[G>>0]=b[G>>0]|1;c=f[k>>2]|0;f[k>>2]=0;f[a+44>>2]=0;f[a+48>>2]=0;if(c|0)sOb(c)}d=f[M>>2]|0}else if((J|0)==37)b[G>>0]=b[G>>0]|1;if(d|0){c=f[N>>2]|0;if((c|0)!=(d|0))f[N>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}u=O;return}function Opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;d=a+40|0;e=a+44|0;if((f[d>>2]|0)==(f[e>>2]|0))Npb(a);iub(b,34962);g=a+32|0;j=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=j;b=a+36|0;a=f[b>>2]|0;f[b>>2]=i;if(a|0){iOb(a);a=f[c>>2]|0;if(a|0)iOb(a)}j=f[d>>2]|0;nub(f[g>>2]|0,(f[e>>2]|0)-j|0,j,35044);u=h;return}function Ppb(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;b=f[a>>2]|0;g=b+4|0;h=f[g>>2]|0;l=f[b+8>>2]|0;if((h|0)==(l|0)){Qpb(b,c);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];c=h+12|0;f[g>>2]=c;g=c}if((g|0)==(l|0)){Qpb(b,d);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];g=g+12|0;f[b+4>>2]=g}if((g|0)==(l|0)){Qpb(b,e);return}else{f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[b+4>>2]=g+12;return}}function Qpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function Rpb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=pOb(84)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42060;d=c+12|0;e=c+52|0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=-1;h=c+56|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[c+80>>0]=-1;f[a>>2]=d;f[a+4>>2]=c;return}function Spb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);return}function Tpb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);sOb(a);return}function Upb(a){a=a|0;var b=0;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);return}function Vpb(a){a=a|0;sOb(a);return}function Wpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;L=f[a+88>>2]|0;M=f[a+96>>2]|0;P=f[a+192>>2]|0;Q=f[a+232>>2]|0;R=f[a+440>>2]|0;A=f[a+456>>2]|0;O=f[a+512>>2]|0;e=f[a+592>>2]|0;u=f[a+656>>2]|0;l=f[a+664>>2]|0;s=f[a+672>>2]|0;N=f[a+800>>2]|0;B=f[a+816>>2]|0;S=f[a+824>>2]|0;T=f[a+832>>2]|0;F=f[a+840>>2]|0;U=f[a+848>>2]|0;w=f[a+888>>2]|0;x=f[a+896>>2]|0;y=f[a+904>>2]|0;z=f[a+912>>2]|0;C=f[a+920>>2]|0;D=f[a+928>>2]|0;v=f[a+944>>2]|0;t=f[a+952>>2]|0;i=f[a+984>>2]|0;G=f[a+1016>>2]|0;H=f[a+1064>>2]|0;I=f[a+1128>>2]|0;V=f[a+1688>>2]|0;a:{do if(!(l<<24>>24)){k=0;o=e;q=i;V=48}else{m=f[41404+((l&255)<<2)>>2]|0;n=f[A>>2]<<(e&31)>>>1>>>(31-l&31);e=e+(l&255)|0;f[O>>2]=e;do if(e>>>0<=32){if(i>>>0>=B>>>0){i=i+(0-(e>>>3))|0;f[(a+8|0)>>2]=i;f[O>>2]=e&7;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e&7;break}if((i|0)==(S|0)){i=S;break}W=(i+(0-(e>>>3))|0)>>>0<S>>>0?i-S|0:e>>>3;i=i+(0-W)|0;f[(a+8|0)>>2]=i;f[O>>2]=e-(W<<3)|0;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e-(W<<3)|0}while(0);if((l&255)<2){k=n+m|0;o=e;q=i;V=48;break}f[(a+48|0)>>2]=f[(a+44|0)>>2];f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=n+m|0;E=n+m|0;g=e;j=i}while(0);b:do if((V|0)==48){V=0;e=k+(u<<24>>24==0&1)|0;switch(e|0){case 0:{E=f[(a+40|0)>>2]|0;g=o;j=q;break b}case 3:{r=(f[(a+40|0)>>2]|0)+-1|0;V=51;break}default:{g=f[a+40+(e<<2)>>2]|0;if((e|0)==1)p=g;else{r=g;V=51}}}if((V|0)==51){V=0;f[(a+48|0)>>2]=f[(a+44|0)>>2];p=r}f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=p;E=p;g=o;j=q}while(0);i=f[41520+((s&255)<<2)>>2]|0;if((s&255)>31){e=f[A>>2]<<(g&31)>>>1>>>(31-t&31);g=g+t|0;f[O>>2]=g}else e=0;n=e+i|0;do if(!((t+v|0)>>>0<25|g>>>0>32)){if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;g=g&7;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){j=S;break}W=g>>>3;W=(j+(0-W)|0)>>>0<S>>>0?j-S|0:W;j=j+(0-W)|0;f[(a+8|0)>>2]=j;g=g-(W<<3)|0;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);i=f[41732+((u&255)<<2)>>2]|0;if((u&255)>15){e=f[A>>2]<<(g&31)>>>1>>>(31-v&31);g=g+v|0;f[O>>2]=g}else e=0;m=e+i|0;do if(g>>>0>32)e=g;else{if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;e=g&7;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){e=g;j=S;break}e=g>>>3;e=(j+(0-e)|0)>>>0<S>>>0?j-S|0:e;j=j+(0-e)|0;f[(a+8|0)>>2]=j;e=g-(e<<3)|0;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);W=d[w+(x<<2)>>1]|0;x=b[w+(x<<2)+3>>0]|0;g=f[A>>2]|0;i=e+(x&255)|0;f[O>>2]=i;f[(a+16|0)>>2]=(g<<(e&31)>>>1>>>(31-x&31))+(W&65535);W=d[y+(z<<2)>>1]|0;e=b[y+(z<<2)+3>>0]|0;f[O>>2]=i+(e&255)|0;f[(a+32|0)>>2]=(g<<(i&31)>>>1>>>(31-e&31))+(W&65535);do if((i+(e&255)|0)>>>0>32)e=i+(e&255)|0;else{if(j>>>0>=B>>>0){g=j+(0-((i+(e&255)|0)>>>3))|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)&7;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)&7;break}if((j|0)==(S|0)){e=i+(e&255)|0;break}W=(j+(0-((i+(e&255)|0)>>>3))|0)>>>0<S>>>0?j-S|0:(i+(e&255)|0)>>>3;g=j+(0-W)|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)-(W<<3)|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)-(W<<3)|0}while(0);i=d[C+(D<<2)>>1]|0;k=b[C+(D<<2)+3>>0]|0;f[O>>2]=e+(k&255);f[(a+24|0)>>2]=(g<<(e&31)>>>1>>>(31-k&31))+(i&65535);i=Q+m|0;k=Q+(m+n|0)|0;l=P+m|0;j=i+(0-E)|0;if(i>>>0>N>>>0|k>>>0>(L+M|0)>>>0){R=-9;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(l>>>0>F>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}else{e=P;g=Q}while(1){F=e;D=h[F>>0]|h[F+1>>0]<<8|h[F+2>>0]<<16|h[F+3>>0]<<24;F=h[(F+4|0)>>0]|h[(F+4|0)+1>>0]<<8|h[(F+4|0)+2>>0]<<16|h[(F+4|0)+3>>0]<<24;W=g;b[W>>0]=D;b[W+1>>0]=D>>8;b[W+2>>0]=D>>16;b[W+3>>0]=D>>24;b[(W+4|0)>>0]=F;b[(W+4|0)+1>>0]=F>>8;b[(W+4|0)+2>>0]=F>>16;b[(W+4|0)+3>>0]=F>>24;g=g+8|0;if(g>>>0>=i>>>0)break;else e=e+8|0}do if((i-G|0)>>>0<E>>>0){if((i-H|0)>>>0<E>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(((I+(j-G|0)|0)+n|0)>>>0>I>>>0){cQb(i|0,I+(j-G|0)|0|0,0-(j-G|0)|0|0)|0;J=i+(0-(j-G|0)|0)|0;c=G;K=(j-G|0)+n|0;V=82;break}else{cQb(i|0,I+(j-G|0)|0|0,n|0)|0;break}}else{J=i;c=j;K=n;V=82}while(0);c:do if((V|0)==82){V=0;if(E>>>0<8){W=f[41876+(E<<2)>>2]|0;b[J>>0]=b[c>>0]|0;b[J+1>>0]=b[c+1>>0]|0;b[J+2>>0]=b[c+2>>0]|0;b[J+3>>0]=b[c+3>>0]|0;c=c+(f[41908+(E<<2)>>2]|0)|0;I=J+4|0;H=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[I>>0]=H;b[I+1>>0]=H>>8;b[I+2>>0]=H>>16;b[I+3>>0]=H>>24;c=c+(0-W)|0}else{I=c;H=h[I>>0]|h[I+1>>0]<<8|h[I+2>>0]<<16|h[I+3>>0]<<24;I=h[(I+4|0)>>0]|h[(I+4|0)+1>>0]<<8|h[(I+4|0)+2>>0]<<16|h[(I+4|0)+3>>0]<<24;W=J;b[W>>0]=H;b[W+1>>0]=H>>8;b[W+2>>0]=H>>16;b[W+3>>0]=H>>24;b[(W+4|0)>>0]=I;b[(W+4|0)+1>>0]=I>>8;b[(W+4|0)+2>>0]=I>>16;b[(W+4|0)+3>>0]=I>>24}e=J+8|0;c=c+8|0;if(k>>>0<=((L+M|0)+-13|0)>>>0){g=J+K|0;while(1){N=c;M=h[N>>0]|h[N+1>>0]<<8|h[N+2>>0]<<16|h[N+3>>0]<<24;N=h[(N+4|0)>>0]|h[(N+4|0)+1>>0]<<8|h[(N+4|0)+2>>0]<<16|h[(N+4|0)+3>>0]<<24;W=e;b[W>>0]=M;b[W+1>>0]=M>>8;b[W+2>>0]=M>>16;b[W+3>>0]=M>>24;b[(W+4|0)>>0]=N;b[(W+4|0)+1>>0]=N>>8;b[(W+4|0)+2>>0]=N>>16;b[(W+4|0)+3>>0]=N>>24;e=e+8|0;if(e>>>0>=g>>>0)break c;else c=c+8|0}}if(e>>>0<N>>>0){g=c;i=e;while(1){M=g;L=h[M>>0]|h[M+1>>0]<<8|h[M+2>>0]<<16|h[M+3>>0]<<24;M=h[(M+4|0)>>0]|h[(M+4|0)+1>>0]<<8|h[(M+4|0)+2>>0]<<16|h[(M+4|0)+3>>0]<<24;W=i;b[W>>0]=L;b[W+1>>0]=L>>8;b[W+2>>0]=L>>16;b[W+3>>0]=L>>24;b[(W+4|0)>>0]=M;b[(W+4|0)+1>>0]=M>>8;b[(W+4|0)+2>>0]=M>>16;b[(W+4|0)+3>>0]=M>>24;i=i+8|0;if(i>>>0>=N>>>0)break;else g=g+8|0}g=N;c=c+(N-e)|0}else g=e;if(g>>>0<k>>>0)e=g;else break;while(1){b[e>>0]=b[c>>0]|0;e=e+1|0;if(e>>>0>=k>>>0)break;else c=c+1|0}}while(0);if((m+n|0)>>>0>=4294967279){R=m+n|0;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}c=f[O>>2]|0;if(c>>>0>32){V=33;f[a+1720>>2]=1;break a}P=l;Q=k;S=f[(a+12|0)>>2]|0;T=f[(a+8|0)>>2]|0;U=c}f[a+192>>2]=P;f[a+232>>2]=Q;f[a+440>>2]=R;f[a+824>>2]=S;f[a+832>>2]=T;f[a+848>>2]=U;f[a+1296>>2]=k;f[a+1304>>2]=l;f[a+1688>>2]=V}function Xpb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,t=0.0;k=f[a+112>>2]|0;l=f[a+120>>2]|0;j=f[a+320>>2]|0;a:{if(j&255&8|0){c=pOb(180)|0;dQb(c|0,0,180)|0;f[c+128>>2]=-1;f[c+132>>2]=-1;f[(c+136|0)>>2]=0;f[(c+136|0)+4>>2]=0;f[(c+136|0)+8>>2]=0;f[(c+136|0)+12>>2]=0;f[(c+136|0)+16>>2]=0;f[(c+136|0)+20>>2]=0;f[(c+136|0)+24>>2]=0;n[c+164>>2]=1.0;f[c+168>>2]=0;f[c+172>>2]=0;d=f[(l+32|0)>>2]|0;f[(l+32|0)>>2]=c;if(d){lWa(d);sOb(d);c=f[(l+32|0)>>2]|0}if(!(Pnb(k,c)|0)){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}c=f[(l+36|0)>>2]|0;d=f[(l+40|0)>>2]|0;if((d|0)!=(c|0))f[(l+40|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&16|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;g=b[d>>0]|0;f[k>>2]=d+2|0;e=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(e&255)<<8|g&255|(i&255)<<16|h[(d+3|0)>>0]<<24;b:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{o=e+1|0;f[k>>2]=o;m=b[e>>0]|0;q=e+2|0;f[k>>2]=q;o=b[o>>0]|0;d=e+3|0;f[k>>2]=d;e=b[q>>0]|0;f[k>>2]=c;c=(o&255)<<8|m&255|(e&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+40|0)>>2]|0;if((d|0)==(f[(l+44|0)>>2]|0))fBa(l+36|0,a+76|0);else{f[d>>2]=c;f[(l+40|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break b;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+48|0)>>2]|0;d=f[(l+52|0)>>2]|0;if((d|0)!=(c|0))f[(l+52|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&32|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;c:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{m=e+1|0;f[k>>2]=m;o=b[e>>0]|0;q=e+2|0;f[k>>2]=q;m=b[m>>0]|0;d=e+3|0;f[k>>2]=d;q=b[q>>0]|0;f[k>>2]=c;c=(m&255)<<8|o&255|(q&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+52|0)>>2]|0;if((d|0)==(f[(l+56|0)>>2]|0))fBa(l+48|0,a+76|0);else{f[d>>2]=c;f[(l+52|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break c;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}if(f[(l+72|0)>>2]|0){c=f[(l+68|0)>>2]|0;if(c|0)do{q=c;c=f[c>>2]|0;sOb(q)}while((c|0)!=0);f[(l+68|0)>>2]=0;d=f[l+64>>2]|0;if(d|0){c=0;do{f[(f[(l+60|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[(l+72|0)>>2]=0}if(j&255&64|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;d:do if(i|0){e:do if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{d=e+1|0;f[k>>2]=d;m=b[e>>0]|0;o=e+2|0;f[k>>2]=o;d=b[d>>0]|0;q=e+3|0;f[k>>2]=q;o=b[o>>0]|0;f[k>>2]=c;f[(a+76|0)>>2]=(d&255)<<8|m&255|(o&255)<<16|h[q>>0]<<24;if(!(Nnb(k,a)|0))break e;c=Wnb(l+60|0,a+76|0)|0;d=a;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));g=g+1|0;if(g>>>0>=i>>>0)break d;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}while(0);c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+80|0)>>2]|0;d=f[(l+84|0)>>2]|0;if((d|0)!=(c|0))f[(l+84|0)>>2]=d+(~((d+-32-c|0)>>>5)<<5);if(!(j&255&128)){c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=c+1|0;q=b[c>>0]|0;f[k>>2]=c+2|0;o=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;e=(o&255)<<8|q&255|(e&255)<<16|h[(c+3|0)>>0]<<24;p[a>>3]=0.0;p[(a+8|0)>>3]=1.0;f[(a+16|0)>>2]=0;f[(a+16|0)+4>>2]=0;f[(a+16|0)+8>>2]=0;f[(a+16|0)+12>>2]=0;f:do if(e|0){d=0;while(1){if(!(ynb(k,a+76|0)|0))break;c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0)break;f[k>>2]=c+1|0;o=b[c>>0]|0;f[k>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;q=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;c=(m&255)<<8|o&255|(q&255)<<16|h[(c+3|0)>>0]<<24;t=+n[((a+76|0)+4|0)>>2];r=+n[((a+76|0)+8|0)>>2];p[a>>3]=+n[(a+76|0)>>2];p[(a+8|0)>>3]=t;p[(a+16|0)>>3]=r;p[(a+24|0)>>3]=(f[s>>2]=c,+n[s>>2]);c=f[(l+84|0)>>2]|0;if((c|0)==(f[(l+88|0)>>2]|0))Xnb(l+80|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];f[c+16>>2]=f[a+16>>2];f[c+20>>2]=f[a+20>>2];f[c+24>>2]=f[a+24>>2];f[c+28>>2]=f[a+28>>2];f[(l+84|0)>>2]=(f[(l+84|0)>>2]|0)+32}d=d+1|0;if(d>>>0>=e>>>0)break f}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0);c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+192>>2]=c}function Ypb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;r=f[a+224>>2]|0;s=f[a+232>>2]|0;q=f[a+608>>2]|0;o=f[a+624>>2]|0;m=f[a+656>>2]|0;t=f[a+2160>>2]|0;v=f[a+2176>>2]|0;w=f[a+2184>>2]|0;a:{do if((o&255)<<8&512|0){c=f[r>>2]|0;d=f[(r+4|0)>>2]|0;if((c+4|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;k=b[c>>0]|0;f[r>>2]=c+2|0;j=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;l=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;f[(s+188|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+5|0;k=b[(c+4|0)>>0]|0;f[r>>2]=c+6|0;j=b[(c+5|0)>>0]|0;f[r>>2]=c+7|0;l=b[(c+6|0)>>0]|0;f[r>>2]=c+8|0;f[(s+192|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+7|0)>>0]<<24;break}}while(0);d=f[(s+224|0)>>2]|0;c=f[(s+228|0)>>2]|0;if((c|0)!=(d|0))do{l=c+-96|0;f[(s+228|0)>>2]=l;kWa(l);c=f[(s+228|0)>>2]|0}while((c|0)!=(d|0));if((o&255)<<8&32768|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;i=b[c>>0]|0;f[r>>2]=c+2|0;t=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;g=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;g=(t&255)<<8|i&255|(g&255)<<16|h[(c+3|0)>>0]<<24;i=(a+8|0)+4|0;t=i;w=t+72|0;do{f[t>>2]=0;t=t+4|0}while((t|0)<(w|0));n[((a+8|0)+76|0)>>2]=1.0;f[(a+8|0)+80>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[(a+8|0)+88>>2]=0;b:do if(g|0){e=0;while(1){if(!(Unb(r,a+8|0)|0))break;j=f[(s+228|0)>>2]|0;l=1;if(l){l=0;if(j>>>0<(f[(s+232|0)>>2]|0)>>>0){f[j>>2]=f[(a+8|0)>>2];f[(j+4|0)>>2]=f[i>>2];f[(j+4|0)+4>>2]=f[i+4>>2];f[(j+4|0)+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k=f[((a+8|0)+16|0)>>2]|0;f[((a+8|0)+16|0)>>2]=0;f[j+16>>2]=k;f[(j+20|0)>>2]=0;f[(j+24|0)>>2]=0;f[j+28>>2]=0;f[(j+20|0)>>2]=f[((a+8|0)+20|0)>>2];f[(j+24|0)>>2]=f[((a+8|0)+24|0)>>2];f[j+28>>2]=f[((a+8|0)+28|0)>>2];f[((a+8|0)+28|0)>>2]=0;f[((a+8|0)+24|0)>>2]=0;f[((a+8|0)+20|0)>>2]=0;k=f[((a+8|0)+32|0)>>2]|0;f[((a+8|0)+32|0)>>2]=0;f[j+32>>2]=k;f[(j+36|0)>>2]=0;f[(j+40|0)>>2]=0;f[j+44>>2]=0;f[(j+36|0)>>2]=f[((a+8|0)+36|0)>>2];f[(j+40|0)>>2]=f[((a+8|0)+40|0)>>2];f[j+44>>2]=f[((a+8|0)+44|0)>>2];f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+40|0)>>2]=0;f[((a+8|0)+36|0)>>2]=0;f[(j+48|0)>>2]=0;f[(j+52|0)>>2]=0;f[j+56>>2]=0;f[(j+48|0)>>2]=f[((a+8|0)+48|0)>>2];f[(j+52|0)>>2]=f[((a+8|0)+52|0)>>2];f[j+56>>2]=f[((a+8|0)+56|0)>>2];f[((a+8|0)+56|0)>>2]=0;f[((a+8|0)+52|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;k=f[((a+8|0)+60|0)>>2]|0;f[((a+8|0)+60|0)>>2]=0;d=f[((a+8|0)+64|0)>>2]|0;f[((a+8|0)+64|0)>>2]=0;f[j+60>>2]=k;f[j+64>>2]=d;c=f[((a+8|0)+68|0)>>2]|0;f[(j+68|0)>>2]=c;x=f[((a+8|0)+72|0)>>2]|0;f[j+72>>2]=x;f[j+76>>2]=f[((a+8|0)+76|0)>>2];if(x|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[k+(c<<2)>>2]=j+68|0;f[((a+8|0)+68|0)>>2]=0;f[((a+8|0)+72|0)>>2]=0}f[(j+80|0)>>2]=0;f[(j+84|0)>>2]=0;f[j+88>>2]=0;f[(j+80|0)>>2]=f[((a+8|0)+80|0)>>2];f[(j+84|0)>>2]=f[((a+8|0)+84|0)>>2];f[j+88>>2]=f[((a+8|0)+88|0)>>2];f[((a+8|0)+88|0)>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[((a+8|0)+80|0)>>2]=0;f[j+92>>2]=f[((a+8|0)+92|0)>>2];f[(s+228|0)>>2]=(f[(s+228|0)>>2]|0)+96}else l=1}if(l)if(1)dob(s+224|0,a+8|0);e=e+1|0;if(e>>>0>=g>>>0)break b}kWa(a+8|0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);kWa(a+8|0)}j=f[(s+236|0)>>2]|0;c=f[(s+240|0)>>2]|0;if((c|0)!=(j|0))do{f[(s+240|0)>>2]=c+-56;d=f[c+-12>>2]|0;if(d|0){e=c+-8|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}g=c+-36|0;d=f[g>>2]|0;if(d|0){i=c+-32|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{x=e+-180|0;f[i>>2]=x;lWa(x);e=f[i>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[(s+240|0)>>2]|0}while((c|0)!=(j|0));do if((m&255)<<16&65536|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;g=b[c>>0]|0;f[r>>2]=c+2|0;x=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;d=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;d=(x&255)<<8|g&255|(d&255)<<16|h[(c+3|0)>>0]<<24;g=(a+8|0)+4|0;f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;f[(a+8|0)+52>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;do if(!d)e=1;else{c=0;while(1){if(!(Qnb(r,a+8|0)|0)){c=0;break}e=f[(s+240|0)>>2]|0;if((e|0)==(f[(s+244|0)>>2]|0))fob(s+236|0,a+8|0);else{eob(e,a+8|0);f[(s+240|0)>>2]=(f[(s+240|0)>>2]|0)+56}c=c+1|0;if(c>>>0>=d>>>0){c=1;break}}d=f[((a+8|0)+44|0)>>2]|0;if(!d){e=c;break}e=f[((a+8|0)+48|0)>>2]|0;if((e|0)!=(d|0))f[((a+8|0)+48|0)>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);e=c}while(0);c=f[((a+8|0)+20|0)>>2]|0;if(c|0){d=f[((a+8|0)+24|0)>>2]|0;if((d|0)!=(c|0)){do{x=d+-180|0;f[((a+8|0)+24|0)>>2]=x;lWa(x);d=f[((a+8|0)+24|0)>>2]|0}while((d|0)!=(c|0));c=f[((a+8|0)+20|0)>>2]|0}sOb(c)}if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);if(e)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);p[(s+248|0)>>3]=0.0;do if((o&255)<<8&16384|0){c=f[r>>2]|0;if((c+8|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+1|0;d=h[c>>0]|0;f[r>>2]=c+2|0;y=_Pb(h[(c+1|0)>>0]|0,0,8)|0;l=I;f[r>>2]=c+3|0;e=_Pb(h[(c+2|0)>>0]|0,0,16)|0;l=l|I;f[r>>2]=c+4|0;g=_Pb(h[(c+3|0)>>0]|0,0,24)|0;l=l|I;f[r>>2]=c+5|0;m=h[(c+4|0)>>0]|0;f[r>>2]=c+6|0;i=_Pb(h[(c+5|0)>>0]|0,0,40)|0;o=I;f[r>>2]=c+7|0;j=_Pb(h[(c+6|0)>>0]|0,0,48)|0;x=I;f[r>>2]=c+8|0;k=_Pb(h[(c+7|0)>>0]|0,0,56)|0;f[(s+248|0)>>2]=y|d|e|g|i|j|k;f[(s+248|0)+4>>2]=l|m|o|x|I;break}}while(0);c=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=0;if(c|0)sOb(c);c:do if(q&16777216|0){do if(znb(r,a+8|0)|0){if(!(znb(r,(a+8|0)+24|0)|0))break;c=pOb(48)|0;t=c;v=a+8|0;w=t+48|0;do{f[t>>2]=f[v>>2];t=t+4|0;v=v+4|0}while((t|0)<(w|0));d=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=c;if(d|0)sOb(d);break c}while(0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&134217728|0){if(Enb(r,s+260|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&268435456|0){if(Inb(r,s+272|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);c=1;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[a+488>>2]=c;f[a+2160>>2]=t;f[a+2176>>2]=v;f[a+2184>>2]=w}function Zpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;M=f[a+224>>2]|0;N=f[a+232>>2]|0;L=f[a+488>>2]|0;E=f[a+608>>2]|0;I=f[a+616>>2]|0;F=f[a+624>>2]|0;K=f[a+656>>2]|0;G=f[a+912>>2]|0;k=f[a+928>>2]|0;H=f[a+1448>>2]|0;m=f[a+1856>>2]|0;O=f[a+2160>>2]|0;P=f[a+2176>>2]|0;Q=f[a+2184>>2]|0;J=f[a+2200>>2]|0;a:{b:do if((K&255)<<16&2097152|0){c=k+4|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}x=k+1|0;f[M>>2]=x;y=b[k>>0]|0;l=k+2|0;f[M>>2]=l;x=b[x>>0]|0;j=k+3|0;f[M>>2]=j;l=b[l>>0]|0;f[M>>2]=c;j=(x&255)<<8|y&255|(l&255)<<16|h[j>>0]<<24;l=k+8|0;if(l>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}e=k+5|0;f[M>>2]=e;c=b[c>>0]|0;i=k+6|0;f[M>>2]=i;e=b[e>>0]|0;g=k+7|0;f[M>>2]=g;i=b[i>>0]|0;f[M>>2]=l;if(j>>>0>8){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!((j|0)!=8?1:((e&255)<<8|c&255|(i&255)<<16|h[g>>0]<<24)>>>0<4)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!(0==0&(H&8|0)==0)){c=k+12|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}t=k+9|0;f[M>>2]=t;w=b[l>>0]|0;y=k+10|0;f[M>>2]=y;t=b[t>>0]|0;x=k+11|0;f[M>>2]=x;y=b[y>>0]|0;f[M>>2]=c;x=(t&255)<<8|w&255|(y&255)<<16|h[x>>0]<<24;if(x|0){w=0;while(1){f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;y=1;if(y){y=0;if(wnb(M,a+8|0)|0){c=f[M>>2]|0;e=1;if(e){e=0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0)q=1;else e=1}if(e)if(1){f[M>>2]=c+1|0;s=b[c>>0]|0;f[M>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;t=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;t=(m&255)<<8|s&255|(t&255)<<16|h[(c+3|0)>>0]<<24;xOb(a+192|0,a+8|0);f[((a+192|0)+12|0)>>2]=t;s=b[((a+192|0)+11|0)>>0]|0;m=s<<24>>24<0?f[(a+192|0)>>2]|0:a+192|0;q=s<<24>>24<0?f[((a+192|0)+4|0)>>2]|0:s&255;if(q>>>0>3){c=m;i=q;e=q;while(1){r=X(h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24,1540483477)|0;i=(X(r>>>24^r,1540483477)|0)^(X(i,1540483477)|0);e=e+-4|0;if(e>>>0<=3)break;else c=c+4|0}e=(q+-4|0)-((q+-4|0)&-4)|0;g=m+(((q+-4|0)&-4)+4)|0;c=i}else{e=q;g=m;c=q}switch(e|0){case 3:{B=h[g+2>>0]<<16^c;J=22;break}case 2:{B=c;J=22;break}case 1:{C=c;J=23;break}default:D=c}if((J|0)==22){C=h[g+1>>0]<<8^B;J=23}if((J|0)==23){J=0;D=X(C^h[g>>0],1540483477)|0}r=X(D>>>13^D,1540483477)|0;g=f[(N+288|0)>>2]|0;c:do{c=1;if(c){c=0;if(!g){A=0;J=64}else c=1}if(c)if(1){do if(!((g+-1|0)&g))l=(r>>>15^r)&(g+-1|0);else{if((r>>>15^r)>>>0<g>>>0){l=r>>>15^r;break}l=((r>>>15^r)>>>0)%(g>>>0)|0}while(0);c=f[(f[(N+284|0)>>2]|0)+(l<<2)>>2]|0;if(!c){A=l;J=64}else{c=f[c>>2]|0;if(!c){A=l;J=64;break}if(!((g+-1|0)&g)){if(!q)while(1){q=f[c+4>>2]|0;if(!((q|0)==(r>>>15^r|0)|(q&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){k=f[c+4>>2]|0;if(!((k|0)==(r>>>15^r|0)|(k&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break c}}}if(!q)while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break}}}}}while(0);if((J|0)==64){J=0;i=pOb(24)|0;f[(i+8|0)>>2]=f[(a+192|0)>>2];f[(i+8|0)+4>>2]=f[(a+192|0)+4>>2];f[(i+8|0)+8>>2]=f[(a+192|0)+8>>2];f[(a+192|0)>>2]=0;f[(a+192|0)+4>>2]=0;f[(a+192|0)+8>>2]=0;f[i+20>>2]=t;f[i+4>>2]=r>>>15^r;f[i>>2]=0;o=+(((f[(N+296|0)>>2]|0)+1|0)>>>0);p=+n[(N+300|0)>>2];do if((g|0)==0|p*+(g>>>0)<o){c=~~+W(+(o/p))>>>0;$nb(N+284|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<c>>>0?c:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);c=f[(N+288|0)>>2]|0;if(!((c+-1|0)&c)){g=c;c=(c+-1|0)&(r>>>15^r);break}if((r>>>15^r)>>>0<c>>>0){g=c;c=r>>>15^r;break}g=c;c=((r>>>15^r)>>>0)%(c>>>0)|0}else c=A;while(0);c=(f[(N+284|0)>>2]|0)+(c<<2)|0;e=f[c>>2]|0;do if(!e){f[i>>2]=f[(N+292|0)>>2];f[(N+292|0)>>2]=i;f[c>>2]=N+292|0;c=f[i>>2]|0;if(!c)break;c=f[c+4>>2]|0;e=g+-1|0;do if(!(e&g))c=c&e;else{if(c>>>0<g>>>0)break;c=(c>>>0)%(g>>>0)|0}while(0);z=(f[(N+284|0)>>2]|0)+(c<<2)|0;J=77}else{f[i>>2]=f[e>>2];z=e;J=77}while(0);if((J|0)==77){J=0;f[z>>2]=i}f[(N+296|0)>>2]=(f[(N+296|0)>>2]|0)+1;v=b[((a+192|0)+11|0)>>0]|0}if(v<<24>>24<0)sOb(f[(a+192|0)>>2]|0);q=0}}else y=1}if(y)if(1)q=1;if((b[((a+8|0)+11|0)>>0]|0)<0)sOb(f[(a+8|0)>>2]|0);w=w+1|0;if(q|0){L=0;break}if(w>>>0>=x>>>0)break b}u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}while(0);f[a>>2]=G|((F&255)<<8|I&255|(K&255)<<16|E);f[a+4>>2]=H;f[(a+8|0)>>2]=f[a>>2];f[(a+8|0)+4>>2]=f[a+4>>2];if(!(Onb(M,a+8|0,N)|0)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[(N+168|0)>>2]=0;do if((K&255)<<16&4194304|0){c=f[M>>2]|0;if((c+1|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;c=h[c>>0]|0;f[(N+168|0)>>2]=c;if(!(b[M+36>>0]|0)){if((c&6|0)!=6)break}else if(!((c&6|0)==6?(f[M+8>>2]|0)>>>0<2:0))break;f[(N+168|0)>>2]=c&217|32}while(0);c=f[(N+172|0)>>2]|0;e=f[(N+176|0)>>2]|0;if((e|0)!=(c|0))f[(N+176|0)>>2]=e+(~((e+-4-c|0)>>>2)<<2);if(I&255&16|0){e=f[M>>2]|0;c=f[(M+4|0)>>2]|0;if((e+4|0)>>>0>c>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=e+1|0;H=b[e>>0]|0;f[M>>2]=e+2|0;G=b[(e+1|0)>>0]|0;f[M>>2]=e+3|0;j=b[(e+2|0)>>0]|0;f[M>>2]=e+4|0;j=(G&255)<<8|H&255|(j&255)<<16|h[(e+3|0)>>0]<<24;f[(a+8|0)>>2]=0;d:do if(j|0){if((e+8|0)>>>0<=c>>>0){i=0;g=e+4|0;c=e+8|0;do{F=g+1|0;f[M>>2]=F;G=b[g>>0]|0;H=g+2|0;f[M>>2]=H;F=b[F>>0]|0;e=g+3|0;f[M>>2]=e;H=b[H>>0]|0;f[M>>2]=c;c=(F&255)<<8|G&255|(H&255)<<16|h[e>>0]<<24;f[(a+8|0)>>2]=c;e=f[(N+176|0)>>2]|0;if((e|0)==(f[(N+180|0)>>2]|0))aob(N+172|0,a+8|0);else{f[e>>2]=c;f[(N+176|0)>>2]=e+4}i=i+1|0;if(i>>>0>=j>>>0)break d;g=f[M>>2]|0;c=g+4|0}while(c>>>0<=(f[(M+4|0)>>2]|0)>>>0)}L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}while(0)}f[(N+184|0)>>2]=-1;f[(N+196|0)>>2]=-1;f[(N+200|0)>>2]=-1;do if(I&255&32|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;G=b[c>>0]|0;f[M>>2]=c+2|0;F=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;H=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+184|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+3|0)>>0]<<24;if(I&255&64|0){if((c+8|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+5|0;G=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;F=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;H=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+196|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+7|0)>>0]<<24;if((c+12|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}else{f[M>>2]=c+9|0;G=b[(c+8|0)>>0]|0;f[M>>2]=c+10|0;F=b[(c+9|0)>>0]|0;f[M>>2]=c+11|0;H=b[(c+10|0)>>0]|0;f[M>>2]=c+12|0;f[(N+200|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+11|0)>>0]<<24;break}}}while(0);e=f[(N+212|0)>>2]|0;c=f[(N+216|0)>>2]|0;if((c|0)!=(e|0))do{H=c+-180|0;f[(N+216|0)>>2]=H;lWa(H);c=f[(N+216|0)>>2]|0}while((c|0)!=(e|0));if(I&255&128|0){c=f[M>>2]|0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;j=b[c>>0]|0;f[M>>2]=c+2|0;k=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;e=(k&255)<<8|j&255|(e&255)<<16|h[(c+3|0)>>0]<<24;j=(a+8|0)+8|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[(a+8|0)+84>>2]=0;k=(a+8|0)+92|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[(a+8|0)+108>>2]=0;l=(a+8|0)+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[((a+8|0)+128|0)>>2]=-1;f[(a+8|0)+132>>2]=-1;m=(a+8|0)+136|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;n[(a+8|0)+164>>2]=1.0;f[(a+8|0)+168>>2]=0;f[(a+8|0)+172>>2]=0;if(!e)c=1;else{c=0;while(1){if(!(Pnb(M,a+8|0)|0)){c=0;break}g=f[(N+216|0)>>2]|0;if((g|0)==(f[(N+220|0)>>2]|0))cob(N+212|0,a+8|0);else{O=f[(a+8|0)+4>>2]|0;f[g>>2]=f[(a+8|0)>>2];f[g+4>>2]=O;xOb(g+8|0,j);O=g+20|0;P=(a+8|0)+20|0;Q=O+68|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[g+88>>2]=f[((a+8|0)+88|0)>>2];xOb(g+92|0,k);f[(g+104|0)>>2]=f[((a+8|0)+104|0)>>2];f[(g+104|0)+4>>2]=f[((a+8|0)+104|0)+4>>2];d[(g+104|0)+8>>1]=d[((a+8|0)+104|0)+8>>1]|0;xOb(g+116|0,l);I=f[((a+8|0)+128|0)+4>>2]|0;f[(g+128|0)>>2]=f[((a+8|0)+128|0)>>2];f[(g+128|0)+4>>2]=I;xOb(g+136|0,m);bob(g+148|0,(a+8|0)+148|0);f[(g+168|0)>>2]=f[((a+8|0)+168|0)>>2];f[(g+168|0)+4>>2]=f[((a+8|0)+168|0)+4>>2];f[(g+168|0)+8>>2]=f[((a+8|0)+168|0)+8>>2];f[(N+216|0)>>2]=(f[(N+216|0)>>2]|0)+180}c=c+1|0;if(c>>>0>=e>>>0){c=1;break}}e=f[(a+8|0)+156>>2]|0;if(e)do{g=e;e=f[e>>2]|0;i=f[g+16>>2]|0;if(i|0){if((f[(g+20|0)>>2]|0)!=(i|0))f[(g+20|0)>>2]=i;sOb(i)}sOb(g)}while((e|0)!=0)}e=f[((a+8|0)+148|0)>>2]|0;f[((a+8|0)+148|0)>>2]=0;if(e|0)sOb(e);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if(!c){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}f[(N+204|0)>>2]=-1;f[(N+208|0)>>2]=-1;if((K&255)<<16&524288|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0<=e>>>0){f[M>>2]=c+1|0;I=b[c>>0]|0;f[M>>2]=c+2|0;H=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;K=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+208|0)>>2]=(H&255)<<8|I&255|(K&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0<=e>>>0){f[M>>2]=c+5|0;K=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;I=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;L=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+204|0)>>2]=(I&255)<<8|K&255|(L&255)<<16|h[(c+7|0)>>0]<<24;L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}f[(N+188|0)>>2]=-1;f[(N+192|0)>>2]=-1}f[a+488>>2]=L;f[a+2160>>2]=O;f[a+2176>>2]=P;f[a+2184>>2]=Q;f[a+2200>>2]=J}function _pb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a+336>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+528>>2]|0;o=f[a+2496>>2]|0;j=f[a+2816>>2]|0;p=f[a+2944>>2]|0;q=f[a+3176>>2]|0;r=f[a+3208>>2]|0;i=f[a+3216>>2]|0;a:{if(r){r=0;switch(i|0){case 85:{if(j>>>0<8){q=306;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+11&-4)>>>0){m=c+11&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c);else{if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+8|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+11&-4);k=l;break}case 117:{if(j>>>0<12){q=316;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+8>>2]|0;if(j>>>0<(c+15&-4)>>>0){m=c+15&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[p+4>>2]|0,p+12|0,c);else{e=f[p+4>>2]|0;if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+12|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,e,p+12|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+15&-4);k=l;break}case 112:{if(j>>>0<12){q=326;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c*24|0)+12|0)>>>0){m=(c*24|0)+12|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[p+8>>2]|0;Lh[f[(f[o>>2]|0)+40>>2]&255](o,c,(h&1|0)!=0,(h&2|0)!=0,p+12|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c*24|0)+12|0);k=l;break}case 109:{if(j>>>0<16){q=331;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+48>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 48:{if(j>>>0<16){q=337;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+52>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 101:{if(j>>>0<20){q=343;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+8|0)>>2]|0;if(j>>>0<((h<<2)+20|0)>>>0){m=(h<<2)+20|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}g=f[(p+12|0)>>2]|0;b:do if((g|0)<67108875){switch(g|0){case 67108873:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+68>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Fob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else if((g|0)<268435467){switch(g|0){case 67108875:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+64>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Eob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else{switch(g|0){case 268435467:break;default:{q=355;break b}}c=f[p+4>>2]|0;e=f[(f[o>>2]|0)+72>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+8|0)>>2]|0}Lh[e&255](o,c,d,p+20|0,f[p+16>>2]|0);break}while(0);do if((q|0)==355){q=0;c=f[p+4>>2]|0;if(g&268435456|0){Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,h,p+20|0,g);break}d=f[(n+112|0)>>2]|0;if(!d){e=h;d=g}else{e=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(e+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;e=f[(p+8|0)>>2]|0;d=f[(p+12|0)>>2]|0}Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,e,p+20|0,d)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+20|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 51:{if(j>>>0<20){q=363;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(n+112|0)>>2]|0;do if(!c)Lh[f[(f[o>>2]|0)+60>>2]&255](o,f[p+4>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[p+16>>2]|0);else{c=f[c+4>>2]|0;if((f[(p+16|0)>>2]|0)!=3){g=f[(f[o>>2]|0)+60>>2]|0;f[(a+8|0)>>2]=f[p+4>>2];h=(pob(c+80|0,a+8|0)|0)+12|0;Lh[g&255](o,f[h>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[(p+16|0)>>2]|0);break}f[c+160>>2]=f[p+8>>2];d=b[(c+164|0)>>0]|0;if(d<<24>>24>-1){b[(c+164|0)>>0]=d|-128;Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[c+76>>2]|0,240214,27)}}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+20;k=l;break}case 68:{if(j>>>0<8){q=373;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+8|0)>>>0){m=c+8|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;if(!d)xh[f[(f[o>>2]|0)+76>>2]&127](o,p+8|0,c);else Gob(f[d+4>>2]|0,p,o);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+8|0);k=l;break}case 65:{if(j>>>0<16){q=381;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+12|0)>>2]|0;if(j>>>0<((h<<2)+16|0)>>>0){m=(h<<2)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}if(!(f[p+8>>2]|0)){e=f[(f[o>>2]|0)+80>>2]|0;c=f[(n+108|0)>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+12|0)>>2]|0}Lh[e&255](o,c,f[p+4>>2]|0,p+16|0,d)}else{g=f[(f[o>>2]|0)+84>>2]|0;d=f[(n+108|0)>>2]|0;c=f[(n+112|0)>>2]|0;if(!c){e=h;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(p+12|0)>>2]|0;c=f[c>>2]|0}Lh[g&255](o,c,f[p+4>>2]|0,p+16|0,(e>>>0)/3|0)}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+16|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 52:{if(j>>>0<12){q=393;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(p+4|0)>>2]|0;f[(p+4|0)>>2]=c&2147483647;switch(c&2147483647|0){case 1:{xh[f[(f[o>>2]|0)+160>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 2:{xh[f[(f[o>>2]|0)+164>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 3:{oh[f[(f[o>>2]|0)+172>>2]&1023](o,f[p+8>>2]|0);break}case 4:{oh[f[(f[o>>2]|0)+176>>2]&1023](o,f[p+8>>2]|0);break}default:{}}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+12;k=l;break}case 53:{if(j>>>0<16){q=402;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c<<3)+16|0)>>>0){m=(c<<3)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}Lh[f[(f[o>>2]|0)+168>>2]&255](o,f[p+8>>2]|0,p+16|0,c,(b[p+12>>0]|0)!=0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c<<3)+16|0);k=l;break}default:{q=406;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}}}}f[a+400>>2]=k;f[a+528>>2]=m;f[a+3176>>2]=q;f[a+3208>>2]=r}function $pb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+336>>2]|0;C=f[a+360>>2]|0;w=f[a+400>>2]|0;u=f[a+408>>2]|0;A=f[a+472>>2]|0;D=f[a+528>>2]|0;E=f[a+560>>2]|0;G=f[a+864>>2]|0;H=f[a+1040>>2]|0;I=f[a+1136>>2]|0;B=f[a+1176>>2]|0;v=f[a+2496>>2]|0;y=f[a+2800>>2]|0;z=f[a+2816>>2]|0;x=f[a+2944>>2]|0;J=f[a+2968>>2]|0;K=f[a+2976>>2]|0;L=f[a+2984>>2]|0;M=f[a+3072>>2]|0;N=f[a+3176>>2]|0;O=f[a+3208>>2]|0;t=f[a+3216>>2]|0;a:{if(O){O=0;switch(t|0){case 69:{if(z>>>0<28){N=212;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}c=f[(x+24|0)>>2]|0;C=(c|0)==-1?28:c+31&-4;if(C>>>0>z>>>0){N=214;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(f[v>>2]|0)+152>>2]|0;b=f[(F+108|0)>>2]|0;d=f[(F+112|0)>>2]|0;if(d){c=f[d+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;c=f[(x+24|0)>>2]|0;b=f[b>>2]|0}i=f[x+12>>2]|0;Zh[e&7](v,b,f[x+4>>2]|0,f[x+8>>2]|0,i&2147483647,f[x+16>>2]|0,f[x+20>>2]|0,(c|0)==-1?0:x+28|0,(i|0)<0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+C;w=u;break}case 103:{if(z>>>0<12){N=220;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+156>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){i=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(i+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[d&255](v,b,f[x+4>>2]|0,f[x+8>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+12;w=u;break}case 78:{if(z>>>0<8){N=226;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}w=f[x+4>>2]|0;f[(F+104|0)>>2]=f[x>>2];f[(F+104|0)+4>>2]=w;f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+8;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 82:{if(z>>>0<44){N=229;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}J=f[(x+24|0)>>2]|0;K=f[(x+28|0)>>2]|0;L=f[(x+32|0)>>2]|0;if((((K+J+L|0)*12|0)+44|0)>>>0>z>>>0){N=231;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}g=f[(f[v>>2]|0)+136>>2]|0;c=f[(F+108|0)>>2]|0;b=f[(F+112|0)>>2]|0;if(!b){d=J;e=K;b=L}else{d=f[b+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;d=f[(x+24|0)>>2]|0;e=f[(x+28|0)>>2]|0;c=f[c>>2]|0;b=f[(x+32|0)>>2]|0}i=(x+44|0)+(d*12|0)|0;bi[g&7](v,c,f[x+4>>2]|0,f[x+8>>2]|0,f[x+12>>2]|0,f[x+16>>2]|0,f[x+20>>2]|0,x+44|0,d,i,e,i+(e*12|0)|0,b);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(((K+J+L|0)*12|0)+44|0);w=u;break}case 114:{if(z>>>0<12){N=237;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}M=f[(x+8|0)>>2]|0;if((M+12|0)>>>0>z>>>0){N=239;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+140>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=M;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,x+12|0,c);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(M+12|0);w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 81:{if(z>>>0<40){N=245;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(x+8|0)>>2]|0;e=f[(x+12|0)>>2]|0;b=f[(x+16|0)>>2]|0;G=d&268435456|0?24:12;G=d&536870912|0?G+8|0:G;i=(f[(x+20|0)>>2]|0)+b+(f[(x+24|0)>>2]|0)|0;G=((i&1)+i<<1)+40+(X(d&1073741824|0?G+4|0:G,e)|0)+(((f[(x+32|0)>>2]|0)+(f[(x+28|0)>>2]|0)+(f[(x+36|0)>>2]|0)|0)*12|0)|0;if(G>>>0>z>>>0){N=247;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}i=f[(f[v>>2]|0)+132>>2]|0;g=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)h=e;else{b=f[c+4>>2]|0;f[(a+8|0)>>2]=g;g=(pob(b+80|0,a+8|0)|0)+12|0;b=f[(x+16|0)>>2]|0;d=f[(x+8|0)>>2]|0;h=f[(x+12|0)>>2]|0;g=f[g>>2]|0}c=f[x+4>>2]|0;e=f[(x+20|0)>>2]|0;if(!(b|e))if(!(f[(x+24|0)>>2]|0)){j=0;k=d&268435456;l=d&536870912;m=d&1073741824;o=0;p=0}else{n=0;N=253}else{n=e;N=253}if((N|0)==253){N=0;k=d&268435456;j=k|0?24:12;l=d&536870912;j=l|0?j+8|0:j;m=d&1073741824;j=(x+40|0)+(X(m|0?j+4|0:j,h)|0)|0;o=n;p=f[(x+24|0)>>2]|0}n=k|0?24:12;n=l|0?n+8|0:n;l=o+b+p|0;l=(x+40|0)+(X(m|0?n+4|0:n,h)|0)+((l&1)+l<<1)|0;m=f[(x+28|0)>>2]|0;n=f[(x+32|0)>>2]|0;fi[i&7](v,g,c,d,x+40|0,h,j,b,o,p,l,m,l+(m*12|0)|0,n,(l+(m*12|0)|0)+(n*12|0)|0,f[(x+36|0)>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+G;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 111:{if(z>>>0<16){N=257;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}H=f[x+4>>2]|0;if(H>>>0>z>>>0){N=259;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}f[(a+296|0)>>2]=(f[(F+100|0)>>2]|0)+16;e=pOb(56)|0;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;if(Cob(F,e,y,a+296|0,u)|0){d=f[(f[v>>2]|0)+144>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){p=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(p+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}c=Vg[d&31](v,b,e,f[x+8>>2]|0,f[x+12>>2]|0)|0;if(!(f[(F+96|0)>>2]|0))b=9;else{f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+H;b=0}if(c)q=b;else{r=b;s=c?0:e;N=267}}else{Fh[f[(f[v>>2]|0)+36>>2]&255](v,0,240126,45);r=9;s=e;N=267}if((N|0)==267){N=0;b=s+40|0;c=f[b>>2]|0;if(c|0){Dob(b,c);sOb(f[b>>2]|0)}sOb(s);q=r}if(!q)w=u;else{E=q;N=407}break}default:O=1}}if(O){O=0;switch(t|0){case 90:{if(z>>>0<16){N=272;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}I=(f[x+8>>2]|0)+19&-4;if(I>>>0>z>>>0){N=274;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}mOb(F+16|0);b=f[(F+8|0)>>2]|0;if((f[(F+4|0)>>2]|0)==(b|0)){nOb(F+16|0);A=pOb(12)|0;B=pOb(16384)|0;f[A>>2]=B;f[A+4>>2]=B;f[A+8>>2]=B+16384}else{A=f[(b+-4|0)>>2]|0;f[(F+8|0)>>2]=b+-4|0;nOb(F+16|0)}B=tob(x,A)|0;if((B|0)>=0){N=291;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}b=(f[(F+100|0)>>2]|0)-B|0;f[(F+100|0)>>2]=b;if(B+z|0|0){c=A+4|0;e=f[c>>2]|0;g=f[A>>2]|0;d=(e-g|0)+(B+z|0)|0;if(d>>>0>(e-g|0)>>>0){AWa(A,B+z|0);c=f[A>>2]|0;b=f[(F+100|0)>>2]|0}else if(d>>>0<(e-g|0)>>>0)if((g+d|0|0)==(e|0))c=g;else{f[c>>2]=g+d|0;c=g}else c=g;bQb(c+(e-g|0)|0,(f[y>>2]|0)+b|0,B+z|0|0)|0}f[(F+100|0)>>2]=0;c=f[(F+96|0)>>2]|0;b=f[c>>2]|0;if((f[(c+4|0)>>2]|0)!=(b|0))f[(c+4|0)>>2]=b;f[(a+8|0)>>2]=c;b=f[(F+8|0)>>2]|0;if((b|0)==(f[(F+12|0)>>2]|0))vob(F+4|0,a+8|0);else{f[b>>2]=c;f[(F+8|0)>>2]=(f[(F+8|0)>>2]|0)+4}f[(F+96|0)>>2]=A;w=(f[A+4>>2]|0)-(f[A>>2]|0)|0;break}case 71:{if(z>>>0<12){N=299;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(x+8|0)>>2]|0;if(z>>>0<((e<<2)+12|0)>>>0){D=(e<<2)+12|0;N=417;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+44>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=e;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,c,x+12|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+((e<<2)+12|0);w=u;break}default:O=1}}}f[a+360>>2]=C;f[a+400>>2]=w;f[a+472>>2]=A;f[a+528>>2]=D;f[a+560>>2]=E;f[a+864>>2]=G;f[a+1040>>2]=H;f[a+1136>>2]=I;f[a+1176>>2]=B;f[a+2968>>2]=J;f[a+2976>>2]=K;f[a+2984>>2]=L;f[a+3072>>2]=M;f[a+3176>>2]=N;f[a+3208>>2]=O}function aqb(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;s=f[a+336>>2]|0;p=f[a+400>>2]|0;q=f[a+408>>2]|0;r=f[a+560>>2]|0;t=f[a+2264>>2]|0;u=f[a+2488>>2]|0;v=f[a+2496>>2]|0;l=f[a+2688>>2]|0;m=f[a+2816>>2]|0;w=f[a+2944>>2]|0;x=f[a+3176>>2]|0;y=f[a+3208>>2]|0;o=f[a+3216>>2]|0;a:{if(y){y=0;switch(o|0){case 121:{if(m>>>0<16){x=105;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}t=f[w+8>>2]|0;if(t>>>0>m>>>0){x=107;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}f[(a+296|0)>>2]=0;f[l>>2]=0;f[((a+296|0)+8|0)>>2]=0;yob(a+296|0,f[(w+12|0)>>2]|0);if(f[(w+12|0)>>2]|0){i=w+16|0;j=0;while(1){k=(f[i>>2]<<2)+12|0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;b=f[l>>2]|0;if(b>>>0<(f[((a+296|0)+8|0)>>2]|0)>>>0){f[b>>2]=0;f[(b+4|0)>>2]=0;f[b+8>>2]=0;f[b>>2]=f[(a+8|0)>>2];f[(b+4|0)>>2]=f[((a+8|0)+4|0)>>2];f[b+8>>2]=f[((a+8|0)+8|0)>>2];f[((a+8|0)+8|0)>>2]=0;f[((a+8|0)+4|0)>>2]=0;f[(a+8|0)>>2]=0;h=f[((a+8|0)+12|0)+4>>2]|0;f[(b+12|0)>>2]=f[((a+8|0)+12|0)>>2];f[(b+12|0)+4>>2]=h;f[l>>2]=b+20}else{zob(a+296|0,a+8|0);b=f[(a+8|0)>>2]|0;if(b|0){c=f[((a+8|0)+4|0)>>2]|0;if((c|0)!=(b|0))f[((a+8|0)+4|0)>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}}h=f[l>>2]|0;f[h+-4>>2]=f[i+8>>2];f[h+-8>>2]=f[i+4>>2];b=f[i>>2]|0;c=f[(h+-20|0)>>2]|0;if((f[(h+-12|0)>>2]|0)-c>>2>>>0<b>>>0){if(b>>>0>1073741823){x=121;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=(f[(h+-16|0)>>2]|0)-c|0;g=pOb(b<<2)|0;if((e|0)>0)bQb(g|0,c|0,e|0)|0;f[(h+-20|0)>>2]=g;f[(h+-16|0)>>2]=g+(e>>2<<2);f[(h+-12|0)>>2]=g+(b<<2);if(c|0)sOb(c)}if(f[i>>2]|0){b=i+12|0;c=0;while(1){e=f[(h+-16|0)>>2]|0;if((e|0)==(f[(h+-12|0)>>2]|0))fBa(h+-20|0,b);else{f[e>>2]=f[b>>2];f[(h+-16|0)>>2]=e+4}c=c+1|0;if(c>>>0>=(f[i>>2]|0)>>>0)break;else b=b+4|0}}j=j+1|0;if(j>>>0>=(f[(w+12|0)>>2]|0)>>>0)break;else i=i+k|0}}e=f[(f[v>>2]|0)+96>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){k=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(k+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[e&255](v,b,f[w+4>>2]|0,a+296|0);if(!(f[(s+96|0)>>2]|0))h=9;else{f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+t;h=0}b=f[(a+296|0)>>2]|0;if(b|0){c=f[l>>2]|0;if((c|0)!=(b|0)){do{e=c+-20|0;f[l>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[l>>2]|0}}while((c|0)!=(b|0));b=f[(a+296|0)>>2]|0}sOb(b)}if(!h)p=q;else{r=h;x=407}break}default:y=1}}if(y){y=0;switch(o|0){case 80:{if(m>>>0<24){x=145;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}u=f[w+20>>2]|0;if(((u<<2)+24|0)>>>0>m>>>0){x=147;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}kh[f[(f[v>>2]|0)+24>>2]&3](v,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],(u|0)==0?0:w+24|0,u,f[w+4>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+((u<<2)+24|0);p=q;break}case 66:{if(m>>>0<32){x=151;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[(s+108|0)>>2]|0,w+4|0,w+16|0,f[w+28>>2]|0);else{b=f[b+4>>2]|0;d=+n[w+4>>2];if(d<+n[(b+132|0)>>2])n[(b+132|0)>>2]=d;d=+n[w+16>>2];if(d>+n[(b+144|0)>>2])n[(b+144|0)>>2]=d;d=+n[w+8>>2];if(d<+n[(b+136|0)>>2])n[(b+136|0)>>2]=d;d=+n[w+20>>2];if(d>+n[(b+148|0)>>2])n[(b+148|0)>>2]=d;d=+n[w+12>>2];if(d<+n[(b+140|0)>>2])n[(b+140|0)>>2]=d;d=+n[w+24>>2];if(d>+n[(b+152|0)>>2])n[(b+152|0)>>2]=d;l=(f[(b+156|0)>>2]|0)+(f[w+28>>2]|0)|0;f[(b+156|0)>>2]=l;Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[b+24>>2]|0,b+132|0,b+144|0,l)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+32;p=q;break}case 98:{if(m>>>0<36){x=170;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}Lh[f[(f[v>>2]|0)+32>>2]&255](v,w+4|0,w+16|0,f[w+28>>2]|0,f[w+32>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+36;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 77:{if(m>>>0<68){x=174;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+124>>2]|0;b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}bi[e&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,w+44|0,w+56|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+68;p=q;break}case 73:{if(m>>>0<72){x=180;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+112>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}fi[e&7](v,b,f[w+8>>2]|0,f[(w+16|0)>>2]|0,f[(w+16|0)+4>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0,f[w+48>>2]|0,f[w+52>>2]|0,f[w+56>>2]|0,f[w+60>>2]|0,f[w+64>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+72;p=q;break}case 118:{if(m>>>0<48){x=186;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(Aob((pob(l+80|0,l+20|0)|0)+40|0,a+8|0)|0)+12|0;b=f[b>>2]|0}ai[f[(f[v>>2]|0)+116>>2]&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+48;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 105:{if(m>>>0<16){x=192;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,0,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,0);else{o=f[b+4>>2]|0;f[(a+284|0)>>2]=f[w+4>>2];f[(a+280|0)>>2]=f[w+8>>2];f[(a+276|0)>>2]=f[w+12>>2];f[(a+292|0)>>2]=f[(a+284|0)>>2];f[(a+296|0)>>2]=f[(a+280|0)>>2];f[(a+8|0)>>2]=f[(a+276|0)>>2];Bob(o,v,0,a+292|0,a+296|0,a+8|0,0)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+16;p=q;break}case 120:{if(m>>>0<24){x=199;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,(f[w+20>>2]|0)!=0);else{m=f[b+4>>2]|0;o=f[w+4>>2]|0;f[(a+272|0)>>2]=f[w+8>>2];f[(a+268|0)>>2]=f[w+12>>2];f[(a+264|0)>>2]=f[w+16>>2];w=(f[w+20>>2]|0)!=0;f[(a+292|0)>>2]=f[(a+272|0)>>2];f[(a+296|0)>>2]=f[(a+268|0)>>2];f[(a+8|0)>>2]=f[(a+264|0)>>2];Bob(m,v,o,a+292|0,a+296|0,a+8|0,w)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+24;p=q;break}case 54:{if(m>>>0<28){x=206;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+120>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){o=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(o+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Ah[e&3](v,b,f[w+4>>2]|0,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],+n[w+20>>2],f[w+24>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+28;p=q;break}default:y=1}}}f[a+400>>2]=p;f[a+560>>2]=r;f[a+2264>>2]=t;f[a+2488>>2]=u;f[a+3176>>2]=x;f[a+3208>>2]=y}function bqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0;u=f[a+336>>2]|0;o=f[a+360>>2]|0;q=f[a+408>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;z=f[a+1512>>2]|0;A=f[a+1864>>2]|0;B=f[a+1872>>2]|0;C=f[a+2088>>2]|0;E=f[a+2184>>2]|0;F=f[a+2192>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;K=f[a+2496>>2]|0;L=f[a+2688>>2]|0;M=f[a+2800>>2]|0;N=f[a+2816>>2]|0;O=f[a+2848>>2]|0;m=f[a+2904>>2]|0;P=f[a+2944>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;a:{do{V=1;W=f[P>>2]|0;if(V){V=0;switch(W|0){case 86:{if(N>>>0<20){U=25;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[P+8>>2]|0,f[P+12>>2]|0,f[P+16>>2]|0);else{d=f[c+4>>2]|0;if((f[(P+8|0)>>2]|0)>>>0<69)if((f[(d+20|0)>>2]|0)==-1){f[(d+20|0)>>2]=-2;l=(pob(d+80|0,d+20|0)|0)+12|0;f[d+24>>2]=f[l>>2]}c=b[(d+164|0)>>0]|0;if(!(c&16)){f[d+16>>2]=f[(P+16|0)>>2];b[(d+164|0)>>0]=c|16}Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[(P+8|0)>>2]|0,-2,f[(P+16|0)>>2]|0)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}z=f[P+8>>2]|0;if((z+-66|0)>>>0>3){U=36;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+20;c=q;break}case 84:{if(N>>>0<16){U=39;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[P+8>>2]|0;if(c|0)xh[f[(f[K>>2]|0)+16>>2]&127](K,c,f[P+12>>2]|0);c=f[(u+112|0)>>2]|0;if(!c)oh[f[(f[K>>2]|0)+12>>2]&1023](K,f[P+4>>2]|0);else wob(f[c+4>>2]|0,P,K);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+16;c=q;break}case 116:{if(N>>>0<12){U=48;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}xh[f[(f[K>>2]|0)+16>>2]&127](K,f[P+4>>2]|0,f[P+8>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+12;c=q;break}case 83:{if(N>>>0<24){U=52;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=f[(f[K>>2]|0)+100>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){l=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(l+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](K,c,f[P+4>>2]|0,P+8|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+24;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 115:{if(N>>>0<44){U=58;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}A=f[(P+36|0)>>2]|0;B=f[(P+40|0)>>2]|0;if(((A<<2)+44+(B*12|0)|0)>>>0>N>>>0){U=60;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}h=f[(f[K>>2]|0)+104>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=A;g=B;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+36|0)>>2]|0;g=f[(P+40|0)>>2]|0;c=f[c>>2]|0}l=(e|0)==0;Hh[h&3](K,c,f[P+4>>2]|0,P+8|0,+n[P+24>>2],+n[P+28>>2],+n[P+32>>2],l?0:P+44|0,e,(g|0)==0?0:l?P+44|0:(P+44|0)+(e<<2)|0,g);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((A<<2)+44+(B*12|0)|0);c=q;break}case 56:{if(N>>>0<132){U=66;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=(f[(P+8|0)>>2]|0)==0?0:P+8|0;g=(f[(P+20|0)>>2]|0)==0?0:P+20|0;j=(f[(P+32|0)>>2]|0)==0?0:P+32|0;h=(f[(P+44|0)>>2]|0)==0?0:P+44|0;k=(f[(P+56|0)>>2]|0)==0?0:P+56|0;i=(f[(P+68|0)>>2]|0)==0?0:P+68|0;l=f[(f[K>>2]|0)+108>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}da=f[P+4>>2]|0;ca=f[P+80>>2]|0;ba=f[P+84>>2]|0;aa=f[P+88>>2]|0;$=+n[P+108>>2];_=+n[P+112>>2];Z=+n[P+116>>2];Y=+n[P+120>>2];X=+n[P+124>>2];d=f[P+128>>2]|0;f[(a+8|0)>>2]=f[(P+92|0)>>2];f[(a+8|0)+4>>2]=f[(P+92|0)+4>>2];f[(a+8|0)+8>>2]=f[(P+92|0)+8>>2];f[(a+8|0)+12>>2]=f[(P+92|0)+12>>2];ci[l&3](K,c,da,e,g,j,h,k,i,ca,ba,aa,a+8|0,$,_,Z,Y,X,d);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+132;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 50:{if(N>>>0<16){U=72;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}C=f[(P+8|0)>>2]|0;if(((C<<2)+16|0)>>>0>N>>>0){U=74;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+128>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=C;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;c=f[c>>2]|0}Th[g&127](K,c,f[P+4>>2]|0,(e|0)==0?0:P+16|0,e,f[P+12>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((C<<2)+16|0);c=q;break}case 88:{if(N>>>0<56){U=80;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Fh[f[(f[K>>2]|0)+88>>2]&255](K,f[(u+108|0)>>2]|0,f[P+4>>2]|0,P+8|0);else{da=f[c+4>>2]|0;f[(a+288|0)>>2]=f[(u+108|0)>>2];f[(a+8|0)>>2]=f[(a+288|0)>>2];xob(da,a+8|0,P,K)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+56;c=q;break}case 99:{if(N>>>0<104){U=87;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[((a+8|0)+4|0)>>2]=0;e=a+8|0;c=m+(f[(u+100|0)>>2]|0)|0;d=e+104|0;do{b[e>>0]=b[c>>0]|0;e=e+1|0;c=c+1|0}while((e|0)<(d|0));c=f[(u+112|0)>>2]|0;if(!c)Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],f[((a+8|0)+4|0)>>2]|0);else{c=f[c+4>>2]|0;if(!(b[(c+164|0)>>0]&1))if((f[(c+16|0)>>2]|0)==(f[((a+8|0)+4|0)>>2]|0)){Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],0);f[(c+16|0)>>2]=-1;b[(c+164|0)>>0]=b[(c+164|0)>>0]|1}}if(!(f[(u+96|0)>>2]|0)){U=95;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+104;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 89:{if(N>>>0<16){U=97;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}E=f[(P+8|0)>>2]|0;F=f[(P+12|0)>>2]|0;if(((E<<2)+16+(F*12|0)|0)>>>0>N>>>0){U=99;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+92>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=E;c=F}else{e=f[c+4>>2]|0;f[(a+8|0)>>2]=d;d=(pob(e+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;d=f[d>>2]|0;c=f[(P+12|0)>>2]|0}Xh[g&63](K,d,f[P+4>>2]|0,e,c,P+16|0,(P+16|0)+(e<<2)|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((E<<2)+16+(F*12|0)|0);c=q;break}default:V=1}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+560>>2]=t;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2496>>2]=K;f[a+2688>>2]=L;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3240>>2]=0;f[a+3244>>2]=0;aqb(a);c=f[a+400>>2]|0;t=f[a+560>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3240>>2]|0;D=f[a+3244>>2]|0;H=+n[a+3244>>2];f[a+3240>>2]=0;f[a+3244>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 21:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 22:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+360>>2]=o;f[a+400>>2]=c;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+560>>2]=t;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+2496>>2]=K;f[a+2800>>2]=M;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3232>>2]=0;f[a+3236>>2]=0;$pb(a);o=f[a+360>>2]|0;c=f[a+400>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;t=f[a+560>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3232>>2]|0;D=f[a+3236>>2]|0;H=+n[a+3236>>2];f[a+3232>>2]=0;f[a+3236>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 22:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 23:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+528>>2]=s;f[a+2496>>2]=K;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3224>>2]=0;f[a+3228>>2]=0;_pb(a);c=f[a+400>>2]|0;s=f[a+528>>2]|0;U=f[a+3176>>2]|0;G=f[a+3224>>2]|0;D=f[a+3228>>2]|0;H=+n[a+3228>>2];f[a+3224>>2]=0;f[a+3228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 31:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 30:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}}while(0);if((U|0)==407){U=0;switch(t|0){case 9:{U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}case 0:{c=q;break}default:{s=0;U=417;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}}}O=f[(u+100|0)>>2]|0;if(c>>>0<=O>>>0){U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}else q=c}f[a+360>>2]=o;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+1512>>2]=z;f[a+1864>>2]=A;f[a+1872>>2]=B;f[a+2088>>2]=C;f[a+2184>>2]=E;f[a+2192>>2]=F;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2848>>2]=O;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U}function cqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;v=f[a+104>>2]|0;w=f[a+528>>2]|0;x=f[a+568>>2]|0;m=f[a+616>>2]|0;o=f[a+640>>2]|0;z=f[a+656>>2]|0;A=f[a+664>>2]|0;B=f[a+672>>2]|0;y=f[a+904>>2]|0;r=f[a+1e3>>2]|0;s=f[a+1016>>2]|0;t=f[a+1264>>2]|0;a:{c=f[(w+(v*20|0)+4|0)>>2]|0;p=f[(w+(v*20|0)+8|0)>>2]|0;if((c|0)!=(p|0)){k=0;l=f[(a+40|0)>>2]|0;while(1){g=f[(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;h=X(g,o)|0;if(cvb()|0){i=+(k&255);if((z+(g<<2)|0|0)!=(z|0)){e=z;do{n[e>>2]=i;e=e+4|0}while((e|0)!=(z+(g<<2)|0|0))}}else dQb(z|0,k|0,g|0)|0;oub(f[(a+48|0)>>2]|0,l,h,z);c=c+4|0;if((c|0)==(p|0))break;else{k=k+1<<24>>24;l=h+l|0}}}f[(a+32|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+28|0)>>2]=0;deb(aeb()|0,m,a+32|0,a+28|0,64);c=f[(a+32|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Zvb(258928,c)|0;g=f[(a+28|0)>>2]|0;h=(r<<1)+g|0;l=(s<<1)+h|0;o=f[(w+(v*20|0)+4|0)>>2]|0;m=(f[(f[o>>2]|0)+4>>2]|0)+44|0;c=f[m>>2]|0;e=f[c+24>>2]|0;if(e){FLa(c+68|0,0,e<<1,g,a+32|0)|0;q=f[m>>2]|0;c=q;g=(f[q+24>>2]<<1)+g|0}e=f[c+28>>2]|0;if(!e)k=h;else{FLa(c+68|0,f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1,e<<1,h,a+32|0)|0;k=f[m>>2]|0;c=k;k=(f[k+28>>2]<<1)+h|0}h=f[c+32>>2]|0;if(!h)c=l;else{if(!(b[c+148>>0]&2))e=f[c+44>>2]|0;else e=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;FLa(c+68|0,e<<1,h<<1,l,a+32|0)|0;c=(f[(f[m>>2]|0)+32>>2]<<1)+l|0}q=f[(w+(v*20|0)+8|0)>>2]|0;if((o+4|0|0)!=(q|0)){p=f[(f[(f[(f[o>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;m=o+4|0;l=c;while(1){h=(f[(f[m>>2]|0)+4>>2]|0)+44|0;DLa((f[h>>2]|0)+68|0,z)|0;e=z+((ALa((f[h>>2]|0)+68|0)|0)<<1)|0;if((e|0)!=(z|0)){c=z;do{d[c>>1]=p+(j[c>>1]|0);c=c+2|0}while((c|0)!=(e|0))}c=f[h>>2]|0;e=f[c+24>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,g,e<<1,z);o=f[h>>2]|0;c=o;g=g+(f[o+24>>2]<<1)|0}e=f[c+28>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,k,e<<1,z+(f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1)|0);o=f[h>>2]|0;c=o;k=k+(f[o+28>>2]<<1)|0}e=f[c+32>>2]|0;if(!e)e=l;else{if(!(b[c+148>>0]&2))c=f[c+44>>2]|0;else c=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;oub(f[(a+32|0)>>2]|0,l,e<<1,z+(c<<1)|0);e=l+(f[(f[h>>2]|0)+32>>2]<<1)|0}c=m+4|0;if((c|0)==(q|0))break;else{p=(f[(f[(f[(f[m>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]&65535)+(p&65535)|0;m=c;l=e}}}h=f[(f[(f[f[(w+(v*20|0)+4|0)>>2]>>2]|0)+4>>2]|0)+44>>2]|0;f[x+52>>2]=f[h+52>>2];c=f[h>>2]|0;h=f[h+4>>2]|0;if((c|0)!=(h|0)){k=f[c+8>>2]|0;do{f[a>>2]=f[c>>2];e=f[c+4>>2]|0;f[(a+4|0)>>2]=e;if(e|0)gOb(e);e=c+8|0;f[(a+8|0)>>2]=f[e>>2];f[(a+8|0)+4>>2]=f[e+4>>2];f[(a+8|0)+8>>2]=f[e+8>>2];f[(a+8|0)+12>>2]=f[e+12>>2];d[(a+8|0)+16>>1]=d[e+16>>1]|0;e=f[(a+60|0)>>2]|0;g=f[((a+60|0)+4|0)>>2]|0;if(g|0)gOb(g);f[a>>2]=e;e=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=g;if(e|0)iOb(e);f[(a+8|0)>>2]=(f[(a+56|0)>>2]|0)-k+(f[(a+8|0)>>2]|0);e=f[(x+4|0)>>2]|0;if((e|0)==(f[(x+8|0)>>2]|0))qpb(x,a);else{f[e>>2]=f[a>>2];g=f[(a+4|0)>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}e=f[(a+4|0)>>2]|0;if(e|0)iOb(e);c=c+28|0}while((c|0)!=(h|0))}f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+12>>2]=2;e=cvb()|0;f[a+16>>2]=e?5126:5121;f[a+20>>2]=0;e=f[(a+48|0)>>2]|0;g=f[y>>2]|0;do if(!g){f[a>>2]=e;f[(a+4|0)>>2]=g;c=a}else{gOb(g);c=f[(a+4|0)>>2]|0;f[a>>2]=e;f[(a+4|0)>>2]=g;if(!c){c=a;break}iOb(c);c=a}while(0);f[(a+8|0)>>2]=f[(a+40|0)>>2];b[a+25>>0]=1;b[a+24>>0]=0;e=f[(x+4|0)>>2]|0;if((e|0)==(f[x+8>>2]|0))qpb(x,a);else{f[e>>2]=f[c>>2];c=f[(a+4|0)>>2]|0;f[e+4>>2]=c;if(c|0)gOb(c);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);nMa(x,a+32|0);oMa(x,f[(a+28|0)>>2]|0);pMa(x,0,r);pMa(x,1,s);pMa(x,2,t);qMa(x,0,0);qMa(x,1,r);qMa(x,2,s+r|0);h=f[(w+(v*20|0)|0)>>2]|0;f[(w+(v*20|0)|0)>>2]=x;if(h|0){c=f[h+56>>2]|0;if(c|0){e=f[(h+60|0)>>2]|0;if((e|0)!=(c|0))f[(h+60|0)>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}c=f[h+16>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){e=f[(h+4|0)>>2]|0;if((e|0)!=(c|0)){do{g=e+-28|0;f[(h+4|0)>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[(h+4|0)>>2]|0}}while((e|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}c=f[((a+32|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[y>>2]|0;if(c|0)iOb(c);c=f[((a+60|0)+4|0)>>2]|0;if(c|0)iOb(c);Zvb(258928,B)|0;Yvb(258928,A)|0;tOb(z);u=a;f[a+1704>>2]=5;break a}}
+function Abb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0;i=a+230|0;k=j[i>>1]|j[i+2>>1]<<16;if(!(k&32768)){g=a+320|0;if(+p[g>>3]==+p[e>>3])if(+p[a+328>>3]==+p[e+8>>3])if(+p[a+336>>3]==+p[e+16>>3])if(+p[a+344>>3]==+p[c>>3])if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}else h=e;else h=e;else h=e;else h=e;else h=e;else h=e}else{g=a+320|0;h=e}p[a+344>>3]=+p[c>>3];p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];p[g>>3]=+p[h>>3];p[a+328>>3]=+p[e+8>>3];p[a+336>>3]=+p[e+16>>3];g=k&-57345|24576;d[i>>1]=g;d[i+2>>1]=g>>>16;do if(k&2048)if((b[a+226>>0]|0)!=2){k=f[a+60>>2]|0;if((f[k+1896>>2]|0)==(f[k+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){g=j[i>>1]|j[i+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(g&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}k=f[a+60>>2]|0;if((f[k+1896>>2]|0)!=(f[k+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function Bbb(a,c){a=a|0;c=c|0;var e=0,g=0;c=c>>>0>16?c:16;e=a+368|0;if((f[e>>2]|0)==(c|0)){a=0;return a|0}f[e>>2]=c;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=e|24576;d[c>>1]=g;d[c+2>>1]=g>>>16;if(!(e&2048)){g=0;return g|0}if((b[a+226>>0]|0)==2){g=0;return g|0}g=f[a+60>>2]|0;if((f[g+1896>>2]|0)!=(f[g+1900>>2]|0)){g=0;return g|0}g=(sSa(f[a+64>>2]|0)|0)^1;return g|0}function Cbb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Mgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&2048)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Dbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Ngb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ebb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+60|0;if(!(Ogb((f[e>>2]|0)+3624|0,c)|0)){e=0;return e|0}g=a+230|0;c=j[g>>1]|j[g+2>>1]<<16;h=c|24576;d[g>>1]=h;d[g+2>>1]=h>>>16;if(!(c&2048)){h=0;return h|0}if((b[a+226>>0]|0)==2){h=0;return h|0}h=f[e>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0)){h=0;return h|0}h=(sSa(f[a+64>>2]|0)|0)^1;return h|0}function Fbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Pgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Gbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>12&1|0)==(a|0)){e=0;return e|0}e=e&-4097|a<<12;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Hbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>8&1|0)==(a|0)){e=0;return e|0}e=e&-257|a<<8;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ibb(a,b){a=a|0;b=+b;return Gfb((f[a+60>>2]|0)+3728|0,b)|0}function Jbb(a,b){a=a|0;b=+b;return Hfb((f[a+60>>2]|0)+3728|0,b)|0}function Kbb(a,b){a=a|0;b=b|0;return Jfb((f[a+60>>2]|0)+3728|0,b)|0}function Lbb(a,b){a=a|0;b=+b;return Ifb((f[a+60>>2]|0)+3728|0,b)|0}function Mbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>9&1|0)==(a|0)){e=0;return e|0}e=e&-513|a<<9;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Nbb(a,b){a=a|0;b=+b;return Kfb((f[a+60>>2]|0)+3728|0,b)|0}function Obb(a,b){a=a|0;b=+b;return Lfb((f[a+60>>2]|0)+3728|0,b)|0}function Pbb(a,b){a=a|0;b=b|0;return Nfb((f[a+60>>2]|0)+3728|0,b)|0}function Qbb(a,b){a=a|0;b=+b;return Mfb((f[a+60>>2]|0)+3728|0,b)|0}function Rbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;h=c&1;if((g>>>10&1|0)==(h|0)){c=0;return c|0}g=g&-1025|h<<10;d[e>>1]=g;d[e+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1912|0;if(c){c=pOb(952)|0;Ihb(c,a);jdb(c+840|0,a);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}c=(f[(f[g>>2]|0)+1912>>2]|0)+832|0;b[c>>0]=b[c>>0]|16;c=f[(f[g>>2]|0)+1912>>2]|0;f[c+828>>2]=8;pdb(c+840|0,0);qdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,1);c=1;return c|0}else{e=f[h>>2]|0;f[h>>2]=0;if(!e){c=1;return c|0}E8a(e+840|0);F8a(e);sOb(e);c=1;return c|0}return 0}function Sbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Bgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Tbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Egb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ubb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Cgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&1024)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Vbb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;e=a+60|0;if(!(Dgb((f[e>>2]|0)+4216|0,c,d)|0)){e=0;return e|0}d=a+230|0;if(!((j[d>>1]|j[d+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[e>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Wbb(a,c,d,e){a=a|0;c=+c;d=+d;e=e|0;var f=0,g=0;f=a+372|0;g=a+376|0;if(+n[f>>2]==c)if(+n[g>>2]==d)if((b[a+380>>0]|0)==e<<24>>24){g=0;return g|0}n[f>>2]=c;n[g>>2]=d;b[a+380>>0]=e;g=1;return g|0}function Xbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>18&1|0)==(a|0)){e=0;return e|0}e=e&-262145|a<<18;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ybb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+4|0;if((f[b>>2]|0)==(f[g>>2]|0))ueb((f[a+60>>2]|0)+2180|0);h=a+388|0;c=f[h>>2]|0;e=a+392|0;if(!c)a=a+396|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c);a=a+396|0;f[a>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[b>>2];f[e>>2]=f[g>>2];h=b+8|0;f[a>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[b>>2]=0;return}function Zbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j+4|0;i=j;if(!d){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}g=b+60|0;b=f[g>>2]|0;e=b+24|0;if(!(f[e>>2]|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}else{Adb(b,h,i);g=f[g>>2]|0;Ieb(a,g+2180|0,c,d,g+224|0,+n[h>>2],+n[i>>2],f[e>>2]|0,g+2256|0);u=j;return}}function _bb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;if(!(f[a>>2]|0))return;f[a>>2]=0;b[a+500>>0]=0;c=f[a+12>>2]|0;if(c|0)do{g=c;e=f[g+12>>2]|0;g=g+16|0;d=f[g>>2]|0;if((d|0)!=(e|0))f[g>>2]=d+(~(((d+-44-e|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+32>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+52>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+72>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+92>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+112>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+132>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+152>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+172>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+192>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+212>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+232>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+252>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+272>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+292>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+312>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+332>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+352>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+372>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+392>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+412>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+432>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+452>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+472>>2]|0;if(!c)return;do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);return}function $bb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=0;j=u;u=u+1120|0;f[j>>2]=b;acb(j,a+4|0);acb(j,a+24|0);acb(j,a+44|0);acb(j,a+64|0);acb(j,a+84|0);acb(j,a+104|0);acb(j,a+124|0);acb(j,a+144|0);acb(j,a+164|0);acb(j,a+184|0);acb(j,a+204|0);acb(j,a+224|0);h=X(b,1540483477)|0;h=(X(h>>>24^h,1540483477)|0)^1866966612;h=X(h>>>13^h,1540483477)|0;e=f[a+248>>2]|0;a:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+244|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break a;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break b}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+244|0,j+8|0)|0}}}while(0);e=f[a+268>>2]|0;c:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+264|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){d:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break c;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break d;c=f[c>>2]|0;if(!c)break c}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break d}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break c}c=f[c>>2]|0;if(!c)break c}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+264|0,j+8|0)|0}}}while(0);e=f[a+288>>2]|0;e:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+284|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){f:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break e;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break f;c=f[c>>2]|0;if(!c)break e}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break f}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break e}c=f[c>>2]|0;if(!c)break e}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+284|0,j+8|0)|0}}}while(0);e=f[a+308>>2]|0;g:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+304|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){h:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break g;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break h;c=f[c>>2]|0;if(!c)break g}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break h}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break g}c=f[c>>2]|0;if(!c)break g}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+304|0,j+8|0)|0}}}while(0);e=f[a+328>>2]|0;i:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+324|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){j:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break i;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break j;c=f[c>>2]|0;if(!c)break i}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break j}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break i}c=f[c>>2]|0;if(!c)break i}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+324|0,j+8|0)|0}}}while(0);g=f[a+348>>2]|0;f[j+32>>2]=a;f[j+40>>2]=b;f[j+640>>2]=h;f[j+752>>2]=g;f[j+1040>>2]=i;f[j+1048>>2]=0;f[j+1052>>2]=0;bgb(j);G=f[j+1048>>2]|0;D=f[j+1052>>2]|0;H=+n[j+1052>>2];f[j+1048>>2]=0;f[j+1052>>2]=0;if((G|0)==5)return}function acb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=ccb(b,a)|0;if(!l)return;i=f[b+4>>2]|0;a=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;c=(f[b>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;a=b+12|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function bcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[g+60>>2]|0;if(c|0){d=g+64|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((b|0)!=0);a=k+12|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)sOb(b);sOb(k);return l|0}function ccb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function dcb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;g=a+24|0;b[g>>0]=0;h=a+25|0;b[h>>0]=0;i=a+26|0;b[i>>0]=0;j=a+28|0;f[j>>2]=0;k=a+32|0;f[k>>2]=-1;if(!((d&4194304|0)==0&(b[c+226>>0]|0)==3)){b[h>>0]=0;k=(d&32768|0)==0&e&1;b[i>>0]=k;return}b[g>>0]=1;if(!(d&2097152)){b[h>>0]=0;f[a+12>>2]=f[c+284>>2];d=f[c+260>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}f[a+16>>2]=f[c+288>>2];d=f[c+268>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}f[a+20>>2]=f[c+292>>2];d=f[c+276>>2]|0;if(!d){k=1;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=1;b[i>>0]=k;return}else{b[h>>0]=1;n[a+12>>2]=1.0;d=f[c+236>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}n[a+16>>2]=1.0;d=f[c+244>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}n[a+20>>2]=1.0;d=f[c+252>>2]|0;if(!d){k=0;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=0;b[i>>0]=k;return}}function ecb(a,c,d,e,g,h,i,j,k,l,m,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w;f[r>>2]=g;s=g;if(!k){u=w;return}t=c&255;if(!((1<<t&(e&255)|0)!=0&i>0.0)){u=w;return}v=q+6e4|0;f[d+8>>2]=j;f[d+12>>2]=k;j=d+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];n[d+40>>2]=i;h=d+24|0;j=(f[h>>2]&768|0)==512;do if(!l){if(!(i<1.0|m))if(!(c<<24>>24==1&o<<24>>24==2)){e=g+215|0;q=b[e>>0]|0;if(q&2){tIa(g);q=b[e>>0]|0}if(!(q&4))break}if(j){if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+184+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}if(o<<24>>24!=1)if(!(c<<24>>24==1&o<<24>>24==2)){e=fcb(a+64+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}e=a+488|0;q=f[e>>2]|0;if(q>>>0<(f[a+492>>2]|0)>>>0){j=q+60|0;do{f[q>>2]=0;q=q+4|0}while((q|0)<(j|0));v=(f[e>>2]|0)+60|0;f[e>>2]=v;e=v}else{hcb(a+484|0);e=f[e>>2]|0}f[e+-60>>2]=s;f[e+-56>>2]=a+64+(t*20|0);q=e+-52|0;j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[e+-8>>2]=6e4;b[e+-4>>0]=0;b[e+-3>>0]=p;u=w;return}while(0);if(!j){e=fcb(a+4+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+124+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}function fcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(28)|0;f[i+8>>2]=j;h=i+12|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;icb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function gcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+4|0;j=f[a>>2]|0;k=(f[i>>2]|0)-j|0;d=(k|0)/44|0;c=d+1|0;if(c>>>0>97612893)AMb(a);l=a+8|0;g=((f[l>>2]|0)-j|0)/44|0;h=g<<1;c=g>>>0<48806446?(h>>>0<c>>>0?c:h):97612893;do if(!c)e=0;else if(c>>>0>97612893)vd();else{e=pOb(c*44|0)|0;break}while(0);h=e+(d*44|0)|0;g=e+(c*44|0)|0;e=h;c=b;d=e+44|0;do{f[e>>2]=f[c>>2];e=e+4|0;c=c+4|0}while((e|0)<(d|0));c=h+(((k|0)/-44|0)*44|0)|0;if((k|0)>0)bQb(c|0,j|0,k|0)|0;f[a>>2]=c;f[i>>2]=h+44;f[l>>2]=g;if(!j)return;sOb(j);return}function hcb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;c=(i|0)/60|0;b=c+1|0;if(b>>>0>71582788)AMb(a);j=a+8|0;k=((f[j>>2]|0)-h|0)/60|0;e=k<<1;b=k>>>0<35791394?(e>>>0<b>>>0?b:e):71582788;do if(!b)d=0;else if(b>>>0>71582788)vd();else{d=pOb(b*60|0)|0;break}while(0);e=d+(c*60|0)|0;d=d+(b*60|0)|0;b=e;c=b+60|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));b=e+(((i|0)/-60|0)*60|0)|0;if((i|0)>0)bQb(b|0,h|0,i|0)|0;f[a>>2]=b;f[g>>2]=e+60;f[j>>2]=d;if(!h)return;sOb(h);return}function icb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){jcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;jcb(a,b);return}function jcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function kcb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=o|0;p=p|0;q=q|0;r=r|0;s=+s;t=t|0;u=u|0;v=v|0;w=w|0;x=x|0;y=y|0;z=z|0;var A=0;A=f[d+24>>2]|0;if(A&x|0)return;A=(A&16512|0)==128?c+381|0:c+384|0;ecb(a,0,d,e,g,h,i,j,k,v,w,y,b[A>>0]|0,z);ecb(a,1,d,e,l,m,n,o,p,v,w,y,b[A+1>>0]|0,z);ecb(a,2,d,e,q,r,s,t,u,v,w,y,b[A+2>>0]|0,z);return}function lcb(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0.0,r=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;x=0;T=u;u=u+2096|0;Q=f[(d+196|0)>>2]&134217727|j;if(Q&k|0){u=T;return}R=dLa(d)|0;S=b[d+192>>0]|0;f[(T+228|0)>>2]=0;f[(T+228|0)+4>>2]=0;f[(T+228|0)+8>>2]=0;w=f[R+24>>2]|0;f[(T+216|0)>>2]=w;y=f[R+28>>2]|0;z=(T+216|0)+4|0;f[z>>2]=y;j=f[R+32>>2]|0;f[((T+216|0)+8|0)>>2]=j;if(!g){P=0;g=w}else{if(w>>>0>e>>>0){p=0;o=e;v=T+216|0;x=6}else{f[(T+216|0)>>2]=0;if((e-w|0)>>>0<y>>>0){p=1;o=e-w|0;v=z;x=6}else{f[z>>2]=0;if(((e-w|0)-y|0)>>>0<j>>>0){p=2;o=(e-w|0)-y|0;v=(T+216|0)+8|0;x=6}else f[((T+216|0)+8|0)>>2]=0}}if((x|0)==6){P=(T+228|0)+(p<<2)|0;f[P>>2]=(f[P>>2]|0)+o;f[v>>2]=(f[v>>2]|0)-o;do{j=(T+216|0)+(p<<2)|0;o=f[j>>2]|0;if(g>>>0<o>>>0){f[j>>2]=g;g=0}else g=g-o|0;p=p+1|0}while((p|0)!=3)}g=f[(T+216|0)>>2]|0;if(!g)g=0;else{P=f[(T+228|0)>>2]|0;f[(T+228|0)>>2]=P-((P>>>0)%3|0);f[(T+216|0)>>2]=g+((P>>>0)%3|0)|0;g=g+((P>>>0)%3|0)|0}y=f[((T+228|0)+4|0)>>2]|0;O=(f[z>>2]|0)+y|0;f[((T+228|0)+4|0)>>2]=y&-2;f[z>>2]=O-(y&-2)|0;P=y&-2;y=O-(y&-2)|0}if(!(f[(d+196|0)>>2]&8388608)){n[(T+180|0)>>2]=-1.0;n[(T+180|0)+4>>2]=-1.0;n[(T+180|0)+8>>2]=-1.0;n[(T+180|0)+12>>2]=-1.0;n[(T+180|0)+16>>2]=-1.0;n[(T+180|0)+20>>2]=-1.0;q=-1.0;r=-1.0;t=-1.0}else{O=f[(d+104|0)>>2]|0;N=f[O+332>>2]|0;M=f[O+336>>2]|0;f[(T+180|0)>>2]=f[O+328>>2];f[(T+180|0)+4>>2]=N;f[(T+180|0)+8>>2]=M;M=f[(d+104|0)>>2]|0;N=f[M+344>>2]|0;O=f[M+348>>2]|0;f[(T+180|0)+12>>2]=f[M+340>>2];f[(T+180|0)+16>>2]=N;f[(T+180|0)+20>>2]=O;O=f[(d+104|0)>>2]|0;q=+n[O+352>>2];r=+n[O+356>>2];t=+n[O+360>>2]}n[(T+180|0)+24>>2]=q;n[(T+180|0)+28>>2]=r;n[(T+180|0)+32>>2]=t;B=f[d+180>>2]|0;f[(T+168|0)>>2]=B;A=f[d+184>>2]|0;f[((T+168|0)+4|0)>>2]=A;O=f[d+188>>2]|0;f[((T+168|0)+8|0)>>2]=O;j=f[(d+12|0)>>2]|0;if(!j){fKa(d,0);j=f[(d+12|0)>>2]|0}o=f[(d+20|0)>>2]|0;if(!o){fKa(d,1);o=f[(d+20|0)>>2]|0}p=f[(d+28|0)>>2]|0;if(!p){fKa(d,2);p=f[(d+28|0)>>2]|0}v=f[(R+52|0)>>2]|0;f[(T+132|0)>>2]=0;f[(T+132|0)+4>>2]=0;f[(T+132|0)+8>>2]=0;b[((T+132|0)+24|0)>>0]=0;L=(T+132|0)+25|0;b[L>>0]=0;b[((T+132|0)+26|0)>>0]=0;M=(T+132|0)+28|0;f[M>>2]=0;N=(T+132|0)+32|0;f[N>>2]=-1;do if((Q&4194304|0)==0&(b[(c+226|0)>>0]|0)==3){b[((T+132|0)+24|0)>>0]=1;if(!(Q&2097152)){b[L>>0]=0;f[(T+132|0)+12>>2]=f[c+284>>2];v=f[c+260>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}f[(T+132|0)+16>>2]=f[c+288>>2];e=f[c+268>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}f[(T+132|0)+20>>2]=f[c+292>>2];z=f[c+276>>2]|0;if(!z){C=1;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=1;x=32768;w=-8388609;J=1;K=z;break}else{b[L>>0]=1;n[(T+132|0)+12>>2]=1.0;v=f[c+236>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}n[(T+132|0)+16>>2]=1.0;e=f[c+244>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}n[(T+132|0)+20>>2]=1.0;z=f[c+252>>2]|0;if(!z){C=0;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=0;x=32768;w=-8388609;J=1;K=z;break}}else{b[L>>0]=0;C=(Q&32768|0)==0&(v&32768|0)!=0&1;x=0;w=-1;J=0;K=0;e=0;v=0}while(0);b[((T+132|0)+26|0)>>0]=C;z=f[(d+200|0)>>2]|0;F=h[(d+200|0)+4>>0]|0;C=ZPb(z|0,F&255|0,3)|0;E=ZPb(z|0,F&255|0,6)|0;F=ZPb(z|0,F&255|0,9)|0;I=1;if(I){I=0;if(0==0?((C|z|E|F)&7|0)==0:0){E=x|Q;C=E&w;if(!(J<<24>>24))w=O;else{B=f[(T+132|0)+12>>2]|0;f[(T+168|0)>>2]=B;A=f[(T+132|0)+16>>2]|0;f[((T+168|0)+4|0)>>2]=A;w=f[(T+132|0)+20>>2]|0;f[((T+168|0)+8|0)>>2]=w}x=dLa(d)|0;f[(T+284|0)>>2]=x;f[(T+284|0)+4>>2]=d;f[(T+284|0)+8>>2]=0;f[(T+284|0)+12>>2]=0;f[(T+284|0)+16>>2]=1;f[(T+284|0)+20>>2]=0;n[(T+284|0)+40>>2]=1.0;f[(T+284|0)+24>>2]=C;x=(b[L>>0]|0)!=0;z=(b[((T+132|0)+26|0)>>0]|0)!=0;if(!(C&k)){q=(f[s>>2]=B,+n[s>>2]);r=(f[s>>2]=A,+n[s>>2]);t=(f[s>>2]=w,+n[s>>2]);O=f[((T+216|0)+8|0)>>2]|0;J=(f[(T+228|0)+8>>2]|0)+(f[R+44>>2]|0)|0;P=P+(f[R+40>>2]|0)|0;k=(E&16512|0)==128?c+381|0:c+384|0;ecb(a,0,T+284|0,S&7&((S&255)>>>3&7|i),(v|0)==0?j:v,T+180|0,q,(f[(T+228|0)>>2]|0)+(f[R+36>>2]|0)|0,g,x,z,l,b[k>>0]|0,m);ecb(a,1,T+284|0,S&7&((S&255)>>>3&7|i),(e|0)==0?o:e,(T+180|0)+12|0,r,P,y,x,z,l,b[k+1>>0]|0,m);ecb(a,2,T+284|0,S&7&((S&255)>>>3&7|i),(K|0)==0?p:K,(T+180|0)+24|0,t,J,O,x,z,l,b[k+2>>0]|0,m)}}else I=1}f[T+352>>2]=a;f[T+360>>2]=c;f[T+368>>2]=d;f[T+392>>2]=i;f[T+416>>2]=l;f[T+424>>2]=m;f[T+928>>2]=Q;f[T+1024>>2]=R;f[T+1080>>2]=S;f[T+1928>>2]=L;f[T+1944>>2]=M;f[T+1952>>2]=N;f[T+2008>>2]=I;f[T+2016>>2]=0;f[T+2020>>2]=0;cgb(T);G=f[T+2016>>2]|0;D=f[T+2020>>2]|0;H=+n[T+2020>>2];f[T+2016>>2]=0;f[T+2020>>2]=0;if((G|0)==5)return}function mcb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=a+8|0;d=f[i>>2]|0;k=a+12|0;g=f[k>>2]|0;e=g+d|0;n=f[c>>2]|0;if(e>>>0<=n>>>0){j=a+16|0;do if(!(b[j>>0]|0)){f[i>>2]=e;d=f[a>>2]|0;o=d+12|0;f[a>>2]=o;if((o|0)==(f[a+4>>2]|0)){g=~e;d=1;o=10;break}g=f[d+16>>2]|0;if((g|0)==(e|0)){g=f[d+20>>2]|0;d=0;o=10;break}else{g=g-e|0;d=1;o=10;break}}else{h=f[a>>2]|0;if((h|0)!=(f[a+4>>2]|0)){f[i>>2]=e;g=f[h+8>>2]|0;d=0;o=10}}while(0);if((o|0)==10){f[k>>2]=g;b[j>>0]=d;d=e}e=d+g|0}m=c+4|0;d=f[m>>2]|0;if(e>>>0<d>>>0)f[m>>2]=e;else e=d;j=a+20|0;i=a+28|0;k=f[i>>2]|0;c=a+32|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+36|0;do if(!(b[l>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+24>>2]|0)){g=~d;h=1;o=23;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=23;break}else{g=g-d|0;h=1;o=23;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+24>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=23}}while(0);if((o|0)==23){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}i=a+40|0;j=a+48|0;k=f[j>>2]|0;c=a+52|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+56|0;do if(!(b[l>>0]|0)){f[j>>2]=d;h=f[i>>2]|0;o=h+20|0;f[i>>2]=o;if((o|0)==(f[a+44>>2]|0)){g=~d;h=1;o=36;break}g=f[h+32>>2]|0;if((g|0)==(d|0)){g=f[h+36>>2]|0;h=0;o=36;break}else{g=g-d|0;h=1;o=36;break}}else{h=f[i>>2]|0;if((h|0)==(f[a+44>>2]|0))d=k;else{f[j>>2]=d;g=f[h+16>>2]|0;h=0;o=36}}while(0);if((o|0)==36){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}j=a+60|0;i=a+68|0;k=f[i>>2]|0;l=a+72|0;g=f[l>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){c=a+76|0;do if(!(b[c>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+64>>2]|0)){g=~d;h=1;o=49;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=49;break}else{g=g-d|0;h=1;o=49;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+64>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=49}}while(0);if((o|0)==49){f[l>>2]=g;b[c>>0]=h}d=d+g|0}if(d>>>0>=e>>>0)return;f[m>>2]=d;return}function ncb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0.0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+80|0;y=A+24|0;z=A+12|0;x=A;s=d;g=f[d+196>>2]&125829117|g&-8388611;q=g|2;if(q&h|0){u=A;return}r=lJa(d)|0;r=f[r>>2]|0;if((g&4194304|0)==0&(b[c+226>>0]|0)==3){if(!(g&2097152)){g=1;m=(f[c+260>>2]|0)==0&(f[c+268>>2]|0)==0;p=c+276|0;k=0;l=+n[c+284>>2];o=+n[c+288>>2]}else{g=0;m=(f[c+236>>2]|0)==0&(f[c+244>>2]|0)==0;p=c+252|0;k=1;l=1.0;o=1.0}w=(m&(f[p>>2]|0)==0?0:32768)|q}else{g=0;k=0;l=+n[d+180>>2];o=+n[d+184>>2];w=q}v=ySa(f[c+64>>2]|0)|0;t=f[v+12>>2]|0;v=f[v+4>>2]|0;q=f[r+44>>2]|0;f[y>>2]=q;f[y+4>>2]=s;f[y+8>>2]=0;f[y+12>>2]=0;f[y+16>>2]=1;f[y+20>>2]=0;f[y+24>>2]=w;n[y+40>>2]=1.0;p=b[d+192>>0]|0;p=p&7&((p&255)>>>3&7|e);n[z>>2]=-1.0;n[z+4>>2]=-1.0;n[z+8>>2]=-1.0;r=f[q+36>>2]|0;s=f[q+24>>2]|0;n[x>>2]=-1.0;n[x+4>>2]=-1.0;n[x+8>>2]=-1.0;m=k<<24>>24!=0;k=g<<24>>24!=0;g=(w&16512|0)==128?c+381|0:c+384|0;if(!(w&h)){h=f[q+28>>2]|0;c=f[q+40>>2]|0;ecb(a,0,y,p,t,z,l,r,s,m,k,i,b[g>>0]|0,j);ecb(a,1,y,p,v,x,o,c,h,m,k,i,b[g+1>>0]|0,j)}u=A;return}function ocb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;X=u;u=u+96|0;U=X+88|0;V=X+76|0;Q=X+40|0;R=X+4|0;S=X;T=d+196|0;l=f[T>>2]|0;k=l&14741655;if(k&h|0){u=X;return}P=dLa(d)|0;w=b[d+192>>0]|0;w=w&7&((w&255)>>>3&7|e);f[Q>>2]=P;f[Q+4>>2]=f[d+108>>2];O=Q+8|0;f[O>>2]=k;h=f[P+52>>2]|0;f[R>>2]=0;f[R+4>>2]=0;f[R+8>>2]=0;e=R+24|0;b[e>>0]=0;x=R+25|0;b[x>>0]=0;y=R+26|0;b[y>>0]=0;t=R+28|0;f[t>>2]=0;v=R+32|0;f[v>>2]=-1;if((l&4194304|0)==0&(b[c+226>>0]|0)==3){b[e>>0]=1;if(!(l&2097152)){b[x>>0]=0;m=f[c+284>>2]|0;f[R+12>>2]=m;h=f[c+260>>2]|0;if(!h){l=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;l=-8388609;h=32768}o=f[c+288>>2]|0;f[R+16>>2]=o;e=f[c+268>>2]|0;if(e){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=e;l=-8388609;h=32768}f[R+20>>2]=f[c+292>>2];e=f[c+276>>2]|0;if(!e)e=1;else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=e;l=-8388609;h=32768;e=1}}else{b[x>>0]=1;n[R+12>>2]=1.0;h=f[c+236>>2]|0;if(!h){e=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;e=-8388609;h=32768}n[R+16>>2]=1.0;l=f[c+244>>2]|0;if(l){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=l;e=-8388609;h=32768}n[R+20>>2]=1.0;l=f[c+252>>2]|0;if(!l){o=1065353216;m=1065353216;l=e;e=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=l;o=1065353216;m=1065353216;l=-8388609;h=32768;e=0}}b[y>>0]=e;k=h|k;h=k&l;f[O>>2]=h;f[V>>2]=m;f[V+4>>2]=o;e=R+20|0}else{b[x>>0]=0;b[y>>0]=(l&32768|0)==0&(h&32768|0)!=0&1;h=l&14741655;f[O>>2]=h;f[V>>2]=f[d+180>>2];f[V+4>>2]=f[d+184>>2];e=d+188|0}f[V+8>>2]=f[e>>2];N=((h|g)&768|0)==512;M=(k&16512|0)==128?c+381|0:c+384|0;if(!(k&1))L=6e4;else{f[Q+12>>2]=f[d+144>>2];f[Q+16>>2]=f[d+148>>2];L=2e4}C=w&255;z=Q+20|0;A=Q+24|0;B=Q+28|0;D=Q+32|0;E=d+96|0;F=d;G=a+500|0;H=i<<24>>24==1;I=a+488|0;J=a+492|0;K=a+484|0;w=i<<24>>24==2;i=d+104|0;c=(b[x>>0]|0)==0;g=(b[y>>0]|0)!=0;l=0;v=0;while(1){if(1<<v&C|0)if(f[P+24+(v<<2)>>2]|0){s=+n[V+(v<<2)>>2];if(s>0.0){if(!(f[T>>2]&8388608)){p=-1.0;q=-1.0;r=-1.0}else{y=f[i>>2]|0;p=+n[y+328+(v*12|0)>>2];q=+n[y+328+(v*12|0)+4>>2];r=+n[y+328+(v*12|0)+8>>2]}n[z>>2]=p;n[A>>2]=q;n[B>>2]=r;n[D>>2]=s;o=s<1.0?2e4:L;t=o+j|0;h=f[R+(v<<2)>>2]|0;if(!h){e=d+12+(v<<3)|0;h=f[e>>2]|0;if(!h){fKa(d,l);h=f[e>>2]|0}}f[S>>2]=h;if(!(l<<24>>24)){e=f[E>>2]|0;k=e+120|0;h=b[k>>0]|0;if(h&8){BIa(e);h=b[k>>0]|0}if(h&1)f[O>>2]=f[O>>2]|134217728}do if(c){l=w&l<<24>>24==1;if(!(g|+n[D>>2]<1.0|l)){e=f[S>>2]|0;k=e+215|0;h=b[k>>0]|0;if(h&2){tIa(e);h=b[k>>0]|0}if(!(h&4)){W=40;break}}if(N){if(!(f[O>>2]&128))break;h=pcb(a+424+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1;break}if(H|l){h=f[I>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){m=h+60|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(m|0));e=(f[I>>2]|0)+60|0;f[I>>2]=e}else{hcb(K);e=f[I>>2]|0}k=b[M+v>>0]|0;f[e+-60>>2]=f[S>>2];f[e+-56>>2]=a+304+(v*20|0);h=e+-52|0;l=Q;m=h+36|0;do{f[h>>2]=f[l>>2];h=h+4|0;l=l+4|0}while((h|0)<(m|0));f[e+-16>>2]=d;f[e+-8>>2]=o;b[e+-4>>0]=1;b[e+-3>>0]=k;break}h=pcb(a+304+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1}else W=40;while(0);do if((W|0)==40){W=0;if(!N){h=pcb(a+244+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}break}if(f[O>>2]&128|0){h=pcb(a+364+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}}}while(0);f[O>>2]=f[O>>2]&-134217729}}h=v+1|0;l=h&255;if((l&255)>=3)break;else v=h&255}u=X;return}function pcb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(40)|0;f[j+8>>2]=k;i=j+12|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+28>>2]=1.0;b[j+32>>0]=1;f[j+36>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vcb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function qcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;w=scb(a+12|0,b)|0;t=a+4|0;u=f[t>>2]|0;v=(u|0)==0;a:do if(v)c=0;else{i=u+-1|0;h=(i&u|0)==0;if(h)s=i&w;else if(w>>>0<u>>>0)s=w;else s=(w>>>0)%(u>>>0)|0;c=f[(f[a>>2]|0)+(s<<2)>>2]|0;if(!c)c=s;else{c=f[c>>2]|0;if(!c)c=s;else{j=f[b>>2]|0;k=f[b+4>>2]|0;l=f[b+8>>2]|0;m=+n[b+32>>2];o=+n[b+20>>2];p=+n[b+24>>2];q=+n[b+28>>2];d=+n[b+12>>2];e=+n[b+16>>2];g=(l&1|0)==0;r=(l&8388608|0)==0;if(h){if(g){b:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break b}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}c:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break c}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}if(g){d:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break d}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}e:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break e}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}}}while(0);i=pOb(76)|0;h=i+8|0;g=h+36|0;do{f[h>>2]=f[b>>2];h=h+4|0;b=b+4|0}while((h|0)<(g|0));h=i+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[h+28>>2]=0;f[i+4>>2]=w;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(v|e*+(u>>>0)<d){c=u<<1|(u>>>0<3|(u+-1&u|0)!=0)&1;b=~~+W(+(d/e))>>>0;tcb(a,c>>>0<b>>>0?b:c);c=f[t>>2]|0;b=c+-1|0;if(!(b&c)){g=c;c=b&w;break}if(w>>>0<c>>>0){g=c;c=w}else{g=c;c=(w>>>0)%(c>>>0)|0}}else g=u;while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;x=74}}else{f[i>>2]=f[c>>2];x=74}if((x|0)==74)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+44|0;return a|0}function rcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function scb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0;a=X(f[b>>2]|0,1540483477)|0;a=(X(a>>>24^a,1540483477)|0)^1866966612;a=X(a>>>13^a,1540483477)|0;a=a>>>15^a;d=X(f[b+4>>2]|0,1540483477)|0;d=(X(d>>>24^d,1540483477)|0)^1866966612;d=X(d>>>13^d,1540483477)|0;a=(a<<6)+-1640531527+(a>>>2)+(d>>>15^d)^a;d=f[b+8>>2]|0;a=d+-1640531527+(a<<6)+(a>>>2)^a;if(d&1){c=+n[b+12>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+16>>2];a=(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)+(a>>>2)^a}if(!(d&8388608)){d=a;a=b+32|0;c=+n[a>>2];a=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=a?-1640531527:b;a=d<<6;e=d>>>2;a=e+a|0;b=a+b|0;b=b^d;return b|0}c=+n[b+20>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+24>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+28>>2];e=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;d=b+32|0;c=+n[d>>2];d=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=d?-1640531527:b;d=e<<6;a=e>>>2;d=a+d|0;b=d+b|0;e=b^e;return e|0}function tcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){ucb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;ucb(a,b);return}function ucb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();w=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;v=b+-1|0;w=(v&b|0)==0;if(w)c=c&v;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){u=d;b:while(1){c:do if(w){d=e;while(1){t=f[d+4>>2]&v;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}k=d+12|0;l=d+16|0;m=d+20|0;o=d+24|0;p=d+28|0;q=d+32|0;r=d+36|0;h=f[d>>2]|0;d:do if(!h)e=d;else{j=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break d;if((f[k>>2]|0)!=(f[h+12>>2]|0))break d;i=f[l>>2]|0;if((i|0)!=(f[h+16>>2]|0))break d;if(i&1|0){if(!(+n[m>>2]==+n[h+20>>2]))break d;if(!(+n[o>>2]==+n[h+24>>2]))break d}if(i&8388608|0){if(!(+n[p>>2]==+n[h+28>>2]))break d;if(!(+n[q>>2]==+n[h+32>>2]))break d;if(!(+n[r>>2]==+n[h+36>>2]))break d}if(!(+n[s>>2]==+n[h+40>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)t=e;else t=(e>>>0)%(b>>>0)|0;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;o=d+28|0;p=d+32|0;q=d+36|0;h=f[d>>2]|0;e:do if(!h)e=d;else{r=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((r|0)!=(f[h+8>>2]|0))break e;if((f[j>>2]|0)!=(f[h+12>>2]|0))break e;i=f[k>>2]|0;if((i|0)!=(f[h+16>>2]|0))break e;if(i&1|0){if(!(+n[l>>2]==+n[h+20>>2]))break e;if(!(+n[m>>2]==+n[h+24>>2]))break e}if(i&8388608|0){if(!(+n[o>>2]==+n[h+28>>2]))break e;if(!(+n[p>>2]==+n[h+32>>2]))break e;if(!(+n[q>>2]==+n[h+36>>2]))break e}if(!(+n[s>>2]==+n[h+40>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}while(0);e=f[d>>2]|0;if(!e){c=57;break a}else{g=d;u=d}}f[e>>2]=u;e=f[d>>2]|0;if(!e){c=57;break}else g=d}if((c|0)==57)return}function vcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wcb(a,b);return}function wcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xcb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;k=p;m=a+484|0;n=a+488|0;l=f[m>>2]|0;o=a+496|0;i=f[o>>2]|0;j=l;if((((f[n>>2]|0)-l|0)/60|0|0)==(i|0)){o=0;u=p;return o|0}h=j+(i*60|0)|0;switch(b[j+(i*60|0)+56>>0]|0){case 0:{e=j+(i*60|0)+8|0;d=f[e>>2]|0;d=(f[d+28>>2]|0)+(f[d+24>>2]|0)+(f[d+32>>2]|0)|0;g=f[j+(i*60|0)+16>>2]|0;if(d>>>0>g>>>0){l=j+(i*60|0)+20|0;d=d-g|0;g=f[l>>2]|0;f[l>>2]=d>>>0<g>>>0?d:g;g=(f[j+(i*60|0)+52>>2]|0)+c|0;h=fcb(f[j+(i*60|0)+4>>2]|0,h)|0;i=b[j+(i*60|0)+57>>0]|0;d=h+12|0;if((f[d>>2]|0)>>>0<g>>>0)f[d>>2]=g;c=h+4|0;d=f[c>>2]|0;if((d|0)==(f[h+8>>2]|0))gcb(h,e);else{g=d+44|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[c>>2]=(f[c>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(i&255)}break}case 1:{d=j+(i*60|0)+8|0;l=f[d>>2]|0;if((f[l+32>>2]|0)!=(0-((f[l+24>>2]|0)+(f[l+28>>2]|0))|0)){l=f[j+(i*60|0)+44>>2]|0;e=(f[j+(i*60|0)+52>>2]|0)+c|0;g=pcb(f[j+(i*60|0)+4>>2]|0,h)|0;h=b[j+(i*60|0)+57>>0]|0;f[k>>2]=l;c=qcb(g,d)|0;b[g+20>>0]=0;d=g+24|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+28|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+16|0;e=c+20|0;g=f[e>>2]|0;if((f[d>>2]|0)==(g|0))f[a>>2]=(f[a>>2]|0)+(h&255);if((g|0)==(f[c+24>>2]|0))rcb(d,k);else{f[g>>2]=l;f[e>>2]=(f[e>>2]|0)+4}}break}default:{}}l=(f[o>>2]|0)+1|0;f[o>>2]=l;a=f[n>>2]|0;d=f[m>>2]|0;e=a;if(l>>>0<((a-d|0)/60|0)>>>0){o=1;u=p;return o|0}if((e|0)!=(d|0))f[n>>2]=e+(~(((e+-60-d|0)>>>0)/60|0)*60|0);f[o>>2]=0;o=1;u=p;return o|0}function ycb(a){a=a|0;return}function zcb(a){a=a|0;return f[a+28>>2]|0}function Acb(a){a=a|0;return f[a+32>>2]|0}function Bcb(a,b){a=a|0;b=b|0;f[a+28>>2]=b;return}function Ccb(a,b){a=a|0;b=b|0;f[a+32>>2]=b;return}function Dcb(a){a=a|0;return 0}function Ecb(a,b){a=a|0;b=b|0;return}function Fcb(a){a=a|0;return 0.0}function Gcb(a,b){a=a|0;b=+b;return}function Hcb(a){a=a|0;return +(+p[a+16>>3])}function Icb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+4|0;d=f[c>>2]|0;if((d|0)==(b|0))return;if(b|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+1}if(d|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+-1}f[c>>2]=b;return}function Jcb(a,b){a=a|0;b=b|0;var c=0;if(!b){c=0;return c|0}c=a+4|0;if((f[c>>2]|0)!=(b|0)){c=0;return c|0}f[c>>2]=0;b=a+24|0;c=(f[b>>2]|0)+-1|0;f[b>>2]=c;c=(c|0)==0;return c|0}function Kcb(a){a=a|0;var c=0,d=0,e=0;if((f[a+28>>2]|0)>=1){c=a+44|0;d=b[c>>0]|0;if(d&16){if(!(f[a+4>>2]|0))return;e=a+40|0;f[e>>2]=f[e>>2]|1;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}}gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Lcb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|16;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Mcb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|8;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ncb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|4;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ocb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|64;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Pcb(a){a=a|0;a=a+44|0;b[a>>0]=b[a>>0]|4;return}function Qcb(a){a=a|0;var c=0,d=0,e=0,g=0;e=a+44|0;d=b[e>>0]|0;if(!(d&4))return;c=d&-5;b[e>>0]=c;if(!(d&8))return;g=a+40|0;f[g>>2]=f[g>>2]|128;if(!(d&1)){b[e>>0]=c|1;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;Hha(958,a,-1);c=b[e>>0]|0}b[e>>0]=c&-9;return}function Rcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+44|0;d=b[a>>0]|0;b[a>>0]=d&-2;if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d&-10|8;break}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Scb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0;i=a+4|0;if((c|0)==0|(f[i>>2]|0)==0)return;h=+Gha();d=a+8|0;if((c&34|0)!=0&(c&128|0)==0){g=+p[d>>3];if(g<h){g=1.0e3/(h-g);p[a+16>>3]=g;ih[f[(f[a>>2]|0)+132>>2]&15](a,g,h)}else e=5}else e=5;if((e|0)==5)ih[f[(f[a>>2]|0)+132>>2]&15](a,0.0,h);p[d>>3]=h;d=(c&1|0)!=0;if(d){e=a+44|0;b[e>>0]=b[e>>0]|2}if(c&2|0){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;if(d){d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}d=f[a+28>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|4;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(d){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}if(c&4|0){c=a+44|0;b[c>>0]=b[c>>0]&-3;if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,1)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=b[c>>0]|0;if(e&1)return;b[c>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&8|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,2)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&16|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,3)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(!(c&96)){if(!(c&256))return;lQa((f[i>>2]|0)+12|0);return}if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,4)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}function Tcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+36|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if(!d){a=c+44|0;d=b[a>>0]|0;if(!(d&1))if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d|8;break}}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Ucb(a){a=a|0;sOb(a);return}function Vcb(a){a=a|0;return f[a+144>>2]|0}function Wcb(a){a=a|0;return +(+p[a+120>>3])}function Xcb(a){a=a|0;return +(+p[a+128>>3])}function Ycb(a){a=a|0;return +(+p[a+104>>3])}function Zcb(a){a=a|0;return (b[a+156>>0]&1)!=0|0}function _cb(a,b){a=a|0;b=b|0;f[a+140>>2]=b;return}function $cb(a,b){a=a|0;b=b|0;f[a+144>>2]=(b|0)==0?1:b;return}function adb(a,c){a=a|0;c=+c;var d=0.0,e=0,g=0;e=a+120|0;d=+p[e>>3];c=c<0.0?0.0:c;p[e>>3]=c;e=c>0.0;g=a+44|0;b[g>>0]=b[g>>0]&-17|(e&1)<<4&255;if(!(e^d>0.0))return;gh[f[(f[a>>2]|0)+80>>2]&2047](a);return}function bdb(a,b){a=a|0;b=+b;p[a+128>>3]=b<1.0?1.0:b;return}function cdb(a,b){a=a|0;b=+b;hh[f[(f[a>>2]|0)+52>>2]&63](a,b);hh[f[(f[a>>2]|0)+56>>2]&63](a,b);return}function ddb(a,b){a=a|0;b=+b;p[a+104>>3]=b;return}function edb(a,c){a=a|0;c=c|0;a=a+156|0;b[a>>0]=b[a>>0]&-2|c&1;return}function fdb(a){a=a|0;var c=0,d=0;f[a+80>>2]=0;p[a+96>>3]=-1.0;c=f[a+144>>2]|0;d=f[a+136>>2]|0;f[a+148>>2]=c>>>0<d>>>0?d:c;f[a+152>>2]=0;a=a+156|0;b[a>>0]=b[a>>0]&-15;return}function gdb(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0;if(!(b>0.0)){g=a+112|0;p[g>>3]=b;g=a+88|0;p[g>>3]=c;return}g=a+80|0;d=f[g>>2]|0;do if(d>>>0>=4){e=d+-1|0;if(!e)d=0;else{d=0;do{h=d;d=d+1|0;p[a+48+(h<<3)>>3]=+p[a+48+(d<<3)>>3]}while((d|0)!=(e|0));d=f[g>>2]|0;if(!d){d=0;break}else d=d+-1|0}d=d>>>0<4?d:4;f[g>>2]=d}while(0);p[a+48+(d<<3)>>3]=b;f[g>>2]=(f[g>>2]|0)+1;h=a+112|0;p[h>>3]=b;h=a+88|0;p[h>>3]=c;return}function hdb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;t=f[a+4>>2]|0;if(!t){t=0;u=v;return t|0}d=f[a+140>>2]|0;if(d|0){t=K8a(t,c,d,0)|0;u=v;return t|0}d=a+120|0;e=+p[d>>3];if(e<=0.0){t=K8a(t,c,0,0)|0;u=v;return t|0}q=a+128|0;n=+p[q>>3];h=+p[(e<n?d:q)>>3];n=+p[(n<e?d:q)>>3];q=a+148|0;r=f[q>>2]|0;a:do switch(c<<24>>24){case 0:case 3:case 2:case 1:{j=a+156|0;o=b[j>>0]|0;k=o&-5;b[j>>0]=k;h=+p[a+112>>3];if(h>0.0){l=a+96|0;e=+p[l>>3];if(e<0.0){m=+p[a+88>>3];p[l>>3]=m}else m=e;d=f[a+80>>2]|0;if(!(o&8)){if((d|0)==4){d=4;i=13}}else if(!d){e=0.0;i=16}else i=13;if((i|0)==13){i=a+48+(d<<3)|0;e=0.0;g=a+48|0;do{e=e+ +p[g>>3];g=g+8|0}while((g|0)!=(i|0));e=e/+(d>>>0);i=16}if((i|0)==16)if(e<n){b[j>>0]=k|2;p[l>>3]=+p[a+88>>3];d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}b[j>>0]=o&-13;if(h>n){if(o&2){e=+p[a+104>>3];if(!(e>0.0)){d=r;break a}if((o&1)==0?1:!(+p[a+88>>3]-m>=e)){d=r;break a}}if((f[a+152>>2]|0)>>>0>~~(+(r>>>0)*.95)>>>0>>>0){d=r<<1;i=30}else d=r}else d=r}else d=r;break}case 4:{e=+p[a+112>>3];if(e>0.0){d=a+156|0;g=b[d>>0]|0;b[d>>0]=g|8;p[a+96>>3]=-1.0;if(e>h){if((f[a+152>>2]|0)>>>0<=~~(+(r>>>0)*.95)>>>0>>>0){d=r;break a}d=g&4?r+128|0:r<<1;i=30;break a}else{if(!(e<h)){d=r;break a}b[d>>0]=g|14;d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}}else d=r;break}default:d=r}while(0);if((i|0)==30){f[q>>2]=d;if((d|0)!=(r|0))f[a+80>>2]=0};f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;t=K8a(t,c,d,s)|0;f[a+152>>2]=f[s+8>>2];u=v;return t|0}function idb(a,c,d,e,g,h){a=a|0;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[a+28>>2]=h;f[a+32>>2]=500;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;b[i>>0]=b[i>>0]&-32|16;f[a>>2]=40288;p[a+88>>3]=0.0;p[a+104>>3]=5.0e3;p[a+112>>3]=0.0;p[a+120>>3]=c<1.0?1.0:c;p[a+128>>3]=d<1.0?1.0:d;f[a+136>>2]=g;f[a+140>>2]=0;i=(e|0)==0?1:e;f[a+144>>2]=i;h=a+156|0;e=b[h>>0]|0;f[a+80>>2]=0;p[a+96>>3]=-1.0;f[a+148>>2]=i>>>0<g>>>0?g:i;f[a+152>>2]=0;b[h>>0]=e&-16|1;return}function jdb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;c=Bpb()|0;p[a+16>>3]=c?3.874301910400391e-06:1.1920928955078125e-07;c=a+72|0;d=a+24|0;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[c>>2]=-1;b[a+76>>0]=0;e=a+77|0;d=h[e>>0]|h[e+1>>0]<<8;c=a+80|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a+96>>2]=-1;f[a+100>>2]=-1;f[a+104>>2]=-1;f[a+108>>2]=0;a=d&-4032|15;b[e>>0]=a;b[e+1>>0]=a>>8;return}function kdb(a){a=a|0;var c=0;a=a+77|0;c=(h[a>>0]|h[a+1>>0]<<8)&-3969;b[a>>0]=c;b[a+1>>0]=c>>8;return}function ldb(a){a=a|0;f[a+80>>2]=0;f[a+84>>2]=0;return}function mdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((e&1|0)==(c&1|0))return;e=e&-2|c&1;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;ndb(a);return}function ndb(a){a=a|0;var b=0,c=0;f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+64>>2]=0;c=a+68|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function odb(a){a=a|0;var b=0,c=0;f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function pdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>1&1|0))return;e=e&-3|(c&1)<<1&65535;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;f[a+56>>2]=0;e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+40>>2]=0;a=a+44|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function qdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>2&1|0))return;e=e&-5|(c&1)<<2&65535;b[d>>0]=e;b[d+1>>0]=e>>8;f[a+64>>2]=0;e=a+68|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+24>>2]=0;e=a+28|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+32>>2]=0;a=a+36|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function rdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>3&1|0))return;e=e&-9|(c&1)<<3&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function sdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>6&1|0))return;e=e&-65|(c&1)<<6&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function tdb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+64|0;d=o+48|0;e=o+44|0;g=o+24|0;m=o+8|0;i=o;f[d>>2]=f[64745];f[e>>2]=f[64746];Lwb(g);n=a+77|0;Nwb(g,(((h[n>>0]|h[n+1>>0]<<8)&65535)>>>6&1|9728)&65535,0);k=f[64758]|0;l=f[64759]|0;f[m>>2]=d;f[m+4>>2]=e;f[m+8>>2]=g;f[m+12>>2]=a;if(!((h[n>>0]|h[n+1>>0]<<8)&4))j=9;else if(dvb()|0){g=a+24|0;udb(m,g,a+48|0,a+64|0);Cub(i,f[g>>2]|0,1,1);g=a+32|0;p=f[i>>2]|0;d=i+4|0;q=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=p;p=a+36|0;e=f[p>>2]|0;f[p>>2]=q;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}q=f[g>>2]|0;f[i>>2]=0;d=i+4|0;f[d>>2]=0;Hub(q,1,i);d=f[d>>2]|0;if(d|0)iOb(d)}else j=9;if((j|0)==9){d=a+24|0;udb(m,d,a+48|0,0);d=f[d>>2]|0;e=f[a+28>>2]|0;if(e|0)gOb(e);f[a+32>>2]=d;q=a+36|0;d=f[q>>2]|0;f[q>>2]=e;if(d|0)iOb(d)}if((h[n>>0]|h[n+1>>0]<<8)&2)if(b[c+500>>0]|0)if(Z8a(f[a>>2]|0)|0)udb(m,a+40|0,a+56|0,0);if((k|0)==(l|0)){dwb(258928,k)|0;u=o;return}else{ewb(258928,k)|0;fwb(258928,l)|0;u=o;return}}function udb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=f[a+12>>2]|0;e=f[b>>2]|0;if(e|0)if(f[e>>2]|0){e=f[c>>2]|0;if(e|0)if(f[e+8>>2]|0)if((f[e+16>>2]|0)==(f[f[a>>2]>>2]|0))if((f[e+20>>2]|0)==(f[f[a+4>>2]>>2]|0)){u=m;return}}xub(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[b>>2]|0;if(!e)e=0;else e=f[e>>2]|0;dwb(258928,e)|0;Twb(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[c>>2]=j;j=c+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}i=a+4|0;j=a+8|0;axb(f[c>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,0,c,3553,0);if(d|0){Twb(k);e=f[k>>2]|0;g=k+4|0;c=f[g>>2]|0;f[k>>2]=0;f[g>>2]=0;f[d>>2]=e;k=d+4|0;e=f[k>>2]|0;f[k>>2]=c;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}axb(f[d>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,1,d,3553,0)}l=l+77|0;if((h[l>>0]|h[l+1>>0]<<8)&8)Jub(f[b>>2]|0,0,1,1)|0;Vd(17664);u=m;return}function vdb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0,i=0.0,j=0.0;h=u;u=u+48|0;e=h;a=f[a>>2]|0;g=+p[a+304>>3];switch(b[a+312>>0]|0){case 5:{if(CEa(f[a+64>>2]|0,e)|0){j=+p[e+24>>3]-+p[e>>3];i=+p[e+32>>3]-+p[e+8>>3];d=+p[e+40>>3]-+p[e+16>>3];d=j*j+(i*i+d*d)}else{j=+p[c+208>>3];d=+p[c+216>>3];d=j*j+d*d}j=g*+L(+d);u=h;return +j}case 4:{j=g*+(f[64746]|0);u=h;return +j}case 1:{Kha(e);j=g*(+(f[e+4>>2]|0)/+p[e+16>>3]);u=h;return +j}case 3:{j=g*+(f[64745]|0);u=h;return +j}default:{j=g;u=h;return +j}}return 0.0}function wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;D=G;k=b+4|0;i=f[k>>2]|0;h=f[b>>2]|0;F=i-h>>2;e=F*12|0;F=F*48|0;E=a+4|0;g=f[E>>2]|0;a=(f[a+8>>2]|0)-g>>2;if(e>>>0>a>>>0){Sqa(E,e-a|0);j=b;C=E;e=f[E>>2]|0;a=f[b>>2]|0;i=f[k>>2]|0}else{j=b;C=E;e=g;a=h}if((a|0)!=(i|0))while(1){g=f[a>>2]|0;b=f[g+96>>2]|0;z=e;A=b;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));n[e+12>>2]=+n[b+48>>2]+ +n[g+156>>2];n[e+28>>2]=+n[b+52>>2]+ +n[g+160>>2];n[e+44>>2]=+n[b+56>>2]+ +n[g+164>>2];a=a+4|0;if((a|0)==(i|0))break;else e=e+48|0}a=f[j>>2]|0;g=f[a>>2]|0;e=f[g+196>>2]|0;a:do if(e&33554456|0){h=f[k>>2]|0;if((a|0)!=(h|0)){i=D+4|0;j=D+8|0;k=D+12|0;l=D+16|0;m=D+20|0;o=D+24|0;p=D+28|0;q=D+32|0;r=D+36|0;s=D+40|0;t=D+44|0;v=D+48|0;w=D+52|0;x=D+56|0;y=D+60|0;b=f[C>>2]|0;while(1){C=f[g+96>>2]|0;f[D>>2]=f[C>>2];f[i>>2]=f[C+4>>2];f[j>>2]=f[C+8>>2];f[k>>2]=f[C+12>>2];f[l>>2]=f[C+16>>2];f[m>>2]=f[C+20>>2];f[o>>2]=f[C+24>>2];f[p>>2]=f[C+28>>2];f[q>>2]=f[C+32>>2];f[r>>2]=f[C+36>>2];f[s>>2]=f[C+40>>2];f[t>>2]=f[C+44>>2];f[v>>2]=f[C+48>>2];f[w>>2]=f[C+52>>2];f[x>>2]=f[C+56>>2];f[y>>2]=f[C+60>>2];if(e&8){PAa(d,D);e=f[g+196>>2]|0}if(e&16|0)NAa(d,D,f[64745]|0,f[64746]|0);z=b;A=D;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));f[b+12>>2]=f[v>>2];f[b+28>>2]=f[w>>2];f[b+44>>2]=f[x>>2];a=a+4|0;if((a|0)==(h|0))break a;g=f[a>>2]|0;b=b+48|0;e=f[g+196>>2]|0}}}while(0);e=f[c>>2]|0;if(!e){iub(D,34962);a=f[D>>2]|0;e=D+4|0;d=f[e>>2]|0;f[D>>2]=0;f[e>>2]=0;f[c>>2]=a;D=c+4|0;a=f[D>>2]|0;f[D>>2]=d;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}e=f[c>>2]|0}a=f[E>>2]|0;if((f[e+8>>2]|0)>>>0<F>>>0){nub(e,F,a,35048);u=G;return}else{oub(e,0,F,a);u=G;return}}function xdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0;x=u;u=u+64|0;t=x+32|0;v=x;j=f[(f[a>>2]|0)+64>>2]|0;s=d+384|0;f[s>>2]=0;j=YRa(j)|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a=f[s>>2]|0;if(!((e|0)==(j|0)|a>>>0>5)){k=t+8|0;l=t+16|0;m=t+24|0;o=v+8|0;q=v+16|0;r=v+24|0;do{h=f[e>>2]|0;g=f[e+4>>2]|0;if((h|0)!=(g|0)){a=g-h>>5;i=a>>>0<4;a=i?a:4;if(!a){a=0;w=6}else{g=0;while(1){p[t>>3]=+p[h+(g<<5)>>3];p[k>>3]=+p[h+(g<<5)+8>>3];p[l>>3]=+p[h+(g<<5)+16>>3];p[m>>3]=+p[h+(g<<5)+24>>3];Zib(v,t,b,c);A=+p[o>>3];z=+p[q>>3];y=+p[r>>3];n[d>>2]=+p[v>>3];n[d+4>>2]=A;n[d+8>>2]=z;n[d+12>>2]=y;d=d+16|0;g=g+1|0;if(g>>>0>=a>>>0)break;h=f[e>>2]|0}if(i)w=6}if((w|0)==6){w=0;i=X(a,-4)|0;dQb(d|0,0,64-(a<<4)|0)|0;d=d+64+(i<<2)|0}a=(f[s>>2]|0)+1|0;f[s>>2]=a}e=e+12|0}while(!((e|0)==(j|0)|a>>>0>5))}if(a>>>0>=6){u=x;return}dQb(d|0,0,384-(a<<6)|0)|0;u=x;return}function ydb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+144|0;i=l;j=l+128|0;k=EAa(b)|0;LAa(k,i);h=b+80|0;g=R9a(f[a>>2]|0)|0;g=g>>>0<4?g:4;d=c+48|0;f[d>>2]=g;if(!g){u=l;return}e=j+4|0;g=j+8|0;b=0;do{jeb(j,S9a(f[a>>2]|0,b)|0,k,i,h);n=c+(b*12|0)|0;m=f[j>>2]|0;f[j>>2]=f[n>>2];f[n>>2]=m;n=f[e>>2]|0;m=c+(b*12|0)+4|0;f[e>>2]=f[m>>2];f[m>>2]=n;f[c+(b*12|0)+8>>2]=f[g>>2];b=b+1|0}while(b>>>0<(f[d>>2]|0)>>>0);u=l;return}function zdb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;e=f[a+40>>2]|0;if(!e)e=0;else e=f[e>>2]|0;s=(f[64758]|0)==(e|0)?a+84|0:a+80|0;if((f[s>>2]|0)==(c|0)){c=f[a+108>>2]|0;uwb(258928,514,c|f[64788],c)|0;c=0;return c|0}t=f[64793]|0;u=f[64794]|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,519,255,0)|0;B=f[64795]|0;C=f[64796]|0;D=f[64797]|0;E=f[64798]|0;F=f[64799]|0;G=f[64800]|0;H=f[64770]|0;I=b[259206]|0;Hwb(258928,0)|0;J=b[259205]|0;Gwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=b[259048]|0;M=b[259049]|0;N=b[259050]|0;O=b[259051]|0;jwb(258928,0,0,0,0)|0;P=f[64756]|0;bwb(258928,f[f[a+88>>2]>>2]|0)|0;r=a+96|0;Q=f[r>>2]|0;re(Q|0);R=f[64754]|0;q=a+100|0;nf(f[q>>2]|0,1,0,d|0);e=c+24|0;k=c+28|0;a:do if((f[e>>2]|0)==(f[k>>2]|0)){xwb(258928,64)|0;nwb(258928,255)|0;Vd(1024);n=64;e=0;g=2;l=a+104|0}else{xwb(258928,192)|0;nwb(258928,0)|0;Vd(1024);xwb(258928,64)|0;Awb(258928,7680,7681,7681)|0;l=f[e>>2]|0;j=l+20|0;if(!(f[j>>2]|0)){Mpb(l);if(!(f[j>>2]|0)){e=0;g=2;i=a+104|0}else h=9}else h=9;if((h|0)==9){e=l+33|0;g=f[q>>2]|0;if(!(b[e>>0]|0))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[e>>0]|0;e=f[l+12>>2]|0;i=a+104|0;h=f[i>>2]|0;if(!e)nf(h|0,1,0,40428);else nf(h|0,1,0,e|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[j>>2]|0))Mpb(l);le(4,0,f[l+28>>2]|0);e=1}p=f[k>>2]|0;n=64;o=128;j=1;h=l;while(1){while(1){l=h+36|0;if((l|0)==(p|0)){l=i;break a}m=h+56|0;if(f[m>>2]|0)break;Mpb(l);if(!(f[m>>2]|0))h=l;else break}xwb(258928,o)|0;if(!j)Vd(1024);j=h+69|0;k=b[j>>0]|0;if(k<<24>>24!=g<<24>>24){g=f[q>>2]|0;if(!(k<<24>>24))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[j>>0]|0}j=f[h+48>>2]|0;k=f[i>>2]|0;if(!j)nf(k|0,1,0,40428);else nf(k|0,1,0,j|0);uwb(258928,514,255,n)|0;Yvb(258928,f[f[m>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[m>>2]|0))Mpb(l);le(4,0,f[h+64>>2]|0);m=o;j=0;e=e+1|0;h=l;o=n;n=m}}while(0);k=c+68|0;do if((f[c>>2]|0)!=(f[c+4>>2]|0)){if(g<<24>>24)nf(f[q>>2]|0,1,0,d|0);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+44|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+60>>2]|0);e=e+1|0;g=0;break}g=f[c>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0)){g=0;break}g=f[c>>2]|0}h=f[g+12>>2]|0;i=f[l>>2]|0;if(!h)nf(i|0,1,0,40428);else nf(i|0,1,0,h|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0;g=0}while(0);h=c+12|0;do if((f[h>>2]|0)!=(f[c+16>>2]|0)){if(g<<24>>24!=1)nf(f[q>>2]|0,1,0,40428);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+52|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+64>>2]|0);e=e+1|0;break}g=f[h>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0))break;g=f[h>>2]|0}i=f[g+12>>2]|0;h=f[l>>2]|0;if(!i)nf(h|0,1,0,40428);else nf(h|0,1,0,i|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0}while(0);Yvb(258928,R)|0;ke(Q|0);bwb(258928,P)|0;jwb(258928,L<<24>>24!=0,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0)|0;kwb(258928,K<<24>>24!=0)|0;Gwb(258928,J<<24>>24!=0)|0;Hwb(258928,I<<24>>24!=0)|0;nwb(258928,H)|0;if((B|0)==(E|0)&(C|0)==(F|0)&(D|0)==(G|0))Awb(258928,B,C,D)|0;else{Bwb(258928,B,C,D)|0;Cwb(258928,E,F,G)|0}if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((t|0)==(u|0))xwb(258928,t)|0;else{ywb(258928,t)|0;zwb(258928,u)|0}uwb(258928,514,f[64788]|n,n)|0;f[s>>2]=c;f[a+108>>2]=n;c=e;return c|0}function Adb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=1.0-+p[a+16>>3];n[b>>2]=+p[(f[a>>2]|0)+112>>3]*d;n[c>>2]=+p[(f[a>>2]|0)+120>>3]*d;return}function Bdb(a,c,d,e,g,i,k,l,m,o,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;k=+k;l=+l;m=m|0;o=o|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;D=0;E=u;u=u+14848|0;b[(E+13706|0)>>0]=c;n[(E+13680|0)>>2]=k;n[(E+13676|0)>>2]=l;f[(E+13672|0)>>2]=m;if(!(f[(a+88|0)>>2]|0)){f[(E+256|0)>>2]=40500;f[(E+256|0)+4>>2]=162;f[((E+256|0)+16|0)>>2]=E+256|0;Evb(E+13688|0,198014,198053,E+256|0,1);c=f[(E+13688|0)>>2]|0;C=f[((E+13688|0)+4|0)>>2]|0;f[(E+13688|0)>>2]=0;f[((E+13688|0)+4|0)>>2]=0;f[(a+88|0)>>2]=c;c=f[(a+92|0)>>2]|0;f[(a+92|0)>>2]=C;if(c|0){iOb(c);c=f[((E+13688|0)+4|0)>>2]|0;if(c|0)iOb(c)}c=f[((E+256|0)+16|0)>>2]|0;if((E+256|0|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);C=Jvb(f[(a+88|0)>>2]|0,240539)|0;f[a+96>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,240548)|0;f[a+100>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,198092)|0;f[a+104>>2]=C}r=f[64758]|0;s=f[64759]|0;t=f[64743]|0;v=f[64744]|0;w=f[64745]|0;x=f[64746]|0;k=+n[64765];l=+n[64766];y=+n[64767];z=+n[64768];A=f[64793]|0;B=f[64794]|0;xwb(258928,255)|0;C=f[64770]|0;nwb(258928,0)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1){tdb(a,e);m=f[a+48>>2]|0;Tvb(258928,0,0,f[m+16>>2]|0,f[m+20>>2]|0)|0}if((b[(E+13706|0)>>0]|0)==1)mwb(258928,0.0,0.0,0.0,1.0)|0;else mwb(258928,0.0,0.0,0.0,0.0)|0;do if((d&255)<2){d=h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8;b[(a+77|0)>>0]=d&-3969;b[(a+77|0)+1>>0]=(d&-3969)>>8;if(d&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(17664);c=f[a+40>>2]|0;if(c|0){dwb(258928,f[c>>2]|0)|0;Vd(17664)}f[a+80>>2]=0;f[a+84>>2]=0}else if(d<<24>>24==2){c=f[64793]|0;m=f[64794]|0;xwb(258928,15)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(1024);d=f[a+40>>2]|0;if(d|0){dwb(258928,f[d>>2]|0)|0;Vd(1024)}d=(h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&-129;b[(a+77|0)>>0]=d;b[(a+77|0)+1>>0]=d>>8;if((c|0)==(m|0)){xwb(258928,c)|0;break}else{ywb(258928,c)|0;zwb(258928,m)|0;break}}while(0);if(f[e>>2]|0){if((f[(a+72|0)>>2]|0)!=(o|0)){f[(a+72|0)>>2]=o;b[(a+76|0)>>0]=1-(h[(a+76|0)>>0]|0)}f[(E+13688|0)>>2]=0;f[(E+256|0)>>2]=0;f[(E+13668|0)>>2]=0;f[(E+13664|0)>>2]=0;o=EAa(g)|0;J=+p[o>>3];p[(E+128|0)>>3]=J;F=+p[o+8>>3];p[((E+128|0)+8|0)>>3]=F;L=+p[o+16>>3];p[((E+128|0)+16|0)>>3]=L;p[(E+128|0)+24>>3]=+p[o+24>>3];G=+p[o+32>>3];p[((E+128|0)+32|0)>>3]=G;I=+p[o+40>>3];p[((E+128|0)+40|0)>>3]=I;K=+p[o+48>>3];p[((E+128|0)+48|0)>>3]=K;p[(E+128|0)+56>>3]=+p[o+56>>3];N=+p[o+64>>3];p[((E+128|0)+64|0)>>3]=N;M=+p[o+72>>3];p[((E+128|0)+72|0)>>3]=M;O=+p[o+80>>3];p[((E+128|0)+80|0)>>3]=O;p[(E+128|0)+88>>3]=+p[o+88>>3];p[(E+128|0)+96>>3]=+p[o+96>>3];p[(E+128|0)+104>>3]=+p[o+104>>3];p[(E+128|0)+112>>3]=+p[o+112>>3];p[(E+128|0)+120>>3]=+p[o+120>>3];H=1.0/(J*(I*O-K*M)+(L*(G*M-I*N)+F*(K*N-G*O)));p[(E+56|0)>>3]=(I*O-K*M)*H;p[(E+56|0)+8>>3]=(K*N-G*O)*H;p[(E+56|0)+16>>3]=(G*M-I*N)*H;p[(E+56|0)+24>>3]=(L*M-F*O)*H;p[(E+56|0)+32>>3]=(J*O-L*N)*H;p[(E+56|0)+40>>3]=(F*N-J*M)*H;p[(E+56|0)+48>>3]=(F*K-L*I)*H;p[(E+56|0)+56>>3]=(L*G-J*K)*H;p[(E+56|0)+64>>3]=(J*I-F*G)*H;o=FAa(g)|0;f[(E+13600|0)>>2]=f[o>>2];f[(E+13600|0)+4>>2]=f[o+4>>2];f[(E+13600|0)+8>>2]=f[o+8>>2];f[(E+13600|0)+12>>2]=f[o+12>>2];f[(E+13600|0)+16>>2]=f[o+16>>2];f[(E+13600|0)+20>>2]=f[o+20>>2];f[(E+13600|0)+24>>2]=f[o+24>>2];f[(E+13600|0)+28>>2]=f[o+28>>2];f[(E+13600|0)+32>>2]=f[o+32>>2];f[(E+13600|0)+36>>2]=f[o+36>>2];f[(E+13600|0)+40>>2]=f[o+40>>2];f[(E+13600|0)+44>>2]=f[o+44>>2];f[(E+13600|0)+48>>2]=f[o+48>>2];f[(E+13600|0)+52>>2]=f[o+52>>2];f[(E+13600|0)+56>>2]=f[o+56>>2];f[(E+13600|0)+60>>2]=f[o+60>>2];o=HAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13536|0)>>2]=+p[o>>3];n[(E+13536|0)+4>>2]=+p[o+8>>3];n[(E+13536|0)+8>>2]=+p[o+16>>3];n[(E+13536|0)+12>>2]=+p[o+24>>3];n[(E+13536|0)+16>>2]=+p[o+32>>3];n[(E+13536|0)+20>>2]=+p[o+40>>3];n[(E+13536|0)+24>>2]=+p[o+48>>3];n[(E+13536|0)+28>>2]=+p[o+56>>3];n[(E+13536|0)+32>>2]=+p[o+64>>3];n[(E+13536|0)+36>>2]=+p[o+72>>3];n[(E+13536|0)+40>>2]=+p[o+80>>3];n[(E+13536|0)+44>>2]=+p[o+88>>3];n[(E+13536|0)+48>>2]=+p[o+96>>3];n[(E+13536|0)+52>>2]=+p[o+104>>3];n[(E+13536|0)+56>>2]=+p[o+112>>3];n[(E+13536|0)+60>>2]=+p[o+120>>3];o=JAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13472|0)>>2]=+p[o>>3];n[(E+13472|0)+4>>2]=+p[o+8>>3];n[(E+13472|0)+8>>2]=+p[o+16>>3];n[(E+13472|0)+12>>2]=+p[o+24>>3];n[(E+13472|0)+16>>2]=+p[o+32>>3];n[(E+13472|0)+20>>2]=+p[o+40>>3];n[(E+13472|0)+24>>2]=+p[o+48>>3];n[(E+13472|0)+28>>2]=+p[o+56>>3];n[(E+13472|0)+32>>2]=+p[o+64>>3];n[(E+13472|0)+36>>2]=+p[o+72>>3];n[(E+13472|0)+40>>2]=+p[o+80>>3];n[(E+13472|0)+44>>2]=+p[o+88>>3];n[(E+13472|0)+48>>2]=+p[o+96>>3];n[(E+13472|0)+52>>2]=+p[o+104>>3];n[(E+13472|0)+56>>2]=+p[o+112>>3];n[(E+13472|0)+60>>2]=+p[o+120>>3];o=f[a>>2]|0;H=+p[a+16>>3];G=+p[o+112>>3]*(1.0-H);n[(E+13468|0)>>2]=H+G;F=(1.0-H)*+p[o+120>>3];n[(E+13464|0)>>2]=H+F;n[(E+13460|0)>>2]=G;n[(E+13456|0)>>2]=F;F=+vdb(a,g);n[(E+13452|0)>>2]=F;o=f[a>>2]|0;b[(E+13705|0)>>0]=b[o+226>>0]|0;f[(E+1152|0)>>2]=g;f[(E+1152|0)+12292>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[((E+1152|0)+12296|0)>>0]=b[((E+1152|0)+12296|0)>>0]&-2|o;o=f[a>>2]|0;f[(E+1144|0)>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[(E+1144|0)+4>>0]=o;f[(E+756|0)+384>>2]=0;f[(E+704|0)+48>>2]=0;if(!((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&32))xdb(a,E+128|0,E+56|0,E+756|0);ydb(a,g,E+704|0);if(+p[i>>3]==0.0)if(+p[i+8>>3]==0.0)if(+p[i+16>>3]==0.0){f[(E+688|0)>>2]=0;f[(E+688|0)+4>>2]=0;f[(E+688|0)+8>>2]=0;f[(E+688|0)+12>>2]=0}else D=37;else D=37;else D=37;f[E+13728>>2]=a;f[E+13752>>2]=e;f[E+13760>>2]=g;f[E+13768>>2]=i;f[E+13808>>2]=q;f[E+14736>>2]=D;f[E+14744>>2]=0;f[E+14748>>2]=0;dgb(E)}nwb(258928,C)|0;if((A|0)==(B|0))xwb(258928,A)|0;else{ywb(258928,A)|0;zwb(258928,B)|0}mwb(258928,k,l,y,z)|0;Tvb(258928,t,v,w,x)|0;if((r|0)==(s|0)){dwb(258928,r)|0;u=E;return}else{ewb(258928,r)|0;fwb(258928,s)|0;u=E;return}}function Cdb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;I=0;J=u;u=u+1776|0;F=f[a+8>>2]|0;z=+n[64781];A=+n[64782];B=b[259208]|0;do{j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){if(!(b[f[a>>2]>>0]|0))if(!(b[f[(a+4|0)>>2]>>0]|0)){g=0;i=0;break}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;r=f[a+12>>2]|0;v=f[a+16>>2]|0;w=f[(a+20|0)>>2]|0;g=f[a+24>>2]|0;i=f[a+28>>2]|0;y=f[f[a+32>>2]>>2]|0;x=f[f[a+36>>2]>>2]|0;f[(J+104|0)>>2]=f[F>>2];f[(J+104|0)+4>>2]=r;f[(J+104|0)+8>>2]=v;f[(J+104|0)+12>>2]=w;f[(J+104|0)+16>>2]=g;f[(J+104|0)+20>>2]=i;f[(J+104|0)+24>>2]=y;f[(J+104|0)+28>>2]=x;f[(J+104|0)+32>>2]=0;x=(b[f[a>>2]>>0]|0)==0;y=(b[f[(a+4|0)>>2]>>0]|0)!=0;i=f[c+8>>2]|0;f[(J+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(J+64|0)>>2]=f[(j+152|0)>>2];f[(J+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(J+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(J+64|0)+12>>2]=f[(j+152|0)+12>>2];i=eIa(j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0)|0;g=f[i>>2]|0;f[(J+48|0)>>2]=g;i=f[i+4>>2]|0;f[((J+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(J+48|0)>>2]|0}if(!g){lIa(J,j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0,f[(a+52|0)>>2]|0,f[(a+56|0)>>2]|0,b[f[(a+60|0)>>2]>>0]|0,x&y,(f[(f[(a+20|0)>>2]|0)+384>>2]|0)!=0,f[(a+64|0)>>2]|0);g=f[J>>2]|0;w=f[(J+4|0)>>2]|0;f[J>>2]=0;f[(J+4|0)>>2]=0;f[(J+48|0)>>2]=g;i=f[((J+48|0)+4|0)>>2]|0;f[((J+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(J+4|0)>>2]|0;if(g|0)iOb(g);g=f[(J+48|0)>>2]|0}if(!g){t=k;s=r}else{C=g;I=17}}else{C=g;I=17}if((I|0)==17){I=0;g=f[C+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Pdb(J+104|0,J+48|0,j);w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;o=f[g>>2]|0;m=f[(f[v>>2]|0)+52>>2]|0;Gwb(258928,(y^(x^1))&(m&4|0)==0)|0;if(m&3|0){l=x&y^(b[f[(a+68|0)>>2]>>0]|0)!=0;i=f[o+96>>2]|0;g=b[(i+120|0)>>0]|0;if(g&8){BIa(i);g=b[(i+120|0)>>0]|0}lwb(258928,(m&1|0)!=0^(l^(g&1)!=0)?2304:2305)|0}t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+72|0)>>2]>>2],+n[f[(a+76|0)>>2]>>2])|0;else{K=+p[(F+16|0)>>3];rwb(258928,K+(1.0-K)*+n[o+144>>2],K+(1.0-K)*+n[o+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else j=(zdb(F,f[o+108>>2]|0,f[(a+80|0)>>2]|0)|0)+j|0;g=f[t>>2]|0;if(g&134217856){g=h[(F+77|0)>>0]|h[(F+77|0)+1>>0]<<8|128;b[(F+77|0)>>0]=g;b[(F+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+84|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[J>>2]=g;f[(J+4|0)>>2]=f[g+52>>2]&56;f[(J+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[J>>2]=g;g=f[g+52>>2]|0;f[(J+4|0)>>2]=g&56;f[(J+44|0)>>2]=0;if(s)break;else{E=g;I=42;break}}else{f[J>>2]=g;E=f[g+52>>2]|0;f[(J+4|0)>>2]=E&56;f[(J+44|0)>>2]=0;I=42}while(0);if((I|0)==42){I=0;f[(J+4|0)>>2]=E&24}Hdb(f[(a+88|0)>>2]|0,J+48|0,v,56,J+64|0,f[(a+20|0)>>2]|0);Idb(J,J+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(4,f[v+8>>2]|0,i|0);else oe(4,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(4,f[v+8>>2]|0,g|0);else oe(4,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(J+44|0)>>2]|0;if(i|0){g=J+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(J+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((J+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(J+100|0,c,f[f[(a+40|0)>>2]>>2]|0);g=f[(J+100|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}}while(0);f[J+192>>2]=a;f[J+208>>2]=d;f[J+216>>2]=e;f[J+408>>2]=g;f[J+432>>2]=i;n[J+576>>2]=z;n[J+584>>2]=A;f[J+616>>2]=B;f[J+1560>>2]=F;f[J+1624>>2]=I;f[J+1696>>2]=0;f[J+1700>>2]=0;egb(J);G=f[J+1696>>2]|0;D=f[J+1700>>2]|0;H=+n[J+1700>>2];f[J+1696>>2]=0;f[J+1700>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Ddb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0.0;L=0;M=u;u=u+1888|0;K=f[a+4>>2]|0;z=f[64778]|0;B=b[259052]|0;C=b[259048]|0;E=b[259049]|0;F=b[259050]|0;I=b[259051]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[a>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}j=f[a+8>>2]|0;q=f[a+12>>2]|0;r=f[(a+16|0)>>2]|0;s=f[a+20>>2]|0;w=f[a+24>>2]|0;g=f[f[a+28>>2]>>2]|0;i=f[f[a+32>>2]>>2]|0;f[(M+104|0)>>2]=f[K>>2];f[(M+104|0)+4>>2]=j;f[(M+104|0)+8>>2]=q;f[(M+104|0)+12>>2]=r;f[(M+104|0)+16>>2]=s;f[(M+104|0)+20>>2]=w;f[(M+104|0)+24>>2]=g;f[(M+104|0)+28>>2]=i;f[((M+104|0)+32|0)>>2]=0;i=f[c+8>>2]|0;f[(M+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){s=0;k=0;g=i;while(1){r=g+12|0;q=g+16|0;i=1;if(i){i=0;if((f[r>>2]|0)==(f[q>>2]|0)){m=k;o=s}else i=1}if(i)if(1){l=f[g+8>>2]|0;f[(M+64|0)>>2]=f[(l+152|0)>>2];f[(M+64|0)+4>>2]=f[(l+152|0)+4>>2];f[(M+64|0)+8>>2]=f[(l+152|0)+8>>2];f[(M+64|0)+12>>2]=f[(l+152|0)+12>>2];i=fIa(l,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(M+48|0)>>2]=g;i=f[i+4>>2]|0;f[((M+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(M+48|0)>>2]|0}if(!g){mIa(M,l,f[f[(a+40|0)>>2]>>2]|0,0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+44|0)>>2]|0);g=f[M>>2]|0;w=f[(M+4|0)>>2]|0;f[M>>2]=0;f[(M+4|0)>>2]=0;f[(M+48|0)>>2]=g;i=f[((M+48|0)+4|0)>>2]|0;f[((M+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(M+4|0)>>2]|0;if(g|0)iOb(g);g=f[(M+48|0)>>2]|0}if(!g){v=k;t=s}else{A=g;L=17}}else{A=g;L=17}if((L|0)==17){L=0;g=f[A+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;switch(b[l+214>>0]|0){case 2:{y=a+48|0;L=21;break}case 3:{y=a+52|0;L=21;break}default:x=1.0}if((L|0)==21){L=0;x=+n[f[y>>2]>>2]}Fdb(M+104|0,M+48|0,l);i=f[(M+48|0)>>2]|0;j=f[i+136>>2]|0;if((j|0)>-1){g=f[l+80>>2]|0;if(!g)g=0;else g=f[g+8>>2]|0;Uvb(258928,f[((M+104|0)+32|0)>>2]|0)|0;Vvb(258928,g)|0;w=f[((M+104|0)+32|0)>>2]|0;f[((M+104|0)+32|0)>>2]=w+1;df(j|0,w|0)}g=f[i+140>>2]|0;if((g|0)>-1)bf(g|0,+(x/+n[l+200>>2]));w=f[q>>2]|0;i=f[r>>2]|0;j=((w-i|0)/44|0)+s|0;g=1;if(g){g=0;if((w|0)==(i|0)){v=k;t=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;s=f[g>>2]|0;N=1.0-+p[(K+16|0)>>3];rwb(258928,N*+n[s+144>>2],N*+n[s+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(K,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}if(f[t>>2]&134217856|0){s=h[(K+77|0)>>0]|h[(K+77|0)+1>>0]<<8|128;b[(K+77|0)>>0]=s;b[(K+77|0)+1>>0]=s>>8}if((b[f[(a+68|0)>>2]>>0]|0)==2){l=f[t>>2]|0;Ewb(258928,f[64788]|(l&128)>>>6|(l&134217728)>>>24|32)|0;xwb(258928,((l&128&255)>>>6|(l&134217728|0?40:32))&255)|0;Awb(258928,7680,7680,7681)|0;l=1}else{l=f[t>>2]|0;l=Gdb(f[(a+76|0)>>2]|0,(l&128|0)!=0,(l&134217728|0)!=0,(l&16384|0)!=0,e)|0}g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[M>>2]=g;f[(M+4|0)>>2]=f[g+52>>2]&448;f[(M+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[M>>2]=g;g=f[g+52>>2]|0;f[(M+4|0)>>2]=g&448;f[(M+44|0)>>2]=0;if(s)break;else{J=g;L=53;break}}else{f[M>>2]=g;J=f[g+52>>2]|0;f[(M+4|0)>>2]=J&448;f[(M+44|0)>>2]=0;L=53}while(0);if((L|0)==53){L=0;f[(M+4|0)>>2]=J&192}Hdb(f[(a+80|0)>>2]|0,M+48|0,v,448,M+64|0,f[(a+16|0)>>2]|0);Idb(M,M+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(1,f[v+8>>2]|0,i|0);else oe(1,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;if((b[f[(a+68|0)>>2]>>0]|0)==2){do if((g&134234240|0)==134217856){Ewb(258928,i|21)|0;xwb(258928,21)|0}else{if((g&16512|0)==128){Ewb(258928,i|17)|0;xwb(258928,17)|0;break}if(!(g&134217728)){Ewb(258928,i|16)|0;xwb(258928,16)|0;break}else{Ewb(258928,i|20)|0;xwb(258928,20)|0;break}}while(0);Awb(258928,7680,7681,7681)|0}else{do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0}g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(1,f[v+8>>2]|0,g|0);else oe(1,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(M+44|0)>>2]|0;if(i|0){g=M+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(M+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));v=k;t=j}}g=f[((M+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=v;o=t}Jdb(M+100|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(M+100|0)>>2]|0;if(!g){k=m;l=o;break}else{s=o;k=m}}}g=k;i=l}f[M+192>>2]=a;f[M+208>>2]=d;f[M+216>>2]=e;f[M+408>>2]=g;f[M+432>>2]=i;f[M+576>>2]=z;f[M+608>>2]=B;f[M+640>>2]=C;f[M+672>>2]=E;f[M+712>>2]=F;f[M+744>>2]=I;f[M+1672>>2]=K;f[M+1728>>2]=L;f[M+1800>>2]=0;f[M+1804>>2]=0;fgb(M);G=f[M+1800>>2]|0;D=f[M+1804>>2]|0;H=+n[M+1804>>2];f[M+1800>>2]=0;f[M+1804>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Edb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1696|0;z=f[a+4>>2]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|16)|0;i=f[f[a>>2]>>2]|0;C=f[a+8>>2]|0;j=f[a+12>>2]|0;q=f[(a+16|0)>>2]|0;r=f[a+20>>2]|0;v=f[a+24>>2]|0;w=f[f[a+28>>2]>>2]|0;g=f[f[a+32>>2]>>2]|0;f[(B+112|0)>>2]=f[z>>2];f[(B+112|0)+4>>2]=C;f[(B+112|0)+8>>2]=j;f[(B+112|0)+12>>2]=q;f[(B+112|0)+16>>2]=r;f[(B+112|0)+20>>2]=v;f[(B+112|0)+24>>2]=w;f[(B+112|0)+28>>2]=g;f[(B+112|0)+32>>2]=0;f[((B+112|0)+36|0)>>2]=i;i=f[c+8>>2]|0;f[(B+104|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(B+64|0)>>2]=f[(j+152|0)>>2];f[(B+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(B+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(B+64|0)+12>>2]=f[(j+152|0)+12>>2];i=gIa(j,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(B+48|0)>>2]=g;i=f[i+4>>2]|0;f[((B+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(B+48|0)>>2]|0}if(!g){nIa(B,j,f[f[(a+40|0)>>2]>>2]|0,0,b[f[(a+44|0)>>2]>>0]|0,b[f[(a+48|0)>>2]>>0]|0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+52|0)>>2]|0);g=f[B>>2]|0;C=f[(B+4|0)>>2]|0;f[B>>2]=0;f[(B+4|0)>>2]=0;f[(B+48|0)>>2]=g;i=f[((B+48|0)+4|0)>>2]|0;f[((B+48|0)+4|0)>>2]=C;if(i){iOb(i);g=f[(B+4|0)>>2]|0;if(g|0)iOb(g);g=f[(B+48|0)>>2]|0}if(!g){t=k;s=r}else{x=g;A=15}}else{x=g;A=15}if((A|0)==15){A=0;g=f[x+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Fdb(B+112|0,B+48|0,j);g=f[(f[(B+48|0)>>2]|0)+132>>2]|0;if((g|0)>-1)bf(g|0,+(+n[((B+112|0)+36|0)>>2]));w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;C=f[g>>2]|0;E=1.0-+p[(z+16|0)>>3];rwb(258928,E*+n[C+144>>2],E*+n[C+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(z,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}g=f[t>>2]|0;if(g&134217856){g=h[(z+77|0)>>0]|h[(z+77|0)+1>>0]<<8|128;b[(z+77|0)>>0]=g;b[(z+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+68|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[B>>2]=g;f[(B+4|0)>>2]=f[g+52>>2]&3584;f[(B+44|0)>>2]=0;break}else{C=!(+n[v+28>>2]>=0.0);f[B>>2]=g;g=f[g+52>>2]|0;f[(B+4|0)>>2]=g&3584;f[(B+44|0)>>2]=0;if(C)break;else{y=g;A=41;break}}else{f[B>>2]=g;y=f[g+52>>2]|0;f[(B+4|0)>>2]=y&3584;f[(B+44|0)>>2]=0;A=41}while(0);if((A|0)==41){A=0;f[(B+4|0)>>2]=y&1536}Hdb(f[(a+72|0)>>2]|0,B+48|0,v,3584,B+64|0,f[(a+16|0)>>2]|0);Idb(B,B+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(0,f[v+8>>2]|0,i|0);else oe(0,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(0,f[v+8>>2]|0,g|0);else oe(0,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(B+44|0)>>2]|0;if(i|0){g=B+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(B+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((B+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(B+104|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(B+104|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}f[B+192>>2]=a;f[B+208>>2]=d;f[B+216>>2]=e;f[B+400>>2]=g;f[B+424>>2]=i;f[B+1496>>2]=z;f[B+1552>>2]=A;f[B+1624>>2]=0;f[B+1628>>2]=0;ggb(B);G=f[B+1624>>2]|0;D=f[B+1628>>2]|0;H=+n[B+1628>>2];f[B+1624>>2]=0;f[B+1628>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Fdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;h=f[b>>2]|0;f[a+32>>2]=0;b=f[h+36>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+8>>2]|0);b=f[h+40>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+4>>2]|0);b=f[h+128>>2]|0;if((b|0)>-1)bf(b|0,+(+(f[64746]|0)));b=f[h+60>>2]|0;if((b|0)>-1)df(b|0,+n[(f[a+8>>2]|0)+44>>2]==0.0|0);b=f[h+96>>2]|0;if((b|0)>-1)jf(b|0,1,K9a(f[a>>2]|0)|0);e=a+16|0;if(f[(f[e>>2]|0)+48>>2]|0){d=0;do{g=S9a(f[a>>2]|0,d)|0;b=f[h+36+(d+33<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,(f[e>>2]|0)+(d*12|0)|0);b=f[h+36+(d+37<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,g+12|0);d=d+1|0}while(d>>>0<(f[(f[e>>2]|0)+48>>2]|0)>>>0)}b=f[h+108>>2]|0;if((b|0)>-1)lf(b|0,24,f[a+12>>2]|0);b=f[h+144>>2]|0;if((b|0)>-1)lf(b|0,1,f[a+20>>2]|0);b=f[h+148>>2]|0;if((b|0)>-1)ef(b|0,+(+n[a+24>>2]),+(+n[a+28>>2]));b=f[h+80>>2]|0;if((b|0)>-1){g=f[a>>2]|0;i=+hIa(c,g+216|0,g+208|0);g=f[a>>2]|0;ef(b|0,+i,+(+iIa(c,g+216|0,g+208|0)))}b=f[h+84>>2]|0;if((b|0)>-1)jf(b|0,1,c+168|0);b=f[h+112>>2]|0;if((b|0)>-1){a=f[a>>2]|0;bf(b|0,+(+jIa(c,a+216|0,a+208|0)))}b=f[h+160>>2]|0;if((b|0)<=-1)return;ef(b|0,+(+n[c+192>>2]),+(+n[c+196>>2]));return}function Gdb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(g){if(c&d){Ewb(258928,f[64788]|10)|0;xwb(258928,10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,f[64788]|2)|0;xwb(258928,2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,f[64788]|8)|0;xwb(258928,8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Awb(258928,7680,7680,7680)|0;e=0;return e|0}}else{xwb(258928,f[f[a+4>>2]>>2]|0)|0;g=f[64788]&245;if(c&d){Ewb(258928,g|10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,g|2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,g|8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Ewb(258928,g)|0;Awb(258928,7680,7680,7681)|0;e=0;return e|0}}return 0}function Hdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+112|0;G=I+40|0;i=I;H=f[c>>2]|0;c=f[H+64>>2]|0;if((c|0)>-1){if(!(b[a+12296>>0]&1))j=(f[(f[d>>2]|0)+52>>2]&4096|0)==0;else j=1;df(c|0,j&1|0)}c=f[H+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[H+72>>2]|0;do if((c|0)>-1){j=f[d+24>>2]|0;if(j&8388608|0){k=+n[d+28>>2];if(k>=0.0){kf(c|0,+k,+(+n[d+32>>2]),+(+n[d+36>>2]),+(+n[g+12>>2]));break}}if(!(j&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[H+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+40>>2]));c=f[H+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a+12292>>2]|f[d+24>>2])&8192|0?0.0:1.0));l=H+44|0;F=d+16|0;e=d+4|0;m=f[(f[((f[F>>2]|0)>>>0>1?f[e>>2]|0:e)>>2]|0)+96>>2]|0;do if((f[l>>2]|0)>-1){if(b[m+120>>0]&4)AIa(m);e=m+76|0;j=d+24|0;g=Odb(f[j>>2]|0,f[a>>2]|0,m,G)|0;j=f[j>>2]|0;c=f[a>>2]|0;if(!(j&33554456))i=e;else{f[i>>2]=f[e>>2];f[i+4>>2]=f[m+80>>2];f[i+8>>2]=f[m+84>>2];f[i+12>>2]=f[m+88>>2];f[i+16>>2]=f[m+92>>2];f[i+20>>2]=f[m+96>>2];f[i+24>>2]=f[m+100>>2];f[i+28>>2]=f[m+104>>2];f[i+32>>2]=f[m+108>>2];if(j&8)QAa(c,i)}c=f[l>>2]|0;if((c|0)>-1)nf(c|0,1,0,g|0);c=f[H+48>>2]|0;if((c|0)>-1)mf(c|0,1,0,i|0)}else{j=m+120|0;c=b[j>>0]|0;if(c&16){CIa(m);c=b[j>>0]|0}j=(c&2)!=0;c=f[H+56>>2]|0;if((c|0)>-1)gf(c|0,0,(j?f[F>>2]|0:0)|0);D=f[H+52>>2]|0;if((D|0)>-1){E=a+4|0;c=f[F>>2]|0;C=c>>>0>1?f[e>>2]|0:e;if(!j){if(!c)c=0;else{e=d+24|0;i=0;j=E;while(1){c=Odb(f[e>>2]|0,f[a>>2]|0,f[(f[C+(i<<2)>>2]|0)+96>>2]|0,G)|0;g=j;m=c;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[j+12>>2]=f[c+48>>2];f[j+28>>2]=f[c+52>>2];f[j+44>>2]=f[c+56>>2];i=i+1|0;c=f[F>>2]|0;if(i>>>0>=c>>>0)break;else j=j+48|0}c=c*3|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0);break}if(!c)c=0;else{s=d+24|0;t=i+4|0;v=i+8|0;w=i+12|0;x=i+16|0;y=i+20|0;z=i+24|0;A=i+28|0;B=i+32|0;p=a+4+(c*12<<2)|0;q=0;r=E;while(1){j=f[(f[C+(q<<2)>>2]|0)+96>>2]|0;if(b[j+120>>0]&4)AIa(j);c=j+76|0;l=Odb(f[s>>2]|0,f[a>>2]|0,j,G)|0;e=f[s>>2]|0;g=f[a>>2]|0;if(e&33554456){f[i>>2]=f[c>>2];f[t>>2]=f[j+80>>2];f[v>>2]=f[j+84>>2];f[w>>2]=f[j+88>>2];f[x>>2]=f[j+92>>2];f[y>>2]=f[j+96>>2];f[z>>2]=f[j+100>>2];f[A>>2]=f[j+104>>2];f[B>>2]=f[j+108>>2];if(!(e&8))c=i;else{QAa(g,i);c=i}}g=r;m=l;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[r+12>>2]=f[l+48>>2];f[r+28>>2]=f[l+52>>2];f[r+44>>2]=f[l+56>>2];f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];o=p+16|0;m=c+12|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];o=p+32|0;c=c+24|0;f[o>>2]=f[c>>2];f[o+4>>2]=f[c+4>>2];f[o+8>>2]=f[c+8>>2];q=q+1|0;c=f[F>>2]|0;if(q>>>0>=c>>>0)break;else{p=p+48|0;r=r+48|0}}c=c*6|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0)}}while(0);c=f[H+100>>2]|0;do if((c|0)>-1){if((f[F>>2]|0)>>>0<=1)if(!(f[d+24>>2]&32)){jf(c|0,1,(f[d+4>>2]|0)+156|0);break}hf(c|0,0.0,0.0,0.0)}while(0);c=f[H+104>>2]|0;if((c|0)<=-1){u=I;return}df(c|0,((f[d+24>>2]&2|0)==0?f[h+384>>2]|0:0)|0);u=I;return}function Idb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Ndb(a,c);d=f[c>>2]|0;e=f[d+8>>2]|0;a:do if((e|0)>-1){g=f[a>>2]|0;c=f[g>>2]|0;g=f[g+4>>2]|0;b:do if((c|0)!=(g|0)){while(1){if((f[c+12>>2]|0)==2)break;c=c+28|0;if((c|0)==(g|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(e|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(e|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=e;f[g>>2]=(f[g>>2]|0)+1;break a}while(0);pf(e|0,0.0)}while(0);d=f[d+32>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;c:do if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==8)break;c=c+28|0;if((c|0)==(e|0))break c}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=d;f[g>>2]=(f[g>>2]|0)+1;return}while(0);pf(d|0,0.0);return}function Jdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[a>>2]|0;if((f[l+24>>2]|0)>>>0>c>>>0){f[a>>2]=f[l>>2];return}f[a>>2]=f[l>>2];j=f[b+4>>2]|0;a=f[l+4>>2]|0;g=j+-1|0;h=(g&j|0)==0;if(h)i=g&a;else if(a>>>0<j>>>0)i=a;else i=(a>>>0)%(j>>>0)|0;c=(f[b>>2]|0)+(i<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(i|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;b=b+12|0;f[b>>2]=(f[b>>2]|0)+-1;if(!l)return;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function Kdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0;k=f[c>>2]|0;i=f[k+64>>2]|0;if((i|0)>-1){if(!(b[a+4>>0]|0))c=(f[(f[d>>2]|0)+52>>2]|0)>>>12&1^1;else c=1;df(i|0,c|0)}c=f[k+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[k+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a>>2]|f[d+8>>2])&8192|0?0.0:1.0));c=f[k+72>>2]|0;do if((c|0)>-1){i=f[d+8>>2]|0;if(i&8388608|0){j=+n[d+20>>2];if(j>=0.0){kf(c|0,+j,+(+n[d+24>>2]),+(+n[d+28>>2]),+(+n[g+12>>2]));break}}if(!(i&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[k+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+32>>2]));c=f[k+104>>2]|0;if((c|0)<=-1)return;df(c|0,((f[d+8>>2]&2|0)==0?f[h+384>>2]|0:0)|0);return}function Ldb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;Ndb(a,b);Yvb(258928,f[f[a+48>>2]>>2]|0)|0;e=f[b>>2]|0;g=f[e+20>>2]|0;d=a+52|0;f[d>>2]=g;c=a+56|0;f[c>>2]=f[e+24>>2];b=a+60|0;f[b>>2]=f[e+28>>2];sf(g|0,4,5126,0,48,0);re(g|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[c>>2]|0;sf(g|0,4,5126,0,48,16);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[b>>2]|0;sf(g|0,4,5126,0,48,32);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;rf(f[d>>2]|0,1);rf(f[c>>2]|0,1);rf(f[b>>2]|0,1);return}function Mdb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+60>>2]|0;if(b|0){c=k+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[k+56>>2]|0;if(b|0)iOb(b);b=f[k+48>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function Ndb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;g=f[c>>2]|0;d=f[g>>2]|0;a:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if(!(f[c+12>>2]|0))break;c=c+28|0;if((c|0)==(e|0))break a}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+4>>2]|0;b:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==1)break;c=c+28|0;if((c|0)==(e|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+12>>2]|0;c:do if((d|0)>-1){d:do if(f[a+4>>2]&2336|0){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==3)break;c=c+28|0;if((c|0)==(e|0))break d}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1;break c}}while(0);qf(d|0,1.0,1.0,1.0,1.0)}while(0);d=f[g+16>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)==(e|0))return;while(1){if((f[c+12>>2]|0)==4)break;c=c+28|0;if((c|0)==(e|0)){i=23;break}}if((i|0)==23)return;Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);i=a+44|0;f[a+8+(f[i>>2]<<2)>>2]=d;f[i>>2]=(f[i>>2]|0)+1;return}function Odb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(a&33554456)){d=c;return d|0}f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];if(a&8|0)PAa(b,d);if(a&16|0)NAa(b,d,f[64745]|0,f[64746]|0);if(!(a&33554432))return d|0;RAa(b,d,f[64745]|0,f[64746]|0);return d|0}function Pdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;Fdb(a,b,c);e=f[b>>2]|0;d=f[e+92>>2]|0;if((d|0)>-1){b=f[c+88>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;b=f[g>>2]|0;f[g>>2]=b+1;df(d|0,b|0)}d=f[e+116>>2]|0;if((d|0)>-1){b=f[a>>2]|0;b=kIa(c,b+216|0,b+208|0)|0;b=f[b>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;h=a+32|0;Uvb(258928,f[h>>2]|0)|0;Vvb(258928,b)|0;g=f[h>>2]|0;f[h>>2]=g+1;df(d|0,g|0)}d=f[e+152>>2]|0;if((d|0)>-1){b=f[c+128>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+156>>2]|0;if((d|0)>-1){b=f[c+136>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+164>>2]|0;if((d|0)>-1){b=f[c+144>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}b=f[e+120>>2]|0;if((b|0)>-1)hf(b|0,+(+n[c+96>>2]),+(+n[c+104>>2]),+(+n[c+112>>2]));b=f[e+124>>2]|0;if((b|0)<=-1)return;hf(b|0,+(+n[c+100>>2]),+(+n[c+108>>2]),+(+n[c+116>>2]));return}function Qdb(a){a=a|0;return}function Rdb(a){a=a|0;sOb(a);return}function Sdb(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return b|0}function Tdb(a,b){a=a|0;b=b|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return}function Udb(a){a=a|0;return}function Vdb(a){a=a|0;sOb(a);return}function Wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return Sg[f[a+4>>2]&255](f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Xdb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198107?a+4|0:0)|0}function Ydb(a){a=a|0;return 15584}function Zdb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0;j=u;u=u+32|0;k=j;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[k+20>>2]=0;f[k+24>>2]=0;f[k+28>>2]=0;Bdb(a,b,c,d,e,k,0.0,0.0,g,h,i);u=j;return}function _db(){f[64688]=0;f[64689]=0;return}function $db(){var a=0;a=f[64688]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34962;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64688]=a;return a|0}function aeb(){var a=0;a=f[64689]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34963;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64689]=a;return a|0}function beb(){var a=0,b=0;a=f[64688]|0;f[64688]=0;if(a|0){b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a)}a=f[64689]|0;f[64689]=0;if(!a)return;b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a);return}function ceb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=b;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=c;f[a+16>>2]=d;f[a+20>>2]=0;return}function deb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;if(!(Apb()|0))if(!(Bpb()|0)){m=a+20|0;j=e+-1+(f[m>>2]|0)&0-e;k=a+4|0;i=f[k>>2]|0;h=i;if(!i){e=a+12|0;i=e;e=f[e>>2]|0}else{i=j+b|0;g=a+12|0;e=f[g>>2]|0;if(i>>>0>e>>>0)i=g;else{g=f[a+8>>2]|0;if(g|0)gOb(g);f[c>>2]=h;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=j;f[m>>2]=i;u=n;return}}do if(e>>>0>=b>>>0){if(e>>>0>j>>>0&(j+b|0)>>>0>e>>>0)if((e-j|0)>>>0>(f[a+16>>2]|0)>>>0)break;iub(l,f[a>>2]|0);h=f[l>>2]|0;g=l+4|0;j=f[g>>2]|0;f[l>>2]=0;f[g>>2]=0;f[k>>2]=h;h=a+8|0;e=f[h>>2]|0;f[h>>2]=j;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}nub(f[k>>2]|0,f[i>>2]|0,0,35044);e=f[k>>2]|0;g=f[h>>2]|0;if(g|0)gOb(g);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=0;f[m>>2]=b;u=n;return}while(0);iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}function eeb(a){a=a|0;var b=0;b=a+48|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(b|0));return}function feb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];b=a+32|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function geb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[b+12>>2]=f[d+12>>2];b=a+32|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];return}function heb(a){a=a|0;if(+n[a+28>>2]<1.0){a=1;return a|0}a=+n[a+44>>2]<1.0;return a|0}function ieb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0;y=u;u=u+112|0;s=y+88|0;x=y+72|0;m=y+24|0;l=y;j=+n[a+28>>2];C=+n[a+16>>2]*j;A=j*+n[a+20>>2];e=j*+n[a+24>>2];n[s>>2]=C;t=s+4|0;n[t>>2]=A;v=s+8|0;n[v>>2]=e;w=s+12|0;n[w>>2]=j;g=+n[a+44>>2];B=+n[a+32>>2]*g;z=g*+n[a+36>>2];h=g*+n[a+40>>2];n[x>>2]=B;o=x+4|0;n[o>>2]=z;p=x+8|0;n[p>>2]=h;q=x+12|0;n[q>>2]=g;if(C==B&A==z){if(!(e==h&j==g))r=3}else r=3;do if((r|0)==3){if(!(f[a>>2]|0)){i=l+16|0;f[l>>2]=40500;f[l+4>>2]=162;f[i>>2]=l;Evb(m,198423,198462,l,1);k=f[m>>2]|0;c=m+4|0;D=f[c>>2]|0;f[m>>2]=0;f[c>>2]=0;f[a>>2]=k;k=a+4|0;d=f[k>>2]|0;f[k>>2]=D;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[i>>2]|0;if((l|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[a>>2]|0;if(!c)break;D=Jvb(c,198501)|0;f[a+56>>2]=D;D=Kvb(f[a>>2]|0,198520)|0;f[a+48>>2]=D;D=Kvb(f[a>>2]|0,198532)|0;f[a+52>>2]=D;if(!(f[a>>2]|0))break}k=a+8|0;if(!(f[k>>2]|0)){c=m;d=40536;i=c+48|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(i|0));iub(l,34962);D=f[l>>2]|0;d=l+4|0;i=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[k>>2]=D;D=a+12|0;c=f[D>>2]|0;f[D>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}nub(f[k>>2]|0,48,m,35044)}}while(0);e=+n[s>>2];if(e==+n[x>>2])if(+n[t>>2]==+n[o>>2])if(+n[v>>2]==+n[p>>2]){if(!(+n[w>>2]==+n[q>>2]))r=22}else r=22;else r=22;else r=22;if((r|0)==22){c=f[a>>2]|0;if(c|0){d=a+8|0;if(f[d>>2]|0){D=f[64756]|0;bwb(258928,f[c>>2]|0)|0;w=f[64754]|0;Yvb(258928,f[f[d>>2]>>2]|0)|0;v=b[259206]|0;Hwb(258928,0)|0;t=b[259052]|0;kwb(258928,0)|0;r=a+56|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);lf(f[a+48>>2]|0,1,s|0);lf(f[a+52>>2]|0,1,x|0);le(6,0,4);ke(r|0);kwb(258928,t<<24>>24!=0)|0;Hwb(258928,v<<24>>24!=0)|0;Yvb(258928,w)|0;bwb(258928,D)|0;u=y;return}}}z=+n[64765];A=+n[64766];B=+n[64767];C=+n[64768];mwb(258928,e,+n[t>>2],+n[v>>2],+n[w>>2])|0;Vd(16384);mwb(258928,z,A,B,C)|0;u=y;return}function jeb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+288|0;k=q+272|0;l=q+136|0;m=q;o=c+25|0;do if((b[o>>0]|0)==1){p[k>>3]=1.0e-12;if(PUa(g,k)|0){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];u=q;return}else{if((b[o>>0]|0)!=1)break;f[l>>2]=d;f[l+4>>2]=g;d=l+8|0;yAa(d,l)|0;f[m>>2]=d;f[m+4>>2]=e;d=m+8|0;yAa(d,m)|0;break}}while(0);s=+n[c>>2];r=+n[c+4>>2];j=+n[c+8>>2];h=s*+p[d>>3]+r*+p[d+32>>3]+j*+p[d+64>>3];i=s*+p[d+8>>3]+r*+p[d+40>>3]+j*+p[d+72>>3];j=s*+p[d+16>>3]+r*+p[d+48>>3]+j*+p[d+80>>3];if(!(b[c+24>>0]|0)){n[a>>2]=h;n[a+4>>2]=i;n[a+8>>2]=j;u=q;return}else{r=i+ +p[d+104>>3];s=j+ +p[d+112>>3];n[a>>2]=h+ +p[d+96>>3];n[a+4>>2]=r;n[a+8>>2]=s;u=q;return}}function keb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;c=g;f[c>>2]=b;d=a+4|0;e=f[d>>2]|0;if((e|0)==(f[a+8>>2]|0)){rcb(a,c);u=g;return 1}else{f[e>>2]=b;f[d>>2]=(f[d>>2]|0)+4;u=g;return 1}return 0}function leb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=f[a>>2]|0;d=a+4|0;e=f[d>>2]|0;if((c|0)==(e|0)){g=0;return g|0}else a=c;while(1){if((f[a>>2]|0)==(b|0))break;a=a+4|0;if((a|0)==(e|0)){a=0;g=6;break}}if((g|0)==6)return a|0;if((a|0)==(e|0)){g=0;return g|0}b=e+-4|0;g=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=g;f[d>>2]=(f[d>>2]|0)+-4;g=1;return g|0}function meb(a,c){a=a|0;c=c|0;b[a+812>>0]=c&1;return}function neb(a,b){a=a|0;b=b|0;bR(a+16|0,b)|0;return}function oeb(a,c,d,e,f,g,h,i,j,k){a=a|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;b[a+768>>0]=c;p[a+776>>3]=d;p[a+784>>3]=f;p[a+792>>3]=h;p[a+800>>3]=j;b[a+808>>0]=e;b[a+809>>0]=g;b[a+810>>0]=i;b[a+811>>0]=k;return}function peb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+32|0;m=r;h=+p[c+792>>3];i=b[c+810>>0]|0;k=+p[c+800>>3];e=b[c+811>>0]|0;n=a+8|0;o=a+12|0;Kha(m);if(i<<24>>24==1)g=+(f[64745]|0);else g=+(f[m>>2]|0)/+p[m+8>>3];d=~~(h*g);f[n>>2]=d;if(e<<24>>24==1)g=+(f[64746]|0);else g=+(f[m+4>>2]|0)/+p[m+16>>3];j=~~(k*g);f[o>>2]=j;if(i<<24>>24==2){e=n;g=h;d=j;q=9}else if(e<<24>>24==2){e=o;g=k;q=9}if((q|0)==9)f[e>>2]=~~(g*+(d|0));g=+p[c+776>>3];e=b[c+808>>0]|0;k=+p[c+784>>3];j=b[c+809>>0]|0;l=a+4|0;Kha(m);if(e<<24>>24==1)h=+(f[64745]|0);else h=+(f[m>>2]|0)/+p[m+8>>3];d=~~(g*h);f[a>>2]=d;if(j<<24>>24==1)h=+(f[64746]|0);else h=+(f[m+4>>2]|0)/+p[m+16>>3];i=~~(k*h);f[l>>2]=i;if(e<<24>>24==2){e=a;d=i;q=18}else if(j<<24>>24==2){e=l;g=k;q=18}if((q|0)==18)f[e>>2]=~~(g*+(d|0));e=b[c+768>>0]|0;switch(e<<24>>24){case 6:case 3:case 2:{d=(f[64745]|0)-(f[a>>2]|0)-(f[n>>2]|0)|0;q=22;break}case 7:case 4:case 8:{d=(((f[64745]|0)-(f[n>>2]|0)|0)/2|0)+(f[a>>2]|0)|0;q=22;break}case 0:{q=23;break}case 5:{q=24;break}default:{u=r;return}}a:do if((q|0)==22){f[a>>2]=d;switch(e<<24>>24){case 4:case 3:case 0:{q=23;break a}case 6:case 5:case 8:{q=24;break a}default:{}}u=r;return}while(0);if((q|0)==23)d=(f[64746]|0)-(f[l>>2]|0)-(f[o>>2]|0)|0;else if((q|0)==24)d=(((f[64746]|0)-(f[o>>2]|0)|0)/2|0)+(f[l>>2]|0)|0;f[l>>2]=d;u=r;return}function qeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0;c=u;u=u+16|0;d=c;g=1.0/+(f[64745]|0);e=1.0/+(f[64746]|0);peb(d,b);p[a>>3]=g*+(f[d>>2]|0);p[a+8>>3]=e*+(f[d+4>>2]|0);p[a+16>>3]=g*+(f[d+8>>2]|0);p[a+24>>3]=e*+(f[d+12>>2]|0);u=c;return}function reb(a){a=a|0;var b=0,c=0,d=0;b=a+36|0;c=a;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=-1;f[a+40>>2]=-1;return}function seb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);d=a+12|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{e=c+-76|0;f[d>>2]=e;teb(e);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function teb(a){a=a|0;var b=0,c=0,d=0;b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function ueb(a){a=a|0;var b=0,c=0,d=0,e=0;c=f[a>>2]|0;d=a+4|0;b=f[d>>2]|0;if((b|0)!=(c|0))do{e=b+-76|0;f[d>>2]=e;teb(e);b=f[d>>2]|0}while((b|0)!=(c|0));veb(a);e=a+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)tOb(b);f[a+16>>2]=0;f[a+20>>2]=0;e=a+24|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;iOb(b);return}function veb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+8|0;k=f[a>>2]|0;j=a+4|0;h=f[j>>2]|0;e=h-k|0;g=(e|0)/76|0;b=k;d=h;if((((f[i>>2]|0)-k|0)/76|0)>>>0<=g>>>0)return;do if(!e)c=0;else if(g>>>0>56512727)vd();else{c=pOb(e)|0;break}while(0);c=c+(g*76|0)|0;g=c;if((d|0)==(b|0)){e=g;d=h}else{e=g;do{d=d+-76|0;web(c+-76|0,d);c=e+-76|0;e=c}while((d|0)!=(b|0));d=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function web(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];j=b+4|0;f[g>>2]=f[j>>2];g=b+8|0;f[a+8>>2]=f[g>>2];f[g>>2]=0;f[j>>2]=0;f[b>>2]=0;j=a+12|0;g=b+12|0;f[j>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[j>>2]=f[g>>2];j=b+16|0;f[e>>2]=f[j>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=a+24|0;j=b+24|0;f[g>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[g>>2]=f[j>>2];g=b+28|0;f[e>>2]=f[g>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+36|0;g=b+36|0;f[j>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[j>>2]=f[g>>2];j=b+40|0;f[e>>2]=f[j>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+48|0;j=f[g>>2]|0;f[g>>2]=0;g=b+52|0;e=f[g>>2]|0;f[g>>2]=0;f[a+48>>2]=j;f[a+52>>2]=e;g=a+56|0;h=b+56|0;c=f[h>>2]|0;f[g>>2]=c;i=b+60|0;d=f[i>>2]|0;f[a+60>>2]=d;f[a+64>>2]=f[b+64>>2];if(!d){h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}function xeb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a>>2]|0;c=a+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);b=f[a+12>>2]|0;c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+36>>2]|0;c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+60|0;if(!(f[e>>2]|0))return;c=a+56|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+52>>2]|0;if(d|0){c=a+48|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yeb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0.0;ha=u;u=u+64|0;ca=ha+56|0;da=ha+52|0;ea=ha+16|0;fa=ha;ba=ha+48|0;aa=IAa(e)|0;A=+p[aa>>3];B=+p[aa+8>>3];C=+p[aa+16>>3];D=+p[aa+24>>3];E=+p[aa+32>>3];F=+p[aa+40>>3];G=+p[aa+48>>3];H=+p[aa+56>>3];I=+p[aa+64>>3];J=+p[aa+72>>3];K=+p[aa+80>>3];L=+p[aa+88>>3];M=+p[aa+96>>3];N=+p[aa+104>>3];O=+p[aa+112>>3];P=+p[aa+120>>3];f[da>>2]=0;if(!d){u=ha;return}Q=ea+8|0;R=ea+16|0;S=ea+24|0;T=+(g|0);U=+(h|0);V=fa+8|0;W=a+4|0;X=ca+4|0;Y=ca+4|0;Z=a+8|0;_=ca+4|0;$=g+-1|0;aa=h+-1|0;e=0;do{ia=+p[c+(e*24|0)>>3];q=+p[c+(e*24|0)+8>>3];o=+p[c+(e*24|0)+16>>3];k=M+(A*ia+E*q+I*o);p[ea>>3]=k;l=N+(B*ia+F*q+J*o);p[Q>>3]=l;m=O+(C*ia+G*q+K*o);p[R>>3]=m;o=P+(D*ia+H*q+L*o);p[S>>3]=o;q=-o;if(!(k>o|k<q))if(!(l>o|l<q))if(!(m>o|m<q)){q=(k/o*.5+.5)*T;ia=(l/o*.5+.5)*U;p[fa>>3]=q;p[V>>3]=ia;i=~~(q+-.5);j=~~(ia+-.5);r=~~(q+.5);s=~~(ia+.5);if((r|0)>=0)if((j|0)<(h|0)&((i|0)<(g|0)&(s|0)>-1)){z=(i|0)>0?i:0;w=(j|0)>0?j:0;y=($|0)<(r|0)?$:r;x=(aa|0)<(s|0)?aa:s;if((z|0)<=(y|0)&(w|0)<=(x|0)){e=f[a>>2]|0;a:do if((f[W>>2]|0)==(e|0))s=0;else{i=0;while(1){t=e+(i*76|0)+48|0;j=0;v=w;b:while(1){s=z;while(1){f[ca>>2]=s;f[X>>2]=v;r=zeb(t,ca)|0;if(r){r=b[r+16>>0]|0;if((r&255)>31)break b;else j=(r&255)>(j&255)?r:j}if((s|0)<(y|0))s=s+1|0;else break}if((v|0)<(x|0))v=v+1|0;else{ga=17;break}}if((ga|0)==17){ga=0;if((j&255)<=31)break}i=i+1|0;e=f[a>>2]|0;if(i>>>0>=(((f[W>>2]|0)-e|0)/76|0)>>>0){s=i;break a}}s=j&255;f[ba>>2]=1<<s;s=s+1&255;e=e+(i*76|0)+48|0;j=w;while(1){r=z;while(1){f[ca>>2]=r;f[Y>>2]=j;v=Aeb(e,ca)|0;b[v>>0]=s;if((r|0)<(y|0))r=r+1|0;else break}if((j|0)<(x|0))j=j+1|0;else{s=i;break}}}while(0);i=f[W>>2]|0;v=f[a>>2]|0;r=i;e=v;if((s|0)==((i-v|0)/76|0|0)){if((f[Z>>2]|0)>>>0>r>>>0){j=r+64|0;e=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(e|0));n[j>>2]=1.0;iub(r+68|0,34962);f[W>>2]=(f[W>>2]|0)+76}else Beb(a);j=(f[W>>2]|0)+-28|0;e=w;while(1){i=z;while(1){f[ca>>2]=i;f[_>>2]=e;w=Aeb(j,ca)|0;b[w>>0]=1;if((i|0)<(y|0))i=i+1|0;else break}if((e|0)<(x|0))e=e+1|0;else break}f[ba>>2]=1;j=f[a>>2]|0}else j=e;e=j+(s*76|0)+4|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+8>>2]|0)>>>0){f[i>>2]=f[da>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)|0,da);e=j+(s*76|0)+16|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+20>>2]|0)>>>0){p[i>>3]=+p[fa>>3];p[i+8>>3]=+p[V>>3];f[e>>2]=i+16}else Ceb(j+(s*76|0)+12|0,fa);f[ca>>2]=ea;e=j+(s*76|0)+28|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+32>>2]|0)>>>0){n[i>>2]=+p[ea>>3];z=f[ca>>2]|0;n[i+4>>2]=+p[z+8>>3];n[i+8>>2]=+p[z+16>>3];n[i+12>>2]=+p[z+24>>3];f[e>>2]=i+16}else Deb(j+(s*76|0)+24|0,ca);e=j+(s*76|0)+40|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+44>>2]|0)>>>0){f[i>>2]=f[ba>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)+36|0,ba);e=f[da>>2]|0}}}e=e+1|0;f[da>>2]=e}while(e>>>0<d>>>0);u=ha;return}function zeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Aeb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=(k<<6)+-1640531527+(k>>>2)+m^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;f[k+8>>2]=f[c>>2];f[k+12>>2]=m;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Eeb(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Beb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+4|0;b=f[a>>2]|0;i=((f[k>>2]|0)-b|0)/76|0;c=i+1|0;if(c>>>0>56512727)AMb(a);l=a+8|0;j=((f[l>>2]|0)-b|0)/76|0;b=j<<1;b=j>>>0<28256363?(b>>>0<c>>>0?c:b):56512727;do if(!b)h=0;else if(b>>>0>56512727)vd();else{h=pOb(b*76|0)|0;break}while(0);c=h+(i*76|0)|0;d=c;j=h+(b*76|0)|0;b=h+(i*76|0)+64|0;e=c;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[b>>2]=1.0;iub(h+(i*76|0)+68|0,34962);g=c+76|0;e=f[a>>2]|0;b=f[k>>2]|0;if((b|0)==(e|0)){c=d;d=e;b=e}else{do{b=b+-76|0;web(c+-76|0,b);c=d+-76|0;d=c}while((b|0)!=(e|0));c=d;d=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=g;f[l>>2]=j;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function Ceb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Deb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;b=f[b>>2]|0;n[c>>2]=+p[b>>3];n[g+(h<<4)+4>>2]=+p[b+8>>3];n[g+(h<<4)+8>>2]=+p[b+16>>3];n[g+(h<<4)+12>>2]=+p[b+24>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;o=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[o+-12>>2];f[h+-8>>2]=f[o+-8>>2];f[h+-4>>2]=f[o+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Eeb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Feb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Feb(a,b);return}function Feb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Geb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0))return;do{j=f[b+68>>2]|0;Yvb(258928,f[j>>2]|0)|0;e=b+24|0;g=b+28|0;a=f[g>>2]|0;c=f[e>>2]|0;h=b+36|0;i=b+40|0;d=a-c+(f[i>>2]|0)-(f[h>>2]|0)|0;if((f[j+8>>2]|0)>>>0<d>>>0){nub(j,d,0,35040);c=f[e>>2]|0;a=f[g>>2]|0}oub(j,0,a-c|0,c);h=f[h>>2]|0;oub(j,(f[g>>2]|0)-(f[e>>2]|0)|0,(f[i>>2]|0)-h|0,h);b=b+76|0}while((b|0)!=(k|0));return}function Heb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;c=i+24|0;g=i;h=a+28|0;b=f[h>>2]|0;if(b|0)if(f[b>>2]|0){u=i;return}e=g+16|0;f[g>>2]=40500;f[g+4>>2]=162;f[e>>2]=g;Evb(c,198544,198588,g,1);b=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[h>>2]=b;c=a+32|0;b=f[c>>2]|0;f[c>>2]=j;if(b|0){iOb(b);b=f[d>>2]|0;if(b|0)iOb(b)}b=f[e>>2]|0;if((g|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[h>>2]|0,198632)|0;f[a+40>>2]=j;j=Jvb(f[h>>2]|0,198640)|0;f[a+36>>2]=j;u=i;return}function Ieb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;k=k|0;var l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,Y=0,Z=0,_=0.0,$=0.0;Z=u;u=u+32|0;Y=Z;f[a>>2]=0;W=a+4|0;f[W>>2]=0;f[a+8>>2]=0;if(!e){u=Z;return}l=f[j+4>>2]|0;if((f[j+8>>2]|0)==(l|0)){u=Z;return}U=uub(l)|0;V=vub(f[j+4>>2]|0)|0;if((U|0)<1|(V|0)<1){u=Z;return}o=X(V,U)|0;q=c+16|0;if(o>>>0>(f[q>>2]|0)>>>0){r=c+12|0;l=f[r>>2]|0;f[r>>2]=0;if(!l){l=1;m=0}else{tOb(l);m=f[r>>2]|0;l=(m|0)==0}f[q>>2]=o;T=qOb(o>>>0>1073741823?-1:o<<2)|0;f[r>>2]=T;if(!l)tOb(m)}S=f[64758]|0;T=f[64759]|0;o=c+20|0;if(!(Kub(j,o)|0)){Cub(Y,j,0,1);R=f[Y>>2]|0;l=Y+4|0;O=f[l>>2]|0;f[Y>>2]=0;f[l>>2]=0;f[o>>2]=R;R=c+24|0;m=f[R>>2]|0;f[R>>2]=O;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}dwb(258928,f[f[o>>2]>>2]|0)|0;Bhb(Y,k,U,V);Gub(f[o>>2]|0,0,Y,3553,0);R=f[64754]|0;l=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;if((l|0)!=(m|0))do{xeb(l);l=l+76|0}while((l|0)!=(m|0));yeb(c,d,e,g,U,V);Geb(c);Heb(c);H=f[64756]|0;bwb(258928,f[f[c+28>>2]>>2]|0)|0;I=f[64773]|0;J=f[64775]|0;K=f[64774]|0;L=f[64776]|0;pwb(258928,1,1)|0;M=b[259204]|0;Fwb(258928,1)|0;N=b[259206]|0;Hwb(258928,1)|0;O=b[259052]|0;kwb(258928,0)|0;P=+n[64779];Q=+n[64780];rwb(258928,h,i)|0;E=f[64778]|0;qwb(258928,515)|0;h=+n[64765];i=+n[64766];F=+n[64767];G=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;l=f[c>>2]|0;B=f[o>>2]|0;a:do if((l|0)!=(B|0)){C=c+36|0;D=c+40|0;x=c+12|0;y=U+-1|0;z=V+-1|0;A=a+8|0;do{m=l+4|0;if((f[l>>2]|0)==(f[m>>2]|0))break a;Vd(16384);Yvb(258928,f[f[l+68>>2]>>2]|0)|0;sf(f[C>>2]|0,4,5126,0,0,0);sf(f[D>>2]|0,4,5121,1,0,0+((f[l+28>>2]|0)-(f[l+24>>2]|0))|0);v=f[C>>2]|0;re(v|0);w=f[D>>2]|0;re(w|0);le(0,0,(f[m>>2]|0)-(f[l>>2]|0)>>2|0);Qe(0,0,U|0,V|0,6408,5121,f[x>>2]|0);c=(f[m>>2]|0)-(f[l>>2]|0)>>2;if(c|0){s=l+12|0;t=l+36|0;g=0;do{e=f[x>>2]|0;o=f[s>>2]|0;$=+p[o+(g<<4)>>3];m=~~($+-.5);_=+p[o+(g<<4)+8>>3];o=~~(_+-.5);q=~~($+.5);r=~~(_+.5);b:do if((q|0)>=0)if((V|0)>(o|0)&((U|0)>(m|0)&(r|0)>-1)){d=(m|0)>0?m:0;m=(o|0)>0?o:0;k=(y|0)<(q|0)?y:q;r=(z|0)<(r|0)?z:r;j=f[(f[t>>2]|0)+(g<<2)>>2]|0;if(!((d|0)>(k|0)|(m|0)>(r|0))){c:while(1){q=X(m,U)|0;o=d;while(1){if(f[e+(o+q<<2)>>2]&j|0)break c;if((o|0)<(k|0))o=o+1|0;else break}if((m|0)<(r|0))m=m+1|0;else break b}m=(f[l>>2]|0)+(g<<2)|0;o=f[W>>2]|0;if(o>>>0<(f[A>>2]|0)>>>0){f[o>>2]=f[m>>2];f[W>>2]=o+4;break}else{Jeb(a,m);break}}}while(0);g=g+1|0}while((g|0)!=(c|0))}ke(w|0);ke(v|0);l=l+76|0}while((l|0)!=(B|0))}while(0);mwb(258928,h,i,F,G)|0;qwb(258928,E)|0;rwb(258928,P,Q)|0;kwb(258928,O<<24>>24!=0)|0;Hwb(258928,N<<24>>24!=0)|0;Fwb(258928,M<<24>>24!=0)|0;owb(258928,I,J,K,L)|0;bwb(258928,H)|0;Yvb(258928,R)|0;Ghb(Y);if((S|0)==(T|0)){dwb(258928,S)|0;u=Z;return}else{ewb(258928,S)|0;fwb(258928,T)|0;u=Z;return}}function Jeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Keb(a){a=a|0;var c=0,d=0,e=0;c=a+64|0;d=a;e=d+64|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.06499999761581421;n[a+68>>2]=1.0;n[a+72>>2]=2.0000000949949026e-03;n[a+76>>2]=1.0;f[a+80>>2]=9;f[a+84>>2]=7;n[a+88>>2]=2.0;n[a+92>>2]=.06499999761581421;n[a+96>>2]=.8500000238418579;f[a+100>>2]=3;e=a+172|0;b[e>>0]=b[e>>0]&-8|4;return}function Leb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+352|0;x=A+136|0;y=A;p=A+336|0;z=A+176|0;s=A+324|0;v=A+160|0;t=A+312|0;g=a+172|0;e=b[g>>0]|0;if(((e&255)>>>1&1|0)!=(c&1|0)){e=(c&1)<<1&255|e&-7|4;b[g>>0]=e}if((e&1|0)!=(d&1|0)){e=e&-6|d&1|4;b[g>>0]=e}if(!(e&4)){u=A;return}b[g>>0]=e&-5;k=a+80|0;j=f[k>>2]|0;j=j>>>0>2?j+-2|0:1;w=f[64756]|0;i=a+24|0;if(!(f[i>>2]|0)){h=y+16|0;f[y>>2]=40500;f[y+4>>2]=162;f[h>>2]=y;Evb(x,237430,200175,y,1);o=f[x>>2]|0;e=x+4|0;m=f[e>>2]|0;f[x>>2]=0;f[e>>2]=0;f[i>>2]=o;o=a+28|0;g=f[o>>2]|0;f[o>>2]=m;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0;if((y|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);o=Jvb(f[i>>2]|0,237506)|0;f[a+104>>2]=o;bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0)}l=y+4|0;f[y>>2]=15100;m=y+56|0;f[m>>2]=15120;tEb(y+56|0,l);f[y+128>>2]=0;f[y+132>>2]=-1;f[y>>2]=39656;f[y+56>>2]=39676;xEb(l);f[l>>2]=39692;o=y+36|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[y+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(l,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(HEb(m3a(HEb(m3a(y,198651,25)|0,c)|0,198677,26)|0,d)|0,198704,20)|0;j=m3a(KEb(m3a(KEb(i,f[k>>2]|0)|0,198725,25)|0,j)|0,198751,21)|0;i=a+76|0;j=HEb(j,+n[i>>2]!=1.0)|0;b[x>>0]=10;m3a(j,x,1)|0;l3a(z,l);fhb(p,z);j=x+16|0;c=pOb(16)|0;f[c>>2]=40592;k=c+4|0;f[k>>2]=f[p>>2];f[k+4>>2]=f[p+4>>2];f[k+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[j>>2]=c;if((b[z+11>>0]|0)<0)sOb(f[z>>2]|0);Evb(z,198773,198813,x,1);h=a+32|0;p=f[z>>2]|0;e=z+4|0;c=f[e>>2]|0;f[z>>2]=0;f[e>>2]=0;f[h>>2]=p;p=a+36|0;g=f[p>>2]|0;f[p>>2]=c;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,200134)|0,0);df(Kvb(f[h>>2]|0,198849)|0,1);e=f[h>>2]|0;if(d)df(Kvb(e,199723)|0,2);else df(Kvb(e,200539)|0,2);p=Jvb(f[h>>2]|0,237506)|0;f[a+108>>2]=p;p=Kvb(f[h>>2]|0,199960)|0;f[a+112>>2]=p;p=Kvb(f[h>>2]|0,198857)|0;f[a+116>>2]=p;p=Kvb(f[h>>2]|0,198878)|0;f[a+120>>2]=p;p=Kvb(f[h>>2]|0,198887)|0;f[a+124>>2]=p;p=Kvb(f[h>>2]|0,199362)|0;f[a+128>>2]=p;if(+n[i>>2]!=1.0)e=Kvb(f[h>>2]|0,198894)|0;else e=-1;f[a+132>>2]=e;e=f[j>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[y>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);oDb(l);kEb(y,39752);jDb(m);m=a+84|0;e=f[m>>2]|0;f[y>>2]=0;o=y+4|0;f[o>>2]=0;f[y+8>>2]=0;do if(!e){q=0;r=0}else if(e>>>0>1073741823)AMb(y);else{p=e<<2;q=pOb(p)|0;f[y>>2]=q;r=q+(e<<2)|0;f[y+8>>2]=r;dQb(q|0,0,p|0)|0;f[o>>2]=r;break}while(0);_gb(r-q>>2,q);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199879,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(s,v);i=x+16|0;r=pOb(16)|0;f[r>>2]=40592;q=r+4|0;f[q>>2]=f[s>>2];f[q+4>>2]=f[s+4>>2];f[q+8>>2]=f[s+8>>2];f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[i>>2]=r;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+40|0;s=f[v>>2]|0;e=v+4|0;r=f[e>>2]|0;f[v>>2]=0;f[e>>2]=0;f[h>>2]=s;s=a+44|0;g=f[s>>2]|0;f[s>>2]=r;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);s=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(s|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+136>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+140>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+144>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+148>>2]=e;e=f[i>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199993,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(t,v);i=x+16|0;d=pOb(16)|0;f[d>>2]=40592;s=d+4|0;f[s>>2]=f[t>>2];f[s+4>>2]=f[t+4>>2];f[s+8>>2]=f[t+8>>2];f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[i>>2]=d;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+48|0;e=f[v>>2]|0;g=v+4|0;t=f[g>>2]|0;f[v>>2]=0;f[g>>2]=0;f[h>>2]=e;v=a+52|0;e=f[v>>2]|0;f[v>>2]=t;do if(e|0){iOb(e);e=f[g>>2]|0;if(!e)break;iOb(e)}while(0);bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);v=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(v|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+152>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+156>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+160>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+164>>2]=e;e=Kvb(f[h>>2]|0,200032)|0;f[a+168>>2]=e;e=f[i>>2]|0;do if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else{if(!e)break;gh[f[(f[e>>2]|0)+20>>2]&2047](e)}while(0);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);e=f[y>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}bwb(258928,w)|0;u=A;return}function Meb(a){a=a|0;f[a>>2]=40592;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Neb(a){a=a|0;var c=0;f[a>>2]=40592;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Oeb(a){a=a|0;var b=0;b=pOb(16)|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return b|0}function Peb(a,b){a=a|0;b=b|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return}function Qeb(a){a=a|0;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Reb(a){a=a|0;var c=0;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Seb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return ghb(a+4|0,f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Teb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198946?a+4|0:0)|0}function Ueb(a){a=a|0;return 15632}function Veb(a){a=a|0;return +(+n[a+64>>2])}function Web(a,b){a=a|0;b=+b;if(!(b>0.0))return;n[a+64>>2]=b;return}function Xeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+68>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Yeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+72>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Zeb(a,c){a=a|0;c=+c;var d=0,e=0,g=0.0;d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;e=a+76|0;g=+n[e>>2];c=(f[s>>2]=d,+n[s>>2]);if(g==c)return;if(c==1.0^g==1.0){a=a+172|0;b[a>>0]=b[a>>0]|4}f[e>>2]=d;return}function _eb(a,c){a=a|0;c=c|0;var d=0;c=c>>>0>1?c:1;d=a+80|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function $eb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+84|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function afb(a,b){a=a|0;b=+b;n[a+88>>2]=b;return}function bfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+92>>2]=b;return}function cfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+96>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function dfb(a,b){a=a|0;b=b|0;var c=0;b=b>>>0<10?b:10;c=a+100|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+56>>2]=0;a=a+60|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function efb(a){a=a|0;var b=0,c=0;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;c=a+20|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ffb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;ba=u;u=u+336|0;_=ba+304|0;$=ba+284|0;aa=ba+264|0;Y=ba+200|0;Z=ba+136|0;k=ba;if(d)if(!(f[(f[c>>2]|0)+72>>2]|0)){W=1;d=4}else d=3;else d=3;if((d|0)==3)if(Xub()|0){W=0;d=4}do if((d|0)==4)if(avb()|0){if(!(dvb()|0))if(!(evb()|0))break;U=a+68|0;if(+n[U>>2]<=0.0){u=ba;return}X=a+96|0;if(+n[X>>2]<=0.0){u=ba;return}j=f[c>>2]|0;if(!j){u=ba;return}if(W)d=f[j+4>>2]|0;else d=j+64|0;V=d+8|0;if(!(f[V>>2]|0)){u=ba;return}if(W|e){d=0;e=0}else{T=f[j+4>>2]|0;d=T;if((f[j+8>>2]|0)==(T|0)){d=0;e=0}else{j=f[d+32>>2]|0;d=f[d+36>>2]|0;e=d;if(!d)d=j;else{gOb(d);d=j}}}T=d;R=(d|0)!=0;Leb(a,W,R);S=a+56|0;if(!(f[S>>2]|0)){Zgb(_,f[a+100>>2]|0);Q=f[_>>2]|0;d=_+4|0;P=f[d>>2]|0;f[_>>2]=0;f[d>>2]=0;f[S>>2]=Q;Q=a+60|0;j=f[Q>>2]|0;f[Q>>2]=P;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Q=f[V>>2]|0;Bhb(_,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb($,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb(aa,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=a+8|0;if(!(Kub(f[c>>2]|0,Q)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[Q>>2]=P;P=a+12|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[Q>>2]|0,0,$,3553,0);if(!R){i=a+16|0;if(!(Kub(f[c>>2]|0,i)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[i>>2]=P;P=a+20|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[i>>2]|0,0,aa,3553,0)}d=f[a>>2]|0;if(!d){Xgb(Y);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[a>>2]=P;P=a+4|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}P=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;C=f[64756]|0;D=f[64747]|0;nvb(Y);E=b[259206]|0;Hwb(258928,0)|0;F=b[259052]|0;kwb(258928,0)|0;G=b[259204]|0;Fwb(258928,0)|0;H=f[64773]|0;I=f[64775]|0;J=f[64774]|0;K=f[64776]|0;pwb(258928,1,771)|0;L=+n[64765];M=+n[64766];N=+n[64767];O=+n[64768];LAa(GAa(g)|0,k);n[Z>>2]=+p[k>>3];n[Z+4>>2]=+p[k+8>>3];n[Z+8>>2]=+p[k+16>>3];n[Z+12>>2]=+p[k+24>>3];n[Z+16>>2]=+p[k+32>>3];n[Z+20>>2]=+p[k+40>>3];n[Z+24>>2]=+p[k+48>>3];n[Z+28>>2]=+p[k+56>>3];n[Z+32>>2]=+p[k+64>>3];n[Z+36>>2]=+p[k+72>>3];n[Z+40>>2]=+p[k+80>>3];n[Z+44>>2]=+p[k+88>>3];n[Z+48>>2]=+p[k+96>>3];n[Z+52>>2]=+p[k+104>>3];n[Z+56>>2]=+p[k+112>>3];n[Z+60>>2]=+p[k+120>>3];s=f[V>>2]|0;r=f[s+16>>2]|0;t=1.0/+(r|0);s=f[s+20>>2]|0;v=1.0/+(s|0);w=f[64758]|0;x=f[64759]|0;y=f[64743]|0;z=f[64744]|0;A=f[64745]|0;B=f[64746]|0;Tvb(258928,0,0,r,s)|0;do if(!R){dwb(258928,f[f[a+16>>2]>>2]|0)|0;mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);bwb(258928,f[f[a+24>>2]>>2]|0)|0;d=f[64795]|0;j=f[64796]|0;i=f[64797]|0;c=f[64798]|0;k=f[64799]|0;g=f[64800]|0;Awb(258928,7680,7680,7680)|0;l=f[64787]|0;m=f[64790]|0;o=f[64788]|0;q=f[64791]|0;r=f[64789]|0;s=f[64792]|0;uwb(258928,517,0,h)|0;h=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+104>>2]|0);Kwb(258928,h<<24>>24!=0)|0;if((l|0)==(m|0)&(o|0)==(q|0)&(r|0)==(s|0))uwb(258928,l,o,r)|0;else{vwb(258928,l,o,r)|0;wwb(258928,m,q,s)|0}if((d|0)==(c|0)&(j|0)==(k|0)&(i|0)==(g|0)){Awb(258928,d,j,i)|0;break}else{Bwb(258928,d,j,i)|0;Cwb(258928,c,k,g)|0;break}}while(0);bwb(258928,f[f[a+32>>2]>>2]|0)|0;i=Hhb(_)|0;dwb(258928,f[f[i>>2]>>2]|0)|0;mwb(258928,1.0,0.0,0.0,0.0)|0;Vd(16384);i=f[64778]|0;qwb(258928,516)|0;c=b[259206]|0;Hwb(258928,W)|0;nf(f[a+112>>2]|0,1,0,Z|0);W=f[V>>2]|0;d=f[S>>2]|0;ef(f[a+116>>2]|0,+(+(f[W+16>>2]|0)/+(f[d+16>>2]|0)),+(+(f[W+20>>2]|0)/+(f[d+20>>2]|0)));bf(f[a+120>>2]|0,+(+n[a+64>>2]));bf(f[a+124>>2]|0,+(+n[a+72>>2]*2.0));bf(f[a+128>>2]|0,+(+n[U>>2]*2.0));d=f[a+132>>2]|0;if((d|0)>-1)bf(d|0,+(+n[a+76>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[V>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[S>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;if(R)Vvb(258928,f[T+8>>2]|0)|0;else Vvb(258928,f[(f[aa>>2]|0)+8>>2]|0)|0;Ygb(f[a+108>>2]|0);bwb(258928,f[f[a+40>>2]>>2]|0)|0;dwb(258928,f[f[Q>>2]>>2]|0)|0;Vd(16384);Hwb(258928,1)|0;nf(f[a+140>>2]|0,1,0,Z|0);d=a+92|0;bf(f[a+144>>2]|0,+(+n[d>>2]));j=a+88|0;ef(f[a+148>>2]|0,+(t*+n[j>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[_>>2]|0)+8>>2]|0)|0;Ygb(f[a+136>>2]|0);Hwb(258928,c<<24>>24!=0)|0;qwb(258928,i)|0;Tvb(258928,y,z,A,B)|0;if((w|0)==(x|0))dwb(258928,w)|0;else{ewb(258928,w)|0;fwb(258928,x)|0}bwb(258928,f[f[a+48>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+156>>2]|0,1,0,Z|0);bf(f[a+160>>2]|0,+(+n[d>>2]));bf(f[a+168>>2]|0,+(+n[X>>2]));ef(f[a+164>>2]|0,0.0,+(v*+n[j>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[$>>2]|0)+8>>2]|0)|0;Ygb(f[a+152>>2]|0);mwb(258928,L,M,N,O)|0;owb(258928,H,I,J,K)|0;Fwb(258928,G<<24>>24!=0)|0;kwb(258928,F<<24>>24!=0)|0;Hwb(258928,E<<24>>24!=0)|0;ovb(Y);Uvb(258928,D)|0;bwb(258928,C)|0;Yvb(258928,P)|0;Ghb(aa);Ghb($);Ghb(_);if(!e){u=ba;return}iOb(e);u=ba;return}while(0);f[a+8>>2]=0;aa=a+12|0;d=f[aa>>2]|0;f[aa>>2]=0;if(d|0)iOb(d);f[a+16>>2]=0;a=a+20|0;d=f[a>>2]|0;f[a>>2]=0;if(!d){u=ba;return}iOb(d);u=ba;return}function gfb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+20|0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.75;n[a+76>>2]=.10000000149011612;n[a+80>>2]=1.0;hfb(b,5);e=f[b>>2]|0;f[e+48>>2]=1056964608;f[e+64>>2]=5;f[e+120>>2]=1056964608;f[e+136>>2]=5;f[e+192>>2]=1056964608;f[e+208>>2]=9;f[e+264>>2]=1065353216;f[e+280>>2]=9;f[e+336>>2]=1073741824;f[e+352>>2]=11;return}function hfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/72|0)>>>0>=c>>>0){do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=(f[m>>2]|0)+72|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/72|0;d=g+c|0;if(d>>>0>59652323)AMb(a);j=(h-e|0)/72|0;k=j<<1;d=j>>>0<29826161?(k>>>0<d>>>0?d:k):59652323;do if(!d)i=0;else if(d>>>0>59652323)vd();else{i=pOb(d*72|0)|0;break}while(0);j=i+(g*72|0)|0;e=j;g=i+(d*72|0)|0;k=e;d=j;do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=k+72|0;k=d;c=c+-1|0}while((c|0)!=0);i=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(i|0)){c=e;h=i;d=i}else{c=j;do{h=d;d=d+-72|0;Dhb(c+-72|0,d);Dhb(c+-52|0,h+-52|0);o=h+-32|0;f[c+-32>>2]=f[o>>2];j=h+-28|0;f[c+-28>>2]=f[j>>2];f[o>>2]=0;f[j>>2]=0;j=c+-24|0;h=h+-24|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];b[j+20>>0]=b[h+20>>0]|0;c=e+-72|0;e=c}while((d|0)!=(i|0));c=e;h=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;e=h;if((d|0)!=(e|0))do{c=f[d+-28>>2]|0;if(c|0)iOb(c);Ghb(d+-52|0);d=d+-72|0;Ghb(d)}while((d|0)!=(e|0));if(!h)return;sOb(h);return}function ifb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+72|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function jfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+76|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function kfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+80|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function lfb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=a+20|0;h=a+24|0;d=f[h>>2]|0;c=f[e>>2]|0;g=(d-c|0)/72|0;if((g|0)==(b|0)){h=0;return h|0}if(g>>>0<b>>>0)hfb(e,b-g|0);else if(g>>>0>b>>>0){e=c+(b*72|0)|0;if((e|0)!=(d|0))do{c=d+-72|0;f[h>>2]=c;b=f[d+-28>>2]|0;if(b|0)iOb(b);Ghb(d+-52|0);Ghb(c);d=f[h>>2]|0}while((d|0)!=(e|0))}f[a+40>>2]=0;h=a+44|0;c=f[h>>2]|0;f[h>>2]=0;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function mfb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0;e=f[a+20>>2]|0;if((((f[a+24>>2]|0)-e|0)/72|0)>>>0<=b>>>0){e=0;return e|0}d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;a=e+(b*72|0)+48|0;if(+n[a>>2]==(f[s>>2]=d,+n[s>>2])){e=0;return e|0}f[a>>2]=d;e=1;return e|0}function nfb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=f[a+24>>2]|0;d=f[a+20>>2]|0;a=d;e=g;if(((g-d|0)/72|0)>>>0<=b>>>0){g=0;return g|0}d=c|1;c=a+(b*72|0)+64|0;if((f[c>>2]|0)==(d|0)){g=0;return g|0}f[c>>2]=d;if((a|0)==(e|0)){g=1;return g|0}do{f[a+40>>2]=0;g=a+44|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);a=a+72|0}while((a|0)!=(e|0));a=1;return a|0}function ofb(a,c,d,e){a=a|0;c=c|0;d=+d;e=e|0;var g=0,h=0;if(d<=0.0){e=0;return e|0}h=f[a+20>>2]|0;g=h;if((((f[a+24>>2]|0)-h|0)/72|0)>>>0<=c>>>0){e=0;return e|0}h=g+(c*72|0)+52|0;a=g+(c*72|0)+68|0;if(+n[h>>2]==d)if((b[a>>0]|0)==e<<24>>24){e=0;return e|0}n[h>>2]=d;b[a>>0]=e;e=1;return e|0}function pfb(a){a=a|0;return}function qfb(a){a=a|0;if((f[a+20>>2]|0)==(f[a+24>>2]|0)){a=1;return a|0}a=+n[a+80>>2]<=0.0;return a|0}function rfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;L=u;u=u+288|0;F=L+24|0;G=L;H=L+232|0;I=L+96|0;j=L+268|0;E=L+32|0;B=L+256|0;C=L+244|0;K=f[64756]|0;l=a+20|0;m=a+24|0;d=f[m>>2]|0;c=f[l>>2]|0;D=(d-c|0)/72|0;J=f[64733]|0;D=J>>>0<D>>>0?J:D;f[H>>2]=0;J=H+4|0;f[J>>2]=0;f[H+8>>2]=0;k=a+32|0;if(!(f[k>>2]|0)){c=f[c+64>>2]|0;if(!c){c=0;d=0}else{Sqa(H,c);c=f[H>>2]|0;d=f[J>>2]|0}_gb(d-c>>2,c);g=I+4|0;f[I>>2]=15100;h=I+56|0;f[h>>2]=15120;tEb(I+56|0,g);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(g);f[g>>2]=39692;i=I+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(g,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);e=m3a(I,200838,19)|0;e=m3a(KEb(e,f[(f[l>>2]|0)+64>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[(f[l>>2]|0)+64>>2]|0)>>>1)|0,199129,25)|0;b[G>>0]=10;m3a(e,G,1)|0;l3a(E,g);fhb(j,E);e=G+16|0;A=pOb(16)|0;f[A>>2]=40592;z=A+4|0;f[z>>2]=f[j>>2];f[z+4>>2]=f[j+4>>2];f[z+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[e>>2]=A;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);A=f[E>>2]|0;c=E+4|0;z=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[k>>2]=A;A=a+36|0;d=f[A>>2]|0;f[A>>2]=z;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}A=Jvb(f[k>>2]|0,237506)|0;f[a+48>>2]=A;A=Kvb(f[k>>2]|0,200924)|0;f[a+52>>2]=A;A=Kvb(f[k>>2]|0,199199)|0;f[a+56>>2]=A;A=Kvb(f[k>>2]|0,199216)|0;f[a+60>>2]=A;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);A=Kvb(f[k>>2]|0,200935)|0;c=f[H>>2]|0;cf(A|0,(f[J>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(I,39752);jDb(h);c=f[l>>2]|0;d=f[m>>2]|0}if((c|0)!=(d|0)){n=I+56|0;o=I+4|0;p=I+56|0;q=I+56|0;r=I+128|0;s=I+132|0;t=I+36|0;v=I+52|0;w=G+11|0;x=G+16|0;y=E+11|0;z=E+4|0;A=t+11|0;do{m=c+40|0;if(!(f[m>>2]|0)){l=c+64|0;h=f[l>>2]|0;e=f[J>>2]|0;g=f[H>>2]|0;i=e-g>>2;j=g;k=e;if(h>>>0>i>>>0){Sqa(H,h-i|0);g=f[H>>2]|0;e=f[J>>2]|0}else if(h>>>0<i>>>0){h=j+(h<<2)|0;if((h|0)!=(k|0)){e=k+(~((k+-4-h|0)>>>2)<<2)|0;f[J>>2]=e}}_gb(e-g>>2,g);f[I>>2]=15100;f[p>>2]=15120;tEb(q,o);f[r>>2]=0;f[s>>2]=-1;f[I>>2]=39656;f[n>>2]=39676;xEb(o);f[o>>2]=39692;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;f[v>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(o,G);if((b[w>>0]|0)<0)sOb(f[G>>2]|0);k=m3a(I,200838,19)|0;k=m3a(KEb(k,f[l>>2]|0)|0,200858,19)|0;l=m3a(KEb(k,(f[l>>2]|0)>>>1)|0,199244,25)|0;b[G>>0]=10;m3a(l,G,1)|0;l3a(E,o);fhb(B,E);l=pOb(16)|0;f[l>>2]=40592;k=l+4|0;f[k>>2]=f[B>>2];f[k+4>>2]=f[B+4>>2];f[k+8>>2]=f[B+8>>2];f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[x>>2]=l;if((b[y>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);l=f[E>>2]|0;k=f[z>>2]|0;f[E>>2]=0;f[z>>2]=0;f[m>>2]=l;l=c+44|0;e=f[l>>2]|0;f[l>>2]=k;if(e|0){iOb(e);e=f[z>>2]|0;if(e|0)iOb(e)}e=Jvb(f[m>>2]|0,237506)|0;f[c+56>>2]=e;e=Kvb(f[m>>2]|0,200924)|0;f[c+60>>2]=e;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;e=f[H>>2]|0;cf(m|0,(f[J>>2]|0)-e>>2|0,e|0);e=f[x>>2]|0;if((G|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[I>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[A>>0]|0)<0)sOb(f[t>>2]|0);oDb(o);kEb(I,39752);jDb(p)}c=c+72|0}while((c|0)!=(d|0))}h=a+40|0;if(!(f[h>>2]|0)){i=I+4|0;f[I>>2]=15100;j=I+56|0;f[j>>2]=15120;tEb(I+56|0,i);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(i);f[i>>2]=39692;k=I+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(i,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);m3a(KEb(m3a(I,199270,23)|0,D)|0,199294,18)|0;e=(D|0)==0;if(!e){c=0;do{B=KEb(m3a(KEb(m3a(I,199374,10)|0,c)|0,199385,9)|0,c)|0;b[G>>0]=41;m3a(B,G,1)|0;c=c+1|0}while(c>>>0<D>>>0)}b[G>>0]=10;m3a(I,G,1)|0;l3a(E,i);fhb(C,E);g=G+16|0;B=pOb(16)|0;f[B>>2]=40592;A=B+4|0;f[A>>2]=f[C>>2];f[A+4>>2]=f[C+4>>2];f[A+8>>2]=f[C+8>>2];f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[g>>2]=B;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199313,G,1);C=f[E>>2]|0;c=E+4|0;B=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[h>>2]=C;C=a+44|0;d=f[C>>2]|0;f[C>>2]=B;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}C=Jvb(f[h>>2]|0,237506)|0;f[a+64>>2]=C;C=Kvb(f[h>>2]|0,199362)|0;f[a+68>>2]=C;bwb(258928,f[f[h>>2]>>2]|0)|0;if(!e){c=0;do{f[F>>2]=c;XAb(E,64,199395,F)|0;df(Kvb(f[h>>2]|0,E)|0,c|0);c=c+1|0}while(c>>>0<D>>>0)}c=f[g>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(I,39752);jDb(j)}c=f[H>>2]|0;if(!c){bwb(258928,K)|0;u=L;return}d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,K)|0;u=L;return}function sfb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;i=a+20|0;e=f[i>>2]|0;g=((f[a+24>>2]|0)-e|0)/72|0;a=f[64733]|0;g=a>>>0<g>>>0?a:g;if(!g){u=j;return}a=0;while(1){b=b>>>1;b=(b|0)==0?1:b;c=c>>>1;c=(c|0)==0?1:c;Bhb(h,d,b,c);Ehb(e+(a*72|0)|0,h)|0;Ghb(h);Bhb(h,d,b,c);Ehb(e+(a*72|0)+20|0,h)|0;Ghb(h);a=a+1|0;if(a>>>0>=g>>>0)break;e=f[i>>2]|0}u=j;return}function tfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+80|0;C=F+8|0;D=F;E=a+20|0;e=a+24|0;if((f[E>>2]|0)==(f[e>>2]|0)){u=F;return}B=a+80|0;if(+n[B>>2]<=0.0){u=F;return}rfb(a);A=f[c>>2]|0;sfb(a,f[A+16>>2]|0,f[A+20>>2]|0,d);A=a+20|0;z=((f[e>>2]|0)-(f[A>>2]|0)|0)/72|0;d=f[64733]|0;z=d>>>0<z>>>0?d:z;d=f[a>>2]|0;if(!d){Xgb(C);y=f[C>>2]|0;d=C+4|0;x=f[d>>2]|0;f[C>>2]=0;f[d>>2]=0;f[a>>2]=y;y=a+4|0;e=f[y>>2]|0;f[y>>2]=x;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}y=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;t=f[64756]|0;v=f[64747]|0;nvb(C);w=b[259206]|0;Hwb(258928,0)|0;x=b[259052]|0;kwb(258928,0)|0;k=b[259204]|0;Fwb(258928,0)|0;l=f[64758]|0;m=f[64759]|0;o=f[64743]|0;p=f[64744]|0;q=f[64745]|0;r=f[64746]|0;bwb(258928,f[f[a+32>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;bf(f[a+56>>2]|0,+(+n[a+72>>2]));bf(f[a+60>>2]|0,+(+n[a+76>>2]));s=f[A>>2]|0;i=f[a+52>>2]|0;j=f[a+48>>2]|0;h=Hhb(s)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;h=f[s>>2]|0;Tvb(258928,0,0,f[h+16>>2]|0,f[h+20>>2]|0)|0;h=f[s>>2]|0;g=+$gb(+n[s+52>>2],b[s+68>>0]|0,+(f[h+16>>2]|0),+(f[h+20>>2]|0));ef(i|0,+(g/+(f[(f[s>>2]|0)+16>>2]|0)),0.0);Ygb(j);Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;s=(z|0)==0;if(!s){h=0;do{j=f[A>>2]|0;d=j+(h*72|0)|0;bwb(258928,f[f[j+(h*72|0)+40>>2]>>2]|0)|0;i=j+(h*72|0)+60|0;if(!h){d=j+(h*72|0)+56|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0}else{I=f[i>>2]|0;G=j+(h*72|0)+56|0;H=f[G>>2]|0;e=Hhb(d)|0;dwb(258928,f[f[e>>2]>>2]|0)|0;e=f[d>>2]|0;Tvb(258928,0,0,f[e+16>>2]|0,f[e+20>>2]|0)|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0;J=f[d>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[J+16>>2]|0),+(f[J+20>>2]|0));ef(I|0,+(g/+(f[(f[d>>2]|0)+16>>2]|0)),0.0);Ygb(H);Vvb(258928,f[(f[d>>2]|0)+8>>2]|0)|0;d=G}H=f[i>>2]|0;I=f[d>>2]|0;J=j+(h*72|0)+20|0;G=Hhb(J)|0;dwb(258928,f[f[G>>2]>>2]|0)|0;G=f[J>>2]|0;Tvb(258928,0,0,f[G+16>>2]|0,f[G+20>>2]|0)|0;G=f[J>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[G+16>>2]|0),+(f[G+20>>2]|0));ef(H|0,0.0,+(g/+(f[(f[J>>2]|0)+20>>2]|0)));Ygb(I);Vvb(258928,f[(f[J>>2]|0)+8>>2]|0)|0;h=h+1|0}while(h>>>0<z>>>0)}Tvb(258928,o,p,q,r)|0;if((l|0)==(m|0))dwb(258928,l)|0;else{ewb(258928,l)|0;fwb(258928,m)|0}Fwb(258928,k<<24>>24!=0)|0;bwb(258928,f[f[a+40>>2]>>2]|0)|0;if(!s){d=0;do{Uvb(258928,d)|0;Vvb(258928,f[(f[(f[A>>2]|0)+(d*72|0)+20>>2]|0)+8>>2]|0)|0;d=d+1|0}while(d>>>0<z>>>0)}i=a+8|0;c=f[i>>2]|0;j=a+12|0;d=f[j>>2]|0;e=c;if((d|0)!=(c|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}h=a+16|0;if((f[h>>2]|0)-e>>2>>>0<z>>>0){if(z>>>0>1073741823)vd();d=d-e|0;e=pOb(z<<2)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[i>>2]=e;f[j>>2]=e+(d>>2<<2);f[h>>2]=e+(z<<2);if(c|0)sOb(c)}if(!s){d=0;do{g=+n[(f[A>>2]|0)+(d*72|0)+48>>2]*+n[B>>2];n[D>>2]=g;e=f[j>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){n[e>>2]=g;f[j>>2]=e+4}else LB(i,D);d=d+1|0}while(d>>>0<z>>>0)}J=f[i>>2]|0;cf(f[a+68>>2]|0,(f[j>>2]|0)-J>>2|0,J|0);Ygb(f[a+64>>2]|0);kwb(258928,x<<24>>24!=0)|0;Hwb(258928,w<<24>>24!=0)|0;ovb(C);Uvb(258928,v)|0;bwb(258928,t)|0;Yvb(258928,y)|0;if(s){u=F;return}else d=0;do{J=f[E>>2]|0;Fhb(J+(d*72|0)|0);Fhb(J+(d*72|0)+20|0);d=d+1|0}while(d>>>0<z>>>0);u=F;return}function ufb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];b=a+12|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];c=a+24|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];return}function vfb(a){a=a|0;return}function wfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+44|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,199405,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+48|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+52>>2]=j;j=Kvb(f[g>>2]|0,199449)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,199462)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,199476)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,199490)|0,0);df(Kvb(f[g>>2]|0,199499)|0,1);bwb(258928,j)|0;u=h;return}function xfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;j=u;u=u+64|0;i=j;wfb(a);h=a+36|0;e=f[h>>2]|0;if(!e){Xgb(i);k=f[i>>2]|0;g=i+4|0;l=f[g>>2]|0;f[i>>2]=0;f[g>>2]=0;f[h>>2]=k;k=a+40|0;e=f[k>>2]|0;f[k>>2]=l;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0}l=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;k=f[64756]|0;bwb(258928,f[f[a+44>>2]>>2]|0)|0;h=f[64747]|0;nvb(i);g=b[259206]|0;Hwb(258928,0)|0;e=b[259052]|0;kwb(258928,0)|0;p=f[64773]|0;o=f[64775]|0;n=f[64774]|0;m=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,0)|0;Vvb(258928,f[c+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[d+8>>2]|0)|0;jf(f[a+56>>2]|0,1,a|0);jf(f[a+60>>2]|0,1,a+12|0);jf(f[a+64>>2]|0,1,a+24|0);Ygb(f[a+52>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,p,o,n,m)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,g<<24>>24!=0)|0;ovb(i);Uvb(258928,h)|0;bwb(258928,k)|0;Yvb(258928,l)|0;u=j;return}function yfb(a){a=a|0;f[a+20>>2]=0;f[a+24>>2]=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function zfb(a){a=a|0;return}function Afb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+24|0;h=i;if(b){e=a+8|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,199508,h,1);b=f[g>>2]|0;c=g+4|0;j=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=b;g=a+12|0;b=f[g>>2]|0;f[g>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[e>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,237525)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);df(Kvb(f[e>>2]|0,200549)|0,2);df(Kvb(f[e>>2]|0,200564)|0,3);bwb(258928,j)|0;u=i;return}else{e=a+20|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);j=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=j;j=a+24|0;b=f[j>>2]|0;f[j>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=Jvb(f[e>>2]|0,237506)|0;f[a+28>>2]=k;k=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,k)|0;u=i;return}}function Bfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+64|0;r=s;e=f[d>>2]|0;if(!e)h=0;else h=(f[e+72>>2]|0)!=0;Afb(a,h);q=h?a+8|0:a+20|0;e=f[a>>2]|0;if(!e){Xgb(r);p=f[r>>2]|0;e=r+4|0;o=f[e>>2]|0;f[r>>2]=0;f[e>>2]=0;f[a>>2]=p;p=a+4|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[q>>2]>>2]|0)|0;a=f[64747]|0;nvb(r);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;if(h){Uvb(258928,3)|0;e=f[(f[d>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,2)|0;e=f[(f[c>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,1)|0;e=f[(f[(f[d>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;e=c}else e=c;Uvb(258928,0)|0;e=f[(f[(f[e>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[q+8>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(r);Uvb(258928,a)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=s;return}function Cfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200142,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Dfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;d=g;if(!(f[a>>2]|0)){Xgb(d);h=f[d>>2]|0;e=d+4|0;i=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;f[a>>2]=h;h=a+4|0;d=f[h>>2]|0;f[h>>2]=i;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}}Cfb(a);i=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;e=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;d=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;j=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[c+8>>2]|0)|0;Ygb(f[a+16>>2]|0);Vvb(258928,j)|0;bwb(258928,d)|0;Yvb(258928,e)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;u=g;return}function Efb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+224|0;k=v+208|0;r=v+72|0;s=v;h=v+60|0;t=v+48|0;i=v+36|0;j=v+24|0;l=c&255;m=a+(d*144|0)+(l*36|0)|0;if(f[m>>2]|0){u=v;return m|0}n=f[64756]|0;o=r+4|0;f[r>>2]=15100;p=r+56|0;f[p>>2]=15120;tEb(r+56|0,o);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(o);f[o>>2]=39692;q=r+36|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[r+52>>2]=16;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;k3a(o,k);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if(l&1|0)m3a(r,199547,22)|0;if(l&2|0)m3a(r,199570,22)|0;switch(d|0){case 0:{l3a(t,o);fhb(h,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[g>>2]=c;Evb(k,237430,199593,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,200828)|0,0);break}case 2:{m3a(r,199705,17)|0;l3a(t,o);fhb(j,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+288+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);break}default:{l3a(t,o);fhb(i,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(d*144|0)+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0)}}df(Kvb(f[m>>2]|0,199723)|0,2);t=Jvb(f[m>>2]|0,237506)|0;f[a+(d*144|0)+(l*36|0)+8>>2]=t;t=Kvb(f[m>>2]|0,199733)|0;f[a+(d*144|0)+(l*36|0)+16>>2]=t;t=Kvb(f[m>>2]|0,199960)|0;f[a+(d*144|0)+(l*36|0)+12>>2]=t;t=Kvb(f[m>>2]|0,199740)|0;f[a+(d*144|0)+(l*36|0)+20>>2]=t;t=Kvb(f[m>>2]|0,199765)|0;f[a+(d*144|0)+(l*36|0)+24>>2]=t;t=Kvb(f[m>>2]|0,199784)|0;f[a+(d*144|0)+(l*36|0)+28>>2]=t;t=Kvb(f[m>>2]|0,199815)|0;f[a+(d*144|0)+(l*36|0)+32>>2]=t;f[r>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[q+11>>0]|0)<0)sOb(f[q>>2]|0);oDb(o);kEb(r,39752);jDb(p);bwb(258928,n)|0;u=v;return m|0}function Ffb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;z=u;u=u+288|0;v=z+216|0;w=z+200|0;x=z+136|0;y=z;if(c<<24>>24==0|(avb()|0)^1){u=z;return}t=f[64747]|0;nvb(v);i=d+72|0;do if(!(f[i>>2]|0)){if(!h){c=c&-2;s=0;break}i=f[(f[d+4>>2]|0)+8>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0;s=0}else{Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;if(!e)s=1;else{i=f[e+72>>2]|0;if(!i)s=1;else{Uvb(258928,1)|0;Vvb(258928,f[i+8>>2]|0)|0;s=2}}}while(0);if((((f[d+8>>2]|0)-(f[d+4>>2]|0)|0)/24|0)>>>0>1){Uvb(258928,2)|0;i=f[(f[d+4>>2]|0)+32>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0}else c=c&-3;if(c<<24>>24){h=a+432|0;i=f[h>>2]|0;if(!i){Xgb(w);r=f[w>>2]|0;i=w+4|0;q=f[i>>2]|0;f[w>>2]=0;f[i>>2]=0;f[h>>2]=r;r=a+436|0;e=f[r>>2]|0;f[r>>2]=q;if(e|0){iOb(e);i=f[i>>2]|0;if(i|0)iOb(i)}i=f[h>>2]|0;if(!i)i=0;else j=22}else j=22;if((j|0)==22)i=f[i>>2]|0;r=f[64754]|0;Yvb(258928,i)|0;e=f[64756]|0;h=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;o=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;c=Efb(a,c,s)|0;i=f[c>>2]|0;if(!i)i=0;else i=f[i>>2]|0;bwb(258928,i)|0;s=d+4|0;d=uub(f[s>>2]|0)|0;s=vub(f[s>>2]|0)|0;n[w>>2]=0.0;n[w+4>>2]=1.0/+(s|0);n[w+8>>2]=1.0/+(d|0);n[w+12>>2]=0.0;ff(f[c+16>>2]|0,2,w|0);w=f[c+12>>2]|0;LAa(GAa(g)|0,y);n[x>>2]=+p[y>>3];n[x+4>>2]=+p[y+8>>3];n[x+8>>2]=+p[y+16>>3];n[x+12>>2]=+p[y+24>>3];n[x+16>>2]=+p[y+32>>3];n[x+20>>2]=+p[y+40>>3];n[x+24>>2]=+p[y+48>>3];n[x+28>>2]=+p[y+56>>3];n[x+32>>2]=+p[y+64>>3];n[x+36>>2]=+p[y+72>>3];n[x+40>>2]=+p[y+80>>3];n[x+44>>2]=+p[y+88>>3];n[x+48>>2]=+p[y+96>>3];n[x+52>>2]=+p[y+104>>3];n[x+56>>2]=+p[y+112>>3];n[x+60>>2]=+p[y+120>>3];nf(w|0,1,0,x|0);A=+n[a+456>>2];ef(f[c+20>>2]|0,+A,+(A+ +n[a+460>>2]));A=+n[a+480>>2];B=-+N(+(A*.01745329238474369));ef(f[c+28>>2]|0,+B,+-+N(+((A+ +n[a+484>>2])*.01745329238474369)));y=f[c+24>>2]|0;A=+n[a+452>>2];B=A*+n[a+444>>2];C=A*+n[a+448>>2];n[x>>2]=A*+n[a+440>>2];n[x+4>>2]=B;n[x+8>>2]=C;n[x+12>>2]=A;lf(y|0,1,x|0);y=f[c+32>>2]|0;A=+n[a+476>>2];C=A*+n[a+468>>2];B=A*+n[a+472>>2];n[x>>2]=A*+n[a+464>>2];n[x+4>>2]=C;n[x+8>>2]=B;n[x+12>>2]=A;lf(y|0,1,x|0);Ygb(f[c+8>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,k,l,m,o)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,h<<24>>24!=0)|0;bwb(258928,e)|0;Yvb(258928,r)|0}ovb(v);Uvb(258928,t)|0;u=z;return}function Gfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+456|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Hfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+460|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Ifb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+452|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Jfb(a,b){a=a|0;b=b|0;var c=0;c=a+440|0;if(+n[c>>2]==+n[b>>2])if(+n[a+444>>2]==+n[b+4>>2])if(+n[a+448>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Kfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+480|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Lfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+484|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Mfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+476|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Nfb(a,b){a=a|0;b=b|0;var c=0;c=a+464|0;if(+n[c>>2]==+n[b>>2])if(+n[a+468>>2]==+n[b+4>>2])if(+n[a+472>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ofb(a){a=a|0;var b=0,c=0,d=0;b=a+48|0;c=a;d=c+48|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=7;n[a+52>>2]=1.0;n[a+56>>2]=.029999999329447746;n[a+60>>2]=2.0;n[a+64>>2]=1.0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+96>>2]=0;f[a+100>>2]=0;return}function Pfb(a){a=a|0;var b=0;f[a+8>>2]=0;b=a+12|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Qfb(a,b){a=a|0;b=b|0;var c=0;b=(b|0)==0?0:b|1;c=a+48|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+96>>2]=0;c=a+100|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;a=a+44|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function Rfb(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function Sfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+56>>2]=b;return}function Tfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+60>>2]=b;return}function Ufb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+64>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function Vfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;p=t+24|0;q=t;r=t+64|0;k=t+212|0;o=t+48|0;n=t+200|0;s=f[64756]|0;g=a+16|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,199833,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+20|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+124>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0)}g=a+24|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,200175,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+28|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+128>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;kf(Kvb(f[g>>2]|0,240573)|0,0.0,0.0,0.0,1.0)}c=a+68|0;if(!(f[c>>2]|0))Wfb(a,c,0);c=a+96|0;if(!(f[c>>2]|0))Wfb(a,c,1);f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=a+48|0;c=f[l>>2]|0;do if(c|0){g=a+32|0;if(!(f[g>>2]|0)){Sqa(q,c);h=f[q>>2]|0;_gb((f[m>>2]|0)-h>>2,h);h=r+4|0;f[r>>2]=15100;i=r+56|0;f[i>>2]=15120;tEb(r+56|0,h);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(h);f[h>>2]=39692;j=r+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(h,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199879,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,h);fhb(k,o);e=p+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[e>>2]=d;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);k=f[o>>2]|0;c=o+4|0;v=f[c>>2]|0;f[o>>2]=0;f[c>>2]=0;f[g>>2]=k;k=a+36|0;d=f[k>>2]|0;f[k>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[g>>2]|0,237506)|0;f[a+132>>2]=c;c=Kvb(f[g>>2]|0,199960)|0;f[a+136>>2]=c;c=Kvb(f[g>>2]|0,199977)|0;f[a+140>>2]=c;c=Kvb(f[g>>2]|0,200924)|0;f[a+144>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(r,39752);jDb(i);c=f[l>>2]|0;if(!c)break}j=a+40|0;if(!(f[j>>2]|0)){e=f[q>>2]|0;v=f[m>>2]|0;h=v;d=e;if((e|0)==(v|0)){g=h-d>>2;if(c>>>0>g>>>0){Sqa(q,c-g|0);d=f[q>>2]|0;c=f[m>>2]|0}else if(c>>>0<g>>>0){c=e+(~((-4-(c<<2)|0)>>>2)<<2)|0;f[m>>2]=c}else c=h;_gb(c-d>>2,d)}g=r+4|0;f[r>>2]=15100;h=r+56|0;f[h>>2]=15120;tEb(r+56|0,g);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(g);f[g>>2]=39692;i=r+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(g,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199993,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,g);fhb(n,o);e=p+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[n>>2];f[l+4>>2]=f[n+4>>2];f[l+8>>2]=f[n+8>>2];f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[e>>2]=v;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);v=f[o>>2]|0;d=o+4|0;n=f[d>>2]|0;f[o>>2]=0;f[d>>2]=0;f[j>>2]=v;v=a+44|0;c=f[v>>2]|0;f[v>>2]=n;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[j>>2]>>2]|0)|0;df(Kvb(f[j>>2]|0,201322)|0,0);v=Kvb(f[j>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[j>>2]|0,237506)|0;f[a+148>>2]=c;c=Kvb(f[j>>2]|0,199960)|0;f[a+152>>2]=c;c=Kvb(f[j>>2]|0,199977)|0;f[a+156>>2]=c;c=Kvb(f[j>>2]|0,200924)|0;f[a+160>>2]=c;c=Kvb(f[j>>2]|0,200032)|0;f[a+164>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(r,39752);jDb(h)}}while(0);c=f[q>>2]|0;if(!c){bwb(258928,s)|0;u=t;return}d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,s)|0;u=t;return}function Wfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+192|0;j=n;k=n+40|0;e=n+176|0;h=n+24|0;l=k+4|0;f[k>>2]=15100;m=k+56|0;f[m>>2]=15120;tEb(k+56|0,l);f[k+128>>2]=0;f[k+132>>2]=-1;f[k>>2]=39656;f[k+56>>2]=39676;xEb(l);f[l>>2]=39692;i=k+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(l,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);g=m3a(k,200040,16)|0;g=JEb(m3a(JEb(g,(f[a+48>>2]|0)!=0&1)|0,200057,26)|0,d&1)|0;b[j>>0]=10;m3a(g,j,1)|0;l3a(h,l);fhb(e,h);g=j+16|0;d=pOb(16)|0;f[d>>2]=40592;a=d+4|0;f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200084,j,1);a=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[c>>2]=a;h=c+4|0;a=f[h>>2]|0;f[h>>2]=e;if(a|0){iOb(a);a=f[d>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,199960)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200121)|0;f[c+16>>2]=a;a=Kvb(f[c>>2]|0,200032)|0;f[c+20>>2]=a;a=Kvb(f[c>>2]|0,199977)|0;f[c+24>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,200134)|0,0);a=f[g>>2]|0;if((j|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[k>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[i+11>>0]|0)>=0){oDb(l);kEb(k,39752);jDb(m);u=n;return}sOb(f[i>>2]|0);oDb(l);kEb(k,39752);jDb(m);u=n;return}function Xfb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0;da=u;u=u+352|0;I=da+336|0;ba=da+272|0;ca=da+248|0;K=da+240|0;$=da+176|0;aa=da;W=da+156|0;X=da+136|0;if(Xub()|0)if(avb()|0){Y=a+64|0;if(+n[Y>>2]<=0.0){u=da;return}h=f[c>>2]|0;if(!h){u=da;return}i=f[h+72>>2]|0;f[I>>2]=i;Z=f[h+76>>2]|0;_=(Z|0)==0;s=i;if(!_)gOb(Z);if(i|0){Vfb(a);h=f[a>>2]|0;if(!h){Xgb(ba);V=f[ba>>2]|0;h=ba+4|0;U=f[h>>2]|0;f[ba>>2]=0;f[h>>2]=0;f[a>>2]=V;V=a+4|0;i=f[V>>2]|0;f[V>>2]=U;if(i|0){iOb(i);h=f[h>>2]|0;if(h|0)iOb(h)}h=f[a>>2]|0}V=f[64754]|0;Yvb(258928,f[h>>2]|0)|0;M=f[64756]|0;N=f[64747]|0;nvb(ba);O=b[259206]|0;Hwb(258928,0)|0;P=b[259052]|0;kwb(258928,0)|0;Q=f[64773]|0;R=f[64775]|0;S=f[64774]|0;T=f[64776]|0;pwb(258928,1,771)|0;U=b[259204]|0;H=(e|0)!=0;J=H?a+96|0:a+68|0;Chb(ca);f[K>>2]=0;L=K+4|0;f[L>>2]=0;do if(H){h=s+16|0;i=s+20|0;Bhb($,g,f[h>>2]|0,f[i>>2]|0);Ehb(ca,$)|0;Ghb($);q=f[ca>>2]|0;o=f[ca+4>>2]|0;r=o;if(!o){f[K>>2]=q;f[L>>2]=r}else{gOb(o);o=f[L>>2]|0;f[K>>2]=q;f[L>>2]=r;if(o|0)iOb(o)}D=Hhb(ca)|0;B=f[64758]|0;C=f[64759]|0;dwb(258928,f[f[D>>2]>>2]|0)|0;D=f[64743]|0;E=f[64744]|0;F=f[64745]|0;G=f[64746]|0;Tvb(258928,0,0,f[h>>2]|0,f[i>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[s+8>>2]|0)|0;Ygb(f[a+124>>2]|0);Vvb(258928,0)|0;r=a+8|0;if(!(Kub(f[c>>2]|0,r)|0)){Cub($,f[c>>2]|0,0,1);A=f[$>>2]|0;o=$+4|0;z=f[o>>2]|0;f[$>>2]=0;f[o>>2]=0;f[r>>2]=A;A=a+12|0;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);o=f[o>>2]|0;if(o|0)iOb(o)}}dwb(258928,f[f[r>>2]>>2]|0)|0;Gub(f[r>>2]|0,0,K,3553,0);bwb(258928,f[f[a+24>>2]>>2]|0)|0;o=f[64795]|0;q=f[64796]|0;r=f[64797]|0;s=f[64798]|0;c=f[64799]|0;t=f[64800]|0;Awb(258928,7680,7680,7680)|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,514,0,e)|0;e=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+128>>2]|0);Kwb(258928,e<<24>>24!=0)|0;if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((o|0)==(s|0)&(q|0)==(c|0)&(r|0)==(t|0))Awb(258928,o,q,r)|0;else{Bwb(258928,o,q,r)|0;Cwb(258928,s,c,t)|0}Tvb(258928,D,E,F,G)|0;if((B|0)==(C|0)){dwb(258928,B)|0;break}else{ewb(258928,B)|0;fwb(258928,C)|0;break}}else{i=s+20|0;h=s+16|0}while(0);bwb(258928,f[f[J>>2]>>2]|0)|0;LAa(GAa(d)|0,aa);n[$>>2]=+p[aa>>3];n[$+4>>2]=+p[aa+8>>3];n[$+8>>2]=+p[aa+16>>3];n[$+12>>2]=+p[aa+24>>3];n[$+16>>2]=+p[aa+32>>3];n[$+20>>2]=+p[aa+40>>3];n[$+24>>2]=+p[aa+48>>3];n[$+28>>2]=+p[aa+56>>3];n[$+32>>2]=+p[aa+64>>3];n[$+36>>2]=+p[aa+72>>3];n[$+40>>2]=+p[aa+80>>3];n[$+44>>2]=+p[aa+88>>3];n[$+48>>2]=+p[aa+96>>3];n[$+52>>2]=+p[aa+104>>3];n[$+56>>2]=+p[aa+112>>3];n[$+60>>2]=+p[aa+120>>3];m=1.0/+(f[i>>2]|0);n[aa>>2]=1.0/+(f[h>>2]|0);r=aa+4|0;n[r>>2]=m;nf(f[J+12>>2]|0,1,0,$|0);ff(f[J+16>>2]|0,1,aa|0);bf(f[J+20>>2]|0,+(+n[Y>>2]));bf(f[J+24>>2]|0,+(+n[a+60>>2]*+n[r>>2]*2.0*6.828428268432617));Uvb(258928,0)|0;Vvb(258928,f[(f[(H?K:I)>>2]|0)+8>>2]|0)|0;if(!(f[a+48>>2]|0)){Fwb(258928,1)|0;Ygb(f[J+8>>2]|0)}else{if(H){Dhb(W,ca);h=f[I>>2]|0}else{h=f[I>>2]|0;Bhb(W,g,f[h+16>>2]|0,f[h+20>>2]|0)}i=h+16|0;h=h+20|0;Bhb(X,g,f[i>>2]|0,f[h>>2]|0);j=+n[64765];k=+n[64766];l=+n[64767];m=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;d=Hhb(X)|0;o=f[64758]|0;q=f[64759]|0;dwb(258928,f[f[d>>2]>>2]|0)|0;d=f[64743]|0;I=f[64744]|0;K=f[64745]|0;g=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[h>>2]|0)|0;Vd(16384);Fwb(258928,0)|0;Ygb(f[J+8>>2]|0);h=Hhb(W)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+32>>2]>>2]|0)|0;nf(f[a+136>>2]|0,1,0,$|0);h=a+56|0;bf(f[a+140>>2]|0,+(+n[h>>2]));i=a+52|0;ef(f[a+144>>2]|0,+(+n[i>>2]*+n[aa>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[X>>2]|0)+8>>2]|0)|0;Ygb(f[a+132>>2]|0);Tvb(258928,d,I,K,g)|0;if((o|0)==(q|0))dwb(258928,o)|0;else{ewb(258928,o)|0;fwb(258928,q)|0}bwb(258928,f[f[a+40>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+152>>2]|0,1,0,$|0);bf(f[a+156>>2]|0,+(+n[h>>2]));bf(f[a+164>>2]|0,+(+n[Y>>2]));ef(f[a+160>>2]|0,0.0,+(+n[i>>2]*+n[r>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[W>>2]|0)+8>>2]|0)|0;Ygb(f[a+148>>2]|0);mwb(258928,j,k,l,m)|0;Ghb(X);Ghb(W)}h=f[L>>2]|0;if(h|0)iOb(h);Ghb(ca);Fwb(258928,U<<24>>24!=0)|0;owb(258928,Q,R,S,T)|0;kwb(258928,P<<24>>24!=0)|0;Hwb(258928,O<<24>>24!=0)|0;ovb(ba);Uvb(258928,N)|0;bwb(258928,M)|0;Yvb(258928,V)|0}if(!_)iOb(Z);u=da;return}f[a+8>>2]=0;ca=a+12|0;h=f[ca>>2]|0;f[ca>>2]=0;if(!h){u=da;return}iOb(h);u=da;return}function Yfb(a){a=a|0;var b=0;f[a>>2]=0;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Zfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+16|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+20|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);e=a+24|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+28|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+144>>2]=l;l=Kvb(f[i>>2]|0,240573)|0;f[a+140>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,l)|0;u=j;return}function _fb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+32|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200214,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+148>>2]=j;j=Kvb(f[g>>2]|0,200255)|0;f[a+152>>2]=j;j=Kvb(f[g>>2]|0,200272)|0;f[a+156>>2]=j;j=Kvb(f[g>>2]|0,200288)|0;f[a+160>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function $fb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0.0,ha=0.0,ia=0.0;fa=u;u=u+48|0;ea=fa+24|0;ca=fa+16|0;da=fa;l=f[c>>2]|0;if(!l){u=fa;return}if(!(Kub(l,a)|0)){Cub(ea,f[c>>2]|0,0,1);ba=f[ea>>2]|0;l=ea+4|0;aa=f[l>>2]|0;f[ea>>2]=0;f[l>>2]=0;f[a>>2]=ba;ba=a+4|0;m=f[ba>>2]|0;f[ba>>2]=aa;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}Zfb(a);ba=uub(f[(f[c>>2]|0)+4>>2]|0)|0;Bhb(ea,h,ba,vub(f[(f[c>>2]|0)+4>>2]|0)|0);f[ca>>2]=f[ea>>2];ba=ca+4|0;l=f[ea+4>>2]|0;f[ba>>2]=l;if(l|0)gOb(l);h=a+8|0;l=f[h>>2]|0;if(!l){Xgb(da);aa=f[da>>2]|0;l=da+4|0;$=f[l>>2]|0;f[da>>2]=0;f[l>>2]=0;f[h>>2]=aa;aa=a+12|0;m=f[aa>>2]|0;f[aa>>2]=$;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}l=f[h>>2]|0;if(!l)l=0;else z=14}else z=14;if((z|0)==14)l=f[l>>2]|0;aa=f[64754]|0;Yvb(258928,l)|0;D=f[64756]|0;E=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;F=+n[64765];G=+n[64766];H=+n[64767];I=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;J=b[259206]|0;Hwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=f[64795]|0;M=f[64796]|0;N=f[64797]|0;O=f[64798]|0;P=f[64799]|0;Q=f[64800]|0;Awb(258928,7680,7680,7680)|0;R=f[64787]|0;S=f[64790]|0;T=f[64788]|0;U=f[64791]|0;V=f[64789]|0;W=f[64792]|0;X=b[259204]|0;Fwb(258928,0)|0;Y=f[64773]|0;Z=f[64775]|0;_=f[64774]|0;$=f[64776]|0;pwb(258928,1,771)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;x=f[64758]|0;y=f[64759]|0;dwb(258928,l)|0;w=f[ca>>2]|0;r=f[64743]|0;s=f[64744]|0;t=f[64745]|0;v=f[64746]|0;Tvb(258928,0,0,f[w+16>>2]|0,f[w+20>>2]|0)|0;Gub(f[a>>2]|0,0,ca,3553,0);w=b[259212]|0;Kwb(258928,1)|0;Vd(16384);C=a+16|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;a:do if(i){p=a+72|0;q=a+88|0;do if(+n[p>>2]==+n[q>>2]){m=a+76|0;if(+n[m>>2]==+n[a+92>>2]){o=a+80|0;if(+n[o>>2]==+n[a+96>>2]){l=a+84|0;ga=+n[l>>2];h=ga>0.0;if(!(ga==+n[a+100>>2]))if(h){h=o;z=29;break}else break;if(!h)break a;uwb(258928,517,0,f[g+4>>2]|f[g>>2])|0;B=f[a+140>>2]|0;ga=+n[l>>2];ia=ga*+n[m>>2];ha=ga*+n[o>>2];n[da>>2]=+n[p>>2]*ga;n[da+4>>2]=ia;n[da+8>>2]=ha;n[da+12>>2]=ga;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0);break a}else z=23}else z=23}else z=23;while(0);if((z|0)==23){l=a+84|0;if(+n[l>>2]>0.0){m=a+76|0;h=a+80|0;z=29}}if((z|0)==29){uwb(258928,517,0,f[g>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[m>>2];ha=ia*+n[h>>2];n[da>>2]=+n[p>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}l=a+100|0;if(+n[l>>2]>0.0){uwb(258928,517,0,f[g+4>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[a+92>>2];ha=ia*+n[a+96>>2];n[da>>2]=+n[q>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}}while(0);Fwb(258928,1)|0;l=a+52|0;if(+n[l>>2]>0.0){uwb(258928,514,e|d,e)|0;A=a+140|0;B=f[A>>2]|0;ia=+n[l>>2];ga=ia*+n[a+44>>2];ha=ia*+n[a+48>>2];n[da>>2]=+n[a+40>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);B=a+136|0;Ygb(f[B>>2]|0)}else{B=a+136|0;A=a+140|0}uwb(258928,517,0,d)|0;d=f[A>>2]|0;ia=+n[a+68>>2];ga=ia*+n[a+60>>2];ha=ia*+n[a+64>>2];n[da>>2]=+n[a+56>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(d|0,1,da|0);Ygb(f[B>>2]|0);Kwb(258928,w<<24>>24!=0)|0;Tvb(258928,r,s,t,v)|0;if((x|0)==(y|0))dwb(258928,x)|0;else{ewb(258928,x)|0;fwb(258928,y)|0}l=f[a+24>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;Ygb(f[a+144>>2]|0);Ffb(j,3,f[c>>2]|0,0,k,1);do if(i){e=a+116|0;if(+n[e>>2]<=0.0)if(+n[a+132>>2]<=0.0)break;_fb(a);Vvb(258928,0)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;y=f[64758]|0;z=f[64759]|0;dwb(258928,l)|0;q=f[ca>>2]|0;m=f[64743]|0;h=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[q+16>>2]|0,f[q+20>>2]|0)|0;q=b[259204]|0;Fwb(258928,0)|0;r=b[259048]|0;s=b[259049]|0;t=b[259050]|0;v=b[259051]|0;Vd(16384);w=b[259212]|0;Kwb(258928,1)|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;kf(f[A>>2]|0,1.0,1.0,1.0,1.0);if(+n[e>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[g+8>>2]|0)|0;Ygb(f[B>>2]|0)}x=a+132|0;if(+n[x>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[g+12>>2]|0)|0;Ygb(f[B>>2]|0)}Kwb(258928,w<<24>>24!=0)|0;jwb(258928,r<<24>>24!=0,s<<24>>24!=0,t<<24>>24!=0,v<<24>>24!=0)|0;Fwb(258928,q<<24>>24!=0)|0;Tvb(258928,m,h,o,p)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}l=f[a+32>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;g=f[a+152>>2]|0;ia=+n[e>>2];ha=ia*+n[a+108>>2];ga=ia*+n[a+112>>2];n[da>>2]=+n[a+104>>2]*ia;n[da+4>>2]=ha;n[da+8>>2]=ga;n[da+12>>2]=ia;lf(g|0,1,da|0);g=f[a+156>>2]|0;ia=+n[x>>2];ga=ia*+n[a+124>>2];ha=ia*+n[a+128>>2];n[da>>2]=+n[a+120>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(g|0,1,da|0);da=f[ca>>2]|0;ef(f[a+160>>2]|0,+(1.5/+(f[da+16>>2]|0)),+(1.5/+(f[da+20>>2]|0)));Ygb(f[a+148>>2]|0)}while(0);owb(258928,Y,Z,_,$)|0;Fwb(258928,X<<24>>24!=0)|0;if((R|0)==(S|0)&(T|0)==(U|0)&(V|0)==(W|0))uwb(258928,R,T,V)|0;else{vwb(258928,R,T,V)|0;wwb(258928,S,U,W)|0}if((L|0)==(O|0)&(M|0)==(P|0)&(N|0)==(Q|0))Awb(258928,L,M,N)|0;else{Bwb(258928,L,M,N)|0;Cwb(258928,O,P,Q)|0}kwb(258928,K<<24>>24!=0)|0;Hwb(258928,J<<24>>24!=0)|0;mwb(258928,F,G,H,I)|0;Vvb(258928,E)|0;bwb(258928,D)|0;Yvb(258928,aa)|0;l=f[ba>>2]|0;if(l|0)iOb(l);Ghb(ea);u=fa;return}function agb(a){a=a|0;var c=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;b[a+24>>0]=0;b[a+25>>0]=3;b[a+26>>0]=2;n[a+28>>2]=1.0;n[a+32>>2]=1.0;n[a+36>>2]=1.0;n[a+40>>2]=.5;n[a+44>>2]=0.0;n[a+48>>2]=1.0;n[a+52>>2]=0.0;n[a+56>>2]=1.0;n[a+60>>2]=0.0;n[a+64>>2]=1.0;n[a+68>>2]=0.0;n[a+72>>2]=1.0;n[a+76>>2]=0.0;n[a+80>>2]=0.0;n[a+84>>2]=.5;n[a+88>>2]=1.0;n[a+92>>2]=.5;n[a+96>>2]=0.0;n[a+100>>2]=.5;n[a+104>>2]=1.0;n[a+108>>2]=.25;c=a+112|0;f[a+176>>2]=0;f[a+180>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;return}function bgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=f[a+32>>2]|0;i=f[a+40>>2]|0;j=f[a+640>>2]|0;d=f[a+752>>2]|0;k=f[a+1040>>2]|0;a:{b:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+344|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break b;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break c;b=f[b>>2]|0;if(!b)break b}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break c}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+344|0,a+8|0)|0}}}while(0);d=f[h+368>>2]|0;d:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+364|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){e:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break d;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break e;b=f[b>>2]|0;if(!b)break d}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break e}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break d}b=f[b>>2]|0;if(!b)break d}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+364|0,a+8|0)|0}}}while(0);d=f[h+388>>2]|0;f:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+384|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){g:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break f;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break g;b=f[b>>2]|0;if(!b)break f}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break g}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break f}b=f[b>>2]|0;if(!b)break f}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+384|0,a+8|0)|0}}}while(0);d=f[h+408>>2]|0;h:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+404|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){i:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break h;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break i;b=f[b>>2]|0;if(!b)break h}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break i}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break h}b=f[b>>2]|0;if(!b)break h}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+404|0,a+8|0)|0}}}while(0);d=f[h+428>>2]|0;j:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+424|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){k:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break j;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break k;b=f[b>>2]|0;if(!b)break j}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break k}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break j}b=f[b>>2]|0;if(!b)break j}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+424|0,a+8|0)|0}}}while(0);d=f[h+448>>2]|0;l:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+444|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){m:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break l;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break m;b=f[b>>2]|0;if(!b)break l}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break m}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break l}b=f[b>>2]|0;if(!b)break l}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+444|0,a+8|0)|0}}}while(0);d=f[h+468>>2]|0;if(!d){u=a;f[a+1048>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+464|0)>>2]|0)+(e<<2)>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}b=f[b>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}n:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0))){k=229;break}if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0)){g=b;break n}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0)){g=b;break n}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){k=229;break}}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}while(0);f[(a+4|0)>>2]=g;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+464|0,a+8|0)|0;u=a;f[a+1048>>2]=5;break a}f[a+1040>>2]=k}function cgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0;D=f[a+352>>2]|0;E=f[a+360>>2]|0;I=f[a+368>>2]|0;M=f[a+392>>2]|0;Q=f[a+416>>2]|0;R=f[a+424>>2]|0;J=f[a+928>>2]|0;K=f[a+1024>>2]|0;L=f[a+1080>>2]|0;N=f[a+1928>>2]|0;O=f[a+1944>>2]|0;P=f[a+1952>>2]|0;S=f[a+2008>>2]|0;a:{if(S){S=0;if(1){F=dLa(I)|0;f[(a+88|0)>>2]=F;f[(a+88|0)+4>>2]=I;f[(a+88|0)+8>>2]=0;f[(a+88|0)+12>>2]=0;f[(a+88|0)+16>>2]=1;f[(a+88|0)+20>>2]=0;F=(a+88|0)+24|0;n[(a+88|0)+40>>2]=1.0;f[F>>2]=J;C=(J&16512|0)==128?E+381|0:E+384|0;G=(a+248|0)+28|0;H=(a+248|0)+32|0;B=0;z=0;while(1){e=1<<z;do if(e&(L&7&((L&255)>>>3&7|M)&255)|0){A=f[(a+216|0)+(z<<2)>>2]|0;if(A|0){c=I+12+(z<<3)|0;d=f[c>>2]|0;if(!d){fKa(I,B);d=f[c>>2]|0}y=f[K+36+(z<<2)>>2]|0;v=f[(I+200|0)>>2]|0;x=h[(I+200|0)+4>>0]|0;t=ZPb(v|0,x&255|0,3)|0;w=ZPb(v|0,x&255|0,6)|0;x=ZPb(v|0,x&255|0,9)|0;if(!(e&7&(t|v|w|x))){x=f[(a+132|0)+(z<<2)>>2]|0;T=+n[(b[((a+132|0)+24|0)>>0]|0?(a+132|0)+12|0:a+168|0)+(z<<2)>>2];f[F>>2]=(f[O>>2]|J)&f[P>>2];ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(x|0)==0?d:x,(a+180|0)+(z*12|0)|0,T,(f[(a+228|0)+(z<<2)>>2]|0)+y|0,A,(b[N>>0]|0)!=0,(b[((a+132|0)+26|0)>>0]|0)!=0,Q,b[C+z>>0]|0,R);break}w=LKa(I,B)|0;e=IKa(I,B)|0;i=KKa(I,B)|0;j=JKa(I,B)|0;x=f[(a+228|0)+(z<<2)>>2]|0;v=f[w>>2]|0;w=f[w+4>>2]|0;if((v|0)==(w|0)){c=-1;g=1}else{c=f[v+4>>2]|0;if(!c){c=f[v+8>>2]|0;g=0}else g=1}t=f[e>>2]|0;s=f[e+4>>2]|0;if((t|0)==(s|0)){e=-1;q=1}else{e=f[t>>2]|0;if(!e){e=f[t+4>>2]|0;q=0}else q=1}r=f[i>>2]|0;p=f[i+4>>2]|0;if((r|0)==(p|0)){i=-1;m=1}else{i=f[r+12>>2]|0;if(!i){i=f[r+16>>2]|0;m=0}else m=1}o=f[j>>2]|0;l=f[j+4>>2]|0;do if((o|0)==(l|0)){j=-1;k=1}else{j=f[o>>2]|0;if(j|0){k=1;break}j=f[o+4>>2]|0;k=0}while(0);f[a>>2]=v;f[(a+4|0)>>2]=w;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=c;b[(a+16|0)>>0]=g;b[(a+17|0)>>0]=b[(a+284|0)>>0]|0;b[(a+17|0)+1>>0]=b[(a+284|0)+1>>0]|0;b[(a+17|0)+2>>0]=b[(a+284|0)+2>>0]|0;f[(a+20|0)>>2]=t;f[(a+24|0)>>2]=s;f[(a+28|0)>>2]=0;f[(a+32|0)>>2]=e;b[(a+36|0)>>0]=q;b[(a+37|0)>>0]=b[(a+248|0)>>0]|0;b[(a+37|0)+1>>0]=b[(a+248|0)+1>>0]|0;b[(a+37|0)+2>>0]=b[(a+248|0)+2>>0]|0;f[(a+40|0)>>2]=r;f[(a+44|0)>>2]=p;f[(a+48|0)>>2]=0;f[(a+52|0)>>2]=i;b[(a+56|0)>>0]=m;b[(a+57|0)>>0]=b[(a+240|0)>>0]|0;b[(a+57|0)+1>>0]=b[(a+240|0)+1>>0]|0;b[(a+57|0)+2>>0]=b[(a+240|0)+2>>0]|0;f[(a+60|0)>>2]=o;f[(a+64|0)>>2]=l;f[(a+68|0)>>2]=0;f[(a+72|0)>>2]=j;b[(a+76|0)>>0]=k;b[(a+77|0)>>0]=b[(a+328|0)>>0]|0;b[(a+77|0)+1>>0]=b[(a+328|0)+1>>0]|0;b[(a+77|0)+2>>0]=b[(a+328|0)+2>>0]|0;f[(a+80|0)>>2]=0;e=e>>>0<c>>>0?e:c;e=i>>>0<e>>>0?i:e;e=j>>>0<e>>>0?j:e;f[(a+84|0)>>2]=e;b:do if(A+x|0|0){q=(a+248|0)+(z<<2)|0;r=(a+180|0)+(z*12|0)|0;c=0;while(1){f[F>>2]=J;if(!(g<<24>>24)){p=f[f[a>>2]>>2]|0;f[F>>2]=J|32768;g=J|32768}else{p=d;g=J}if(!(b[(a+36|0)>>0]|0)){g=g|134217728;f[F>>2]=g;i=E+381|0}else i=C;o=b[i+z>>0]|0;if(!(b[(a+56|0)>>0]|0)){g=g|8388608;f[F>>2]=g;w=f[(a+40|0)>>2]|0;f[(a+284|0)>>2]=f[w>>2];f[(a+284|0)+4>>2]=f[w+4>>2];f[(a+284|0)+8>>2]=f[w+8>>2]}else{f[(a+284|0)>>2]=f[r>>2];f[(a+284|0)+4>>2]=f[r+4>>2];f[(a+284|0)+8>>2]=f[r+8>>2]}if(!(b[(a+76|0)>>0]|0)){g=g|2097152;f[F>>2]=g}i=f[(K+52|0)>>2]|0;f[(a+248|0)>>2]=0;f[(a+248|0)+4>>2]=0;f[(a+248|0)+8>>2]=0;b[((a+248|0)+24|0)>>0]=0;b[((a+248|0)+25|0)>>0]=0;b[((a+248|0)+26|0)>>0]=0;f[G>>2]=0;f[H>>2]=-1;do if((g&4194304|0)==0&(b[(E+226|0)>>0]|0)==3){b[((a+248|0)+24|0)>>0]=1;if(!(g&2097152)){b[((a+248|0)+25|0)>>0]=0;f[((a+248|0)+12|0)>>2]=f[(E+284|0)>>2];i=f[(E+260|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+16|0)>>2]=f[(E+288|0)>>2];i=f[(E+268|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+20|0)>>2]=f[(E+292|0)>>2];i=f[(E+276|0)>>2]|0;if(!i){m=1;i=(a+248|0)+12|0;l=0;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=1;k=32768;j=-8388609;i=(a+248|0)+12|0;l=0;break}else{b[((a+248|0)+25|0)>>0]=1;n[((a+248|0)+12|0)>>2]=1.0;i=f[(E+236|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+16|0)>>2]=1.0;i=f[(E+244|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+20|0)>>2]=1.0;i=f[(E+252|0)>>2]|0;if(!i){m=0;i=(a+248|0)+12|0;l=1;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=0;k=32768;j=-8388609;i=(a+248|0)+12|0;l=1;break}}else{b[((a+248|0)+25|0)>>0]=0;m=(g&32768|0)==0&(i&32768|0)!=0&1;k=0;j=-1;i=a+168|0;l=0}while(0);b[((a+248|0)+26|0)>>0]=m;f[F>>2]=(k|g)&j;v=f[q>>2]|0;w=x>>>0<c>>>0?c:x;c=e+c|0;c=c>>>0<(A+x|0)>>>0?c:A+x|0;ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(v|0)==0?p:v,a+284|0,+n[i+(z<<2)>>2],w+y|0,(c>>>0<w>>>0?w:c)-w|0,l,m<<24>>24!=0,Q,o,R);c=(f[(a+80|0)>>2]|0)+(f[(a+84|0)>>2]|0)|0;f[(a+80|0)>>2]=c;f[(a+240|0)>>2]=c;f[((a+240|0)+4|0)>>2]=-1;b[(a+284|0)>>0]=b[(a+248|0)>>0]|0;mcb(a,a+240|0,a+284|0);c=f[(a+80|0)>>2]|0;e=(f[((a+240|0)+4|0)>>2]|0)-c|0;f[(a+84|0)>>2]=e;if(c>>>0>=(A+x|0)>>>0)break b;g=b[(a+16|0)>>0]|0}}while(0)}}while(0);c=z+1|0;B=c&255;if((B&255)>=3)break;else z=c&255}}else S=1}u=a;f[a+2016>>2]=5;break a}f[a+2008>>2]=S}function dgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0.0,$=0.0,aa=0.0,ba=0.0;X=f[a+13728>>2]|0;Z=f[a+13752>>2]|0;g=f[a+13760>>2]|0;c=f[a+13768>>2]|0;Y=f[a+13808>>2]|0;W=f[a+14736>>2]|0;if((W|0)==37){Zib(a+24|0,c,a+128|0,a+56|0);_=+p[(a+24|0)+8>>3];u=+p[(a+24|0)+16>>3];v=+p[(a+24|0)+24>>3];n[(a+688|0)>>2]=+p[(a+24|0)>>3];n[(a+688|0)+4>>2]=_;n[(a+688|0)+8>>2]=u;n[(a+688|0)+12>>2]=v}n[(a+24|0)>>2]=1.0;n[(a+684|0)>>2]=1.0;Kha(a);n[(a+24|0)>>2]=+(f[64745]|0)/+(f[a>>2]|0);n[(a+684|0)>>2]=+(f[64746]|0)/+(f[a+4>>2]|0);c=f[X>>2]|0;W=j[(c+230|0)>>1]|j[(c+230|0)+2>>1]<<16;b[a>>0]=W>>>1&1;b[(a+13704|0)>>0]=W&1;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&16){b[(a+13704|0)>>0]=1;b[a>>0]=0}f[(a+680|0)>>2]=(b[(a+13705|0)>>0]|0)==2?42:58;b[(a+13703|0)>>0]=b[c+225>>0]|0;f[(a+672|0)>>2]=a+13703|0;f[(a+672|0)+4>>2]=a+680|0;f[(a+664|0)>>2]=f[c+128>>2];b[(a+13699|0)>>0]=b[c+229>>0]|0;c=aab(c)|0;d=f[X>>2]|0;b[(a+13698|0)>>0]=b[d+312>>0]|0;b[(a+13697|0)>>0]=b[d+313>>0]|0;e=(E9a(d)|0)&1;b[(a+13696|0)>>0]=e;ba=+p[((a+128|0)+40|0)>>3];$=+p[((a+128|0)+80|0)>>3];v=+p[((a+128|0)+72|0)>>3];aa=+p[((a+128|0)+48|0)>>3];u=+p[((a+128|0)+8|0)>>3];_=+p[((a+128|0)+16|0)>>3];if(+p[((a+128|0)+64|0)>>3]*(aa*u-ba*_)+(+p[(a+128|0)>>3]*(ba*$-v*aa)-+p[((a+128|0)+32|0)>>3]*($*u-v*_))<0.0)b[(a+13696|0)>>0]=e^1;f[(a+552|0)>>2]=a+13704|0;f[(a+552|0)+4>>2]=a;f[(a+552|0)+8>>2]=X;f[(a+552|0)+12>>2]=a+13600|0;f[(a+552|0)+16>>2]=a+13536|0;f[(a+552|0)+20>>2]=a+756|0;f[(a+552|0)+24>>2]=a+704|0;f[(a+552|0)+28>>2]=a+688|0;f[(a+552|0)+32>>2]=a+13680|0;f[(a+552|0)+36>>2]=a+13676|0;f[(a+552|0)+40>>2]=a+13672|0;f[(a+552|0)+44>>2]=a+664|0;f[(a+552|0)+48>>2]=a+13706|0;f[(a+552|0)+52>>2]=d+216;f[(a+552|0)+56>>2]=d+208;f[(a+552|0)+60>>2]=a+13699|0;f[(a+552|0)+64>>2]=c;f[(a+552|0)+68>>2]=a+13696|0;f[(a+552|0)+72>>2]=a+13468|0;f[(a+552|0)+76>>2]=a+13464|0;f[(a+552|0)+80>>2]=a+13472|0;f[(a+552|0)+84>>2]=a+672|0;f[(a+552|0)+88>>2]=a+1152|0;f[(a+552|0)+92>>2]=a+13702|0;f[(a+552|0)+96>>2]=g;f[(a+552|0)+100>>2]=a+1144|0;f[(a+552|0)+104>>2]=a+256|0;f[(a+552|0)+108>>2]=a+13688|0;f[(a+440|0)>>2]=a+13706|0;f[(a+440|0)+4>>2]=X;f[(a+440|0)+8>>2]=a+13600|0;f[(a+440|0)+12>>2]=a+13536|0;f[(a+440|0)+16>>2]=a+756|0;f[(a+440|0)+20>>2]=a+704|0;f[(a+440|0)+24>>2]=a+688|0;f[(a+440|0)+28>>2]=a+13680|0;f[(a+440|0)+32>>2]=a+13676|0;f[(a+440|0)+36>>2]=a+13672|0;f[(a+440|0)+40>>2]=a+664|0;f[(a+440|0)+44>>2]=c;f[(a+440|0)+48>>2]=a+24|0;f[(a+440|0)+52>>2]=a+684|0;f[(a+440|0)+56>>2]=a+13460|0;f[(a+440|0)+60>>2]=a+13456|0;f[(a+440|0)+64>>2]=a+13472|0;f[(a+440|0)+68>>2]=a+13705|0;f[(a+440|0)+72>>2]=a+13701|0;f[(a+440|0)+76>>2]=a+672|0;f[(a+440|0)+80>>2]=a+1152|0;f[(a+440|0)+84>>2]=a+13700|0;f[(a+440|0)+88>>2]=a+13702|0;f[(a+440|0)+92>>2]=g;f[(a+440|0)+96>>2]=a+1144|0;f[(a+440|0)+100>>2]=a+13668|0;f[(a+440|0)+104>>2]=a+13688|0;f[(a+344|0)>>2]=a+13452|0;f[(a+344|0)+4>>2]=X;f[(a+344|0)+8>>2]=a+13600|0;f[(a+344|0)+12>>2]=a+13536|0;f[(a+344|0)+16>>2]=a+756|0;f[(a+344|0)+20>>2]=a+704|0;f[(a+344|0)+24>>2]=a+688|0;f[(a+344|0)+28>>2]=a+13680|0;f[(a+344|0)+32>>2]=a+13676|0;f[(a+344|0)+36>>2]=a+13672|0;f[(a+344|0)+40>>2]=a+664|0;f[(a+344|0)+44>>2]=a+13698|0;f[(a+344|0)+48>>2]=a+13697|0;f[(a+344|0)+52>>2]=c;f[(a+344|0)+56>>2]=a+13460|0;f[(a+344|0)+60>>2]=a+13456|0;f[(a+344|0)+64>>2]=a+13472|0;f[(a+344|0)+68>>2]=a+672|0;f[(a+344|0)+72>>2]=a+1152|0;f[(a+344|0)+76>>2]=a+13702|0;f[(a+344|0)+80>>2]=g;f[(a+344|0)+84>>2]=a+1144|0;f[(a+344|0)+88>>2]=a+13664|0;f[(a+344|0)+92>>2]=a+13688|0;d=b[259205]|0;e=b[259206]|0;Hwb(258928,1)|0;g=f[64756]|0;i=f[64754]|0;k=f[64755]|0;l=f[64764]|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;s=f[64747]|0;nvb(a+280|0);t=f[64778]|0;qwb(258928,515)|0;u=+n[64779];v=+n[64780];w=f[64793]|0;x=f[64794]|0;y=f[64795]|0;z=f[64796]|0;A=f[64797]|0;B=f[64798]|0;C=f[64799]|0;D=f[64800]|0;E=f[64787]|0;F=f[64790]|0;G=f[64788]|0;H=f[64791]|0;I=f[64789]|0;J=f[64792]|0;uwb(258928,519,255,0)|0;K=b[259212]|0;Kwb(258928,1)|0;L=b[259052]|0;M=b[259048]|0;N=b[259049]|0;O=b[259050]|0;P=b[259051]|0;Q=b[259204]|0;Fwb(258928,0)|0;R=f[64773]|0;S=f[64775]|0;T=f[64774]|0;U=f[64776]|0;pwb(258928,1,771)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;Cdb(a+552|0,Z+4|0,Z+244|0,0)|0;Ddb(a+440|0,Z+24|0,Z+264|0,0)|0;Edb(a+344|0,Z+44|0,Z+284|0,0)|0;W=(b[(a+13706|0)>>0]|0)!=1;V=(f[(X+40|0)>>2]|0)!=0&W;if(V&((b[(a+13705|0)>>0]|0)!=3|(b[(a+13699|0)>>0]|0)!=0)|W^1)c=0;else{Fwb(258928,1)|0;kwb(258928,0)|0;c=1}do if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1){if(V){dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;break}if(c)dwb(258928,f[f[X+32>>2]>>2]|0)|0}while(0);W=Cdb(a+552|0,Z+64|0,Z+304|0,c)|0;W=(Ddb(a+440|0,Z+84|0,Z+324|0,c)|0)+W|0;c=Edb(a+344|0,Z+104|0,Z+344|0,c)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;jwb(258928,0,0,0,0)|0;kwb(258928,0)|0;Fwb(258928,0)|0;Cdb(a+552|0,Z+124|0,Z+364|0,1)|0;Ddb(a+440|0,Z+144|0,Z+384|0,1)|0;Edb(a+344|0,Z+164|0,Z+404|0,1)|0;if(V)dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;Cdb(a+552|0,Z+184|0,Z+424|0,1)|0;Ddb(a+440|0,Z+204|0,Z+444|0,1)|0;Edb(a+344|0,Z+224|0,Z+464|0,1)|0;if(Y|0){f[(Y+8|0)>>2]=(f[(Y+8|0)>>2]|0)+(f[(a+13688|0)>>2]|0);f[(Y+12|0)>>2]=(f[(Y+12|0)>>2]|0)+(((f[(a+256|0)>>2]|0)>>>0)/3|0);f[(Y+16|0)>>2]=(f[(Y+16|0)>>2]|0)+((f[(a+13668|0)>>2]|0)>>>1);f[(Y+20|0)>>2]=(f[(Y+20|0)>>2]|0)+(f[(a+13664|0)>>2]|0)}if((W|0)!=(0-c|0)){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|256;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+256|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|512;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13668|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|1024;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13664|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|2048;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}owb(258928,R,S,T,U)|0;Fwb(258928,Q<<24>>24!=0)|0;jwb(258928,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0,P<<24>>24!=0)|0;kwb(258928,L<<24>>24!=0)|0;Kwb(258928,K<<24>>24!=0)|0;if((E|0)==(F|0)&(G|0)==(H|0)&(I|0)==(J|0))uwb(258928,E,G,I)|0;else{vwb(258928,E,G,I)|0;wwb(258928,F,H,J)|0}if((y|0)==(B|0)&(z|0)==(C|0)&(A|0)==(D|0))Awb(258928,y,z,A)|0;else{Bwb(258928,y,z,A)|0;Cwb(258928,B,C,D)|0}if((w|0)==(x|0))xwb(258928,w)|0;else{ywb(258928,w)|0;zwb(258928,x)|0}rwb(258928,u,v)|0;qwb(258928,t)|0;ovb(a+280|0);Uvb(258928,s)|0;jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;lwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,i)|0;bwb(258928,g)|0;Hwb(258928,e<<24>>24!=0)|0;Gwb(258928,d<<24>>24!=0)|0}function egb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;z=f[a+192>>2]|0;D=f[a+208>>2]|0;E=f[a+216>>2]|0;c=f[a+408>>2]|0;i=f[a+432>>2]|0;A=+n[a+576>>2];B=+n[a+584>>2];C=f[a+616>>2]|0;J=f[a+1560>>2]|0;K=f[a+1624>>2]|0;a:{if(!(f[D+12>>2]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}if(!(b[f[z>>2]>>0]|0))if(!(b[f[(z+4|0)>>2]>>0]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;w=f[z+12>>2]|0;x=f[z+16>>2]|0;y=f[(z+20|0)>>2]|0;g=f[z+24>>2]|0;j=f[z+28>>2]|0;G=f[f[z+32>>2]>>2]|0;F=f[f[z+36>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=w;f[(a+64|0)+8>>2]=x;f[(a+64|0)+12>>2]=y;f[(a+64|0)+16>>2]=g;f[(a+64|0)+20>>2]=j;f[(a+64|0)+24>>2]=G;f[(a+64|0)+28>>2]=F;f[(a+64|0)+32>>2]=0;F=(b[f[z>>2]>>0]|0)==0;G=(b[f[(z+4|0)>>2]>>0]|0)!=0;j=f[D+8>>2]|0;g=1;if(g){g=0;if(!j){d=c;e=i}else g=1}if(g)if(1){y=c;while(1){x=j;w=1;if(w){w=0;if(!(b[x+32>>0]|0)){e=f[x+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=eIa(e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){lIa(a+104|0,e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1,f[(z+52|0)>>2]|0,f[(z+56|0)>>2]|0,b[f[(z+60|0)>>2]>>0]|0,F&G,(f[(f[(z+20|0)>>2]|0)+384>>2]|0)!=0,f[(z+64|0)>>2]|0);c=f[(a+104|0)>>2]|0;v=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=v;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){m=y;o=i}else{H=c;K=79}}else{H=c;K=79}if((K|0)==79){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Pdb(a+64|0,a,e);e=f[x+20>>2]|0;c=1;if(c){c=0;if(!e){m=y;o=i}else c=1}if(c)if(1){l=y;d=i;t=e;while(1){v=t;c=1;if(c){c=0;if((f[(v+60|0)>>2]|0)==(f[(v+64|0)>>2]|0)){r=d;q=l}else c=1}if(c)if(1){d=d+1|0;s=f[(v+8|0)>>2]|0;c=f[(s+52|0)>>2]|0;Gwb(258928,(G^(F^1))&(c&4|0)==0)|0;if(!(c&3))r=v+16|0;else{lwb(258928,(c&1|0)!=0^(F&G^(b[f[(z+68|0)>>2]>>0]|0)!=0^(f[(v+16|0)>>2]&134217728|0)!=0)?2304:2305)|0;r=v+16|0}if(!(f[r>>2]&1))rwb(258928,+n[f[(z+72|0)>>2]>>2],+n[f[(z+76|0)>>2]>>2])|0;else{L=+p[(J+16|0)>>3];rwb(258928,L+(1.0-L)*+n[v+20>>2],L+(1.0-L)*+n[v+24>>2])|0}if(!(f[r>>2]&4096))Dwb(258928,519)|0;else d=(zdb(J,f[v+12>>2]|0,f[(z+80|0)>>2]|0)|0)+d|0;c=f[r>>2]|0;if(c&128){c=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=c;b[(J+77|0)+1>>0]=c>>8;c=f[r>>2]|0}k=Gdb(f[(z+84|0)>>2]|0,(c&128|0)!=0,0,(c&16384|0)!=0,E)|0;c=f[(s+12|0)>>2]|0;if(c|0)Zvb(258928,f[c>>2]|0)|0;e=v+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,v+60|0,e,f[(z+96|0)>>2]|0);c=f[r>>2]|0;do if(!(c&32768))if(!(c&8388608)){f[(a+104|0)>>2]=s;f[((a+104|0)+4|0)>>2]=f[(s+52|0)>>2]&56;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[v+28>>2]>=0.0);f[(a+104|0)>>2]=s;c=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=c&56;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=c;K=102;break}}else{f[(a+104|0)>>2]=s;I=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=I&56;f[((a+104|0)+44|0)>>2]=0;K=102}while(0);if((K|0)==102){K=0;f[((a+104|0)+4|0)>>2]=I&24}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(z+100|0)>>2]|0,a,v+8|0,56,a+48|0,f[(z+20|0)>>2]|0);Ldb(a+104|0,a);c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+l|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);if(k){k=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;c=f[64788]|0;if((f[r>>2]&16512|0)==128){Ewb(258928,c|1)|0;xwb(258928,1)|0}else{Ewb(258928,c|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+e|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,k<<24>>24!=0)|0;g=d+1|0}else g=d;rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);d=f[((a+104|0)+44|0)>>2]|0;if(d|0){c=(a+104|0)+8|0;do{ke(f[c>>2]|0);c=c+4|0}while((c|0)!=((a+104|0)+8+(d<<2)|0|0))}r=g;q=e}c=t;t=f[t>>2]|0;if((f[v+72>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(x+12|0,a+104|0)|0}if(!t){m=q;o=r;break}else{l=q;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);k=m;l=o}else w=1}if(w)if(1){k=y;l=i}c=j;j=f[j>>2]|0;if((f[x+36>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(D,a+104|0)|0}if(!j){d=k;e=l;break}else{y=k;i=l}}}H=d;J=e;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}f[a+1624>>2]=K}function fgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;y=f[a+192>>2]|0;F=f[a+208>>2]|0;G=f[a+216>>2]|0;c=f[a+408>>2]|0;j=f[a+432>>2]|0;z=f[a+576>>2]|0;A=f[a+608>>2]|0;B=f[a+640>>2]|0;C=f[a+672>>2]|0;D=f[a+712>>2]|0;E=f[a+744>>2]|0;J=f[a+1672>>2]|0;K=f[a+1728>>2]|0;a:{if(!(f[F+12>>2]|0)){G=c;J=j;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[y>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}s=f[y+8>>2]|0;t=f[y+12>>2]|0;v=f[(y+16|0)>>2]|0;w=f[y+20>>2]|0;x=f[y+24>>2]|0;i=f[f[y+28>>2]>>2]|0;k=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=s;f[(a+64|0)+8>>2]=t;f[(a+64|0)+12>>2]=v;f[(a+64|0)+16>>2]=w;f[(a+64|0)+20>>2]=x;f[(a+64|0)+24>>2]=i;f[(a+64|0)+28>>2]=k;f[((a+64|0)+32|0)>>2]=0;k=f[F+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){i=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(i+152|0)>>2];f[(a+48|0)+4>>2]=f[(i+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(i+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(i+152|0)+12>>2];d=fIa(i,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){mIa(a+104|0,i,f[f[(y+40|0)>>2]>>2]|0,1,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+44|0)>>2]|0);c=f[(a+104|0)>>2]|0;t=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=t;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{H=c;K=100}}else{H=c;K=100}if((K|0)==100){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,i);d=f[a>>2]|0;e=f[d+136>>2]|0;if((e|0)>-1){c=f[i+80>>2]|0;if(!c)c=0;else c=f[c+8>>2]|0;Uvb(258928,f[((a+64|0)+32|0)>>2]|0)|0;Vvb(258928,c)|0;t=f[((a+64|0)+32|0)>>2]|0;f[((a+64|0)+32|0)>>2]=t+1;df(e|0,t|0)}c=f[d+140>>2]|0;if((c|0)>-1)bf(c|0,+(1.0/+n[i+200>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{L=1.0-+p[(J+16|0)>>3];rwb(258928,L*+n[t+20>>2],L*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(J,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;if(f[(t+16|0)>>2]&128|0){q=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=q;b[(J+77|0)+1>>0]=q>>8}if((b[f[(y+68|0)>>2]>>0]|0)==2){i=f[(t+16|0)>>2]&128;Ewb(258928,f[64788]|i>>>6|32)|0;xwb(258928,((i&255)>>>6|32)&255)|0;Awb(258928,7680,7680,7681)|0;i=1}else{i=f[(t+16|0)>>2]|0;i=Gdb(f[(y+76|0)>>2]|0,(i&128|0)!=0,0,(i&16384|0)!=0,G)|0}d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,t+60|0,e,f[(y+92|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+104|0)>>2]=r;f[((a+104|0)+4|0)>>2]=f[r+52>>2]&448;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[t+28>>2]>=0.0);f[(a+104|0)>>2]=r;d=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=d&448;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=d;K=129;break}}else{f[(a+104|0)>>2]=r;I=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=I&448;f[((a+104|0)+44|0)>>2]=0;K=129}while(0);if((K|0)==129){K=0;f[((a+104|0)+4|0)>>2]=I&192}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+96|0)>>2]|0,a,t+8|0,448,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+104|0,a);d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=(f[(t+16|0)>>2]&16512|0)==128;e=f[64788]|0;if((b[f[(y+68|0)>>2]>>0]|0)==2){if(d){Ewb(258928,e|17)|0;xwb(258928,17)|0}else{Ewb(258928,e|16)|0;xwb(258928,16)|0}Awb(258928,7680,7681,7681)|0}else{if(d){Ewb(258928,e|1)|0;xwb(258928,1)|0}else{Ewb(258928,e|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0}d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);e=f[((a+104|0)+44|0)>>2]|0;if(e|0){d=(a+104|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+104|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(w+12|0,a+104|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(F,a+104|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}G=d;J=e;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}f[a+1728>>2]=K}function ggb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0;y=f[a+192>>2]|0;z=f[a+208>>2]|0;A=f[a+216>>2]|0;c=f[a+400>>2]|0;j=f[a+424>>2]|0;D=f[a+1496>>2]|0;E=f[a+1552>>2]|0;a:{if(!(f[z+12>>2]|0)){B=c;D=j;C=y+88|0;C=f[C>>2]|0;A=f[C>>2]|0;B=A+B|0;f[C>>2]=B;C=y+92|0;C=f[C>>2]|0;B=f[C>>2]|0;B=B+D|0;f[C>>2]=B;u=a;f[a+1624>>2]=6;f[a+1628>>2]=D|0;break a}Ewb(258928,f[64788]&-49|16)|0;k=f[f[y>>2]>>2]|0;F=f[y+8>>2]|0;s=f[y+12>>2]|0;t=f[(y+16|0)>>2]|0;v=f[y+20>>2]|0;w=f[y+24>>2]|0;x=f[f[y+28>>2]>>2]|0;i=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[D>>2];f[(a+64|0)+4>>2]=F;f[(a+64|0)+8>>2]=s;f[(a+64|0)+12>>2]=t;f[(a+64|0)+16>>2]=v;f[(a+64|0)+20>>2]=w;f[(a+64|0)+24>>2]=x;f[(a+64|0)+28>>2]=i;f[(a+64|0)+32>>2]=0;f[((a+64|0)+36|0)>>2]=k;k=f[z+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){e=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=gIa(e,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){nIa(a+112|0,e,f[f[(y+40|0)>>2]>>2]|0,1,b[f[(y+44|0)>>2]>>0]|0,b[f[(y+48|0)>>2]>>0]|0,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+52|0)>>2]|0);c=f[(a+112|0)>>2]|0;F=f[((a+112|0)+4|0)>>2]|0;f[(a+112|0)>>2]=0;f[((a+112|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=F;if(d){iOb(d);c=f[((a+112|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{B=c;E=76}}else{B=c;E=76}if((E|0)==76){E=0;c=f[B+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,e);c=f[(f[a>>2]|0)+132>>2]|0;if((c|0)>-1)bf(c|0,+(+n[((a+64|0)+36|0)>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{G=1.0-+p[(D+16|0)>>3];rwb(258928,G*+n[t+20>>2],G*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(D,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;d=f[(t+16|0)>>2]|0;if(d&128){d=h[(D+77|0)>>0]|h[(D+77|0)+1>>0]<<8|128;b[(D+77|0)>>0]=d;b[(D+77|0)+1>>0]=d>>8;d=f[(t+16|0)>>2]|0}i=Gdb(f[(y+68|0)>>2]|0,(d&128|0)!=0,0,(d&16384|0)!=0,A)|0;d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(D+76|0)>>0]<<3)|0;wdb(D,t+60|0,e,f[(y+80|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+112|0)>>2]=r;f[((a+112|0)+4|0)>>2]=f[r+52>>2]&3584;f[((a+112|0)+44|0)>>2]=0;break}else{F=!(+n[t+28>>2]>=0.0);f[(a+112|0)>>2]=r;d=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=d&3584;f[((a+112|0)+44|0)>>2]=0;if(F)break;else{C=d;E=98;break}}else{f[(a+112|0)>>2]=r;C=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=C&3584;f[((a+112|0)+44|0)>>2]=0;E=98}while(0);if((E|0)==98){E=0;f[((a+112|0)+4|0)>>2]=C&1536}f[((a+112|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+84|0)>>2]|0,a,t+8|0,3584,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+112|0,a);d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=f[64788]|0;if((f[(t+16|0)>>2]&16512|0)==128){Ewb(258928,d|1)|0;xwb(258928,1)|0}else{Ewb(258928,d|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+112|0)+52|0)>>2]|0,0);rf(f[((a+112|0)+56|0)>>2]|0,0);rf(f[((a+112|0)+60|0)>>2]|0,0);e=f[((a+112|0)+44|0)>>2]|0;if(e|0){d=(a+112|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+112|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];Mdb(w+12|0,a+112|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];bcb(z,a+112|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}C=d;F=e;D=y+88|0;D=f[D>>2]|0;B=f[D>>2]|0;C=B+C|0;f[D>>2]=C;D=y+92|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+F|0;f[D>>2]=C;u=a;f[a+1624>>2]=6;f[a+1628>>2]=F|0;break a}f[a+1552>>2]=E}
+function O7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+24|0)>>2]=a;J=(O+24|0)+4|0;f[J>>2]=g;F=(O+24|0)+8|0;f[F>>2]=h;f[(O+24|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){t=l<0.0?-l:l;w=k<0.0?-k:k;v=j<0.0?-j:j;y=v>t?2:0;o=t>w;m=v>w;x=f[d+4>>2]|0}else K=4}if((K|0)==4){o=(f[d>>2]|0)+1|0;x=f[d+4>>2]|0;t=+n[(b+(x*12|0)|0)>>2];if((o|0)==2){g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;j=t}else{g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;h=d+8|0;q=t;while(1){c=f[h>>2]|0;h=h+4|0;v=+n[b+(c*12|0)+4>>2];w=+n[g+4>>2];r=+n[b+(c*12|0)+8>>2];s=+n[g+8>>2];k=k+(v+w)*(r-s);j=+n[(b+(c*12|0)|0)>>2];p=p+(r+s)*(j-q);l=l+(v-w)*(q+j);if((h|0)==(d+(o<<2)|0|0)){g=b+(c*12|0)|0;break}else{g=b+(c*12|0)|0;q=j}}}v=+n[b+(x*12|0)+4>>2];s=+n[g+4>>2];q=+n[b+(x*12|0)+8>>2];r=+n[g+8>>2];w=k+(v+s)*(q-r);k=p+(t-j)*(q+r);l=l+(t+j)*(v-s);j=w<0.0?-w:w;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){m=b+(x*12|0)|0;h=g;c=d+8|0;q=t;p=s;while(1){if((c|0)==(d+(o<<2)|0|0))break a;g=f[c>>2]|0;l=p;p=+n[m+4>>2];j=r;r=+n[m+8>>2];j=(+n[b+(g*12|0)+4>>2]-p)*(r-j);k=(+n[b+(g*12|0)+8>>2]-r)*(q-+n[h>>2]);w=q;q=+n[(b+(g*12|0)|0)>>2];l=(q-w)*(p-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=m;m=b+(g*12|0)|0;c=c+4|0}}}while(0);y=l>j?2:0;o=j>k;m=l>k}y=o?y:m?2:1;f[(O+24|0)+16>>2]=y;z=(O+24|0)+24|0;f[z>>2]=0;A=(O+24|0)+20|0;f[A>>2]=0;h=b+(x*12|0)|0;f[(O+12|0)>>2]=f[h>>2];f[(O+12|0)+4>>2]=f[h+4>>2];f[(O+12|0)+8>>2]=f[h+8>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+n[b+(g*12|0)>>2];if(j<+n[(O+12|0)>>2]){B=O+12|0;K=14}else if(j>+n[O>>2]){B=O;K=14}if((K|0)==14){K=0;n[B>>2]=j}j=+n[b+(g*12|0)+4>>2];if(j<+n[((O+12|0)+4|0)>>2]){C=O+12|0;K=17}else if(j>+n[(O+4|0)>>2]){C=O;K=17}if((K|0)==17){K=0;n[C+4>>2]=j}j=+n[b+(g*12|0)+8>>2];if(j<+n[((O+12|0)+8|0)>>2]){E=O+12|0;K=20}else if(j>+n[(O+8|0)>>2]){E=O;K=20}if((K|0)==20){K=0;n[E+8>>2]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));p=+n[(O+12|0)>>2];q=+n[O>>2];r=+n[((O+12|0)+4|0)>>2];s=+n[(O+4|0)>>2];t=+n[((O+12|0)+8|0)>>2];v=+n[(O+8|0)>>2];j=q-p!=0.0?2.0/(q-p):q-p;k=s-r!=0.0?2.0/(s-r):s-r;l=v-t!=0.0?2.0/(v-t):v-t;w=q-p<s-r?s-r:q-p;w=(w<v-t?v-t:w)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+80>>2]=a;f[O+88>>2]=b;f[O+112>>2]=e;f[O+152>>2]=I;f[O+216>>2]=C;f[O+240>>2]=E;f[O+280>>2]=d;f[O+488>>2]=y;f[O+520>>2]=L;f[O+528>>2]=N;f[O+1040>>2]=M;f[O+1048>>2]=i;n[O+1904>>2]=j;n[O+1912>>2]=k;n[O+1920>>2]=l;f[O+1944>>2]=J;f[O+2200>>2]=F;f[O+2640>>2]=z;f[O+2648>>2]=A;n[O+3456>>2]=p;n[O+3464>>2]=q;n[O+3504>>2]=r;n[O+3536>>2]=s;n[O+3592>>2]=t;n[O+3632>>2]=v;n[O+3872>>2]=w;f[O+6072>>2]=K;f[O+6176>>2]=0;f[O+6180>>2]=0;sbb(O);L=f[O+520>>2]|0;N=f[O+528>>2]|0;M=f[O+1040>>2]|0;i=f[O+1048>>2]|0;K=f[O+6072>>2]|0;G=f[O+6176>>2]|0;D=f[O+6180>>2]|0;H=+n[O+6180>>2];f[O+6176>>2]=0;f[O+6180>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}}while(0);if((K|0)==450){g=f[z>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[z>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+24>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function P7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+20>>2];o=+n[(f[h+4>>2]|0)+20>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+20>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+20>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+20>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+20>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+20>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+20>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+20>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);P7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+20>>2];p=+n[(f[h+4>>2]|0)+20>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+20>>2];p=+n[(f[e+4>>2]|0)+20>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function Q7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;I=u;u=u+32|0;z=I;G=f[b+16>>2]|0;E=b+12|0;F=f[E>>2]|0;D=f[c+16>>2]|0;B=c+12|0;C=f[B>>2]|0;if((F|0)==(C|0)|((G|0)==(D|0)|((F|0)==0|(C|0)==0))){u=I;return}if((f[G+12>>2]|0)==(f[D+12>>2]|0)){u=I;return}b=f[F+12>>2]|0;c=f[C+12>>2]|0;if((b|0)==(c|0)){u=I;return}w=+n[G+16>>2];x=+n[F+16>>2]-w;p=+n[G+20>>2];q=+n[F+20>>2]-p;g=+n[C+16>>2];h=+n[C+20>>2];if(x*(h-p)<q*(g-w)){u=I;return}m=+n[D+16>>2];l=g-m;o=+n[D+20>>2];g=h-o;m=m-w;o=o-p;h=q*l-x*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=I;return}y=1.0/h;A=(l*o-m*g)*y;y=(x*o-q*m)*y;if(A<d|y<e){u=I;return}if((b|0)<0){if(A>1.0){u=I;return}}else if(A>=.9999989867210388){u=I;return}if((c|0)<0){if(y>1.0){u=I;return}}else if(y>=.9999989867210388){u=I;return}p=p+A*q;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(p<=+n[(f[c+4>>2]|0)+20>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{v=c;c=b;b=v}}while(0);r=F+12|0;s=C+12|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+20>>2];if(p<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+12>>2]|0;j=f[r>>2]|0;if((i|0)==(j|0))break b;k=f[s>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+12>>2]|0)==(k|0))if(g==p?(f[(f[c+16>>2]|0)+12>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{v=c;c=b;b=v}}u=I;return}while(0);o=+n[G>>2];n[z>>2]=o+A*(+n[F>>2]-o);o=+n[G+4>>2];n[z+4>>2]=o+A*(+n[F+4>>2]-o);o=+n[G+8>>2];n[z+8>>2]=o+A*(+n[F+8>>2]-o);o=w+A*x;n[z+16>>2]=o;n[z+20>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;r=j+4|0;f[r>>2]=0;s=f[a>>2]|0;i=a+12|0;J=f[i>>2]|0;c=J+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;t=a+20|0;v=f[s>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((J|0)>0){J=z+(c*12|0)|0;f[v>>2]=f[J>>2];f[v+4>>2]=f[J+4>>2];f[v+8>>2]=f[J+8>>2]}else{f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2]}f[v+12>>2]=c;g=+n[v>>2];m=+n[v+4>>2];l=+n[v+8>>2];switch(i|0){case 0:{h=l;g=m;H=31;break}case 1:{h=g;g=l;H=31;break}case 2:{h=m;H=31;break}default:{c=v+16|0;i=v+20|0}}if((H|0)==31){c=v+16|0;n[c>>2]=g;i=v+20|0;n[i>>2]=h}f[v+24>>2]=0;J=f[s>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=v;f[J>>2]=f[t>>2];f[t>>2]=J;n[c>>2]=o;n[i>>2]=p;f[k>>2]=v;f[r>>2]=v;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[B>>2];f[j+16>>2]=f[E>>2];J=f[r>>2]|0;f[B>>2]=J;f[E>>2]=J;J=f[f[a>>2]>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,40)|0;f[(f[r>>2]|0)+24>>2]=J;V7a(J,0,G,F,A);V7a(J,1,D,C,y);u=I;return}function R7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+20>>2];k=+n[c+20>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+16>>2];h=+n[c+16>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+16>>2]-f)*(+n[d+20>>2]-k);f=(+n[d+16>>2]-h)*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+20>>2];i=l-g;j=+n[a+16>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+16>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+16>>2]-j);f=(f-+n[c+16>>2])*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+16>>2];h=(j-i)/f;i=+n[d+16>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+16>>2]-j);f=i*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function S7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){z=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+16>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])y=18;else if(+n[l+20>>2]!=+n[m+20>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function T7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){y=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+16>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])x=18;else if(+n[l+20>>2]!=+n[m+20>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function U7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,s=0,t=0.0,v=0,w=0,x=0;w=u;u=u+32|0;h=w;e=+n[b+20>>2];i=+n[c+20>>2];if(e==i){u=w;return c|0}s=d+4|0;p=+n[(f[s>>2]|0)+20>>2];t=(p-e)/(i-e);r=+n[b>>2];n[h>>2]=r+t*(+n[c>>2]-r);r=+n[b+4>>2];n[h+4>>2]=r+t*(+n[c+4>>2]-r);r=+n[b+8>>2];n[h+8>>2]=r+t*(+n[c+8>>2]-r);r=+n[b+16>>2];r=r+t*(+n[c+16>>2]-r);n[h+16>>2]=r;n[h+20>>2]=p;m=f[a>>2]|0;j=a+12|0;x=f[j>>2]|0;g=x+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;v=f[m>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((x|0)>0){x=h+(g*12|0)|0;f[v>>2]=f[x>>2];f[v+4>>2]=f[x+4>>2];f[v+8>>2]=f[x+8>>2]}else{f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2]}f[v+12>>2]=g;e=+n[v>>2];l=+n[v+4>>2];k=+n[v+8>>2];switch(j|0){case 0:{i=k;e=l;q=9;break}case 1:{i=e;e=k;q=9;break}case 2:{i=l;q=9;break}default:{g=v+16|0;h=v+20|0}}if((q|0)==9){g=v+16|0;n[g>>2]=e;h=v+20|0;n[h>>2]=i}x=v+24|0;f[x>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=v;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=r;n[h>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[x>>2]=j;h=f[s>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+12>>2];f[j+12>>2]=f[g+12>>2];if(+n[h>>2]<+n[g>>2]){e=+n[h+16>>2];e=(r-e)/(+n[g+16>>2]-e)}else e=0.0;n[j+16>>2]=e;V7a(j,1,b,c,t);x=v;u=w;return x|0}function V7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+12>>2]|0;m=(l|0)<0;if(m){k=f[c+24>>2]|0;i=f[k+12>>2]|0;h=d+12|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+24>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+12|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+24>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+24>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function W7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*24|0)|0,b+(l*24|0)|0,b+(d*24|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((X7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*24|0)|0;m=b+(i*24|0)|0;$h[g&3](h,1,b+(j*24|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*24|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*24|0)|0,b+(c*24|0)|0,b+(n*24|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=Y7a(a,b,c,d,e,g,h)|0;return n|0}function X7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+128|0;o=y+64|0;i=o;q=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;n=f[c+-4>>2]|0;b=a+(n*24|0)|0;m=+p[b>>3];k=m-+p[a+(l*24|0)>>3];g=+p[a+(n*24|0)+8>>3]-+p[a+(l*24|0)+8>>3];e=+p[a+(n*24|0)+16>>3]-+p[a+(l*24|0)+16>>3];p[o>>3]=k;l=o+8|0;p[l>>3]=g;n=o+16|0;p[n>>3]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*24|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+p[j>>3];k=m-k;g=+p[a+(h*24|0)+8>>3]-+p[b+8>>3];e=+p[a+(h*24|0)+16>>3]-+p[b+16>>3];p[o>>3]=k;p[l>>3]=g;p[n>>3]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[o+24>>2]=k==0.0?0:k<0.0?-1:1;f[o+28>>2]=g==0.0?0:g<0.0?-1:1;f[o+32>>2]=e==0.0?0:e<0.0?-1:1;w=o+40|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;f[w+16>>2]=0;f[w+20>>2]=0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*24|0)|0;k=+p[a+(b*24|0)+8>>3]-+p[s+8>>3];m=+p[a+(b*24|0)+16>>3]-+p[s+16>>3];b=t;o=t;p[o>>3]=+p[w>>3]-+p[s>>3];p[b+8>>3]=k;p[b+16>>3]=m;m=+p[o>>3];o=m==0.0;b=m<0.0?-1:1;s=t;d=s+24|0;f[d>>2]=o?0:b;if(o){b=f[i+24>>2]|0;f[d>>2]=b}m=+p[s+8>>3];o=m==0.0;d=m<0.0?-1:1;j=s+28|0;f[j>>2]=o?0:d;if(o){d=f[i+28>>2]|0;f[j>>2]=d}g=+p[s+16>>3];n=g==0.0;j=g<0.0?-1:1;l=s+32|0;f[l>>2]=n?0:j;if(n){j=f[i+32>>2]|0;f[l>>2]=j}e=+p[s>>3];if(e!=0.0|o^1|n^1){l=i;h=h+((b|0)!=(f[l+24>>2]|0)&1)|0;b=q+((d|0)!=(f[l+28>>2]|0)&1)|0;d=r+((j|0)!=(f[l+32>>2]|0)&1)|0;z=+p[l+8>>3];B=+p[l+16>>3];k=g*z-m*B;A=+p[l>>3];g=e*B-g*A;e=m*A-e*z;p[s+40>>3]=k;p[s+48>>3]=g;p[s+56>>3]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+p[l+40>>3]+g*+p[l+48>>3]+e*+p[l+56>>3]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function Y7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+48|0)>>2]=a;J=(O+48|0)+4|0;f[J>>2]=g;F=(O+48|0)+8|0;f[F>>2]=h;f[(O+48|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){v=l<0.0?-l:l;x=k<0.0?-k:k;w=j<0.0?-j:j;z=v>x?(w>v?2:0):w>x?2:1;m=f[d+4>>2]|0}else K=4}if((K|0)==4){y=(f[d>>2]|0)+1|0;m=f[d+4>>2]|0;v=+p[(b+(m*24|0)|0)>>3];if((y|0)==2){g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;j=v}else{g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;h=d+8|0;r=v;while(1){c=f[h>>2]|0;h=h+4|0;w=+p[b+(c*24|0)+8>>3];x=+p[g+8>>3];s=+p[b+(c*24|0)+16>>3];t=+p[g+16>>3];k=k+(w+x)*(s-t);j=+p[(b+(c*24|0)|0)>>3];q=q+(s+t)*(j-r);l=l+(w-x)*(r+j);if((h|0)==(d+(y<<2)|0|0)){g=b+(c*24|0)|0;break}else{g=b+(c*24|0)|0;r=j}}}w=+p[b+(m*24|0)+8>>3];t=+p[g+8>>3];r=+p[b+(m*24|0)+16>>3];s=+p[g+16>>3];x=k+(w+t)*(r-s);k=q+(v-j)*(r+s);l=l+(v+j)*(w-t);j=x<0.0?-x:x;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){o=b+(m*24|0)|0;h=g;c=d+8|0;r=v;q=t;while(1){if((c|0)==(d+(y<<2)|0|0))break a;g=f[c>>2]|0;l=q;q=+p[o+8>>3];j=s;s=+p[o+16>>3];j=(+p[b+(g*24|0)+8>>3]-q)*(s-j);k=(+p[b+(g*24|0)+16>>3]-s)*(r-+p[h>>3]);x=r;r=+p[(b+(g*24|0)|0)>>3];l=(r-x)*(q-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=o;o=b+(g*24|0)|0;c=c+4|0}}}while(0);z=j>k?(l>j?2:0):l>k?2:1}f[(O+48|0)+16>>2]=z;y=(O+48|0)+24|0;f[y>>2]=0;A=(O+48|0)+20|0;f[A>>2]=0;h=b+(m*24|0)|0;f[(O+24|0)>>2]=f[h>>2];f[(O+24|0)+4>>2]=f[h+4>>2];f[(O+24|0)+8>>2]=f[h+8>>2];f[(O+24|0)+12>>2]=f[h+12>>2];f[(O+24|0)+16>>2]=f[h+16>>2];f[(O+24|0)+20>>2]=f[h+20>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];f[O+12>>2]=f[h+12>>2];f[O+16>>2]=f[h+16>>2];f[O+20>>2]=f[h+20>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+p[b+(g*24|0)>>3];if(j<+p[(O+24|0)>>3]){B=O+24|0;K=14}else if(j>+p[O>>3]){B=O;K=14}if((K|0)==14){K=0;p[B>>3]=j}j=+p[b+(g*24|0)+8>>3];if(j<+p[((O+24|0)+8|0)>>3]){C=O+24|0;K=17}else if(j>+p[(O+8|0)>>3]){C=O;K=17}if((K|0)==17){K=0;p[C+8>>3]=j}j=+p[b+(g*24|0)+16>>3];if(j<+p[((O+24|0)+16|0)>>3]){E=O+24|0;K=20}else if(j>+p[(O+16|0)>>3]){E=O;K=20}if((K|0)==20){K=0;p[E+16>>3]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));q=+p[(O+24|0)>>3];r=+p[O>>3];s=+p[((O+24|0)+8|0)>>3];t=+p[(O+8|0)>>3];v=+p[((O+24|0)+16|0)>>3];w=+p[(O+16|0)>>3];j=r-q!=0.0?2.0/(r-q):r-q;k=t-s!=0.0?2.0/(t-s):t-s;l=w-v!=0.0?2.0/(w-v):w-v;x=r-q<t-s?t-s:r-q;x=(x<w-v?w-v:x)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+96>>2]=a;f[O+104>>2]=b;f[O+128>>2]=e;f[O+168>>2]=I;f[O+232>>2]=C;f[O+256>>2]=E;f[O+296>>2]=d;f[O+528>>2]=L;f[O+536>>2]=N;f[O+688>>2]=z;f[O+1048>>2]=M;f[O+1056>>2]=i;n[O+1896>>2]=j;n[O+1904>>2]=k;n[O+1912>>2]=l;f[O+1936>>2]=J;f[O+2192>>2]=F;f[O+2632>>2]=y;f[O+2640>>2]=A;n[O+3448>>2]=q;n[O+3456>>2]=r;n[O+3496>>2]=s;n[O+3528>>2]=t;n[O+3584>>2]=v;n[O+3616>>2]=w;n[O+3856>>2]=x;f[O+6064>>2]=K;f[O+6168>>2]=0;f[O+6172>>2]=0;xbb(O);L=f[O+528>>2]|0;N=f[O+536>>2]|0;M=f[O+1048>>2]|0;i=f[O+1056>>2]|0;K=f[O+6064>>2]|0;G=f[O+6168>>2]|0;D=f[O+6172>>2]|0;H=+n[O+6172>>2];f[O+6168>>2]=0;f[O+6172>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break b}}}while(0);if((K|0)==450){g=f[y>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[y>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+36>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function Z7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+32>>2];o=+n[(f[h+4>>2]|0)+32>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+32>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+32>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+32>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+32>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+32>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+32>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+32>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);Z7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+32>>2];p=+n[(f[h+4>>2]|0)+32>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+32>>2];p=+n[(f[e+4>>2]|0)+32>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function _7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;J=u;u=u+48|0;A=J;H=f[b+16>>2]|0;F=b+12|0;G=f[F>>2]|0;E=f[c+16>>2]|0;C=c+12|0;D=f[C>>2]|0;if((G|0)==(D|0)|((H|0)==(E|0)|((G|0)==0|(D|0)==0))){u=J;return}if((f[H+24>>2]|0)==(f[E+24>>2]|0)){u=J;return}b=f[G+24>>2]|0;c=f[D+24>>2]|0;if((b|0)==(c|0)){u=J;return}x=+n[H+28>>2];y=+n[G+28>>2]-x;q=+n[H+32>>2];r=+n[G+32>>2]-q;g=+n[D+28>>2];h=+n[D+32>>2];if(y*(h-q)<r*(g-x)){u=J;return}m=+n[E+28>>2];l=g-m;o=+n[E+32>>2];g=h-o;m=m-x;o=o-q;h=r*l-y*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=J;return}z=1.0/h;B=(l*o-m*g)*z;z=(y*o-r*m)*z;if(B<d|z<e){u=J;return}if((b|0)<0){if(B>1.0){u=J;return}}else if(B>=.9999989867210388){u=J;return}if((c|0)<0){if(z>1.0){u=J;return}}else if(z>=.9999989867210388){u=J;return}q=q+B*r;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(q<=+n[(f[c+4>>2]|0)+32>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{w=c;c=b;b=w}}while(0);s=G+24|0;t=D+24|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+32>>2];if(q<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+24>>2]|0;j=f[s>>2]|0;if((i|0)==(j|0))break b;k=f[t>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+24>>2]|0)==(k|0))if(g==q?(f[(f[c+16>>2]|0)+24>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{w=c;c=b;b=w}}u=J;return}while(0);e=+p[H>>3];o=B;p[A>>3]=e+(+p[G>>3]-e)*o;e=+p[H+8>>3];p[A+8>>3]=e+(+p[G+8>>3]-e)*o;e=+p[H+16>>3];p[A+16>>3]=e+(+p[G+16>>3]-e)*o;o=x+B*y;n[A+28>>2]=o;n[A+32>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;s=j+4|0;f[s>>2]=0;t=f[a>>2]|0;i=a+12|0;K=f[i>>2]|0;c=K+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;v=a+20|0;w=f[t>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((K|0)>0){K=A+(c*24|0)|0;f[w>>2]=f[K>>2];f[w+4>>2]=f[K+4>>2];f[w+8>>2]=f[K+8>>2];f[w+12>>2]=f[K+12>>2];f[w+16>>2]=f[K+16>>2];f[w+20>>2]=f[K+20>>2]}else{f[w>>2]=f[A>>2];f[w+4>>2]=f[A+4>>2];f[w+8>>2]=f[A+8>>2];f[w+12>>2]=f[A+12>>2];f[w+16>>2]=f[A+16>>2];f[w+20>>2]=f[A+20>>2]}f[w+24>>2]=c;g=+p[w>>3];m=+p[w+8>>3];l=+p[w+16>>3];switch(i|0){case 0:{h=l;g=m;I=31;break}case 1:{h=g;g=l;I=31;break}case 2:{h=m;I=31;break}default:{c=w+28|0;i=w+32|0}}if((I|0)==31){c=w+28|0;n[c>>2]=g;i=w+32|0;n[i>>2]=h}f[w+36>>2]=0;K=f[t>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,8)|0;f[K+4>>2]=w;f[K>>2]=f[v>>2];f[v>>2]=K;n[c>>2]=o;n[i>>2]=q;f[k>>2]=w;f[s>>2]=w;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[C>>2];f[j+16>>2]=f[F>>2];K=f[s>>2]|0;f[C>>2]=K;f[F>>2]=K;K=f[f[a>>2]>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,40)|0;f[(f[s>>2]|0)+36>>2]=K;d8a(K,0,H,G,B);d8a(K,1,E,D,z);u=J;return}function $7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+32>>2];k=+n[c+32>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+28>>2];h=+n[c+28>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+28>>2]-f)*(+n[d+32>>2]-k);f=(+n[d+28>>2]-h)*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+32>>2];i=l-g;j=+n[a+28>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+28>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+28>>2]-j);f=(f-+n[c+28>>2])*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+28>>2];h=(j-i)/f;i=+n[d+28>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+28>>2]-j);f=i*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function a8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){z=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+28>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])y=18;else if(+n[l+32>>2]!=+n[m+32>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function b8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){y=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+28>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])x=18;else if(+n[l+32>>2]!=+n[m+32>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function c8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0,x=0,y=0;x=u;u=u+48|0;h=x;e=+n[b+32>>2];i=+n[c+32>>2];if(e==i){u=x;return c|0}t=d+4|0;q=+n[(f[t>>2]|0)+32>>2];v=(q-e)/(i-e);l=+p[b>>3];s=v;p[h>>3]=l+(+p[c>>3]-l)*s;l=+p[b+8>>3];p[h+8>>3]=l+(+p[c+8>>3]-l)*s;l=+p[b+16>>3];p[h+16>>3]=l+(+p[c+16>>3]-l)*s;s=+n[b+28>>2];s=s+v*(+n[c+28>>2]-s);n[h+28>>2]=s;n[h+32>>2]=q;m=f[a>>2]|0;j=a+12|0;y=f[j>>2]|0;g=y+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;w=f[m>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((y|0)>0){y=h+(g*24|0)|0;f[w>>2]=f[y>>2];f[w+4>>2]=f[y+4>>2];f[w+8>>2]=f[y+8>>2];f[w+12>>2]=f[y+12>>2];f[w+16>>2]=f[y+16>>2];f[w+20>>2]=f[y+20>>2]}else{f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[w+8>>2]=f[h+8>>2];f[w+12>>2]=f[h+12>>2];f[w+16>>2]=f[h+16>>2];f[w+20>>2]=f[h+20>>2]}f[w+24>>2]=g;e=+p[w>>3];l=+p[w+8>>3];k=+p[w+16>>3];switch(j|0){case 0:{i=k;e=l;r=9;break}case 1:{i=e;e=k;r=9;break}case 2:{i=l;r=9;break}default:{g=w+28|0;h=w+32|0}}if((r|0)==9){g=w+28|0;n[g>>2]=e;h=w+32|0;n[h>>2]=i}y=w+36|0;f[y>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=w;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=s;n[h>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[y>>2]=j;h=f[t>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+24>>2];f[j+12>>2]=f[g+24>>2];if(+p[h>>3]<+p[g>>3]){e=+n[h+28>>2];e=(s-e)/(+n[g+28>>2]-e)}else e=0.0;n[j+16>>2]=e;d8a(j,1,b,c,v);y=w;u=x;return y|0}function d8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+24>>2]|0;m=(l|0)<0;if(m){k=f[c+36>>2]|0;i=f[k+12>>2]|0;h=d+24|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+36>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+24|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+36>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+36>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function e8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=J7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function f8a(a,b){a=a|0;b=b|0;return _zb(b)|0}function g8a(a,b){a=a|0;b=b|0;$zb(b);return}function h8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=W7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function i8a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(808)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=40260;e=d+16|0;f[e>>2]=c;eAa(d+24|0);f[d+776>>2]=0;f[d+780>>2]=0;f[d+784>>2]=0;f[d+788>>2]=-1;c=d+804|0;b[c>>0]=b[c>>0]&-16;f[a>>2]=e;f[a+4>>2]=d;return}function j8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);return}function k8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function l8a(a){a=a|0;a=f[a+780>>2]|0;if(!a)return;iOb(a);return}function m8a(a){a=a|0;sOb(a);return}function n8a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+768|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function o8a(a,c){a=a|0;c=c|0;bR(a+8|0,c)|0;c=a+788|0;b[c>>0]=b[c>>0]|1;return}function p8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+760|0;c=f[h>>2]|0;d=f[b>>2]|0;e=d;if((c|0)==(d|0)){h=0;return h|0}if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d)if(c)g=7;else c=e;else if(c^(f[d+8>>2]|0)!=0)g=7;else c=e;do if((g|0)==7){c=f[a>>2]|0;if(!c)c=e;else{if((f[c+216>>2]|0)!=(a|0))if((f[c+208>>2]|0)!=(a|0)){c=e;break}C9a(c);c=f[b>>2]|0}}while(0);d=f[b+4>>2]|0;if(d|0)gOb(d);f[h>>2]=c;h=a+764|0;c=f[h>>2]|0;f[h>>2]=d;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function q8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&2))i=4;else if(+n[a+776>>2]==c){a=0;u=j;return a|0}else if(+n[a+776>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+776>>2]=h;b[g>>0]=d|2;a=1;u=j;return a|0}function r8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&4))i=4;else if(+n[a+780>>2]==c){a=0;u=j;return a|0}else if(+n[a+780>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+780>>2]=h;b[g>>0]=d|4;a=1;u=j;return a|0}function s8a(a,c){a=a|0;c=+c;var d=0,e=0;d=a+788|0;e=b[d>>0]|0;a=a+784|0;if(e&8)if(+n[a>>2]==c){e=0;return e|0}n[a>>2]=c;b[d>>0]=e|8;e=1;return e|0}function t8a(a){a=a|0;var b=0,c=0;b=a+760|0;if(!(f[b>>2]|0)){a=0;return a|0}f[b>>2]=0;c=a+764|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b){c=1;return c|0}if((f[b+216>>2]|0)!=(a|0))if((f[b+208>>2]|0)!=(a|0)){c=1;return c|0}C9a(b);c=1;return c|0}function u8a(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+832|0;l=s+72|0;m=s+48|0;o=s+24|0;q=s;r=a+60|0;i=a;k=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));k=pOb(4280)|0;v8a(k,a);f[r>>2]=k;f[a+64>>2]=f[c>>2];c=f[c+4>>2]|0;f[a+68>>2]=c;if(c|0)gOb(c);g=a+72|0;c=pOb(160)|0;idb(c,13.0,13.0,128,512,200);f[g>>2]=c;c=a+120|0;i=a+80|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[c>>3]=1.0;f[a+128>>2]=0;n[a+132>>2]=.15000000596046448;n[a+136>>2]=.15000000596046448;n[a+140>>2]=.15000000596046448;c=a+208|0;i=a+144|0;k=i+64|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));i8a(c,a);f[a+216>>2]=0;f[a+220>>2]=0;b[a+224>>0]=7;b[a+225>>0]=2;b[a+226>>0]=0;b[a+227>>0]=0;b[a+228>>0]=1;b[a+229>>0]=1;i=a+230|0;k=(j[i>>1]|j[i+2>>1]<<16)&-1048576|389249;d[i>>1]=k;d[i+2>>1]=k>>>16;i=a+236|0;k=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));b[a+296>>0]=0;p[a+304>>3]=1.0;b[a+312>>0]=0;b[a+313>>0]=0;e=a+360|0;i=a+320|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[e>>3]=1.0;f[a+368>>2]=512;n[a+372>>2]=0.0;n[a+376>>2]=1.0;b[a+380>>0]=1;f[a+388>>2]=0;f[a+392>>2]=0;f[a+396>>2]=0;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+96>>2]&1023](k,a);mdb((f[r>>2]|0)+112|0,0);k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|16;b[k>>0]=i;b[k+1>>0]=i>>8;k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|32;b[k>>0]=i;b[k+1>>0]=i>>8;k=a+381|0;b[k>>0]=1;b[k+1>>0]=1;b[k+2>>0]=1;b[k+3>>0]=1;b[k+4>>0]=1;b[k+5>>0]=1;n[a+284>>2]=.07500000298023224;n[a+288>>2]=.07500000298023224;n[a+292>>2]=.07500000298023224;a=f[r>>2]|0;kgb(a+2824|0,b[a+2850>>0]|0);a=f[r>>2]|0;k=a+2852|0;a=a+2868|0;f[a>>2]=f[k>>2];f[a+4>>2]=f[k+4>>2];f[a+8>>2]=f[k+8>>2];f[a+12>>2]=f[k+12>>2];a=(f[r>>2]|0)+2900|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;q8a(f[c>>2]|0,.3330000042915344)|0;r8a(f[c>>2]|0,.5)|0;s8a(f[c>>2]|0,12.0)|0;r=f[r>>2]|0;f[q>>2]=14;f[m>>2]=q;w8a(l,r+1884|0,q,262924,m,o);r=(f[l>>2]|0)+24|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;p[m+16>>3]=1.0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[q>>3]=0.0;p[q+8>>3]=1.0;p[q+16>>3]=0.0;aAa(l,2,m,o,q,2.0,2.0,0.0);neb(r,l);u=s;return}function v8a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;jdb(a,c);jdb(a+112|0,c);eAa(a+224|0);e=a+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;d[e+12>>1]=0;f[a+992>>2]=1;e=a+1024|0;g=a+996|0;h=g+28|0;do{b[g>>0]=0;g=g+1|0}while((g|0)<(h|0));n[e>>2]=1.0;g=a+1028|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+1044>>2]=1.0;Ihb(a+1048|0,c);f[a+1888>>2]=0;f[a+1892>>2]=0;f[a+1884>>2]=a+1888;c=a+1896|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;eeb(a+1916|0);Fqb(a+1976|0);Fqb(a+2044|0);Fqb(a+2112|0);reb(a+2180|0);yfb(a+2224|0);xhb(a+2256|0);Rgb(a+2260|0);Keb(a+2336|0);sgb(a+2512|0);agb(a+2548|0);agb(a+2824|0);c=a+3152|0;g=a+3100|0;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=.20000000298023224;n[a+3156>>2]=0.0;n[a+3160>>2]=0.0;n[a+3164>>2]=0.0;n[a+3168>>2]=1.0;n[a+3172>>2]=0.0;n[a+3176>>2]=1.0;n[a+3180>>2]=0.0;n[a+3184>>2]=1.0;n[a+3188>>2]=1.0;n[a+3192>>2]=1.0;n[a+3196>>2]=0.0;n[a+3200>>2]=1.0;n[a+3204>>2]=1.0;n[a+3208>>2]=0.0;n[a+3212>>2]=0.0;n[a+3216>>2]=1.0;n[a+3220>>2]=0.0;n[a+3224>>2]=0.0;n[a+3228>>2]=1.0;n[a+3232>>2]=1.0;bhb(a+3264|0);Ofb(a+3284|0);c=a+3452|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;gfb(a+3472|0);n[a+3556>>2]=0.0;n[a+3560>>2]=0.0;n[a+3564>>2]=0.0;n[a+3568>>2]=1.0;n[a+3572>>2]=0.0;n[a+3576>>2]=0.0;n[a+3580>>2]=0.0;n[a+3584>>2]=1.0;c=a+3588|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;c=a+3680|0;g=a+3624|0;h=g+56|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=-1;f[c+4>>2]=-1;f[c+8>>2]=-1;f[c+12>>2]=-1;f[c+16>>2]=-1;n[a+3700>>2]=0.0;n[a+3704>>2]=0.0;n[a+3708>>2]=0.0;n[a+3712>>2]=.6499999761581421;f[a+3716>>2]=5;n[a+3720>>2]=1.0;b[a+3724>>0]=1;f[a+3728>>2]=0;f[a+3732>>2]=0;f[a+3764>>2]=0;f[a+3768>>2]=0;f[a+3800>>2]=0;f[a+3804>>2]=0;f[a+3836>>2]=0;f[a+3840>>2]=0;f[a+3872>>2]=0;f[a+3876>>2]=0;f[a+3908>>2]=0;f[a+3912>>2]=0;f[a+3944>>2]=0;f[a+3948>>2]=0;f[a+3980>>2]=0;f[a+3984>>2]=0;f[a+4016>>2]=0;f[a+4020>>2]=0;f[a+4052>>2]=0;f[a+4056>>2]=0;f[a+4088>>2]=0;f[a+4092>>2]=0;f[a+4124>>2]=0;f[a+4128>>2]=0;g=a+4160|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[a+4180>>2]=1.0;n[a+4184>>2]=.05000000074505806;n[a+4188>>2]=.02500000037252903;n[a+4192>>2]=0.0;n[a+4196>>2]=0.0;n[a+4200>>2]=0.0;n[a+4204>>2]=1.0;n[a+4208>>2]=30.0;n[a+4212>>2]=20.0;g=a+4216|0;h=a+4240|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[h+16>>2]=-1;n[a+4260>>2]=.6499999761581421;n[a+4264>>2]=10.0;n[a+4268>>2]=1.0;f[a+4272>>2]=9;b[a+4276>>0]=0;return}function w8a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function x8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+72|0;b=f[e>>2]|0;do if(b|0){if(Rg[f[(f[b>>2]|0)+100>>2]&255](b,a)|0){b=f[e>>2]|0;f[e>>2]=0;if(b|0){gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;f[e>>2]=0;if(!b)break;gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;if(!b)break;oh[f[(f[b>>2]|0)+96>>2]&1023](b,a);b=f[e>>2]|0;c=f[b>>2]|0;if(!(f[a+104>>2]|0)){gh[f[c+128>>2]&2047](b);break}else{gh[f[c+124>>2]&2047](b);break}}}else f[e>>2]=0;f[e>>2]=0}while(0);b=a+60|0;c=f[b>>2]|0;if(c|0){y8a(c);sOb(c)}f[b>>2]=0;b=f[a+388>>2]|0;if(b|0){c=a+392|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=f[a+280>>2]|0;if(b|0)iOb(b);b=f[a+272>>2]|0;if(b|0)iOb(b);b=f[a+264>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+248>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+212>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+68>>2]|0;if(b|0)iOb(b);d=a+48|0;b=f[d>>2]|0;if(b|0){e=a+52|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+36|0;b=f[e>>2]|0;if(b|0){d=a+40|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+12|0;b=f[d>>2]|0;if(b|0){e=a+16|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function y8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+4236>>2]|0;if(b|0)iOb(b);b=f[a+4228>>2]|0;if(b|0)iOb(b);b=f[a+4220>>2]|0;if(b|0)iOb(b);z8a(a+3728|0);b=f[a+3676>>2]|0;if(b|0)iOb(b);b=f[a+3668>>2]|0;if(b|0)iOb(b);b=f[a+3660>>2]|0;if(b|0)iOb(b);b=f[a+3652>>2]|0;if(b|0)iOb(b);b=f[a+3644>>2]|0;if(b|0)iOb(b);b=f[a+3636>>2]|0;if(b|0)iOb(b);b=f[a+3628>>2]|0;if(b|0)iOb(b);b=f[a+3604>>2]|0;if(b|0)iOb(b);b=f[a+3596>>2]|0;if(b|0)iOb(b);A8a(a+3472|0);b=f[a+3464>>2]|0;if(b|0)iOb(b);b=f[a+3456>>2]|0;if(b|0)iOb(b);B8a(a+3284|0);b=f[a+3276>>2]|0;if(b|0)iOb(b);b=f[a+3268>>2]|0;if(b|0)iOb(b);b=f[a+3136>>2]|0;if(b|0)iOb(b);b=f[a+3128>>2]|0;if(b|0)iOb(b);b=f[a+3120>>2]|0;if(b|0)iOb(b);b=f[a+3112>>2]|0;if(b|0)iOb(b);b=f[a+3104>>2]|0;if(b|0)iOb(b);C8a(a+2824|0);C8a(a+2548|0);b=f[a+2540>>2]|0;if(b|0)iOb(b);b=f[a+2532>>2]|0;if(b|0)iOb(b);b=f[a+2524>>2]|0;if(b|0)iOb(b);b=f[a+2516>>2]|0;if(b|0)iOb(b);D8a(a+2336|0);b=f[a+2304>>2]|0;if(b|0)iOb(b);b=f[a+2296>>2]|0;if(b|0)iOb(b);b=f[a+2288>>2]|0;if(b|0)iOb(b);b=f[a+2280>>2]|0;if(b|0)iOb(b);b=f[a+2272>>2]|0;if(b|0)iOb(b);b=f[a+2264>>2]|0;if(b|0)iOb(b);yhb(a+2256|0);b=f[a+2248>>2]|0;if(b|0)iOb(b);b=f[a+2236>>2]|0;if(b|0)iOb(b);b=f[a+2228>>2]|0;if(b|0)iOb(b);seb(a+2180|0);b=f[a+2136>>2]|0;if(b|0){c=a+2140|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2132>>2]|0;if(b|0)iOb(b);b=f[a+2124>>2]|0;if(b|0)iOb(b);b=f[a+2116>>2]|0;if(b|0)iOb(b);b=f[a+2068>>2]|0;if(b|0){c=a+2072|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2064>>2]|0;if(b|0)iOb(b);b=f[a+2056>>2]|0;if(b|0)iOb(b);b=f[a+2048>>2]|0;if(b|0)iOb(b);b=f[a+2e3>>2]|0;if(b|0){c=a+2004|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+1996>>2]|0;if(b|0)iOb(b);b=f[a+1988>>2]|0;if(b|0)iOb(b);b=f[a+1980>>2]|0;if(b|0)iOb(b);b=f[a+1928>>2]|0;if(b|0)iOb(b);b=f[a+1920>>2]|0;if(b|0)iOb(b);e=a+1912|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}e=a+1908|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}d=a+1896|0;b=f[d>>2]|0;if(b|0){e=a+1900|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-120|0;f[e>>2]=g;E8a(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}G8a(a+1884|0,f[a+1888>>2]|0);F8a(a+1048|0);b=f[a+1036>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[e+24>>2]|0;if(c|0)jOb(c);c=f[e+8>>2]|0;if(c|0){d=e+12|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(e)}while((b|0)!=0);g=a+1028|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+1016>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)jOb(c);c=f[d+12>>2]|0;if(c|0)iOb(c);sOb(d)}while((b|0)!=0);g=a+1008|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+976>>2]|0;if(!b){g=a+112|0;E8a(g);E8a(a);return}c=a+980|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);g=a+112|0;E8a(g);E8a(a);return}function z8a(a){a=a|0;var b=0;b=f[a+436>>2]|0;if(b|0)iOb(b);b=f[a+400>>2]|0;if(b|0)iOb(b);b=f[a+364>>2]|0;if(b|0)iOb(b);b=f[a+328>>2]|0;if(b|0)iOb(b);b=f[a+292>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+184>>2]|0;if(b|0)iOb(b);b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+112>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function A8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);h=a+20|0;b=f[h>>2]|0;if(b|0){g=a+24|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-72|0;f[g>>2]=d;e=f[c+-28>>2]|0;if(e|0)iOb(e);Ghb(c+-52|0);Ghb(d);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+8>>2]|0;if(b|0){c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function B8a(a){a=a|0;var b=0;b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function C8a(a){a=a|0;var b=0;b=f[a+260>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+200>>2]|0;if(b|0)iOb(b);b=f[a+180>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+116>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function D8a(a){a=a|0;var b=0;b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function E8a(a){a=a|0;var b=0,c=0;b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);c=f[a+4>>2]|0;if(!c)return;b=a+8|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c);return}function F8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;H8a(a+324|0);e=a+312|0;b=f[e>>2]|0;if(b|0){g=a+316|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-524|0;f[g>>2]=d;H8a(c+-504|0);c=f[c+-516>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+284>>2]|0;if(b|0){c=a+288|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(!b){h=a+16|0;J8a(h);return}c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);h=a+16|0;J8a(h);return}function G8a(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;G8a(a,f[b>>2]|0);G8a(a,f[b+4>>2]|0);H8a(b+840|0);d=f[b+24>>2]|0;if(d|0){a=b+28|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}sOb(b);return}function H8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+484>>2]|0;if(b|0){c=a+488|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);sOb(b)}g=a+464|0;I8a(g,f[a+472>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+444|0;I8a(g,f[a+452>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+424|0;I8a(g,f[a+432>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+404|0;I8a(g,f[a+412>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+384|0;I8a(g,f[a+392>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+364|0;I8a(g,f[a+372>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+344|0;I8a(g,f[a+352>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+324|0;I8a(g,f[a+332>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+304|0;I8a(g,f[a+312>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+284|0;I8a(g,f[a+292>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+264|0;I8a(g,f[a+272>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+244|0;I8a(g,f[a+252>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+232>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+224|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+204|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+184|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+164|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+144|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+132>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+124|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+112>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+104|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+92>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+84|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+72>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+64|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;g=f[c+12>>2]|0;if(g|0){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-44-g|0)>>>0)/44|0)*44|0);sOb(g)}sOb(c)}while((b|0)!=0);g=a+44|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+32>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+12>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function I8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;if(!b)return;do{h=b;b=f[b>>2]|0;a=f[h+20>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;e=f[g+60>>2]|0;if(e|0){c=g+64|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((a|0)!=0);g=h+12|0;a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);sOb(h)}while((b|0)!=0);return}function J8a(a){a=a|0;var b=0,c=0,d=0;b=f[a+244>>2]|0;if(b|0){c=a+248|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+212>>2]|0;if(b|0){c=a+216|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+180>>2]|0;if(b|0){c=a+184|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+164>>2]|0;if(b|0){c=a+168|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+148>>2]|0;if(b|0){c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+132>>2]|0;if(b|0){c=a+136|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+116>>2]|0;if(b|0){c=a+120|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+100>>2]|0;if(b|0){c=a+104|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+68>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function K8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+48|0;h=k;i=k+36|0;j=k+24|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;L8a(i,a,c,d,h);g=(b[i+1>>0]|0)==0;if(g)se();d=f[a+72>>2]|0;if(d|0){l=+Mg[f[(f[d>>2]|0)+92>>2]&63](d);p[h>>3]=l}if(c<<24>>24==4){c=a+88|0;f[c>>2]=(f[c>>2]|0)+(f[h+8>>2]|0);c=a+92|0;f[c>>2]=(f[c>>2]|0)+(f[h+12>>2]|0);c=a+96|0;f[c>>2]=(f[c>>2]|0)+(f[h+16>>2]|0);c=a+100|0;f[c>>2]=(f[c>>2]|0)+(f[h+20>>2]|0)}else{c=a+80|0;f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];f[c+16>>2]=f[h+16>>2];f[c+20>>2]=f[h+20>>2]}if(e|0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];f[e+16>>2]=f[h+16>>2];f[e+20>>2]=f[h+20>>2]}if(g){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}if((f[a>>2]|0)==(f[a+4>>2]|0)){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}M8a(j,a,h);h3a(a,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}function L8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;r=0;t=u;u=u+2848|0;if(c<<24>>24==1)jSa(f[b+64>>2]|0);g=(d|0)==0?-1:d;j=~~+Gha()>>>0;f[(b+108|0)>>2]=(f[(b+108|0)>>2]|0)+1;if(e|0){f[(e+8|0)>>2]=0;f[(e+8|0)+4>>2]=0;f[(e+8|0)+8>>2]=0;f[(e+8|0)+12>>2]=0}k=JAa((f[(b+60|0)>>2]|0)+224|0,f[64745]|0,f[64746]|0)|0;n[(t+1176|0)>>2]=+p[k>>3];n[((t+1176|0)+4|0)>>2]=+p[k+8>>3];n[((t+1176|0)+8|0)>>2]=+p[k+16>>3];n[((t+1176|0)+12|0)>>2]=+p[k+24>>3];n[((t+1176|0)+16|0)>>2]=+p[k+32>>3];n[((t+1176|0)+20|0)>>2]=+p[k+40>>3];n[((t+1176|0)+24|0)>>2]=+p[k+48>>3];n[((t+1176|0)+28|0)>>2]=+p[k+56>>3];n[((t+1176|0)+32|0)>>2]=+p[k+64>>3];n[((t+1176|0)+36|0)>>2]=+p[k+72>>3];n[((t+1176|0)+40|0)>>2]=+p[k+80>>3];n[((t+1176|0)+44|0)>>2]=+p[k+88>>3];n[((t+1176|0)+48|0)>>2]=+p[k+96>>3];n[((t+1176|0)+52|0)>>2]=+p[k+104>>3];n[((t+1176|0)+56|0)>>2]=+p[k+112>>3];n[((t+1176|0)+60|0)>>2]=+p[k+120>>3];f[(t+280|0)>>2]=t+1176|0;f[(t+280|0)+4>>2]=b+144|0;if(N8a(t+280|0)|0){f[(b+144|0)>>2]=f[(t+1176|0)>>2];f[b+148>>2]=f[((t+1176|0)+4|0)>>2];f[b+152>>2]=f[((t+1176|0)+8|0)>>2];f[b+156>>2]=f[((t+1176|0)+12|0)>>2];f[b+160>>2]=f[((t+1176|0)+16|0)>>2];f[b+164>>2]=f[((t+1176|0)+20|0)>>2];f[b+168>>2]=f[((t+1176|0)+24|0)>>2];f[b+172>>2]=f[((t+1176|0)+28|0)>>2];f[b+176>>2]=f[((t+1176|0)+32|0)>>2];f[b+180>>2]=f[((t+1176|0)+36|0)>>2];f[b+184>>2]=f[((t+1176|0)+40|0)>>2];f[b+188>>2]=f[((t+1176|0)+44|0)>>2];f[b+192>>2]=f[((t+1176|0)+48|0)>>2];f[b+196>>2]=f[((t+1176|0)+52|0)>>2];f[b+200>>2]=f[((t+1176|0)+56|0)>>2];f[b+204>>2]=f[((t+1176|0)+60|0)>>2];y2a(b+36|0,(f[(b+60|0)>>2]|0)+224|0);d=1}else d=0;h=f[(b+60|0)>>2]|0;i=f[h+1884>>2]|0;k=1;if(k){k=0;if((i|0)==(h+1888|0|0))l=0;else k=1}f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1344>>2]=d;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1408>>2]=g;f[t+1416>>2]=q;f[t+1632>>2]=h;f[t+1640>>2]=i;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2680>>2]=k;f[t+2688>>2]=s;f[t+2728>>2]=0;f[t+2732>>2]=0;zbb(t);l=f[t+1352>>2]|0;m=f[t+1376>>2]|0;o=f[t+1392>>2]|0;q=f[t+1416>>2]|0;r=f[t+2672>>2]|0;s=f[t+2688>>2]|0;f[t+1264>>2]=a;f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1416>>2]=q;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2688>>2]=s;f[t+2720>>2]=0;f[t+2724>>2]=0;ybb(t);G=f[t+2720>>2]|0;D=f[t+2724>>2]|0;H=+n[t+2724>>2];f[t+2720>>2]=0;f[t+2724>>2]=0;if((G|0)==5)return}function M8a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+176|0;o=s+152|0;q=s+16|0;r=s;i=c+60|0;l=f[i>>2]|0;m=l+224|0;g=f[c+388>>2]|0;k=(f[c+392>>2]|0)-g|0;c=(k|0)/24|0;do if(!k){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0}else{e=l+24|0;if(!(f[e>>2]|0)){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;break}else{Adb(l,o,q);k=f[i>>2]|0;Ieb(r,k+2180|0,g,c,k+224|0,+n[o>>2],+n[q>>2],f[e>>2]|0,k+2256|0);break}}while(0);i=q+4|0;f[q>>2]=15100;j=q+56|0;f[j>>2]=15120;tEb(q+56|0,i);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(i);f[i>>2]=39692;k=q+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(i,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);c=m3a(m3a(q,197767,9)|0,197777,20)|0;c=m3a(NEb(c,+p[d>>3])|0,197798,19)|0;c=m3a(KEb(c,f[d+8>>2]|0)|0,197818,18)|0;c=m3a(KEb(c,f[d+12>>2]|0)|0,197837,22)|0;c=m3a(KEb(c,f[d+16>>2]|0)|0,197860,15)|0;c=KEb(c,f[d+20>>2]|0)|0;b[o>>0]=125;m3a(c,o,1)|0;c=m3a(q,197876,11)|0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[g>>2]=f[g>>2]&-261|256;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+8>>2]=17;c=m3a(KEb(c,h[m>>0]|0)|0,246325,2)|0;c=NEb(c,+p[l+256>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+264>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+272>>3])|0,197888,3)|0;c=NEb(c,+p[l+280>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+288>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+296>>3])|0,197888,3)|0;c=NEb(c,+p[l+232>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+240>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+248>>3])|0,246331,2)|0;c=NEb(c,+p[l+432>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+440>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+pAa(m))|0;b[o>>0]=93;m3a(c,o,1)|0;m3a(q,197892,18)|0;c=f[r>>2]|0;g=r+4|0;e=f[g>>2]|0;if((c|0)!=(e|0)){KEb(q,f[c>>2]|0)|0;c=c+4|0;if((c|0)!=(e|0))do{b[o>>0]=44;m3a(q,o,1)|0;KEb(q,f[c>>2]|0)|0;c=c+4|0}while((c|0)!=(e|0))}b[o>>0]=93;m3a(q,o,1)|0;l3a(a,i);f[q>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(q,39752);jDb(j);c=f[r>>2]|0;if(!c){u=s;return}e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);u=s;return}function N8a(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(+n[b>>2]!=+n[a>>2]){b=1;return b|0}if(+n[b+4>>2]!=+n[a+4>>2]){b=1;return b|0}if(+n[b+8>>2]!=+n[a+8>>2]){b=1;return b|0}if(+n[b+12>>2]!=+n[a+12>>2]){b=1;return b|0}if(+n[b+16>>2]!=+n[a+16>>2]){b=1;return b|0}if(+n[b+20>>2]!=+n[a+20>>2]){b=1;return b|0}if(+n[b+24>>2]!=+n[a+24>>2]){b=1;return b|0}if(+n[b+28>>2]!=+n[a+28>>2]){b=1;return b|0}if(+n[b+32>>2]!=+n[a+32>>2]){b=1;return b|0}if(+n[b+36>>2]!=+n[a+36>>2]){b=1;return b|0}if(+n[b+40>>2]!=+n[a+40>>2]){b=1;return b|0}if(+n[b+44>>2]!=+n[a+44>>2]){b=1;return b|0}if(+n[b+48>>2]!=+n[a+48>>2]){b=1;return b|0}if(+n[b+52>>2]!=+n[a+52>>2]){b=1;return b|0}if(+n[b+56>>2]!=+n[a+56>>2]){b=1;return b|0}b=+n[b+60>>2]!=+n[a+60>>2];return b|0}function O8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0;m=+p[a+344>>3];q=+p[a+352>>3];r=+p[a+360>>3];s=+L(+(m*m+(q*q+r*r)));p[d>>3]=m/s;n=d+8|0;p[n>>3]=q/s;o=d+16|0;p[o>>3]=r/s;t=a+230|0;if((j[t>>1]|j[t+2>>1]<<16)&32768|0){m=+p[b>>3];r=+p[b+24>>3];if(m<=r){l=+p[b+8>>3];s=+p[b+32>>3];if(l<=s){k=+p[b+16>>3];q=+p[b+40>>3];if(k<=q){p[c>>3]=m;b=c+8|0;p[b>>3]=l;a=c+16|0;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3];i=f*l+e*k;h=g*m+i;i=g*r+i;if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*m+(f*s+e*k);if(i<h){p[c>>3]=m;p[b>>3]=s;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*r+(f*s+e*k);if(i<h){p[c>>3]=r;p[b>>3]=s;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else i=h;h=g*m+(f*l+e*q);if(h<i){p[c>>3]=m;p[b>>3]=l;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;i=g*r+(f*l+e*q);if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=q;e=+p[o>>3];g=+p[d>>3];f=+p[n>>3]}else i=h;h=g*m+(f*s+e*q);if(h<i){p[c>>3]=m;p[b>>3]=s;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;if(!(g*r+(f*s+e*q)<h))return;p[c>>3]=r;p[b>>3]=s;p[a>>3]=q;return}}}}p[c>>3]=+p[a+320>>3];p[c+8>>3]=+p[a+328>>3];p[c+16>>3]=+p[a+336>>3];return}function P8a(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0;N=u;u=u+2048|0;F=N+1296|0;G=N+1272|0;I=N+520|0;J=N+392|0;K=N+264|0;M=N;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&2048)){M=0;u=N;return M|0}l=+p[c>>3];k=c+24|0;m=+p[k>>3];if(l<=m){z=c+8|0;o=+p[z>>3];A=c+32|0;q=+p[A>>3];if(o<=q){C=c+16|0;r=+p[C>>3];D=c+40|0;s=+p[D>>3];if(r<=s){H=a+60|0;E=f[H>>2]|0;x=f[E+1908>>2]|0;if(!(i&8192))if(+p[x+952>>3]==l)if(+p[x+960>>3]==o)if(+p[x+968>>3]==r)if(+p[x+976>>3]==m)if(+p[x+984>>3]==q)if(+p[x+992>>3]==s){M=0;u=N;return M|0}p[x+952>>3]=l;p[x+960>>3]=+p[z>>3];p[x+968>>3]=+p[C>>3];p[x+976>>3]=+p[k>>3];p[x+984>>3]=+p[A>>3];p[x+992>>3]=+p[D>>3];x=(j[h>>1]|j[h+2>>1]<<16)&-8193;d[h>>1]=x;d[h+2>>1]=x>>>16;t=+p[k>>3];B=+p[c>>3]*.5+t*.5;p[F>>3]=B;r=+p[A>>3];y=+p[z>>3]*.5+r*.5;p[F+8>>3]=y;s=+p[D>>3];w=+p[C>>3]*.5+s*.5;p[F+16>>3]=w;t=t-B;r=r-y;s=s-w;s=+L(+(t*t+(r*r+s*s)));r=+n[E+3720>>2]*+(((f[E+3716>>2]|0)+-1|0)>>>0);x=a+368|0;r=s+s*(r/(+((f[x>>2]|0)>>>0)-r));s=r*2.0;t=+p[g+8>>3];v=+p[g+16>>3];if(!(t*t+v*v+0.0>=.001)){l=+p[g>>3];m=l;o=0.0;q=-v}else{m=-t;o=v;q=0.0;l=+p[g>>3]}p[G>>3]=q;p[G+8>>3]=o;p[G+16>>3]=m;p[J>>3]=B+l;p[J+8>>3]=y+t;p[J+16>>3]=w+v;aAa(I,1,J,F,G,s,s,1.0/r);c=f[(f[H>>2]|0)+1908>>2]|0;b[c+1e3>>0]=b[I>>0]|0;p[c+1008>>3]=+p[I+8>>3];p[c+1016>>3]=+p[I+16>>3];p[c+1024>>3]=+p[I+24>>3];p[c+1032>>3]=+p[I+32>>3];p[c+1040>>3]=+p[I+40>>3];p[c+1048>>3]=+p[I+48>>3];p[c+1056>>3]=+p[I+56>>3];p[c+1064>>3]=+p[I+64>>3];p[c+1072>>3]=+p[I+72>>3];p[c+1080>>3]=+p[I+80>>3];p[c+1088>>3]=+p[I+88>>3];p[c+1096>>3]=+p[I+96>>3];p[c+1104>>3]=+p[I+104>>3];p[c+1112>>3]=+p[I+112>>3];p[c+1120>>3]=+p[I+120>>3];p[c+1128>>3]=+p[I+128>>3];p[c+1136>>3]=+p[I+136>>3];p[c+1144>>3]=+p[I+144>>3];p[c+1152>>3]=+p[I+152>>3];p[c+1160>>3]=+p[I+160>>3];p[c+1168>>3]=+p[I+168>>3];p[c+1176>>3]=+p[I+176>>3];p[c+1184>>3]=+p[I+184>>3];p[c+1192>>3]=+p[I+192>>3];p[c+1200>>3]=+p[I+200>>3];h=c+1208|0;i=I+208|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[c+1248>>3]=+p[I+248>>3];p[c+1256>>3]=+p[I+256>>3];p[c+1264>>3]=+p[I+264>>3];p[c+1272>>3]=+p[I+272>>3];p[c+1280>>3]=+p[I+280>>3];p[c+1288>>3]=+p[I+288>>3];p[c+1296>>3]=+p[I+296>>3];p[c+1304>>3]=+p[I+304>>3];p[c+1312>>3]=+p[I+312>>3];p[c+1320>>3]=+p[I+320>>3];p[c+1328>>3]=+p[I+328>>3];p[c+1336>>3]=+p[I+336>>3];p[c+1344>>3]=+p[I+344>>3];p[c+1352>>3]=+p[I+352>>3];p[c+1360>>3]=+p[I+360>>3];p[c+1368>>3]=+p[I+368>>3];f[c+1376>>2]=f[I+376>>2];f[c+1380>>2]=f[I+380>>2];f[c+1384>>2]=f[I+384>>2];f[c+1388>>2]=f[I+388>>2];f[c+1392>>2]=f[I+392>>2];f[c+1396>>2]=f[I+396>>2];f[c+1400>>2]=f[I+400>>2];f[c+1404>>2]=f[I+404>>2];f[c+1408>>2]=f[I+408>>2];f[c+1412>>2]=f[I+412>>2];f[c+1416>>2]=f[I+416>>2];f[c+1420>>2]=f[I+420>>2];f[c+1424>>2]=f[I+424>>2];f[c+1428>>2]=f[I+428>>2];f[c+1432>>2]=f[I+432>>2];f[c+1436>>2]=f[I+436>>2];p[c+1440>>3]=+p[I+440>>3];p[c+1448>>3]=+p[I+448>>3];p[c+1456>>3]=+p[I+456>>3];p[c+1464>>3]=+p[I+464>>3];p[c+1472>>3]=+p[I+472>>3];p[c+1480>>3]=+p[I+480>>3];p[c+1488>>3]=+p[I+488>>3];p[c+1496>>3]=+p[I+496>>3];p[c+1504>>3]=+p[I+504>>3];p[c+1512>>3]=+p[I+512>>3];p[c+1520>>3]=+p[I+520>>3];p[c+1528>>3]=+p[I+528>>3];p[c+1536>>3]=+p[I+536>>3];p[c+1544>>3]=+p[I+544>>3];p[c+1552>>3]=+p[I+552>>3];p[c+1560>>3]=+p[I+560>>3];p[c+1568>>3]=+p[I+568>>3];p[c+1576>>3]=+p[I+576>>3];p[c+1584>>3]=+p[I+584>>3];p[c+1592>>3]=+p[I+592>>3];p[c+1600>>3]=+p[I+600>>3];p[c+1608>>3]=+p[I+608>>3];p[c+1616>>3]=+p[I+616>>3];p[c+1624>>3]=+p[I+624>>3];p[c+1632>>3]=+p[I+632>>3];p[c+1640>>3]=+p[I+640>>3];p[c+1648>>3]=+p[I+648>>3];p[c+1656>>3]=+p[I+656>>3];p[c+1664>>3]=+p[I+664>>3];p[c+1672>>3]=+p[I+672>>3];p[c+1680>>3]=+p[I+680>>3];p[c+1688>>3]=+p[I+688>>3];f[c+1696>>2]=f[I+696>>2];f[c+1700>>2]=f[I+700>>2];f[c+1704>>2]=f[I+704>>2];f[c+1708>>2]=f[I+708>>2];f[c+1712>>2]=f[I+712>>2];f[c+1716>>2]=f[I+716>>2];f[c+1720>>2]=f[I+720>>2];f[c+1724>>2]=f[I+724>>2];f[c+1728>>2]=f[I+728>>2];G=c+1732|0;F=I+732|0;f[G>>2]=f[F>>2];f[G+4>>2]=f[F+4>>2];f[G+8>>2]=f[F+8>>2];b[G+12>>0]=b[F+12>>0]|0;G=f[x>>2]|0;I=JAa(I,G,G)|0;p[J>>3]=+p[I>>3];p[J+8>>3]=+p[I+8>>3];v=+p[I+16>>3];p[J+16>>3]=v;p[J+24>>3]=+p[I+24>>3];p[J+32>>3]=+p[I+32>>3];p[J+40>>3]=+p[I+40>>3];w=+p[I+48>>3];p[J+48>>3]=w;p[J+56>>3]=+p[I+56>>3];p[J+64>>3]=+p[I+64>>3];p[J+72>>3]=+p[I+72>>3];B=+p[I+80>>3];p[J+80>>3]=B;p[J+88>>3]=+p[I+88>>3];p[J+96>>3]=+p[I+96>>3];p[J+104>>3]=+p[I+104>>3];y=+p[I+112>>3];p[J+112>>3]=y;p[J+120>>3]=+p[I+120>>3];B=v*+p[e>>3]+w*+p[e+8>>3]+(y+B*+p[e+16>>3]);p[K>>3]=1.0;I=K+8|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+40>>3]=1.0;I=K+48|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+80>>3]=1.0;I=K+88|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;p[K+120>>3]=1.0;p[K+112>>3]=B;LAa(J,M);f[M+128>>2]=K;J=M+136|0;T8a(J,M)|0;K=f[(f[H>>2]|0)+1908>>2]|0;n[K+1752>>2]=+p[J>>3];n[K+1756>>2]=+p[M+144>>3];n[K+1760>>2]=+p[M+152>>3];n[K+1764>>2]=+p[M+160>>3];n[K+1768>>2]=+p[M+168>>3];n[K+1772>>2]=+p[M+176>>3];n[K+1776>>2]=+p[M+184>>3];n[K+1780>>2]=+p[M+192>>3];n[K+1784>>2]=+p[M+200>>3];n[K+1788>>2]=+p[M+208>>3];n[K+1792>>2]=+p[M+216>>3];n[K+1796>>2]=+p[M+224>>3];n[K+1800>>2]=+p[M+232>>3];n[K+1804>>2]=+p[M+240>>3];n[K+1808>>2]=+p[M+248>>3];n[K+1812>>2]=+p[M+256>>3];M=1;u=N;return M|0}}}eAa(F);VQ((f[(f[a+60>>2]|0)+1908>>2]|0)+1e3|0,F)|0;M=1;u=N;return M|0}function Q8a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0;i=u;u=u+192|0;h=i;switch(b[a+380>>0]|0){case 0:{f[e>>2]=f[a+372>>2];f[g>>2]=f[a+376>>2];u=i;return}case 1:{q=+p[c>>3];v=+p[c+8>>3];r=+p[c+16>>3];p[h>>3]=q;p[h+8>>3]=v;p[h+16>>3]=r;t=+p[c+24>>3];p[h+24>>3]=t;p[h+32>>3]=v;p[h+40>>3]=r;s=+p[c+32>>3];p[h+48>>3]=q;p[h+56>>3]=s;p[h+64>>3]=r;p[h+72>>3]=t;p[h+80>>3]=s;p[h+88>>3]=r;o=+p[c+40>>3];p[h+96>>3]=q;p[h+104>>3]=v;p[h+112>>3]=o;p[h+120>>3]=t;p[h+128>>3]=v;p[h+136>>3]=o;p[h+144>>3]=q;p[h+152>>3]=s;p[h+160>>3]=o;p[h+168>>3]=t;p[h+176>>3]=s;p[h+184>>3]=o;o=+p[d>>3];m=+p[d+8>>3];l=+p[d+16>>3];k=+p[d+24>>3];q=q*o;v=v*m;r=r*l+k;j=q+v+r;j=j>0.0?j:0.0;t=t*o;v=t+v+r;j=j<v?v:j;s=s*m;v=q+s+r;j=j<v?v:j;r=t+s+r;j=j<r?r:j;q=q+ +p[h+104>>3]*m+(+p[h+112>>3]*l+k);j=j<q?q:j;q=+p[h+120>>3]*o+ +p[h+128>>3]*m+(+p[h+136>>3]*l+k);j=j<q?q:j;q=+p[h+144>>3]*o+ +p[h+152>>3]*m+(+p[h+160>>3]*l+k);j=j<q?q:j;k=+p[h+168>>3]*o+ +p[h+176>>3]*m+(+p[h+184>>3]*l+k);j=j<k?k:j;n[e>>2]=j*+n[a+372>>2];n[g>>2]=j*+n[a+376>>2];u=i;return}default:{u=i;return}}}function R8a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;i=n;m=f[a>>2]|0;l=m+226|0;a:do switch(b[l>>0]|0){case 1:{k=f[m+60>>2]|0;qgb(k+2548|0,f[a+4>>2]|0,f[a+8>>2]|0,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0);break}case 2:{k=f[m+60>>2]|0;$fb(k+3100|0,f[a+4>>2]|0,32,16,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0,k+3728|0,k+224|0);break}case 3:{k=m+60|0;c=f[k>>2]|0;g=c+77|0;d=(b[f[a+20>>2]>>0]|0)!=0;if(!((h[g>>0]|h[g+1>>0]<<8)&128)){if(d){ehb(c+3264|0,f[a+4>>2]|0,f[a+8>>2]|0);break a}g=b[259204]|0;Fwb(258928,1)|0;e=(f[k>>2]|0)+3452|0;c=f[f[a+4>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(e,c);Fwb(258928,g<<24>>24!=0)|0;break a}if(d){e=b[259204]|0;Fwb(258928,1)|0;g=(f[k>>2]|0)+3452|0;c=f[f[a+8>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(g,c);Fwb(258928,e<<24>>24!=0)|0;c=f[k>>2]|0}g=f[a+4>>2]|0;f[i>>2]=0;k=i+4|0;f[k>>2]=0;qgb(c+2824|0,g,i,f[a+12>>2]|0,c+2256|0,(b[f[a+16>>2]>>0]|0)!=0);c=f[k>>2]|0;if(c|0)iOb(c);break}default:Bfb((f[m+60>>2]|0)+2224|0,f[a+4>>2]|0,f[a+8>>2]|0)}while(0);e=m+230|0;if((j[e>>1]|j[e+2>>1]<<16)&16|0)if(b[f[a+24>>2]>>0]|0){k=f[m+60>>2]|0;i=(b[l>>0]|0)==2;ffb(k+2336|0,f[a+4>>2]|0,i,0,k+224|0,i?32:48,k+2256|0)}if((b[l>>0]|0)==2){u=n;return}c=j[e>>1]|j[e+2>>1]<<16;if(c&32)if(b[f[a+28>>2]>>0]|0){c=f[m+60>>2]|0;if(!(b[f[a+24>>2]>>0]|0))d=b[f[a+32>>2]>>0]|0?16:0;else d=16;Xfb(c+3284|0,f[a+4>>2]|0,c+224|0,d,c+2256|0);c=j[e>>1]|j[e+2>>1]<<16}c=c>>>8&3;if(!(c<<24>>24)){u=n;return}if(!(b[f[a+24>>2]>>0]|0))if(!(b[f[a+28>>2]>>0]|0)){u=n;return}m=f[m+60>>2]|0;Ffb(m+3728|0,c,f[f[a+4>>2]>>2]|0,f[f[a+8>>2]>>2]|0,m+224|0,0);u=n;return}function S8a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0;q=u;u=u+96|0;e=q+72|0;k=q;l=f[a>>2]|0;m=l+60|0;ieb((f[m>>2]|0)+1916|0);if(b[f[a+4>>2]>>0]|0){g=f[m>>2]|0;c=f[(f[g+1912>>2]|0)+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){i=f[a+8>>2]|0;n[e>>2]=+p[i>>3];n[e+4>>2]=+p[i+8>>3];n[e+8>>2]=+p[i+16>>3];Agb(g+4216|0,e,+p[f[a+12>>2]>>3],c,g+2256|0)}}}}e=a+16|0;Lqb((f[m>>2]|0)+1976|0,f[e>>2]|0,0);g=l+230|0;if((j[g>>1]|j[g+2>>1]<<16)&2048|0)if((b[l+226>>0]|0)!=2){i=f[m>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(!(sSa(f[l+64>>2]|0)|0)){h=f[m>>2]|0;i=f[h+1908>>2]|0;c=f[i+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){f[k>>2]=f[e>>2];f[k+4>>2]=i+1752;i=k+8|0;gma(i,k)|0;Igb(h+3624|0,c,i,(b[f[a+20>>2]>>0]|0)!=0)}}}}}if(!((j[g>>1]|j[g+2>>1]<<16)&64))o=18;else if(qfb((f[m>>2]|0)+3472|0)|0)o=18;else if((b[l+226>>0]|0)==2)o=18;else{h=f[64773]|0;i=f[64775]|0;k=f[64774]|0;l=f[64776]|0;g=b[259204]|0;Fwb(258928,1)|0;pwb(258928,1,771)|0;a=a+24|0;Dfb((f[m>>2]|0)+3452|0,f[f[a>>2]>>2]|0);pwb(258928,1,1)|0;e=f[m>>2]|0;tfb(e+3472|0,f[a>>2]|0,e+2256|0);Fhb(f[a>>2]|0);Fwb(258928,g<<24>>24!=0)|0;owb(258928,h,i,k,l)|0}if((o|0)==18)R8a(f[a+28>>2]|0);c=f[m>>2]|0;d=f[c+1896>>2]|0;if((d|0)==(f[c+1900>>2]|0)){u=q;return}xfb(c+3556|0,f[(f[(f[d+24>>2]|0)+4>>2]|0)+8>>2]|0,f[(f[(f[d+144>>2]|0)+4>>2]|0)+8>>2]|0);u=q;return}function T8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;h=b+128|0;r=f[h>>2]|0;u=b+32|0;t=b+64|0;s=b+96|0;p[a>>3]=+p[b>>3]*+p[r>>3]+ +p[u>>3]*+p[r+8>>3]+ +p[t>>3]*+p[r+16>>3]+ +p[s>>3]*+p[r+24>>3];r=f[h>>2]|0;q=b+8|0;o=b+40|0;n=b+72|0;m=b+104|0;p[a+8>>3]=+p[q>>3]*+p[r>>3]+ +p[o>>3]*+p[r+8>>3]+ +p[n>>3]*+p[r+16>>3]+ +p[m>>3]*+p[r+24>>3];r=f[h>>2]|0;l=b+16|0;k=b+48|0;j=b+80|0;i=b+112|0;p[a+16>>3]=+p[l>>3]*+p[r>>3]+ +p[k>>3]*+p[r+8>>3]+ +p[j>>3]*+p[r+16>>3]+ +p[i>>3]*+p[r+24>>3];r=f[h>>2]|0;g=b+24|0;e=b+56|0;d=b+88|0;c=b+120|0;p[a+24>>3]=+p[g>>3]*+p[r>>3]+ +p[e>>3]*+p[r+8>>3]+ +p[d>>3]*+p[r+16>>3]+ +p[c>>3]*+p[r+24>>3];r=f[h>>2]|0;p[a+32>>3]=+p[b>>3]*+p[r+32>>3]+ +p[u>>3]*+p[r+40>>3]+ +p[t>>3]*+p[r+48>>3]+ +p[s>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+40>>3]=+p[q>>3]*+p[r+32>>3]+ +p[o>>3]*+p[r+40>>3]+ +p[n>>3]*+p[r+48>>3]+ +p[m>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+48>>3]=+p[l>>3]*+p[r+32>>3]+ +p[k>>3]*+p[r+40>>3]+ +p[j>>3]*+p[r+48>>3]+ +p[i>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+56>>3]=+p[g>>3]*+p[r+32>>3]+ +p[e>>3]*+p[r+40>>3]+ +p[d>>3]*+p[r+48>>3]+ +p[c>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+64>>3]=+p[b>>3]*+p[r+64>>3]+ +p[u>>3]*+p[r+72>>3]+ +p[t>>3]*+p[r+80>>3]+ +p[s>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+72>>3]=+p[q>>3]*+p[r+64>>3]+ +p[o>>3]*+p[r+72>>3]+ +p[n>>3]*+p[r+80>>3]+ +p[m>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+80>>3]=+p[l>>3]*+p[r+64>>3]+ +p[k>>3]*+p[r+72>>3]+ +p[j>>3]*+p[r+80>>3]+ +p[i>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+88>>3]=+p[g>>3]*+p[r+64>>3]+ +p[e>>3]*+p[r+72>>3]+ +p[d>>3]*+p[r+80>>3]+ +p[c>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+96>>3]=+p[b>>3]*+p[r+96>>3]+ +p[u>>3]*+p[r+104>>3]+ +p[t>>3]*+p[r+112>>3]+ +p[s>>3]*+p[r+120>>3];b=f[h>>2]|0;p[a+104>>3]=+p[q>>3]*+p[b+96>>3]+ +p[o>>3]*+p[b+104>>3]+ +p[n>>3]*+p[b+112>>3]+ +p[m>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+112>>3]=+p[l>>3]*+p[b+96>>3]+ +p[k>>3]*+p[b+104>>3]+ +p[j>>3]*+p[b+112>>3]+ +p[i>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+120>>3]=+p[g>>3]*+p[b+96>>3]+ +p[e>>3]*+p[b+104>>3]+ +p[d>>3]*+p[b+112>>3]+ +p[c>>3]*+p[b+120>>3];return a|0}function U8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+60|0;Phb((f[g>>2]|0)+1048|0,c,d,e);h=a+230|0;if(!((j[h>>1]|j[h+2>>1]<<16)&2048))return;if((b[a+226>>0]|0)==2)return;h=f[g>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0))return;if(sSa(f[a+64>>2]|0)|0)return;Phb(f[(f[g>>2]|0)+1908>>2]|0,c,d,e);return}function V8a(a){a=a|0;a=a+60|0;vib((f[a>>2]|0)+1048|0);ldb(f[a>>2]|0);return}function W8a(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0;l=u;u=u+752|0;i=l;k=a+230|0;c=(j[k>>1]|j[k+2>>1]<<16)&-655361;d[k>>1]=c;d[k+2>>1]=c>>>16;eAa(i);c=j[k>>1]|j[k+2>>1]<<16;if(!(c&655360)){c=f[a+60>>2]|0;b[c+224>>0]=b[i>>0]|0;p[c+232>>3]=+p[i+8>>3];p[c+240>>3]=+p[i+16>>3];p[c+248>>3]=+p[i+24>>3];p[c+256>>3]=+p[i+32>>3];p[c+264>>3]=+p[i+40>>3];p[c+272>>3]=+p[i+48>>3];p[c+280>>3]=+p[i+56>>3];p[c+288>>3]=+p[i+64>>3];p[c+296>>3]=+p[i+72>>3];p[c+304>>3]=+p[i+80>>3];p[c+312>>3]=+p[i+88>>3];p[c+320>>3]=+p[i+96>>3];p[c+328>>3]=+p[i+104>>3];p[c+336>>3]=+p[i+112>>3];p[c+344>>3]=+p[i+120>>3];p[c+352>>3]=+p[i+128>>3];p[c+360>>3]=+p[i+136>>3];p[c+368>>3]=+p[i+144>>3];p[c+376>>3]=+p[i+152>>3];p[c+384>>3]=+p[i+160>>3];p[c+392>>3]=+p[i+168>>3];p[c+400>>3]=+p[i+176>>3];p[c+408>>3]=+p[i+184>>3];p[c+416>>3]=+p[i+192>>3];p[c+424>>3]=+p[i+200>>3];e=c+432|0;g=i+208|0;h=e+40|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));p[c+472>>3]=+p[i+248>>3];p[c+480>>3]=+p[i+256>>3];p[c+488>>3]=+p[i+264>>3];p[c+496>>3]=+p[i+272>>3];p[c+504>>3]=+p[i+280>>3];p[c+512>>3]=+p[i+288>>3];p[c+520>>3]=+p[i+296>>3];p[c+528>>3]=+p[i+304>>3];p[c+536>>3]=+p[i+312>>3];p[c+544>>3]=+p[i+320>>3];p[c+552>>3]=+p[i+328>>3];p[c+560>>3]=+p[i+336>>3];p[c+568>>3]=+p[i+344>>3];p[c+576>>3]=+p[i+352>>3];p[c+584>>3]=+p[i+360>>3];p[c+592>>3]=+p[i+368>>3];f[c+600>>2]=f[i+376>>2];f[c+604>>2]=f[i+380>>2];f[c+608>>2]=f[i+384>>2];f[c+612>>2]=f[i+388>>2];f[c+616>>2]=f[i+392>>2];f[c+620>>2]=f[i+396>>2];f[c+624>>2]=f[i+400>>2];f[c+628>>2]=f[i+404>>2];f[c+632>>2]=f[i+408>>2];f[c+636>>2]=f[i+412>>2];f[c+640>>2]=f[i+416>>2];f[c+644>>2]=f[i+420>>2];f[c+648>>2]=f[i+424>>2];f[c+652>>2]=f[i+428>>2];f[c+656>>2]=f[i+432>>2];f[c+660>>2]=f[i+436>>2];p[c+664>>3]=+p[i+440>>3];p[c+672>>3]=+p[i+448>>3];p[c+680>>3]=+p[i+456>>3];p[c+688>>3]=+p[i+464>>3];p[c+696>>3]=+p[i+472>>3];p[c+704>>3]=+p[i+480>>3];p[c+712>>3]=+p[i+488>>3];p[c+720>>3]=+p[i+496>>3];p[c+728>>3]=+p[i+504>>3];p[c+736>>3]=+p[i+512>>3];p[c+744>>3]=+p[i+520>>3];p[c+752>>3]=+p[i+528>>3];p[c+760>>3]=+p[i+536>>3];p[c+768>>3]=+p[i+544>>3];p[c+776>>3]=+p[i+552>>3];p[c+784>>3]=+p[i+560>>3];p[c+792>>3]=+p[i+568>>3];p[c+800>>3]=+p[i+576>>3];p[c+808>>3]=+p[i+584>>3];p[c+816>>3]=+p[i+592>>3];p[c+824>>3]=+p[i+600>>3];p[c+832>>3]=+p[i+608>>3];p[c+840>>3]=+p[i+616>>3];p[c+848>>3]=+p[i+624>>3];p[c+856>>3]=+p[i+632>>3];p[c+864>>3]=+p[i+640>>3];p[c+872>>3]=+p[i+648>>3];p[c+880>>3]=+p[i+656>>3];p[c+888>>3]=+p[i+664>>3];p[c+896>>3]=+p[i+672>>3];p[c+904>>3]=+p[i+680>>3];p[c+912>>3]=+p[i+688>>3];f[c+920>>2]=f[i+696>>2];f[c+924>>2]=f[i+700>>2];f[c+928>>2]=f[i+704>>2];f[c+932>>2]=f[i+708>>2];f[c+936>>2]=f[i+712>>2];f[c+940>>2]=f[i+716>>2];f[c+944>>2]=f[i+720>>2];f[c+948>>2]=f[i+724>>2];f[c+952>>2]=f[i+728>>2];c=c+956|0;i=i+732|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];b[c+12>>0]=b[i+12>>0]|0;c=j[k>>1]|j[k+2>>1]<<16}c=c|24576;d[k>>1]=c;d[k+2>>1]=c>>>16;c=f[a+72>>2]|0;if(!c){u=l;return}gh[f[(f[c>>2]|0)+116>>2]&2047](c);u=l;return}function X8a(a,b,c){a=a|0;b=b|0;c=c|0;if(!c){bR((f[a+60>>2]|0)+224|0,b)|0;c=a+230|0;b=j[c>>1]|j[c+2>>1]<<16|131072;d[c>>1]=b;d[c+2>>1]=b>>>16;return}c=a+230|0;if((j[c>>1]|j[c+2>>1]<<16)&655360|0)return;bR((f[a+60>>2]|0)+224|0,b)|0;return}function Y8a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Z8a(a){a=a|0;if((b[a+226>>0]|0)==3){a=1;return a|0}if((b[a+229>>0]|0)!=1){a=0;return a|0}if(!(Yub()|0)){a=0;return a|0}a=avb()|0;return a|0}function _8a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+1896>>2]|0)!=(f[a+1900>>2]|0)|0}function $8a(a,b){a=a|0;b=b|0;a=a+230|0;b=b&1;b=b<<14|b<<13|(j[a>>1]|j[a+2>>1]<<16)&-24577;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function a9a(a){a=a|0;return (f[a+60>>2]|0)+224|0}function b9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-524289|(b&1)<<19;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function c9a(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((f[a+236>>2]|0)==(b|0))return 1;if((f[a+244>>2]|0)==(b|0))return 1;if((f[a+252>>2]|0)==(b|0))return 1;if((f[a+260>>2]|0)==(b|0))return 1;if((f[a+268>>2]|0)==(b|0))return 1;else return (f[a+276>>2]|0)==(b|0)|0;return 0}function d9a(a,b){a=a|0;b=b|0;$bb((f[a+60>>2]|0)+1372|0,b);return}function e9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f9a(b+1028|0,c)|0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;h=e+4|0;b=f[h>>2]|0;do if(!b)f[g>>2]=0;else{b=kOb(b)|0;f[g>>2]=b;if(b|0){d=f[e>>2]|0;f[a>>2]=d;if(!d){iOb(b);break}else{u=j;return}}}while(0);vIa(i,c);b=f[i>>2]|0;c=i+4|0;d=f[c>>2]|0;if(d|0)hOb(d);f[e>>2]=b;b=f[h>>2]|0;f[h>>2]=d;if(b|0)jOb(b);f[a>>2]=f[i>>2];f[g>>2]=f[c>>2];u=j;return}function f9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[c>>2]|0;i=f[c+4>>2]|0;t=i;u=v;if((v|0)==(i|0))w=0;else{c=0;e=v;do{c=(c<<6)+-1640531527+(c>>>2)+(h[e>>0]|0)^c;e=e+1|0}while((e|0)!=(i|0));w=c}r=a+4|0;e=f[r>>2]|0;s=(e|0)==0;a:do if(s)d=0;else{m=e+-1|0;i=(m&e|0)==0;if(i)p=m&w;else if(w>>>0<e>>>0)p=w;else p=(w>>>0)%(e>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)d=p;else{c=f[c>>2]|0;if(!c)d=p;else{o=t-u|0;if(i){b:while(1){l=f[c+4>>2]|0;if(!((l|0)==(w|0)|(l&m|0)==(p|0))){d=p;break a}z=f[c+12>>2]|0;k=f[c+8>>2]|0;i=k;l=z;c:do if((z-k|0)==(o|0)){if((i|0)==(l|0)){y=45;break b}else k=v;while(1){if((b[i>>0]|0)!=(b[k>>0]|0))break c;i=i+1|0;if((i|0)==(l|0)){y=45;break b}else k=k+1|0}}while(0);c=f[c>>2]|0;if(!c){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}else q=c;d:while(1){c=f[q+4>>2]|0;if((c|0)!=(w|0)){if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(p|0)){d=p;break a}}m=f[q+12>>2]|0;z=f[q+8>>2]|0;c=z;k=m;e:do if((m-z|0)==(o|0)){if((c|0)==(k|0)){c=q;y=45;break d}else i=v;while(1){if((b[c>>0]|0)!=(b[i>>0]|0))break e;c=c+1|0;if((c|0)==(k|0)){c=q;y=45;break d}else i=i+1|0}}while(0);q=f[q>>2]|0;if(!q){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}}}while(0);m=pOb(28)|0;i=m+8|0;f[i>>2]=0;k=m+12|0;f[k>>2]=0;l=m+16|0;f[l>>2]=0;c=t-u|0;do if(c|0)if((c|0)<0)AMb(i);else{u=pOb(c)|0;f[k>>2]=u;f[i>>2]=u;z=u+c|0;f[l>>2]=z;bQb(u|0,v|0,c|0)|0;f[k>>2]=z;break}while(0);f[m+20>>2]=0;f[m+24>>2]=0;f[m+4>>2]=w;f[m>>2]=0;i=a+12|0;j=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(e>>>0)<j){d=e<<1|(e>>>0<3|(e+-1&e|0)!=0)&1;c=~~+W(+(j/g))>>>0;g9a(a,d>>>0<c>>>0?c:d);d=f[r>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&w;break}if(w>>>0<d>>>0){e=d;d=w}else{e=d;d=(w>>>0)%(d>>>0)|0}}while(0);d=(f[a>>2]|0)+(d<<2)|0;c=f[d>>2]|0;if(!c){z=a+8|0;f[m>>2]=f[z>>2];f[z>>2]=m;f[d>>2]=z;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;x=(f[a>>2]|0)+(d<<2)|0;y=43}}else{f[m>>2]=f[c>>2];x=c;y=43}if((y|0)==43)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;z=m;z=z+20|0;return z|0}function g9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h9a(a,b);return}function h9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();r=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=r;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;q=c+-1|0;r=(q&c|0)==0;if(r)d=d&q;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{h=i;g=e;e=i}a:while(1){p=e;b:while(1){c:do if(r){e=g;while(1){o=f[e+4>>2]&q;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;d:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break d;g=f[i>>2]|0;if(!g){g=i;break d}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break d;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break d;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}else{e=g;while(1){g=f[e+4>>2]|0;if(g>>>0<c>>>0)o=g;else o=(g>>>0)%(c>>>0)|0;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;e:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break e;g=f[i>>2]|0;if(!g){g=i;break e}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break e;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break e;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}while(0);g=f[e>>2]|0;if(!g){d=47;break a}else{h=e;p=e}}f[g>>2]=p;g=f[e>>2]|0;if(!g){d=47;break}else h=e}if((d|0)==47)return}function i9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l+8|0;e=l;g=b+60|0;h=j9a((f[g>>2]|0)+1008|0,c)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;i=h+4|0;d=f[i>>2]|0;do if(!d)f[k>>2]=0;else{d=kOb(d)|0;f[k>>2]=d;if(d|0){m=f[h>>2]|0;f[a>>2]=m;if(!m){iOb(d);break}else{u=l;return}}}while(0);cIa(j,b,c);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+56>>2]&1023](d)|0;if(d|0){m=f[j>>2]|0;e9a(e,f[g>>2]|0,d);sIa(m,e);d=f[e+4>>2]|0;if(d|0)iOb(d)}d=f[j>>2]|0;b=j+4|0;c=f[b>>2]|0;if(c|0)hOb(c);f[h>>2]=d;d=f[i>>2]|0;f[i>>2]=c;if(d|0)jOb(d);f[a>>2]=f[j>>2];f[k>>2]=f[b>>2];u=l;return}function j9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=k9a(f[b>>2]|0)|0;j=a+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(o>>>0<k>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}}while(0);m=pOb(24)|0;f[m+8>>2]=f[b>>2];d=f[b+4>>2]|0;f[m+12>>2]=d;if(d|0)gOb(d);f[m+16>>2]=0;f[m+20>>2]=0;f[m+4>>2]=o;f[m>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(l|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(e/g))>>>0;m9a(a,c>>>0<d>>>0?d:c);c=f[j>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(o>>>0<c>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=32}}else{f[m>>2]=f[c>>2];p=32}if((p|0)==32)f[c>>2]=m;f[i>>2]=(f[i>>2]|0)+1;a=m;a=a+16|0;return a|0}function k9a(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,i=0;c=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;if(!c)b=0;else{d=+n[c>>2];b=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[c+4>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b;d=+n[c+8>>2];b=(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b;d=+n[c+12>>2];b=((b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b)+-1640531527|0}c=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(!c)i=b;else{i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}b=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;if(!b)b=i;else{e=f[b>>2]|0;g=f[b+4>>2]|0;if((e|0)==(g|0))b=-1640531527;else{c=0;b=e;do{c=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;b=b+1|0}while((b|0)!=(g|0));b=c+-1640531527|0}b=(i>>>2)+(i<<6)+b^i}c=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;if(c)b=(b<<6)+-1640531527+(b>>>2)+(h[c>>0]|0)^b;c=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;if(c){i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;b=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}e=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;if(!e)c=b;else{d=+n[e>>2];c=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[e+4>>2];c=(c>>>2)+(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^c;d=+n[e+8>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+12>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+16>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+20>>2];c=(b<<6)+-1640531527+(b>>>2)+((c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c)^b}b=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;if(!b){a=c;return a|0}a=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;return a|0}function l9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}if(!(+n[d+4>>2]==+n[e+4>>2])){c=0;return c|0}if(!(+n[d+8>>2]==+n[e+8>>2])){c=0;return c|0}if(!(+n[d+12>>2]==+n[e+12>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+32>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+48>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if((f[d>>2]|0)!=(f[e>>2]|0)){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;g=Pg[f[(f[c>>2]|0)+56>>2]&1023](c)|0;a:do if((d|0)!=(g|0)){if(!((d|0)!=0&(g|0)!=0)){c=0;return c|0}j=f[d+4>>2]|0;i=f[d>>2]|0;d=f[g>>2]|0;e=i;h=j;if((j-i|0)!=((f[g+4>>2]|0)-d|0)){j=0;return j|0}if((e|0)!=(h|0)){while(1){if((b[e>>0]|0)!=(b[d>>0]|0)){d=0;break}e=e+1|0;if((e|0)==(h|0))break a;else d=d+1|0}return d|0}}while(0);d=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+64>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+72>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((b[d>>0]|0)!=(b[e>>0]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+80>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((f[d>>2]|0)!=(f[e>>2]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+88>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}if(!(+n[d+4>>2]==+n[e+4>>2])){j=0;return j|0}if(!(+n[d+8>>2]==+n[e+8>>2])){j=0;return j|0}if(!(+n[d+12>>2]==+n[e+12>>2])){j=0;return j|0}if(!(+n[d+16>>2]==+n[e+16>>2])){j=0;return j|0}if(!(+n[d+20>>2]==+n[e+20>>2])){j=0;return j|0}}e=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;d=Pg[f[(f[c>>2]|0)+96>>2]&1023](c)|0;if((e|0)==(d|0)){j=1;return j|0}if(!((e|0)!=0&(d|0)!=0)){j=0;return j|0}j=(b[e>>0]|0)==(b[d>>0]|0);return j|0}function m9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){n9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;n9a(a,b);return}function n9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;d:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break d;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;e:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break e;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}while(0);e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function o9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+60>>2]|0;k=l+1008|0;m=p9a(k,b)|0;if(!m)return;i=f[l+1012>>2]|0;a=f[m+4>>2]|0;e=i+-1|0;g=(e&i|0)==0;if(g)h=e&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;b=(f[k>>2]|0)+(h<<2)|0;j=f[b>>2]|0;while(1){a=f[j>>2]|0;if((a|0)==(m|0))break;else j=a}if((j|0)==(l+1016|0))d=15;else{a=f[j+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))c=m;else d=15}do if((d|0)==15){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){c=m;break}}f[b>>2]=0;c=m}while(0);b=f[c>>2]|0;a=b;if(b){b=f[b+4>>2]|0;if(g)b=b&e;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)!=(h|0)){f[(f[k>>2]|0)+(b<<2)>>2]=j;a=f[m>>2]|0}}f[j>>2]=a;f[c>>2]=0;a=l+1020|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[m+20>>2]|0;if(a|0)jOb(a);a=f[m+12>>2]|0;if(a|0)iOb(a);sOb(m);return}function p9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=k9a(f[b>>2]|0)|0;i=f[a+4>>2]|0;if(!i){i=0;return i|0}d=i+-1|0;c=(d&i|0)==0;if(c)g=d&h;else if(h>>>0<i>>>0)g=h;else g=(h>>>0)%(i>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=0;return i|0}a=f[a>>2]|0;if(!a){i=0;return i|0}if(c){while(1){j=f[a+4>>2]|0;c=(j|0)==(h|0);if(!(c|(j&d|0)==(g|0))){a=0;c=19;break}if(c)if(l9a(f[a+8>>2]|0,f[b>>2]|0)|0){c=19;break}a=f[a>>2]|0;if(!a){a=0;c=19;break}}if((c|0)==19)return a|0}else e=a;while(1){a=f[e+4>>2]|0;if((a|0)==(h|0)){if(l9a(f[e+8>>2]|0,f[b>>2]|0)|0){a=e;c=19;break}}else{if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)!=(g|0)){a=0;c=19;break}}e=f[e>>2]|0;if(!e){a=0;c=19;break}}if((c|0)==19)return a|0;return 0}function q9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function r9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+108>>2]&2047](a);return}function s9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+112>>2]&2047](a);return}function t9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function u9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+120>>2]&2047](a);return}function v9a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function w9a(a){a=a|0;var b=0,c=0;c=a+104|0;b=f[c>>2]|0;f[c>>2]=b+1;if(b|0)return;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+124>>2]&2047](a);return}function x9a(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+104|0;d=f[c>>2]|0;if(!d)return;if(b)f[c>>2]=0;else{d=d+-1|0;f[c>>2]=d;if(d|0)return}a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+128>>2]&2047](a);return}function y9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&1)!=0^c))return;b[a>>0]=d^1;return}function z9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&2)!=0^c))return;b[a>>0]=d^2;return}function A9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&4)!=0^c))return;b[a>>0]=d^4;return}function B9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g&1|0)==(c|0))return;g=g&-2|c;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function C9a(a){a=a|0;a=a+128|0;f[a>>2]=(f[a>>2]|0)+1;return}function D9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g>>>1&1|0)==(c|0))return;g=g&-3|c<<1;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function E9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&8|0)!=0|0}function F9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-9|(b&1)<<3;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function G9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&4|0)!=0|0}function H9a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0;e=a+304|0;g=a+312|0;h=b[g>>0]|0;if(+p[e>>3]==c?h<<24>>24==d<<24>>24:0)return;if(h<<24>>24!=d<<24>>24){h=a+128|0;f[h>>2]=(f[h>>2]|0)+1}p[e>>3]=c;b[g>>0]=d;return}function I9a(a,c){a=a|0;c=c|0;var d=0;d=a+313|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1;return}function J9a(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+228|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?a+296|0:d)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function K9a(a){a=a|0;return a+132|0}function L9a(a,b){a=a|0;b=b|0;a=a+132|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function M9a(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+60>>2]|0;c=f[b+976>>2]|0;d=b+980|0;e=f[d>>2]|0;if((c|0)==(e|0)){e=0;return e|0}f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);f[b+1004>>2]=0;e=a+128|0;f[e>>2]=(f[e>>2]|0)+1;e=1;return e|0}function N9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+60|0;g=f[e>>2]|0;h=g+976|0;i=g+980|0;j=f[i>>2]|0;d=j;if(j-(f[h>>2]|0)>>5>>>0>=4){j=0;return j|0}if((f[g+984>>2]|0)==(d|0))O9a(h,c);else{f[j>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];j=d+12|0;h=c+12|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[i>>2]=(f[i>>2]|0)+32}i=f[e>>2]|0;j=i+1004|0;i=i+996+(f[j>>2]<<1)|0;b[i>>0]=0;b[i+1>>0]=0;f[j>>2]=(f[j>>2]|0)+1;j=a+128|0;f[j>>2]=(f[j>>2]|0)+1;j=1;return j|0}function O9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=c-d>>5;g=i+1|0;l=d;e=c;if(g>>>0>134217727)AMb(a);m=a+8|0;j=(f[m>>2]|0)-d|0;k=j>>4;g=j>>5>>>0<67108863?(k>>>0<g>>>0?g:k):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);j=h+(i<<5)|0;d=j;k=h+(g<<5)|0;f[j>>2]=f[b>>2];f[h+(i<<5)+4>>2]=f[b+4>>2];f[h+(i<<5)+8>>2]=f[b+8>>2];g=h+(i<<5)+12|0;i=b+12|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[g+12>>2]=f[i+12>>2];f[g+16>>2]=f[i+16>>2];g=j+32|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-32|0;f[c+-32>>2]=f[e>>2];f[c+-28>>2]=f[i+-28>>2];f[c+-24>>2]=f[i+-24>>2];j=c+-20|0;i=i+-20|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];c=d+-32|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function P9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=f[a+60>>2]|0;l=n+980|0;e=f[l>>2]|0;g=f[n+976>>2]|0;j=g;d=e;if((e|0)==(g|0)){a=0;return a|0}i=f[c>>2]|0;e=e-g>>5;k=0;while(1){if((f[j+(k<<5)+28>>2]|0)==(i|0))break;c=k+1|0;if(c>>>0<e>>>0)k=c;else{d=0;m=13;break}}if((m|0)==13)return d|0;c=j+(k<<5)|0;i=c+32|0;if((i|0)==(d|0))m=8;else{j=d+-32|0;e=i;g=c;while(1){o=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=o;o=e+4|0;p=f[o>>2]|0;q=g+4|0;f[o>>2]=f[q>>2];f[q>>2]=p;q=e+8|0;p=f[q>>2]|0;o=g+8|0;f[q>>2]=f[o>>2];f[o>>2]=p;o=g+12|0;p=e+12|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[o+12>>2]=f[p+12>>2];f[o+16>>2]=f[p+16>>2];e=e+32|0;if((e|0)==(d|0))break;else g=g+32|0}c=c+(((j-i|0)>>>5)+1<<5)|0;d=f[l>>2]|0;if((d|0)!=(c|0))m=8}if((m|0)==8)f[l>>2]=d+(~((d+-32-c|0)>>>5)<<5);c=k<<1>>1;e=c+1|0;g=n+1004|0;d=f[g>>2]|0;if(e>>>0<d>>>0){d=c;while(1){q=n+996+(e<<1)|0;c=n+996+(d<<1)|0;d=h[q>>0]|h[q+1>>0]<<8;b[c>>0]=d;b[c+1>>0]=d>>8;c=e+1|0;d=f[g>>2]|0;if(c>>>0<d>>>0){d=e;e=c}else break}}f[g>>2]=d+-1;q=a+128|0;f[q>>2]=(f[q>>2]|0)+1;q=1;return q|0}function Q9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=f[a+60>>2]|0;i=f[j+976>>2]|0;j=f[j+980>>2]|0;if((i|0)==(j|0)){k=0;return k|0}c=f[c>>2]|0;while(1){if((f[i+28>>2]|0)==(c|0))break;i=i+32|0;if((i|0)==(j|0)){i=0;k=6;break}}if((k|0)==6)return i|0;b[i+24>>0]=d;b[i+25>>0]=e;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];k=i+12|0;f[k>>2]=f[h>>2];f[k+4>>2]=f[h+4>>2];f[k+8>>2]=f[h+8>>2];k=a+128|0;f[k>>2]=(f[k>>2]|0)+1;k=1;return k|0}function R9a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+980>>2]|0)-(f[a+976>>2]|0)>>5|0}function S9a(a,b){a=a|0;b=b|0;return (f[(f[a+60>>2]|0)+976>>2]|0)+(b<<5)|0}function T9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-129|(b&1)<<7;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function U9a(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+752|0;m=n;g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[a+216>>2]=g;l=a+220|0;g=f[l>>2]|0;f[l>>2]=h;if(g|0)iOb(g);g=a+128|0;f[g>>2]=(f[g>>2]|0)+1;g=f[c>>2]|0;if(!g){u=n;return}l=g+8|0;if(!(b[g+788>>0]&1)){u=n;return}g=a+60|0;c=f[g>>2]|0;b[m>>0]=b[c+224>>0]|0;p[m+8>>3]=+p[c+232>>3];p[m+16>>3]=+p[c+240>>3];p[m+24>>3]=+p[c+248>>3];p[m+32>>3]=+p[c+256>>3];p[m+40>>3]=+p[c+264>>3];p[m+48>>3]=+p[c+272>>3];p[m+56>>3]=+p[c+280>>3];p[m+64>>3]=+p[c+288>>3];p[m+72>>3]=+p[c+296>>3];p[m+80>>3]=+p[c+304>>3];p[m+88>>3]=+p[c+312>>3];p[m+96>>3]=+p[c+320>>3];p[m+104>>3]=+p[c+328>>3];p[m+112>>3]=+p[c+336>>3];p[m+120>>3]=+p[c+344>>3];p[m+128>>3]=+p[c+352>>3];p[m+136>>3]=+p[c+360>>3];p[m+144>>3]=+p[c+368>>3];p[m+152>>3]=+p[c+376>>3];p[m+160>>3]=+p[c+384>>3];p[m+168>>3]=+p[c+392>>3];p[m+176>>3]=+p[c+400>>3];p[m+184>>3]=+p[c+408>>3];p[m+192>>3]=+p[c+416>>3];p[m+200>>3]=+p[c+424>>3];h=m+208|0;i=c+432|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[m+248>>3]=+p[c+472>>3];p[m+256>>3]=+p[c+480>>3];p[m+264>>3]=+p[c+488>>3];p[m+272>>3]=+p[c+496>>3];p[m+280>>3]=+p[c+504>>3];p[m+288>>3]=+p[c+512>>3];p[m+296>>3]=+p[c+520>>3];p[m+304>>3]=+p[c+528>>3];p[m+312>>3]=+p[c+536>>3];p[m+320>>3]=+p[c+544>>3];p[m+328>>3]=+p[c+552>>3];p[m+336>>3]=+p[c+560>>3];p[m+344>>3]=+p[c+568>>3];p[m+352>>3]=+p[c+576>>3];p[m+360>>3]=+p[c+584>>3];p[m+368>>3]=+p[c+592>>3];f[m+376>>2]=f[c+600>>2];f[m+380>>2]=f[c+604>>2];f[m+384>>2]=f[c+608>>2];f[m+388>>2]=f[c+612>>2];f[m+392>>2]=f[c+616>>2];f[m+396>>2]=f[c+620>>2];f[m+400>>2]=f[c+624>>2];f[m+404>>2]=f[c+628>>2];f[m+408>>2]=f[c+632>>2];f[m+412>>2]=f[c+636>>2];f[m+416>>2]=f[c+640>>2];f[m+420>>2]=f[c+644>>2];f[m+424>>2]=f[c+648>>2];f[m+428>>2]=f[c+652>>2];f[m+432>>2]=f[c+656>>2];f[m+436>>2]=f[c+660>>2];p[m+440>>3]=+p[c+664>>3];p[m+448>>3]=+p[c+672>>3];p[m+456>>3]=+p[c+680>>3];p[m+464>>3]=+p[c+688>>3];p[m+472>>3]=+p[c+696>>3];p[m+480>>3]=+p[c+704>>3];p[m+488>>3]=+p[c+712>>3];p[m+496>>3]=+p[c+720>>3];p[m+504>>3]=+p[c+728>>3];p[m+512>>3]=+p[c+736>>3];p[m+520>>3]=+p[c+744>>3];p[m+528>>3]=+p[c+752>>3];p[m+536>>3]=+p[c+760>>3];p[m+544>>3]=+p[c+768>>3];p[m+552>>3]=+p[c+776>>3];p[m+560>>3]=+p[c+784>>3];p[m+568>>3]=+p[c+792>>3];p[m+576>>3]=+p[c+800>>3];p[m+584>>3]=+p[c+808>>3];p[m+592>>3]=+p[c+816>>3];p[m+600>>3]=+p[c+824>>3];p[m+608>>3]=+p[c+832>>3];p[m+616>>3]=+p[c+840>>3];p[m+624>>3]=+p[c+848>>3];p[m+632>>3]=+p[c+856>>3];p[m+640>>3]=+p[c+864>>3];p[m+648>>3]=+p[c+872>>3];p[m+656>>3]=+p[c+880>>3];p[m+664>>3]=+p[c+888>>3];p[m+672>>3]=+p[c+896>>3];p[m+680>>3]=+p[c+904>>3];p[m+688>>3]=+p[c+912>>3];f[m+696>>2]=f[c+920>>2];f[m+700>>2]=f[c+924>>2];f[m+704>>2]=f[c+928>>2];f[m+708>>2]=f[c+932>>2];f[m+712>>2]=f[c+936>>2];f[m+716>>2]=f[c+940>>2];f[m+720>>2]=f[c+944>>2];f[m+724>>2]=f[c+948>>2];f[m+728>>2]=f[c+952>>2];k=m+732|0;i=c+956|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];b[k+12>>0]=b[i+12>>0]|0;if(e){e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&655360))bR((f[g>>2]|0)+224|0,l)|0}else{bR((f[g>>2]|0)+224|0,l)|0;e=a+230|0;l=j[e>>1]|j[e+2>>1]<<16|131072;d[e>>1]=l;d[e+2>>1]=l>>>16}if(!(gAa((f[g>>2]|0)+224|0,m)|0))y2a(a+48|0,(f[g>>2]|0)+224|0);u=n;return}function V9a(a,b,c){a=a|0;b=+b;c=+c;p[a+112>>3]=b;p[a+120>>3]=c;return}function W9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;d=h+8|0;e=h+4|0;g=h;f[g>>2]=b;if((b+-1|0)>>>0>14){b=0;u=h;return b|0}a=f[a+60>>2]|0;if(c){f[e>>2]=g;X9a(d,a+1884|0,g,262924,e,h+16|0);b=(f[d>>2]|0)+24|0;u=h;return b|0}g=a+1888|0;c=f[g>>2]|0;if(!c){b=0;u=h;return b|0}e=b>>>0<14;a=g;a:while(1){d=c;while(1){i=f[d+16>>2]|0;c=i>>>0>13;if(!(e&c|i>>>0<b>>>0&(e|c)))break;c=f[d+4>>2]|0;if(!c)break a;else d=c}c=f[d>>2]|0;if(!c){a=d;break}else a=d}if((a|0)==(g|0)){i=0;u=h;return i|0}e=b>>>0>13;d=f[a+16>>2]|0;i=d>>>0<14;if(e&i|d>>>0>b>>>0&(e|i)|(a|0)==(g|0)){i=0;u=h;return i|0}i=a+24|0;u=h;return i|0}function X9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function Y9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k+4|0;j=k;if((b+-1|0)>>>0>12){j=0;u=k;return j|0}h=a+60|0;a=f[h>>2]|0;g=a+1888|0;c=f[g>>2]|0;if(!c){j=0;u=k;return j|0}else{e=g;d=c}a:while(1){c=d;while(1){d=f[c+16>>2]|0;if(!(d>>>0>13|d>>>0<b>>>0))break;c=f[c+4>>2]|0;if(!c){c=e;break a}}d=f[c>>2]|0;if(!d)break;else e=c}if((c|0)==(g|0)){j=0;u=k;return j|0}d=b>>>0>13;l=f[c+16>>2]|0;e=l>>>0<14;if(d&e|l>>>0>b>>>0&(d|e)){l=0;u=k;return l|0}b=c;if((c|0)==(g|0)){l=0;u=k;return l|0}e=c+24|0;d=f[e>>2]|0;c=c+28|0;if((d|0)!=(f[c>>2]|0)){a=d;do{_Ia(f[a>>2]|0,0)|0;a=f[e>>2]|0}while((a|0)!=(f[c>>2]|0));a=f[h>>2]|0}f[j>>2]=b;f[i>>2]=f[j>>2];Z9a(a+1884|0,i)|0;l=1;u=k;return l|0}function Z9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;b=f[e+4>>2]|0;if(!b){c=e+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(e|0))do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[a>>2]|0)==(e|0))f[a>>2]=b;c=a+8|0;f[c>>2]=(f[c>>2]|0)+-1;n_a(f[a+4>>2]|0,e);H8a(e+840|0);c=f[e+24>>2]|0;if(!c){sOb(e);return b|0}a=e+28|0;d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);sOb(e);return b|0}function _9a(a){a=a|0;return f[(f[a+60>>2]|0)+1892>>2]|0}function $9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[a+60>>2]|0;a=i+1888|0;i=f[i+1884>>2]|0;if((a|0)==(i|0))return;else d=a;while(1){a=f[d>>2]|0;h=(a|0)==0;if(h){g=d;while(1){e=f[g+8>>2]|0;if((f[e>>2]|0)==(g|0))g=e;else break}}else{e=a;while(1){g=f[e+4>>2]|0;if(!g)break;else e=g}}g=f[e+16>>2]|0;if(h){e=d;while(1){a=f[e+8>>2]|0;if((f[a>>2]|0)==(e|0))e=a;else break}}else while(1){e=f[a+4>>2]|0;if(!e)break;else a=e}xh[b&127](g,a+24|0,c);a=f[d>>2]|0;if(!a)while(1){a=f[d+8>>2]|0;if((f[a>>2]|0)==(d|0))d=a;else break}else while(1){d=f[a+4>>2]|0;if(!d)break;else a=d}if((a|0)==(i|0))break;else d=a}return}function aab(a){a=a|0;return (f[a+60>>2]|0)+988|0}function bab(a,b){a=a|0;b=b|0;feb((f[a+60>>2]|0)+1916|0,b,b);return}function cab(a,b,c){a=a|0;b=b|0;c=c|0;feb((f[a+60>>2]|0)+1916|0,b,c);return}function dab(a,b,c){a=a|0;b=b|0;c=c|0;geb((f[a+60>>2]|0)+1916|0,b,c);return}function eab(a,b){a=a|0;b=b|0;a=a+60|0;Hqb((f[a>>2]|0)+1976|0,b);Hqb((f[a>>2]|0)+2112|0,b);return}function fab(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+16|0;h=i;a=a+60|0;g=f[a>>2]|0;if(b){Iqb(g+1976|0,d,e);u=i;return}if(c){Iqb(g+2044|0,d,e);e=(f[a>>2]|0)+2044|0;n[h>>2]=0.0;n[h+4>>2]=1.0;n[h+8>>2]=0.0;n[h+12>>2]=.5;Hqb(e,h);u=i;return}else{Iqb(g+2112|0,d,e);u=i;return}}function gab(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=a+226|0;e=b[d>>0]|0;if(c<<24>>24==4?1:e<<24>>24==c<<24>>24)return;switch(e<<24>>24){case 1:{mgb((f[a+60>>2]|0)+2548|0);break}case 2:{Yfb((f[a+60>>2]|0)+3100|0);break}case 3:{mgb((f[a+60>>2]|0)+2824|0);break}default:{}}b[d>>0]=c;g=(b[a+225>>0]|0)==3?2:1;b[a+384>>0]=1;b[a+381>>0]=g;d=a+385|0;b[d>>0]=1;e=a+382|0;b[e>>0]=g;b[a+386>>0]=1;b[a+383>>0]=g;if(c<<24>>24==2){b[d>>0]=2;b[e>>0]=2;c=2}d=c<<24>>24==3;c=b[(d?a+296|0:a+228|0)>>0]|0;e=a+229|0;if((b[e>>0]|0)!=c<<24>>24){b[e>>0]=c;g=a+128|0;f[g>>2]=(f[g>>2]|0)+1}if(d)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function hab(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=b&255;b=c&255;c=f[d>>2]|0;d=f[d+4>>2]|0;if(d|0)gOb(d);f[a+236+(e*24|0)+(b<<3)>>2]=c;a=a+236+(e*24|0)+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=d;if(!b)return;iOb(b);return}function iab(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;h=d+4|0;e=d+8|0;g=d;n[h>>2]=c;n[e>>2]=0.0;n[g>>2]=1.0;g=c<1.0?h:g;f[a+284+((b&255)<<2)>>2]=f[(+n[g>>2]>0.0?g:e)>>2];u=d;return}function jab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+296|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?d:a+228|0)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function kab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+227|0;e=b[d>>0]|0;if(c<<24>>24==2?1:e<<24>>24==c<<24>>24)return;if(e<<24>>24==1)Vgb((f[a+60>>2]|0)+2260|0);b[d>>0]=c;return}function lab(a){a=a|0;return b[(f[a+60>>2]|0)+2332>>0]|0}function mab(a,b){a=a|0;b=b|0;Sgb((f[a+60>>2]|0)+2260|0,b);return}function nab(a,c){a=a|0;c=c|0;var d=0,e=0;switch(c<<24>>24){case 0:{c=2;d=4;break}case 1:{c=3;d=4;break}case 2:return;default:c=b[a+225>>0]|0}if((d|0)==4)b[a+225>>0]=c;e=c<<24>>24==3?2:1;b[a+384>>0]=1;b[a+381>>0]=e;c=a+385|0;b[c>>0]=1;d=a+382|0;b[d>>0]=e;b[a+386>>0]=1;b[a+383>>0]=e;if((b[a+226>>0]|0)!=2)return;b[c>>0]=2;b[d>>0]=2;return}function oab(a,b){a=a|0;b=+b;a=a+60|0;rgb((f[a>>2]|0)+2548|0,b);rgb((f[a>>2]|0)+2824|0,b);return}function pab(a,b){a=a|0;b=b|0;kgb((f[a+60>>2]|0)+2548|0,b);return}function qab(a,b){a=a|0;b=b|0;a=a+60|0;lgb((f[a>>2]|0)+2548|0,b);lgb((f[a>>2]|0)+2824|0,b);return}function rab(a,b){a=a|0;b=b|0;a=a+60|0;jgb((f[a>>2]|0)+2548|0,b);jgb((f[a>>2]|0)+2824|0,b);kgb((f[a>>2]|0)+2824|0,b);return}function sab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2592|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function tab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2608|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2884|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function uab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2576|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];c=(f[a>>2]|0)+2852|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2868|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function vab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2624|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function wab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2640|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2916|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function xab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3140|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function yab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3156|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function zab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3172|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Aab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3188|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Bab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3204|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Cab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3220|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Dab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>4&1|0)==(g|0))return;g=e&-17|g<<4;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;efb((f[a+60>>2]|0)+2336|0);return}function Eab(a){a=a|0;return +(+Veb((f[a+60>>2]|0)+2336|0))}function Fab(a,b){a=a|0;b=+b;Web((f[a+60>>2]|0)+2336|0,b);return}function Gab(a,b){a=a|0;b=+b;Xeb((f[a+60>>2]|0)+2336|0,b);return}function Hab(a,b){a=a|0;b=+b;Yeb((f[a+60>>2]|0)+2336|0,b);return}function Iab(a,b){a=a|0;b=+b;Zeb((f[a+60>>2]|0)+2336|0,b);return}function Jab(a,b){a=a|0;b=b|0;_eb((f[a+60>>2]|0)+2336|0,b);return}function Kab(a,b){a=a|0;b=b|0;$eb((f[a+60>>2]|0)+2336|0,b);return}function Lab(a,b){a=a|0;b=+b;afb((f[a+60>>2]|0)+2336|0,b);return}function Mab(a,b){a=a|0;b=+b;bfb((f[a+60>>2]|0)+2336|0,b);return}function Nab(a,b){a=a|0;b=+b;cfb((f[a+60>>2]|0)+2336|0,b);return}function Oab(a,b){a=a|0;b=b|0;dfb((f[a+60>>2]|0)+2336|0,b);return}function Pab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>5&1|0)==(g|0))return;g=e&-33|g<<5;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;Pfb((f[a+60>>2]|0)+3284|0);return}function Qab(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&32|0)!=0|0}function Rab(a,b){a=a|0;b=b|0;Qfb((f[a+60>>2]|0)+3284|0,b);return}function Sab(a){a=a|0;return f[(f[a+60>>2]|0)+3332>>2]|0}function Tab(a,b){a=a|0;b=+b;Rfb((f[a+60>>2]|0)+3284|0,b);return}function Uab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3336>>2])}function Vab(a,b){a=a|0;b=+b;Sfb((f[a+60>>2]|0)+3284|0,b);return}function Wab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3340>>2])}function Xab(a,b){a=a|0;b=+b;Tfb((f[a+60>>2]|0)+3284|0,b);return}function Yab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3344>>2])}function Zab(a,b){a=a|0;b=+b;Ufb((f[a+60>>2]|0)+3284|0,b);return}function _ab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3348>>2])}function $ab(a,b){a=a|0;b=b|0;var c=0,e=0;a=a+230|0;c=j[a>>1]|j[a+2>>1]<<16;e=b&1;if((c>>>6&1|0)==(e|0)){b=0;return b|0}e=c&-65|e<<6;d[a>>1]=e;d[a+2>>1]=e>>>16;if(b){b=1;return b|0}b=1;return b|0}function abb(a,b){a=a|0;b=+b;if(!(ifb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function bbb(a,b){a=a|0;b=+b;if(!(jfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function cbb(a,b){a=a|0;b=+b;if(!(kfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function dbb(a,b){a=a|0;b=b|0;if(!(lfb((f[a+60>>2]|0)+3472|0,b)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function ebb(a,b,c){a=a|0;b=b|0;c=+c;if(!(mfb((f[a+60>>2]|0)+3472|0,b,c)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function fbb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(nfb((f[a+60>>2]|0)+3472|0,b,c)|0)){c=0;return c|0}c=a+230|0;c=((j[c>>1]|j[c+2>>1]<<16)&64|0)!=0;return c|0}function gbb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;if(!(ofb((f[a+60>>2]|0)+3472|0,b,c,d)|0)){d=0;return d|0}d=a+230|0;d=((j[d>>1]|j[d+2>>1]<<16)&64|0)!=0;return d|0}function hbb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0)){i=0;return i|0}if(!(f[c+12>>2]|0)){i=0;return i|0}i=a+60|0;g=f[i>>2]|0;e=f[g+1896>>2]|0;h=g+1900|0;d=f[h>>2]|0;if((e|0)!=(d|0)){do{g=d+-120|0;f[h>>2]=g;E8a(g);d=f[h>>2]|0}while((d|0)!=(e|0));Nhb((f[i>>2]|0)+1048|0);e=f[i>>2]|0;g=e;e=f[e+1900>>2]|0}d=g+1900|0;if(e>>>0<(f[g+1904>>2]|0)>>>0){jdb(e,a);f[d>>2]=(f[d>>2]|0)+120}else ibb(g+1896|0,a);d=f[(f[i>>2]|0)+1900>>2]|0;e=d+-120|0;pdb(e,0);qdb(e,0);e=Jhb((f[i>>2]|0)+1048|0,b)|0;f[d+-8>>2]=e;d=f[i>>2]|0;e=d+1900|0;g=f[e>>2]|0;if(g>>>0<(f[d+1904>>2]|0)>>>0){jdb(g,a);f[e>>2]=(f[e>>2]|0)+120}else ibb(d+1896|0,a);a=f[(f[i>>2]|0)+1900>>2]|0;b=a+-120|0;pdb(b,0);qdb(b,0);i=Jhb((f[i>>2]|0)+1048|0,c)|0;f[a+-8>>2]=i;i=1;return i|0}function ibb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;c=f[a>>2]|0;e=((f[a+4>>2]|0)-c|0)/120|0;d=e+1|0;if(d>>>0>35791394)AMb(a);j=((f[a+8>>2]|0)-c|0)/120|0;c=j<<1;c=j>>>0<17895697?(c>>>0<d>>>0?d:c):35791394;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!c)g=0;else if(c>>>0>35791394)vd();else{g=pOb(c*120|0)|0;break}while(0);f[h>>2]=g;j=g+(e*120|0)|0;e=h+8|0;d=h+4|0;f[d>>2]=j;f[h+12>>2]=g+(c*120|0);jdb(j,b);f[e>>2]=j+120;jbb(a,h);d=f[d>>2]|0;c=f[e>>2]|0;if((c|0)!=(d|0))do{j=c+-120|0;f[e>>2]=j;E8a(j);c=f[e>>2]|0}while((c|0)!=(d|0));c=f[h>>2]|0;if(!c){u=i;return}sOb(c);u=i;return}function jbb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-120|0;f[d+-120>>2]=f[c>>2];j=d+-116|0;k=i+-116|0;f[j>>2]=0;l=d+-112|0;f[l>>2]=0;f[d+-108>>2]=0;f[j>>2]=f[k>>2];j=i+-112|0;f[l>>2]=f[j>>2];l=i+-108|0;f[d+-108>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;p[d+-104>>3]=+p[i+-104>>3];k=i+-96|0;f[d+-96>>2]=f[k>>2];j=i+-92|0;f[d+-92>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-88|0;f[d+-88>>2]=f[j>>2];k=i+-84|0;f[d+-84>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-80|0;f[d+-80>>2]=f[k>>2];j=i+-76|0;f[d+-76>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-72|0;f[d+-72>>2]=f[j>>2];k=i+-68|0;f[d+-68>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-64|0;f[d+-64>>2]=f[k>>2];j=i+-60|0;f[d+-60>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-56|0;f[d+-56>>2]=f[j>>2];k=i+-52|0;f[d+-52>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=d+-48|0;j=i+-48|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];k=i+-32|0;f[d+-32>>2]=f[k>>2];j=i+-28|0;f[d+-28>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=d+-24|0;k=i+-24|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[d+-8>>2]=f[i+-8>>2];d=(f[h>>2]|0)+-120|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function kbb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+60|0;d=f[b>>2]|0;c=f[d+1896>>2]|0;d=d+1900|0;a=f[d>>2]|0;if((c|0)==(a|0)){d=0;return d|0}do{e=a+-120|0;f[d>>2]=e;E8a(e);a=f[d>>2]|0}while((a|0)!=(c|0));Nhb((f[b>>2]|0)+1048|0);e=1;return e|0}function lbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ufb((f[a+60>>2]|0)+3556|0,b,c,d);return}function mbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;i=a+230|0;e=j[i>>1]|j[i+2>>1]<<16;g=c&1;if((e>>>11&1|0)==(g|0)){i=0;return i|0}g=e&-2049|g<<11;d[i>>1]=g;d[i+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1908|0;if(c){c=pOb(1816)|0;Ihb(c,a);jdb(c+840|0,a);p[c+952>>3]=1.0;p[c+960>>3]=1.0;p[c+968>>3]=1.0;e=c+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;eAa(c+1e3|0);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]&-8|5;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|8;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|16;h=f[(f[g>>2]|0)+1908>>2]|0;f[h+828>>2]=86040;rdb(h+840|0,0);pdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);qdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,1);h=j[i>>1]|j[i+2>>1]<<16|24576;d[i>>1]=h;d[i+2>>1]=h>>>16;i=1;return i|0}else{e=f[h>>2]|0;f[h>>2]=0;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}Qgb((f[g>>2]|0)+3624|0);i=1;return i|0}return 0}function nbb(a,c){a=a|0;c=c|0;var e=0,g=0.0,h=0,i=0;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&32768)){e=a+344|0;g=+p[c>>3]}else{e=a+344|0;g=+p[c>>3];if(+p[e>>3]==g)if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}}p[e>>3]=g;p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];e=i|57344;d[h>>1]=e;d[h+2>>1]=e>>>16;do if(i&2048)if((b[a+226>>0]|0)!=2){i=f[a+60>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){e=j[h>>1]|j[h+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(e&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}i=f[a+60>>2]|0;if((f[i+1896>>2]|0)!=(f[i+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function obb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+80>>2]|0;Q=f[a+248>>2]|0;R=f[a+272>>2]|0;S=f[a+504>>2]|0;T=f[a+512>>2]|0;U=f[a+968>>2]|0;V=f[a+984>>2]|0;x=f[a+992>>2]|0;W=f[a+1008>>2]|0;y=f[a+1024>>2]|0;X=f[a+1032>>2]|0;B=f[a+1944>>2]|0;C=f[a+2200>>2]|0;D=f[a+4904>>2]|0;N=f[a+4912>>2]|0;M=f[a+4928>>2]|0;L=f[a+4936>>2]|0;O=f[a+6072>>2]|0;Y=f[a+6104>>2]|0;K=f[a+6112>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))S7a(a+24|0,v,n,1);else T7a(a+24|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!(R7a(e,f[w>>2]|0,h,i,1)|0))break;i=U7a(a+24|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+12>>2]|0,f[i+12>>2]|0,f[n+12>>2]|0,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0);else $h[h&3](j,0,k,n,i,f[k+12>>2]|0,f[n+12>>2]|0,f[i+12>>2]|0,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0);S7a(a+24|0,v,i,1);T7a(a+24|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){Q7a(a+24|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){T7a(a+24|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];Q7a(a+24|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+12>>2]|0,f[e+12>>2]|0,f[n+12>>2]|0,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+12>>2]|0,f[n+12>>2]|0,f[e+12>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0);break}}while(0);S7a(a+24|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)Q7a(a+24|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{Q7a(a+24|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))S7a(a+24|0,l,j,1);else T7a(a+24|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if(R7a(c,f[m>>2]|0,e,g,1)|0)break;i=U7a(a+24|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+12>>2]|0,f[j+12>>2]|0,f[i+12>>2]|0,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0);else $h[e&3](g,0,h,i,j,f[h+12>>2]|0,f[i+12>>2]|0,f[j+12>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0);T7a(a+24|0,l,i,1);S7a(a+24|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{Q7a(a+24|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){S7a(a+24|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];Q7a(a+24|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+12>>2]|0,f[j+12>>2]|0,f[c+12>>2]|0,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+12>>2]|0,f[c+12>>2]|0,f[j+12>>2]|0,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0);break}}while(0);T7a(a+24|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)Q7a(a+24|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{Q7a(a+24|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}S7a(a+24|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;T7a(a+24|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}T7a(a+24|0,h,L,1);P=N+8|0;S7a(a+24|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)Q7a(a+24|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{Q7a(a+24|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}}}f[a+504>>2]=S;f[a+512>>2]=T;f[a+968>>2]=U;f[a+984>>2]=V;f[a+992>>2]=x;f[a+1008>>2]=W;f[a+1024>>2]=y;f[a+1032>>2]=X;f[a+6072>>2]=O;f[a+6104>>2]=Y}function pbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+80>>2]|0;v=f[a+352>>2]|0;H=f[a+704>>2]|0;w=f[a+800>>2]|0;c=f[a+880>>2]|0;J=f[a+1624>>2]|0;C=f[a+1944>>2]|0;g=f[a+2032>>2]|0;D=f[a+2200>>2]|0;o=f[a+2248>>2]|0;E=f[a+4904>>2]|0;x=f[a+4912>>2]|0;t=f[a+4928>>2]|0;F=f[a+5856>>2]|0;i=f[a+5864>>2]|0;r=f[a+5880>>2]|0;m=f[a+5904>>2]|0;p=f[a+5912>>2]|0;q=f[a+5944>>2]|0;l=f[a+5968>>2]|0;I=f[a+6072>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){S7a(a+24|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+16>>2]!=+n[e+16>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;T7a(a+24|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;Q7a(a+24|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6152>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;T7a(a+24|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+16>>2]!=+n[h+16>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);break}}while(0);S7a(a+24|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}Q7a(a+24|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if(R7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){S7a(a+24|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=U7a(a+24|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=U7a(a+24|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}T7a(a+24|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+12>>2]|0,f[h+12>>2]|0,f[d+12>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+12>>2]|0,f[d+12>>2]|0,f[h+12>>2]|0,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){T7a(a+24|0,c,o,1);h=f[c>>2]|0;h=U7a(a+24|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;S7a(a+24|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=U7a(a+24|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){S7a(a+24|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[d&3](g,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else T7a(a+24|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=2;f[a+6156>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){T7a(a+24|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6152>>2]=1;break a}S7a(a+24|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[g&3](d,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6152>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+816>>2]=h;f[a+824>>2]=i;f[a+928>>2]=e;f[a+944>>2]=d;f[a+976>>2]=c;f[a+6072>>2]=I}function qbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+80>>2]|0;z=f[a+248>>2]|0;w=f[a+256>>2]|0;t=f[a+264>>2]|0;Y=f[a+272>>2]|0;Z=f[a+504>>2]|0;_=f[a+968>>2]|0;D=f[a+992>>2]|0;$=f[a+1008>>2]|0;E=f[a+1024>>2]|0;K=f[a+1944>>2]|0;L=f[a+2200>>2]|0;N=f[a+4904>>2]|0;M=f[a+4912>>2]|0;O=f[a+4928>>2]|0;A=f[a+4960>>2]|0;j=f[a+5008>>2]|0;V=f[a+5024>>2]|0;W=f[a+6072>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;Q7a(a+24|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+16>>2]!=+n[e+16>>2])){D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{Q7a(a+24|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;S7a(a+24|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];T7a(a+24|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;Q7a(a+24|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;T7a(a+24|0,y,f[O>>2]|0,0);S7a(a+24|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if(R7a(P,f[V>>2]|0,c,d,1)|0)break;h=U7a(a+24|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+12>>2]|0,f[i+12>>2]|0,f[h+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0);else $h[c&3](d,0,e,h,i,f[e+12>>2]|0,f[h+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,h,1);S7a(a+24|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6160>>2]=2;f[a+6164>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){S7a(a+24|0,C,h,1);i=h;j=C;continue}else{T7a(a+24|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];Q7a(a+24|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+16>>2]!=+n[P+16>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+12>>2]|0,f[i+12>>2]|0,f[P+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0);else $h[d&3](c,0,e,P,i,f[e+12>>2]|0,f[P+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{Q7a(a+24|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6160>>2]=1;break a}f[a+504>>2]=Z;f[a+968>>2]=_;f[a+992>>2]=D;f[a+1008>>2]=$;f[a+1024>>2]=E;f[a+6072>>2]=W}function rbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0;T=f[a+80>>2]|0;v=f[a+248>>2]|0;z=f[a+272>>2]|0;K=f[a+504>>2]|0;L=f[a+512>>2]|0;M=f[a+816>>2]|0;N=f[a+824>>2]|0;O=f[a+944>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;C=f[a+1944>>2]|0;E=f[a+2200>>2]|0;F=f[a+4904>>2]|0;I=f[a+4912>>2]|0;J=f[a+4928>>2]|0;w=f[a+4936>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;q=f[a+6112>>2]|0;a:{if(V){V=0;switch(q|0){case 3:{m=f[T>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,24)|0;h=f[T>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[m>>2]=h;f[h+4>>2]=m;f[h>>2]=0;f[(m+4|0)>>2]=0;f[(f[m>>2]|0)+8>>2]=0;f[(m+8|0)>>2]=0;h=f[J>>2]|0;i=f[T>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=i;f[(m+16|0)>>2]=h;h=I+12|0;i=f[h>>2]|0;f[m+12>>2]=i;j=I+16|0;e=f[m>>2]|0;f[e+12>>2]=f[j>>2];b[(m+20|0)>>0]=1;b[e+20>>0]=0;if(!v){c=f[J>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)U=101;else if((f[d+4>>2]|0)==(c|0))k=c;else U=101;if((U|0)==101){U=0;k=f[T>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[J>>2]|0}f[e+16>>2]=c;e=f[I+8>>2]|0;if(!(+n[k+16>>2]!=+n[e+16>>2])){A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}c=f[m>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)U=105;else if((f[d+4>>2]|0)==(e|0))l=c;else U=105;if((U|0)==105){U=0;l=f[T>>2]|0;l=Rg[f[f[l>>2]>>2]&255](l,8)|0;f[l+4>>2]=e;f[l>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=l;l=f[m>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,m,l,9.999999974752427e-07,9.999999974752427e-07);A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}else d=v;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if(R7a(f[J>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){U=185;break}else d=c}f[a+80>>2]=T;f[a+248>>2]=v;f[a+256>>2]=d;f[a+264>>2]=g;f[a+272>>2]=z;f[a+504>>2]=K;f[a+968>>2]=P;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4960>>2]=m;f[a+5008>>2]=h;f[a+5024>>2]=j;f[a+6072>>2]=U;f[a+6160>>2]=0;f[a+6164>>2]=0;qbb(a);K=f[a+504>>2]|0;P=f[a+968>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;U=f[a+6072>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 3:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}}}default:V=1}}if(V){V=0;switch(q|0){case 0:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}s=I+8|0;t=I+16|0;u=I+12|0;r=0;p=z;q=v;c=v;d=w;while(1){k=d;i=d;j=d;e=d;g=d;b:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[J>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break b}else{z=l;d=e;h=m;e=g;i=g;j=g;l=m;m=z}}c=f[c>>2]|0;if(!c){L=1;Q=I;S=q;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;c:do{d=1;if(d){d=0;if(!h){M=1;N=23;x=r;O=q;y=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}z=f[s>>2]|0;f[a+80>>2]=T;f[a+352>>2]=r;f[a+704>>2]=p;f[a+800>>2]=q;f[a+816>>2]=M;f[a+824>>2]=N;f[a+880>>2]=c;f[a+928>>2]=x;f[a+944>>2]=O;f[a+976>>2]=y;f[a+1624>>2]=d;f[a+1944>>2]=C;f[a+2032>>2]=k;f[a+2200>>2]=E;f[a+2248>>2]=j;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+5856>>2]=s;f[a+5864>>2]=t;f[a+5880>>2]=o;f[a+5904>>2]=g;f[a+5912>>2]=h;f[a+5944>>2]=z;f[a+5968>>2]=i;f[a+6072>>2]=U;f[a+6152>>2]=0;f[a+6156>>2]=0;pbb(a);M=f[a+816>>2]|0;N=f[a+824>>2]|0;x=f[a+928>>2]|0;O=f[a+944>>2]|0;y=f[a+976>>2]|0;U=f[a+6072>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break c}}}while(0);switch(N&63){case 47:{A=O;B=M;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 46:break;default:{f[a+6168>>2]=2;f[a+6172>>2]=11;break a}}r=x;p=M;q=O;c=y;d=f[J>>2]|0}}default:V=1}}if(V){V=0;switch(q|0){case 4:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=v;while(1){l=p+12|0;if((f[l>>2]|0)==(w|0))break;c=f[p>>2]|0;if(!c){L=1;Q=I;S=v;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=c}if(!(b[p+20>>0]|0))S7a(a+24|0,p,w,1);else T7a(a+24|0,p,w,1);d=f[I+8>>2]|0;m=p+8|0;c=f[m>>2]|0;if(!c)U=315;else if((f[c+4>>2]|0)==(d|0))o=c;else U=315;if((U|0)==315){U=0;o=f[T>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=d;f[o>>2]=f[m>>2];f[m>>2]=o}j=p+16|0;f[j>>2]=d;f[l>>2]=f[I+16>>2];k=p+4|0;d=f[k>>2]|0;d:do if(!d){i=p;d=0}else{c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)==(f[o+4>>2]|0))while(1){e=f[l>>2]|0;g=d+12|0;h=f[g>>2]|0;X=+n[c+16>>2];W=+n[c+20>>2];if((+n[e+16>>2]-X)*(+n[h+20>>2]-W)>=(+n[h+16>>2]-X)*(+n[e+20>>2]-W)){i=p;break d}f[l>>2]=h;f[g>>2]=e;c=(f[k>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[p>>2]|0;if(c|0)Q7a(a+24|0,p,c,0.0,9.999999974752427e-07);d=f[k>>2]|0;if(!d){i=p;d=0;break d}c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)!=(f[(f[m>>2]|0)+4>>2]|0)){i=p;break}}else i=p}while(0);c=f[i>>2]|0;if(!c)c=0;else{while(1){d=f[(f[c+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[m>>2]|0)+4>>2]|0))break;e=f[l>>2]|0;g=c+12|0;h=f[g>>2]|0;W=+n[d+16>>2];X=+n[d+20>>2];if((+n[e+16>>2]-W)*(+n[h+20>>2]-X)<=(+n[h+16>>2]-W)*(+n[e+20>>2]-X))break;f[l>>2]=h;f[g>>2]=e;c=(f[i>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[k>>2]|0;if(c|0)Q7a(a+24|0,c,p,0.0,9.999999974752427e-07);c=f[i>>2]|0;if(!c){c=0;break}}d=f[k>>2]|0}if(d){c=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,d,p,c?-9.999999974752427e-07:9.999999974752427e-07,c?-9.999999974752427e-07:0.0);c=f[i>>2]|0}if(!c){A=v;B=z}else{A=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[c+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,p,c,A?-9.999999974752427e-07:0.0,A?-9.999999974752427e-07:9.999999974752427e-07);A=v;B=z}break}default:V=1}}f[a+80>>2]=T;f[a+248>>2]=v;f[a+272>>2]=z;f[a+504>>2]=K;f[a+512>>2]=L;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4936>>2]=w;f[a+6072>>2]=U;f[a+6104>>2]=V;f[a+6112>>2]=q;f[a+6144>>2]=0;f[a+6148>>2]=0;obb(a);K=f[a+504>>2]|0;L=f[a+512>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1){f[a+6168>>2]=1;break a}if((G|0)==2)switch(D|0){case 13:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}case 8:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}}}f[a+504>>2]=K;f[a+512>>2]=L;f[a+816>>2]=M;f[a+824>>2]=N;f[a+944>>2]=O;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+6072>>2]=U;f[a+6104>>2]=V}function sbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0;pa=f[a+80>>2]|0;K=f[a+88>>2]|0;X=f[a+112>>2]|0;Y=f[a+152>>2]|0;Z=f[a+216>>2]|0;_=f[a+240>>2]|0;$=f[a+280>>2]|0;t=f[a+488>>2]|0;ca=f[a+520>>2]|0;da=f[a+528>>2]|0;na=f[a+1040>>2]|0;oa=f[a+1048>>2]|0;C=+n[a+1904>>2];E=+n[a+1912>>2];F=+n[a+1920>>2];qa=f[a+1944>>2]|0;ra=f[a+2200>>2]|0;sa=f[a+2640>>2]|0;L=f[a+2648>>2]|0;M=+n[a+3456>>2];N=+n[a+3464>>2];O=+n[a+3504>>2];P=+n[a+3536>>2];Q=+n[a+3592>>2];R=+n[a+3632>>2];S=+n[a+3872>>2];ta=f[a+6072>>2]|0;a:{b:while(1){c=$;while(1){r=f[c>>2]|0;r=(r|0)<0?0-r|0:r;s=c+(r<<2)|0;if((r|0)>=3)break;if((s+4|0|0)==(X|0)){d=Z;e=_;break b}else c=s+4|0}g=c+4|0;c=f[g>>2]|0;d=f[pa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,28)|0;if((c|0)>-1){f[d>>2]=f[(K+(c*12|0)|0)>>2];f[d+4>>2]=f[(K+(c*12|0)|0)+4>>2];f[d+8>>2]=f[(K+(c*12|0)|0)+8>>2]}else{f[d>>2]=f[K>>2];f[d+4>>2]=f[K+4>>2];f[d+8>>2]=f[K+8>>2]}f[d+12>>2]=c;h=C*(+n[d>>2]-(M+N)*.5);i=E*(+n[d+4>>2]-(O+P)*.5);l=F*(+n[d+8>>2]-(Q+R)*.5);switch(t&255&3){case 0:{A=l;I=i;ta=33;break}case 1:{A=h;I=l;ta=33;break}case 2:{A=i;I=h;ta=33;break}default:{}}if((ta|0)==33){ta=0;n[d+16>>2]=I;n[d+20>>2]=A}f[d+24>>2]=0;r=f[pa>>2]|0;r=Rg[f[f[r>>2]>>2]&255](r,8)|0;f[r+4>>2]=d;f[r>>2]=f[L>>2];f[L>>2]=r;r=0;e=_;p=f[sa>>2]|0;while(1){c=f[pa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=p;f[sa>>2]=c;q=e+1|0;r=(r|0)==0?c:r;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;p=c;do{j=1;if(j){j=0;if(k>>>0>s>>>0){v=d;w=k;x=d;W=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[pa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,28)|0;if((d|0)>-1){f[o>>2]=f[(K+(d*12|0)|0)>>2];f[o+4>>2]=f[(K+(d*12|0)|0)+4>>2];f[o+8>>2]=f[(K+(d*12|0)|0)+8>>2]}else{f[o>>2]=f[K>>2];f[o+4>>2]=f[K+4>>2];f[o+8>>2]=f[K+8>>2]}f[o+12>>2]=d;h=C*(+n[o>>2]-(M+N)*.5);i=E*(+n[(o+4|0)>>2]-(O+P)*.5);l=F*(+n[(o+8|0)>>2]-(Q+R)*.5);switch(t&255&3){case 0:{B=l;J=i;ta=44;break}case 1:{B=h;J=l;ta=44;break}case 2:{B=i;J=h;ta=44;break}default:{y=o+20|0;z=o+20|0}}if((ta|0)==44){ta=0;n[o+16>>2]=J;n[(o+20|0)>>2]=B;y=o+20|0;z=o+20|0}f[o+24>>2]=0;m=f[pa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[L>>2];f[L>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+20>>2];l=+n[z>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=s-k|0;g=g+8|0;c:do if((d|0)>0){h=+n[o>>2];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+n[K+(d*12|0)>>2]-h;if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+4>>2]-+n[(o+4|0)>>2];if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+8>>2]-+n[(o+8|0)>>2];if(!((l<0.0?-l:l)<=S))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>s>>>0){ta=59;break}d=f[g>>2]|0;U=f[(c+8|0)>>2]|0;l=+n[K+(d*12|0)>>2]-+n[U>>2];if(!((l<0.0?-l:l)<=S)){ta=58;break}l=+n[K+(d*12|0)+4>>2]-+n[U+4>>2];if(!((l<0.0?-l:l)<=S)){ta=60;break}l=+n[K+(d*12|0)+8>>2]-+n[U+8>>2];if(!((l<0.0?-l:l)<=S)){ta=61;break}else T=U}else{f[(c+8|0)>>2]=o;n[y>>2]=h;g=k;T=o}V=g+4|0;if(V>>>0>s>>>0){ta=62;break}else k=V}if((ta|0)==58){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==59){ta=0;v=o;w=k;x=m;W=f[(c+8|0)>>2]|0;break}else if((ta|0)==60){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==61){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==62){ta=0;v=o;w=V;x=m;W=T;break}}}while(0);g=x;l=+n[x+16>>2]-+n[W+16>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=x}else j=W;if(w>>>0>s>>>0)break;else{d=v;e=q;g=w}}if((r|0)==(c|0)){f[sa>>2]=f[c>>2];$zb(c);d=0}else{d=r+4|0;l=+n[j+20>>2]-+n[(f[d>>2]|0)+20>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;s=f[c>>2]|0;f[sa>>2]=s;$zb(c);c=s}else e=q;d=f[r>>2]|0;do{q=c;c=f[c>>2]|0;s=(c|0)==(d|0);r=s?f[sa>>2]|0:c;f[q+12>>2]=f[r+8>>2];f[r+16>>2]=f[q+4>>2]}while(!s);c=f[sa>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+4>>2]|0)+20>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+20>>2]>+n[(f[c+8>>2]|0)+20>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[sa>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+16>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+16>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){p=c+20|0;switch(f[p>>2]|0){case 3:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])>(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 0:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])<(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 2:case 1:{f[p>>2]=4;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+16>>2]|0)+20>>2]){ta=87;break d}else break d}default:break d}}else if(h>i)ta=87;while(0);if((ta|0)==87){ta=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;q=c+16|0;s=c+12|0;r=f[q>>2]|0;f[q>>2]=f[s>>2];f[s>>2]=r;s=c+20|0;f[s>>2]=f[40212+(f[s>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((w|0)==(X|0))break;else{Z=d;_=e;$=w}}e:{c=1;if(c){c=0;if(!e){aa=0;ha=d;ka=0;ta=448}else c=1}if(c)if(1){g=f[pa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[sa>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;P7a(g,0,d,1024);if((d|0)>0){c=0;do{X=c;c=c+1|0;f[f[g+(X<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[sa>>2]=c;$zb(g);k=(a+24|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){ca=0;na=0;ta=450;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{h=-10.0;g=0;j=0}f:while(1){f[sa>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;i=+n[(e+20|0)>>2];if(i<h)n[(e+20|0)>>2]=h;else h=i;g:do{W=1;X=f[c+20>>2]|0;f[a+80>>2]=pa;f[a+248>>2]=g;f[a+272>>2]=j;f[a+504>>2]=aa;f[a+512>>2]=ba;f[a+816>>2]=ea;f[a+824>>2]=fa;f[a+944>>2]=ga;f[a+968>>2]=ha;f[a+984>>2]=ia;f[a+992>>2]=ja;f[a+1008>>2]=ka;f[a+1024>>2]=la;f[a+1032>>2]=ma;f[a+1944>>2]=qa;f[a+2200>>2]=ra;f[a+4904>>2]=k;f[a+4912>>2]=c;f[a+4928>>2]=d;f[a+4936>>2]=e;f[a+6072>>2]=ta;f[a+6104>>2]=W;f[a+6112>>2]=X;f[a+6168>>2]=0;f[a+6172>>2]=0;rbb(a);aa=f[a+504>>2]|0;ba=f[a+512>>2]|0;ea=f[a+816>>2]|0;fa=f[a+824>>2]|0;ga=f[a+944>>2]|0;ha=f[a+968>>2]|0;ia=f[a+984>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1008>>2]|0;la=f[a+1024>>2]|0;ma=f[a+1032>>2]|0;ta=f[a+6072>>2]|0;G=f[a+6168>>2]|0;D=f[a+6172>>2]|0;H=+n[a+6172>>2];f[a+6168>>2]=0;f[a+6172>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 15:break g;case 14:break e;case 11:break f}}while(0);$zb(c);c=f[sa>>2]|0;if(!c){da=la;oa=ja;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{g=ja;j=la}}if((fa|0)==23){aa=ea;ha=c;ka=ga;ta=448}else{Y=0;u=a;f[a+6176>>2]=6;f[a+6180>>2]=Y|0;break a}}}if((ta|0)==448)if(!ha){ca=aa;na=ka;ta=450;f[a+6176>>2]=1;break a}else{ba=aa;ia=ha;ma=ka}$zb(ia);ca=ba;na=ma;ta=450}f[a+152>>2]=Y;f[a+216>>2]=Z;f[a+240>>2]=_;f[a+280>>2]=$;f[a+520>>2]=ca;f[a+528>>2]=da;f[a+1040>>2]=na;f[a+1048>>2]=oa;f[a+6072>>2]=ta}function tbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+96>>2]|0;Q=f[a+264>>2]|0;R=f[a+288>>2]|0;S=f[a+512>>2]|0;T=f[a+520>>2]|0;U=f[a+976>>2]|0;V=f[a+992>>2]|0;x=f[a+1e3>>2]|0;W=f[a+1016>>2]|0;y=f[a+1032>>2]|0;X=f[a+1040>>2]|0;B=f[a+1936>>2]|0;C=f[a+2192>>2]|0;D=f[a+4896>>2]|0;N=f[a+4912>>2]|0;M=f[a+4920>>2]|0;L=f[a+4928>>2]|0;O=f[a+6064>>2]|0;Y=f[a+6096>>2]|0;K=f[a+6104>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))a8a(a+48|0,v,n,1);else b8a(a+48|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!($7a(e,f[w>>2]|0,h,i,1)|0))break;i=c8a(a+48|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[k+36>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0);else $h[h&3](j,0,k,n,i,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0,f[k+36>>2]|0,f[n+36>>2]|0,f[i+36>>2]|0);a8a(a+48|0,v,i,1);b8a(a+48|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){_7a(a+48|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){b8a(a+48|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];_7a(a+48|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0,f[i+36>>2]|0,f[e+36>>2]|0,f[n+36>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0,f[e+36>>2]|0);break}}while(0);a8a(a+48|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)_7a(a+48|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{_7a(a+48|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))a8a(a+48|0,l,j,1);else b8a(a+48|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if($7a(c,f[m>>2]|0,e,g,1)|0)break;i=c8a(a+48|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0,f[h+36>>2]|0,f[j+36>>2]|0,f[i+36>>2]|0);else $h[e&3](g,0,h,i,j,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0,f[j+36>>2]|0);b8a(a+48|0,l,i,1);a8a(a+48|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{_7a(a+48|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){a8a(a+48|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];_7a(a+48|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0,f[g+36>>2]|0,f[j+36>>2]|0,f[c+36>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0,f[g+36>>2]|0,f[c+36>>2]|0,f[j+36>>2]|0);break}}while(0);b8a(a+48|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)_7a(a+48|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{_7a(a+48|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}a8a(a+48|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;b8a(a+48|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}b8a(a+48|0,h,L,1);P=N+8|0;a8a(a+48|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)_7a(a+48|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{_7a(a+48|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}}}f[a+512>>2]=S;f[a+520>>2]=T;f[a+976>>2]=U;f[a+992>>2]=V;f[a+1e3>>2]=x;f[a+1016>>2]=W;f[a+1032>>2]=y;f[a+1040>>2]=X;f[a+6064>>2]=O;f[a+6096>>2]=Y}function ubb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+96>>2]|0;v=f[a+368>>2]|0;H=f[a+712>>2]|0;w=f[a+808>>2]|0;c=f[a+888>>2]|0;J=f[a+1632>>2]|0;C=f[a+1936>>2]|0;g=f[a+2032>>2]|0;D=f[a+2192>>2]|0;o=f[a+2240>>2]|0;E=f[a+4896>>2]|0;x=f[a+4912>>2]|0;t=f[a+4920>>2]|0;F=f[a+5848>>2]|0;i=f[a+5856>>2]|0;r=f[a+5872>>2]|0;m=f[a+5896>>2]|0;p=f[a+5904>>2]|0;q=f[a+5936>>2]|0;l=f[a+5960>>2]|0;I=f[a+6064>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){a8a(a+48|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+28>>2]!=+n[e+28>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;b8a(a+48|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;_7a(a+48|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6144>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;b8a(a+48|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+28>>2]!=+n[h+28>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);break}}while(0);a8a(a+48|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}_7a(a+48|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if($7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){a8a(a+48|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=c8a(a+48|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=c8a(a+48|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}b8a(a+48|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0,f[d+36>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0,f[g+36>>2]|0,f[d+36>>2]|0,f[h+36>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){b8a(a+48|0,c,o,1);h=f[c>>2]|0;h=c8a(a+48|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;a8a(a+48|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=c8a(a+48|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){a8a(a+48|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[d&3](g,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else b8a(a+48|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=2;f[a+6148>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){b8a(a+48|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6144>>2]=1;break a}a8a(a+48|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[g&3](d,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6144>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+824>>2]=h;f[a+832>>2]=i;f[a+936>>2]=e;f[a+952>>2]=d;f[a+984>>2]=c;f[a+6064>>2]=I}function vbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+96>>2]|0;z=f[a+264>>2]|0;w=f[a+272>>2]|0;t=f[a+280>>2]|0;Y=f[a+288>>2]|0;Z=f[a+512>>2]|0;_=f[a+976>>2]|0;D=f[a+1e3>>2]|0;$=f[a+1016>>2]|0;E=f[a+1032>>2]|0;K=f[a+1936>>2]|0;L=f[a+2192>>2]|0;N=f[a+4896>>2]|0;M=f[a+4912>>2]|0;O=f[a+4920>>2]|0;A=f[a+4952>>2]|0;j=f[a+5e3>>2]|0;V=f[a+5016>>2]|0;W=f[a+6064>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;_7a(a+48|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+28>>2]!=+n[e+28>>2])){D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;_7a(a+48|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{_7a(a+48|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;a8a(a+48|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];b8a(a+48|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;_7a(a+48|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;b8a(a+48|0,y,f[O>>2]|0,0);a8a(a+48|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if($7a(P,f[V>>2]|0,c,d,1)|0)break;h=c8a(a+48|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0);else $h[c&3](d,0,e,h,i,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,h,1);a8a(a+48|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6152>>2]=2;f[a+6156>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){a8a(a+48|0,C,h,1);i=h;j=C;continue}else{b8a(a+48|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];_7a(a+48|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+28>>2]!=+n[P+28>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[P+36>>2]|0);else $h[d&3](c,0,e,P,i,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[P+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{_7a(a+48|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6152>>2]=1;break a}f[a+512>>2]=Z;f[a+976>>2]=_;f[a+1e3>>2]=D;f[a+1016>>2]=$;f[a+1032>>2]=E;f[a+6064>>2]=W}function wbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0.0,Z=0.0;C=f[a+96>>2]|0;F=+n[a+184>>2];I=f[a+264>>2]|0;J=f[a+288>>2]|0;K=f[a+512>>2]|0;L=f[a+520>>2]|0;M=f[a+536>>2]|0;N=f[a+824>>2]|0;O=f[a+832>>2]|0;P=f[a+952>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;S=f[a+1016>>2]|0;T=f[a+1040>>2]|0;U=f[a+1056>>2]|0;y=f[a+1936>>2]|0;z=f[a+2192>>2]|0;E=f[a+2632>>2]|0;V=+n[a+4136>>2];A=f[a+4896>>2]|0;W=f[a+4912>>2]|0;B=f[a+4920>>2]|0;v=f[a+4928>>2]|0;X=f[a+6064>>2]|0;a:{b:do{r=1;s=f[W+20>>2]|0;if(r){r=0;switch(s|0){case 3:{p=f[C>>2]|0;p=Rg[f[f[p>>2]>>2]&255](p,24)|0;h=f[C>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[p>>2]=h;f[h+4>>2]=p;f[h>>2]=0;f[(p+4|0)>>2]=0;f[(f[p>>2]|0)+8>>2]=0;f[(p+8|0)>>2]=0;h=f[B>>2]|0;i=f[C>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(p+8|0)>>2];f[(p+8|0)>>2]=i;f[(p+16|0)>>2]=h;h=W+12|0;i=f[h>>2]|0;f[p+12>>2]=i;j=W+16|0;e=f[p>>2]|0;f[e+12>>2]=f[j>>2];b[(p+20|0)>>0]=1;b[e+20>>0]=0;if(!I){c=f[B>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)X=101;else if((f[d+4>>2]|0)==(c|0))k=c;else X=101;if((X|0)==101){X=0;k=f[C>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[B>>2]|0}f[e+16>>2]=c;e=f[W+8>>2]|0;if(!(+n[k+28>>2]!=+n[e+28>>2])){l=p;m=J;break b}c=f[p>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)X=105;else if((f[d+4>>2]|0)==(e|0))o=c;else X=105;if((X|0)==105){X=0;o=f[C>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=e;f[o>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=o;o=f[p>>2]|0}f[c+16>>2]=e;_7a(a+48|0,p,o,9.999999974752427e-07,9.999999974752427e-07);l=p;m=J;break b}else d=I;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if($7a(f[B>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){X=185;break}else d=c}f[a+96>>2]=C;f[a+264>>2]=I;f[a+272>>2]=d;f[a+280>>2]=g;f[a+288>>2]=J;f[a+512>>2]=K;f[a+976>>2]=Q;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4952>>2]=p;f[a+5e3>>2]=h;f[a+5016>>2]=j;f[a+6064>>2]=X;f[a+6152>>2]=0;f[a+6156>>2]=0;vbb(a);K=f[a+512>>2]|0;Q=f[a+976>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;X=f[a+6064>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 3:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}}default:r=1}}if(r)switch(s|0){case 0:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}s=W+8|0;t=W+16|0;u=W+12|0;p=0;q=J;r=I;c=I;d=v;while(1){k=d;i=d;j=d;e=d;g=d;c:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[B>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break c}else{v=l;d=e;h=m;e=g;i=g;j=g;l=m;m=v}}c=f[c>>2]|0;if(!c){L=1;R=W;T=r;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;d:do{d=1;if(d){d=0;if(!h){N=1;O=23;w=p;P=r;x=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}v=f[s>>2]|0;f[a+96>>2]=C;f[a+368>>2]=p;f[a+712>>2]=q;f[a+808>>2]=r;f[a+824>>2]=N;f[a+832>>2]=O;f[a+888>>2]=c;f[a+936>>2]=w;f[a+952>>2]=P;f[a+984>>2]=x;f[a+1632>>2]=d;f[a+1936>>2]=y;f[a+2032>>2]=k;f[a+2192>>2]=z;f[a+2240>>2]=j;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+5848>>2]=s;f[a+5856>>2]=t;f[a+5872>>2]=o;f[a+5896>>2]=g;f[a+5904>>2]=h;f[a+5936>>2]=v;f[a+5960>>2]=i;f[a+6064>>2]=X;f[a+6144>>2]=0;f[a+6148>>2]=0;ubb(a);N=f[a+824>>2]|0;O=f[a+832>>2]|0;w=f[a+936>>2]|0;P=f[a+952>>2]|0;x=f[a+984>>2]|0;X=f[a+6064>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break d}}}while(0);switch(O&63){case 47:{l=P;m=N;break b}case 46:break;default:{f[a+6160>>2]=2;f[a+6164>>2]=8;break a}}p=w;q=N;r=P;c=x;d=f[B>>2]|0}}default:r=1}if(r){r=0;switch(s|0){case 4:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else c=I;while(1){m=c+12|0;if((f[m>>2]|0)==(v|0))break;c=f[c>>2]|0;if(!c){L=1;R=W;T=I;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}if(!(b[c+20>>0]|0))a8a(a+48|0,c,v,1);else b8a(a+48|0,c,v,1);e=f[W+8>>2]|0;o=c+8|0;d=f[o>>2]|0;if(!d)X=315;else if((f[d+4>>2]|0)==(e|0))q=d;else X=315;if((X|0)==315){X=0;q=f[C>>2]|0;q=Rg[f[f[q>>2]>>2]&255](q,8)|0;f[q+4>>2]=e;f[q>>2]=f[o>>2];f[o>>2]=q}k=c+16|0;f[k>>2]=e;f[m>>2]=f[W+16>>2];l=c+4|0;e=f[l>>2]|0;e:do if(!e){j=c;e=0}else{d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)==(f[q+4>>2]|0))while(1){g=f[m>>2]|0;h=e+12|0;i=f[h>>2]|0;Z=+n[d+28>>2];Y=+n[d+32>>2];if((+n[g+28>>2]-Z)*(+n[i+32>>2]-Y)>=(+n[i+28>>2]-Z)*(+n[g+32>>2]-Y)){j=c;break e}f[m>>2]=i;f[h>>2]=g;d=(f[l>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[c>>2]|0;if(d|0)_7a(a+48|0,c,d,0.0,9.999999974752427e-07);e=f[l>>2]|0;if(!e){j=c;e=0;break e}d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[o>>2]|0)+4>>2]|0)){j=c;break}}else j=c}while(0);d=f[j>>2]|0;if(!d)d=0;else{while(1){e=f[(f[d+8>>2]|0)+4>>2]|0;if((e|0)!=(f[(f[o>>2]|0)+4>>2]|0))break;g=f[m>>2]|0;h=d+12|0;i=f[h>>2]|0;Y=+n[e+28>>2];Z=+n[e+32>>2];if((+n[g+28>>2]-Y)*(+n[i+32>>2]-Z)<=(+n[i+28>>2]-Y)*(+n[g+32>>2]-Z))break;f[m>>2]=i;f[h>>2]=g;d=(f[j>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[l>>2]|0;if(d|0)_7a(a+48|0,d,c,0.0,9.999999974752427e-07);d=f[j>>2]|0;if(!d){d=0;break}}e=f[l>>2]|0}if(e){d=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[e+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,e,c,d?-9.999999974752427e-07:9.999999974752427e-07,d?-9.999999974752427e-07:0.0);d=f[j>>2]|0}if(!d){l=I;m=J}else{l=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,c,d,l?-9.999999974752427e-07:0.0,l?-9.999999974752427e-07:9.999999974752427e-07);l=I;m=J}break}default:r=1}}f[a+96>>2]=C;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1040>>2]=T;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4928>>2]=v;f[a+6064>>2]=X;f[a+6096>>2]=r;f[a+6104>>2]=s;f[a+6136>>2]=0;f[a+6140>>2]=0;tbb(a);K=f[a+512>>2]|0;L=f[a+520>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;T=f[a+1040>>2]|0;X=f[a+6064>>2]|0;G=f[a+6136>>2]|0;D=f[a+6140>>2]|0;H=+n[a+6140>>2];f[a+6136>>2]=0;f[a+6140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}case 8:break b}}while(0);$zb(W);c=f[E>>2]|0;if(!c){M=m;U=l;f[a+6160>>2]=2;f[a+6164>>2]=12;break a}else{F=V;I=l;J=m;W=c}}n[a+184>>2]=F;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+536>>2]=M;f[a+824>>2]=N;f[a+832>>2]=O;f[a+952>>2]=P;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1016>>2]=S;f[a+1040>>2]=T;f[a+1056>>2]=U;f[a+4912>>2]=W;f[a+6064>>2]=X}function xbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0;oa=f[a+96>>2]|0;L=f[a+104>>2]|0;Y=f[a+128>>2]|0;Z=f[a+168>>2]|0;_=f[a+232>>2]|0;$=f[a+256>>2]|0;aa=f[a+296>>2]|0;da=f[a+528>>2]|0;ea=f[a+536>>2]|0;v=f[a+688>>2]|0;ma=f[a+1048>>2]|0;na=f[a+1056>>2]|0;E=+n[a+1896>>2];F=+n[a+1904>>2];I=+n[a+1912>>2];pa=f[a+1936>>2]|0;qa=f[a+2192>>2]|0;ra=f[a+2632>>2]|0;M=f[a+2640>>2]|0;N=+n[a+3448>>2];O=+n[a+3456>>2];P=+n[a+3496>>2];Q=+n[a+3528>>2];R=+n[a+3584>>2];S=+n[a+3616>>2];T=+n[a+3856>>2];sa=f[a+6064>>2]|0;a:{b:while(1){c=aa;while(1){s=f[c>>2]|0;s=(s|0)<0?0-s|0:s;t=c+(s<<2)|0;if((s|0)>=3)break;if((t+4|0|0)==(Y|0)){d=_;e=$;break b}else c=t+4|0}g=c+4|0;c=f[g>>2]|0;d=f[oa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,40)|0;if((c|0)>-1){f[d>>2]=f[(L+(c*24|0)|0)>>2];f[d+4>>2]=f[(L+(c*24|0)|0)+4>>2];f[d+8>>2]=f[(L+(c*24|0)|0)+8>>2];f[d+12>>2]=f[(L+(c*24|0)|0)+12>>2];f[d+16>>2]=f[(L+(c*24|0)|0)+16>>2];f[d+20>>2]=f[(L+(c*24|0)|0)+20>>2]}else{f[d>>2]=f[L>>2];f[d+4>>2]=f[L+4>>2];f[d+8>>2]=f[L+8>>2];f[d+12>>2]=f[L+12>>2];f[d+16>>2]=f[L+16>>2];f[d+20>>2]=f[L+20>>2]}f[d+24>>2]=c;h=E*(+p[d>>3]-(N+O)*.5);i=F*(+p[d+8>>3]-(P+Q)*.5);l=I*(+p[d+16>>3]-(R+S)*.5);switch(v|0){case 0:{B=l;J=i;sa=33;break}case 1:{B=h;J=l;sa=33;break}case 2:{B=i;J=h;sa=33;break}default:{}}if((sa|0)==33){sa=0;n[d+28>>2]=J;n[d+32>>2]=B}f[d+36>>2]=0;s=f[oa>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=d;f[s>>2]=f[M>>2];f[M>>2]=s;s=0;e=$;q=f[ra>>2]|0;while(1){c=f[oa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=q;f[ra>>2]=c;r=e+1|0;s=(s|0)==0?c:s;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;q=c;do{j=1;if(j){j=0;if(k>>>0>t>>>0){w=d;x=k;y=d;X=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[oa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,40)|0;if((d|0)>-1){f[o>>2]=f[(L+(d*24|0)|0)>>2];f[o+4>>2]=f[(L+(d*24|0)|0)+4>>2];f[o+8>>2]=f[(L+(d*24|0)|0)+8>>2];f[o+12>>2]=f[(L+(d*24|0)|0)+12>>2];f[o+16>>2]=f[(L+(d*24|0)|0)+16>>2];f[o+20>>2]=f[(L+(d*24|0)|0)+20>>2]}else{f[o>>2]=f[L>>2];f[o+4>>2]=f[L+4>>2];f[o+8>>2]=f[L+8>>2];f[o+12>>2]=f[L+12>>2];f[o+16>>2]=f[L+16>>2];f[o+20>>2]=f[L+20>>2]}f[o+24>>2]=d;h=E*(+p[o>>3]-(N+O)*.5);i=F*(+p[(o+8|0)>>3]-(P+Q)*.5);l=I*(+p[(o+16|0)>>3]-(R+S)*.5);switch(v|0){case 0:{C=l;K=i;sa=44;break}case 1:{C=h;K=l;sa=44;break}case 2:{C=i;K=h;sa=44;break}default:{z=o+32|0;A=o+32|0}}if((sa|0)==44){sa=0;n[o+28>>2]=K;n[(o+32|0)>>2]=C;z=o+32|0;A=o+32|0}f[o+36>>2]=0;m=f[oa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[M>>2];f[M>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+32>>2];l=+n[A>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=t-k|0;g=g+8|0;c:do if((d|0)>0){h=+p[o>>3];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+p[L+(d*24|0)>>3]-h;if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+8>>3]-+p[(o+8|0)>>3];if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+16>>3]-+p[(o+16|0)>>3];if(!((l<0.0?-l:l)<=T))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>t>>>0){sa=59;break}d=f[g>>2]|0;V=f[(c+8|0)>>2]|0;l=+p[L+(d*24|0)>>3]-+p[V>>3];if(!((l<0.0?-l:l)<=T)){sa=58;break}l=+p[L+(d*24|0)+8>>3]-+p[V+8>>3];if(!((l<0.0?-l:l)<=T)){sa=60;break}l=+p[L+(d*24|0)+16>>3]-+p[V+16>>3];if(!((l<0.0?-l:l)<=T)){sa=61;break}else U=V}else{f[(c+8|0)>>2]=o;n[z>>2]=h;g=k;U=o}W=g+4|0;if(W>>>0>t>>>0){sa=62;break}else k=W}if((sa|0)==58){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==59){sa=0;w=o;x=k;y=m;X=f[(c+8|0)>>2]|0;break}else if((sa|0)==60){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==61){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==62){sa=0;w=o;x=W;y=m;X=U;break}}}while(0);g=y;l=+n[y+28>>2]-+n[X+28>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=y}else j=X;if(x>>>0>t>>>0)break;else{d=w;e=r;g=x}}if((s|0)==(c|0)){f[ra>>2]=f[c>>2];$zb(c);d=0}else{d=s+4|0;l=+n[j+32>>2]-+n[(f[d>>2]|0)+32>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;t=f[c>>2]|0;f[ra>>2]=t;$zb(c);c=t}else e=r;d=f[s>>2]|0;do{r=c;c=f[c>>2]|0;t=(c|0)==(d|0);s=t?f[ra>>2]|0:c;f[r+12>>2]=f[s+8>>2];f[s+16>>2]=f[r+4>>2]}while(!t);c=f[ra>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+4>>2]|0)+32>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+32>>2]>+n[(f[c+8>>2]|0)+32>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[ra>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+28>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+28>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){q=c+20|0;switch(f[q>>2]|0){case 3:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])>(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 0:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])<(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 2:case 1:{f[q>>2]=4;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+16>>2]|0)+32>>2]){sa=87;break d}else break d}default:break d}}else if(h>i)sa=87;while(0);if((sa|0)==87){sa=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;r=c+16|0;t=c+12|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;t=c+20|0;f[t>>2]=f[40212+(f[t>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((x|0)==(Y|0))break;else{_=d;$=e;aa=x}}e:{c=1;if(c){c=0;if(!e){ba=0;ia=d;ka=0;sa=448}else c=1}if(c)if(1){g=f[oa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[ra>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;Z7a(g,0,d,1024);if((d|0)>0){c=0;do{Y=c;c=c+1|0;f[f[g+(Y<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[ra>>2]=c;$zb(g);k=(a+48|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){da=0;ma=0;sa=450;f[a+6168>>2]=2;f[a+6172>>2]=7;break a}else{i=-10.0;g=0;j=0}f:while(1){f[ra>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;h=+n[(e+32|0)>>2];if(h<i){n[(e+32|0)>>2]=i;h=i}f[a+96>>2]=oa;n[a+184>>2]=i;f[a+264>>2]=g;f[a+288>>2]=j;f[a+512>>2]=ba;f[a+520>>2]=ca;f[a+536>>2]=ea;f[a+824>>2]=fa;f[a+832>>2]=ga;f[a+952>>2]=ha;f[a+976>>2]=ia;f[a+992>>2]=ja;f[a+1016>>2]=ka;f[a+1040>>2]=la;f[a+1056>>2]=na;f[a+1936>>2]=pa;f[a+2192>>2]=qa;f[a+2632>>2]=ra;n[a+4136>>2]=h;f[a+4896>>2]=k;f[a+4912>>2]=c;f[a+4920>>2]=d;f[a+4928>>2]=e;f[a+6064>>2]=sa;f[a+6160>>2]=0;f[a+6164>>2]=0;wbb(a);i=+n[a+184>>2];g=f[a+264>>2]|0;j=f[a+288>>2]|0;ba=f[a+512>>2]|0;ca=f[a+520>>2]|0;ea=f[a+536>>2]|0;fa=f[a+824>>2]|0;ga=f[a+832>>2]|0;ha=f[a+952>>2]|0;ia=f[a+976>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1016>>2]|0;la=f[a+1040>>2]|0;na=f[a+1056>>2]|0;c=f[a+4912>>2]|0;sa=f[a+6064>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break e;case 8:break f;case 12:{f[a+6168>>2]=2;f[a+6172>>2]=7;break a}}}if((ga|0)==23){ba=fa;ia=c;ka=ha;sa=448}else{Z=0;u=a;f[a+6168>>2]=6;f[a+6172>>2]=Z|0;break a}}}if((sa|0)==448)if(!ia){da=ba;ma=ka;sa=450;f[a+6168>>2]=1;break a}else{ca=ba;ja=ia;la=ka}$zb(ja);da=ca;ma=la;sa=450}f[a+168>>2]=Z;f[a+232>>2]=_;f[a+256>>2]=$;f[a+296>>2]=aa;f[a+528>>2]=da;f[a+536>>2]=ea;f[a+1048>>2]=ma;f[a+1056>>2]=na;f[a+6064>>2]=sa}function ybb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0;m=f[a+1264>>2]|0;R=f[a+1272>>2]|0;o=f[a+1280>>2]|0;Q=f[a+1296>>2]|0;q=f[a+1352>>2]|0;k=f[a+1376>>2]|0;l=f[a+1392>>2]|0;O=f[a+1416>>2]|0;P=f[a+1824>>2]|0;T=f[a+2672>>2]|0;U=f[a+2688>>2]|0;a:{if(U){U=0;if(1){c=1;if(c){c=0;if((b[(R+226|0)>>0]|0)==2)O=k;else c=1}if(c)if(1){c=f[(R+60|0)>>2]|0;i=1;if(i){i=0;if((f[c+1896>>2]|0)==(f[c+1900>>2]|0)){if(sSa(f[R+64>>2]|0)|0)c=b[(a+1244|0)>>0]|0;else{N=f[(R+60|0)>>2]|0;c=(b[N+224>>0]|0)==0?a+64|0:N+280|0;I=+p[N+256>>3]-+p[c>>3];J=+p[N+264>>3]-+p[c+8>>3];K=+p[N+272>>3]-+p[c+16>>3];M=+L(+(I*I+(J*J+K*K)));M=+p[(a+40|0)>>3]*(I/M)+(J/M*+p[(a+40|0)+8>>3]+K/M*+p[(a+40|0)+16>>3]);p[a>>3]=M;b[(a+1244|0)>>0]=M>0.0&1;c=M>0.0&1}d=1;if(d){d=0;if(!(c<<24>>24))O=k;else d=1}if(d)if(1){c=f[(R+60|0)>>2]|0;b[(a+280|0)>>0]=b[c+224>>0]|0;p[(a+280|0)+8>>3]=+p[c+232>>3];p[(a+280|0)+16>>3]=+p[c+240>>3];p[(a+280|0)+24>>3]=+p[c+248>>3];p[(a+280|0)+32>>3]=+p[c+256>>3];p[(a+280|0)+40>>3]=+p[c+264>>3];p[(a+280|0)+48>>3]=+p[c+272>>3];p[(a+280|0)+56>>3]=+p[c+280>>3];p[(a+280|0)+64>>3]=+p[c+288>>3];p[(a+280|0)+72>>3]=+p[c+296>>3];p[(a+280|0)+80>>3]=+p[c+304>>3];p[(a+280|0)+88>>3]=+p[c+312>>3];p[(a+280|0)+96>>3]=+p[c+320>>3];p[(a+280|0)+104>>3]=+p[c+328>>3];p[(a+280|0)+112>>3]=+p[c+336>>3];p[(a+280|0)+120>>3]=+p[c+344>>3];p[(a+280|0)+128>>3]=+p[c+352>>3];p[(a+280|0)+136>>3]=+p[c+360>>3];p[(a+280|0)+144>>3]=+p[c+368>>3];p[(a+280|0)+152>>3]=+p[c+376>>3];p[(a+280|0)+160>>3]=+p[c+384>>3];p[(a+280|0)+168>>3]=+p[c+392>>3];p[(a+280|0)+176>>3]=+p[c+400>>3];p[(a+280|0)+184>>3]=+p[c+408>>3];p[(a+280|0)+192>>3]=+p[c+416>>3];p[(a+280|0)+200>>3]=+p[c+424>>3];d=(a+280|0)+208|0;e=c+432|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[(a+280|0)+248>>3]=+p[c+472>>3];p[(a+280|0)+256>>3]=+p[c+480>>3];p[(a+280|0)+264>>3]=+p[c+488>>3];p[(a+280|0)+272>>3]=+p[c+496>>3];p[(a+280|0)+280>>3]=+p[c+504>>3];p[(a+280|0)+288>>3]=+p[c+512>>3];p[(a+280|0)+296>>3]=+p[c+520>>3];p[(a+280|0)+304>>3]=+p[c+528>>3];p[(a+280|0)+312>>3]=+p[c+536>>3];p[(a+280|0)+320>>3]=+p[c+544>>3];p[(a+280|0)+328>>3]=+p[c+552>>3];p[(a+280|0)+336>>3]=+p[c+560>>3];p[(a+280|0)+344>>3]=+p[c+568>>3];p[(a+280|0)+352>>3]=+p[c+576>>3];p[(a+280|0)+360>>3]=+p[c+584>>3];p[(a+280|0)+368>>3]=+p[c+592>>3];f[(a+280|0)+376>>2]=f[c+600>>2];f[(a+280|0)+380>>2]=f[c+604>>2];f[(a+280|0)+384>>2]=f[c+608>>2];f[(a+280|0)+388>>2]=f[c+612>>2];f[(a+280|0)+392>>2]=f[c+616>>2];f[(a+280|0)+396>>2]=f[c+620>>2];f[(a+280|0)+400>>2]=f[c+624>>2];f[(a+280|0)+404>>2]=f[c+628>>2];f[(a+280|0)+408>>2]=f[c+632>>2];f[(a+280|0)+412>>2]=f[c+636>>2];f[(a+280|0)+416>>2]=f[c+640>>2];f[(a+280|0)+420>>2]=f[c+644>>2];f[(a+280|0)+424>>2]=f[c+648>>2];f[(a+280|0)+428>>2]=f[c+652>>2];f[(a+280|0)+432>>2]=f[c+656>>2];f[(a+280|0)+436>>2]=f[c+660>>2];p[(a+280|0)+440>>3]=+p[c+664>>3];p[(a+280|0)+448>>3]=+p[c+672>>3];p[(a+280|0)+456>>3]=+p[c+680>>3];p[(a+280|0)+464>>3]=+p[c+688>>3];p[(a+280|0)+472>>3]=+p[c+696>>3];p[(a+280|0)+480>>3]=+p[c+704>>3];p[(a+280|0)+488>>3]=+p[c+712>>3];p[(a+280|0)+496>>3]=+p[c+720>>3];p[(a+280|0)+504>>3]=+p[c+728>>3];p[(a+280|0)+512>>3]=+p[c+736>>3];p[(a+280|0)+520>>3]=+p[c+744>>3];p[(a+280|0)+528>>3]=+p[c+752>>3];p[(a+280|0)+536>>3]=+p[c+760>>3];p[(a+280|0)+544>>3]=+p[c+768>>3];p[(a+280|0)+552>>3]=+p[c+776>>3];p[(a+280|0)+560>>3]=+p[c+784>>3];p[(a+280|0)+568>>3]=+p[c+792>>3];p[(a+280|0)+576>>3]=+p[c+800>>3];p[(a+280|0)+584>>3]=+p[c+808>>3];p[(a+280|0)+592>>3]=+p[c+816>>3];p[(a+280|0)+600>>3]=+p[c+824>>3];p[(a+280|0)+608>>3]=+p[c+832>>3];p[(a+280|0)+616>>3]=+p[c+840>>3];p[(a+280|0)+624>>3]=+p[c+848>>3];p[(a+280|0)+632>>3]=+p[c+856>>3];p[(a+280|0)+640>>3]=+p[c+864>>3];p[(a+280|0)+648>>3]=+p[c+872>>3];p[(a+280|0)+656>>3]=+p[c+880>>3];p[(a+280|0)+664>>3]=+p[c+888>>3];p[(a+280|0)+672>>3]=+p[c+896>>3];p[(a+280|0)+680>>3]=+p[c+904>>3];p[(a+280|0)+688>>3]=+p[c+912>>3];f[(a+280|0)+696>>2]=f[c+920>>2];f[(a+280|0)+700>>2]=f[c+924>>2];f[(a+280|0)+704>>2]=f[c+928>>2];f[(a+280|0)+708>>2]=f[c+932>>2];f[(a+280|0)+712>>2]=f[c+936>>2];f[(a+280|0)+716>>2]=f[c+940>>2];f[(a+280|0)+720>>2]=f[c+944>>2];f[(a+280|0)+724>>2]=f[c+948>>2];f[(a+280|0)+728>>2]=f[c+952>>2];f[((a+280|0)+732|0)>>2]=f[(c+956|0)>>2];f[((a+280|0)+732|0)+4>>2]=f[(c+956|0)+4>>2];f[((a+280|0)+732|0)+8>>2]=f[(c+956|0)+8>>2];b[((a+280|0)+732|0)+12>>0]=b[(c+956|0)+12>>0]|0;Fgb(a+152|0,a+64|0,a+40|0);UAa(a+280|0,a+152|0);H=(o|1)<<24>>24==3?4:o;N=f[(f[(R+60|0)>>2]|0)+1912>>2]|0;O=Rhb(N,H,a+280|0,0,l,0,P)|0;n[(a+152|0)>>2]=0.0;n[(a+1168|0)>>2]=0.0;Q8a(R,a+88|0,a+8|0,a+152|0,a+1168|0);Bdb((f[(f[(R+60|0)>>2]|0)+1912>>2]|0)+840|0,0,H,N+324|0,a+280|0,a+8|0,+n[(a+152|0)>>2],+n[(a+1168|0)>>2],P,f[(R+108|0)>>2]|0,Q);O=k<<24>>24==0?O:k}}else i=1}if(i)if(1)O=k}}else U=1}b[m>>0]=O<<24>>24!=0&1;if(O<<24>>24==1){N=(j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&65536;b[m+1>>0]=N>>>16;if(!N){u=a;f[a+2720>>2]=5;break a}}else b[m+1>>0]=1;i=f[(R+60|0)>>2]|0;H=h[(i+77|0)>>0]|h[(i+77|0)+1>>0]<<8;b[(a+1168|0)>>0]=(H&65535)>>>7&1;b[(a+1243|0)>>0]=(H&65535)>>>8&1;b[(a+1242|0)>>0]=(H&65535)>>>9&1;b[(a+1241|0)>>0]=(H&65535)>>>10&1;b[(a+1240|0)>>0]=(H&65535)>>>11&1;g=f[(f[(i+24|0)>>2]|0)+4>>2]|0;f[(a+1160|0)>>2]=0;N=(a+1160|0)+4|0;f[N>>2]=0;do if(((H&65535)>>>8&1)<<24>>24){d=f[i+40>>2]|0;e=f[i+44>>2]|0;if(!e){f[(a+1160|0)>>2]=d;f[N>>2]=e;break}gOb(e);c=f[N>>2]|0;f[(a+1160|0)>>2]=d;f[N>>2]=e;if(c|0)iOb(c)}while(0);E=f[64773]|0;F=f[64775]|0;G=f[64774]|0;H=f[64776]|0;pwb(258928,1,771)|0;I=+n[64765];J=+n[64766];K=+n[64767];M=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);zhb((f[(R+60|0)>>2]|0)+2256|0);D=h[R+225>>0]|0;f[(a+1144|0)>>2]=((D&2)>>>1)+1;f[(a+1144|0)+4>>2]=((D&2)<<1)+4;f[(a+1144|0)+8>>2]=2-(D&1);f[(a+1144|0)+12>>2]=((D&1)<<2^4)+4;f[(a+1108|0)>>2]=R;f[(a+1108|0)+4>>2]=i+24|0;f[(a+1108|0)+8>>2]=a+1160|0;f[(a+1108|0)+12>>2]=a+1144|0;f[(a+1108|0)+16>>2]=a+1168|0;f[(a+1108|0)+20>>2]=a+1243|0;f[(a+1108|0)+24>>2]=a+1242|0;f[(a+1108|0)+28>>2]=a+1240|0;f[(a+1108|0)+32>>2]=a+1241|0;Chb(a+1088|0);do if((j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&64|0)if(!(qfb((f[(R+60|0)>>2]|0)+3472|0)|0))if((b[(R+226|0)>>0]|0)!=2){z=f[(f[(i+24|0)>>2]|0)+4>>2]|0;d=(f[(R+60|0)>>2]|0)+2256|0;c=uub(z)|0;Bhb(a+280|0,d,c,vub(z)|0);Ehb(a+1088|0,a+280|0)|0;Ghb(a+280|0);z=Hhb(a+1088|0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[z>>2]>>2]|0)|0;z=f[(a+1088|0)>>2]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;Tvb(258928,0,0,f[z+16>>2]|0,f[z+20>>2]|0)|0;Y=+n[64765];X=+n[64766];W=+n[64767];V=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);R8a(a+1108|0);mwb(258928,Y,X,W,V)|0;Tvb(258928,A,B,C,D)|0;if((c|0)==(d|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,d)|0;break}}while(0);f[(a+1056|0)>>2]=R;f[(a+1056|0)+4>>2]=a+1244|0;f[(a+1056|0)+8>>2]=a+40|0;f[(a+1056|0)+12>>2]=a;f[(a+1056|0)+16>>2]=a+1176|0;f[(a+1056|0)+20>>2]=a+1245|0;f[(a+1056|0)+24>>2]=a+1088|0;f[(a+1056|0)+28>>2]=a+1108|0;if(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0){D=(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0)^1;c=(q|0)!=0;if(c|(b[(R+227|0)>>0]|0)==1|D){S=R+227|0;r=c;T=80}else{tgb((f[(R+60|0)>>2]|0)+2512|0);S8a(a+1056|0)}}else{S=R+227|0;r=(q|0)!=0;T=80}if((T|0)==80){x=f[(R+60|0)>>2]|0;w=f[g+8>>2]|0;v=f[w+16>>2]|0;w=f[w+20>>2]|0;Bhb(a+1032|0,x+2256|0,v,w);y=f[64758]|0;z=f[64759]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;xgb(x+2512|0,Hhb(a+1032|0)|0);S8a(a+1056|0);wgb(x+2512|0,i+24|0);if(f[(x+2528|0)>>2]|0)ygb(x+2512|0,x+2528|0,a+1032|0);if(!(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0))Lqb((f[(R+60|0)>>2]|0)+2112|0,a+1176|0,1);if(!(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0))Lqb((f[(R+60|0)>>2]|0)+2044|0,a+1176|0,1);do if(r){ugb(x+2512|0,v,w);ygb(x+2512|0,x+2536|0,a+1032|0);m=f[64770]|0;nwb(258928,0)|0;Vd(1280);o=f[64783]|0;q=f[64784]|0;r=f[64785]|0;s=f[64786]|0;t=b[259211]|0;Jwb(258928,1)|0;kdb((f[(R+60|0)>>2]|0)+112|0);c=f[(R+60|0)>>2]|0;d=f[c+1884>>2]|0;if((d|0)!=(c+1888|0|0)){l=0;do{e=d+24|0;do if(b[d+836>>0]|0){if((f[e>>2]|0)==(f[d+28>>2]|0))break;peb(a+280|0,e);i=f[64743]|0;k=f[64744]|0;e=f[64745]|0;g=f[64746]|0;Tvb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;twb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;if(l)Vd(256);Zdb((f[(R+60|0)>>2]|0)+112|0,0,4,d+840|0,d+40|0,P,f[(R+108|0)>>2]|0,Q);Tvb(258928,i,k,e,g)|0;l=1}while(0);e=f[d+4>>2]|0;do if(!e){e=d+8|0;g=f[e>>2]|0;if((f[g>>2]|0)==(d|0)){d=g;break}do{k=f[e>>2]|0;e=k+8|0;d=f[e>>2]|0}while((f[d>>2]|0)!=(k|0))}else{d=e;while(1){e=f[d>>2]|0;if(!e)break;else d=e}}while(0)}while((d|0)!=(c+1888|0|0));c=f[(R+60|0)>>2]|0}Q=c+189|0;Q=((h[Q>>0]|h[Q+1>>0]<<8)&128)==0;Jwb(258928,t<<24>>24!=0)|0;twb(258928,o,q,r,s)|0;nwb(258928,m)|0;if(Q)break;Bhb(a+280|0,x+2256|0,v,w);xgb(x+2512|0,Hhb(a+280|0)|0);f[(a+152|0)>>2]=0;f[((a+152|0)+4|0)>>2]=0;qgb(x+2548|0,x+2536|0,a+152|0,a+1144|0,x+2256|0,1);c=f[((a+152|0)+4|0)>>2]|0;if(c|0)iOb(c);Ehb(a+1032|0,a+280|0)|0;Ghb(a+280|0)}else vgb(x+2512|0);while(0);Tvb(258928,A,B,C,D)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}if((b[S>>0]|0)==1){S=f[(R+60|0)>>2]|0;if(!(Wgb(S+2260|0,a+1032|0,S+2256|0,heb(S+1916|0)|0)|0))T=111}else T=111;if((T|0)==111)Dfb((f[(R+60|0)>>2]|0)+3452|0,f[(a+1032|0)>>2]|0);Ghb(a+1032|0)}Ahb((f[(R+60|0)>>2]|0)+2256|0);Ghb(a+1088|0);mwb(258928,I,J,K,M)|0;owb(258928,E,F,G,H)|0;c=f[N>>2]|0;if(c|0)iOb(c);u=a;f[a+2720>>2]=5;break a}f[a+1416>>2]=O;f[a+2672>>2]=T;f[a+2688>>2]=U}function zbb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0;C=f[a+1272>>2]|0;v=f[a+1280>>2]|0;B=f[a+1296>>2]|0;s=f[a+1344>>2]|0;i=f[a+1352>>2]|0;z=f[a+1376>>2]|0;e=f[a+1392>>2]|0;q=f[a+1408>>2]|0;D=f[a+1416>>2]|0;r=f[a+1632>>2]|0;c=f[a+1640>>2]|0;A=f[a+1824>>2]|0;y=f[a+2672>>2]|0;E=f[a+2680>>2]|0;if(E){E=0;if(1){o=0;while(1){h=c+24|0;l=c+840|0;_bb(l);if(b[c+836>>0]|0){i=c+28|0;if((f[h>>2]|0)!=(f[i>>2]|0)){peb(a+152|0,h);m=c+40|0;g=JAa(m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0)|0;n[(a+88|0)>>2]=+p[g>>3];n[((a+88|0)+4|0)>>2]=+p[g+8>>3];n[((a+88|0)+8|0)>>2]=+p[g+16>>3];n[((a+88|0)+12|0)>>2]=+p[g+24>>3];n[((a+88|0)+16|0)>>2]=+p[g+32>>3];n[((a+88|0)+20|0)>>2]=+p[g+40>>3];n[((a+88|0)+24|0)>>2]=+p[g+48>>3];n[((a+88|0)+28|0)>>2]=+p[g+56>>3];n[((a+88|0)+32|0)>>2]=+p[g+64>>3];n[((a+88|0)+36|0)>>2]=+p[g+72>>3];n[((a+88|0)+40|0)>>2]=+p[g+80>>3];n[((a+88|0)+44|0)>>2]=+p[g+88>>3];n[((a+88|0)+48|0)>>2]=+p[g+96>>3];n[((a+88|0)+52|0)>>2]=+p[g+104>>3];n[((a+88|0)+56|0)>>2]=+p[g+112>>3];n[((a+88|0)+60|0)>>2]=+p[g+120>>3];g=c+1344|0;f[(a+280|0)>>2]=a+88|0;f[((a+280|0)+4|0)>>2]=g;if(N8a(a+280|0)|0){f[g>>2]=f[(a+88|0)>>2];f[c+1348>>2]=f[((a+88|0)+4|0)>>2];f[c+1352>>2]=f[((a+88|0)+8|0)>>2];f[c+1356>>2]=f[((a+88|0)+12|0)>>2];f[c+1360>>2]=f[((a+88|0)+16|0)>>2];f[c+1364>>2]=f[((a+88|0)+20|0)>>2];f[c+1368>>2]=f[((a+88|0)+24|0)>>2];f[c+1372>>2]=f[((a+88|0)+28|0)>>2];f[c+1376>>2]=f[((a+88|0)+32|0)>>2];f[c+1380>>2]=f[((a+88|0)+36|0)>>2];f[c+1384>>2]=f[((a+88|0)+40|0)>>2];f[c+1388>>2]=f[((a+88|0)+44|0)>>2];f[c+1392>>2]=f[((a+88|0)+48|0)>>2];f[c+1396>>2]=f[((a+88|0)+52|0)>>2];f[c+1400>>2]=f[((a+88|0)+56|0)>>2];f[c+1404>>2]=f[((a+88|0)+60|0)>>2];k=1}else k=0;g=f[h>>2]|0;h=f[i>>2]|0;if((g|0)!=(h|0))do{i=f[g>>2]|0;eLa(i,k,m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0);lcb(l,C,i,0,0,7,4196130,0,0,A);g=g+4|0}while((g|0)!=(h|0))}}i=(f[l>>2]|0)+o|0;g=f[c+4>>2]|0;if(!g){g=c+8|0;h=f[g>>2]|0;if((f[h>>2]|0)==(c|0))c=h;else do{o=f[g>>2]|0;g=o+8|0;c=f[g>>2]|0}while((f[c>>2]|0)!=(o|0))}else{c=g;while(1){g=f[c>>2]|0;if(!g)break;else c=g}}if((c|0)==(r+1888|0|0))break;else o=i}}else E=1}h=q>>>0>i>>>0?q-i|0:1;c=b[(C+226|0)>>0]|0;if(c<<24>>24==3)y=26;else if((b[C+229>>0]|0)==1)if(Yub()|0)if(avb()|0)y=26;else t=0;else t=0;else t=0;if((y|0)==26){t=f[(C+60|0)>>2]|0;t=(f[t+1896>>2]|0)==(f[t+1900>>2]|0)}l=f[(C+60|0)>>2]|0;l=Rhb(l+1048|0,v,l+224|0,s,h,v<<24>>24==0?0:c<<24>>24==2?2:(t^1)&1,A)|0;g=f[(C+60|0)>>2]|0;Zdb(g,c<<24>>24==2&1,v,g+1372|0,g+224|0,A,f[(C+108|0)>>2]|0,B);g=f[(C+60|0)>>2]|0;k=f[g+1372>>2]|0;k=h-(k>>>0<h>>>0?k:h)|0;c=f[g+1896>>2]|0;h=f[g+1900>>2]|0;a:do if((c|0)!=(h|0))while(1){y=Ohb(g+1048|0,f[c+112>>2]|0)|0;Zdb(c,0,v,y,(f[(C+60|0)>>2]|0)+224|0,A,f[(C+108|0)>>2]|0,B);c=c+120|0;if((c|0)==(h|0))break a;g=f[(C+60|0)>>2]|0}while(0);p[(a+88|0)>>3]=1.0;p[(a+88|0)+8>>3]=1.0;p[(a+88|0)+16>>3]=1.0;c=(a+88|0)+24|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;f[(a+8|0)+20>>2]=0;f[(a+8|0)+24>>2]=0;f[(a+8|0)+28>>2]=0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(!(c&2048)){w=c;y=35}else if((b[(C+226|0)>>0]|0)==2){w=c;y=35}else{y=f[(C+60|0)>>2]|0;if((f[y+1896>>2]|0)==(f[y+1900>>2]|0))if(sSa(f[(C+64|0)>>2]|0)|0){w=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;y=35}else{u=C+64|0;y=39}else{w=c;y=35}}if((y|0)==35)if(w&1024|0)if((b[(C+226|0)>>0]|0)!=2){w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(!(sSa(f[(C+64|0)>>2]|0)|0)){u=C+64|0;y=39}}if((y|0)==39){CEa(f[u>>2]|0,a+88|0)|0;O8a(C,a+88|0,a+64|0,a+40|0);I=+p[(a+40|0)>>3];H=+p[(a+40|0)+8>>3];G=+p[(a+40|0)+16>>3];F=-(I*+p[(a+64|0)>>3]+(H*+p[(a+64|0)+8>>3]+G*+p[(a+64|0)+16>>3]));p[(a+8|0)>>3]=I;p[((a+8|0)+8|0)>>3]=H;p[((a+8|0)+16|0)>>3]=G;p[((a+8|0)+24|0)>>3]=F}b[(a+1245|0)>>0]=0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&2048))y=54;else if((b[(C+226|0)>>0]|0)==2)y=54;else{w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(sSa(f[C+64>>2]|0)|0)y=54;else{do if(!k){c=1;e=0}else{if(!(v<<24>>24))if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&4096)){c=1;e=k;break}z=P8a(C,a+88|0,a+64|0,a+40|0)|0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(z){d[(C+230|0)>>1]=c|16384;d[(C+230|0)+2>>1]=(c|16384)>>>16;c=c|16384}e=c&16384|0?1:4;g=f[(f[(C+60|0)>>2]|0)+1908>>2]|0;c=Rhb(g,e,g+1e3|0,0,k,0,A)|0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&16384)){if(f[(g+324|0)>>2]|0)y=51}else y=51;if((y|0)==51)b[(a+1245|0)>>0]=1;u=f[C+368>>2]|0;v=f[64743]|0;w=f[64744]|0;x=f[64745]|0;z=f[64746]|0;Tvb(258928,0,0,u,u)|0;Zdb((f[(f[(C+60|0)>>2]|0)+1908>>2]|0)+840|0,0,e,g+324|0,g+1e3|0,A,f[(C+108|0)>>2]|0,B);e=(j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&-16385;d[(C+230|0)>>1]=e;d[(C+230|0)+2>>1]=e>>>16;e=f[(g+324|0)>>2]|0;Tvb(258928,v,w,x,z)|0;e=k-(e>>>0<k>>>0?e:k)|0}while(0);z=l<<24>>24==0?c:l;x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16}else y=54}if((y|0)==54){Qgb((f[(C+60|0)>>2]|0)+3624|0);x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16|24576;d[(C+230|0)>>1]=x;d[(C+230|0)+2>>1]=x>>>16;z=l;e=k}b[(a+1244|0)>>0]=0;c=1;if(c){c=0;if(!(x&1024))D=z;else c=1}f[a+1352>>2]=i;f[a+1376>>2]=z;f[a+1392>>2]=e;f[a+1416>>2]=D;f[a+2672>>2]=y;f[a+2680>>2]=E;f[a+2688>>2]=c}
+function PBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0,w=0.0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0;R=0;S=u;u=u+2048|0;Vib(S+152|0,f[a>>2]|0,0,c,S+192|0);w=+p[(S+192|0)>>3];z=+p[(S+192|0)+8>>3];A=+p[(S+192|0)+16>>3];B=+p[(S+192|0)+32>>3];C=+p[(S+192|0)+40>>3];D=+p[(S+192|0)+48>>3];E=+p[(S+192|0)+64>>3];F=+p[(S+192|0)+72>>3];G=+p[(S+192|0)+80>>3];H=1.0/(w*(C*G-D*F)+(A*(B*F-C*E)+z*(D*E-B*G)));I=(C*G-D*F)*H;J=(D*E-B*G)*H;K=(B*F-C*E)*H;M=+p[(S+192|0)+96>>3];N=+p[(S+192|0)+104>>3];O=+p[(S+192|0)+112>>3];P=-(N*((w*G-A*E)*H))-M*((A*F-z*G)*H)-O*((z*E-w*F)*H);Q=-(N*((A*B-w*D)*H))-M*((z*D-A*C)*H)-O*((w*C-z*B)*H);d=(f[c+4>>2]|0)+44|0;jEa(S+424|0,f[d>>2]|0);b[(S+508|0)>>0]=(f[(f[d>>2]|0)+52>>2]|0)>>>16&1;d=f[(a+1064|0)>>2]|0;v=f[(a+1068|0)>>2]|0;if((d|0)!=(v|0)){x=(S+368|0)+4|0;y=(S+368|0)+8|0;do{e=f[d>>2]|0;t=f[d+4>>2]|0;a:do if((e|0)!=(t|0)){i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3];g=2;h=e;do{s=+p[h+24>>3]+(i*+p[h>>3]+(j*+p[h+8>>3]+k*+p[h+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;h=h+32|0}while((h|0)!=(t|0));if((g|0)==1)while(1){m=+p[e>>3];g=e+8|0;o=+p[g>>3];h=e+16|0;q=+p[h>>3];r=e+24|0;s=+p[r>>3];k=s+(m*i+(o*j+q*k));if(!(k*k>=l)){p[(S+48|0)>>3]=m;p[((S+48|0)+8|0)>>3]=o;p[((S+48|0)+16|0)>>3]=q;p[((S+48|0)+24|0)>>3]=s;p[((S+48|0)+32|0)>>3]=m*-s;p[((S+48|0)+40|0)>>3]=o*-s;p[((S+48|0)+48|0)>>3]=q*-s;l=!(o*o+q*q+0.0>=.001)?-q:0.0;k=!(o*o+q*q+0.0>=.001)?0.0:q;j=!(o*o+q*q+0.0>=.001)?m:-o;s=+L(+(l*l+(k*k+j*j)));p[((S+48|0)+56|0)>>3]=l/s;p[((S+48|0)+64|0)>>3]=k/s;p[((S+48|0)+72|0)>>3]=j/s;p[((S+48|0)+80|0)>>3]=o*(j/s)-q*(k/s);p[((S+48|0)+88|0)>>3]=q*(l/s)-m*(j/s);p[((S+48|0)+96|0)>>3]=m*(k/s)-o*(l/s);rEa(S+408|0,S+424|0);T=uEa(S+408|0)|0;f[(S+384|0)>>2]=S+408|0;f[((S+384|0)+4|0)>>2]=a;f[((S+384|0)+8|0)>>2]=S+192|0;f[((S+384|0)+12|0)>>2]=e;f[((S+384|0)+16|0)>>2]=S+48|0;f[((S+384|0)+20|0)>>2]=S+508|0;b:do if(T)while(1){T=wEa(S+408|0)|0;m=+n[T+4>>2];q=+n[T+8>>2];l=+n[T+12>>2];o=+n[T+16>>2];k=+n[T+20>>2];p[S>>3]=+n[T>>2];p[(S+8|0)>>3]=m;p[(S+16|0)>>3]=q;p[(S+24|0)>>3]=l;p[(S+32|0)>>3]=o;p[(S+40|0)>>3]=k;UBa(S+320|0,S,S+192|0);k=+p[(S+320|0)>>3];o=(+p[((S+320|0)+24|0)>>3]-k)*.5;l=+p[((S+320|0)+8|0)>>3];q=(+p[((S+320|0)+32|0)>>3]-l)*.5;m=+p[((S+320|0)+16|0)>>3];s=(+p[((S+320|0)+40|0)>>3]-m)*.5;m=+p[r>>3]+((k+o)*+p[e>>3]+((l+q)*+p[g>>3]+(m+s)*+p[h>>3]));if(!(m*m>=o*o+(q*q+s*s)))TBa(S+384|0);if(!(uEa(S+408|0)|0))break b;vEa(S+408|0)}else TBa(S+384|0);while(0);n[S>>2]=+p[e>>3];n[(S+4|0)>>2]=+p[g>>3];n[(S+8|0)>>2]=+p[h>>3];VBa(a,S,S+48|0);g=f[(a+1064|0)>>2]|0;if(((f[(a+1068|0)>>2]|0)-g|0)==16){if(((f[g+4>>2]|0)-(f[g>>2]|0)|0)!=32)R=29}else R=29;if((R|0)==29){R=0;WBa(a,d);XBa(a,e,d)}o=+n[S>>2];q=+n[(S+4|0)>>2];s=+n[(S+8|0)>>2];n[(S+368|0)>>2]=o*w+q*z+s*A;n[x>>2]=o*B+q*C+s*D;n[y>>2]=o*E+q*F+s*G;r=f[(a+1144|0)>>2]|0;T=(f[(a+1148|0)>>2]|0)-r|0;f[S+528>>2]=a;n[S+688>>2]=w;f[S+696>>2]=x;f[S+704>>2]=y;n[S+712>>2]=z;n[S+720>>2]=A;n[S+768>>2]=B;n[S+816>>2]=C;n[S+864>>2]=D;n[S+936>>2]=E;n[S+952>>2]=F;n[S+1008>>2]=G;f[S+1112>>2]=r;f[S+1120>>2]=T;n[S+1360>>2]=H;n[S+1368>>2]=I;n[S+1392>>2]=J;n[S+1464>>2]=K;n[S+1920>>2]=M;n[S+1928>>2]=N;n[S+1936>>2]=O;n[S+1944>>2]=P;n[S+1952>>2]=Q;f[S+1976>>2]=R;f[S+1984>>2]=0;f[S+1988>>2]=0;gFa(S);R=f[S+1976>>2]|0}e=e+32|0;if((e|0)==(t|0))break a;i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3]}}while(0);d=d+16|0}while((d|0)!=(v|0))}QBa(a,c);d=f[(S+424|0)+60>>2]|0;if(d|0)RBa(d,(S+424|0)+48|0);d=f[((S+424|0)+48|0)>>2]|0;if(d|0){e=f[((S+424|0)+52|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+52|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[(S+424|0)+44>>2]|0;if(d|0)SBa(d,(S+424|0)+32|0);d=f[((S+424|0)+32|0)>>2]|0;if(!d){u=S;return}e=f[((S+424|0)+36|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+36|0)>>2]=e+(~((e+-2-d|0)>>>1)<<1);sOb(d);u=S;return}function QBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;if(!(f[a+12>>2]|0)){c=f[a+1216>>2]|0;d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}if(!(f[a+4>>2]|0)){c=f[a+1204>>2]|0;d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}q=a+1216|0;r=a+1220|0;if((f[q>>2]|0)==(f[r>>2]|0))if((f[a+1204>>2]|0)==(f[a+1208>>2]|0)){u=w;return}s=a+1204|0;LDa(v,f[a>>2]|0,b,q,s);jJa(b,v);U8a(AQa(f[a>>2]|0)|0,b,0,0);p=a+1340|0;j=b;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+1344|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m){c=0;t=25}else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(!d)t=25;else{if(e)while(1){d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0))){t=25;break a}if((f[d+8>>2]|0)==(b|0))break a}do{d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0)){t=25;break a}}}while((f[d+8>>2]|0)!=(b|0))}}while(0);if((t|0)==25){b=pOb(12)|0;f[b+8>>2]=j;f[b+4>>2]=o;f[b>>2]=0;i=a+1352|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+1356>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+1348|0;f[b>>2]=f[c>>2];f[c>>2]=b;f[d>>2]=c;c=f[b>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;t=38}}else{f[b>>2]=f[c>>2];t=38}if((t|0)==38)f[c>>2]=b;f[i>>2]=(f[i>>2]|0)+1}c=f[q>>2]|0;d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=f[s>>2]|0;c=a+1208|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);c=f[v+4>>2]|0;if(c|0)iOb(c);u=w;return}function RBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}a=f[64648]|0;if(a>>>0<(f[64649]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64648]=a+12;return}else{VCa(258588,c);return}}function SBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-2-a|0)>>>1)<<1);if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}a=f[64645]|0;if(a>>>0<(f[64646]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64645]=a+12;return}else{UCa(258576,c);return}}function TBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0.0,P=0,Q=0.0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;E=u;u=u+80|0;n=E;C=f[a+4>>2]|0;D=C+1076|0;nEa(f[a>>2]|0,D);c=f[D>>2]|0;B=(f[C+1080>>2]|0)-c|0;o=(B|0)/24|0;if(!B){u=E;return}q=n+8|0;r=n+16|0;s=n+24|0;t=n+32|0;v=n+40|0;w=n+48|0;x=n+56|0;y=n+64|0;z=a+8|0;A=a+12|0;B=a+16|0;d=a+20|0;e=n+8|0;g=n+16|0;h=n+24|0;i=n+32|0;j=n+40|0;k=n+48|0;l=n+56|0;m=n+64|0;a=0;while(1){aa=+p[c+(a*24|0)>>3];p[n>>3]=aa;$=+p[c+(a*24|0)+8>>3];p[q>>3]=$;_=+p[c+(a*24|0)+16>>3];p[r>>3]=_;M=a+1|0;Y=+p[c+(M*24|0)>>3];p[s>>3]=Y;W=+p[c+(M*24|0)+8>>3];p[t>>3]=W;V=+p[c+(M*24|0)+16>>3];p[v>>3]=V;M=a+2|0;L=+p[c+(M*24|0)>>3];p[w>>3]=L;K=+p[c+(M*24|0)+8>>3];p[x>>3]=K;I=+p[c+(M*24|0)+16>>3];p[y>>3]=I;M=f[z>>2]|0;c=M+32|0;X=+p[c>>3];J=+p[M+64>>3];S=M+8|0;R=M+40|0;U=+p[R>>3];Q=+p[M+72>>3];P=M+16|0;O=+p[M+48>>3];N=+p[M+80>>3];H=+p[M+96>>3];G=+p[M+104>>3];Z=aa*+p[S>>3]+$*U+_*Q+G;F=+p[M+112>>3];T=aa*+p[P>>3]+$*O+_*N+F;p[n>>3]=+p[M>>3]*aa+X*$+J*_+H;p[e>>3]=Z;p[g>>3]=T;U=Y*+p[S>>3]+W*U+V*Q+G;T=Y*+p[P>>3]+W*O+V*N+F;p[h>>3]=+p[M>>3]*Y+X*W+J*V+H;p[i>>3]=U;p[j>>3]=T;G=L*+p[S>>3]+K*+p[R>>3]+I*Q+G;F=L*+p[P>>3]+K*O+I*N+F;p[k>>3]=+p[M>>3]*L+ +p[c>>3]*K+J*I+H;p[l>>3]=G;p[m>>3]=F;OCa(C,f[A>>2]|0,f[B>>2]|0,n,(b[f[d>>2]>>0]|0)!=0);a=a+3|0;if(a>>>0>=o>>>0)break;c=f[D>>2]|0}u=E;return}function UBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0;G=u;u=u+240|0;e=G+40|0;C=G;J=+p[b>>3];K=+p[b+8>>3];d=+p[b+16>>3];p[e>>3]=J;D=e+8|0;p[D>>3]=K;E=e+16|0;p[E>>3]=d;I=+p[b+24>>3];p[e+24>>3]=I;p[e+32>>3]=K;p[e+40>>3]=d;H=+p[b+32>>3];p[e+48>>3]=J;p[e+56>>3]=H;p[e+64>>3]=d;p[e+72>>3]=I;p[e+80>>3]=H;p[e+88>>3]=d;d=+p[b+40>>3];p[e+96>>3]=J;p[e+104>>3]=K;p[e+112>>3]=d;p[e+120>>3]=I;p[e+128>>3]=K;p[e+136>>3]=d;p[e+144>>3]=J;p[e+152>>3]=H;p[e+160>>3]=d;p[e+168>>3]=I;p[e+176>>3]=H;p[e+184>>3]=d;g=e+192|0;h=c+32|0;i=c+64|0;j=c+8|0;k=c+40|0;l=c+72|0;m=c+16|0;n=c+48|0;o=c+80|0;q=c+24|0;r=c+56|0;s=c+88|0;t=C+8|0;v=C+16|0;w=C+24|0;x=c+96|0;y=c+104|0;z=c+112|0;A=c+120|0;B=C+32|0;b=e;do{N=+p[b>>3];M=b+8|0;d=+p[M>>3];L=b+16|0;J=+p[L>>3];K=N*+p[j>>3]+d*+p[k>>3]+J*+p[l>>3];H=N*+p[m>>3]+d*+p[n>>3]+J*+p[o>>3];I=N*+p[q>>3]+d*+p[r>>3]+J*+p[s>>3];J=+p[c>>3]*N+ +p[h>>3]*d+ +p[i>>3]*J+ +p[x>>3];p[C>>3]=J;K=K+ +p[y>>3];p[t>>3]=K;p[v>>3]=H+ +p[z>>3];p[w>>3]=I+ +p[A>>3];f[B>>2]=0;p[b>>3]=J;p[M>>3]=K;p[L>>3]=+p[v>>3];b=b+24|0}while((b|0)!=(g|0));l=e+168|0;m=a+24|0;K=+p[e>>3];p[m>>3]=K;N=+p[D>>3];k=a+32|0;p[k>>3]=N;d=+p[E>>3];h=a+40|0;p[h>>3]=d;p[a>>3]=K;i=a+8|0;p[i>>3]=N;j=a+16|0;b=a;a:while(1){p[b+16>>3]=d;while(1){if((e|0)==(l|0))break a;g=e+24|0;d=+p[g>>3];if(d<+p[a>>3]){b=a;F=7}else if(d>+p[m>>3]){b=m;F=7}if((F|0)==7){F=0;p[b>>3]=d}d=+p[e+32>>3];if(d<+p[i>>3]){b=a;F=10}else if(d>+p[k>>3]){b=m;F=10}if((F|0)==10){F=0;p[b+8>>3]=d}d=+p[e+40>>3];if(d<+p[j>>3]){e=g;b=a;continue a}if(d>+p[h>>3]){e=g;b=m;continue a}else e=g}}u=G;return}function VBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;t=0;z=u;u=u+2800|0;if((f[(a+1120|0)>>2]|0)==(f[a+1124>>2]|0)){u=z;return}e=(f[a+1092>>2]|0)-(f[a+1088>>2]|0)>>4;if(e>>>0<3){u=z;return}aBa(z+304|0,f[64606]|0);y=(z+304|0)+4|0;h=f[y>>2]|0;i=f[(z+304|0)>>2]|0;f[z+432>>2]=a;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+976>>2]=x;f[z+1112>>2]=e;f[z+1168>>2]=y;f[z+1200>>2]=h;f[z+1224>>2]=i;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+2664>>2]=t;f[z+2680>>2]=0;f[z+2684>>2]=0;iFa(z);j=f[z+640>>2]|0;k=f[z+872>>2]|0;w=f[z+880>>2]|0;v=f[z+888>>2]|0;x=f[z+976>>2]|0;l=f[z+1296>>2]|0;m=f[z+1304>>2]|0;o=f[z+1312>>2]|0;q=f[z+1320>>2]|0;r=f[z+1328>>2]|0;s=f[z+1336>>2]|0;t=f[z+2664>>2]|0;a:do if((f[k>>2]|0)!=1){b:while(1){aBa(z+320|0,f[64606]|0);fCa((z+320|0)+16|0,f[64606]|0);aBa(z+32|0,f[64606]|0);g=(f[k>>2]|0)-(f[l>>2]|0)|0;h=f[m>>2]|0;i=f[(z+32|0)>>2]|0;if(g>>>0>h-i>>2>>>0){eCa(z+32|0,g-(h-i>>2)|0);e=f[(z+32|0)>>2]|0;h=f[m>>2]|0}else if(g>>>0<h-i>>2>>>0)if((i+(g<<2)|0|0)==(h|0))e=i;else{f[m>>2]=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0;e=i;h=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0}else e=i;if((e|0)!=(h|0)){g=f[l>>2]|0;while(1){f[e>>2]=g;e=e+4|0;if((e|0)==(h|0))break;else g=g+1|0}}mCa(z,z+132|0,z+32|0);e=f[o>>2]|0;if(e|0)tBa(e,z+320|0);e=f[(z+320|0)>>2]|0;if(e|0){g=f[j>>2]|0;if((g|0)!=(e|0))f[j>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);f[((z+320|0)+8|0)>>2]=0;f[j>>2]=0;f[(z+320|0)>>2]=0}f[(z+320|0)>>2]=f[z>>2];f[j>>2]=f[(z+4|0)>>2];f[((z+320|0)+8|0)>>2]=f[(z+8|0)>>2];f[(z+8|0)>>2]=0;f[(z+4|0)>>2]=0;f[z>>2]=0;f[o>>2]=f[(z+12|0)>>2];f[(z+12|0)>>2]=0;nCa((z+320|0)+16|0,z+16|0);oCa(z+16|0);e=f[(z+12|0)>>2]|0;if(e|0)tBa(e,z);e=f[z>>2]|0;if(e|0){g=f[(z+4|0)>>2]|0;if((g|0)!=(e|0))f[(z+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+352|0)>>2]=z+320|0;f[((z+352|0)+4|0)>>2]=(z+320|0)+16|0;f[((z+352|0)+8|0)>>2]=0;aBa((z+352|0)+12|0,f[64606]|0);e=f[64606]|0;do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);i=f[64633]|0;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+1440>>2]=e;f[z+1448>>2]=i;f[z+2664>>2]=t;f[z+2672>>2]=0;f[z+2676>>2]=0;hFa(z);t=f[z+2664>>2]|0;G=f[z+2672>>2]|0;D=f[z+2676>>2]|0;H=+n[z+2676>>2];f[z+2672>>2]=0;f[z+2676>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 6:break a}}if((t|0)==117)AMb(q);else if((t|0)==120)vd();else if((t|0)==145)AMb(258528);else if((t|0)==148)vd()}while(0);f[(z+240|0)>>2]=f[((z+132|0)+88|0)>>2];f[((z+240|0)+4|0)>>2]=f[((z+132|0)+92|0)>>2];f[(z+240|0)+8>>2]=f[((z+132|0)+96|0)>>2];f[((z+132|0)+96|0)>>2]=0;f[((z+132|0)+92|0)>>2]=0;f[((z+132|0)+88|0)>>2]=0;f[(z+240|0)+12>>2]=f[((z+132|0)+100|0)>>2];f[((z+132|0)+100|0)>>2]=0;oCa((z+132|0)+88|0);e=f[(z+132|0)+84>>2]|0;if(e|0)tBa(e,(z+132|0)+72|0);e=f[((z+132|0)+72|0)>>2]|0;if(e|0){g=f[((z+132|0)+76|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+76|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[((z+132|0)+68|0)>>2]|0;if(e|0)rCa(e,v);e=f[v>>2]|0;if(e|0)sOb(e);e=f[(z+132|0)+52>>2]|0;if(e|0)sCa(e,w);e=f[w>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0)){do{i=g+-24|0;f[x>>2]=i;h=f[g+-4>>2]|0;if(h|0)jCa(h,i);g=f[g+-16>>2]|0;if(g|0)do{v=g;g=f[g>>2]|0;sOb(v)}while((g|0)!=0);g=f[i>>2]|0;f[i>>2]=0;if(g|0)sOb(g);g=f[x>>2]|0}while((g|0)!=(e|0));e=f[w>>2]|0}sOb(e)}oCa((z+132|0)+16|0);e=f[((z+132|0)+12|0)>>2]|0;if(e|0)tBa(e,z+132|0);e=f[(z+132|0)>>2]|0;if(e|0){g=f[((z+132|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+32|0)>>2]=-1;WAa((z+32|0)+4|0,f[64605]|0);$Aa((z+32|0)+20|0,f[64607]|0);aBa((z+32|0)+36|0,f[64607]|0);bBa((z+32|0)+52|0,f[64607]|0);cBa((z+32|0)+68|0,f[64607]|0);dBa((z+32|0)+84|0,f[64607]|0);e=f[(z+240|0)>>2]|0;l=f[((z+240|0)+4|0)>>2]|0;if((e|0)!=(l|0))do{j=f[e>>2]|0;k=(f[e+4>>2]|0)-j>>2;g=f[(a+1132|0)>>2]|0;h=f[(a+1136|0)>>2]|0;if((h|0)==(g|0))i=g;else{f[(a+1136|0)>>2]=h+(~((h+-16-g|0)>>>4)<<4)|0;i=h+(~((h+-16-g|0)>>>4)<<4)|0}if(!(k+-1|0))g=i;else{g=0;h=j;j=i;while(1){h=f[h+(g<<2)>>2]|0;i=f[(a+1088|0)>>2]|0;if((j|0)==(f[(a+1140|0)>>2]|0))iBa(a+1132|0,i+(h<<4)|0);else{p[j>>3]=+p[(i+(h<<4)|0)>>3];p[j+8>>3]=+p[i+(h<<4)+8>>3];f[(a+1136|0)>>2]=j+16}g=g+1|0;if((g|0)==(k+-1|0|0))break;h=f[e>>2]|0;j=f[(a+1136|0)>>2]|0}g=f[(a+1136|0)>>2]|0}eBa(z+32|0,g+(1-k<<4)|0,k+-1|0);e=e+16|0}while((e|0)!=(l|0));e=f[((z+32|0)+68|0)>>2]|0;g=f[((z+32|0)+72|0)>>2]|0;if((g|0)!=(e|0))f[((z+32|0)+72|0)>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);i=f[((z+32|0)+84|0)>>2]|0;e=f[((z+32|0)+88|0)>>2]|0;if((e|0)==(i|0))g=i;else{f[((z+32|0)+88|0)>>2]=e+(~((e+-4-i|0)>>>2)<<2)|0;g=e+(~((e+-4-i|0)>>>2)<<2)|0}e=f[(z+32|0)+4>>2]|0;h=f[(z+32|0)+8>>2]|0;if((e|0)==(h|0)){h=i;e=i}else{do{mBa(z+32|0,d,e,0,a+1156|0);e=e+20|0}while((e|0)!=(h|0));e=f[((z+32|0)+84|0)>>2]|0;g=f[((z+32|0)+88|0)>>2]|0;h=e}if((h|0)!=(g|0))h8a(f[((z+32|0)+68|0)>>2]|0,h,g-e>>2,c,2,a+1156|0)|0;vCa(z+32|0);oCa(z+240|0);oCa((z+256|0)+16|0);e=f[((z+256|0)+12|0)>>2]|0;if(e|0)tBa(e,z+256|0);e=f[(z+256|0)>>2]|0;if(e|0){g=f[((z+256|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+256|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}oCa(z+288|0);e=f[((z+304|0)+12|0)>>2]|0;if(e|0)tBa(e,z+304|0);e=f[(z+304|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}u=z;return}function WBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+112|0;h=s+108|0;n=s;o=s+104|0;p=s+100|0;q=s+96|0;r=a+1168|0;c=f[a+1064>>2]|0;j=f[a+1068>>2]|0;if((c|0)==(j|0)){u=s;return}k=a+1144|0;l=a+1148|0;i=a+1152|0;m=a+1172|0;e=a+1176|0;g=b+4|0;a=f[k>>2]|0;d=f[l>>2]|0;do{t=d-a|0;d=a+(((t|0)/24|0)*24|0)|0;a:do if(t|0){if((c|0)!=(b|0))while(1){t=dCa(c,a,n)|0;f[q>>2]=f[m>>2];f[h>>2]=f[q>>2];YBa(r,h,n,n+((t<<1)*24|0)|0)|0;a=a+48|0;if((a|0)==(d|0))break a}do do if(((f[g>>2]|0)-(f[b>>2]|0)|0)==32){f[o>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[o>>2];YBa(r,h,a,t)|0;a=t}else if(zib(b,a)|0){f[p>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[p>>2];YBa(r,h,a,t)|0;a=t;break}else{a=a+48|0;break}while(0);while((a|0)!=(d|0))}while(0);a=f[k>>2]|0;if(a|0){d=f[l>>2]|0;if((d|0)!=(a|0))f[l>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[i>>2]=0;f[l>>2]=0;f[k>>2]=0}a=f[r>>2]|0;f[k>>2]=a;d=f[m>>2]|0;f[l>>2]=d;f[i>>2]=f[e>>2];f[e>>2]=0;f[m>>2]=0;f[r>>2]=0;c=c+16|0}while((c|0)!=(j|0));u=s;return}function XBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+400|0;j=A+388|0;i=A+384|0;h=A+380|0;s=A;t=A+376|0;v=A+372|0;w=A+368|0;x=A+364|0;y=A+360|0;z=a+1180|0;l=a+1192|0;d=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((d|0)==(m|0)){u=A;return}n=a+1156|0;o=a+1160|0;k=a+1164|0;p=a+1184|0;q=a+1188|0;r=c+4|0;g=a+1196|0;a=f[n>>2]|0;e=f[o>>2]|0;do{B=e-a|0;e=a+(((B|0)/24|0)*24|0)|0;a:do if(B|0){if((d|0)!=(c|0))while(1){_Ba(d,a,b,l,1);f[w>>2]=f[p>>2];f[x>>2]=f[l>>2];f[y>>2]=f[g>>2];f[h>>2]=f[w>>2];f[i>>2]=f[x>>2];f[j>>2]=f[y>>2];$Ba(z,h,i,j)|0;a=a+72|0;if((a|0)==(e|0))break a}do if(((f[r>>2]|0)-(f[c>>2]|0)|0)==32){f[t>>2]=f[p>>2];B=a+72|0;f[j>>2]=f[t>>2];ZBa(z,j,a,B)|0;a=B}else{B=Aib(c,a,b,s)|0;f[v>>2]=f[p>>2];f[j>>2]=f[v>>2];YBa(z,j,s,s+(B*24|0)|0)|0;a=a+72|0}while((a|0)!=(e|0))}while(0);a=f[n>>2]|0;if(a|0){e=f[o>>2]|0;if((e|0)!=(a|0))f[o>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[k>>2]=0;f[o>>2]=0;f[n>>2]=0}a=f[z>>2]|0;f[n>>2]=a;e=f[p>>2]|0;f[o>>2]=e;f[k>>2]=f[q>>2];f[q>>2]=0;f[p>>2]=0;f[z>>2]=0;d=d+16|0}while((d|0)!=(m|0));u=A;return}function YBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function ZBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function _Ba(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if(e){c=f[d>>2]|0;e=d+4|0;g=f[e>>2]|0;if((g|0)==(c|0))k=e;else{f[e>>2]=g+(~(((g+-24-c|0)>>>0)/24|0)*24|0);k=e}}else k=d+4|0;j=f[a>>2]|0;e=j;if(((f[a+4>>2]|0)-j|0)!=32){c=f[k>>2]|0;h=d+8|0;e=f[h>>2]|0;if(c>>>0<e>>>0){p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];g=c+24|0;f[k>>2]=g}else{oBa(d,b);g=f[k>>2]|0;e=f[h>>2]|0}c=b+24|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+32>>3];p[g+16>>3]=+p[b+40>>3];g=g+24|0;f[k>>2]=g}else{oBa(d,c);g=f[k>>2]|0;e=f[h>>2]|0}c=b+48|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+56>>3];p[g+16>>3]=+p[b+64>>3];f[k>>2]=g+24;return}else{oBa(d,c);return}}j=f[k>>2]|0;c=f[d>>2]|0;g=j-c|0;h=(g|0)/24|0;i=c;if(h>>>0<6){aCa(d,6-h|0);e=f[a>>2]|0;c=f[d>>2]|0}else if((g|0)!=144){g=i+144|0;if((g|0)!=(j|0))f[k>>2]=j+(~(((j+-24-g|0)>>>0)/24|0)*24|0)}c=bCa(e,b,c)|0;h=f[k>>2]|0;e=f[d>>2]|0;g=(h-e|0)/24|0;if(c>>>0>g>>>0){aCa(d,c-g|0);return}if(c>>>0>=g>>>0)return;c=e+(c*24|0)|0;if((c|0)==(h|0))return;f[k>>2]=h+(~(((h+-24-c|0)>>>0)/24|0)*24|0);return}function $Ba(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0;n=f[a>>2]|0;h=n;k=(f[b>>2]|0)-h|0;b=n+(((k|0)/24|0)*24|0)|0;c=f[c>>2]|0;e=f[d>>2]|0;q=e-c|0;j=(q|0)/24|0;l=e;if((q|0)<=0){q=b;return q|0}m=a+8|0;g=f[m>>2]|0;q=a+4|0;o=f[q>>2]|0;d=o;if((j|0)<=((g-d|0)/24|0|0)){h=d-b|0;d=(h|0)/24|0;if((j|0)>(d|0)){d=c+(d*24|0)|0;e=d;if((d|0)==(l|0))d=o;else{g=d;d=o;do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(l|0));f[q>>2]=d}if((h|0)<=0){q=b;return q|0}}else d=o;i=d-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<o>>>0){h=g;j=d;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[q>>2]|0)+24|0;f[q>>2]=j}while(h>>>0<o>>>0)}if(i|0)do{o=g;g=g+-24|0;q=d;d=d+-24|0;r=+p[g>>3];p[g>>3]=+p[d>>3];p[d>>3]=r;a=o+-16|0;r=+p[a>>3];n=q+-16|0;p[a>>3]=+p[n>>3];p[n>>3]=r;o=o+-8|0;r=+p[o>>3];q=q+-8|0;p[o>>3]=+p[q>>3];p[q>>3]=r}while((g|0)!=(b|0));if((c|0)==(e|0)){q=b;return q|0}else d=b;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(e|0))break;else d=d+24|0}return b|0}d=((d-h|0)/24|0)+j|0;if(d>>>0>178956970)AMb(a);j=(g-h|0)/24|0;e=j<<1;e=j>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;d=(k|0)/24|0;do if(!e)i=0;else if(e>>>0>178956970)vd();else{i=pOb(e*24|0)|0;break}while(0);h=i+(d*24|0)|0;g=i+(e*24|0)|0;if((c|0)==(l|0))d=h;else{d=h;do{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];d=d+24|0;c=c+24|0}while((c|0)!=(l|0))}if(!k)c=h;else{e=b;c=h;do{l=e;e=e+-24|0;p[c+-24>>3]=+p[e>>3];p[c+-16>>3]=+p[l+-16>>3];p[c+-8>>3]=+p[l+-8>>3];c=c+-24|0}while((e|0)!=(n|0))}if((o|0)==(b|0))b=d;else{do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(o|0));b=d}f[a>>2]=c;f[q>>2]=b;f[m>>2]=g;if(!n){q=h;return q|0}sOb(n);q=h;return q|0}function aCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/24|0)>>>0>=b>>>0){f[l>>2]=i+(b*24|0);return}c=f[a>>2]|0;g=(d-c|0)/24|0;d=g+b|0;j=c;if(d>>>0>178956970)AMb(a);m=(e-c|0)/24|0;e=m<<1;e=m>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;do if(!e)h=0;else if(e>>>0>178956970)vd();else{h=pOb(e*24|0)|0;break}while(0);d=h+(g*24|0)|0;g=h+(e*24|0)|0;e=d+(b*24|0)|0;if((i|0)!=(j|0)){c=i;do{m=c;c=c+-24|0;p[d+-24>>3]=+p[c>>3];p[d+-16>>3]=+p[m+-16>>3];p[d+-8>>3]=+p[m+-8>>3];d=d+-24|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function bCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))>=0.0;s=L+(K*j+(y*k+z*l))>=0.0;t=L+(K*m+(y*n+z*+p[F>>3]))>=0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function cCa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;g=c;h=d;v=+p[c>>3];w=+p[d>>3];if(v<w)i=6;else if(v>w)j=h;else{e=+p[c+8>>3];f=+p[d+8>>3];if(e<f)i=6;else if(e>f)j=h;else if(+p[c+16>>3]<+p[d+16>>3])i=6;else j=h}if((i|0)==6){j=g;g=h}s=+p[b+24>>3];t=+p[b>>3];u=+p[b+8>>3];r=+p[b+16>>3];q=-s/(t*t+(u*u+r*r));b=j;h=g;l=+p[h>>3];m=+p[b>>3]-l;g=h+8|0;e=+p[g>>3];n=+p[b+8>>3]-e;h=h+16|0;f=+p[h>>3];o=+p[b+16>>3]-f;k=t*m+(u*n+r*o);if(!(k==0.0)){e=(t*(t*q-l)+(u*(u*q-e)+r*(r*q-f)))/k;if(e>=-1.0e-07&e<=1.0000001){p[a>>3]=l+m*e;p[a+8>>3]=n*e+ +p[g>>3];w=o*e+ +p[h>>3];d=a+16|0;p[d>>3]=w;return}}l=w-v;m=+p[c+8>>3];n=+p[d+8>>3]-m;o=+p[c+16>>3];w=+p[d+16>>3]-o;q=+L(+(l*l+(n*n+w*w)));l=l/q;n=n/q;q=w/q;w=-(s+(v*t+(m*u+o*r)))/(l*t+(n*u+q*r));p[a>>3]=v+l*w;p[a+8>>3]=m+n*w;w=o+q*w;d=a+16|0;p[d>>3]=w;return}function dCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0;D=u;u=u+80|0;o=D+48|0;q=D;g=+p[b>>3];p[q>>3]=g;A=b+8|0;k=+p[A>>3];B=q+8|0;p[B>>3]=k;C=b+16|0;i=+p[C>>3];t=q+16|0;p[t>>3]=i;s=q+24|0;v=b+24|0;j=+p[v>>3];p[s>>3]=j;w=b+32|0;h=+p[w>>3];x=q+32|0;p[x>>3]=h;y=b+40|0;d=+p[y>>3];z=q+40|0;p[z>>3]=d;e=f[a>>2]|0;l=f[a+4>>2]|0;do if((e|0)==(l|0))h=g;else{m=o+8|0;n=o+16|0;while(1){G=+p[e>>3];F=+p[e+8>>3];E=+p[e+16>>3];H=+p[e+24>>3];a=H+(G*g+(F*k+E*i))<0.0;if(a^H+(G*j+(F*h+E*d))<0.0){cCa(o,e,q,s);a=(a^1)&1;H=+p[o>>3];I=q+(a*24|0)|0;p[o>>3]=+p[I>>3];p[I>>3]=H;H=+p[m>>3];I=q+(a*24|0)+8|0;p[m>>3]=+p[I>>3];p[I>>3]=H;p[q+(a*24|0)+16>>3]=+p[n>>3]}else if(a)break;e=e+32|0;g=+p[q>>3];if((e|0)==(l|0)){r=9;break}k=+p[B>>3];i=+p[t>>3];j=+p[s>>3];h=+p[x>>3];d=+p[z>>3]}if((r|0)==9){h=+p[b>>3];break}p[c>>3]=+p[b>>3];p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}while(0);if(g==h){if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3])if(+p[s>>3]==+p[v>>3])if(+p[x>>3]==+p[w>>3])if(+p[z>>3]==+p[y>>3]){I=0;u=D;return I|0}if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3]){p[c>>3]=+p[s>>3];p[c+8>>3]=+p[x>>3];p[c+16>>3]=+p[z>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}}d=+p[s>>3];if(d==+p[v>>3])if(+p[x>>3]==+p[w>>3])e=+p[z>>3]==+p[y>>3];else e=0;else e=0;p[c>>3]=h;p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=g;p[c+32>>3]=+p[B>>3];p[c+40>>3]=+p[t>>3];if(e){I=1;u=D;return I|0}p[c+48>>3]=d;p[c+56>>3]=+p[x>>3];p[c+64>>3]=+p[z>>3];p[c+72>>3]=+p[v>>3];p[c+80>>3]=+p[w>>3];p[c+88>>3]=+p[y>>3];I=2;u=D;return I|0}function eCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function fCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}e=f[64639]|0;if((f[64638]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64639]|0;m=h+-12|0;while(1){e=h+-12|0;f[64639]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-16|0;f[k>>2]=i;j=f[h+-4>>2]|0;if(j|0)tBa(j,i);j=f[i>>2]|0;if(j|0){h=h+-12|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);sOb(j)}h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64639]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function gCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}e=f[64636]|0;if((f[64635]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64636]|0;m=h+-12|0;while(1){e=h+-12|0;f[64636]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{j=h+-24|0;f[k>>2]=j;i=f[h+-4>>2]|0;if(i|0)jCa(i,j);h=f[h+-16>>2]|0;if(h|0)do{i=h;h=f[h>>2]|0;sOb(i)}while((h|0)!=0);h=f[j>>2]|0;f[j>>2]=0;if(h|0)sOb(h);h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64636]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function hCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}d=f[64642]|0;if((f[64641]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64642]|0;e=d+-20|0;do{g=d+-20|0;f[64642]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64642]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function iCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=a+4|0;c=f[a>>2]|0;l=((f[r>>2]|0)-c|0)/24|0;d=l+1|0;if(d>>>0>178956970)AMb(a);s=a+8|0;q=((f[s>>2]|0)-c|0)/24|0;c=q<<1;c=q>>>0<89478485?(c>>>0<d>>>0?d:c):178956970;do if(!c)k=0;else if(c>>>0>178956970)vd();else{k=pOb(c*24|0)|0;break}while(0);n=k+(l*24|0)|0;m=n;q=k+(c*24|0)|0;j=f[b>>2]|0;f[b>>2]=0;g=b+4|0;e=f[g>>2]|0;f[g>>2]=0;f[n>>2]=j;f[k+(l*24|0)+4>>2]=e;g=k+(l*24|0)+8|0;h=b+8|0;c=f[h>>2]|0;f[g>>2]=c;i=b+12|0;p=f[i>>2]|0;f[k+(l*24|0)+12>>2]=p;f[k+(l*24|0)+16>>2]=f[b+16>>2];if(p|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0}p=b+20|0;f[k+(l*24|0)+20>>2]=f[p>>2];f[p>>2]=0;p=n+24|0;o=f[a>>2]|0;c=f[r>>2]|0;if((c|0)==(o|0)){c=m;h=o;e=o}else{i=n;do{h=c;c=c+-24|0;l=f[c>>2]|0;f[c>>2]=0;j=h+-20|0;g=f[j>>2]|0;f[j>>2]=0;f[i+-24>>2]=l;f[i+-20>>2]=g;j=i+-16|0;b=h+-16|0;d=f[b>>2]|0;f[j>>2]=d;k=h+-12|0;n=f[k>>2]|0;f[i+-12>>2]=n;f[i+-8>>2]=f[h+-8>>2];if(n|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[l+(d<<2)>>2]=j;f[b>>2]=0;f[k>>2]=0}n=h+-4|0;f[i+-4>>2]=f[n>>2];f[n>>2]=0;i=m+-24|0;m=i}while((c|0)!=(o|0));c=m;h=f[a>>2]|0;e=f[r>>2]|0}f[a>>2]=c;f[r>>2]=p;f[s>>2]=q;g=h;if((e|0)!=(g|0))do{c=e;e=e+-24|0;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}a=f[64642]|0;if(a>>>0>=(f[64643]|0)>>>0){NCa(258564,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64642]=(f[64642]|0)+20;return}function kCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;m=p+8|0;j=p;n=a+4|0;e=f[n>>2]|0;if(e>>>0>=b>>>0){f[n>>2]=b;u=p;return}o=a+8|0;h=f[o>>2]|0;g=h<<5;d=b-e|0;if(g>>>0<d>>>0|e>>>0>(g-d|0)>>>0){f[m>>2]=0;k=m+4|0;f[k>>2]=0;l=m+8|0;f[l>>2]=0;if((b|0)<0)AMb(a);e=h<<6;h=b+31&-32;oB(m,g>>>0<1073741823?(e>>>0<h>>>0?h:e):2147483647);g=f[n>>2]|0;f[k>>2]=g+d;e=f[a>>2]|0;h=e;b=f[m>>2]|0;g=(h+(g>>>5<<2)-e<<3)+(g&31)|0;if((g|0)>0){i=g>>>5;cQb(b|0,e|0,i<<2|0)|0;e=g&31;g=b+(i<<2)|0;b=g;if(!e)e=0;else{q=-1>>>(32-e|0);f[g>>2]=f[g>>2]&~q|f[h+(i<<2)>>2]&q}}else e=0;f[j>>2]=b;f[j+4>>2]=e;g=j;b=f[g>>2]|0;g=f[g+4>>2]|0;e=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=e;q=f[n>>2]|0;f[n>>2]=f[k>>2];f[k>>2]=q;q=f[o>>2]|0;f[o>>2]=f[l>>2];f[l>>2]=q;if(e|0)sOb(e)}else{g=(f[a>>2]|0)+(e>>>5<<2)|0;f[n>>2]=b;b=g;g=e&31}if(!d){u=p;return}h=(g|0)==0;e=b;if(c){if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]|-1>>>(q-b|0)&-1<<g;e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,-1,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]|-1>>>(32-d|0);u=p;return}else{if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]&~(-1>>>(q-b|0)&-1<<g);e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,0,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]&~(-1>>>(32-d|0));u=p;return}}function lCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;aBa(n,f[64606]|0);b=a+72|0;if((n|0)!=(b|0))uCa(n,f[b>>2]|0,f[a+76>>2]|0);c=a+104|0;o=n+4|0;b=f[o>>2]|0;m=n+8|0;if((b|0)==(f[m>>2]|0)){fBa(n,c);l=o;b=f[o>>2]|0}else{f[b>>2]=f[c>>2];b=b+4|0;f[o>>2]=b;l=o}c=f[n>>2]|0;j=(b-c>>2)+-1|0;a:do if(j|0){k=a+16|0;b=0;while(1){i=f[c+(b<<2)>>2]|0;b=b+1|0;e=f[c+(b<<2)>>2]|0;d=f[k>>2]|0;c=f[d+(i<<4)>>2]|0;i=d+(i<<4)+4|0;d=f[i>>2]|0;h=d;b:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(e|0))break b;c=c+4|0;if((c|0)==(d|0)){c=d;break}}while(0);g=c+4|0;e=h-g|0;h=e>>2;if(h){cQb(c|0,g|0,e|0)|0;d=f[i>>2]|0}c=c+(h<<2)|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);if((b|0)==(j|0))break a;c=f[n>>2]|0}}while(0);b=a+92|0;c=f[b>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=0;a=c+4|0;f[a>>2]=0;f[c+8>>2]=0;f[c>>2]=f[n>>2];f[a>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;a=n+12|0;f[c+12>>2]=f[a>>2];f[a>>2]=0;f[b>>2]=(f[b>>2]|0)+16}else{tCa(a+88|0,n);b=f[n+12>>2]|0;if(b|0)tBa(b,n)}b=f[n>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);u=p;return}function mCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;t=w+16|0;s=w;fCa(t,f[64606]|0);v=c+4|0;d=f[v>>2]|0;g=f[c>>2]|0;a:do if((d-g|0)==((f[b+4>>2]|0)-(f[b>>2]|0)|0)){n=b+16|0;h=(f[b+20>>2]|0)-(f[n>>2]|0)>>4;if(!h){d=t+4|0;break}d=t+4|0;i=t+8|0;j=s+4|0;k=s+8|0;l=s+12|0;m=0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){f[e>>2]=0;r=e+4|0;f[r>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[r>>2]=f[j>>2];f[e+8>>2]=f[k>>2];f[k>>2]=0;f[j>>2]=0;f[s>>2]=0;f[e+12>>2]=f[l>>2];f[l>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[l>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[j>>2]|0;if((b|0)!=(e|0))f[j>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}e=f[n>>2]|0;b=e+(m<<4)|0;g=(f[d>>2]|0)+-16|0;if((g|0)!=(b|0))uCa(g,f[b>>2]|0,f[e+(m<<4)+4>>2]|0);m=m+1|0}while((m|0)!=(h|0))}else{h=d;e=g;d=t+4|0;r=b+16|0;k=b+20|0;b=f[r>>2]|0;if(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0){g=t+8|0;h=s+4|0;i=s+8|0;j=s+12|0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=0;q=e+4|0;f[q>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[q>>2]=f[h>>2];f[e+8>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[s>>2]=0;f[e+12>>2]=f[j>>2];f[j>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[j>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[h>>2]|0;if((b|0)!=(e|0))f[h>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}b=f[r>>2]|0}while(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0);g=f[c>>2]|0;e=g;h=f[v>>2]|0}if((e|0)!=(h|0)){q=h;while(1){o=f[e>>2]|0;p=q;i=f[b+(o<<4)>>2]|0;n=f[b+(o<<4)+4>>2]|0;b:do if((i|0)!=(n|0))while(1){m=f[i>>2]|0;f[s>>2]=m;b=p-g>>2;if(!b)b=g;else{l=b;b=g;while(1){x=(l|0)/2|0;k=g+(x<<2)|0;j=(f[k>>2]|0)>>>0<m>>>0;k=k+4|0;b=j?k:b;l=j?l+-1-x|0:x;if(!l)break;else g=j?k:g}}g=b;if((b|0)==(q|0))break;do if((m|0)==(f[b>>2]|0)){b=f[t>>2]|0;j=b+(o<<4)+4|0;k=f[j>>2]|0;if((k|0)==(f[b+(o<<4)+8>>2]|0)){fBa(b+(o<<4)|0,s);break}else{f[k>>2]=m;f[j>>2]=k+4;break}}while(0);i=i+4|0;if((i|0)==(n|0))break b}while(0);e=e+4|0;if((e|0)==(h|0))break a;q=f[v>>2]|0;b=f[r>>2]|0;g=f[c>>2]|0}}}while(0);f[a>>2]=f[c>>2];f[a+4>>2]=f[v>>2];x=c+8|0;f[a+8>>2]=f[x>>2];f[x>>2]=0;f[v>>2]=0;f[c>>2]=0;x=c+12|0;f[a+12>>2]=f[x>>2];f[x>>2]=0;f[a+16>>2]=f[t>>2];f[a+20>>2]=f[d>>2];x=t+8|0;f[a+24>>2]=f[x>>2];f[x>>2]=0;f[d>>2]=0;f[t>>2]=0;x=t+12|0;f[a+28>>2]=f[x>>2];f[x>>2]=0;oCa(t);u=w;return}function nCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+12|0;c=f[i>>2]|0;if(c|0)KCa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-16|0;f[c>>2]=g;h=f[e+-4>>2]|0;if(h|0)tBa(h,g);h=f[g>>2]|0;if(h|0){e=e+-12|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];h=b+8|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[i>>2]=f[b>>2];f[b>>2]=0;return}function oCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+12>>2]|0;if(b|0)KCa(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{e=c+-16|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)tBa(d,e);e=f[e>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function pCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r;n=r+8|0;q=r+16|0;o=r+4|0;f[n>>2]=c;p=a+16|0;d=f[p>>2]|0;if((d|0)==(f[a+20>>2]|0))fBa(a+12|0,n);else{f[d>>2]=c;f[p>>2]=d+4}g=f[n>>2]|0;l=a+28|0;d=f[l>>2]|0;i=a+8|0;c=f[i>>2]|0;h=d+(g*12|0)|0;f[h>>2]=c;j=d+(g*12|0)+4|0;f[j>>2]=c;b[d+(g*12|0)+8>>0]=1;f[i>>2]=c+1;i=f[n>>2]|0;g=f[f[a+4>>2]>>2]|0;e=f[g+(i<<4)>>2]|0;i=f[g+(i<<4)+4>>2]|0;if((e|0)!=(i|0)){while(1){g=f[e>>2]|0;c=f[d+(g*12|0)>>2]|0;if((c|0)==-1){pCa(a,g);c=f[d+(g*12|0)+4>>2]|0;k=10}else if(b[d+(g*12|0)+8>>0]|0)k=10;if((k|0)==10){k=0;g=f[j>>2]|0;f[j>>2]=c>>>0<g>>>0?c:g}c=e+4|0;if((c|0)==(i|0))break;d=f[l>>2]|0;e=c}c=f[h>>2]|0}if((f[j>>2]|0)!=(c|0)){u=r;return}aBa(q,f[64606]|0);g=q+4|0;e=q+8|0;do{d=(f[p>>2]|0)+-4|0;c=f[d>>2]|0;f[o>>2]=c;f[p>>2]=d;b[(f[l>>2]|0)+(c*12|0)+8>>0]=0;d=f[g>>2]|0;if((d|0)==(f[e>>2]|0))fBa(q,o);else{f[d>>2]=c;f[g>>2]=d+4}}while((f[o>>2]|0)!=(f[n>>2]|0));aDb(f[q>>2]|0,f[g>>2]|0,m);c=a+48|0;d=f[c>>2]|0;if(d>>>0<(f[a+52>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[q>>2];f[a>>2]=f[g>>2];f[d+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[q>>2]=0;a=q+12|0;f[d+12>>2]=f[a>>2];f[a>>2]=0;f[c>>2]=(f[c>>2]|0)+16}else{tCa(a+44|0,q);c=f[q+12>>2]|0;if(c|0)tBa(c,q)}c=f[q>>2]|0;if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function qCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x;f[v>>2]=b;if((c|0)==1024){w=0;u=x;return w|0}o=a+72|0;w=a+76|0;d=f[w>>2]|0;if((d|0)==(f[a+80>>2]|0))fBa(o,v);else{f[d>>2]=b;f[w>>2]=d+4}h=f[v>>2]|0;g=a+56|0;m=(f[g>>2]|0)+(h>>>5<<2)|0;f[m>>2]=f[m>>2]|1<<(h&31);m=f[v>>2]|0;h=f[f[a+36>>2]>>2]|0;j=h+(m<<4)|0;d=f[j>>2]|0;m=h+(m<<4)+4|0;h=f[m>>2]|0;do if((d|0)==(h|0))t=17;else{i=a+104|0;e=c+1|0;b=0;a:while(1){c=f[d>>2]|0;b:do if((c|0)==(f[i>>2]|0))if((f[w>>2]|0)-(f[o>>2]|0)>>2>>>0<3)b=1;else{t=9;break a}else if(!(f[(f[g>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31))){switch(qCa(a,c,e)|0){case 2:{b=2;t=52;break a}case 1:break;default:break b}b=1}while(0);d=d+4|0;if((d|0)==(h|0)){t=15;break}}if((t|0)==9){lCa(a);b=f[o>>2]|0;d=f[w>>2]|0;if((d|0)==(b|0)){w=2;u=x;return w|0}f[w>>2]=d+(~((d+-4-b|0)>>>2)<<2);w=2;u=x;return w|0}else if((t|0)==15){if(!b){t=17;break}HCa(a,f[v>>2]|0);b=1;break}else if((t|0)==52){u=x;return b|0}}while(0);if((t|0)==17){b=f[j>>2]|0;s=f[m>>2]|0;if((b|0)==(s|0))b=0;else{r=a+40|0;while(1){a=f[b>>2]|0;p=f[r>>2]|0;q=p+(a*24|0)|0;o=f[v>>2]|0;h=p+(a*24|0)+4|0;i=f[h>>2]|0;j=(i|0)==0;c:do if(j){d=0;t=35}else{g=i+-1|0;e=(g&i|0)==0;if(e)d=g&o;else if(o>>>0<i>>>0)d=o;else d=(o>>>0)%(i>>>0)|0;c=f[(f[q>>2]|0)+(d<<2)>>2]|0;if(!c)t=35;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=35;break c}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&g|0)==(d|0))){t=35;break c}if((f[c+8>>2]|0)==(o|0))break c}do{c=f[c>>2]|0;if(!c){t=35;break c}e=f[c+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(d|0)){t=35;break c}}}while((f[c+8>>2]|0)!=(o|0))}}while(0);if((t|0)==35){t=0;g=pOb(12)|0;f[g+8>>2]=o;f[g+4>>2]=o;f[g>>2]=0;m=p+(a*24|0)+12|0;k=+(((f[m>>2]|0)+1|0)>>>0);l=+n[p+(a*24|0)+16>>2];do if(j|l*+(i>>>0)<k){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;c=~~+W(+(k/l))>>>0;ICa(q,d>>>0<c>>>0?c:d);d=f[h>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&o;break}if(o>>>0<d>>>0){e=d;d=o}else{e=d;d=(o>>>0)%(d>>>0)|0}}else e=i;while(0);c=(f[q>>2]|0)+(d<<2)|0;d=f[c>>2]|0;if(!d){d=p+(a*24|0)+8|0;f[g>>2]=f[d>>2];f[d>>2]=g;f[c>>2]=d;d=f[g>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;d=(f[q>>2]|0)+(d<<2)|0;t=48}}else{f[g>>2]=f[d>>2];t=48}if((t|0)==48){t=0;f[d>>2]=g}f[m>>2]=(f[m>>2]|0)+1}b=b+4|0;if((b|0)==(s|0)){b=0;break}}}}f[w>>2]=(f[w>>2]|0)+-4;w=b;u=x;return w|0}function rCa(a,c){a=a|0;c=c|0;var d=0,e=0;d=c+8|0;if(!(f[d>>2]&134217727))return;e=c+4|0;f[e>>2]=0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}a=f[64630]|0;if(a>>>0<(f[64631]|0)>>>0){f[a>>2]=f[c>>2];f[a+4>>2]=f[e>>2];f[a+8>>2]=f[d>>2];f[c>>2]=0;f[e>>2]=0;f[d>>2]=0;f[64630]=a+12;return}else{GCa(258516,c);return}}function sCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{e=a+-24|0;f[i>>2]=e;d=f[a+-4>>2]|0;if(d|0)jCa(d,e);a=f[a+-16>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);a=f[e>>2]|0;f[e>>2]=0;if(a|0)sOb(a);a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}a=f[64636]|0;if(a>>>0<(f[64637]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64636]=a+12;return}else{ECa(258540,c);return}}function tCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)tBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function uCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function vCa(a){a=a|0;var b=0,c=0,d=0;b=a+84|0;c=f[a+96>>2]|0;if(c|0)wCa(c,b);b=f[b>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+68|0;c=f[a+80>>2]|0;if(c|0)xCa(c,b);b=f[b>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=a+52|0;c=f[a+64>>2]|0;if(c|0)yCa(c,b);b=f[b>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=a+36|0;c=f[a+48>>2]|0;if(c|0)tBa(c,b);b=f[b>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+20|0;c=f[a+32>>2]|0;if(c|0)zCa(c,b);b=f[b>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}c=a+4|0;b=f[a+16>>2]|0;if(b|0)YAa(b,c);if(!(f[c>>2]|0))return;XAa(c);sOb(f[c>>2]|0);return}function wCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}a=f[64612]|0;if(a>>>0<(f[64613]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64612]=a+12;return}else{DCa(258444,c);return}}function xCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}a=f[64615]|0;if(a>>>0<(f[64616]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64615]=a+12;return}else{CCa(258456,c);return}}function yCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}a=f[64618]|0;if(a>>>0<(f[64619]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64618]=a+12;return}else{BCa(258468,c);return}}function zCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-16-a|0)>>>4)<<4);if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}a=f[64624]|0;if(a>>>0<(f[64625]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64624]=a+12;return}else{ACa(258492,c);return}}function ACa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function BCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function CCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function DCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ECa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;FCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;FCa(m);u=o;return}function FCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{e=c+-24|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function GCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=(e-g|0)/12|0;c=j+1|0;k=g;if(c>>>0>357913941)AMb(a);m=a+8|0;l=((f[m>>2]|0)-g|0)/12|0;h=l<<1;h=l>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)i=0;else if(h>>>0>357913941)vd();else{i=pOb(h*12|0)|0;break}while(0);d=i+(j*12|0)|0;c=d;l=i+(h*12|0)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j*12|0)+4>>2]=f[o>>2];h=b+8|0;f[i+(j*12|0)+8>>2]=f[h>>2];f[b>>2]=0;f[o>>2]=0;f[h>>2]=0;h=d+12|0;if((e|0)!=(k|0)){do{o=e;e=e+-12|0;f[d+-12>>2]=f[e>>2];j=o+-8|0;f[d+-8>>2]=f[j>>2];o=o+-4|0;f[d+-4>>2]=f[o>>2];f[e>>2]=0;f[j>>2]=0;f[o>>2]=0;d=c+-12|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{c=c+-12|0;d=f[c>>2]|0;if(d|0)sOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+56|0;c=(f[t>>2]|0)+(b>>>5<<2)|0;f[c>>2]=f[c>>2]&~(1<<(b&31));c=f[a+40>>2]|0;p=c+(b*24|0)+12|0;d=f[p>>2]|0;if(!d)return;q=c+(b*24|0)+8|0;r=c+(b*24|0)+4|0;s=c+(b*24|0)|0;o=c+(b*24|0)+8|0;do{m=f[q>>2]|0;n=f[m+8>>2]|0;j=f[r>>2]|0;b=f[m+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)b=k&b;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;e=(f[s>>2]|0)+(b<<2)|0;i=f[e>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(m|0))break;else i=c}if((i|0)==(o|0))h=16;else{c=f[i+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))e=m;else h=16}do if((h|0)==16){c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0)){e=m;break}}f[e>>2]=0;e=m}while(0);c=f[e>>2]|0;g=c;if(!c)h=30;else{c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))h=30;else{f[(f[s>>2]|0)+(c<<2)>>2]=i;f[i>>2]=f[m>>2];f[e>>2]=0;f[p>>2]=d+-1;h=31}}if((h|0)==30){h=0;f[i>>2]=g;f[e>>2]=0;f[p>>2]=d+-1;if(m|0)h=31}if((h|0)==31){h=0;sOb(m)}if(f[(f[t>>2]|0)+(n>>>5<<2)>>2]&1<<(n&31)|0)HCa(a,n);d=f[p>>2]|0}while((d|0)!=0);return}function ICa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){JCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;JCa(a,b);return}function JCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function KCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{d=a+-16|0;f[i>>2]=d;e=f[a+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){a=a+-12|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}a=f[64639]|0;if(a>>>0<(f[64640]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64639]=a+12;return}else{LCa(258552,c);return}}function LCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;MCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;MCa(m);u=o;return}function MCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{d=c+-16|0;f[g>>2]=d;e=f[c+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function NCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function OCa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0,o=0.0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0.0,Ba=0.0,Ca=0.0,Da=0.0,Ea=0.0,Fa=0.0,Ga=0.0,Ha=0.0,Ia=0.0,Ja=0.0,Ka=0.0,La=0.0,Ma=0.0,Na=0.0;za=u;u=u+208|0;ta=za+56|0;ua=za+24|0;va=za+200|0;wa=za;xa=e+24|0;h=+p[e>>3];i=+p[xa>>3];if(h==i)if(+p[e+8>>3]==+p[e+32>>3])if(+p[e+16>>3]==+p[e+40>>3]){u=za;return}sa=e+48|0;j=+p[sa>>3];if(h==j)if(+p[e+8>>3]==+p[e+56>>3])if(+p[e+16>>3]==+p[e+64>>3]){u=za;return}if(i==j)if(+p[e+32>>3]==+p[e+56>>3])if(+p[e+40>>3]==+p[e+64>>3]){u=za;return}F=Iib(c,e,ta)|0;switch(F|0){case 0:case 3:break;default:{G=d+32|0;H=d+40|0;I=d+48|0;J=d+56|0;L=d+64|0;M=d+72|0;N=d+80|0;O=d+88|0;P=d+96|0;Q=e+32|0;R=e+8|0;S=e+64|0;T=e+16|0;U=e+40|0;V=e+56|0;W=d+8|0;X=d+16|0;Y=d+24|0;Z=ua+16|0;_=ua+24|0;$=ua+8|0;aa=a+1040|0;ba=wa+4|0;ca=wa+8|0;da=a+1100|0;ea=a+1088|0;fa=a+1092|0;ga=a+1096|0;ha=a+1056|0;ia=a+1048|0;ja=va+4|0;ka=a+1088|0;la=wa+8|0;ma=wa+16|0;na=a+1148|0;oa=a+1152|0;pa=a+1144|0;qa=a+1120|0;ra=a+1124|0;y=a+1128|0;z=wa+4|0;A=wa+8|0;B=wa+12|0;C=c+8|0;D=c+16|0;E=ua+16|0;x=0;do{k=x<<1;m=ta+(k*24|0)|0;j=+p[m>>3];l=+p[m+24>>3];a=ta+(k*24|0)+8|0;if(j==l){h=+p[a>>3];i=+p[m+32>>3];if(h==i){if(!(+p[ta+(k*24|0)+16>>3]==+p[m+40>>3]))ya=16}else ya=16}else{h=+p[a>>3];i=+p[m+32>>3];ya=16}if((ya|0)==16){ya=0;Ea=+p[G>>3];Ca=+p[H>>3];Aa=+p[I>>3];Ja=+p[J>>3];Ia=+p[L>>3];r=+p[M>>3];Da=+p[N>>3];Ba=+p[O>>3];s=+p[P>>3];Ka=j-Ea;La=h-Ca;Na=+p[ta+(k*24|0)+16>>3]-Aa;p[ua>>3]=Ka*Ja+(La*Ia+Na*r);p[$>>3]=Ka*Da+(La*Ba+Na*s);Na=l-Ea;La=i-Ca;i=+p[m+40>>3]-Aa;h=Na*Ja+(La*Ia+i*r);i=Na*Da+(La*Ba+i*s);p[Z>>3]=h;p[_>>3]=i;La=+p[R>>3];Na=+p[Q>>3]-La;Ka=+p[T>>3];l=+p[S>>3]-Ka;Ka=+p[U>>3]-Ka;La=+p[V>>3]-La;j=Na*l-Ka*La;Ma=+p[e>>3];o=+p[sa>>3]-Ma;Ma=+p[xa>>3]-Ma;l=Ka*o-l*Ma;o=La*Ma-Na*o;Na=+p[d>>3];Ma=+p[W>>3];La=+p[X>>3];Ka=+p[Y>>3];Fa=Ka+(j*Na+(Ma*l+La*o));Ha=j-Na*Fa-Ea;Ga=l-Ma*Fa-Ca;Fa=o-La*Fa-Aa;Ka=Ka+(Na*0.0+(Ma*0.0+La*0.0));Ea=0.0-Na*Ka-Ea;Ca=0.0-Ma*Ka-Ca;Aa=0.0-La*Ka-Aa;r=Ja*Ha+(Ia*Ga+Fa*r)-(Ja*Ea+(Ia*Ca+Aa*r));s=Ha*Da+(Ga*Ba+Fa*s)-(Ea*Da+(Ca*Ba+Aa*s));do if(!(+K(+r)<=1.0e-12)|!(+K(+s)<=1.0e-12)){l=+p[ua>>3];j=+p[$>>3];if(s*(h-l)-r*(i-j)<0.0)ya=21;else{h=l;i=j}}else if(j*+p[c>>3]+(l*+p[C>>3]+o*+p[D>>3])<0.0){l=+p[ua>>3];j=+p[$>>3];ya=21;break}else{h=+p[ua>>3];i=+p[$>>3];break}while(0);if((ya|0)==21){ya=0;p[ua>>3]=h;p[$>>3]=i;p[Z>>3]=l;p[_>>3]=j}if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[va>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,ua);break}else{p[a>>3]=+p[ua>>3];p[a+8>>3]=+p[$>>3];f[fa>>2]=a+16;break}}else f[va>>2]=f[a+20>>2];while(0);h=+p[E>>3];i=+p[_>>3];if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[ja>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,E);break}else{p[a>>3]=+p[E>>3];p[a+8>>3]=+p[_>>3];f[fa>>2]=a+16;break}}else f[ja>>2]=f[a+20>>2];while(0);a=f[va>>2]|0;k=f[ja>>2]|0;do if((a|0)!=(k|0)){w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];a=f[na>>2]|0;if(a>>>0<(f[oa>>2]|0)>>>0){f[a>>2]=f[wa>>2];f[a+4>>2]=f[wa+4>>2];f[a+8>>2]=f[wa+8>>2];f[a+12>>2]=f[wa+12>>2];f[a+16>>2]=f[wa+16>>2];f[a+20>>2]=f[wa+20>>2];p[a>>3]=h;p[a+8>>3]=+p[la>>3];p[a+16>>3]=+p[ma>>3];w=(f[na>>2]|0)+24|0;f[na>>2]=w;a=k;k=w}else{RCa(pa,wa);a=f[ja>>2]|0;k=f[na>>2]|0}w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];if(k>>>0<(f[oa>>2]|0)>>>0){f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];f[k+20>>2]=f[wa+20>>2];p[k>>3]=h;p[k+8>>3]=+p[la>>3];p[k+16>>3]=+p[ma>>3];f[na>>2]=(f[na>>2]|0)+24}else RCa(pa,wa);if(g){k=f[va>>2]|0;m=f[ja>>2]|0;m=(k>>>0<m>>>0?m:k)+1|0;a=f[qa>>2]|0;if((f[ra>>2]|0)-a>>4>>>0<m>>>0){do{aBa(wa,f[64606]|0);a=f[ra>>2]|0;do if(a>>>0<(f[y>>2]|0)>>>0){f[a>>2]=0;w=a+4|0;f[w>>2]=0;f[a+8>>2]=0;f[a>>2]=f[wa>>2];f[w>>2]=f[z>>2];f[a+8>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[wa>>2]=0;f[a+12>>2]=f[B>>2];f[B>>2]=0;f[ra>>2]=(f[ra>>2]|0)+16}else{tCa(qa,wa);a=f[B>>2]|0;if(!a)break;tBa(a,wa)}while(0);a=f[wa>>2]|0;if(a|0){k=f[z>>2]|0;if((k|0)!=(a|0))f[z>>2]=k+(~((k+-4-a|0)>>>2)<<2);sOb(a)}a=f[qa>>2]|0}while((f[ra>>2]|0)-a>>4>>>0<m>>>0);k=f[va>>2]|0}t=a+(k<<4)|0;m=f[t>>2]|0;v=a+(k<<4)+4|0;w=f[v>>2]|0;a:do if((m|0)==(w|0))ya=49;else{q=f[ja>>2]|0;do{if((f[m>>2]|0)==(q|0)){ya=49;break a}m=m+4|0}while((m|0)!=(w|0))}while(0);if((ya|0)==49){ya=0;if((m|0)!=(w|0))break}if((w|0)==(f[a+(k<<4)+8>>2]|0)){fBa(t,ja);break}else{f[w>>2]=f[ja>>2];f[v>>2]=w+4;break}}}while(0)}x=x+1|0}while((x|0)!=(F|0))}}u=za;return}function PCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];c=k==0.0?0:(n[s>>2]=k,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;i=+n[b+8>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;b=(d&g|0)==0;if(b)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!c){j=0;return j|0}c=f[c>>2]|0;if(!c){j=0;return j|0}if(b){while(1){a=f[c+4>>2]|0;b=(a|0)==(e|0);if(!(b|(a&d|0)==(h|0))){c=0;b=23;break}if(b)if(+n[c+8>>2]==k)if(+n[c+12>>2]==l)if(+n[c+16>>2]==i){b=23;break}c=f[c>>2]|0;if(!c){c=0;b=23;break}}if((b|0)==23)return c|0}else j=c;while(1){c=f[j+4>>2]|0;if((c|0)==(e|0)){if(+n[j+8>>2]==k)if(+n[j+12>>2]==l)if(+n[j+16>>2]==i){c=j;b=23;break}}else{if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(h|0)){c=0;b=23;break}}j=f[j>>2]|0;if(!j){c=0;b=23;break}}if((b|0)==23)return c|0;return 0}function QCa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0;e=+n[b>>2];c=e==0.0?0:(n[s>>2]=e,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;d=+n[b+8>>2];m=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;j=a+4|0;g=f[j>>2]|0;k=(g|0)==0;a:do if(k)c=0;else{h=g+-1|0;b=(h&g|0)==0;if(b)i=m&h;else if(m>>>0<g>>>0)i=m;else i=(m>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{if(b){while(1){b=f[c+4>>2]|0;if(!((b|0)==(m|0)|(b&h|0)==(i|0))){c=i;break a}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}while(1){b=f[c+4>>2]|0;if((b|0)!=(m|0)){if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){c=i;break a}}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}}}while(0);i=pOb(24)|0;n[i+8>>2]=e;n[i+12>>2]=l;n[i+16>>2]=d;f[i+20>>2]=0;f[i+4>>2]=m;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(g>>>0)<d){b=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;c=~~+W(+(d/e))>>>0;SCa(a,b>>>0<c>>>0?c:b);b=f[j>>2]|0;c=b+-1|0;if(!(c&b)){g=b;c=c&m;break}if(m>>>0<b>>>0){g=b;c=m}else{g=b;c=(m>>>0)%(b>>>0)|0}}while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;o=35}}else{f[i>>2]=f[c>>2];o=35}if((o|0)==35)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+20|0;return a|0}function RCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function SCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){TCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;TCa(a,b);return}function TCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();p=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=p;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;o=b+-1|0;p=(o&b|0)==0;if(p)c=c&o;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(p){d=e;while(1){l=f[d+4>>2]&o;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break d;if(!(+n[j>>2]==+n[h+12>>2]))break d;if(!(+n[k>>2]==+n[h+16>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break e;if(!(+n[j>>2]==+n[h+12>>2]))break e;if(!(+n[k>>2]==+n[h+16>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function UCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function VCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function WCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XCa(a,b);return}function XCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;r=a+1236|0;v=b+8|0;c=f[v>>2]|0;if(c|0){s=a+1240|0;t=a+1248|0;u=a+1252|0;q=a+1244|0;d=c;o=c;c=f[s>>2]|0;while(1){k=f[d+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){a=0;p=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)a=m&i;else if(m>>>0<c>>>0)a=m;else a=(m>>>0)%(c>>>0)|0;d=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!d)p=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(a|0))){p=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(a|0)){p=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[t>>2]|0)+1|0)>>>0);g=+n[u>>2];do if(l|g*+(c>>>0)<e){a=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(r,a>>>0<d>>>0?d:a);a=f[s>>2]|0;d=a+-1|0;if(!(d&a)){c=a;a=d&m;break}if(m>>>0<a>>>0){c=a;a=m}else{c=a;a=(m>>>0)%(a>>>0)|0}}while(0);d=(f[r>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[h>>2]=f[q>>2];f[q>>2]=h;f[d>>2]=q;a=f[h>>2]|0;if(a|0){a=f[a+4>>2]|0;d=c+-1|0;if(!(d&c))a=a&d;else if(a>>>0>=c>>>0)a=(a>>>0)%(c>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;p=32}}else{f[h>>2]=f[a>>2];p=32}if((p|0)==32){p=0;f[a>>2]=h}f[t>>2]=(f[t>>2]|0)+1}a=f[o>>2]|0;if(!a)break;else{d=a;o=a}}}d=b+12|0;if(!(f[d>>2]|0))return;a=f[v>>2]|0;if(a|0)do{u=a;a=f[a>>2]|0;sOb(u)}while((a|0)!=0);f[v>>2]=0;c=f[b+4>>2]|0;if(c|0){a=0;do{f[(f[b>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(c|0))}f[d>>2]=0;return}function ZCa(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+n[b>>2];g=+n[b+4>>2];e=+n[b+8>>2];d=+n[a>>2]*f+(+n[a+4>>2]*g+ +n[a+8>>2]*e)-+n[a+12>>2];if(d<0.0)if(d*d*+n[a+240>>2]>=c){a=0;return a|0}d=+n[a+16>>2]*f+(+n[a+20>>2]*g+ +n[a+24>>2]*e)-+n[a+28>>2];if(d<0.0)if(d*d*+n[a+244>>2]>=c){a=0;return a|0}d=+n[a+32>>2]*f+(+n[a+36>>2]*g+ +n[a+40>>2]*e)-+n[a+44>>2];if(d<0.0)if(d*d*+n[a+248>>2]>=c){a=0;return a|0}d=+n[a+48>>2]*f+(+n[a+52>>2]*g+ +n[a+56>>2]*e)-+n[a+60>>2];if(d<0.0)if(d*d*+n[a+252>>2]>=c){a=0;return a|0}d=+n[a+64>>2]*f+(+n[a+68>>2]*g+ +n[a+72>>2]*e)-+n[a+76>>2];if(d<0.0)if(d*d*+n[a+256>>2]>=c){a=0;return a|0}d=+n[a+80>>2]*f+(+n[a+84>>2]*g+ +n[a+88>>2]*e)-+n[a+92>>2];if(d<0.0)if(d*d*+n[a+260>>2]>=c){a=0;return a|0}a=1;return a|0}function _Ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Ca(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0.0;n=u;u=u+48|0;g=n;m=c+196|0;d=f[m>>2]|0;if(d&1048576|0){m=0;u=n;return m|0}e=f[c+4>>2]|0;if((d&131074|0)!=0|(e|0)==0){m=0;u=n;return m|0}if(!(b[c+192>>0]&1)){m=0;u=n;return m|0}i=c+200|0;if(!((f[i>>2]&-268435456|0)==0&0==0)){m=0;u=n;return m|0}if(!(b[(f[e+44>>2]|0)+148>>0]&2)){m=0;u=n;return m|0}Vib(g,f[a>>2]|0,0,c,0);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;a:do if((d|0)==(i|0))c=0;else{j=+p[g>>3];k=+p[g+8>>3];l=+p[g+16>>3];h=+p[g+24>>3];c=0;do{e=f[d>>2]|0;g=f[d+4>>2]|0;b:do if((e|0)!=(g|0)){a=2;do{q=+p[e+24>>3]+(j*+p[e>>3]+(k*+p[e+8>>3]+l*+p[e+16>>3]));o=!(q*q>=h)?1:q<0.0?0:2;a=(o|0)<(a|0)?o:a;e=e+32|0}while((e|0)!=(g|0));switch(a|0){case 2:{c=0;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if(c)c=(f[m>>2]&33554456|0)==0;else c=0}while(0);o=c;u=n;return o|0}function aDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function bDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function cDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function dDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function eDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,Y=0,Z=0,_=0,$=0.0;_=u;u=u+192|0;Y=_;G=+n[c>>2];V=+n[c+4>>2];i=+n[c+8>>2];z=+n[c+12>>2];A=+n[c+16>>2];B=+n[c+20>>2];e=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((e|0)==(m|0)){u=_;return}$=(z-G)*.5;h=(A-V)*.5;F=(B-i)*.5;C=$+G;D=h+V;E=F+i;F=$*$+(h*h+F*F);o=Y+8|0;q=Y+16|0;r=Y+24|0;s=Y+32|0;t=Y+40|0;v=Y+48|0;w=Y+56|0;x=Y+64|0;y=Y+72|0;H=Y+80|0;I=Y+88|0;J=Y+96|0;K=Y+104|0;L=Y+112|0;M=Y+120|0;N=Y+128|0;O=Y+136|0;P=Y+144|0;Q=Y+152|0;R=Y+160|0;S=Y+168|0;T=Y+176|0;U=Y+184|0;d=0;a:do{g=f[e>>2]|0;l=f[e+4>>2]|0;b:do if((g|0)!=(l|0)){k=2;do{h=+p[g+24>>3]+(C*+p[g>>3]+(D*+p[g+8>>3]+E*+p[g+16>>3]));if(!(h*h>=F)){p[Y>>3]=G;p[o>>3]=V;p[q>>3]=i;p[r>>3]=z;p[s>>3]=V;p[t>>3]=i;p[v>>3]=G;p[w>>3]=A;p[x>>3]=i;p[y>>3]=z;p[H>>3]=A;p[I>>3]=i;p[J>>3]=G;p[K>>3]=V;p[L>>3]=B;p[M>>3]=z;p[N>>3]=V;p[O>>3]=B;p[P>>3]=G;p[Q>>3]=A;p[R>>3]=B;p[S>>3]=z;p[T>>3]=A;p[U>>3]=B;j=gDa(g,Y)|0}else j=h<0.0?0:2;k=(j|0)<(k|0)?j:k;g=g+32|0}while((g|0)!=(l|0));switch(k|0){case 2:{Z=49;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(m|0));if((Z|0)==49){u=_;return}if(!d){u=_;return}d=c+36|0;if(f[d>>2]|0){xib(Y,c,b[c+48>>0]|0,+n[c+44>>2]);U=f[d>>2]|0;f[U>>2]=f[Y>>2];f[U+4>>2]=f[Y+4>>2];f[U+8>>2]=f[Y+8>>2];f[U+12>>2]=f[Y+12>>2];f[U+16>>2]=f[Y+16>>2];f[U+20>>2]=f[Y+20>>2];f[U+52>>2]=f[Y+24>>2];f[U+56>>2]=f[Y+28>>2];f[U+60>>2]=f[Y+32>>2];f[U+64>>2]=f[Y+36>>2];f[U+68>>2]=f[Y+40>>2];f[U+72>>2]=f[Y+44>>2];eDa(a,U);eDa(a,U+52|0)}d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=_;return}t=a+1236|0;v=a+1240|0;w=a+1248|0;x=a+1252|0;y=a+1244|0;do{l=f[d>>2]|0;m=l;c:do if($Ca(a,l)|0){r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[v>>2]|0;q=(o|0)==0;d:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=k&r;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[t>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break d;c=f[g+4>>2]|0;if(!((c|0)==(r|0)|(c&k|0)==(e|0)))break d;if((f[g+8>>2]|0)==(l|0))break c}while(1){g=f[g>>2]|0;if(!g)break d;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break d}if((f[g+8>>2]|0)==(l|0))break c}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[w>>2]|0)+1|0)>>>0);i=+n[x>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(t,e>>>0<g>>>0?g:e);e=f[v>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[t>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[y>>2];f[y>>2]=k;f[g>>2]=y;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[t>>2]|0)+(e<<2)|0;Z=46}}else{f[k>>2]=f[e>>2];Z=46}if((Z|0)==46){Z=0;f[e>>2]=k}f[w>>2]=(f[w>>2]|0)+1}while(0);d=d+4|0}while((d|0)!=(s|0));u=_;return}function fDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0,Z=0.0;Y=u;u=u+192|0;X=Y;C=+n[c>>2];V=+n[c+4>>2];m=+n[c+8>>2];o=+n[c+12>>2];q=+n[c+16>>2];r=+n[c+20>>2];e=f[a+1064>>2]|0;k=f[a+1068>>2]|0;if((e|0)==(k|0)){u=Y;return}Z=(o-C)*.5;l=(q-V)*.5;w=(r-m)*.5;s=Z+C;t=l+V;v=w+m;w=Z*Z+(l*l+w*w);x=X+8|0;y=X+16|0;z=X+24|0;A=X+32|0;B=X+40|0;D=X+48|0;E=X+56|0;F=X+64|0;G=X+72|0;H=X+80|0;I=X+88|0;J=X+96|0;K=X+104|0;L=X+112|0;M=X+120|0;N=X+128|0;O=X+136|0;P=X+144|0;Q=X+152|0;R=X+160|0;S=X+168|0;T=X+176|0;U=X+184|0;d=0;a:do{g=f[e>>2]|0;j=f[e+4>>2]|0;b:do if((g|0)!=(j|0)){i=2;do{l=+p[g+24>>3]+(s*+p[g>>3]+(t*+p[g+8>>3]+v*+p[g+16>>3]));if(!(l*l>=w)){p[X>>3]=C;p[x>>3]=V;p[y>>3]=m;p[z>>3]=o;p[A>>3]=V;p[B>>3]=m;p[D>>3]=C;p[E>>3]=q;p[F>>3]=m;p[G>>3]=o;p[H>>3]=q;p[I>>3]=m;p[J>>3]=C;p[K>>3]=V;p[L>>3]=r;p[M>>3]=o;p[N>>3]=V;p[O>>3]=r;p[P>>3]=C;p[Q>>3]=q;p[R>>3]=r;p[S>>3]=o;p[T>>3]=q;p[U>>3]=r;h=gDa(g,X)|0}else h=l<0.0?0:2;i=(h|0)<(i|0)?h:i;g=g+32|0}while((g|0)!=(j|0));switch(i|0){case 2:{W=20;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(k|0));if((W|0)==20){u=Y;return}if(!d){u=Y;return}d=c+36|0;if(f[d>>2]|0){xib(X,c,b[c+48>>0]|0,+n[c+44>>2]);W=f[d>>2]|0;f[W>>2]=f[X>>2];f[W+4>>2]=f[X+4>>2];f[W+8>>2]=f[X+8>>2];f[W+12>>2]=f[X+12>>2];f[W+16>>2]=f[X+16>>2];f[W+20>>2]=f[X+20>>2];f[W+52>>2]=f[X+24>>2];f[W+56>>2]=f[X+28>>2];f[W+60>>2]=f[X+32>>2];f[W+64>>2]=f[X+36>>2];f[W+68>>2]=f[X+40>>2];f[W+72>>2]=f[X+44>>2];fDa(a,W);fDa(a,W+52|0)}d=f[c+24>>2]|0;i=f[c+28>>2]|0;if((d|0)==(i|0)){u=Y;return}j=a+1312|0;k=a+1316|0;h=a+1308|0;do{e=f[d>>2]|0;f[X>>2]=e;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=e;f[j>>2]=(f[j>>2]|0)+4}else hDa(h,X);d=d+4|0}while((d|0)!=(i|0));u=Y;return}function gDa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0;d=+p[a>>3];e=+p[a+8>>3];f=+p[a+16>>3];c=+p[a+24>>3];a=!(c+(d*+p[b>>3]+(e*+p[b+8>>3]+f*+p[b+16>>3]))<0.0);if(!(c+(d*+p[b+24>>3]+(e*+p[b+32>>3]+f*+p[b+40>>3]))<0.0))a=a?2:1;else if(a){b=1;return b|0}else a=0;if(!(c+(d*+p[b+48>>3]+(e*+p[b+56>>3]+f*+p[b+64>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+72>>3]+(e*+p[b+80>>3]+f*+p[b+88>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+96>>3]+(e*+p[b+104>>3]+f*+p[b+112>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+120>>3]+(e*+p[b+128>>3]+f*+p[b+136>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+144>>3]+(e*+p[b+152>>3]+f*+p[b+160>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+168>>3]+(e*+p[b+176>>3]+f*+p[b+184>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}b=(a|0)==0?0:(a|0)==8?2:1;return b|0}function hDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function iDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function jDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function kDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=a+1234|0;if((h[d>>0]|0)==(c&1|0))d=a+1235|0;else{b[d>>0]=c&1;d=a+1235|0;g=b[d>>0]|0;e=g<<24>>24!=0;i=e^1;b[d>>0]=i&1;if((i&1|0)!=(g&255|0)){b[d>>0]=g;if(c){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,e,f[a+1352>>2]|0)}}}return (b[d>>0]|0)!=0|0}function lDa(a){a=a|0;var c=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=1;c=a+1235|0;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,1,f[a+1352>>2]|0);return}function mDa(a){a=a|0;var c=0,d=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,0,f[a+1352>>2]|0)}}if(b[a+1232>>0]|0)return;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return}function nDa(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((b|0)==(f[a+4>>2]|0)){a=1;return a|0}a=(b|0)==(f[a+12>>2]|0);return a|0}function oDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function pDa(a){a=a|0;var c=0,d=0,e=0;d=a+1228|0;e=(f[d>>2]|0)==1;rBa(a)|0;f[d>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,0,f[a+1352>>2]|0)}}c=a+1232|0;if(!(b[c>>0]|0)){b[c>>0]=1;Hha(939,a,4)}if(!e)return;f[d>>2]=1;return}function qDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;if(!(f[a+1228>>2]|0))return;if(!(b[c+192>>0]&1))return;if(f[c+196>>2]&2|0)return;r=a+1320|0;k=c;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+1324|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){d=0;q=20}else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=20;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=20;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=20;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==20){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=33}}else{f[c>>2]=f[d>>2];q=33}if((q|0)==33)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0)return;b[d>>0]=1;Hha(939,a,4);return}function rDa(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(f[a+1228>>2]|0)){u=d;return}f[c>>2]=b;sDa(a+1320|0,c)|0;f[c>>2]=b;sDa(a+1340|0,c)|0;f[c>>2]=b;sDa(a+1236|0,c)|0;f[c>>2]=b;sDa(a+1256|0,c)|0;f[c>>2]=b;sDa(a+1276|0,c)|0;kJa(b);u=d;return}function sDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=tDa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else 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d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=18;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=18;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=18;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==18){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=31}}else{f[c>>2]=f[d>>2];q=31}if((q|0)==31)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0){u=s;return}b[d>>0]=1;Hha(939,a,4);u=s;return}function xDa(a,b){a=a|0;b=b|0;wDa(a,b);return}function yDa(a,b){a=a|0;b=b|0;if(!(f[b+196>>2]&2)){qDa(a,b);return}else{rDa(a,b);return}}function zDa(a,c){a=a|0;c=c|0;if(!(b[c+192>>0]&1)){rDa(a,c);return}else{qDa(a,c);return}}function ADa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function BDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function CDa(){if(!(b[257144]|0))MPb(257144)|0;f[64650]=262921;return}function DDa(a,b){a=a|0;b=b|0;f[a>>2]=b&15;f[a+4>>2]=b>>>4&15;f[a+8>>2]=b>>>8&15;f[a+12>>2]=b>>>12&15;f[a+16>>2]=b>>>16&15;return}function EDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return b<<4|a|c<<8|d<<12|e<<16|0}function FDa(a,b){a=a|0;b=b|0;var c=0,d=0;if((f[a>>2]|0)==1)Mwb(b,33071,0);else Mwb(b,10497,0);c=a+8|0;d=(f[c>>2]|0)==0;do if(!(f[a+4>>2]|0))if(d){Nwb(b,9729,9987);break}else{Nwb(b,9729,9729);break}else if(d){Nwb(b,9728,9986);break}else{Nwb(b,9728,9728);break}while(0);if(f[c>>2]|0)return;Owb(b,8.0);return}function GDa(a,b,c){a=a|0;b=b|0;c=c|0;return $Ka(b,c,(f[a+16>>2]|0)==1&1)|0}function HDa(a,c,d,e,g,h,i,j,k,l,m,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;var q=0,r=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+32|0;B=M+20|0;C=M+8|0;K=M;I=(f[(f[c>>2]|0)+44>>2]|0)+68|0;H=zLa(I)|0;I=ALa(I)|0;D=f[c>>2]|0;J=(b[(f[D+44>>2]|0)+148>>0]&8)==0;FMa(D,a);D=lMa(d)|0;E=g+e|0;F=E+h|0;w=B+4|0;y=B+8|0;z=C+4|0;A=C+8|0;t=f[i>>2]|0;f[B>>2]=t;r=f[i+4>>2]|0;f[w>>2]=r;G=f[i+8>>2]|0;f[y>>2]=G;f[C>>2]=t;f[z>>2]=r;f[A>>2]=G;G=X(D,F)|0;v=(f[s>>2]=t,+n[s>>2]);a:do if(G|0){t=0;x=v;while(1){r=i+(t<<2)|0;if(v<x){q=B;L=5}else if(v>+n[C>>2]){q=C;L=5}if((L|0)==5){L=0;n[q>>2]=v}v=+n[r+4>>2];if(v<+n[w>>2]){q=B;L=8}else if(v>+n[z>>2]){q=C;L=8}if((L|0)==8){L=0;n[q+4>>2]=v}v=+n[r+8>>2];if(v<+n[y>>2]){q=B;L=11}else if(v>+n[A>>2]){q=C;L=11}if((L|0)==11){L=0;n[q+8>>2]=v}q=t+D|0;if(q>>>0>=G>>>0)break a;t=q;x=+n[B>>2];v=+n[i+(q<<2)>>2]}}while(0);c=f[c>>2]|0;w=c+44|0;KMa(f[w>>2]|0,B,C);C=f[w>>2]|0;f[C+52>>2]=f[d>>2];d=C+148|0;b[d>>0]=b[d>>0]|8;if(!(xLa((f[w>>2]|0)+68|0,G,0)|0)){L=0;u=M;return L|0}iub(K,34962);nub(f[K>>2]|0,X(F<<2,D)|0,0,35044);rMa(f[w>>2]|0,K,0);BLa((f[w>>2]|0)+68|0,0,G,i)|0;t=f[w>>2]|0;r=f[t>>2]|0;ELa(t+68|0,f[r+8>>2]|0,r)|0;r=f[w>>2]|0;f[r+108>>2]=F;pMa(r,0,e);pMa(f[w>>2]|0,1,g);pMa(f[w>>2]|0,2,h);qMa(f[w>>2]|0,0,0);qMa(f[w>>2]|0,1,e);qMa(f[w>>2]|0,2,E);IDa(f[w>>2]|0,0,j,k);IDa(f[w>>2]|0,1,l,m);IDa(f[w>>2]|0,2,o,p);LMa(f[w>>2]|0,0,0,0)|0;r=ySa(a)|0;t=f[w>>2]|0;q=f[t+112>>2]|0;t=f[t+116>>2]|0;if((q|0)!=(t|0))do{xDa(r,f[q>>2]|0);q=q+4|0}while((q|0)!=(t|0));r=c+28|0;if(!(f[r>>2]|0)){if((f[c+32>>2]|0)!=-1)L=19}else L=19;if((L|0)==19){q=NRa(a)|0;if(J){if(!(f[r>>2]|0))L=21}else L=21;if((L|0)==21)q=(X(H,-4)|0)+-152+(X(I,-2)|0)+q|0;L=(f[w>>2]|0)+68|0;J=(zLa(L)|0)<<2;PRa(a,q+152+J+((ALa(L)|0)<<1)|0)}q=f[K+4>>2]|0;if(q|0)iOb(q);L=1;u=M;return L|0}function IDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;k=c+(d*12|0)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;e=d*12|0;g=(e|0)/12|0;if(!e){h=l+8|0;d=0;c=0;e=0}else{if(g>>>0>357913941)AMb(l);i=pOb(e)|0;f[m>>2]=i;f[l>>2]=i;e=i+(g*12|0)|0;h=l+8|0;f[h>>2]=e;j=i;if(!d){d=j;c=j}else{g=c;d=i;c=i;while(1){f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];g=g+12|0;c=c+12|0;if((g|0)==(k|0))break;else d=c}f[m>>2]=c;d=j}}b=b&255;k=a+72+(b*12|0)|0;g=f[k>>2]|0;f[l>>2]=g;f[k>>2]=d;k=a+72+(b*12|0)+4|0;l=f[k>>2]|0;f[m>>2]=l;f[k>>2]=c;a=a+72+(b*12|0)+8|0;f[h>>2]=f[a>>2];f[a>>2]=e;e=l;if(!g){u=n;return}if((e|0)!=(g|0))f[m>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);u=n;return}function JDa(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+48|0;s=r+32|0;o=r+24|0;t=r+16|0;q=r+8|0;p=r;c=f[c>>2]|0;tMa(o);f[t>>2]=c;f[s>>2]=f[t>>2];if(HDa(b,o,s,d,e,g,h,i,j,k,l,m,n)|0){f[q>>2]=f[o>>2];m=o+4|0;f[q+4>>2]=f[m>>2];f[o>>2]=0;l=m}else{f[q>>2]=0;l=o+4|0;m=q+4|0}f[m>>2]=0;l=f[l>>2]|0;if(l|0)iOb(l);RQa(p,b,q);m=(f[p>>2]|0)==0;l=f[p+4>>2]|0;if(l|0)iOb(l);if(m){f[a>>2]=0;m=q+4|0;l=a+4|0}else{f[a>>2]=f[q>>2];l=q+4|0;f[a+4>>2]=f[l>>2];f[q>>2]=0;m=l}f[l>>2]=0;l=f[m>>2]|0;if(!l){u=r;return}iOb(l);u=r;return}function KDa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;UIa(k,b);l=f[k>>2]|0;eJa(l,c);pJa(l,0,d);hJa(l,0,e);hJa(l,1,g);hJa(l,2,h);HJa(l,1,(i&1|0)!=0,1)|0;HJa(l,2,(i&2|0)!=0,1)|0;HJa(l,4,(i&4|0)!=0,1)|0;SQa(a,b,k);a=f[k+4>>2]|0;if(!a){u=j;return}iOb(a);u=j;return}function LDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;y=F+80|0;x=F+72|0;w=F+64|0;D=F+24|0;r=F+60|0;s=F+56|0;t=F+52|0;v=F+48|0;o=F+44|0;p=F+40|0;z=F+12|0;A=F;n=d+4|0;B=((f[n>>2]|0)-(f[d>>2]|0)>>2>>>0)/6|0;q=e+4|0;C=((f[q>>2]|0)-(f[e>>2]|0)>>2>>>0)/6|0;MDa(D,f[64650]|0);g=f[n>>2]|0;h=f[d>>2]|0;i=((f[q>>2]|0)-(f[e>>2]|0)>>2)+(g-h>>2)|0;j=D+8|0;k=f[D>>2]|0;E=D+4|0;if((f[j>>2]|0)-k>>2>>>0<i>>>0){if(i>>>0>1073741823)vd();l=(f[E>>2]|0)-k|0;m=pOb(i<<2)|0;if((l|0)>0)bQb(m|0,k|0,l|0)|0;f[D>>2]=m;f[E>>2]=m+(l>>2<<2);f[j>>2]=m+(i<<2);if(k){sOb(k);h=f[d>>2]|0;g=f[n>>2]|0}}f[r>>2]=f[E>>2];f[s>>2]=h;f[t>>2]=g;f[w>>2]=f[r>>2];f[x>>2]=f[s>>2];f[y>>2]=f[t>>2];NDa(D,w,x,y)|0;f[v>>2]=f[E>>2];f[o>>2]=f[e>>2];f[p>>2]=f[q>>2];f[w>>2]=f[v>>2];f[x>>2]=f[o>>2];f[y>>2]=f[p>>2];NDa(D,w,x,y)|0;f[z>>2]=0;f[z+4>>2]=B;i=z+8|0;j=f[(f[c+4>>2]|0)+44>>2]|0;h=f[j+72>>2]|0;d=f[j+76>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;f[A>>2]=0;f[A+4>>2]=C;i=A+8|0;h=f[j+84>>2]|0;d=f[j+88>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;c=f[D>>2]|0;tMa(x);f[w>>2]=4681;f[y>>2]=f[w>>2];if(HDa(b,x,y,B,C,0,c,z,1,A,1,0,0)|0){f[a>>2]=f[x>>2];g=x+4|0;f[a+4>>2]=f[g>>2];f[x>>2]=0;h=g}else{f[a>>2]=0;h=x+4|0;g=a+4|0}f[g>>2]=0;g=f[h>>2]|0;if(g|0)iOb(g);g=f[D+12>>2]|0;if(g|0)RBa(g,D);g=f[D>>2]|0;if(!g){u=F;return}h=f[E>>2]|0;if((h|0)!=(g|0))f[E>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=F;return}function MDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}e=f[64648]|0;if((f[64647]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64648]|0;j=h+-12|0;while(1){e=h+-12|0;f[64648]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64648]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;q=f[a>>2]|0;v=q;n=(f[b>>2]|0)-v|0;r=n>>2;b=q+(r<<2)|0;k=f[c>>2]|0;g=f[d>>2]|0;w=g-k|0;m=w>>2;d=k;t=g;if((w|0)<=0){w=b;return w|0}p=a+8|0;h=f[p>>2]|0;w=a+4|0;u=f[w>>2]|0;l=u;if((m|0)<=(h-l>>2|0)){j=l-b|0;e=j>>2;if((m|0)>(e|0)){e=d+(e<<2)|0;g=e;if((e|0)==(t|0))e=u;else{i=((t+-4-g|0)>>>2)+1|0;h=u;while(1){f[h>>2]=f[e>>2];e=e+4|0;if((e|0)==(t|0))break;else h=h+4|0}e=u+(i<<2)|0;f[w>>2]=e}if((j|0)>0)l=e;else{w=b;return w|0}}else l=u;j=l-(b+(m<<2))|0;k=j>>2;e=b+(k<<2)|0;if(e>>>0<u>>>0){i=((u+(0-k-r<<2)+~v|0)>>>2)+1|0;h=l;while(1){f[h>>2]=f[e>>2];e=e+4|0;if(e>>>0>=u>>>0)break;else h=h+4|0}f[w>>2]=l+(i<<2)}if(k){cQb(l+(0-k<<2)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){w=b;return w|0}else e=b;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(g|0))break;else e=e+4|0}return b|0}e=(l-v>>2)+m|0;if(e>>>0>1073741823)AMb(a);g=h-v|0;h=g>>1;e=g>>2>>>0<536870911?(h>>>0<e>>>0?e:h):1073741823;h=b;g=n>>2;do if(!e){o=0;s=0}else if(e>>>0>1073741823)vd();else{s=pOb(e<<2)|0;o=s;break}while(0);j=s+(g<<2)|0;i=s+(e<<2)|0;if((t|0)==(d|0))e=j;else{g=g+((t+-4+(0-k)|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(t|0))break;else e=e+4|0}e=s+(g<<2)|0}if((n|0)>0)bQb(o|0,q|0,n|0)|0;d=l-h|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;b=e+(d>>>2<<2)|0}else b=e;f[a>>2]=s;f[w>>2]=b;f[p>>2]=i;if(!q){w=j;return w|0}sOb(q);w=j;return w|0}function ODa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+20|0;k=l;if((e|0)==0|(g|0)==0){k=1;u=l;return k|0}if(!h){k=2;u=l;return k|0}b=(b|0)==0?i:b;switch(a|0){case 3:case 2:case 0:case 1:{switch(a|0){case 2:{b=6409;break}case 1:{b=6407;break}case 3:{b=6410;break}default:b=6408}mvb(k,e,g,b,5121,h);lvb(c,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 4:{if((b|0)==(i|0))f[i>>2]=1;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,0,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 5:{if((b|0)==(i|0))f[i>>2]=0;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,1,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}default:b=3}do if((j|0)==25){if(!(f[c>>2]|0))if(!(f[d>>2]|0)){b=4;break}b=0}while(0);k=b;u=l;return k|0}function PDa(){if(!(b[257144]|0))MPb(257144)|0;f[64651]=262921;return}function QDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;a=tSa(a)|0;e=c+196|0;g=f[e>>2]|0;if(!((g&32|0)!=0|(g&2048|0)==0&(a^1))){g=d+48|0;n[g>>2]=+n[c+156>>2]+ +n[g>>2];g=d+52|0;n[g>>2]=+n[c+160>>2]+ +n[g>>2];g=d+56|0;n[g>>2]=+n[c+164>>2]+ +n[g>>2]}if(!b)return;a=f[e>>2]|0;if(!(a&33554456))return;if(a&8){PAa(b,d);a=f[e>>2]|0}if(a&16){MAa(b,d);a=f[e>>2]|0}if(!(a&33554432))return;SAa(b,d);return}function RDa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;f[a>>2]=e;l=a+4|0;f[l>>2]=g;n=lMa(c+52|0)|0;f[a+8>>2]=n;n=a+12|0;a:do switch(d<<24>>24){case 2:if(!(b[c+148>>0]&2)){d=f[c+44>>2]|0;break a}else{d=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;break a}case 1:{d=f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]|0;break}default:d=0}while(0);f[n>>2]=d;i=f[l>>2]|0;k=i+4|0;if((f[i>>2]|0)==(f[k>>2]|0)){m=c+68|0;d=zLa(m)|0;j=f[k>>2]|0;h=f[i>>2]|0;c=j-h>>2;if(d>>>0>c>>>0)Sqa(i,d-c|0);else if(d>>>0<c>>>0){d=h+(d<<2)|0;if((d|0)!=(j|0))f[k>>2]=j+(~((j+-4-d|0)>>>2)<<2)}CLa(m,f[f[l>>2]>>2]|0)|0;d=f[a>>2]|0;c=ALa(m)|0;j=d+4|0;k=f[j>>2]|0;i=f[d>>2]|0;h=k-i>>1;if(c>>>0>h>>>0)Tqa(d,c-h|0);else if(c>>>0<h>>>0){d=i+(c<<1)|0;if((d|0)!=(k|0))f[j>>2]=k+(~((k+-2-d|0)>>>1)<<1)}DLa(m,f[f[a>>2]>>2]|0)|0}m=f[a>>2]|0;if((f[m>>2]|0)==(f[m+4>>2]|0)){e=0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}e=(f[e>>2]|0)+(f[n>>2]<<1)|0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}function SDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0;P=u;u=u+144|0;O=P+128|0;N=P+112|0;M=P+56|0;F=P;e=f[(f[c+4>>2]|0)+44>>2]|0;e=(f[e+76>>2]|0)-(f[e+72>>2]|0)|0;J=(e|0)/12|0;g=f[(f[d+4>>2]|0)+44>>2]|0;g=(f[g+76>>2]|0)-(f[g+72>>2]|0)|0;D=(g|0)/12|0;if(J>>>0>D>>>0){SDa(a,b,d,c);O=a+8|0;K=a+16|0;n=+p[a>>3];o=+p[O>>3];q=+p[K>>3];M=a+24|0;p[a>>3]=+p[M>>3];N=a+32|0;p[O>>3]=+p[N>>3];O=a+40|0;p[K>>3]=+p[O>>3];p[M>>3]=n;p[N>>3]=o;p[O>>3]=q;u=P;return}cBa(O,f[64651]|0);cBa(N,f[64651]|0);E=M+48|0;p[E>>3]=C;a:do if(!e){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0}else{I=O+4|0;s=F+48|0;t=F+8|0;G=M+8|0;v=F+16|0;H=M+16|0;w=F+24|0;x=M+24|0;y=F+32|0;K=M+32|0;z=F+40|0;A=M+40|0;B=N+4|0;if(!g){h=f[O>>2]|0;i=h;g=0;e=f[I>>2]|0;while(1){if((e|0)==(h|0))e=h;else{e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[I>>2]=e}g=g+1|0;if(g>>>0>=J>>>0){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0;break a}}}else{r=0;e=0}do{i=0;do{TDa(F,e,b,c,r,d,i,O,N);n=+p[s>>3];j=+p[E>>3];if(n<j){p[M>>3]=+p[F>>3];p[G>>3]=+p[t>>3];p[H>>3]=+p[v>>3];p[x>>3]=+p[w>>3];p[K>>3]=+p[y>>3];p[A>>3]=+p[z>>3];p[E>>3]=n;e=M}else n=j;g=f[N>>2]|0;h=f[B>>2]|0;if((h|0)!=(g|0))f[B>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);i=i+1|0}while(i>>>0<D>>>0);h=f[O>>2]|0;g=f[I>>2]|0;if((g|0)!=(h|0))f[I>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);r=r+1|0}while(r>>>0<J>>>0);q=+p[A>>3];o=+p[M>>3];m=+p[G>>3];l=+p[H>>3];k=+p[M+24>>3];j=+p[K>>3]}while(0);n=+L(+n);p[a>>3]=o;p[a+8>>3]=m;p[a+16>>3]=l;p[a+24>>3]=k;p[a+32>>3]=j;p[a+40>>3]=q;p[a+48>>3]=n;e=f[N+12>>2]|0;if(e|0)xCa(e,N);h=f[N>>2]|0;if(h|0){e=N+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}e=f[O+12>>2]|0;if(e|0)xCa(e,O);h=f[O>>2]|0;if(h|0){e=O+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}u=P;return}function TDa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0.0,m=0.0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,E=0,F=0,I=0,J=0.0,K=0.0,M=0,N=0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;M=0;N=u;u=u+1200|0;o=a;q=o+48|0;do{f[o>>2]=0;o=o+4|0}while((o|0)<(q|0));p[(a+48|0)>>3]=C;if((f[i>>2]|0)==(f[(i+4|0)>>2]|0))if(!(UDa(c,d,e,i)|0)){u=N;return}if(!(UDa(c,g,h,j)|0)){u=N;return}F=f[i>>2]|0;I=f[j>>2]|0;E=(f[(i+4|0)>>2]|0)-F|0;j=(f[j+4>>2]|0)-I|0;c=1;if(c){c=0;if(!b){if(!E){u=N;return}}else c=1}if(c)if(1){e=(N+24|0)+24|0;t=+p[F>>3];p[e>>3]=t;v=+p[F+8>>3];p[((N+24|0)+32|0)>>3]=v;k=+p[F+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=t;p[((N+24|0)+8|0)>>3]=v;d=F;c=N+24|0;a:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(F+(((E|0)/24|0)*24|0)+-24|0|0))break a;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){x=N+24|0;M=10}else if(k>+p[e>>3]){x=e;M=10}if((M|0)==10){M=0;p[x>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){w=N+24|0;M=13}else if(k>+p[((N+24|0)+32|0)>>3]){w=e;M=13}if((M|0)==13){M=0;p[w+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue a}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue a}else c=d}}l=+p[(N+24|0)>>3];m=(+p[(N+24|0)+24>>3]-l)*.5;r=+p[((N+24|0)+8|0)>>3];s=(+p[((N+24|0)+32|0)>>3]-r)*.5;t=+p[((N+24|0)+16|0)>>3];v=(+p[((N+24|0)+40|0)>>3]-t)*.5;e=(N+24|0)+24|0;P=+p[I>>3];p[e>>3]=P;O=+p[I+8>>3];p[((N+24|0)+32|0)>>3]=O;k=+p[I+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=P;p[((N+24|0)+8|0)>>3]=O;d=I;c=N+24|0;b:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(I+(((j|0)/24|0)*24|0)+-24|0|0))break b;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){z=N+24|0;M=21}else if(k>+p[e>>3]){z=e;M=21}if((M|0)==21){M=0;p[z>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){y=N+24|0;M=24}else if(k>+p[((N+24|0)+32|0)>>3]){y=e;M=24}if((M|0)==24){M=0;p[y+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue b}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue b}else c=d}}S=+p[(N+24|0)>>3];k=(+p[(N+24|0)+24>>3]-S)*.5;R=+p[((N+24|0)+8|0)>>3];O=(+p[((N+24|0)+32|0)>>3]-R)*.5;Q=+p[((N+24|0)+16|0)>>3];P=(+p[((N+24|0)+40|0)>>3]-Q)*.5;P=+L(+((l+m-(S+k))*(l+m-(S+k))+((r+s-(R+O))*(r+s-(R+O))+(t+v-(Q+P))*(t+v-(Q+P)))))-+L(+(m*m+(s*s+v*v)))-+L(+(k*k+(O*O+P*P)));P=P>0.0?P:0.0;if(!(E|0?!(P*P>=+p[b+48>>3]):0)){u=N;return}}o=(N+24|0)+8|0;q=(N+24|0)+16|0;h=0;r=0.0;s=0.0;c:while(1){i=F+(h*24|0)|0;k=+p[i>>3];l=+p[i+24>>3];if(k==l)if(+p[F+(h*24|0)+8>>3]==+p[i+32>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+40>>3]){A=r;B=s}else M=33;else M=33;else M=33;do if((M|0)==33){M=0;m=+p[i+48>>3];if(k==m)if(+p[F+(h*24|0)+8>>3]==+p[i+56>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+64>>3]){A=r;B=s;break}if(l==m)if(+p[i+32>>3]==+p[i+56>>3])if(+p[i+40>>3]==+p[i+64>>3]){A=r;B=s;break}c=1;if(c){c=0;if(!j){A=r;B=s}else c=1}if(c)if(1){e=F+(h*24|0)+8|0;g=F+(h*24|0)+16|0;d=0;while(1){c=I+(d*24|0)|0;k=+p[c>>3];l=+p[c+24>>3];if(k==l)if(+p[I+(d*24|0)+8>>3]==+p[c+32>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+40>>3]){J=r;K=s}else M=44;else M=44;else M=44;do if((M|0)==44){M=0;m=+p[c+48>>3];if(k==m)if(+p[I+(d*24|0)+8>>3]==+p[c+56>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+64>>3]){J=r;K=s;break}if(l==m)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3]){J=r;K=s;break}Kib(N+24|0,i,c,c+24|0,c+48|0);v=+p[(N+24|0)>>3];p[(N+24|0)>>3]=r;t=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=s;k=+p[((N+24|0)+16|0)>>3];l=+p[i>>3]-v;m=+p[e>>3]-t;r=+p[g>>3]-k;if(l*l+(m*m+r*r)<+p[(a+48|0)>>3]){p[(a+48|0)>>3]=l*l+(m*m+r*r);p[a>>3]=+p[i>>3];p[(a+8|0)>>3]=+p[e>>3];p[(a+16|0)>>3]=+p[g>>3];p[(a+24|0)>>3]=v;p[(a+32|0)>>3]=t;p[(a+40|0)>>3]=k}if(l*l+(m*m+r*r)==0.0){M=98;break c}Kib(N+24|0,i+24|0,c,c+24|0,c+48|0);B=+p[(N+24|0)>>3];p[(N+24|0)>>3]=v;O=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=t;P=+p[((N+24|0)+16|0)>>3];Q=+p[(i+24|0)>>3]-B;R=+p[((i+24|0)+8|0)>>3]-O;S=+p[((i+24|0)+16|0)>>3]-P;f[N+96>>2]=a;f[N+208>>2]=d;n[N+296>>2]=J;n[N+328>>2]=K;f[N+432>>2]=o;f[N+440>>2]=q;f[N+448>>2]=i;f[N+496>>2]=c;f[N+528>>2]=I;n[N+600>>2]=B;n[N+608>>2]=O;n[N+616>>2]=P;n[N+624>>2]=Q;n[N+632>>2]=R;n[N+640>>2]=S;f[N+1112>>2]=M;f[N+1136>>2]=0;f[N+1140>>2]=0;jFa(N);J=+n[N+296>>2];K=+n[N+328>>2];M=f[N+1112>>2]|0;G=f[N+1136>>2]|0;D=f[N+1140>>2]|0;H=+n[N+1140>>2];f[N+1136>>2]=0;f[N+1140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 14:break c}}while(0);d=d+3|0;if(d>>>0>=((j|0)/24|0)>>>0){A=J;B=K;break}else{r=J;s=K}}}}while(0);h=h+3|0;if(h>>>0>=((E|0)/24|0)>>>0){M=98;break}else{r=A;s=B}}if((M|0)==94){u=N;return}else if((M|0)==98){u=N;return}}function UDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0;Q=u;u=u+112|0;M=Q;N=Q+88|0;P=Q+72|0;O=Q+56|0;K=Q+32|0;VDa(P,f[64651]|0);MDa(O,f[64651]|0);r=(f[b+4>>2]|0)+44|0;y=f[r>>2]|0;G=f[y+72>>2]|0;t=G;if((((f[y+76>>2]|0)-G|0)/12|0)>>>0>c>>>0){v=t+(c*12|0)+4|0;if(!(f[v>>2]|0))b=0;else{G=f[b+96>>2]|0;i=+n[G>>2];k=+n[G+4>>2];l=+n[G+8>>2];m=+n[G+12>>2];o=+n[G+16>>2];q=+n[G+20>>2];z=+n[G+24>>2];A=+n[G+28>>2];B=+n[G+32>>2];C=+n[G+36>>2];D=+n[G+40>>2];E=+n[G+44>>2];e=f[G+48>>2]|0;g=f[G+52>>2]|0;h=f[G+56>>2]|0;F=+n[G+60>>2];G=tSa(a)|0;y=f[b+196>>2]|0;if(!((y&32|0)!=0|(y&2048|0)==0&(G^1))){e=(n[s>>2]=+n[b+156>>2]+(f[s>>2]=e,+n[s>>2]),f[s>>2]|0);g=(n[s>>2]=+n[b+160>>2]+(f[s>>2]=g,+n[s>>2]),f[s>>2]|0);h=(n[s>>2]=+n[b+164>>2]+(f[s>>2]=h,+n[s>>2]),f[s>>2]|0)}L=o;J=(f[s>>2]=e,+n[s>>2]);I=(f[s>>2]=g,+n[s>>2]);H=(f[s>>2]=h,+n[s>>2]);RDa(K,f[r>>2]|0,0,P,O);a=f[t+(c*12|0)>>2]|0;G=(f[v>>2]|0)+a|0;y=f[K>>2]|0;if((f[y>>2]|0)==(f[y+4>>2]|0)){r=f[K+12>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,a+r|0)|0)<<2)|0;T=+n[e>>2];S=+n[e+4>>2];R=+n[e+8>>2];o=i*T+L*S+B*R+J;p[M>>3]=o;p[c>>3]=k*T+q*S+C*R+I;p[t>>3]=l*T+z*S+D*R+H;p[v>>3]=m*T+A*S+E*R+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}else{r=f[K+16>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,j[r+(a<<1)>>1]|0)|0)<<2)|0;R=+n[e>>2];S=+n[e+4>>2];T=+n[e+8>>2];o=i*R+L*S+B*T+J;p[M>>3]=o;p[c>>3]=k*R+q*S+C*T+I;p[t>>3]=l*R+z*S+D*T+H;p[v>>3]=m*R+A*S+E*T+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}b=(f[d>>2]|0)!=(f[d+4>>2]|0)}}else b=0;a=f[O+12>>2]|0;if(a|0)RBa(a,O);g=f[O>>2]|0;if(g|0){a=O+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}a=f[P+12>>2]|0;if(a|0)SBa(a,P);g=f[P>>2]|0;if(!g){u=Q;return b|0}a=P+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=Q;return b|0}function VDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}e=f[64645]|0;if((f[64644]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64645]|0;j=h+-12|0;while(1){e=h+-12|0;f[64645]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i);e=f[64645]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function WDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;e=f[b>>2]|0;p[c>>3]=+p[e>>3];p[g+(h*24|0)+8>>3]=+p[e+8>>3];p[g+(h*24|0)+16>>3]=+p[e+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function XDa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0;j=u;u=u+32|0;i=j+16|0;h=j;cBa(i,f[64651]|0);cBa(h,f[64651]|0);TDa(a,0,b,c,d,e,g,i,h);a=a+48|0;k=+L(+(+p[a>>3]));p[a>>3]=k;a=f[h+12>>2]|0;if(a|0)xCa(a,h);c=f[h>>2]|0;if(c|0){a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}a=f[i+12>>2]|0;if(a|0)xCa(a,i);c=f[i>>2]|0;if(!c){u=j;return}a=i+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);u=j;return}function YDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;w=x+48|0;r=x+24|0;s=x;cBa(w,f[64651]|0);t=a+8|0;m=a+16|0;n=a+24|0;o=a+32|0;q=a+40|0;v=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[v>>3]=C;if(UDa(b,c,d,w)|0){c=f[w>>2]|0;l=(f[w+4>>2]|0)-c|0;d=(l|0)/24|0;if(!l)g=C;else{h=s+8|0;i=s+16|0;k=r+8|0;l=r+16|0;b=0;j=C;while(1){g=+Oib(e,c+(b*24|0)|0,r,s);if(g<j){p[v>>3]=g;p[a>>3]=+p[s>>3];p[t>>3]=+p[h>>3];p[m>>3]=+p[i>>3];p[n>>3]=+p[r>>3];p[o>>3]=+p[k>>3];p[q>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=d>>>0)break;else j=g}}j=+L(+g);p[v>>3]=j}b=f[w+12>>2]|0;if(b|0)xCa(b,w);d=f[w>>2]|0;if(!d){u=x;return}b=w+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=x;return}function ZDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,D=0.0;y=u;u=u+160|0;x=y+144|0;m=y+48|0;t=y+24|0;v=y;cBa(x,f[64651]|0);n=a+8|0;o=a+16|0;q=a+24|0;r=a+32|0;s=a+40|0;w=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[w>>3]=C;if(UDa(b,c,d,x)|0){D=+p[e>>3];p[m>>3]=D;B=+p[e+8>>3];p[m+8>>3]=B;A=+p[e+16>>3];p[m+16>>3]=A;z=+p[e+24>>3];p[m+24>>3]=z;g=+p[e+32>>3];p[m+32>>3]=g;j=+p[e+40>>3];p[m+40>>3]=j;p[m+48>>3]=D;p[m+56>>3]=B;p[m+64>>3]=A;p[m+72>>3]=-z;p[m+80>>3]=-g;p[m+88>>3]=-j;d=f[x>>2]|0;c=(f[x+4>>2]|0)-d|0;e=(c|0)/24|0;h=v+8|0;i=v+16|0;k=t+8|0;l=t+16|0;if(!c)g=C;else{b=0;j=C;while(1){g=+Oib(m,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}c=m+48|0;b=0;j=g;while(1){g=+Oib(c,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}}D=+L(+g);p[w>>3]=D}b=f[x+12>>2]|0;if(b|0)xCa(b,x);d=f[x>>2]|0;if(!d){u=y;return}b=x+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=y;return}function _Da(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+64|0;r=s+40|0;q=s+24|0;n=s;d=f[c>>2]|0;p=c+4|0;e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);VDa(r,f[64651]|0);MDa(q,f[64651]|0);o=f[a+84>>2]|0;i=o;if((((f[a+88>>2]|0)-o|0)/12|0)>>>0>b>>>0){m=i+(b*12|0)+4|0;e=f[m>>2]|0;o=c+8|0;k=f[c>>2]|0;g=k;if((((f[o>>2]|0)-k|0)/12|0)>>>0<e>>>0){if(e>>>0>357913941)vd();t=f[p>>2]|0;h=pOb(e*12|0)|0;d=h+(((t-k|0)/12|0)*12|0)|0;l=d;h=h+(e*12|0)|0;e=t;if((e|0)==(g|0))d=l;else do{t=d;d=d+-12|0;v=e;e=e+-12|0;f[d>>2]=f[e>>2];f[t+-8>>2]=f[v+-8>>2];f[t+-4>>2]=f[v+-4>>2]}while((e|0)!=(g|0));f[c>>2]=d;f[p>>2]=l;f[o>>2]=h;if(k|0)sOb(k)}RDa(n,a,1,r,q);d=f[i+(b*12|0)>>2]|0;a=(f[m>>2]|0)+d|0;v=f[n>>2]|0;if((f[v>>2]|0)==(f[v+4>>2]|0)){l=f[n+12>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,d+l|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}else{l=f[n+16>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,j[l+(d<<1)>>1]|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}}d=f[q+12>>2]|0;if(d|0)RBa(d,q);g=f[q>>2]|0;if(g|0){d=q+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[r+12>>2]|0;if(d|0)SBa(d,r);g=f[r>>2]|0;if(!g){u=s;return}d=r+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=s;return}function $Da(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;h=f[n>>2]|0;o=f[a>>2]|0;j=(h-o|0)/12|0;e=j+1|0;l=o;if(e>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-o|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<e>>>0?e:g):357913941;do if(!g)i=0;else if(g>>>0>357913941)vd();else{i=pOb(g*12|0)|0;break}while(0);e=i+(j*12|0)|0;k=i+(g*12|0)|0;f[e>>2]=f[b>>2];f[i+(j*12|0)+4>>2]=f[c>>2];f[i+(j*12|0)+8>>2]=f[d>>2];b=e+12|0;if((h|0)!=(l|0))while(1){g=e+-12|0;j=h;h=h+-12|0;f[g>>2]=f[h>>2];f[e+-8>>2]=f[j+-8>>2];f[e+-4>>2]=f[j+-4>>2];if((h|0)==(l|0)){e=g;break}else e=g}f[a>>2]=e;f[n>>2]=b;f[m>>2]=k;if(!o)return;sOb(o);return}function aEa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0;ha=u;u=u+160|0;ga=ha+144|0;fa=ha+128|0;$=ha;f[a>>2]=1065353216;aa=a+4|0;f[aa>>2]=1065353216;ba=a+8|0;f[ba>>2]=1065353216;ca=a+12|0;f[ca>>2]=0;da=a+16|0;f[da>>2]=0;_=a+20|0;f[_>>2]=0;VDa(ga,f[64651]|0);MDa(fa,f[64651]|0);if(c)Z=(GJa(d)|0)&255;else Z=7;N=d+4|0;O=$+4|0;P=$+8|0;Q=$+72|0;R=$+76|0;S=$+80|0;T=$+104|0;U=$+108|0;V=$+112|0;W=$+116|0;X=$+120|0;Y=$+124|0;w=d+96|0;x=$+12|0;y=$+16|0;z=$+20|0;A=$+24|0;B=$+28|0;C=$+32|0;D=$+36|0;E=$+40|0;F=$+44|0;G=$+48|0;H=$+52|0;I=$+56|0;J=$+60|0;K=$+64|0;L=$+68|0;M=a+12|0;v=188454;do{c=b[v>>0]|0;d=c&255;if(1<<d&Z|0){t=f[N>>2]|0;f[$>>2]=t;t=t+44|0;f[O>>2]=(f[t>>2]|0)+72+(d*12|0);f[Q>>2]=ga;f[R>>2]=fa;RDa(S,f[t>>2]|0,c,ga,fa);f[T>>2]=1065353216;f[U>>2]=1065353216;f[V>>2]=1065353216;f[W>>2]=0;f[X>>2]=0;f[Y>>2]=0;d=f[w>>2]|0;f[P>>2]=f[d>>2];f[x>>2]=f[d+4>>2];f[y>>2]=f[d+8>>2];f[z>>2]=f[d+12>>2];f[A>>2]=f[d+16>>2];f[B>>2]=f[d+20>>2];f[C>>2]=f[d+24>>2];f[D>>2]=f[d+28>>2];f[E>>2]=f[d+32>>2];f[F>>2]=f[d+36>>2];f[G>>2]=f[d+40>>2];f[H>>2]=f[d+44>>2];f[I>>2]=f[d+48>>2];f[J>>2]=f[d+52>>2];f[K>>2]=f[d+56>>2];f[L>>2]=f[d+60>>2];d=f[O>>2]|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)==(d|0)){l=0.0;i=1.0;d=1065353216;j=1.0;e=1065353216;k=1.0;m=1065353216;o=0;p=0.0;q=0;r=0.0;t=0}else{do{bEa($,c);c=c+12|0}while((c|0)!=(d|0));d=f[T>>2]|0;i=(f[s>>2]=d,+n[s>>2]);e=f[U>>2]|0;j=(f[s>>2]=e,+n[s>>2]);m=f[V>>2]|0;k=(f[s>>2]=m,+n[s>>2]);o=f[W>>2]|0;l=(f[s>>2]=o,+n[s>>2]);q=f[X>>2]|0;p=(f[s>>2]=q,+n[s>>2]);t=f[Y>>2]|0;r=(f[s>>2]=t,+n[s>>2])}g=+n[a>>2];h=+n[M>>2];do if(!(g<=h)){n[a>>2]=i;n[aa>>2]=j;n[ba>>2]=k;n[ca>>2]=l;n[da>>2]=p;n[_>>2]=r}else if(i<=l){if(g>i){c=a;ea=25}else if(h<i){c=ca;ea=25}if((ea|0)==25){ea=0;f[c>>2]=d}if(+n[aa>>2]>j){c=a;ea=28}else if(+n[da>>2]<j){c=ca;ea=28}if((ea|0)==28){ea=0;f[c+4>>2]=e}if(+n[ba>>2]>k){c=a;ea=31}else if(+n[_>>2]<k){c=ca;ea=31}if((ea|0)==31){ea=0;f[c+8>>2]=m}if(+n[a>>2]>l){c=a;ea=34}else if(+n[ca>>2]<l){c=ca;ea=34}if((ea|0)==34){ea=0;f[c>>2]=o}if(+n[aa>>2]>p){c=a;ea=37}else if(+n[da>>2]<p){c=ca;ea=37}if((ea|0)==37){ea=0;f[c+4>>2]=q}if(+n[ba>>2]>r)c=a;else if(+n[_>>2]<r)c=ca;else break;f[c+8>>2]=t}while(0)}v=v+1|0}while((v|0)!=188457);c=f[fa+12>>2]|0;if(c|0)RBa(c,fa);e=f[fa>>2]|0;if(e|0){c=fa+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[ga+12>>2]|0;if(c|0)SBa(c,ga);e=f[ga>>2]|0;if(!e){u=ha;return}c=ga+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-2-e|0)>>>1)<<1);sOb(e);u=ha;return}function bEa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,k=0.0,l=0,m=0,o=0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;q=f[b>>2]|0;b=f[b+4>>2]|0;if(!b)return;H=b+q|0;G=q+1|0;r=a+80|0;F=f[r>>2]|0;b=(q|0)==-1;do if((f[F>>2]|0)==(f[F+4>>2]|0)){if(!b){l=a+104|0;c=a+116|0;h=a+108|0;m=a+112|0;i=a+120|0;b=a+124|0;o=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,q+(f[a+92>>2]|0)|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[l>>2];e=+n[c>>2];if(!(d<=e)){n[l>>2]=g;n[h>>2]=k;n[m>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=l;I=7}else if(g>e){c=o;I=7}if((I|0)==7)n[c>>2]=g;if(k<+n[h>>2]){c=l;I=10}else if(k>+n[i>>2]){c=o;I=10}if((I|0)==10)n[c+4>>2]=k;if(p<+n[m>>2])b=l;else if(p>+n[b>>2])b=o;else break;b=b+8|0}n[b>>2]=p}}else if(!b){o=a+104|0;c=a+116|0;h=a+108|0;l=a+112|0;i=a+120|0;b=a+124|0;m=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,j[(f[a+96>>2]|0)+(q<<1)>>1]|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[o>>2];e=+n[c>>2];if(!(d<=e)){n[o>>2]=g;n[h>>2]=k;n[l>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=o;I=20}else if(g>e){c=m;I=20}if((I|0)==20)n[c>>2]=g;if(k<+n[h>>2]){c=o;I=23}else if(k>+n[i>>2]){c=m;I=23}if((I|0)==23)n[c+4>>2]=k;if(p<+n[l>>2])b=o;else if(p>+n[b>>2])b=m;else break;b=b+8|0}n[b>>2]=p}while(0);F=f[r>>2]|0;if((f[F>>2]|0)==(f[F+4>>2]|0)){i=f[a+92>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,c+i|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=34}else if(d>+n[E>>2]){b=E;I=34}if((I|0)==34){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=37}else if(e>+n[h>>2]){b=E;I=37}if((I|0)==37){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=40}else if(g>+n[F>>2]){b=E;I=40}if((I|0)==40){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}else{i=f[a+96>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,j[i+(c<<1)>>1]|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=46}else if(d>+n[E>>2]){b=E;I=46}if((I|0)==46){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=49}else if(e>+n[h>>2]){b=E;I=49}if((I|0)==49){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=52}else if(g>+n[F>>2]){b=E;I=52}if((I|0)==52){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}}function cEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+160|0;q=r+144|0;p=r+128|0;j=r;VDa(q,f[64651]|0);MDa(p,f[64651]|0);k=f[b+4>>2]|0;f[j>>2]=k;h=j+4|0;k=k+44|0;f[h>>2]=(f[k>>2]|0)+72+((c&255)*12|0);f[j+72>>2]=q;f[j+76>>2]=p;RDa(j+80|0,f[k>>2]|0,c,q,p);k=j+104|0;f[k>>2]=1065353216;l=j+108|0;f[l>>2]=1065353216;m=j+112|0;f[m>>2]=1065353216;n=j+116|0;f[n>>2]=0;o=j+120|0;f[o>>2]=0;i=j+124|0;f[i>>2]=0;g=f[b+96>>2]|0;f[j+8>>2]=f[g>>2];f[j+12>>2]=f[g+4>>2];f[j+16>>2]=f[g+8>>2];f[j+20>>2]=f[g+12>>2];f[j+24>>2]=f[g+16>>2];f[j+28>>2]=f[g+20>>2];f[j+32>>2]=f[g+24>>2];f[j+36>>2]=f[g+28>>2];f[j+40>>2]=f[g+32>>2];f[j+44>>2]=f[g+36>>2];f[j+48>>2]=f[g+40>>2];f[j+52>>2]=f[g+44>>2];f[j+56>>2]=f[g+48>>2];f[j+60>>2]=f[g+52>>2];f[j+64>>2]=f[g+56>>2];f[j+68>>2]=f[g+60>>2];do if(!e){c=0;g=6}else{c=0;while(1){b=f[d+(c<<2)>>2]|0;s=f[h>>2]|0;g=f[s>>2]|0;if(b>>>0>=(((f[s+4>>2]|0)-g|0)/12|0)>>>0){g=4;break}bEa(j,g+(b*12|0)|0);c=c+1|0;if(c>>>0>=e>>>0){g=5;break}}if((g|0)==4){f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;f[a+12>>2]=0;b=0;c=0;break}else if((g|0)==5){c=f[i>>2]|0;g=6;break}}while(0);if((g|0)==6){f[a>>2]=f[k>>2];f[a+4>>2]=f[l>>2];f[a+8>>2]=f[m>>2];f[a+12>>2]=f[n>>2];b=f[o>>2]|0}f[a+16>>2]=b;f[a+20>>2]=c;c=f[p+12>>2]|0;if(c|0)RBa(c,p);g=f[p>>2]|0;if(g|0){c=p+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-4-g|0)>>>2)<<2);sOb(g)}c=f[q+12>>2]|0;if(c|0)SBa(c,q);g=f[q>>2]|0;if(!g){u=r;return}c=q+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-2-g|0)>>>1)<<1);sOb(g);u=r;return}function dEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;L=S+8|0;K=S;R=S+120|0;Q=S+104|0;P=S+88|0;O=S+72|0;J=S+48|0;I=S+24|0;M=S+12|0;VDa(R,f[64651]|0);MDa(Q,f[64651]|0);eEa(P,f[64651]|0);eEa(O,f[64651]|0);N=b+44|0;b=f[N>>2]|0;RDa(J,b,0,R,Q);RDa(I,f[N>>2]|0,1,R,Q);f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;do if(!d){b=0;e=0;k=68}else{A=b+84|0;B=b+72|0;C=b+88|0;D=P+4|0;E=P+8|0;F=f[I+12>>2]|0;G=f[I+20>>2]|0;H=f[I+8>>2]|0;q=b+76|0;r=O+4|0;s=O+8|0;t=f[J+12>>2]|0;v=f[J+20>>2]|0;w=f[J+8>>2]|0;x=M+8|0;y=f[J+16>>2]|0;z=f[I+16>>2]|0;p=0;a:while(1){k=f[c+(p<<2)>>2]|0;o=f[A>>2]|0;l=o;if(k>>>0>=(((f[C>>2]|0)-o|0)/12|0)>>>0){k=83;break}n=l+(k*12|0)+4|0;h=f[n>>2]|0;if(h|0){m=f[P>>2]|0;b=f[D>>2]|0;g=m;if((b|0)!=(m|0)){b=b+(~(((b+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}e=b;if((((f[E>>2]|0)-g|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){k=9;break}o=pOb(h*12|0)|0;e=o+(((e-g|0)/12|0)*12|0)|0;i=e;g=o+(h*12|0)|0;if((b|0)==(m|0))b=i;else{do{o=e;e=e+-12|0;h=b;b=b+-12|0;f[e>>2]=f[b>>2];f[o+-8>>2]=f[h+-8>>2];f[o+-4>>2]=f[h+-4>>2]}while((b|0)!=(m|0));b=e}f[P>>2]=b;f[D>>2]=i;f[E>>2]=g;if(m|0)sOb(m)}e=f[l+(k*12|0)>>2]|0;k=(f[n>>2]|0)+e|0;o=f[I>>2]|0;b=k>>>0>e>>>0;if((f[o>>2]|0)==(f[o+4>>2]|0)){if(b)do{b=G+((X(H,e+F|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=G+((X(H,j[z+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0));b=f[D>>2]|0;e=f[P>>2]|0;k=(b-e|0)/12|0;l=e;if(k>>>0>2){h=2;i=2;while(1){o=l+(h*12|0)+12|0;g=i+1|0;f[l+(i*12|0)>>2]=f[o>>2];f[l+(i*12|0)+4>>2]=f[o+4>>2];f[l+(i*12|0)+8>>2]=f[o+8>>2];h=h+2|0;if(h>>>0>=k>>>0)break;else i=g}}else g=2;h=b;if(g>>>0>k>>>0){fEa(P,g-k|0);e=f[P>>2]|0;b=f[D>>2]|0}else if(g>>>0<k>>>0){g=l+(g*12|0)|0;if((g|0)!=(h|0)){b=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}}o=(b-e|0)/12|0;b=f[B>>2]|0;if((f[q>>2]|0)!=(b|0)){n=0;do{m=b+(n*12|0)+4|0;i=f[m>>2]|0;do if(i>>>0>=o>>>0){l=f[O>>2]|0;e=f[r>>2]|0;h=l;if((e|0)!=(l|0)){e=e+(~(((e+-12-h|0)>>>0)/12|0)*12|0)|0;f[r>>2]=e}g=e;do if((((f[s>>2]|0)-h|0)/12|0)>>>0<i>>>0){if(i>>>0>357913941){k=39;break a}T=pOb(i*12|0)|0;g=T+(((g-h|0)/12|0)*12|0)|0;k=g;h=T+(i*12|0)|0;if((e|0)==(l|0))e=k;else{do{T=g;g=g+-12|0;i=e;e=e+-12|0;f[g>>2]=f[e>>2];f[T+-8>>2]=f[i+-8>>2];f[T+-4>>2]=f[i+-4>>2]}while((e|0)!=(l|0));e=g}f[O>>2]=e;f[r>>2]=k;f[s>>2]=h;if(!l)break;sOb(l)}while(0);e=f[b+(n*12|0)>>2]|0;k=(f[m>>2]|0)+e|0;T=f[J>>2]|0;b=k>>>0>e>>>0;if((f[T>>2]|0)==(f[T+4>>2]|0)){if(b)do{b=v+((X(w,e+t|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=v+((X(w,j[y+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0));if(!(gEa(P,O)|0)){e=f[P>>2]|0;b=f[D>>2]|0;do if((e|0)!=(b|0)){b=b+-12|0;if(e>>>0>=b>>>0)break;do{T=e+4|0;h=e+8|0;i=f[e>>2]|0;k=f[T>>2]|0;m=f[h>>2]|0;f[e>>2]=f[b>>2];l=b+4|0;f[T>>2]=f[l>>2];T=b+8|0;f[h>>2]=f[T>>2];f[b>>2]=i;f[l>>2]=k;f[T>>2]=m;e=e+12|0;b=b+-12|0}while(e>>>0<b>>>0)}while(0);if(!(gEa(P,O)|0))break}f[L>>2]=n;b=f[N>>2]|0;if(b>>>0<(f[x>>2]|0)>>>0){f[b>>2]=n;f[N>>2]=b+4}else aK(M,L)}while(0);n=n+1|0;b=f[B>>2]|0}while(n>>>0<(((f[q>>2]|0)-b|0)/12|0)>>>0)}}p=p+1|0;if(p>>>0>=d>>>0){k=67;break}}if((k|0)==9)vd();else if((k|0)==39)vd();else if((k|0)==67){b=f[M>>2]|0;e=f[N>>2]|0;k=68;break}else if((k|0)==83){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=f[M>>2]|0;if(!b)break;e=f[N>>2]|0;if((e|0)!=(b|0))f[N>>2]=e+(~((e+-4-b|0)>>>2)<<2);sOb(b);break}}while(0);if((k|0)==68){aDb(b,e,L);T=f[M>>2]|0;b=f[N>>2]|0;i=T;f[K>>2]=i;do if((b|0)==(T|0))k=73;else{e=L;g=K;while(1){f[e>>2]=f[g>>2];g=(f[L>>2]|0)+4|0;f[L>>2]=g;if((g|0)==(b|0)){k=71;break}e=f[K>>2]|0;h=f[e>>2]|0;if((h|0)==(f[g>>2]|0))break;else{e=K;g=L}}if((k|0)==71){k=73;break}if((e|0)==(b|0))e=b;else{g=e+8|0;if((g|0)!=(b|0))do{T=h;h=f[g>>2]|0;if((T|0)!=(h|0)){e=e+4|0;f[e>>2]=h}g=g+4|0}while((g|0)!=(b|0));e=e+4|0}}while(0);if((k|0)==73)e=b;if((b|0)!=(e|0)){b=b+(~((b+-4-e|0)>>>2)<<2)|0;f[N>>2]=b}f[a>>2]=i;f[a+4>>2]=b;T=M+8|0;f[a+8>>2]=f[T>>2];f[T>>2]=0;f[N>>2]=0;f[M>>2]=0}b=f[O+12>>2]|0;if(b|0)hEa(b,O);g=f[O>>2]|0;if(g|0){b=O+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[P+12>>2]|0;if(b|0)hEa(b,P);g=f[P>>2]|0;if(g|0){b=P+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[Q+12>>2]|0;if(b|0)RBa(b,Q);g=f[Q>>2]|0;if(g|0){b=Q+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}b=f[R+12>>2]|0;if(b|0)SBa(b,R);g=f[R>>2]|0;if(!g){u=S;return}b=R+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=S;return}function eEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}e=f[64653]|0;if((f[64652]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64653]|0;j=h+-12|0;while(1){e=h+-12|0;f[64653]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[64653]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function fEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/12|0)>>>0>=b>>>0){f[l>>2]=i+(b*12|0);return}c=f[a>>2]|0;g=(d-c|0)/12|0;d=g+b|0;j=c;if(d>>>0>357913941)AMb(a);m=(e-c|0)/12|0;e=m<<1;e=m>>>0<178956970?(e>>>0<d>>>0?d:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(g*12|0)|0;g=h+(e*12|0)|0;e=d+(b*12|0)|0;if((i|0)!=(j|0)){c=i;do{m=d;d=d+-12|0;i=c;c=c+-12|0;f[d>>2]=f[c>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function gEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a>>2]|0;e=(f[a+4>>2]|0)-i|0;j=(e|0)/12|0;h=f[b>>2]|0;d=((f[b+4>>2]|0)-h|0)/12|0;g=d-j|0;c=h+(g*12|0)|0;a:do if((g|0)<0)a=h;else{if(!e){j=1;return j|0}else a=h;b:while(1){b=0;while(1){if(+n[i+(b*12|0)>>2]!=+n[a+(b*12|0)>>2])break;if(+n[i+(b*12|0)+4>>2]!=+n[a+(b*12|0)+4>>2])break;if(+n[i+(b*12|0)+8>>2]!=+n[a+(b*12|0)+8>>2])break;b=b+1|0;if(b>>>0>=j>>>0){a=1;break b}}a=a+12|0;if(a>>>0>c>>>0)break a}return a|0}while(0);g=h+(d*12|0)|0;if(a>>>0>=g>>>0){j=0;return j|0}if(!e){j=1;return j|0}c:while(1){b=0;e=0;while(1){c=a+(e*12|0)|0;d=i+(e*12|0)|0;if(c>>>0<g>>>0){if(+n[d>>2]!=+n[c>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[a+(e*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[a+(e*12|0)+8>>2])break}else{if(+n[d>>2]!=+n[h+(b*12|0)>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[h+(b*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[h+(b*12|0)+8>>2])break;else b=b+1|0}e=e+1|0;if(e>>>0>=j>>>0){a=1;b=21;break c}}a=a+12|0;if(a>>>0>=g>>>0){a=0;b=21;break}}if((b|0)==21)return a|0;return 0}function hEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-12-a|0)>>>0)/12|0)*12|0);if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}a=f[64653]|0;if(a>>>0<(f[64654]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64653]=a+12;return}else{iEa(258608,c);return}}function iEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jEa(a,c){a=a|0;c=c|0;var d=0,e=0;e=c+148|0;d=b[e>>0]|0;b[e>>0]=d<<1&4|d&-5;kEa(a,c,c+56|0,(d&4)==0);return}function kEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0;f[a>>2]=c;k=a+4|0;f[k>>2]=d;VDa(a+32|0,f[64651]|0);MDa(a+48|0,f[64651]|0);d=lMa((f[a>>2]|0)+52|0)|0;f[a+64>>2]=d;d=a+80|0;g=f[a>>2]|0;c=f[g+24>>2]|0;if(c>>>0<1537)if((f[g+28>>2]|0)>>>0<1025){j=(f[g+32>>2]|0)>>>0<513;b[d>>0]=j&1;if(j){r=+n[g+124>>2];q=+n[g+136>>2];p=+n[g+128>>2];o=+n[g+140>>2];m=+n[g+132>>2];l=+n[g+144>>2];n[a+8>>2]=r-q;n[a+12>>2]=p-o;n[a+16>>2]=m-l;n[a+20>>2]=r+q;n[a+24>>2]=p+o;n[a+28>>2]=m+l;return}}else h=3;else h=3;if((h|0)==3)b[d>>0]=0;if(!(b[g+148>>0]&2)){d=f[g+40>>2]|0;j=f[g+44>>2]|0;c=d-(f[g+36>>2]|0)|0;d=j-d|0;j=(f[g+108>>2]|0)-j|0}else{d=f[g+28>>2]|0;j=f[g+32>>2]|0}c=((c>>>0)/1536|0)+(((c>>>0)%1536|0|0)!=0&1)|0;f[a+68>>2]=0;f[a+72>>2]=c;c=(d>>>10)+((d&1023|0)!=0&1)+c|0;f[a+76>>2]=c;if(!e)return;h=f[k>>2]|0;e=f[h>>2]|0;i=h+4|0;g=f[i>>2]|0;if((e|0)==(g|0)){d=(j>>>9)+((j&511|0)!=0&1)+c|0;c=(g-e|0)/24|0;if(d>>>0>c>>>0)lEa(h,d-c|0);else if(!(d>>>0>=c>>>0|(d|0)==0)){j=e+(~((((X(d,-24)|0)+-24|0)>>>0)/24|0)*24|0)|0;f[i>>2]=j}c=f[k>>2]|0;g=f[c>>2]|0;c=(f[c+4>>2]|0)-g|0;if((c|0)>0){d=(c>>>0)/24|0;c=g;while(1){f[c>>2]=1065353216;f[c+4>>2]=1065353216;f[c+8>>2]=1065353216;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;if((d|0)>1){d=d+-1|0;c=c+24|0}else break}}}mEa(a,0,1536);mEa(a,1,1024);mEa(a,2,512);return}function lEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);i=h+(e*24|0)|0;g=i;d=h+(c*24|0)|0;c=i;h=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=h+24|0;h=c;b=b+-1|0}while((b|0)!=0);e=d;c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-24|0;g=d;d=d+-24|0;f[b>>2]=f[d>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function mEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;E=u;u=u+48|0;m=E+24|0;B=E;d=f[a>>2]|0;e=b&255;C=f[d+24+(e<<2)>>2]|0;if(!C){u=E;return}RDa(m,d,b,a+32|0,a+48|0);b=f[a+68+(e<<2)>>2]|0;e=b+1|0;A=a+4|0;a=f[A>>2]|0;g=f[a>>2]|0;a=((f[a+4>>2]|0)-g|0)/24|0;a:do if(e>>>0<a>>>0){d=0;while(1){if(!(+n[g+(e*24|0)>>2]<=+n[g+(e*24|0)+12>>2]))break a;d=d+c|0;b=e+1|0;if(b>>>0<a>>>0){z=e;e=b;b=z}else{b=e;break}}}else d=0;while(0);if(d>>>0<C>>>0){t=B+4|0;v=B+8|0;w=B+12|0;x=B+16|0;y=B+20|0;p=f[m>>2]|0;z=f[m+12>>2]|0;q=f[m+20>>2]|0;r=f[m+8>>2]|0;o=f[m+16>>2]|0;p=(f[p>>2]|0)==(f[p+4>>2]|0);while(1){m=d+c|0;a=d;d=C>>>0<m>>>0?C:m;f[B>>2]=1065353216;f[t>>2]=1065353216;f[v>>2]=1065353216;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;e=a+1|0;g=(a|0)==-1;b:do if(p){if(g)h=1.0;else{a=q+((X(a+z|0,r)|0)<<2)|0;g=f[a>>2]|0;F=f[a+4>>2]|0;a=f[a+8>>2]|0;f[B>>2]=g;f[t>>2]=F;f[v>>2]=a;f[w>>2]=g;f[x>>2]=F;f[y>>2]=a;h=(f[s>>2]=g,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(e+z|0,r)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=15}else if(i>+n[w>>2]){a=w;D=15}if((D|0)==15){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=18}else if(k>+n[x>>2]){a=w;D=18}if((D|0)==18){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=21}else if(l>+n[y>>2]){a=w;D=21}if((D|0)==21){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}else{if(g)h=1.0;else{g=q+((X(r,j[o+(a<<1)>>1]|0)|0)<<2)|0;F=f[g>>2]|0;a=f[g+4>>2]|0;g=f[g+8>>2]|0;f[B>>2]=F;f[t>>2]=a;f[v>>2]=g;f[w>>2]=F;f[x>>2]=a;f[y>>2]=g;h=(f[s>>2]=F,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(r,j[o+(e<<1)>>1]|0)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=27}else if(i>+n[w>>2]){a=w;D=27}if((D|0)==27){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=30}else if(k>+n[x>>2]){a=w;D=30}if((D|0)==30){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=33}else if(l>+n[y>>2]){a=w;D=33}if((D|0)==33){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}while(0);F=f[f[A>>2]>>2]|0;f[F+(b*24|0)>>2]=f[B>>2];f[F+(b*24|0)+4>>2]=f[t>>2];f[F+(b*24|0)+8>>2]=f[v>>2];f[F+(b*24|0)+12>>2]=f[w>>2];f[F+(b*24|0)+16>>2]=f[x>>2];f[F+(b*24|0)+20>>2]=f[y>>2];if(C>>>0<=m>>>0)break;else b=b+1|0}}u=E;return}function nEa(a,b){a=a|0;b=b|0;oEa(a,b);return}function oEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=u;u=u+32|0;m=o+8|0;n=o;e=f[a>>2]|0;g=f[e>>2]|0;if(!(b[e+80>>0]|0)){l=b[a+12>>0]|0;d=l;a=(f[a+4>>2]|0)-(f[e+68+((l&255)<<2)>>2]|0)|0}else{d=b[a+12>>0]|0;a=0}switch(d<<24>>24){case 0:{l=a*1536|0;j=l+1536|0;k=f[g+24>>2]|0;j=k>>>0<j>>>0?k:j;k=l;l=j-(((j-l|0)>>>0)%3|0)|0;break}case 1:{k=a<<10;l=k+1024|0;j=f[g+28>>2]|0;l=(j>>>0<l>>>0?j:l)&-2;break}case 2:{k=a<<9;l=k+512|0;j=f[g+32>>2]|0;l=j>>>0<l>>>0?j:l;break}default:{u=o;return}}RDa(m,g,d,e+32|0,e+48|0);i=f[c>>2]|0;j=c+4|0;a=f[j>>2]|0;d=i;if((a|0)!=(i|0)){a=a+(~(((a+-24-d|0)>>>0)/24|0)*24|0)|0;f[j>>2]=a}h=c+8|0;if((((f[h>>2]|0)-d|0)/24|0)>>>0<1536){g=pOb(36864)|0;d=g+(((a-d|0)/24|0)*24|0)|0;e=d;g=g+36864|0;if((a|0)==(i|0))a=e;else{do{q=a;a=a+-24|0;p[d+-24>>3]=+p[a>>3];p[d+-16>>3]=+p[q+-16>>3];p[d+-8>>3]=+p[q+-8>>3];d=d+-24|0}while((a|0)!=(i|0));a=d}f[c>>2]=a;f[j>>2]=e;f[h>>2]=g;if(i|0)sOb(i)}f[n>>2]=c;pEa(m,k,l,n);u=o;return}function pEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0.0,r=0.0;o=f[a>>2]|0;if((f[o>>2]|0)==(f[o+4>>2]|0)){m=f[a+12>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,b+m|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){r=+n[g>>2];q=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=r;p[k+16>>3]=q;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}else{m=f[a+16>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,j[m+(b<<1)>>1]|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){q=+n[g>>2];r=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=q;p[k+16>>3]=r;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}}function qEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;o=a+4|0;g=f[o>>2]|0;q=f[a>>2]|0;j=(g-q|0)/24|0;e=j+1|0;l=q;if(e>>>0>178956970)AMb(a);m=a+8|0;k=((f[m>>2]|0)-q|0)/24|0;h=k<<1;h=k>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)i=0;else if(h>>>0>178956970)vd();else{i=pOb(h*24|0)|0;break}while(0);e=i+(j*24|0)|0;k=i+(h*24|0)|0;s=+n[c>>2];r=+n[d>>2];p[e>>3]=+n[b>>2];p[i+(j*24|0)+8>>3]=s;p[i+(j*24|0)+16>>3]=r;h=e+24|0;if((g|0)!=(l|0))do{j=g;g=g+-24|0;p[e+-24>>3]=+p[g>>3];p[e+-16>>3]=+p[j+-16>>3];p[e+-8>>3]=+p[j+-8>>3];e=e+-24|0}while((g|0)!=(l|0));f[a>>2]=e;f[o>>2]=h;f[m>>2]=k;if(!q)return;sOb(q);return}function rEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+72>>2]|0;e=f[c+68>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=0;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function sEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+76>>2]|0;e=f[c+72>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=1;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function tEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+4>>2]|0;d=((f[d+4>>2]|0)-(f[d>>2]|0)|0)/24|0;e=f[c+76>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=2;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function uEa(a){a=a|0;var c=0;c=(f[a+4>>2]|0)+1|0;if(c>>>0>=(f[a+8>>2]|0)>>>0){c=0;return c|0}if(b[a+13>>0]|0){c=1;return c|0}a=f[f[(f[a>>2]|0)+4>>2]>>2]|0;c=+n[a+(c*24|0)>>2]<=+n[a+(c*24|0)+12>>2];return c|0}function vEa(a){a=a|0;a=a+4|0;f[a>>2]=(f[a>>2]|0)+1;return}function wEa(a){a=a|0;var c=0;c=f[a>>2]|0;if(!(b[c+80>>0]|0)){c=(f[f[c+4>>2]>>2]|0)+((f[a+4>>2]|0)*24|0)|0;return c|0}else{c=c+8|0;return c|0}return 0}function xEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+32|0;A=D+24|0;B=D;f[A>>2]=0;f[A+4>>2]=-1;a=(IRa(a)|0)+8|0;a=f[a>>2]|0;a:do if(!a){g=0;a=0}else{g=f[(f[a+12>>2]|0)+56>>2]|0;if(!g)do{a=f[a>>2]|0;if(!a){g=0;a=0;break a}g=f[(f[a+12>>2]|0)+56>>2]|0}while((g|0)==0)}while(0);m=e+12|0;o=B+4|0;p=e+4|0;q=B+8|0;r=e+8|0;s=e+12|0;t=B+12|0;v=B+16|0;w=e+16|0;x=B+20|0;y=e+20|0;z=B+12|0;if(!a){u=D;return}b:while(1){do{h=f[g+12>>2]|0;do if(h|0){E=h+200|0;if((f[E>>2]&-268435456|0)==0&0==0)if(yEa(h,A,b,c,d,B)|0){i=+n[e>>2];j=+n[m>>2];if(!(i<=j)){f[e>>2]=f[B>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[s>>2]=f[t>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];break}k=+n[B>>2];l=+n[z>>2];if(k<=l){if(k<i){h=e;C=15}else if(k>j){h=s;C=15}if((C|0)==15){C=0;n[h>>2]=k}i=+n[o>>2];if(i<+n[p>>2]){h=e;C=18}else if(i>+n[w>>2]){h=s;C=18}if((C|0)==18){C=0;n[h+4>>2]=i}i=+n[q>>2];if(i<+n[r>>2]){h=e;C=21}else if(i>+n[y>>2]){h=s;C=21}if((C|0)==21){C=0;n[h+8>>2]=i}if(l<+n[e>>2]){h=e;C=24}else if(l>+n[s>>2]){h=s;C=24}if((C|0)==24){C=0;n[h>>2]=l}i=+n[v>>2];if(i<+n[p>>2]){h=e;C=27}else if(i>+n[w>>2]){h=s;C=27}if((C|0)==27){C=0;n[h+4>>2]=i}i=+n[x>>2];if(i<+n[r>>2])h=e;else if(i>+n[y>>2])h=s;else break;n[h+8>>2]=i}}}while(0);g=f[g>>2]|0}while((g|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;g=f[(f[a+12>>2]|0)+56>>2]|0;if(g)continue b}}u=D;return}function yEa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0;j=u;u=u+32|0;i=j;if(!e)if(f[a+196>>2]&65536|0){i=0;u=j;return i|0}e=f[a+4>>2]|0;if(!e){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}if(g)if(!(b[(f[e+44>>2]|0)+148>>0]&2)){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}else{aEa(i,d,a);d=f[i>>2]|0;f[i>>2]=f[h>>2];f[h>>2]=d;e=i+4|0;a=f[e>>2]|0;g=h+4|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=i+8|0;a=f[g>>2]|0;e=h+8|0;f[g>>2]=f[e>>2];f[e>>2]=a;e=h+12|0;a=i+12|0;g=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=i+16|0;a=f[e>>2]|0;c=h+16|0;f[e>>2]=f[c>>2];f[c>>2]=a;f[h+20>>2]=f[i+20>>2];k=(f[s>>2]=d,+n[s>>2]);i=k<=(f[s>>2]=g,+n[s>>2]);u=j;return i|0}else{if(d)if(!((GJa(a)|0)<<24>>24)){i=0;u=j;return i|0}JJa(a,h,h+12|0);i=1;u=j;return i|0}return 0}function zEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+8|0;k=o;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=f[64655];IQa(k,a,l);g=f[(f[k>>2]|0)+56>>2]|0;if(!g){g=0;h=0}else{j=m+8|0;do{h=g;i=(f[h+12>>2]|0)+200|0;if((f[i>>2]&-268435456|0)==0&0==0){h=f[h+8>>2]|0;f[l>>2]=h;i=f[n>>2]|0;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=0;f[i+4>>2]=h;f[n>>2]=i+8}else BEa(m,258620,l)}g=f[g>>2]|0}while((g|0)!=0);g=f[m>>2]|0;h=f[n>>2]|0}f[l>>2]=h-g>>3;AEa(a,g,l,b,c,d,e);g=f[k+4>>2]|0;if(g|0)iOb(g);g=f[m>>2]|0;if(!g){u=o;return}h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=o;return}function AEa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+32|0;z=D+24|0;A=D;B=f[c>>2]|0;if(!B){u=D;return}k=z+4|0;l=B;do{i=l+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)j=0;else{y=i;f[y>>2]=0;f[y+4>>2]=-1;j=yEa(j,i,d,e,g,h)|0}i=f[k>>2]|0;if(i|0)iOb(i);l=f[c>>2]|0;i=(l|0)==0;if(j){C=9;break}}while(!i);if((C|0)==9)if(!i){k=z+4|0;o=A+4|0;p=h+4|0;q=A+8|0;r=h+8|0;s=A+12|0;t=A+16|0;v=A+20|0;w=h+12|0;x=h+20|0;y=h+16|0;i=l;do{i=i+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)i=0;else{l=i;f[l>>2]=0;f[l+4>>2]=-1;i=yEa(j,i,d,e,g,A)|0}j=f[k>>2]|0;if(j|0)iOb(j);do if(i){m=+n[A>>2];if(m<+n[h>>2]){i=h;C=18}else if(m>+n[w>>2]){i=w;C=18}if((C|0)==18){C=0;n[i>>2]=m}m=+n[o>>2];if(m<+n[p>>2]){i=h;C=21}else if(m>+n[y>>2]){i=w;C=21}if((C|0)==21){C=0;n[i+4>>2]=m}m=+n[q>>2];if(m<+n[r>>2]){i=h;C=24}else if(m>+n[x>>2]){i=w;C=24}if((C|0)==24){C=0;n[i+8>>2]=m}m=+n[s>>2];if(m<+n[h>>2]){i=h;C=27}else if(m>+n[w>>2]){i=w;C=27}if((C|0)==27){C=0;n[i>>2]=m}m=+n[t>>2];if(m<+n[p>>2]){i=h;C=30}else if(m>+n[y>>2]){i=w;C=30}if((C|0)==30){C=0;n[i+4>>2]=m}m=+n[v>>2];if(m<+n[r>>2])i=h;else if(m>+n[x>>2])i=w;else break;n[i+8>>2]=m}while(0);i=f[c>>2]|0}while((i|0)!=0)}l=b+(B<<3)|0;i=b;while(1){if(!(f[i>>2]|0))if((f[i+4>>2]|0)==-1){C=39;break}i=i+8|0;if((i|0)==(l|0)){i=l;break}}a:do if((C|0)==39)if((i|0)==(l|0))i=l;else{j=i;while(1){do{k=j;j=j+8|0;if((j|0)==(l|0))break a;if(f[j>>2]|0)break}while((f[k+12>>2]|0)==-1);A=j;B=f[A+4>>2]|0;C=i;f[C>>2]=f[A>>2];f[C+4>>2]=B;i=i+8|0}}while(0);f[c>>2]=i-b>>3;u=D;return}function BEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function CEa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;G=u;u=u+64|0;o=G+48|0;m=G+44|0;l=G+40|0;q=G+36|0;r=G+32|0;t=G+52|0;v=G+28|0;w=G+24|0;d=G;f[d>>2]=1065353216;E=d+4|0;f[E>>2]=1065353216;F=d+8|0;f[F>>2]=1065353216;i=d+12|0;f[i>>2]=0;C=d+16|0;f[C>>2]=0;D=d+20|0;f[D>>2]=0;j=gSa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;H=aDa(l,m,o)|0;f[v>>2]=H;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];bDa(j,m,o)|0}if((f[j>>2]|0)==(f[h>>2]|0)){e=1.0;x=0.0;y=1.0;z=1.0;A=0.0}else{K=DEa(gSa(a)|0)|0;J=f[K>>2]|0;f[d>>2]=J;h=f[K+4>>2]|0;f[E>>2]=h;H=f[K+8>>2]|0;f[F>>2]=H;I=f[K+12>>2]|0;f[i>>2]=I;j=f[K+16>>2]|0;f[C>>2]=j;f[D>>2]=f[K+20>>2];y=(f[s>>2]=J,+n[s>>2]);x=(f[s>>2]=I,+n[s>>2]);z=(f[s>>2]=h,+n[s>>2]);A=(f[s>>2]=j,+n[s>>2]);e=(f[s>>2]=H,+n[s>>2])}j=FQa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;K=cDa(l,m,o)|0;f[v>>2]=K;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];dDa(j,m,o)|0}do if((f[j>>2]|0)==(f[h>>2]|0))h=d+12|0;else{l=EEa(FQa(a)|0)|0;h=d+12|0;if(!(y<=x)){f[d>>2]=f[l>>2];f[E>>2]=f[l+4>>2];f[F>>2]=f[l+8>>2];f[i>>2]=f[l+12>>2];f[C>>2]=f[l+16>>2];f[D>>2]=f[l+20>>2];break}g=+n[l>>2];k=+n[l+12>>2];if(g<=k){if(g<y){j=d;B=15}else if(g>x){j=i;B=15}if((B|0)==15)n[j>>2]=g;g=+n[l+4>>2];if(g<z){j=d;B=18}else if(g>A){j=i;B=18}if((B|0)==18){n[j+4>>2]=g;e=+n[F>>2]}g=+n[l+8>>2];if(g<e){j=d;B=21}else if(g>+n[D>>2]){j=i;B=21}if((B|0)==21)n[j+8>>2]=g;if(k<+n[d>>2]){j=d;B=24}else if(k>+n[i>>2]){j=i;B=24}if((B|0)==24)n[j>>2]=k;e=+n[l+16>>2];if(e<+n[E>>2]){j=d;B=27}else if(e>+n[C>>2]){j=i;B=27}if((B|0)==27)n[j+4>>2]=e;e=+n[l+20>>2];if(e<+n[F>>2])i=d;else if(!(e>+n[D>>2]))break;n[i+8>>2]=e}}while(0);g=+n[d>>2];e=+n[h>>2];if(!(g<=e)){K=0;u=G;return K|0}x=+n[E>>2];y=+n[F>>2];z=+n[C>>2];A=+n[D>>2];p[c>>3]=g;p[c+8>>3]=x;p[c+16>>3]=y;p[c+24>>3]=e;p[c+32>>3]=z;p[c+40>>3]=A;K=1;u=G;return K|0}function DEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=aDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function EEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=cDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function FEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;cGa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{cGa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function GEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;UNa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{UNa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function HEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b*3|0;a=f[d+76>>2]|0;b=f[d+72>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function IEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b<<1;a=f[d+88>>2]|0;b=f[d+84>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function JEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[a+44>>2]|0;a=f[c+100>>2]|0;c=f[c+96>>2]|0;e=c;if((a|0)==(c|0)){b=0;return b|0}c=(a-c|0)/12|0;a=0;while(1){d=f[e+(a*12|0)>>2]|0;if(d>>>0<=b>>>0)if(((f[e+(a*12|0)+4>>2]|0)+d|0)>>>0>b>>>0){c=6;break}a=a+1|0;if(a>>>0>=c>>>0){a=0;c=6;break}}if((c|0)==6)return a|0;return 0}function KEa(){if(!(b[257144]|0))MPb(257144)|0;f[64656]=262921;return}function LEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}d=f[64664]|0;if((f[64663]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64664]|0;e=d+-20|0;do{g=d+-20|0;f[64664]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64664]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function MEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}e=f[64661]|0;if((f[64660]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64661]|0;j=h+-12|0;while(1){e=h+-12|0;f[64661]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64661]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}e=f[64658]|0;if((f[64657]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64658]|0;j=h+-12|0;while(1){e=h+-12|0;f[64658]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64658]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function OEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=e+(d<<2)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;l=e;g=d<<2;h=g>>2;if(h|0){if(h>>>0>1073741823)AMb(a);i=pOb(g)|0;f[k>>2]=i;f[a>>2]=i;f[a+8>>2]=i+(h<<2);if(d|0){d=j+-4|0;g=i;while(1){f[g>>2]=f[e>>2];e=e+4|0;if((e|0)==(j|0))break;else g=g+4|0}f[k>>2]=i+(((d-l|0)>>>2)+1<<2)}}j=c;k=f[j+4>>2]|0;l=a+12|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;b[a+20>>0]=0;return}function PEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function QEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function REa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+64|0;h=i;f[h>>2]=b;g=h+4|0;LEa(g,f[64656]|0);MEa(h+28|0,f[64656]|0);NEa(h+44|0,f[64656]|0);e=h+16|0;if(f[e>>2]|0){d=h+12|0;b=f[d>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0}b=f[c>>2]|0;d=c+4|0;e=f[d>>2]|0;if((e|0)==(b|0)){SEa(a,h,c);TEa(h);u=i;return}f[d>>2]=e+(~((e+-8-b|0)>>>3)<<3);SEa(a,h,c);TEa(h);u=i;return}function SEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x+8|0;t=x;w=b+4|0;m=a+12|0;i=f[m>>2]|0;j=f[a+16>>2]|0;r=j+-1640531527+(i<<6)+(i>>>2)^i;o=b+8|0;p=f[o>>2]|0;q=(p|0)==0;a:do if(q){d=0;s=20}else{h=p+-1|0;g=(h&p|0)==0;if(g)d=r&h;else if(r>>>0<p>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;e=f[(f[w>>2]|0)+(d<<2)>>2]|0;if(!e)s=20;else{e=f[e>>2]|0;if(!e)s=20;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0))){s=20;break a}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0)){s=20;break a}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break}}}}}while(0);if((s|0)==20){i=pOb(16)|0;j=m;m=f[j+4>>2]|0;h=i+8|0;f[h>>2]=f[j>>2];f[h+4>>2]=m;f[i+4>>2]=r;f[i>>2]=0;h=b+16|0;k=+(((f[h>>2]|0)+1|0)>>>0);l=+n[b+20>>2];do if(q|l*+(p>>>0)<k){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;e=~~+W(+(k/l))>>>0;_Ea(w,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&r;break}if(r>>>0<d>>>0){g=d;d=r}else{g=d;d=(r>>>0)%(d>>>0)|0}}else g=p;while(0);e=(f[w>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=b+12|0;f[i>>2]=f[d>>2];f[d>>2]=i;f[e>>2]=d;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[w>>2]|0)+(d<<2)|0;s=33}}else{f[i>>2]=f[d>>2];s=33}if((s|0)==33)f[d>>2]=i;f[h>>2]=(f[h>>2]|0)+1}p=c+4|0;h=f[p>>2]|0;g=f[c>>2]|0;d=h-g>>3;i=f[a>>2]|0;j=(f[a+4>>2]|0)-i>>2;m=h;e=g;if(j>>>0>1){s=f[i+4>>2]|0;i=i+8+(s<<2)|0;if((j+-2-s|0)>>>0>1){o=f[i>>2]|0;j=i+4|0;f[v>>2]=f[a+12>>2];if(!o)e=h;else{i=c+8|0;e=0;h=m;while(1){g=f[j+(e<<2)>>2]|0;f[t>>2]=g;if(h>>>0<(f[i>>2]|0)>>>0){f[h>>2]=f[v>>2];f[h+4>>2]=g;f[p>>2]=h+8}else PEa(c,v,t);e=e+1|0;if((e|0)==(o|0))break;h=f[p>>2]|0}e=f[p>>2]|0;g=f[c>>2]|0}i=g;h=e;e=g}else i=g}else i=g;g=h-i>>3;if(d>>>0>=g>>>0){u=x;return}h=v+4|0;while(1){e=e+(d<<3)|0;if(!($Ea(w,e)|0)){CRa(v,f[b>>2]|0,e);SEa(f[v>>2]|0,b,c);e=f[h>>2]|0;if(e|0)iOb(e)}d=d+1|0;if((d|0)==(g|0))break;e=f[c>>2]|0}u=x;return}function TEa(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;c=f[a+56>>2]|0;if(c|0)UEa(c,b);b=f[b>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=a+28|0;c=f[a+40>>2]|0;if(c|0)VEa(c,b);b=f[b>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}c=a+4|0;b=f[a+24>>2]|0;if(b|0)WEa(b,c);b=f[a+12>>2]|0;if(b|0)do{a=b;b=f[b>>2]|0;sOb(a)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function UEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}a=f[64658]|0;if(a>>>0<(f[64659]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64658]=a+12;return}else{ZEa(258628,c);return}}function VEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}a=f[64661]|0;if(a>>>0<(f[64662]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64661]=a+12;return}else{YEa(258640,c);return}}function WEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}a=f[64664]|0;if(a>>>0>=(f[64665]|0)>>>0){XEa(258652,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64664]=(f[64664]|0)+20;return}function XEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function YEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ZEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function _Ea(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){aFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;aFa(a,b);return}function $Ea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function aFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function bFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+96|0;m=t+8|0;n=t+84|0;s=t+24|0;o=t;p=t+16|0;f[s>>2]=b;LEa(s+4|0,f[64656]|0);h=s+28|0;MEa(h,f[64656]|0);NEa(s+44|0,f[64656]|0);d=f[c>>2]|0;r=c+4|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);d=f[h>>2]|0;g=s+32|0;e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);REa(a,b,h);d=f[h>>2]|0;j=f[g>>2]|0;if((d|0)!=(j|0)){k=c+8|0;l=p+4|0;i=d;do{d=i;h=f[d+4>>2]|0;e=o;f[e>>2]=f[d>>2];f[e+4>>2]=h;CRa(p,b,o);e=f[p>>2]|0;h=f[e>>2]|0;d=h;if((f[e+4>>2]|0)-h>>2>>>0>1){h=f[d+4>>2]|0;a=d+8|0;f[m>>2]=f[e+12>>2];if(h|0){d=0;do{e=f[a+(d<<2)>>2]|0;f[n>>2]=e;g=f[r>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=f[m>>2];f[g+4>>2]=e;f[r>>2]=g+8}else QEa(c,m,n);d=d+1|0}while((d|0)!=(h|0))}}d=f[l>>2]|0;if(d|0)iOb(d);i=i+8|0}while((i|0)!=(j|0))}cFa(f[c>>2]|0,f[r>>2]|0,m);d=f[c>>2]|0;e=f[r>>2]|0;a:do if((d|0)==(e|0))g=d;else{g=d+8|0;if((g|0)==(e|0)){TEa(s);u=t;return}while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;break a}d=g+8|0;if((d|0)==(e|0))break;else{p=g;g=d;d=p}}TEa(s);u=t;return}while(0);if((g|0)==(e|0)){TEa(s);u=t;return}d=g+16|0;if((d|0)==(e|0))d=g;else{a=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[a>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))q=17}else q=17;if((q|0)==17){q=0;d=d+8|0;n=a;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o}g=a+8|0;if((g|0)==(e|0))break;else{p=a;a=g;g=p}}e=f[r>>2]|0}d=d+8|0;if((e|0)==(d|0)){TEa(s);u=t;return}f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);TEa(s);u=t;return}function cFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=eFa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=kFa(a,i,c)|0;e=i+8|0;if(kFa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}cFa(a,i,c);a=i+8|0}if((q|0)==105){q=0;cFa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){dFa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){eFa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){fFa(a,b,c);return}else if((q|0)==107)return}function dFa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function eFa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=dFa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function fFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function gFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0.0,q=0.0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0,L=0;K=f[a+528>>2]|0;q=+n[a+688>>2];r=f[a+696>>2]|0;s=f[a+704>>2]|0;t=+n[a+712>>2];u=+n[a+720>>2];v=+n[a+768>>2];w=+n[a+816>>2];x=+n[a+864>>2];y=+n[a+936>>2];z=+n[a+952>>2];A=+n[a+1008>>2];k=f[a+1112>>2]|0;l=f[a+1120>>2]|0;B=+n[a+1360>>2];C=+n[a+1368>>2];D=+n[a+1392>>2];E=+n[a+1464>>2];F=+n[a+1920>>2];G=+n[a+1928>>2];H=+n[a+1936>>2];I=+n[a+1944>>2];J=+n[a+1952>>2];L=f[a+1976>>2]|0;if(l|0){e=0;do{d=k+(e*24|0)|0;i=+p[d>>3];b=k+(e*24|0)+8|0;if(i==+p[d+24>>3]){g=+p[b>>3];if(g==+p[d+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[d+40>>3])){o=g;L=35}}else{o=g;L=35}}else{o=+p[b>>3];L=35}do if((L|0)==35){L=0;h=+p[k+(e*24|0)+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*o+E*h);n[(a+320|0)>>2]=g;c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1208|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*o+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*o+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[s>>2];c=c+4|0;f[(K+1208|0)>>2]=c}i=+p[(d+24|0)>>3];j=+p[(d+24|0)+8>>3];h=+p[(d+24|0)+16>>3];n[(a+320|0)>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);if(c>>>0<b>>>0){n[c>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*j+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*j+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);break}else{f[c>>2]=f[s>>2];f[(K+1208|0)>>2]=c+4;break}}while(0);e=e+2|0}while(e>>>0<((l|0)/24|0)>>>0)}k=f[(K+1156|0)>>2]|0;l=(f[(K+1160|0)>>2]|0)-k|0;if(l|0){e=0;do{m=k+(e*24|0)|0;i=+p[m>>3];g=+p[m+24>>3];if(i==g)if(+p[k+(e*24|0)+8>>3]==+p[m+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[m+40>>3]))L=76}else L=76;else L=76;a:do if((L|0)==76){L=0;h=+p[m+48>>3];if(i==h)if(+p[k+(e*24|0)+8>>3]==+p[m+56>>3])if(+p[k+(e*24|0)+16>>3]==+p[m+64>>3])break;do if(g==h){if(!(+p[m+32>>3]==+p[m+56>>3])){d=0;break}if(+p[m+40>>3]==+p[m+64>>3])break a;else d=0}else d=0;while(0);while(1){c=m+(d*24|0)|0;h=+p[c+8>>3];j=+p[c+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*h+E*j);n[(a+320|0)>>2]=g;c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1220|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*h+(t*y-q*z)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*h+(q*w-t*v)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1216|0,a+368|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1216|0,r);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0))Tna(K+1216|0,s);else{f[c>>2]=f[s>>2];f[(K+1220|0)>>2]=c+4}b=d+1|0;if((b|0)==3)break a;d=b;i=+p[m+(b*24|0)>>3]}}while(0);e=e+3|0}while(e>>>0<((l|0)/24|0)>>>0)}b=f[(K+1144|0)>>2]|0;c=f[(K+1148|0)>>2]|0;if((c|0)!=(b|0))f[(K+1148|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);b=f[(K+1156|0)>>2]|0;c=f[(K+1160|0)>>2]|0;if((c|0)!=(b|0))f[(K+1160|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);e=f[(K+1120|0)>>2]|0;b=f[(K+1124|0)>>2]|0;if((b|0)!=(e|0))do{c=b+-16|0;f[(K+1124|0)>>2]=c;d=f[b+-4>>2]|0;if(d|0)tBa(d,c);d=f[c>>2]|0;if(d|0){b=b+-12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}b=f[(K+1124|0)>>2]|0}while((b|0)!=(e|0));b=f[(K+1088|0)>>2]|0;c=f[(K+1092|0)>>2]|0;if((c|0)!=(b|0))f[(K+1092|0)>>2]=c+(~((c+-16-b|0)>>>4)<<4);if(f[(K+1112|0)>>2]|0){b=f[(K+1108|0)>>2]|0;if(b|0)do{s=b;b=f[b>>2]|0;sOb(s)}while((b|0)!=0);f[(K+1108|0)>>2]=0;c=f[(K+1104|0)>>2]|0;if(c|0){b=0;do{f[(f[(K+1100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(K+1112|0)>>2]=0}f[a+1976>>2]=L}function hFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;v=f[a+640>>2]|0;w=f[a+872>>2]|0;s=f[a+880>>2]|0;t=f[a+888>>2]|0;x=f[a+1296>>2]|0;r=f[a+1304>>2]|0;u=f[a+1312>>2]|0;n=f[a+1320>>2]|0;o=f[a+1328>>2]|0;m=f[a+1336>>2]|0;k=f[a+1440>>2]|0;e=f[a+1448>>2]|0;q=f[a+2664>>2]|0;a:{if((f[64632]|0)==(e|0)){e=0;d=0;c=0}else{c=f[(e+-12|0)>>2]|0;d=f[(e+-8|0)>>2]|0;j=f[(e+-4|0)>>2]|0;f[(e+-4|0)>>2]=0;f[(e+-8|0)>>2]=0;f[(e+-12|0)>>2]=0;i=f[64633]|0;g=i;while(1){e=g+-12|0;f[64633]=e;h=f[e>>2]|0;if(h){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[64633]|0}if((e|0)==(i+-12|0|0)){e=j;break}else g=e}}f[n>>2]=c;f[o>>2]=d;f[m>>2]=e;f[((a+352|0)+40|0)>>2]=k;fCa((a+352|0)+44|0,f[64606]|0);i=(f[(f[(f[(a+352|0)>>2]|0)+4>>2]|0)+-4>>2]|0)+1|0;l=f[o>>2]|0;j=f[n>>2]|0;do if(i>>>0>((l-j|0|0)/12|0)>>>0){k=i-((l-j|0|0)/12|0)|0;c=f[m>>2]|0;if(((c-l|0)/12|0)>>>0>=k>>>0){c=k;d=l;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}f[o>>2]=l+(k*12|0);break}if(i>>>0>357913941){q=117;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}e=((c-j|0)/12|0)>>>0<178956970?(((c-j|0)/12|0)<<1>>>0<i>>>0?i:((c-j|0)/12|0)<<1):357913941;if(!e)h=0;else{if(e>>>0>357913941){q=120;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}h=pOb(e*12|0)|0}g=h+(((l-j|0|0)/12|0)*12|0)|0;c=k;d=g;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}if((l-j|0|0)>0)bQb(g+(((l-j|0|0)/-12|0)*12|0)|0|0,j|0,l-j|0|0)|0;f[n>>2]=g+(((l-j|0|0)/-12|0)*12|0)|0;f[o>>2]=h+(i*12|0);f[m>>2]=h+(e*12|0);if(!j)break;sOb(j)}else{if(i>>>0>=((l-j|0|0)/12|0)>>>0)break;if((j+(i*12|0)|0|0)==(l|0))break;f[o>>2]=l+(~(((l+-12-(j+(i*12|0)|0)|0)>>>0)/12|0)*12|0)}while(0);e=f[(a+352|0)>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0))do{d=f[c>>2]|0;if((f[(f[n>>2]|0)+(d*12|0)>>2]|0)==-1)pCa(a+352|0,d);c=c+4|0}while((c|0)!=(e|0));f[a>>2]=f[((a+352|0)+44|0)>>2];f[(a+4|0)>>2]=f[((a+352|0)+48|0)>>2];f[(a+8|0)>>2]=f[((a+352|0)+52|0)>>2];f[((a+352|0)+52|0)>>2]=0;f[((a+352|0)+48|0)>>2]=0;f[((a+352|0)+44|0)>>2]=0;f[(a+12|0)>>2]=f[((a+352|0)+56|0)>>2];f[((a+352|0)+56|0)>>2]=0;oCa((a+352|0)+44|0);do if(!(f[((a+352|0)+40|0)>>2]|0))q=161;else{c=f[n>>2]|0;if((f[m>>2]|0)==(c|0)){p=c;q=162;break}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);e=f[64633]|0;d=f[64634]|0;if(e>>>0<d>>>0){f[e>>2]=0;f[(e+4|0)>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];f[(e+4|0)>>2]=f[o>>2];f[e+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;f[64633]=e+12;break}i=f[64632]|0;c=((e-i|0)/12|0)+1|0;if(c>>>0>357913941){q=145;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}c=((d-i|0)/12|0)>>>0<178956970?(((d-i|0)/12|0)<<1>>>0<c>>>0?c:((d-i|0)/12|0)<<1):357913941;if(!c)d=0;else{if(c>>>0>357913941){q=148;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}d=pOb(c*12|0)|0}h=d+(((e-i|0)/12|0)*12|0)|0;g=d+(c*12|0)|0;f[d+(((e-i|0)/12|0)*12|0)+8>>2]=0;f[h>>2]=f[n>>2];f[d+(((e-i|0)/12|0)*12|0)+4>>2]=f[o>>2];f[d+(((e-i|0)/12|0)*12|0)+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;if((e|0)==(i|0)){d=h;c=e}else{c=e;d=h;e=h;do{l=e+-12|0;q=c;c=c+-12|0;f[l>>2]=0;m=e+-8|0;f[m>>2]=0;f[e+-4>>2]=0;f[l>>2]=f[c>>2];f[m>>2]=f[(q+-8|0)>>2];f[e+-4>>2]=f[(q+-4|0)>>2];f[(q+-4|0)>>2]=0;f[(q+-8|0)>>2]=0;f[c>>2]=0;e=d+-12|0;d=e}while((c|0)!=(i|0));i=f[64632]|0;c=f[64633]|0}f[64632]=d;f[64633]=h+12|0;f[64634]=g;h=i;if((c|0)!=(h|0))do{d=c;c=c+-12|0;e=f[c>>2]|0;if(e|0){g=f[(d+-8|0)>>2]|0;if((g|0)!=(e|0))f[(d+-8|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}}while((c|0)!=(h|0));if(!i){q=161;break}sOb(i);q=161}while(0);if((q|0)==161){p=f[n>>2]|0;q=162}do if((q|0)==162){q=0;if(!p)break;c=f[o>>2]|0;if((c|0)!=(p|0))f[o>>2]=c+(~(((c+-12-p|0)>>>0)/12|0)*12|0);sOb(p)}while(0);c=f[((a+352|0)+24|0)>>2]|0;if(c|0)tBa(c,(a+352|0)+12|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0){d=f[((a+352|0)+16|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+16|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}g=f[a>>2]|0;h=(f[(a+4|0)>>2]|0)-g>>4;do if(!h)e=0;else{c=-1;d=-1;i=0;do{e=f[g+(i<<4)>>2]|0;if((f[g+(i<<4)+4>>2]|0)-e>>2>>>0>2){o=f[e>>2]|0;p=o>>>0<c>>>0;c=p?o:c;d=p?i:d}i=i+1|0}while((i|0)!=(h|0));if((c|0)==-1){e=0;break}mCa(a+352|0,a+320|0,g+(d<<4)|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);f[((a+320|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+320|0)>>2]=0}f[(a+320|0)>>2]=f[(a+352|0)>>2];f[v>>2]=f[((a+352|0)+4|0)>>2];f[((a+320|0)+8|0)>>2]=f[((a+352|0)+8|0)>>2];f[((a+352|0)+8|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)>>2]=0;f[u>>2]=f[((a+352|0)+12|0)>>2];f[((a+352|0)+12|0)>>2]=0;nCa((a+320|0)+16|0,(a+352|0)+16|0);oCa((a+352|0)+16|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0)tBa(c,a+352|0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}e=1}while(0);oCa(a);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0);c=f[(a+32|0)>>2]|0;if(c|0){d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}do if(e){f[((a+132|0)+36|0)>>2]=(a+320|0)+16|0;d=f[(a+320|0)>>2]|0;c=f[d>>2]|0;f[x>>2]=c;i=f[v>>2]|0;if((d|0)!=(i|0)){do{g=f[d>>2]|0;h=(f[t>>2]|0)+(g>>>5<<2)|0;f[h>>2]=f[h>>2]&~(1<<(g&31));h=f[s>>2]|0;if(f[(h+(g*24|0)+12|0)>>2]|0){c=f[(h+(g*24|0)+8|0)>>2]|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);f[(h+(g*24|0)+8|0)>>2]=0;e=f[h+(g*24|0)+4>>2]|0;if(e|0){c=0;do{f[(f[(h+(g*24|0)|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[(h+(g*24|0)+12|0)>>2]=0}d=d+4|0}while((d|0)!=(i|0));c=f[x>>2]|0}if((qCa(a+132|0,c,0)|0)==2){e=6;break}f[x>>2]=(f[x>>2]|0)+1;e=0}else e=7;while(0);oCa((a+320|0)+16|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}if((e|0)==7){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}if((f[x>>2]|0)>>>0>=((f[w>>2]|0)+-1|0)>>>0){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}}f[a+2664>>2]=q}function iFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=f[a+432>>2]|0;n=f[a+1112>>2]|0;o=f[a+1168>>2]|0;c=f[a+1200>>2]|0;d=f[a+1224>>2]|0;p=f[a+2664>>2]|0;if(n>>>0>c-d>>2>>>0){eCa(a+304|0,n-(c-d>>2)|0);g=f[(a+304|0)>>2]|0;c=f[o>>2]|0}else if(n>>>0<c-d>>2>>>0)if((d+(n<<2)|0|0)==(c|0))g=d;else{f[o>>2]=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0;g=d;c=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0}else g=d;if((g|0)==(c|0))p=11;else{e=0;d=g;while(1){f[d>>2]=e;d=d+4|0;if((d|0)==(c|0))break;else e=e+1|0}if(!n)h=1;else p=11}if((p|0)==11){g=0;do{h=f[(m+1120|0)>>2]|0;e=h+(g<<4)|0;h=h+(g<<4)+4|0;aDb(f[e>>2]|0,f[h>>2]|0,a+32|0);e=f[e>>2]|0;i=f[h>>2]|0;f[a>>2]=e;do if((i|0)==(e|0))p=20;else{c=a+32|0;d=a;while(1){f[c>>2]=f[d>>2];c=(f[(a+32|0)>>2]|0)+4|0;f[(a+32|0)>>2]=c;if((c|0)==(i|0)){p=18;break}k=f[a>>2]|0;l=f[k>>2]|0;if((l|0)==(f[c>>2]|0))break;else{c=a;d=a+32|0}}if((p|0)==18){p=20;break}if((k|0)==(i|0))j=i;else{if((k+8|0|0)==(i|0))c=k;else{d=k+8|0;e=l;c=k;do{j=e;e=f[d>>2]|0;if((j|0)!=(e|0)){c=c+4|0;f[c>>2]=e}d=d+4|0}while((d|0)!=(i|0))}j=c+4|0}}while(0);if((p|0)==20){p=0;j=i}if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);g=g+1|0}while((g|0)!=(n|0));h=0}fCa(a+288|0,f[64606]|0);if(h){c=(a+288|0)+8|0;d=(a+288|0)+4|0}else{g=0;do{aBa(a+32|0,f[64606]|0);c=f[((a+288|0)+4|0)>>2]|0;if(c>>>0<(f[((a+288|0)+8|0)>>2]|0)>>>0){f[c>>2]=0;f[(c+4|0)>>2]=0;f[c+8>>2]=0;f[c>>2]=f[(a+32|0)>>2];f[(c+4|0)>>2]=f[((a+32|0)+4|0)>>2];f[c+8>>2]=f[((a+32|0)+8|0)>>2];f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+32|0)>>2]=0;f[c+12>>2]=f[((a+32|0)+12|0)>>2];f[((a+32|0)+12|0)>>2]=0;f[((a+288|0)+4|0)>>2]=c+16}else{tCa(a+288|0,a+32|0);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0)}c=f[(a+32|0)>>2]|0;if(c|0){d=f[((a+32|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+32|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(m+1120|0)>>2]|0;d=c+(g<<4)|0;e=(f[((a+288|0)+4|0)>>2]|0)+-16|0;if((e|0)!=(d|0))uCa(e,f[d>>2]|0,f[c+(g<<4)+4>>2]|0);g=g+1|0}while((g|0)!=(n|0));c=(a+288|0)+8|0;d=(a+288|0)+4|0}m=f[(a+304|0)>>2]|0;n=f[o>>2]|0;h=f[((a+304|0)+8|0)>>2]|0;f[((a+304|0)+8|0)>>2]=0;f[o>>2]=0;f[(a+304|0)>>2]=0;i=f[((a+304|0)+12|0)>>2]|0;f[((a+304|0)+12|0)>>2]=0;j=f[(a+288|0)>>2]|0;o=f[d>>2]|0;k=f[c>>2]|0;f[c>>2]=0;f[d>>2]=0;f[(a+288|0)>>2]=0;l=f[((a+288|0)+12|0)>>2]|0;f[((a+288|0)+12|0)>>2]=0;f[(a+132|0)>>2]=m;f[((a+132|0)+4|0)>>2]=n;f[(a+132|0)+8>>2]=h;f[(a+256|0)+8>>2]=0;f[((a+256|0)+4|0)>>2]=0;f[(a+256|0)>>2]=0;f[((a+132|0)+12|0)>>2]=i;f[((a+256|0)+12|0)>>2]=0;f[((a+132|0)+16|0)>>2]=j;f[(a+132|0)+20>>2]=o;f[(a+132|0)+24>>2]=k;f[(a+256|0)+24>>2]=0;f[(a+256|0)+20>>2]=0;f[((a+256|0)+16|0)>>2]=0;f[(a+132|0)+28>>2]=l;f[(a+256|0)+28>>2]=0;l=(a+132|0)+32|0;f[l>>2]=n-m>>2;m=(a+132|0)+40|0;gCa(m,f[64606]|0);n=(a+132|0)+56|0;k=f[64606]|0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}j=f[64630]|0;a:do if((f[64629]|0)==(j|0)){e=0;d=0;c=0}else{c=f[(j+-12|0)>>2]|0;d=f[(j+-8|0)>>2]|0;e=f[(j+-4|0)>>2]|0;f[(j+-12|0)>>2]=0;f[(j+-8|0)>>2]=0;f[(j+-4|0)>>2]=0;g=j;h=0;i=0;while(1){g=g+-12|0;f[64630]=g;if(h){sOb(i);g=f[64630]|0}if((g|0)==(j+-12|0|0))break a;i=f[g+-12>>2]|0;h=i}}while(0);f[n>>2]=c;f[((a+132|0)+60|0)>>2]=d;f[(a+132|0)+64>>2]=e;f[((a+132|0)+68|0)>>2]=k;aBa((a+132|0)+72|0,f[64606]|0);fCa((a+132|0)+88|0,f[64606]|0);k=(a+132|0)+44|0;c=f[l>>2]|0;if((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0)do{hCa(a+32|0,f[64606]|0);e=f[k>>2]|0;if(e>>>0<(f[((a+132|0)+48|0)>>2]|0)>>>0){g=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;d=f[((a+32|0)+4|0)>>2]|0;f[((a+32|0)+4|0)>>2]=0;f[e>>2]=g;f[e+4>>2]=d;c=f[((a+32|0)+8|0)>>2]|0;f[(e+8|0)>>2]=c;o=f[((a+32|0)+12|0)>>2]|0;f[e+12>>2]=o;f[e+16>>2]=f[((a+32|0)+16|0)>>2];if(o|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[g+(c<<2)>>2]=e+8|0;f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+12|0)>>2]=0}f[e+20>>2]=f[((a+32|0)+20|0)>>2];f[((a+32|0)+20|0)>>2]=0;f[k>>2]=(f[k>>2]|0)+24}else{iCa(m,a+32|0);c=f[((a+32|0)+20|0)>>2]|0;if(c|0)jCa(c,a+32|0)}c=f[((a+32|0)+8|0)>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);c=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;if(c|0)sOb(c);c=f[l>>2]|0}while((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0);kCa(n,c,0);c=f[(a+132|0)>>2]|0;i=f[((a+132|0)+4|0)>>2]|0;if((c|0)!=(i|0)){j=(a+132|0)+76|0;do{d=f[c>>2]|0;f[((a+132|0)+104|0)>>2]=d;f[(a+32|0)>>2]=d;e=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;g=f[e>>2]|0;if(!(g&1<<(d&31))){f[e>>2]=g|1<<(d&31);d=f[((a+132|0)+72|0)>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0)){f[j>>2]=e+(~((e+-4-d|0)>>>2)<<2)|0;d=e+(~((e+-4-d|0)>>>2)<<2)|0}if((d|0)==(f[((a+132|0)+80|0)>>2]|0))fBa((a+132|0)+72|0,a+32|0);else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4}d=f[(a+32|0)>>2]|0;e=f[((a+132|0)+16|0)>>2]|0;b:do if(((f[e+(d<<4)+4>>2]|0)-(f[(e+(d<<4)|0)>>2]|0)|0)==4){g=e+(d<<4)|0;while(1){d=f[f[g>>2]>>2]|0;f[(a+32|0)>>2]=d;if((d|0)==(f[((a+132|0)+104|0)>>2]|0))break;g=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;h=f[g>>2]|0;if(h&1<<(d&31)|0)break b;f[g>>2]=h|1<<(d&31);d=f[j>>2]|0;if((d|0)==(f[((a+132|0)+80|0)>>2]|0)){fBa((a+132|0)+72|0,a+32|0);d=f[((a+132|0)+16|0)>>2]|0}else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4;d=e}o=f[(a+32|0)>>2]|0;g=d+(o<<4)|0;if(((f[d+(o<<4)+4>>2]|0)-(f[g>>2]|0)|0)!=4)break b;else e=d}if((f[j>>2]|0)-(f[((a+132|0)+72|0)>>2]|0)>>2>>>0>2)lCa(a+132|0)}while(0)}c=c+4|0}while((c|0)!=(i|0))}d=f[(a+132|0)+56>>2]|0;c=f[((a+132|0)+60|0)>>2]|0;if((d+(c>>>5<<2)-d<<3)+(c&31)|0|0){e=((d+(c>>>5<<2)-d<<3)+(c&31)|0)>>>5;dQb(d|0,0,e<<2|0)|0;c=((d+(c>>>5<<2)-d<<3)+(c&31)|0)&31;if(c|0)f[(d+(e<<2)|0)>>2]=f[(d+(e<<2)|0)>>2]&~(-1>>>(32-c|0))}c=f[(a+132|0)+72>>2]|0;d=f[((a+132|0)+76|0)>>2]|0;if((d|0)!=(c|0))f[((a+132|0)+76|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=(a+132|0)+104|0;f[e>>2]=0;g=(a+32|0)+4|0;h=(a+320|0)+12|0;d=(a+320|0)+4|0;i=(a+352|0)+28|0;j=(a+352|0)+32|0;o=(a+352|0)+36|0;f[a+640>>2]=d;f[a+872>>2]=l;f[a+880>>2]=m;f[a+888>>2]=n;f[a+976>>2]=k;f[a+1296>>2]=e;f[a+1304>>2]=g;f[a+1312>>2]=h;f[a+1320>>2]=i;f[a+1328>>2]=j;f[a+1336>>2]=o;f[a+2664>>2]=p}function jFa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0;s=f[a+96>>2]|0;g=f[a+208>>2]|0;q=+n[a+296>>2];r=+n[a+328>>2];t=f[a+432>>2]|0;u=f[a+440>>2]|0;m=f[a+448>>2]|0;o=f[a+496>>2]|0;l=f[a+528>>2]|0;h=+n[a+600>>2];i=+n[a+608>>2];b=+n[a+616>>2];c=+n[a+624>>2];d=+n[a+632>>2];e=+n[a+640>>2];v=f[a+1112>>2]|0;a:{if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+24|0)>>3];p[(s+8|0)>>3]=+p[((m+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,m+48|0,o,o+24|0,o+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(m+48|0)>>3]-k;d=+p[((m+48|0)+8|0)>>3]-h;e=+p[((m+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+48|0)>>3];p[(s+8|0)>>3]=+p[((m+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o,m,m+24|0,m+48|0);i=+p[(a+24|0)>>3];p[(a+24|0)>>3]=k;k=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=h;c=+p[((a+24|0)+16|0)>>3];d=+p[o>>3]-i;j=l+(g*24|0)+8|0;e=+p[j>>3]-k;g=l+(g*24|0)+16|0;b=+p[g>>3]-c;if(d*d+(e*e+b*b)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=d*d+(e*e+b*b);p[s>>3]=+p[o>>3];p[(s+8|0)>>3]=+p[j>>3];p[(s+16|0)>>3]=+p[g>>3];p[(s+24|0)>>3]=i;p[(s+32|0)>>3]=k;p[(s+40|0)>>3]=c}if(d*d+(e*e+b*b)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+24|0,m,m+24|0,m+48|0);h=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=k;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+24|0)>>3]-h;d=+p[((o+24|0)+8|0)>>3]-i;e=+p[((o+24|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+24|0)>>3];p[(s+8|0)>>3]=+p[((o+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+48|0,m,m+24|0,m+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+48|0)>>3]-k;d=+p[((o+48|0)+8|0)>>3]-h;e=+p[((o+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+48|0)>>3];p[(s+8|0)>>3]=+p[((o+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}else{q=k;r=h}}n[a+296>>2]=q;n[a+328>>2]=r;f[a+1112>>2]=v}
+function kFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{dFa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{eFa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function lFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+64|0;e=g;f[e>>2]=b;LEa(e+4|0,f[64656]|0);MEa(e+28|0,f[64656]|0);NEa(e+44|0,f[64656]|0);switch(c|0){case 0:{d=mFa(a,e,d)|0;TEa(e);u=g;return d|0}case 1:{d=nFa(a,e,d)|0;TEa(e);u=g;return d|0}default:{d=0;TEa(e);u=g;return d|0}}return 0}function mFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;o=p+8|0;if(!d){o=1;u=p;return o|0}m=a+20|0;if(b[m>>0]&2){o=1;u=p;return o|0}k=c+44|0;e=f[k>>2]|0;l=c+48|0;d=f[l>>2]|0;if((d|0)==(e|0))d=e;else{d=d+(~((d+-8-e|0)>>>3)<<3)|0;f[l>>2]=d}j=f[a>>2]|0;g=j;if((f[a+4>>2]|0)-j>>2>>>0>1){j=f[g+4>>2]|0;i=g+8|0;f[n>>2]=f[a+12>>2];if(j){a=c+52|0;g=0;while(1){e=f[i+(g<<2)>>2]|0;f[o>>2]=e;if(d>>>0<(f[a>>2]|0)>>>0){f[d>>2]=f[n>>2];f[d+4>>2]=e;f[l>>2]=d+8}else QEa(k,n,o);d=g+1|0;if((d|0)==(j|0))break;g=d;d=f[l>>2]|0}e=f[k>>2]|0;d=f[l>>2]|0}}a:do if((e|0)!=(d|0)){i=o+4|0;while(1){k=e;l=f[k+4>>2]|0;g=n;f[g>>2]=f[k>>2];f[g+4>>2]=l;BRa(o,f[c>>2]|0,n);g=f[o>>2]|0;if(!g)g=1;else{g=f[g+4>>2]|0;if(!g)g=1;else g=((h[(f[g+44>>2]|0)+148>>0]|0)>>>1&1^1)&255}a=f[i>>2]|0;if(a|0)iOb(a);e=e+8|0;if(g|0){d=0;break}if((e|0)==(d|0))break a}u=p;return d|0}while(0);b[m>>0]=b[m>>0]|2;o=1;u=p;return o|0}function nFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0;j=c+16|0;if(f[j>>2]|0){g=c+12|0;e=f[g>>2]|0;if(e|0)do{i=e;e=f[e>>2]|0;sOb(i)}while((e|0)!=0);f[g>>2]=0;g=f[c+8>>2]|0;if(g|0){i=c+4|0;e=0;do{f[(f[i>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[j>>2]=0}e=f[c+28>>2]|0;g=c+32|0;i=f[g>>2]|0;if((i|0)!=(e|0))f[g>>2]=i+(~((i+-8-e|0)>>>3)<<3);e=a+20|0;g=h[e>>0]|0;if(!(g&1))k=12;else if((g&4|0)==0&d)k=12;a:do if((k|0)==12){switch(oFa(a,c,d)|0){case 1:break a;case 2:break;default:{k=0;return k|0}}b[e>>0]=b[e>>0]|(d?5:1);k=1;return k|0}while(0);k=1;return k|0}function oFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;v=y;w=y+8|0;if(!(mFa(a,c,d)|0)){x=0;u=y;return x|0}x=c+4|0;o=a+12|0;k=f[o>>2]|0;j=f[a+16>>2]|0;s=j+-1640531527+(k<<6)+(k>>>2)^k;p=c+8|0;q=f[p>>2]|0;r=(q|0)==0;a:do if(r){e=0;t=21}else{i=q+-1|0;h=(i&q|0)==0;if(h)e=s&i;else if(s>>>0<q>>>0)e=s;else e=(s>>>0)%(q>>>0)|0;g=f[(f[x>>2]|0)+(e<<2)>>2]|0;if(!g)t=21;else{g=f[g>>2]|0;if(!g)t=21;else{if(h)while(1){h=f[g+4>>2]|0;if(!((h|0)==(s|0)|(h&i|0)==(e|0))){t=21;break a}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break a}}while(1){h=f[g+4>>2]|0;if((h|0)!=(s|0)){if(h>>>0>=q>>>0)h=(h>>>0)%(q>>>0)|0;if((h|0)!=(e|0)){t=21;break a}}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break}}}}}while(0);if((t|0)==21){j=pOb(16)|0;k=o;o=f[k+4>>2]|0;i=j+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=o;f[j+4>>2]=s;f[j>>2]=0;i=c+16|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[c+20>>2];do if(r|m*+(q>>>0)<l){e=q<<1|(q>>>0<3|(q+-1&q|0)!=0)&1;g=~~+W(+(l/m))>>>0;_Ea(x,e>>>0<g>>>0?g:e);e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&s;break}if(s>>>0<e>>>0){h=e;e=s}else{h=e;e=(s>>>0)%(e>>>0)|0}}else h=q;while(0);g=(f[x>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=c+12|0;f[j>>2]=f[e>>2];f[e>>2]=j;f[g>>2]=e;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[x>>2]|0)+(e<<2)|0;t=34}}else{f[j>>2]=f[e>>2];t=34}if((t|0)==34)f[e>>2]=j;f[i>>2]=(f[i>>2]|0)+1}q=c+28|0;p=c+32|0;e=f[p>>2]|0;g=f[q>>2]|0;h=e-g>>3;j=f[a>>2]|0;k=(f[a+4>>2]|0)-j>>2;i=e;o=g;if(k>>>0>1){t=f[j+4>>2]|0;j=j+8+(t<<2)|0;if((k+-2-t|0)>>>0>1){o=f[j>>2]|0;k=j+4|0;f[v>>2]=f[a+12>>2];if(o){j=c+36|0;e=0;while(1){g=f[k+(e<<2)>>2]|0;f[w>>2]=g;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=f[v>>2];f[i+4>>2]=g;f[p>>2]=i+8}else PEa(q,v,w);e=e+1|0;if((e|0)==(o|0))break;i=f[p>>2]|0}e=f[p>>2]|0;g=f[q>>2]|0}i=g}else{i=g;g=o}}else{i=g;g=o}i=e-i>>3;if(h>>>0>=i>>>0){x=2;u=y;return x|0}j=w+4|0;b:do if(d){while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if((b[e+20>>0]&5)==5)e=1;else e=oFa(e,c,1)|0;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}else{while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if(!(b[e+20>>0]&1))e=oFa(e,c,0)|0;else e=1;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}while(0);x=0;u=y;return x|0}function pFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;k=l;switch(c|0){case 0:{bFa(a,b,d);u=l;return}case 1:{b=f[d>>2]|0;i=d+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){b=c+(~((c+-8-b|0)>>>3)<<3)|0;f[i>>2]=b}h=f[a>>2]|0;c=h;if((f[a+4>>2]|0)-h>>2>>>0<=1){u=l;return}h=f[c+4>>2]|0;g=c+8|0;f[j>>2]=f[a+12>>2];a:do if(h|0){e=d+8|0;a=0;while(1){c=f[g+(a<<2)>>2]|0;f[k>>2]=c;if(b>>>0<(f[e>>2]|0)>>>0){f[b>>2]=f[j>>2];f[b+4>>2]=c;f[i>>2]=b+8}else QEa(d,j,k);b=a+1|0;if((b|0)==(h|0))break a;a=b;b=f[i>>2]|0}}while(0);u=l;return}default:{u=l;return}}}function qFa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=pOb(88)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=36308;e=d+12|0;f[d+16>>2]=0;f[d+20>>2]=-1;g=d+24|0;f[g>>2]=0;f[e>>2]=36336;h=d+28|0;kvb(h);hvb(d+48|0);i=d+60|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[d+76>>2]=1.0;f[d+80>>2]=c;b[d+84>>0]=0;f[g>>2]=h;f[a>>2]=e;f[a+4>>2]=d;gOb(d);iOb(d);return}function rFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;tOb(b);return}function sFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+16|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){sOb(a);return}tOb(b);sOb(a);return}function tFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);return}tOb(b);aOb(a);return}function uFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);sOb(a);return}tOb(b);aOb(a);sOb(a);return}function vFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function wFa(a){a=a|0;sOb(a);return}function xFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=36352;h=g+12|0;f[g+16>>2]=0;f[g+20>>2]=-1;e=g+24|0;f[e>>2]=0;f[h>>2]=36380;f[g+28>>2]=c;d=f[b+4>>2]|0;f[g+32>>2]=d;if(d){gOb(d);c=f[b>>2]|0}f[e>>2]=f[c+12>>2];f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function yFa(a){a=a|0;f[a>>2]=36380;a=f[a+20>>2]|0;if(!a)return;iOb(a);return}function zFa(a){a=a|0;var b=0;f[a>>2]=36380;b=f[a+20>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function AFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function BFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function CFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function DFa(a){a=a|0;sOb(a);return}function EFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+4|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function FFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;c=f[a+40>>2]|0;if(!c)return;u=a+36|0;v=a+32|0;w=a+40|0;x=a+44|0;r=(b&1|0)==0;s=a+20|0;t=a+52|0;b=c;do{m=b;e=b;d=e+28|0;q=e+32|0;c=f[q>>2]|0;if(!c){c=0;p=7}else{c=kOb(c)|0;if(!c){c=0;p=7}else{p=f[d>>2]|0;g=p;if(!p)p=7;else{e=e+8|0;b=f[b>>2]|0;if(!r)if(f[a>>2]|0)cxb(g,a,e);if(!(f[s>>2]|0))p=47;else{d=f[t>>2]|0;if(!d)d=0;else{ASa(d,1);d=f[t>>2]|0}dxb(g,s,e,d,1642,1642);p=47}}}}if((p|0)==7){p=0;n=b;o=f[n>>2]|0;h=f[u>>2]|0;d=f[m+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&d;else if(d>>>0<h>>>0)k=d;else k=(d>>>0)%(h>>>0)|0;e=(f[v>>2]|0)+(k<<2)|0;l=f[e>>2]|0;while(1){d=f[l>>2]|0;if((d|0)==(m|0))break;else l=d}if((l|0)==(w|0))p=20;else{d=f[l+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0))g=m;else p=20}do if((p|0)==20){p=0;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0)){g=m;break}}f[e>>2]=0;g=m}while(0);e=f[g>>2]|0;d=e;if(e){e=f[e+4>>2]|0;if(j)e=e&i;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0)){f[(f[v>>2]|0)+(e<<2)>>2]=l;d=f[n>>2]|0}}f[l>>2]=d;f[g>>2]=0;f[x>>2]=(f[x>>2]|0)+-1;if(b|0){d=f[q>>2]|0;if(d|0)jOb(d);sOb(b)}if(!c)b=o;else{b=o;p=47}}if((p|0)==47)iOb(c)}while((b|0)!=0);return}function GFa(a){a=a|0;if(!a)return;ASa(a,-1);return}function HFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+16|0;y=B;f[a>>2]=0;k=a+4|0;f[k>>2]=0;A=c+32|0;v=IFa(A,d)|0;if(!v){j=k;e=0}else{j=v+28|0;t=v+32|0;e=f[t>>2]|0;if(!e){e=0;z=5}else{g=kOb(e)|0;e=g;if(!g)z=5;else{x=f[j>>2]|0;f[a>>2]=x;f[k>>2]=e;if(!x){e=g;j=k;r=a}else{u=B;return}}}if((z|0)==5){f[a>>2]=0;f[k>>2]=e;j=k;r=a}l=f[c+36>>2]|0;a=f[v+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)p=m&a;else if(a>>>0<l>>>0)p=a;else p=(a>>>0)%(l>>>0)|0;g=(f[A>>2]|0)+(p<<2)|0;q=f[g>>2]|0;while(1){a=f[q>>2]|0;if((a|0)==(v|0))break;else q=a}if((q|0)==(c+40|0))z=20;else{a=f[q+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0))k=v;else z=20}do if((z|0)==20){a=f[v>>2]|0;if(a|0){a=f[a+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0)){k=v;break}}f[g>>2]=0;k=v}while(0);g=f[k>>2]|0;a=g;if(g){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(p|0)){f[(f[A>>2]|0)+(g<<2)>>2]=q;a=f[v>>2]|0}}f[q>>2]=a;f[k>>2]=0;a=c+44|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[t>>2]|0;if(a|0)jOb(a);sOb(v);a=r}Twb(y);w=f[y>>2]|0;g=y+4|0;x=f[g>>2]|0;f[y>>2]=0;f[g>>2]=0;f[a>>2]=w;f[j>>2]=x;j=w;v=x;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}if(!(f[c>>2]|0))_wb(j,b[c+28>>0]|0);else cxb(j,c,d);g=c+20|0;if(f[g>>2]|0){a=c+52|0;e=f[a>>2]|0;if(e){ASa(e,1);e=f[a>>2]|0}dxb(j,g,d,e,1642,1642)}m=f[d>>2]|0;o=f[d+4>>2]|0;e=o+-1640531527+(m<<6)+(m>>>2)^m;p=f[d+8>>2]|0;e=p+-1640531527+(e<<6)+(e>>>2)^e;l=f[d+12>>2]|0;e=l+-1640531527+(e<<6)+(e>>>2)^e;h=+n[d+16>>2];t=(e<<6)+(h==0.0?-1640531527:(n[s>>2]=h,f[s>>2]|0)+-1640531527|0)+(e>>>2)^e;q=c+36|0;g=f[q>>2]|0;r=(g|0)==0;a:do if(r)e=0;else{k=g+-1|0;j=(k&g|0)==0;if(j)e=t&k;else if(t>>>0<g>>>0)e=t;else e=(t>>>0)%(g>>>0)|0;a=f[(f[A>>2]|0)+(e<<2)>>2]|0;if(a){a=f[a>>2]|0;if(a){if(j){while(1){y=f[a+4>>2]|0;if(!((y|0)==(t|0)|(y&k|0)==(e|0)))break a;if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}while(1){j=f[a+4>>2]|0;if((j|0)!=(t|0)){if(j>>>0>=g>>>0)j=(j>>>0)%(g>>>0)|0;if((j|0)!=(e|0))break a}if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}}}while(0);k=pOb(36)|0;y=k+8|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];f[y+12>>2]=f[d+12>>2];f[y+16>>2]=f[d+16>>2];f[k+28>>2]=w;f[k+32>>2]=v;if(x|0)hOb(v);f[k+4>>2]=t;f[k>>2]=0;j=c+44|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[c+48>>2];do if(r|i*+(g>>>0)<h){e=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;a=~~+W(+(h/i))>>>0;JFa(A,e>>>0<a>>>0?a:e);e=f[q>>2]|0;a=e+-1|0;if(!(a&e)){g=e;e=a&t;break}if(t>>>0<e>>>0){g=e;e=t}else{g=e;e=(t>>>0)%(e>>>0)|0}}while(0);a=(f[A>>2]|0)+(e<<2)|0;e=f[a>>2]|0;if(!e){e=c+40|0;f[k>>2]=f[e>>2];f[e>>2]=k;f[a>>2]=e;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;a=g+-1|0;if(!(a&g))e=e&a;else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;e=(f[A>>2]|0)+(e<<2)|0;z=88}}else{f[k>>2]=f[e>>2];z=88}if((z|0)==88)f[e>>2]=k;f[j>>2]=(f[j>>2]|0)+1;u=B;return}function IFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0;l=f[b>>2]|0;o=f[b+4>>2]|0;c=o+-1640531527+(l<<6)+(l>>>2)^l;k=f[b+8>>2]|0;c=k+-1640531527+(c<<6)+(c>>>2)^c;m=f[b+12>>2]|0;c=m+-1640531527+(c<<6)+(c>>>2)^c;i=+n[b+16>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){o=0;return o|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){o=0;return o|0}b=f[b>>2]|0;if(!b){o=0;return o|0}if(c){while(1){a=f[b+4>>2]|0;c=(a|0)==(e|0);if(!(c|(a&d|0)==(h|0))){b=0;c=27;break}if(c)if((f[b+8>>2]|0)==(l|0))if((f[b+12>>2]|0)==(o|0))if((f[b+16>>2]|0)==(k|0))if((f[b+20>>2]|0)==(m|0))if(+n[b+24>>2]==i){c=27;break}b=f[b>>2]|0;if(!b){b=0;c=27;break}}if((c|0)==27)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(l|0))if((f[j+12>>2]|0)==(o|0))if((f[j+16>>2]|0)==(k|0))if((f[j+20>>2]|0)==(m|0))if(+n[j+24>>2]==i){b=j;c=27;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;c=27;break}}j=f[j>>2]|0;if(!j){b=0;c=27;break}}if((c|0)==27)return b|0;return 0}function JFa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){KFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;KFa(a,b);return}function KFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();r=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=r;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;q=b+-1|0;r=(q&b|0)==0;if(r)c=c&q;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){p=d;b:while(1){c:do if(r){d=e;while(1){o=f[d+4>>2]&q;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if(!(+n[m>>2]==+n[h+24>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)o=e;else o=(e>>>0)%(b>>>0)|0;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if(!(+n[l>>2]==+n[h+24>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;p=d}}f[e>>2]=p;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function LFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;a=f[a+12>>2]|0;if(!(f[b>>2]|0)){u=e;return}hvb(d);ivb(a+20|0,d)|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)tOb(c);lvb(a,b)|0;FFa(a,1);u=e;return}function MFa(a,b){a=a|0;b=b|0;a=f[a+12>>2]|0;if(!(f[b>>2]|0))return;ivb(a+20|0,b)|0;FFa(a,2);return}function NFa(a){a=a|0;return (b[(f[a+12>>2]|0)+56>>0]|0)!=0|0}function OFa(a,c){a=a|0;c=c|0;b[(f[a+12>>2]|0)+56>>0]=c&1;return}function PFa(a,b,c){a=a|0;b=b|0;c=c|0;HFa(a,f[b+12>>2]|0,c);return}function QFa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;b=f[b+12>>2]|0;Lwb(d);Nwb(d,9729,9987);Owb(d,8.0);HFa(a,b,d);u=c;return}function RFa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;f[a>>2]=c;f[a+4>>2]=f[d>>2];f[a+8>>2]=f[e>>2];f[a+12>>2]=f[g>>2];c=f[g+4>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);g=a+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;n[a+44>>2]=1.0;g=a+48|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+64>>2]=1.0;g=a+68|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+84>>2]=1.0;g=a+88|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+104>>2]=1.0;g=a+108|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+124>>2]=1.0;b[a+128>>0]=h;return}function SFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;wpb(c,b,a);b=a+20|0;e=f[c>>2]|0;f[c>>2]=0;a=f[b>>2]|0;f[b>>2]=e;if(!a){f[c>>2]=0;u=d;return}TFa(a);sOb(a);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}TFa(a);sOb(a);u=d;return}function TFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){b=f[c+8>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);sOb(c)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-20|0;f[e>>2]=g;UFa(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-72|0;f[d>>2]=g;TFa(g);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function UFa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+4>>2]|0;if(b|0){c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=f[a>>2]|0;f[a>>2]=0;if(!e)return;b=f[e+56>>2]|0;if(b|0){c=e+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[e+16>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;if(b|0){a=e+4|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[a>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}sOb(e);return}function VFa(a){a=a|0;return (f[a+4>>2]|0)==0|0}function WFa(a){a=a|0;return f[a+20>>2]|0}function XFa(a){a=a|0;return f[a+20>>2]|0}function YFa(a,b,c){a=a|0;b=b|0;c=c|0;b=ZFa(a+28|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function ZFa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(28)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;_Fa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function _Fa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){$Fa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;$Fa(a,b);return}function $Fa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function aGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function bGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function cGa(a,b){a=a|0;b=b|0;Wib(a,f[b+20>>2]|0);return}function dGa(a){a=a|0;return f[a+24>>2]|0}function eGa(a,b){a=a|0;b=b|0;f[a+24>>2]=b;return}function fGa(){return}function gGa(){Iha();beb();return}function hGa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;f[a>>2]=0;i=c+152|0;if(+n[i>>2]==1.0)if(+n[c+156>>2]==1.0)if(+n[c+160>>2]==1.0)if(+n[c+164>>2]!=1.0)k=5;else e=0;else k=5;else k=5;else k=5;a:do if((k|0)==5){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e;while(1){b:while(1)switch(Rg[f[(f[g>>2]|0)+104>>2]&255](g,i)|0){case 1:case 0:break a;case 2:break b;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+184>>2];c:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){d:while(1)switch(Qg[f[(f[g>>2]|0)+108>>2]&15](g,j)|0){case 1:case 0:break c;case 2:break d;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+180>>2];e:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){f:while(1)switch(Qg[f[(f[g>>2]|0)+112>>2]&15](g,j)|0){case 1:case 0:break e;case 2:break f;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+188>>2];g:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){h:while(1)switch(Qg[f[(f[g>>2]|0)+116>>2]&15](g,j)|0){case 1:case 0:break g;case 2:break h;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+120|0;i:do if(!(f[i>>2]|0))g=e;else{if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){j:while(1)switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,i)|0){case 1:case 0:break i;case 2:break j;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=c+88|0;k:do if(!(f[i>>2]|0))e=g;else{if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[a>>2]=g;e=g}else e=g;while(1){l:while(1)switch(Rg[f[(f[g>>2]|0)+136>>2]&255](g,i)|0){case 1:case 0:break k;case 2:break l;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+96|0;if(+n[i>>2]!=1.0)k=74;else if(+n[c+100>>2]!=0.0)k=74;else if(+n[c+104>>2]!=0.0)k=74;else if(+n[c+108>>2]!=1.0)k=74;else if(+n[c+112>>2]!=0.0)k=74;else if(+n[c+116>>2]!=0.0)k=74;m:do if((k|0)==74){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){n:while(1)switch(Rg[f[(f[e>>2]|0)+140>>2]&255](e,i)|0){case 1:case 0:{e=g;break m}case 2:break n;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=b[c+213>>0]|0;if(!(i<<24>>24)){u=m;return}if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;o:while(1){p:while(1)switch(Rg[f[(f[e>>2]|0)+144>>2]&255](e,i)|0){case 1:case 0:break o;case 2:break p;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}u=m;return}function iGa(a){a=a|0;return}function jGa(a){a=a|0;sOb(a);return}function kGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(24)|0;d[c+4>>1]=d[b+4>>1]|0;f[c>>2]=36396;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[a>>2]=c;return}function lGa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&1)){b=0;return b|0}d[a>>1]=b&-2;b=1;return b|0}function mGa(a){a=a|0;return (d[a+4>>1]&1?a+8|0:0)|0}function nGa(a){a=a|0;return 0}function oGa(a){a=a|0;return 0}function pGa(a){a=a|0;return 0}function qGa(a){a=a|0;return 0}function rGa(a){a=a|0;return 0}function sGa(a){a=a|0;return 0}function tGa(a){a=a|0;return 0}function uGa(a){a=a|0;return 0}function vGa(a){a=a|0;return 0}function wGa(a){a=a|0;return 0}function xGa(a){a=a|0;return 0}function yGa(a){a=a|0;return 0}function zGa(a){a=a|0;return 0}function AGa(a){a=a|0;return 0}function BGa(a){a=a|0;return 0}function CGa(a){a=a|0;return 0}function DGa(a){a=a|0;return 0}function EGa(a){a=a|0;return 0}function FGa(a){a=a|0;return 0}function GGa(a){a=a|0;return 0}function HGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[c>>2]=36552;f[a>>2]=c;return}function IGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&1)if(+n[a+8>>2]==+n[b>>2])if(+n[a+12>>2]==+n[b+4>>2])if(+n[a+16>>2]==+n[b+8>>2])if(+n[a+20>>2]==+n[b+12>>2]){e=0;return e|0}d[c>>1]=e|1;e=a+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];e=1;return e|0}function JGa(a,b){a=a|0;b=+b;return 2}function KGa(a,b){a=a|0;b=+b;return 2}function LGa(a,b){a=a|0;b=+b;return 2}function MGa(a,b){a=a|0;b=b|0;return 2}function NGa(a,b){a=a|0;b=b|0;return 2}function OGa(a,b){a=a|0;b=+b;return 2}function PGa(a,b){a=a|0;b=b|0;return 2}function QGa(a,b){a=a|0;b=b|0;return 2}function RGa(a,b){a=a|0;b=b|0;return 2}function SGa(a,b){a=a|0;b=b|0;return 2}function TGa(a){a=a|0;sOb(a);return}function UGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[c>>2]=36552;g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[a>>2]=c;return}function VGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&2)){c=0;return c|0}d[b>>1]=c&-3;n[a+24>>2]=0.0;c=1;return c|0}function WGa(a){a=a|0;return (d[a+4>>1]&2?a+24|0:0)|0}function XGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&4)){c=0;return c|0}d[b>>1]=c&-5;n[a+28>>2]=0.0;c=1;return c|0}function YGa(a){a=a|0;return (d[a+4>>1]&4?a+28|0:0)|0}function ZGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[c>>2]=36708;f[c+36>>2]=0;f[c+40>>2]=0;f[a>>2]=c;return}function _Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+24|0;if(e&2)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|2;n[a>>2]=b;e=1;return e|0}function $Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+28|0;if(e&4)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|4;n[a>>2]=b;e=1;return e|0}function aHa(a){a=a|0;f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function bHa(a){a=a|0;var b=0;f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function cHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c>>2]=36708;f[c+32>>2]=f[b+32>>2];f[c+36>>2]=f[b+36>>2];b=f[b+40>>2]|0;f[c+40>>2]=b;if(!b){h=c;f[a>>2]=h;return}gOb(b);h=c;f[a>>2]=h;return}function dHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&8)){c=0;return c|0}d[b>>1]=c&-9;n[a+32>>2]=0.0;c=1;return c|0}function eHa(a){a=a|0;return (d[a+4>>1]&8?a+32|0:0)|0}function fHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&16)){c=0;return c|0}d[b>>1]=c&-17;f[a+36>>2]=0;c=a+40|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function gHa(a){a=a|0;return (d[a+4>>1]&16?a+36|0:0)|0}function hHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(64)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c+32>>2]=f[b+32>>2];e=b+36|0;f[c+36>>2]=f[e>>2];b=b+40|0;f[c+40>>2]=f[b>>2];f[e>>2]=0;f[b>>2]=0;f[c>>2]=36864;f[c+44>>2]=0;f[c+48>>2]=0;f[c+52>>2]=0;f[a>>2]=c;return}function iHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+32|0;if(e&8)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|8;n[a>>2]=b;e=1;return e|0}function jHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&16)if((f[a+36>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|16;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+36>>2]=c;a=a+40|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function kHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function lHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function mHa(a,b){a=a|0;b=b|0;var c=0;c=pOb(64)|0;KHa(c,b);f[a>>2]=c;return}function nHa(a){a=a|0;var b=0,c=0,e=0;b=a+4|0;c=d[b>>1]|0;if(!(c&32)){a=0;return a|0}d[b>>1]=c&-33;e=a+44|0;b=f[e>>2]|0;c=a+48|0;if(!b)b=a+52|0;else{if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);b=a+52|0;f[b>>2]=0;f[c>>2]=0;f[e>>2]=0}f[e>>2]=0;f[c>>2]=0;f[b>>2]=0;a=1;return a|0}function oHa(a){a=a|0;return (d[a+4>>1]&32?a+44|0:0)|0}function pHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&64)){c=0;return c|0}d[b>>1]=c&-65;n[a+56>>2]=0.0;c=1;return c|0}function qHa(a){a=a|0;return (d[a+4>>1]&64?a+56|0:0)|0}function rHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&128)){e=0;return e|0}d[c>>1]=e&-129;b[a+60>>0]=0;e=1;return e|0}function sHa(a){a=a|0;return (d[a+4>>1]&128?a+60|0:0)|0}function tHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;e=pOb(100)|0;d[e+4>>1]=d[c+4>>1]|0;i=e+8|0;g=c+8|0;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[i+12>>2]=f[g+12>>2];i=c+24|0;g=f[i+4>>2]|0;h=e+24|0;f[h>>2]=f[i>>2];f[h+4>>2]=g;f[e+32>>2]=f[c+32>>2];h=c+36|0;f[e+36>>2]=f[h>>2];g=c+40|0;f[e+40>>2]=f[g>>2];f[h>>2]=0;f[g>>2]=0;g=c+44|0;f[e+44>>2]=f[g>>2];h=c+48|0;f[e+48>>2]=f[h>>2];i=c+52|0;f[e+52>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[g>>2]=0;g=e+56|0;c=c+56|0;f[g>>2]=f[c>>2];b[g+4>>0]=b[c+4>>0]|0;f[e>>2]=37020;f[e+64>>2]=0;f[e+68>>2]=0;f[a>>2]=e;return}function uHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;l=d[k>>1]|0;m=a+44|0;a:do if(!(l&32)){h=a+48|0;g=f[m>>2]|0}else{h=a+48|0;n=f[h>>2]|0;j=f[m>>2]|0;e=f[c>>2]|0;g=j;i=n;if((n-j|0)==((f[c+4>>2]|0)-e|0)){if((g|0)==(i|0)){n=0;return n|0}j=g;while(1){if((b[j>>0]|0)!=(b[e>>0]|0))break a;j=j+1|0;if((j|0)==(i|0)){e=0;break}else e=e+1|0}return e|0}}while(0);d[k>>1]=l|32;e=a+44|0;if(!g)e=a+52|0;else{if((f[h>>2]|0)!=(g|0))f[h>>2]=g;sOb(g);n=a+52|0;f[n>>2]=0;f[h>>2]=0;f[e>>2]=0;e=n}f[m>>2]=f[c>>2];n=c+4|0;f[h>>2]=f[n>>2];m=c+8|0;f[e>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[c>>2]=0;n=1;return n|0}function vHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+56|0;if(e&64)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|64;n[a>>2]=b;e=1;return e|0}function wHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+60|0;if(f&128)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|128;b[a>>0]=c;f=1;return f|0}function xHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b)return;iOb(b);return}function yHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function zHa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(100)|0;KHa(d,c);f[d>>2]=37020;f[d+64>>2]=f[c+64>>2];e=f[c+68>>2]|0;f[d+68>>2]=e;if(e|0)gOb(e);f[d+72>>2]=f[c+72>>2];f[d+76>>2]=f[c+76>>2];f[d+80>>2]=f[c+80>>2];f[d+84>>2]=f[c+84>>2];f[d+88>>2]=f[c+88>>2];f[d+92>>2]=f[c+92>>2];b[d+96>>0]=b[c+96>>0]|0;f[a>>2]=d;return}function AHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&256)){c=0;return c|0}d[b>>1]=c&-257;f[a+64>>2]=0;c=a+68|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function BHa(a){a=a|0;return (d[a+4>>1]&256?a+64|0:0)|0}function CHa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&512)){b=0;return b|0}d[a>>1]=b&-513;b=1;return b|0}function DHa(a){a=a|0;return (d[a+4>>1]&512?a+72|0:0)|0}function EHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&1024)){e=0;return e|0}d[c>>1]=e&-1025;b[a+96>>0]=0;e=1;return e|0}function FHa(a){a=a|0;return (d[a+4>>1]&1024?a+96|0:0)|0}function GHa(a,b){a=a|0;b=b|0;oh[f[(f[b>>2]|0)+8>>2]&1023](a,b);return}function HHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&256)if((f[a+64>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|256;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+64>>2]=c;a=a+68|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function IHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&512)if(+n[a+72>>2]==+n[b>>2])if(+n[a+76>>2]==+n[b+4>>2])if(+n[a+80>>2]==+n[b+8>>2])if(+n[a+84>>2]==+n[b+12>>2])if(+n[a+88>>2]==+n[b+16>>2])if(+n[a+92>>2]==+n[b+20>>2]){e=0;return e|0}d[c>>1]=e|512;f[a+72>>2]=f[b>>2];f[a+76>>2]=f[b+4>>2];f[a+80>>2]=f[b+8>>2];f[a+84>>2]=f[b+12>>2];f[a+88>>2]=f[b+16>>2];f[a+92>>2]=f[b+20>>2];e=1;return e|0}function JHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+96|0;if(f&1024)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|1024;b[a>>0]=c;f=1;return f|0}function KHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;f[a>>2]=37176;d[a+4>>1]=d[c+4>>1]|0;f[a>>2]=36396;j=a+8|0;k=c+8|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[a>>2]=36552;j=c+24|0;k=f[j+4>>2]|0;e=a+24|0;f[e>>2]=f[j>>2];f[e+4>>2]=k;f[a>>2]=36708;f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];e=f[c+40>>2]|0;f[a+40>>2]=e;if(e|0)gOb(e);f[a>>2]=36864;e=a+44|0;g=c+44|0;f[e>>2]=0;j=a+48|0;f[j>>2]=0;f[a+52>>2]=0;i=c+48|0;h=(f[i>>2]|0)-(f[g>>2]|0)|0;if(!h){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}if((h|0)<0)AMb(e);k=pOb(h)|0;f[j>>2]=k;f[e>>2]=k;f[a+52>>2]=k+h;g=f[g>>2]|0;e=(f[i>>2]|0)-g|0;if((e|0)<=0){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}bQb(k|0,g|0,e|0)|0;f[j>>2]=k+e;a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}function LHa(a){a=a|0;yf()}function MHa(a){a=a|0;return 0}function NHa(a){a=a|0;return 0}function OHa(a,b){a=a|0;b=b|0;return 2}function PHa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=pOb(228)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37332;e=d+12|0;c=d+108|0;g=e;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+112>>2]=0.0;n[d+116>>2]=0.0;n[d+120>>2]=1.0;c=d+164|0;g=d+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+168>>2]=1.0;n[d+172>>2]=1.0;n[d+176>>2]=1.0;n[d+180>>2]=0.0;n[d+184>>2]=0.0;n[d+188>>2]=0.0;n[d+192>>2]=-1.0;n[d+196>>2]=-1.0;n[d+200>>2]=-1.0;n[d+204>>2]=1.0;n[d+208>>2]=1.0;n[d+212>>2]=1.0;f[d+216>>2]=0;f[d+220>>2]=-1;b[d+224>>0]=0;b[d+225>>0]=0;b[d+226>>0]=0;b[d+227>>0]=2;f[a>>2]=e;f[a+4>>2]=d;return}function QHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);return}function RHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);sOb(a);return}function SHa(a){a=a|0;UHa(a+12|0);return}function THa(a){a=a|0;sOb(a);return}function UHa(a){a=a|0;var b=0,c=0;b=f[a>>2]|0;if(b|0){c=a+4|0;if(f[c>>2]|0)o9a(b,c)}b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+140>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function VHa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0;j=pOb(228)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37332;k=j+12|0;d=j+108|0;g=k;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+112>>2]=0.0;n[j+116>>2]=0.0;n[j+120>>2]=1.0;d=j+164|0;g=j+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+168>>2]=1.0;n[j+172>>2]=1.0;n[j+176>>2]=1.0;n[j+180>>2]=0.0;n[j+184>>2]=0.0;n[j+188>>2]=0.0;n[j+192>>2]=-1.0;n[j+196>>2]=-1.0;n[j+200>>2]=-1.0;n[j+204>>2]=1.0;n[j+208>>2]=1.0;n[j+212>>2]=1.0;f[j+216>>2]=0;f[j+220>>2]=-1;b[j+224>>0]=0;b[j+225>>0]=0;b[j+226>>0]=0;b[j+227>>0]=2;f[a>>2]=k;f[a+4>>2]=j;a=j+16|0;g=f[c>>2]|0;d=f[c+4>>2]|0;h=d;if(!d){f[a>>2]=g;f[j+20>>2]=h}else{gOb(d);l=j+20|0;d=f[l>>2]|0;f[a>>2]=g;f[l>>2]=h;if(d|0)iOb(d)}d=f[c>>2]|0;if(!d)return;d=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;do if(d|0){a=j+164|0;if(+n[a>>2]==+n[d>>2])if(+n[j+168>>2]==+n[d+4>>2])if(+n[j+172>>2]==+n[d+8>>2])if(+n[j+176>>2]==+n[d+12>>2])break;f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];l=j+227|0;b[l>>0]=b[l>>0]|2;if(f[j+100>>2]|0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}while(0);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+24>>2]&1023](d)|0;if(d|0)f[j+196>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+32>>2]&1023](d)|0;if(d|0)f[j+192>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;if(d|0){i=+n[d>>2];a=j+200|0;e=+n[a>>2];if(!(e==i)){d=f[j+132>>2]|0;if(d|0)if(f[d+8>>2]|0)if(i>0.0^e>0.0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}n[a>>2]=i}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+48>>2]&1023](d)|0;if(d|0)WHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+64>>2]&1023](d)|0;if(d|0)f[j+212>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+72>>2]&1023](d)|0;if(d|0){d=b[d>>0]|0;a=j+226|0;if((b[a>>0]|0)!=d<<24>>24){b[a>>0]=d;f[j+56>>2]=0;l=j+60|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+64>>2]=0;l=j+68|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+80>>2]&1023](d)|0;if(d|0)XHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+88>>2]&1023](d)|0;if(d|0)YHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+96>>2]&1023](d)|0;if(!d)return;ZHa(k,b[d>>0]|0);return}function WHa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+120|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+124|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function XHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+88|0;e=f[h>>2]|0;d=f[c>>2]|0;if((e|0)==(d|0))return;if(!d)d=0;else d=(f[d+8>>2]|0)!=0;if(!e){if(d)g=7}else if(d^(f[e+8>>2]|0)!=0)g=7;if((g|0)==7){f[a+12>>2]=0;g=a+16|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;g=a+32|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d)}d=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[h>>2]=d;h=a+92|0;e=f[h>>2]|0;f[h>>2]=g;if(e){iOb(e);d=f[a+88>>2]|0}h=a+215|0;b[h>>0]=b[h>>0]|2;if(!d)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;a=a+32|0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;iOb(d);return}function YHa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0;h=a+96|0;d=+n[h>>2];e=+n[b>>2];if(d==e)if(+n[a+100>>2]==+n[b+4>>2])if(+n[a+104>>2]==+n[b+8>>2])if(+n[a+108>>2]==+n[b+12>>2])if(+n[a+112>>2]==+n[b+16>>2])if(+n[a+116>>2]==+n[b+20>>2])return;if(d!=1.0)c=1;else if(+n[a+100>>2]!=0.0)c=1;else if(+n[a+104>>2]!=0.0)c=1;else if(+n[a+108>>2]!=1.0)c=1;else if(+n[a+112>>2]!=0.0)c=1;else c=+n[a+116>>2]!=0.0;if(e!=1.0)g=18;else if(+n[b+4>>2]!=0.0)g=18;else if(+n[b+8>>2]!=0.0)g=18;else if(+n[b+12>>2]!=1.0)g=18;else if(+n[b+16>>2]!=0.0)g=18;else if(c^+n[b+20>>2]!=0.0)g=20;if((g|0)==18)if(!c)g=20;if((g|0)==20){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}f[h>>2]=f[b>>2];f[a+100>>2]=f[b+4>>2];f[a+104>>2]=f[b+8>>2];f[a+108>>2]=f[b+12>>2];f[a+112>>2]=f[b+16>>2];f[a+116>>2]=f[b+20>>2];return}function ZHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+213|0;if((b[e>>0]|0)==c<<24>>24)return;g=a+88|0;d=f[g>>2]|0;if(!d){b[e>>0]=c;a=a+215|0;b[a>>0]=b[a>>0]|2;return}if(f[d+8>>2]|0){f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d)}h=f[g>>2]|0;b[e>>0]=c;g=a+215|0;b[g>>0]=b[g>>0]|2;if(!h)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(!d)return;iOb(d);return}function _Ha(a,c){a=a|0;c=c|0;var d=0;d=a+152|0;if(+n[d>>2]==+n[c>>2])if(+n[a+156>>2]==+n[c+4>>2])if(+n[a+160>>2]==+n[c+8>>2])if(+n[a+164>>2]==+n[c+12>>2])return;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];d=a+215|0;b[d>>0]=b[d>>0]|2;if(!(f[a+88>>2]|0))return;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function $Ha(a,b){a=a|0;b=+b;n[a+184>>2]=b;return}function aIa(a,b){a=a|0;b=+b;n[a+180>>2]=b;return}function bIa(a,b){a=a|0;b=+b;var c=0,d=0.0,e=0,g=0;e=a+188|0;d=+n[e>>2];if(d==b)return;c=f[a+120>>2]|0;if(c|0)if(f[c+8>>2]|0)if(b>0.0^d>0.0){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}n[e>>2]=b;return}function cIa(a,b,c){a=a|0;b=b|0;c=c|0;VHa(a,c);f[f[a>>2]>>2]=b;return}function dIa(a){a=a|0;var b=0,c=0;f[a+44>>2]=0;c=a+48|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+52>>2]=0;c=a+56|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+60>>2]=0;c=a+64|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;c=a+24|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+28>>2]=0;c=a+32|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function eIa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(!(b[a+215>>0]&1)){g=f[a+88>>2]|0;if(g|0)if(f[g+8>>2]|0)if((f[g+24>>2]|0)==10497)if(!(Zwb(g)|0)){f[a+12>>2]=0;h=a+16|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+20>>2]=0;h=a+24|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+28>>2]=0;h=a+32|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+36>>2]=0;h=a+40|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g)}}g=a+76|0;if((f[g>>2]|0)==(c|0)){e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}f[g>>2]=c;dIa(a);e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}function fIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+44+((c&255)<<3)|0}function gIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+60+((c&255)<<3)|0}function hIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+180>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&4){e=+n[a+780>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&4)){e=0.0;return +e}e=+n[a+780>>2];return +e}function iIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+184>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&8){e=+n[a+784>>2];return +e}a=f[d>>2]|0;if(!a){e=1.0;return +e}if(!(b[a+788>>0]&8)){e=1.0;return +e}e=+n[a+784>>2];return +e}function jIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+188>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&2){e=+n[a+776>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&2)){e=0.0;return +e}e=+n[a+776>>2];return +e}function kIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+120|0;if(f[d>>2]|0)return d|0;a=f[b>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}a=f[c>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}return d|0}function lIa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;o=c+76|0;if((f[o>>2]|0)!=(d|0)){f[o>>2]=d;dIa(c)}if((e&255)<3)b[m>>0]=256>>>((e&255)<<3&16777215);b[m+1>>0]=b[c+212>>0]|0;r=m+4|0;s=g&255;o=s<<3&8;d=o|1;o=o|2049;g=l?o:d;w=g|16;g=k?w:g;f[r>>2]=k?w:l?o:d;k=c+88|0;d=f[k>>2]|0;if(d|0)if(f[d+8>>2]|0){o=g|32;f[r>>2]=o;l=c+213|0;if((b[l>>0]|0)==1){o=g|96;f[r>>2]=o}if(+n[c+96>>2]!=1.0)q=15;else if(+n[c+100>>2]!=0.0)q=15;else if(+n[c+104>>2]!=0.0)q=15;else if(+n[c+108>>2]!=1.0)q=15;else if(+n[c+112>>2]!=0.0)q=15;else if(+n[c+116>>2]!=0.0)q=15;if((q|0)==15)f[r>>2]=o|256;if((f[d+24>>2]|0)==10497)if(Zwb(d)|0)q=19;else{f[r>>2]=f[r>>2]|128;w=c+215|0;o=b[w>>0]|1;b[w>>0]=o}else q=19;if((q|0)==19){w=c+215|0;o=b[w>>0]&-2;b[w>>0]=o}if(j<<24>>24==1){g=c+215|0;if(o&2){d=f[k>>2]|0;a:do if(!d){d=+n[c+164>>2]<1.0;q=29}else switch(b[l>>0]|0){case 0:{if(+n[c+164>>2]<1.0){d=1;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}case 1:{if(!(+n[c+164>>2]<1.0)){d=0;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}default:break a}while(0);if((q|0)==29){o=(d&1)<<2&255|o&-5;b[g>>0]=o}o=o&-3;b[g>>0]=o}if(o&4)f[r>>2]=f[r>>2]|1024}}p=+n[c+188>>2];do if(!(p>=0.0)){o=f[h>>2]|0;if(!o)q=36;else if(!(b[o+788>>0]&2))q=36;if((q|0)==36){o=f[i>>2]|0;if(!o)break;if(!(b[o+788>>0]&2))break}p=+n[o+776>>2];q=39}else q=39;while(0);b:do if((q|0)==39)if(p>0.0){o=f[c+120>>2]|0;do if(!o){o=f[h>>2]|0;if(o|0){o=f[o+760>>2]|0;if(o|0)break}o=f[i>>2]|0;if(!o)break b;o=f[o+760>>2]|0;if(!o)break b}while(0);if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|512}while(0);o=f[c+128>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|131072;o=f[c+136>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|262144;o=f[c+144>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|524288;qhb(t,jhb()|0,m,1);w=f[t>>2]|0;d=w;if(!w){f[a>>2]=0;d=t+4|0;o=a+4|0}else{o=e&255;k=t+4|0;g=f[k>>2]|0;if(g|0)gOb(g);f[c+12+(s<<4)+(o<<3)>>2]=d;w=c+12+(s<<4)+(o<<3)+4|0;o=f[w>>2]|0;f[w>>2]=g;if(o|0)iOb(o);f[a>>2]=f[t>>2];f[a+4>>2]=f[k>>2];f[t>>2]=0;d=k;o=k}f[o>>2]=0;o=f[d>>2]|0;if(!o){u=v;return}iOb(o);u=v;return}function mIa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;i=c+76|0;if((f[i>>2]|0)!=(d|0)){f[i>>2]=d;dIa(c)}b[h>>0]=0;b[h+1>>0]=0;i=h+4|0;j=e&255;e=j<<3&8;m=e|2048;d=g?m:e;f[i>>2]=g?m:e;if(f[c+80>>2]|0){f[i>>2]=d|32768;if((b[c+214>>0]&-2)<<24>>24==2)f[i>>2]=d|98304}m=h+16|0;d=f[m>>2]|0;f[m>>2]=0;qhb(k,jhb()|0,h,1);f[m>>2]=d>>>0<4?d:4;m=f[k>>2]|0;d=m;if(!m){f[a>>2]=0;i=k+4|0;d=a+4|0}else{e=k+4|0;i=f[e>>2]|0;if(i|0)gOb(i);f[c+44+(j<<3)>>2]=d;m=c+44+(j<<3)+4|0;d=f[m>>2]|0;f[m>>2]=i;if(d|0)iOb(d);f[a>>2]=f[k>>2];f[a+4>>2]=f[e>>2];f[k>>2]=0;i=e;d=e}f[d>>2]=0;d=f[i>>2]|0;if(!d){u=l;return}iOb(d);u=l;return}function nIa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o;k=c+76|0;if((f[k>>2]|0)!=(d|0)){f[k>>2]=d;dIa(c)}b[j>>0]=0;b[j+1>>0]=0;k=j+4|0;l=e&255;p=l<<3&8;e=p|2;p=p|2050;d=i?p:e;f[k>>2]=i?p:e;switch(g<<24>>24){case 2:case 5:{d=d|4096;f[k>>2]=d;break}default:{}}switch(h<<24>>24){case 1:{f[k>>2]=d|8192;n=8;break}case 2:{f[k>>2]=d|16384;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;break}default:n=8}if((n|0)==8){p=j+16|0;n=f[p>>2]|0;f[p>>2]=0;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;f[p>>2]=n>>>0<4?n:4}if(!e){f[a>>2]=0;f[a+4>>2]=0;if(!k){u=o;return}iOb(k);u=o;return}if(k|0)gOb(k);f[c+60+(l<<3)>>2]=e;p=c+60+(l<<3)+4|0;d=f[p>>2]|0;f[p>>2]=k;if(d|0)iOb(d);f[a>>2]=e;f[a+4>>2]=k;u=o;return}function oIa(a,c){a=a|0;c=c|0;var d=0;d=a+212|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function pIa(a,b){a=a|0;b=b|0;a=a+168|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function qIa(a,b){a=a|0;b=+b;n[a+192>>2]=b;return}function rIa(a,b){a=a|0;b=+b;n[a+196>>2]=b;return}function sIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+80|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+44>>2]=0;e=a+48|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+52>>2]=0;e=a+56|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+84|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function tIa(a){a=a|0;var c=0;c=f[a+88>>2]|0;a:do if(!c)c=+n[a+164>>2]<1.0;else switch(b[a+213>>0]|0){case 0:{if(+n[a+164>>2]<1.0){c=1;break a}c=(f[c+12>>2]|2|0)==6410;break a}case 1:{if(!(+n[a+164>>2]<1.0)){c=0;break a}c=(f[c+12>>2]|2|0)==6410;break a}default:{c=a+215|0;a=c;c=b[c>>0]|0;c=c&-3;b[a>>0]=c;return}}while(0);a=a+215|0;c=b[a>>0]&-5|(c&1)<<2&255;b[a>>0]=c;c=c&-3;b[a>>0]=c;return}function uIa(a,b){a=a|0;b=b|0;switch(b|0){case 0:{ZHa(a,0);return}case 1:{ZHa(a,1);return}default:return}}function vIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;d=c;Twb(a);Lwb(d);Nwb(d,9728,0);Mwb(d,10497,0);e=f[b>>2]|0;$wb(f[a>>2]|0,6409,(f[b+4>>2]|0)-e|0,1,6409,5121,e,d);u=c;return}function wIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+128|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+36>>2]=0;e=a+40|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+132|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function xIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+136|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+140|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function yIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+144|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+148|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function zIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;i=u;u=u+64|0;g=i;f[g>>2]=f[a>>2];w=a+4|0;f[g+4>>2]=f[w>>2];v=a+8|0;f[g+8>>2]=f[v>>2];t=a+12|0;f[g+12>>2]=f[t>>2];s=a+16|0;f[g+16>>2]=f[s>>2];r=a+20|0;f[g+20>>2]=f[r>>2];q=a+24|0;f[g+24>>2]=f[q>>2];p=a+28|0;f[g+28>>2]=f[p>>2];o=a+32|0;f[g+32>>2]=f[o>>2];n=a+36|0;f[g+36>>2]=f[n>>2];m=a+40|0;f[g+40>>2]=f[m>>2];l=a+44|0;f[g+44>>2]=f[l>>2];k=a+48|0;f[g+48>>2]=f[k>>2];j=a+52|0;f[g+52>>2]=f[j>>2];d=a+56|0;f[g+56>>2]=f[d>>2];e=a+60|0;f[g+60>>2]=f[e>>2];f[a>>2]=f[c>>2];f[w>>2]=f[c+4>>2];f[v>>2]=f[c+8>>2];f[t>>2]=f[c+12>>2];f[s>>2]=f[c+16>>2];f[r>>2]=f[c+20>>2];f[q>>2]=f[c+24>>2];f[p>>2]=f[c+28>>2];f[o>>2]=f[c+32>>2];f[n>>2]=f[c+36>>2];f[m>>2]=f[c+40>>2];f[l>>2]=f[c+44>>2];f[k>>2]=f[c+48>>2];f[j>>2]=f[c+52>>2];f[d>>2]=f[c+56>>2];f[e>>2]=f[c+60>>2];c=a+120|0;b[c>>0]=b[c>>0]|28;c=f[a+64>>2]|0;e=f[a+68>>2]|0;if((c|0)==(e|0)){u=i;return}do{d=f[c>>2]|0;w=d+200|0;w=ZPb(f[w>>2]|0,(h[w+4>>0]|0)&255|0,26)|0;if((f[d+72+((w&3)<<3)>>2]|0)==(a|0))nJa(d,g,a);c=c+4|0}while((c|0)!=(e|0));u=i;return}function AIa(a){a=a|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0;g=+n[a>>2];e=+n[a+4>>2];i=+n[a+8>>2];d=+n[a+16>>2];f=+n[a+20>>2];h=+n[a+24>>2];k=+n[a+32>>2];j=+n[a+36>>2];l=+n[a+40>>2];p=f*l-h*j;o=h*k-d*l;m=d*j-f*k;c=1.0/(g*p+(i*m+e*o));n[a+76>>2]=p*c;n[a+80>>2]=o*c;n[a+84>>2]=m*c;n[a+88>>2]=(i*j-e*l)*c;n[a+92>>2]=(g*l-i*k)*c;n[a+96>>2]=(e*k-g*j)*c;n[a+100>>2]=(e*h-i*f)*c;n[a+104>>2]=(i*d-g*h)*c;n[a+108>>2]=(g*f-e*d)*c;a=a+120|0;b[a>>0]=b[a>>0]&-5;return}function BIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0;i=+n[a+20>>2];g=+n[a+40>>2];e=+n[a+36>>2];h=+n[a+24>>2];f=+n[a+4>>2];d=+n[a+8>>2];c=a+120|0;b[c>>0]=b[c>>0]&-10|+n[a+32>>2]*(h*f-i*d)+(+n[a>>2]*(i*g-e*h)-+n[a+16>>2]*(g*f-e*d))<0.0;return}function CIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;g=+n[a>>2];f=+n[a+4>>2];h=+n[a+8>>2];h=g*g+(f*f+h*h);f=+n[a+16>>2];g=+n[a+20>>2];d=+n[a+24>>2];d=f*f+(g*g+d*d);g=+n[a+32>>2];f=+n[a+36>>2];e=+n[a+40>>2];e=g*g+(f*f+e*e);f=(h+0.0+d+e)*.3333333432674408;g=f*9.999999747378752e-05;if(+K(+(h-f))>g)c=2;else if(+K(+(d-f))>g)c=2;else if(+K(+(e-f))>g)c=2;else c=0;a=a+120|0;b[a>>0]=b[a>>0]&-19|c;return}function DIa(a){a=a|0;var b=0;b=pOb(136)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37360;f[b+76>>2]=0;f[b+80>>2]=0;f[b+84>>2]=0;f[b+124>>2]=0;f[b+128>>2]=-1;f[a>>2]=b+12;f[a+4>>2]=b;return}function EIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function FIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function GIa(a){a=a|0;var b=0,c=0;c=f[a+76>>2]|0;if(!c)return;a=a+80|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function HIa(a){a=a|0;sOb(a);return}function IIa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(136)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37360;e=d+12|0;f[e>>2]=f[c>>2];f[d+16>>2]=f[c+4>>2];f[d+20>>2]=f[c+8>>2];f[d+24>>2]=f[c+12>>2];f[d+28>>2]=f[c+16>>2];f[d+32>>2]=f[c+20>>2];f[d+36>>2]=f[c+24>>2];f[d+40>>2]=f[c+28>>2];f[d+44>>2]=f[c+32>>2];f[d+48>>2]=f[c+36>>2];f[d+52>>2]=f[c+40>>2];f[d+56>>2]=f[c+44>>2];f[d+60>>2]=f[c+48>>2];f[d+64>>2]=f[c+52>>2];f[d+68>>2]=f[c+56>>2];f[d+72>>2]=f[c+60>>2];f[d+76>>2]=0;f[d+80>>2]=0;f[d+84>>2]=0;f[d+124>>2]=0;f[d+128>>2]=-1;c=d+132|0;b[c>>0]=b[c>>0]|28;f[a>>2]=e;f[a+4>>2]=d;return}function JIa(a){a=a|0;var c=0,d=0,e=0;if(!(b[257320]|0))if(MPb(257320)|0){c=pOb(136)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37360;d=c+12|0;f[d>>2]=1065353216;e=c+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+32>>2]=1065353216;e=c+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+52>>2]=1065353216;e=c+56|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+72>>2]=1065353216;f[c+76>>2]=0;f[c+80>>2]=0;f[c+84>>2]=0;f[c+124>>2]=0;f[c+128>>2]=-1;b[c+132>>0]=-1;f[64666]=d;f[64667]=c}f[a>>2]=f[64666];c=f[64667]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}function KIa(a){a=a|0;var b=0,c=0;b=f[a+64>>2]|0;c=f[a+68>>2]|0;if((b|0)==(c|0)){c=0;return c|0}else a=b;while(1){b=f[a>>2]|0;if(f[b+196>>2]&524288|0){b=b+200|0;if((f[b>>2]&-268435456|0)==0&0==0){a=1;b=5;break}}a=a+4|0;if((a|0)==(c|0)){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function LIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;f[c>>2]=b;d=a+64|0;e=a+68|0;g=f[e>>2]|0;h=g-(f[d>>2]|0)>>2;if((f[a+72>>2]|0)>>>0>g>>>0){f[g>>2]=b;f[e>>2]=(f[e>>2]|0)+4;u=i;return h|0}else{MIa(d,c);u=i;return h|0}return 0}function MIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function NIa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=a;OIa(a+64|0,b,d);u=c;return}function OIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=a+4|0;d=f[h>>2]|0;g=f[a>>2]|0;e=d-g>>2;if(e>>>0<=b>>>0)return;if((b+1|0)>>>0<e>>>0){gJa(f[d+-4>>2]|0,b,e+-1|0,f[c>>2]|0);g=(f[h>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;d=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=d;e=f[a>>2]|0;d=f[h>>2]|0;b=e}else{b=g;e=g}d=d+-4|0;f[h>>2]=d;if((b|0)!=(d|0))return;c=a+8|0;b=d-e|0;d=b>>2;if((f[c>>2]|0)-e>>2>>>0<=d>>>0)return;do if(!d){i=0;j=0}else if(d>>>0>1073741823)vd();else{j=pOb(b)|0;i=j;break}while(0);d=i+(d<<2)|0;if((b|0)>0)bQb(j|0,e|0,b|0)|0;f[a>>2]=i;f[h>>2]=d;f[c>>2]=d;if(!e)return;sOb(e);return}function PIa(a){a=a|0;var b=0,c=0,d=0;d=a+196|0;b=a+72|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+132>>2]|0);f[b>>2]=0;c=a+76|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}b=a+80|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+136>>2]|0);f[b>>2]=0;c=a+84|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}c=a+88|0;b=f[c>>2]|0;if(b|0){NIa(b,f[a+140>>2]|0);b=f[c>>2]|0;if((f[b+64>>2]|0)==(f[b+68>>2]|0))if((f[b+112>>2]|0)==-1){if(!(f[d>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;wSa(f[b>>2]|0,c)}f[c>>2]=0;d=a+92|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}c=a+4|0;b=f[c>>2]|0;if(b|0){QIa((f[b+44>>2]|0)+112|0,f[a+128>>2]|0);f[c>>2]=0;d=a+8|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}b=f[a+112>>2]|0;if(b|0)iOb(b);d=a+104|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){RIa(b);sOb(b)}b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+64|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function QIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){IMa(f[d+-4>>2]|0,b,c+-1|0);c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function RIa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+296>>2]|0;if(b|0)iOb(b);e=a+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}SIa(a+240|0);SIa(a+192|0);SIa(a+144|0);TIa(a+96|0);TIa(a+48|0);TIa(a);return}function SIa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[e>>2]=d;c=f[c+-12>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TIa(a){a=a|0;var b=0,c=0,d=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function UIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=pOb(220)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=37388;i=h+12|0;d=h+132|0;e=h+16|0;g=e+116|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=-1;f[h+136>>2]=0;f[h+140>>2]=-1;f[h+168>>2]=0;f[h+172>>2]=0;f[h+176>>2]=0;b[h+204>>0]=7;b[h+205>>0]=0;f[h+208>>2]=393472;g=h+212|0;f[g>>2]=50331648;b[g+4>>0]=1;f[i>>2]=c;n[h+192>>2]=1.0;n[h+196>>2]=1.0;n[h+200>>2]=1.0;g=h+144|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[a>>2]=i;f[a+4>>2]=h;return}function VIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);return}function WIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);sOb(a);return}function XIa(a){a=a|0;PIa(a+12|0);return}function YIa(a){a=a|0;sOb(a);return}function ZIa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;d=o;j=a+196|0;b=f[j>>2]|0;c=b&2;k=(c|0)!=0;l=(b&4|0)!=0;m=(b&1|0)!=0;i=a+200|0;i=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,28)|0;i=i&15;if(m){e=+n[a+148>>2];g=+n[a+144>>2]}else{e=0.0;g=0.0}if(c){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=cSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-259|256;f[j>>2]=b}if(b&4){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=bSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-261|256;f[j>>2]=b}if(b&1|0){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}f[j>>2]=b&-258|256}_Ia(a,0)|0;f[j>>2]=f[j>>2]|524288;$Ia(a);aJa(a,k);bJa(a,l);if(!m){_Ia(a,i)|0;u=o;return}cJa(a,g,e);_Ia(a,i)|0;u=o;return}function _Ia(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;e=f[a+196>>2]|0;g=(e&524288|0)!=0;i=(c+-1|0)>>>0>12&g?((e&100663296|0)==0?0:14):c;j=a+200|0;c=f[j>>2]|0;d=h[j+4>>0]|0;k=ZPb(c|0,d&255|0,28)|0;if((k&15|0)==(i|0)|i>>>0>15){k=0;return k|0}do if(g){if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)break;if(!(e&262144))c=(f[a>>2]|0)+8|0;else c=a;d=AQa(f[c>>2]|0)|0;c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=c&15;if(c|0){c=W9a(d,c,0)|0;if(c|0)leb(c,a)|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455|i<<28;b[j+4>>0]=k;$Ia(a);if(!i){k=1;return k|0}c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=W9a(d,c&15,1)|0;if(c|0)if(keb(c,a)|0){k=1;return k|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455;b[j+4>>0]=k;$Ia(a);k=0;return k|0}while(0);f[j>>2]=c&268435455|i<<28;b[j+4>>0]=d;k=1;return k|0}function $Ia(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;k=f[a+196>>2]|0;if(!(k&524288))return;if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)return;l=a+200|0;d=f[l>>2]|0;g=h[l+4>>0]|0;m=g&255;j=m&3;do if((d&-268435456|0)==0&0==0){if(k&33556504|0){c=g&252;break}if((d&201326592|0)!=0|0!=0|(k&262144|0)!=0)e=10;else if(!(b[(f[(f[a+4>>2]|0)+44>>2]|0)+148>>0]&8)){c=0;i=1}else e=10;if((e|0)==10){c=0;i=2}d=d|c;c=g&252|i}else c=g|3;while(0);f[l>>2]=d;b[l+4>>0]=c;i=c&3;if((i|0)!=2&(i|0)==(j|0))return;if(!(k&262144))c=(f[a>>2]|0)+8|0;else c=a;c=f[c>>2]|0;switch(m&3){case 0:{eSa(c,f[a+124>>2]|0);break}case 2:{iSa(c,a);break}default:{}}switch((h[l+4>>0]|0)&3){case 0:{m=dSa(c,a)|0;f[a+124>>2]=m;return}case 2:{hSa(c,a);return}default:return}}function aJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&2|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=cSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<1|q&134217469|q&-134217728|256;u=s;return}function bJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&4|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=bSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<2|q&134217467|q&-134217728|256;u=s;return}function cJa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+196|0;d=f[t>>2]|0;if(d&1|0){s=d;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}a:do if(d&524288|0){if(!(d&262144))d=(f[a>>2]|0)+8|0;else d=a;r=aSa(f[d>>2]|0)|0;k=a;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=r+4|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break b;q=f[e+4>>2]|0;if(!((q|0)==(p|0)|(q&j|0)==(d|0)))break b;if((f[e+8>>2]|0)==(a|0))break a}while(1){e=f[e>>2]|0;if(!e)break b;g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break b}if((f[e+8>>2]|0)==(a|0))break a}}}while(0);q=pOb(12)|0;f[q+8>>2]=k;f[q+4>>2]=p;f[q>>2]=0;j=r+12|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[r+16>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=r+8|0;f[q>>2]=f[d>>2];f[d>>2]=q;f[e>>2]=d;d=f[q>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;s=35}}else{f[q>>2]=f[d>>2];s=35}if((s|0)==35)f[d>>2]=q;f[j>>2]=(f[j>>2]|0)+1}while(0);s=f[t>>2]|1;f[t>>2]=s;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}function dJa(a){a=a|0;var b=0,c=0,d=0,e=0;e=u;u=u+16|0;c=e;d=a+196|0;b=f[d>>2]|0;if(!(b&1)){u=e;return}if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[c>>2]=a;sDa(b,c)|0;b=f[d>>2]|0}f[d>>2]=b&-258|256;u=e;return}function eJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+80|0;i=l+72|0;j=l;k=a+4|0;d=f[k>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0)){u=l;return}if(d){QIa((f[d+44>>2]|0)+112|0,f[a+128>>2]|0);c=f[b>>2]|0}if(c){m=f[c+44>>2]|0;f[i>>2]=a;c=m+112|0;d=m+116|0;e=f[d>>2]|0;g=e-(f[c>>2]|0)>>2;if((f[m+120>>2]|0)>>>0>e>>>0){f[e>>2]=a;f[d>>2]=(f[d>>2]|0)+4}else MIa(c,i);f[a+128>>2]=g;c=f[b>>2]|0}d=f[b+4>>2]|0;if(d|0)gOb(d);f[k>>2]=c;m=a+8|0;e=f[m>>2]|0;f[m>>2]=d;if(e){iOb(e);c=f[k>>2]|0}m=a+196|0;f[m>>2]=f[m>>2]|256;if(c|0)if(f[c+36>>2]|0){g=a+96|0;e=a+200|0;b=f[e>>2]|0;c=h[e+4>>0]|0;m=ZPb(b|0,c&255|0,26)|0;m=(f[g>>2]|0)==(f[a+72+((m&3)<<3)>>2]|0);c=ZPb(b|0,c&255|0,26)|0;if(m){DIa(i);m=f[i>>2]|0;d=i+4|0;b=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=m;m=a+100|0;c=f[m>>2]|0;f[m>>2]=b;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,26)|0}c=f[a+72+((c&3)<<3)>>2]|0;if(c|0){i=f[g>>2]|0;m=f[(f[k>>2]|0)+36>>2]|0;f[j>>2]=c;f[j+4>>2]=m;m=j+8|0;gma(m,j)|0;zIa(i,m)}fJa(a);u=l;return}d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,26)|0;d=d&3;c=f[a+72+(d<<3)>>2]|0;d=f[a+72+(d<<3)+4>>2]|0;if(d|0)gOb(d);f[a+96>>2]=c;m=a+100|0;c=f[m>>2]|0;f[m>>2]=d;if(!c){u=l;return}iOb(c);u=l;return}function fJa(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;if(!(f[a+196>>2]&134217728))return;d=a+104|0;c=f[d>>2]|0;if(b[c+364>>0]&1)return;a=f[a+96>>2]|0;if(b[a+120>>0]&4){AIa(a);c=f[d>>2]|0}j=+n[c+300>>2];e=+n[c+304>>2];g=+n[c+308>>2];i=+n[a+76>>2]*j+ +n[a+88>>2]*e+ +n[a+100>>2]*g;h=j*+n[a+80>>2]+e*+n[a+92>>2]+g*+n[a+104>>2];g=j*+n[a+84>>2]+e*+n[a+96>>2]+g*+n[a+108>>2];e=+L(+(i*i+(h*h+g*g)));n[c+312>>2]=i/e;n[c+316>>2]=h/e;n[c+320>>2]=g/e;return}function gJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+132|0;if((f[e>>2]|0)==(c|0)){if((f[a+72>>2]|0)!=(d|0))g=4}else g=4;do if((g|0)==4){e=a+136|0;if((f[e>>2]|0)==(c|0))if((f[a+80>>2]|0)==(d|0))break;e=a+140|0;if((f[e>>2]|0)!=(c|0))return;if((f[a+88>>2]|0)!=(d|0))return}while(0);f[e>>2]=b;return}function hJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=b&255;d=f[c>>2]|0;c=f[c+4>>2]|0;if(c|0)gOb(c);f[a+36+(b<<3)>>2]=d;a=a+36+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(!b)return;iOb(b);return}function iJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+80|0;d=g;c=f[b+4>>2]|0;if(!c)e=4;else{c=f[c+36>>2]|0;if(!c)e=4;else{f[d>>2]=f[b+72>>2];f[d+4>>2]=c;c=d+8|0;gma(c,d)|0}}if((e|0)==4)c=f[b+72>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];u=g;return}function jJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+104|0;c=f[d>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[d>>2]=c}e=f[b>>2]|0;g=b+4|0;d=f[g>>2]|0;f[b>>2]=0;f[g>>2]=0;f[c+292>>2]=e;b=c+296|0;c=f[b>>2]|0;f[b>>2]=d;if(!c){g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}iOb(c);g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}function kJa(a){a=a|0;var b=0,c=0,d=0;d=a+104|0;b=f[d>>2]|0;if(!b)return;f[b+292>>2]=0;c=b+296|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=a+196|0;c=f[b>>2]|0;f[b>>2]=c&-1048577;b=f[d>>2]|0;if(!b)return;a=a+200|0;if(!((c&679477248|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[d>>2]=0;RIa(b);sOb(b);return}function lJa(a){a=a|0;return (f[a+104>>2]|0)+292|0}function mJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+16|0;j=l+8|0;k=l;g=a+200|0;e=(h[g+4>>0]|0)&255;f[g>>2]=f[g>>2]&-16773121;b[g+4>>0]=e;g=a+196|0;e=f[g>>2]|0;f[g>>2]=e|256;if(!(e&524288)){u=l;return}if(!(e&262144))e=(f[a>>2]|0)+8|0;else e=a;U8a(AQa(f[e>>2]|0)|0,a,c,d);if(!(f[g>>2]&262144)){e=f[(f[a>>2]|0)+8>>2]|0;f[k>>2]=f[a+116>>2];f[i>>2]=f[k>>2];IQa(j,e,i);if(f[j>>2]|0){k=f[a>>2]|0;hpb(k,j,BSa(e)|0)}e=f[j+4>>2]|0;if(e|0)iOb(e)}$Ia(a);u=l;return}function nJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0;m=u;u=u+80|0;k=m;e=a+200|0;g=f[e>>2]|0;j=h[e+4>>0]|0;f[e>>2]=g|50331648;b[e+4>>0]=j;e=f[a+4>>2]|0;if(!e)l=5;else{i=f[e+36>>2]|0;if(!i)l=5;else{e=ZPb(g|0,j&255|0,26)|0;e=f[a+72+((e&3)<<3)>>2]|0;if(e|0){g=f[a+96>>2]|0;f[k>>2]=e;f[k+4>>2]=i;j=k+8|0;gma(j,k)|0;zIa(g,j)}}}if((l|0)==5){g=ZPb(g|0,j&255|0,26)|0;g=g&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;if(g|0)gOb(g);f[a+96>>2]=e;l=a+100|0;e=f[l>>2]|0;f[l>>2]=g;if(e|0)iOb(e)}e=a+196|0;if(!(f[e>>2]&268435456)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}if(!((c|0)==0|(d|0)==0)){q=+n[c>>2];r=+n[c+4>>2];o=+n[c+8>>2];o=+L(+(q*q+(r*r+o*o)));r=+n[d>>2];q=+n[d+4>>2];p=+n[d+8>>2];if(!(o==0.0?1:+K(+(1.0-+L(+(r*r+(q*q+p*p)))/o))>9.999999747378752e-05)){p=+n[c+16>>2];o=+n[c+20>>2];r=+n[c+24>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+16>>2];p=+n[d+20>>2];q=+n[d+24>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){p=+n[c+32>>2];o=+n[c+36>>2];r=+n[c+40>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+32>>2];p=+n[d+36>>2];q=+n[d+40>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}}}}oJa(a);fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}function oJa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=a+196|0;if(!(f[h>>2]&536870912))return;i=a+104|0;e=(f[i>>2]|0)+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}c=f[h>>2]|0;f[h>>2]=c&-536870913;b=f[i>>2]|0;if(!b)return;a=a+200|0;if(!((c&143654912|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[i>>2]=0;RIa(b);sOb(b);return}function pJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;o=p;j=a+72+(c<<3)|0;e=f[j>>2]|0;if((e|0)==(f[d>>2]|0)){u=p;return}k=a+200|0;g=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,26)|0;g=g&3;l=f[a+72+(g<<3)>>2]|0;f[o>>2]=l;n=o+4|0;g=f[a+72+(g<<3)+4>>2]|0;f[n>>2]=g;m=l;if(g){gOb(g);e=f[j>>2]|0}if(e|0)NIa(e,f[a+132+(c<<2)>>2]|0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[j>>2]=e;q=a+72+(c<<3)+4|0;i=f[q>>2]|0;f[q>>2]=g;if(i){iOb(i);e=f[j>>2]|0}if(e|0){q=LIa(e,a)|0;f[a+132+(c<<2)>>2]=q}q=(f[d>>2]|0)==0;j=f[k>>2]|0;i=h[k+4>>0]|0;g=ZPb(j|0,i&255|0,26)|0;g=g&3;a:do if(q){e=ZPb(j|0,i&255|0,26)|0;if((g|0)==(c|0)){e=ZPb(j|0,i&255|0,26)|0;if(!((j&201326592|0)==0&0==0)){g=j;do{q=ZPb(g|0,i&255|0,26)|0;q=(f[a+72+((q&3)<<3)>>2]|0)==0;e=ZPb(g|0,i&255|0,26)|0;if(!q)break a;q=g+201326592&201326592;i=i&255;g=g&-201326593|q;f[k>>2]=g;b[k+4>>0]=i;e=ZPb(g|0,i|0,26)|0}while((q|0)!=0)}}}else if(g>>>0<c>>>0){e=i&255;q=j&-201326593|c<<26&201326592;f[k>>2]=q;b[k+4>>0]=e;e=ZPb(q|0,e|0,26)|0;break}else{e=ZPb(j|0,i&255|0,26)|0;break}while(0);g=e&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;i=(g|0)==0;if(!i)gOb(g);if((e|0)!=(m|0)){nJa(a,m,e);if(!((c|0)!=2|(l|0)==0))if((f[m+64>>2]|0)==(f[m+68>>2]|0))if((f[m+112>>2]|0)==-1){if(!(f[a+196>>2]&262144))a=(f[a>>2]|0)+8|0;wSa(f[a>>2]|0,o)}}if(!i)iOb(g);a=f[n>>2]|0;if(a|0)iOb(a);u=p;return}function qJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;c=a+196|0;d=f[c>>2]|0;if(!(d&262144))if((f[a>>2]|0)==(b|0))return;f[a>>2]=b;f[c>>2]=d&-262145;return}function rJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&8|0)!=0^b))return;f[c>>2]=d&134217719|(b&1)<<3|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function sJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&16|0)!=0^b))return;f[c>>2]=d&134217711|(b&1)<<4|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function tJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&33554432|0)!=0^b))return;f[c>>2]=d&100663295|(b&1)<<25|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function uJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&67108864|0)!=0^b))return;f[c>>2]=d&67108863|(b&1)<<26|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function vJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=a+196|0;c=f[d>>2]|0;if(!((c&32|0)!=0^b))return;if(b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}else if(f[a+4>>2]|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;e=tSa(f[c>>2]|0)|0;c=f[d>>2]|0;if(!((c&32|0)!=0|(c&2048|0)==0&(e^1))){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;qSa(f[c>>2]|0,a);c=f[d>>2]|0}}f[d>>2]=(b&1)<<5|c&134217439|c&-134217728|256;return}function wJa(a,b){a=a|0;b=b|0;f[a+156>>2]=f[b>>2];f[a+160>>2]=f[b+4>>2];f[a+164>>2]=f[b+8>>2];return}function xJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134217663|(b&1)<<6|c&-134217728;return}function yJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&8192|0)!=0^b))return;f[a>>2]=(b&1)<<13|c&134209279|c&-134217728|256;return}function zJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&16384|0)!=0^b))return;f[a>>2]=(b&1)<<14|c&134200831|c&-134217728|512;return}function AJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&32768|0)!=0^b))return;f[a>>2]=(b&1)<<15|c&134184703|c&-134217728|256;return}function BJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134152191|(b&1)<<16|c&-134217728;return}function CJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&2097152|0)!=0^b))return;f[a>>2]=(b&1)<<21|c&132120319|c&-134217728|256;return}function DJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&4194304|0)!=0^b))return;f[a>>2]=(b&1)<<22|c&130023167|c&-134217728|256;return}function EJa(a){a=a|0;a=a+196|0;f[a>>2]=f[a>>2]|16777216;return}function FJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&2048|0)!=0^b))return;f[c>>2]=d&134215679|(b&1)<<11|d&-134217728;if(!(d&524288))return;if(!b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}$Ia(a);return}function GJa(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;k=n+16|0;d=n+12|0;g=n+8|0;j=n;e=a+196|0;if(!(f[e>>2]&262144))c=(f[a>>2]|0)+8|0;else c=a;l=f[c>>2]|0;c=(zQa(l)|0)+229|0;if(!(b[c>>0]|0))m=6;else if(!(f[e>>2]&16777216)){f[d>>2]=f[a+116>>2];f[i>>2]=f[d>>2];IQa(k,l,i);c=f[k>>2]|0;d=a+120|0;f[g>>2]=f[d>>2];f[i>>2]=f[g>>2];c=aGa(c,i)|0;if(!c)m=10;else{c=f[c+12>>2]|0;if((c|0)==-1)m=10;else d=c&255}if((m|0)==10){d=f[d>>2]|0;f[i>>2]=f[(f[k>>2]|0)+8>>2];f[i+4>>2]=d;BRa(j,l,i);d=b[(f[j>>2]|0)+192>>0]&7;c=f[j+4>>2]|0;if(c|0)iOb(c)}c=f[k+4>>2]|0;if(c|0)iOb(c)}else m=6;if((m|0)==6)d=b[a+192>>0]&7;c=AQa(l)|0;m=a+200|0;if(!((f[m>>2]&-268435456|0)==0&0==0)){a=d&255;a=a&255;u=n;return a|0}a=((h[a+192>>0]|0)>>>3&7|b[c+224>>0])&d&255;a=a&255;u=n;return a|0}function HJa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+193|0;h=c&7;if(e)b[g>>0]=b[g>>0]|h;c=a+192|0;e=b[c>>0]|0;if(!((e&h)<<24>>24!=0^d)){d=0;return d|0}b[c>>0]=e^h;d=a+196|0;f[d>>2]=f[d>>2]|256;d=1;return d|0}function IJa(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+192|0;e=b[d>>0]|0;if(((e&255)>>>3&7)==c<<24>>24)return;b[d>>0]=e&-57|c<<3&56;e=a+196|0;f[e>>2]=f[e>>2]|256;return}function JJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0;d=u;u=u+32|0;g=d+12|0;e=d;o=f[(f[a+4>>2]|0)+44>>2]|0;m=+n[o+124>>2];l=+n[o+136>>2];n[g>>2]=m-l;k=+n[o+128>>2];j=+n[o+140>>2];n[g+4>>2]=k-j;i=+n[o+132>>2];h=+n[o+144>>2];n[g+8>>2]=i-h;n[e>>2]=m+l;n[e+4>>2]=k+j;n[e+8>>2]=i+h;KJa(g,e,f[a+96>>2]|0,b,c);u=d;return}function KJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0;E=u;u=u+32|0;C=E;k=f[a>>2]|0;f[C>>2]=k;l=f[a+4>>2]|0;f[C+4>>2]=l;m=f[a+8>>2]|0;f[C+8>>2]=m;f[C+12>>2]=f[b>>2];f[C+16>>2]=f[b+4>>2];f[C+20>>2]=f[b+8>>2];F=(f[s>>2]=k,+n[s>>2]);k=c+16|0;h=(f[s>>2]=l,+n[s>>2]);l=c+32|0;j=(f[s>>2]=m,+n[s>>2]);m=c+4|0;o=c+20|0;p=c+36|0;q=c+8|0;r=c+24|0;t=c+40|0;v=c+48|0;g=+n[c>>2]*F+ +n[k>>2]*h+ +n[l>>2]*j+ +n[v>>2];w=c+52|0;i=+n[m>>2]*F+ +n[o>>2]*h+ +n[p>>2]*j+ +n[w>>2];x=c+56|0;j=+n[q>>2]*F+ +n[r>>2]*h+ +n[t>>2]*j+ +n[x>>2];n[e>>2]=g;y=e+4|0;n[y>>2]=i;z=e+8|0;n[z>>2]=j;n[d>>2]=g;A=d+4|0;f[A>>2]=f[y>>2];B=d+8|0;f[B>>2]=f[z>>2];a=1;while(1){G=+n[C+((a&1)*12|0)>>2];F=+n[C+((a>>>1&1)*12|0)+4>>2];j=+n[C+((a>>>2&1)*12|0)+8>>2];h=+n[v>>2]+(G*+n[c>>2]+F*+n[k>>2]+j*+n[l>>2]);i=+n[w>>2]+(G*+n[m>>2]+F*+n[o>>2]+j*+n[p>>2]);j=+n[x>>2]+(G*+n[q>>2]+F*+n[r>>2]+j*+n[t>>2]);if(h<g){b=d;D=5}else if(h>+n[e>>2]){b=e;D=5}if((D|0)==5){D=0;n[b>>2]=h}if(i<+n[A>>2]){b=d;D=8}else if(i>+n[y>>2]){b=e;D=8}if((D|0)==8){D=0;n[b+4>>2]=i}if(j<+n[B>>2]){b=d;D=11}else if(j>+n[z>>2]){b=e;D=11}if((D|0)==11){D=0;n[b+8>>2]=j}a=a+1|0;if((a|0)==8)break;g=+n[d>>2]}u=E;return}function LJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+124>>2];i=+n[k+128>>2];g=+n[k+132>>2];e=j*+n[c+4>>2]+i*+n[c+20>>2]+g*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+g*+n[c+40>>2];n[a+168>>2]=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*g+ +n[c+48>>2];n[a+172>>2]=e+ +n[c+52>>2];n[a+176>>2]=d+ +n[c+56>>2];a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-33554433;b[a+4>>0]=c;return}function MJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+136>>2];i=+n[k+140>>2];d=+n[k+144>>2];g=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*d;e=j*+n[c+4>>2]+i*+n[c+20>>2]+d*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+d*+n[c+40>>2];n[a+152>>2]=g*g+(e*e+d*d);a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-16777217;b[a+4>>0]=c;return}function NJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;e=h;g=b+88|0;d=f[g>>2]|0;if(!d){f[a>>2]=0;f[a+4>>2]=-1;u=h;return}if((f[d+112>>2]|0)==-1){xSa(e,c,g);pJa(b,2,e);d=f[e+4>>2]|0;if(d|0)iOb(d);d=f[g>>2]|0}e=d+112|0;g=f[e+4>>2]|0;f[a>>2]=f[e>>2];f[a+4>>2]=g;u=h;return}function OJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;PJa(a,b,c,d,e)|0;return}function PJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+12|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,3)|0;l=ZPb(c|0,d&255|0,15)|0;f[e>>2]=c&-229433|(k|j)<<3&56|((k^7)&l)<<15&229376;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|512;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+12|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+16>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,3)|0;i=i&255;c=e&-57|(g&c)<<3&56;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,15)|0;f[k>>2]=c&-229377|(g&e)<<15&229376;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|512;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function QJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w+12|0;v=w+8|0;s=w+4|0;c=w;p=b+4|0;j=f[p>>2]|0;if(!j){v=0;u=w;return v|0}i=f[a>>2]|0;t=a+4|0;o=f[t>>2]|0;d=o-i>>3;n=f[b>>2]|0;do if(!d){d=i;k=i;i=d;m=j+n|0;j=n}else{k=i;e=i;while(1){m=(d|0)/2|0;h=e+(m<<3)|0;g=(f[h>>2]|0)>>>0<n>>>0;h=h+8|0;k=g?h:k;d=g?d+-1-m|0:m;if(!d)break;else e=g?h:e}l=k;g=j+n|0;if((k|0)==(i|0)){i=l;m=g;j=n;d=l}else{h=k+-8|0;e=h;h=f[h>>2]|0;d=(f[k+-4>>2]|0)+h|0;if(n>>>0>d>>>0){i=l;m=g;j=n;d=l}else if(d>>>0<g>>>0){f[b>>2]=h;f[p>>2]=g-h;i=e;m=g;j=h;d=l;break}else{v=0;u=w;return v|0}}}while(0);a:do if((k|0)==(o|0)){h=d;g=d}else{h=d;g=d;e=k;while(1){d=f[e>>2]|0;if(m>>>0<=d>>>0)break;d=(f[e+4>>2]|0)+d|0;g=g+8|0;if(d>>>0>m>>>0){q=14;break}d=e+8|0;h=d;if((d|0)==(o|0))break a;else e=d}if((q|0)==14){f[p>>2]=d-j;break}if((m|0)==(d|0)){f[p>>2]=(f[e+4>>2]|0)+m-j;g=g+8|0}}while(0);e=i;d=g;if((e|0)==(d|0)){f[s>>2]=h;f[r>>2]=f[s>>2];d=SJa(a,r,b)|0}else{s=f[b+4>>2]|0;h=i;f[h>>2]=f[b>>2];f[h+4>>2]=s;h=e+8|0;if((h|0)==(d|0))c=v;else{c=h+(g-h>>3<<3)|0;d=f[t>>2]|0;e=d-c|0;g=e>>3;if(g){cQb(h|0,c|0,e|0)|0;d=f[t>>2]|0}c=h+(g<<3)|0;if((d|0)==(c|0)){d=h;c=v}else{f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3);d=h;c=v}}}f[c>>2]=d;v=1;u=w;return v|0}function RJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;m=r+12|0;n=r;o=r+8|0;if(!c){q=0;u=r;return q|0}l=f[a>>2]|0;q=a+4|0;p=f[q>>2]|0;d=p-l>>3;e=p;if(!d){k=l;c=c+b|0;j=l}else{k=l;g=l;while(1){j=(d|0)/2|0;i=g+(j<<3)|0;h=(f[i>>2]|0)>>>0<b>>>0;i=i+8|0;k=h?i:k;d=h?d+-1-j|0:j;if(!d)break;else g=h?i:g}j=k;c=c+b|0;if((k|0)!=(l|0)){d=f[k+-8>>2]|0;g=k+-4|0;h=(f[g>>2]|0)+d|0;if(h>>>0>=b>>>0){f[g>>2]=b-d;if(h>>>0>c>>>0){f[n>>2]=c;f[n+4>>2]=h-c;f[o>>2]=j;f[m>>2]=f[o>>2];SJa(a,m,n)|0;q=1;u=r;return q|0}}}}a:do if((k|0)==(e|0)){g=0;d=j}else{d=j;g=k;while(1){h=f[g>>2]|0;if(c>>>0<=h>>>0){g=0;break a}i=g+4|0;h=(f[i>>2]|0)+h|0;if(h>>>0>c>>>0)break;d=d+8|0;g=g+8|0;if((g|0)==(e|0)){g=0;break a}}f[g>>2]=c;f[i>>2]=h-c;g=1}while(0);if((k|0)==(d|0)){q=g;u=r;return q|0}g=k+(d-j>>3<<3)|0;d=p-g|0;h=d>>3;if(h){cQb(k|0,g|0,d|0)|0;e=f[q>>2]|0}d=k+(h<<3)|0;if((e|0)==(d|0)){q=1;u=r;return q|0}f[q>>2]=e+(~((e+-8-d|0)>>>3)<<3);q=1;u=r;return q|0}function SJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>3<<3)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){n=f[c+4>>2]|0;a=o;f[a>>2]=f[c>>2];f[a+4>>2]=n;f[p>>2]=(f[p>>2]|0)+8;p=o;return p|0}e=b-(o+8)|0;g=e>>3;b=o+(g<<3)|0;if(b>>>0<h>>>0){d=h;do{m=b;n=f[m+4>>2]|0;a=d;f[a>>2]=f[m>>2];f[a+4>>2]=n;b=b+8|0;d=(f[p>>2]|0)+8|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<3)|0,o|0,e|0)|0;n=c;a=f[n+4>>2]|0;p=o;f[p>>2]=f[n>>2];f[p+4>>2]=a;p=o;return p|0}b=(b-e>>3)+1|0;if(b>>>0>536870911)AMb(a);m=d-e|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;m=o;h=j>>3;do if(!d){k=0;l=0}else if(d>>>0>536870911)vd();else{l=pOb(d<<3)|0;k=l;break}while(0);b=k+(h<<3)|0;e=b;i=k+(d<<3)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<3)|0;e=b;break}d=d<<3>>2;d=(d|0)==0?1:d;if(d>>>0>536870911)vd();j=pOb(d<<3)|0;b=j+(d>>>2<<3)|0;e=b;d=j+(d<<3)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);h=c;d=f[h+4>>2]|0;f[b>>2]=f[h>>2];f[b+4>>2]=d;b=e+8|0;d=m-g|0;h=e+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>3<<3)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function TJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;UJa(a,b,c,d,e)|0;return}function UJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+36|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,9)|0;l=ZPb(c|0,d&255|0,21)|0;f[e>>2]=c&-14683649|(k|j)<<9&3584|((k^7)&l)<<21&14680064;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|256;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+36|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+40>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,9)|0;i=i&255;c=e&-3585|(g&c)<<9&3584;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,21)|0;f[k>>2]=c&-14680065|(g&e)<<21&14680064;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|256;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function VJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;l=o+8|0;k=o+4|0;j=o;n[l>>2]=0.0;n[k>>2]=0.0;n[j>>2]=0.0;m=f[(+n[g>>2]>0.0?g:l)>>2]|0;i=g+4|0;k=f[(+n[i>>2]>0.0?i:k)>>2]|0;g=g+8|0;j=f[(+n[g>>2]>0.0?g:j)>>2]|0;g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[l>>2]=m;f[l+4>>2]=k;f[l+8>>2]=j;f[l+12>>2]=d;f[l+16>>2]=e;if(!(WJa(i+144+(g*48|0)+24|0,l)|0)){m=0;u=o;return m|0}d=1<<g;m=a+200|0;j=f[m>>2]|0;l=h[m+4>>0]|0;k=ZPb(j|0,l&255|0,6)|0;e=ZPb(j|0,l&255|0,18)|0;f[m>>2]=j&-1835457|(d|k)<<6&448|((d^7)&e)<<18&1835008;b[m+4>>0]=l;m=a+196|0;f[m>>2]=f[m>>2]|256;m=1;u=o;return m|0}function WJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;x=B+60|0;p=B+16|0;r=B+56|0;A=B+8|0;y=B+4|0;c=B;v=b+16|0;l=f[v>>2]|0;if(!l){A=0;u=B;return A|0}k=f[a>>2]|0;z=a+4|0;t=f[z>>2]|0;s=b+12|0;d=t-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[s>>2]|0)|0}else{i=f[s>>2]|0;e=(d|0)/20|0;d=k;g=k;while(1){q=(e|0)/2|0;h=(f[g+(q*20|0)+12>>2]|0)>>>0<i>>>0;j=g+(q*20|0)+20|0;d=h?j:d;e=h?e+-1-q|0:q;if(!e)break;else g=h?j:g}q=d;e=l+i|0;if((d|0)==(k|0)){k=q;h=q}else{g=d+-20|0;h=g;o=f[d+-8>>2]|0;k=d+-4|0;l=(f[k>>2]|0)+o|0;if(i>>>0>l>>>0){k=q;h=q}else{m=l>>>0<e>>>0;if(+n[b>>2]==+n[g>>2])if(+n[b+4>>2]==+n[d+-16>>2])j=+n[b+8>>2]==+n[d+-12>>2];else j=0;else j=0;if(m){if(j){f[s>>2]=o;i=e;g=b}else h=q;f[g+16>>2]=i-o;k=h;h=q;break}if(j){A=0;u=B;return A|0}f[k>>2]=i-o;if(l>>>0>e>>>0){f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2];f[p+12>>2]=f[b+12>>2];f[p+16>>2]=f[b+16>>2];A=p+20|0;f[A>>2]=f[g>>2];f[A+4>>2]=f[g+4>>2];f[A+8>>2]=f[g+8>>2];f[p+32>>2]=e;f[p+36>>2]=l-e;f[r>>2]=q;f[x>>2]=f[r>>2];XJa(a,x,p,p+40|0)|0;A=1;u=B;return A|0}else{k=q;h=q}}}}while(0);a:do if((d|0)==(t|0))g=h;else{g=h;while(1){j=d+12|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){w=20;break}i=(f[d+16>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+20|0;d=d+20|0;g=d;if((d|0)==(t|0))break a}if((w|0)==20){if((e|0)!=(i|0))break;if(!(+n[b>>2]==+n[d>>2]))break;if(!(+n[b+4>>2]==+n[d+4>>2]))break;if(!(+n[b+8>>2]==+n[d+8>>2]))break;f[v>>2]=(f[d+16>>2]|0)+e-(f[s>>2]|0);h=h+20|0;break}if(+n[b>>2]==+n[d>>2])if(+n[b+4>>2]==+n[d+4>>2])if(+n[b+8>>2]==+n[d+8>>2]){e=f[s>>2]|0;d=b;h=h+20|0}else w=30;else w=30;else w=30;if((w|0)==30)f[j>>2]=e;f[d+16>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[y>>2]=g;f[x>>2]=f[y>>2];d=YJa(a,x,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;if((g|0)==(d|0))c=A;else{c=g+(((h-g|0)/20|0)*20|0)|0;d=f[z>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[z>>2]|0}c=g+(((e|0)/20|0)*20|0)|0;if((d|0)==(c|0)){d=g;c=A}else{f[z>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);d=g;c=A}}}f[c>>2]=d;A=1;u=B;return A|0}function XJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/20|0)*20|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/20|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/20|0|0)){g=b-p|0;b=(g|0)/20|0;if((j|0)>(b|0)){e=c+(b*20|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/20|0)*20|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*20|0))|0;b=p+(((g|0)/20|0)*20|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];b=b+20|0;e=(f[q>>2]|0)+20|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-20|0)*20|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/20|0)+j|0;if(b>>>0>214748364)AMb(a);j=(e-g|0)/20|0;g=j<<1;g=j>>>0<107374182?(g>>>0<b>>>0?b:g):214748364;j=p;b=(i|0)/20|0;do if(!g)l=0;else if(g>>>0>214748364)vd();else{l=pOb(g*20|0)|0;break}while(0);k=l+(b*20|0)|0;e=k;i=l+(g*20|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;e=g;b=b+20|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-20|0)*20|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/20|0)*20|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function YJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/20|0)*20|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[p+12>>2]=f[c+12>>2];f[p+16>>2]=f[c+16>>2];f[q>>2]=(f[q>>2]|0)+20;q=p;return q|0}e=b-(p+20)|0;b=p+(((e|0)/20|0)*20|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];f[d+16>>2]=f[b+16>>2];b=b+20|0;d=(f[q>>2]|0)+20|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-20|0)*20|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];q=p;return q|0}b=((b-e|0)/20|0)+1|0;if(b>>>0>214748364)AMb(a);n=(d-e|0)/20|0;d=n<<1;d=n>>>0<107374182?(d>>>0<b>>>0?b:d):214748364;n=p;h=(j|0)/20|0;do if(!d){l=0;m=0}else if(d>>>0>214748364)vd();else{m=pOb(d*20|0)|0;l=m;break}while(0);b=l+(h*20|0)|0;e=b;i=l+(d*20|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*20|0)|0;e=b;break}d=d*20|0;d=(d|0)==0?1:((d|0)/20|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>214748364)vd();else{k=pOb(d*20|0)|0;break}while(0);b=k+(b*20|0)|0;e=b;d=k+(d*20|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];b=e+20|0;d=n-g|0;h=e+(((d|0)/-20|0)*20|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/20|0)*20|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function ZJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return _Ja(a,b,c,d)|0}function _Ja(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0;k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,6)|0;j=c&255;c=1<<j;if(!(c&7&l)){l=0;return l|0}l=a+104|0;g=f[l>>2]|0;i=g+144+(j*48|0)+24|0;if(!($Ja(i,d,e)|0)){l=0;return l|0}if((f[i>>2]|0)==(f[g+144+(j*48|0)+28>>2]|0)){c=c^7;e=f[k>>2]|0;g=h[k+4>>0]|0;i=ZPb(e|0,g&255|0,6)|0;g=g&255;i=e&-449|(c&i)<<6&448;f[k>>2]=i;b[k+4>>0]=g}else{c=c^7;g=h[k+4>>0]|0;i=f[k>>2]|0}e=ZPb(i|0,g&255|0,18)|0;f[k>>2]=i&-1835009|(c&e)<<18&1835008;b[k+4>>0]=g;g=a+196|0;c=f[g>>2]|0;f[g>>2]=c|256;g=f[l>>2]|0;if(!g){l=1;return l|0}if(!((c&680525824|0)==0&((i&4095|0)==0&0==0))){l=1;return l|0}f[l>>2]=0;RIa(g);sOb(g);l=1;return l|0}function $Ja(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+24|0;o=s+4|0;p=s;if(!c){r=0;u=s;return r|0}l=f[a>>2]|0;r=a+4|0;q=f[r>>2]|0;d=q-l|0;e=q;if(!d){m=l;j=c+b|0;k=l}else{d=(d|0)/20|0;m=l;g=l;while(1){k=(d|0)/2|0;h=(f[g+(k*20|0)+12>>2]|0)>>>0<b>>>0;i=g+(k*20|0)+20|0;m=h?i:m;d=h?d+-1-k|0:k;if(!d)break;else g=h?i:g}k=m;j=c+b|0;if((m|0)!=(l|0)){d=m+-20|0;g=f[m+-8>>2]|0;h=m+-4|0;i=(f[h>>2]|0)+g|0;if(i>>>0>=b>>>0){f[h>>2]=b-g;if(i>>>0>j>>>0){f[o>>2]=f[d>>2];f[o+4>>2]=f[d+4>>2];f[o+8>>2]=f[d+8>>2];f[o+12>>2]=j;f[o+16>>2]=i-j;f[p>>2]=k;f[n>>2]=f[p>>2];YJa(a,n,o)|0;r=1;u=s;return r|0}}}}a:do if((m|0)==(e|0)){g=0;d=k}else{d=k;c=m;while(1){h=c+12|0;g=f[h>>2]|0;if(j>>>0<=g>>>0){g=0;break a}i=c+16|0;g=(f[i>>2]|0)+g|0;if(g>>>0>j>>>0)break;d=d+20|0;c=c+20|0;if((c|0)==(e|0)){g=0;break a}}f[h>>2]=j;f[i>>2]=g-j;g=1}while(0);if((m|0)==(d|0)){r=g;u=s;return r|0}d=m+(((d-k|0)/20|0)*20|0)|0;g=q-d|0;if(g){cQb(m|0,d|0,g|0)|0;e=f[r>>2]|0}d=m+(((g|0)/20|0)*20|0)|0;if((e|0)==(d|0)){r=1;u=s;return r|0}f[r>>2]=e+(~(((e+-20-d|0)>>>0)/20|0)*20|0);r=1;u=s;return r|0}function aKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+12>>2]|0;k=f[k+144+(b*48|0)+16>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function bKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+36>>2]|0;k=f[k+144+(b*48|0)+40>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function cKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=u;u=u+16|0;e=p+4|0;m=p;l=b+200|0;l=ZPb(f[l>>2]|0,(h[l+4>>0]|0)&255|0,6)|0;c=c&255;if(1<<c&7&l|0){l=f[b+104>>2]|0;k=f[l+144+(c*48|0)+24>>2]|0;l=f[l+144+(c*48|0)+28>>2]|0;f[m>>2]=l;c=l-k|0;if(!c)c=k;else{b=(c|0)/20|0;c=k;g=k;while(1){q=(b|0)/2|0;i=(f[g+(q*20|0)+12>>2]|0)>>>0<d>>>0;j=g+(q*20|0)+20|0;c=i?j:c;b=i?b+-1-q|0:q;if(!b)break;else g=i?j:g}}f[e>>2]=c;if((c|0)==(l|0))o=7;else if((f[c+12>>2]|0)!=(d|0))o=7;if((o|0)==7)if((c|0)==(k|0))e=m;else{f[e>>2]=c+-20;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:m}e=f[e>>2]|0;if(!((e|0)==(l|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=p;return}}n[a>>2]=-1.0;n[a+4>>2]=-1.0;n[a+8>>2]=-1.0;u=p;return}function dKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;e=n+4|0;l=n;k=b+200|0;c=c&255;if(1<<c&7&f[k>>2]|0){k=f[b+104>>2]|0;j=f[k+144+(c*48|0)>>2]|0;k=f[k+144+(c*48|0)+4>>2]|0;f[l>>2]=k;c=k-j>>4;if(!c)c=j;else{b=c;c=j;g=j;while(1){o=(b|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<d>>>0;i=g+(o<<4)+16|0;c=h?i:c;b=h?b+-1-o|0:o;if(!b)break;else g=h?i:g}}f[e>>2]=c;if((c|0)==(k|0))m=6;else if((f[c+8>>2]|0)!=(d|0))m=6;if((m|0)==6)if((c|0)==(j|0))e=l;else{f[e>>2]=c+-16;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:l}e=f[e>>2]|0;if(!((e|0)==(k|0)|(e|0)==0)){f[a>>2]=f[e>>2];e=f[e+4>>2]|0;f[a+4>>2]=e;if(!e){u=n;return}gOb(e);u=n;return}}f[a>>2]=0;f[a+4>>2]=0;u=n;return}function eKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;e=v+12|0;o=v+8|0;t=v;r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,6)|0;s=c&255;if(1<<s&7&r|0){r=f[b+104>>2]|0;p=f[r+144+(s*48|0)+24>>2]|0;r=f[r+144+(s*48|0)+28>>2]|0;f[o>>2]=r;g=r-p|0;if(!g)g=p;else{j=(g|0)/20|0;g=p;k=p;while(1){w=(j|0)/2|0;l=(f[k+(w*20|0)+12>>2]|0)>>>0<d>>>0;m=k+(w*20|0)+20|0;g=l?m:g;j=l?j+-1-w|0:w;if(!j)break;else k=l?m:k}}f[e>>2]=g;if((g|0)==(r|0))q=7;else if((f[g+12>>2]|0)!=(d|0))q=7;if((q|0)==7)if((g|0)==(p|0))e=o;else{f[e>>2]=g+-20;e=((f[g+-4>>2]|0)+(f[g+-8>>2]|0)|0)>>>0>d>>>0?e:o}e=f[e>>2]|0;if(!((e|0)==(r|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=v;return}}if(f[b+196>>2]&8388608|0){e=f[b+104>>2]|0;i=+n[e+328+(s*12|0)>>2];if(i>=0.0){w=f[e+328+(s*12|0)+8>>2]|0;t=f[e+328+(s*12|0)+4>>2]|0;n[a>>2]=i;f[a+4>>2]=t;f[a+8>>2]=w;u=v;return}}dKa(t,b,c,d);e=f[t>>2]|0;j=t+4|0;g=f[j>>2]|0;if(!e){if(g|0)iOb(g);g=b+12+(s<<3)|0;e=f[g>>2]|0;if(!e){fKa(b,c);e=f[g>>2]|0}f[t>>2]=e;g=f[b+12+(s<<3)+4>>2]|0;f[j>>2]=g;if(!g)g=0;else gOb(g)}f[a>>2]=f[e+152>>2];f[a+4>>2]=f[e+156>>2];f[a+8>>2]=f[e+160>>2];if(!g){u=v;return}iOb(g);u=v;return}function fKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;j=k+16|0;h=k+8|0;g=k;i=b&255;c=a+36+(i<<3)|0;d=f[c>>2]|0;e=d;if(!d){u=k;return}b=a+60+(i<<2)|0;if(!(f[b>>2]|0)){c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=e;j=a+12+(i<<3)+4|0;b=f[j>>2]|0;f[j>>2]=c;if(!b){u=k;return}iOb(b);u=k;return}hGa(j,d);if(gKa(f[b>>2]|0,j)|0){if(!(f[a+196>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;b=AQa(f[b>>2]|0)|0;d=f[j>>2]|0;f[j>>2]=0;f[g>>2]=d;c=pOb(16)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37416;f[c+12>>2]=d;d=g+4|0;f[d>>2]=c;i9a(h,b,g);b=f[h>>2]|0;c=h+4|0;g=f[c>>2]|0;f[h>>2]=0;f[c>>2]=0;f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if(b|0)iOb(b)}else{b=f[c>>2]|0;c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(b|0)iOb(b)}b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=k;return}function gKa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;o=u;u=u+1248|0;g=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;a:do if(!g)c=0;else{c=f[b>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[b>>2]=c;e=b}else e=b;b:while(1){switch(Rg[f[(f[c>>2]|0)+104>>2]&255](c,g)|0){case 1:{c=1;break a}case 0:break b;case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;c=f[b>>2]|0;f[e>>2]=p;if(!c)f[(o+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[b>>2]|0}c=0}while(0);e=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;c:while(1){switch(Qg[f[(f[e>>2]|0)+108>>2]&15](e,i)|0){case 0:{m=26;break c}case 1:{h=1;break c}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==26)h=0;c=c|h}e=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;d:while(1){switch(Qg[f[(f[e>>2]|0)+112>>2]&15](e,i)|0){case 0:{m=40;break d}case 1:{j=1;break d}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==40)j=0;c=c|j}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;e:while(1){switch(Qg[f[(f[e>>2]|0)+116>>2]&15](e,i)|0){case 0:{m=54;break e}case 1:{k=1;break e}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==54)k=0;c=c|k}h=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(h){e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;f:while(1){switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,h)|0){case 0:{m=68;break f}case 1:{l=1;break f}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==68)l=0;c=c|l}p=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;f[o+32>>2]=a;f[o+40>>2]=b;f[o+168>>2]=c;f[o+520>>2]=p;f[o+1192>>2]=m;f[o+1200>>2]=0;f[o+1204>>2]=0;YMa(o);G=f[o+1200>>2]|0;D=f[o+1204>>2]|0;H=+n[o+1204>>2];f[o+1200>>2]=0;f[o+1204>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function hKa(a){a=a|0;aOb(a);sOb(a);return}function iKa(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jKa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189081?a+12|0:0)|0}function kKa(a){a=a|0;sOb(a);return}function lKa(a,b){a=a|0;b=b|0;return mKa(a,b)|0}function mKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,3)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+12>>2]|0;c=e+144+(c*48|0)+16|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,3)|0;k=ZPb(c|0,g&255|0,15)|0;d=c&-229433|(j&d)<<3&56;f[m>>2]=d|(j&k)<<15&229376;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|512;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function nKa(a,b){a=a|0;b=b|0;return oKa(a,b)|0}function oKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,9)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+36>>2]|0;c=e+144+(c*48|0)+40|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,9)|0;k=ZPb(c|0,g&255|0,21)|0;d=c&-14683649|(j&d)<<9&3584;f[m>>2]=d|(j&k)<<21&14680064;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function pKa(a,b){a=a|0;b=b|0;return qKa(a,b)|0}function qKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,6)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+24>>2]|0;c=e+144+(c*48|0)+28|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~(((d+-20-i|0)>>>0)/20|0)*20|0);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,6)|0;k=ZPb(c|0,g&255|0,18)|0;d=c&-1835457|(j&d)<<6&448;f[m>>2]=d|(j&k)<<18&1835008;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function rKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+200|0;e=f[m>>2]|0;c=c&255;l=1<<c;k=l&7;if(!(k&e)){n=0;return n|0}n=a+104|0;g=f[n>>2]|0;j=f[g+144+(c*48|0)>>2]|0;i=g+144+(c*48|0)+4|0;d=f[i>>2]|0;if((d|0)==(j|0)){c=e;e=h[m+4>>0]|0}else{while(1){c=d+-16|0;f[i>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[i>>2]|0}if((c|0)==(j|0))break;else d=c}c=f[m>>2]|0;e=h[m+4>>0]|0;g=f[n>>2]|0}j=ZPb(c|0,e&255|0,12)|0;d=c&-28680|(k^7)&c;f[m>>2]=d|((l^7)&j)<<12&28672;b[m+4>>0]=e;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!g){n=1;return n|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){n=1;return n|0}f[n>>2]=0;RIa(g);sOb(g);n=1;return n|0}function sKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&56|0)==0&0==0){b=0;return b|0}mKa(a,0)|0;mKa(a,1)|0;mKa(a,2)|0;b=1;return b|0}function tKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&3584|0)==0&0==0){b=0;return b|0}oKa(a,0)|0;oKa(a,1)|0;oKa(a,2)|0;b=1;return b|0}function uKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&448|0)==0&0==0){b=0;return b|0}qKa(a,0)|0;qKa(a,1)|0;qKa(a,2)|0;b=1;return b|0}function vKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+40|0;l=p+36|0;n=p+32|0;o=p+28|0;i=p+16|0;j=p+8|0;k=p;if(!(f[a+196>>2]&262144))e=(f[a>>2]|0)+8|0;else e=a;h=f[e>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];e=f[b>>2]|0;if(e|0)f[i>>2]=e;e=f[b+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[b+8>>2]|0;if(e|0)f[i+8>>2]=e;e=f[d>>2]|0;if(e|0)f[i>>2]=e;e=f[d+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[d+8>>2]|0;if(e|0)f[i+8>>2]=e;b=a+4|0;d=j+4|0;g=k+4|0;e=f[i>>2]|0;if(!e)rKa(a,0)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,0,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+4>>2]|0;if(!e)rKa(a,1)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,1,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+8>>2]|0;if(!e)rKa(a,2)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)c=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,2,l,m);c=0}e=f[g>>2]|0;if(e|0)iOb(e);if(c|0){o=0;u=p;return o|0}}o=1;u=p;return o|0}function wKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function xKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;d=f[a>>2]|0;c=d;if((f[k>>2]|0)-d>>4>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>268435455)vd();g=f[l>>2]|0;i=pOb(b<<4)|0;h=i+(g-d>>4<<4)|0;j=h;i=i+(b<<4)|0;d=g;if((d|0)==(c|0))e=j;else{e=j;b=h;do{m=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];g=m+-12|0;f[b+-12>>2]=f[g>>2];f[d>>2]=0;f[g>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-16|0;e=b}while((d|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function yKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;j=g-c>>4;d=j+1|0;l=c;e=g;if(d>>>0>268435455)AMb(a);m=a+8|0;k=(f[m>>2]|0)-c|0;h=k>>3;h=k>>4>>>0<134217727?(h>>>0<d>>>0?d:h):268435455;do if(!h)i=0;else if(h>>>0>268435455)vd();else{i=pOb(h<<4)|0;break}while(0);d=i+(j<<4)|0;c=d;k=i+(h<<4)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j<<4)+4>>2]=f[o>>2];f[b>>2]=0;f[o>>2]=0;o=b+8|0;b=f[o+4>>2]|0;h=i+(j<<4)+8|0;f[h>>2]=f[o>>2];f[h+4>>2]=b;h=d+16|0;if((e|0)!=(l|0)){do{i=e;e=e+-16|0;f[d+-16>>2]=f[e>>2];j=i+-12|0;f[d+-12>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;i=i+-8|0;j=f[i+4>>2]|0;o=d+-8|0;f[o>>2]=f[i>>2];f[o+4>>2]=j;d=c+-16|0;c=d}while((e|0)!=(l|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;e=d+12|0;g=d+8|0;i=d+4|0;h=d;f[i>>2]=f[c>>2];f[h>>2]=f[c+4>>2];f[g>>2]=f[i>>2];f[e>>2]=f[h>>2];wKa(a,b,g,e);u=d;return}function AKa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+64|0;j=q+56|0;m=q+48|0;k=q+44|0;l=q+40|0;e=q;p=q+32|0;o=q+24|0;n=q+8|0;g=a+196|0;d=f[g>>2]|0;h=a+116|0;c=h;b=f[c>>2]|0;c=f[c+4>>2]|0;if(!(d&131072)){f[e>>2]=f[(f[a+4>>2]|0)+28>>2];f[e+4>>2]=c}else{i=e;f[i>>2]=b;f[i+4>>2]=c}if(!(d&262144))b=(f[a>>2]|0)+8|0;else b=a;i=f[b>>2]|0;yRa(p,i,e);e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](j,e);xRa(o,i,j);e=f[o>>2]|0;e=e|0?e:258672;i=f[p>>2]|0;i=i|0?i:258672;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;b=f[g>>2]|0;if(!(b&131072)){c=h;d=f[c+4>>2]|0;if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=f[b>>2]|0;f[k>>2]=f[c>>2];f[j>>2]=f[k>>2];IQa(m,b,j);b=f[m>>2]|0;f[l>>2]=d;f[j>>2]=f[l>>2];b=aGa(b,j)|0;if(b|0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2]}b=f[m+4>>2]|0;if(b|0)iOb(b)}c=vKa(a,i,e,n)|0;b=f[o+4>>2]|0;if(b|0)iOb(b);b=f[p+4>>2]|0;if(!b){u=q;return c|0}iOb(b);u=q;return c|0}function BKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+12|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,15)|0;f[c>>2]=i&-229377|(1<<j|k)<<15&229376;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+12>>2]|0;a=f[a+144+(j*48|0)+16>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function CKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+36|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,21)|0;f[c>>2]=i&-14680065|(1<<j|k)<<21&14680064;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+36>>2]|0;a=f[a+144+(j*48|0)+40>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function DKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)+24|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,18)|0;f[c>>2]=j&-1835009|(1<<i|k)<<18&1835008;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-20-c|0)>>>0)/20|0)*20|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)+24>>2]|0;a=f[a+144+(i*48|0)+28>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+12|0;i=m+16|0;while(1){d=f[c+12>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+16>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[g>>2]=p;f[i>>2]=o;WJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+20|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function EKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,12)|0;f[c>>2]=j&-28673|(1<<i|k)<<12&28672;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)>>2]|0;a=f[a+144+(i*48|0)+4>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;i=m+8|0;while(1){d=f[c+8>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+12>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[g>>2]=p;f[i>>2]=o;FKa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+16|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function FKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;v=z+44|0;n=z+16|0;p=z+40|0;y=z+8|0;w=z+4|0;c=z;s=b+8|0;l=f[s>>2]|0;if(!l){y=0;u=z;return y|0}k=f[a>>2]|0;x=a+4|0;r=f[x>>2]|0;q=b+4|0;d=r-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[q>>2]|0)|0}else{i=f[q>>2]|0;e=(d|0)/12|0;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o*12|0)+4>>2]|0)>>>0<i>>>0;j=g+(o*12|0)+12|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;e=l+i|0;if((d|0)==(k|0)){k=o;h=o}else{g=d+-12|0;h=g;m=f[d+-8>>2]|0;j=d+-4|0;k=(f[j>>2]|0)+m|0;if(i>>>0>k>>>0){k=o;h=o}else{l=(f[b>>2]|0)==(f[g>>2]|0);if(k>>>0<e>>>0){if(l){f[q>>2]=m;i=e;g=b}else h=o;f[g+8>>2]=i-m;k=h;h=o;break}if(l){y=0;u=z;return y|0}f[j>>2]=i-m;if(k>>>0>e>>>0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];f[n+12>>2]=f[g>>2];f[n+16>>2]=e;f[n+20>>2]=k-e;f[p>>2]=o;f[v>>2]=f[p>>2];GKa(a,v,n,n+24|0)|0;y=1;u=z;return y|0}else{k=o;h=o}}}}while(0);a:do if((d|0)==(r|0))g=h;else{g=h;while(1){j=d+4|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){t=17;break}i=(f[d+8>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+12|0;d=d+12|0;g=d;if((d|0)==(r|0))break a}if((t|0)==17){if((e|0)!=(i|0))break;if((f[b>>2]|0)!=(f[d>>2]|0))break;f[s>>2]=(f[d+8>>2]|0)+e-(f[q>>2]|0);h=h+12|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){e=f[q>>2]|0;d=b;h=h+12|0}else f[j>>2]=e;f[d+8>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[w>>2]=g;f[v>>2]=f[w>>2];d=HKa(a,v,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;if((g|0)==(d|0))c=y;else{c=g+(((h-g|0)/12|0)*12|0)|0;d=f[x>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[x>>2]|0}c=g+(((e|0)/12|0)*12|0)|0;if((d|0)==(c|0)){d=g;c=y}else{f[x>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);d=g;c=y}}}f[c>>2]=d;y=1;u=z;return y|0}function GKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/12|0)*12|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/12|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/12|0|0)){g=b-p|0;b=(g|0)/12|0;if((j|0)>(b|0)){e=c+(b*12|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/12|0)*12|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*12|0))|0;b=p+(((g|0)/12|0)*12|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=(f[q>>2]|0)+12|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-12|0)*12|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/12|0)+j|0;if(b>>>0>357913941)AMb(a);j=(e-g|0)/12|0;g=j<<1;g=j>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;j=p;b=(i|0)/12|0;do if(!g)l=0;else if(g>>>0>357913941)vd();else{l=pOb(g*12|0)|0;break}while(0);k=l+(b*12|0)|0;e=k;i=l+(g*12|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;e=g;b=b+12|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-12|0)*12|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/12|0)*12|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function HKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/12|0)*12|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[q>>2]=(f[q>>2]|0)+12;q=p;return q|0}e=b-(p+12)|0;b=p+(((e|0)/12|0)*12|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=(f[q>>2]|0)+12|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-12|0)*12|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];q=p;return q|0}b=((b-e|0)/12|0)+1|0;if(b>>>0>357913941)AMb(a);n=(d-e|0)/12|0;d=n<<1;d=n>>>0<178956970?(d>>>0<b>>>0?b:d):357913941;n=p;h=(j|0)/12|0;do if(!d){l=0;m=0}else if(d>>>0>357913941)vd();else{m=pOb(d*12|0)|0;l=m;break}while(0);b=l+(h*12|0)|0;e=b;i=l+(d*12|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*12|0)|0;e=b;break}d=d*12|0;d=(d|0)==0?1:((d|0)/12|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>357913941)vd();else{k=pOb(d*12|0)|0;break}while(0);b=k+(b*12|0)|0;e=b;d=k+(d*12|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];b=e+12|0;d=n-g|0;h=e+(((d|0)/-12|0)*12|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/12|0)*12|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function IKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,15)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{BKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+12|0;return e|0}function JKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,21)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{CKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+36|0;return e|0}function KKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,18)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{DKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+24|0;return e|0}function LKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=a+200|0;d=f[e>>2]|0;g=h[e+4>>0]|0;i=ZPb(d|0,g&255|0,12)|0;m=c&255;j=1<<m;l=a+104|0;do if(!(j&7&i)){k=f[l>>2]|0;if(!k){m=0;return m|0}if(!(f[a+60+(m<<2)>>2]|0)){EKa(a,c);break}f[e>>2]=d&-28673|(j|i)<<12&28672;b[e+4>>0]=g;c=f[k+(m*48|0)>>2]|0;d=k+(m*48|0)+4|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-12-c|0)>>>0)/12|0)*12|0)}while(0);m=(f[l>>2]|0)+(m*48|0)|0;return m|0}function MKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i+12|0;d=i+8|0;g=i+4|0;h=i;j=c+200|0;if((f[j>>2]&7|0)==0&0==0){rKa(a,b)|0;u=i;return}else{c=f[c+104>>2]|0;j=b&255;f[g>>2]=f[c+144+(j*48|0)>>2];f[h>>2]=f[c+144+(j*48|0)+4>>2];f[d>>2]=f[g>>2];f[e>>2]=f[h>>2];NKa(a,b,d,e);u=i;return}}function NKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function OKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=a+108|0;c=f[b>>2]|0;if((f[e>>2]|0)==(c|0))return;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=c;g=a+112|0;b=f[g>>2]|0;f[g>>2]=d;if(b){iOb(b);c=f[e>>2]|0}g=a+196|0;f[g>>2]=f[g>>2]&-4353|((c|0)!=0&1)<<12|256;return}function PKa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j+4|0;g=j+8|0;k=j;n[i>>2]=d;n[g>>2]=0.0;n[k>>2]=1.0;k=d<1.0?i:k;g=f[(+n[k>>2]>0.0?k:g)>>2]|0;f[i>>2]=g;i=a+200|0;k=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,34)|0;c=c&255;e=1<<c;if(!(e&7&k))c=a+180+(c<<2)|0;else{c=a+180+(c<<2)|0;if(+n[c>>2]==(f[s>>2]=g,+n[s>>2])){k=0;u=j;return k|0}}f[c>>2]=g;g=f[i>>2]|0;k=h[i+4>>0]|0;c=ZPb(g|0,k&255|0,34)|0;e=_Pb((e|c)&7|0,0,34)|0;f[i>>2]=e|g;b[i+4>>0]=I|k&227;k=a+196|0;f[k>>2]=f[k>>2]|256;k=1;u=j;return k|0}function QKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;j=a+200|0;d=f[j>>2]|0;g=h[j+4>>0]|0;k=ZPb(d|0,g&255|0,34)|0;c=c&255;e=1<<c;i=e&7;if(!(i&k)){k=0;return k|0}c=a+180+(c<<2)|0;if(+n[c>>2]==1.0)c=g;else{f[c>>2]=1065353216;d=f[j>>2]|0;c=h[j+4>>0]|0;k=ZPb(d|0,c&255|0,34)|0;k=_Pb((e|k)&7|0,0,34)|0;d=k|d;c=I|c&227;f[j>>2]=d;b[j+4>>0]=c;k=a+196|0;f[k>>2]=f[k>>2]|256}k=ZPb(d|0,c&255|0,34)|0;k=_Pb((i^7)&k|0,0,34)|0;f[j>>2]=k|d;b[j+4>>0]=I|c&227;k=1;return k|0}function RKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;d=b&255;e=+n[a+180+(d<<2)>>2];d=a+12+(d<<3)|0;c=f[d>>2]|0;if(!c){fKa(a,b);c=f[d>>2]|0}return +(e*+n[c+164>>2])}function SKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+8|0;h=l+4|0;j=l;d=a+104|0;e=f[d>>2]|0;if(!e){k=pOb(368)|0;dQb(k|0,0,300)|0;n[k+328>>2]=-1.0;n[k+332>>2]=-1.0;n[k+336>>2]=-1.0;n[k+340>>2]=-1.0;n[k+344>>2]=-1.0;n[k+348>>2]=-1.0;n[k+352>>2]=-1.0;n[k+356>>2]=-1.0;n[k+360>>2]=-1.0;f[d>>2]=k}else k=e;n[g>>2]=0.0;n[h>>2]=0.0;n[j>>2]=0.0;i=f[(+n[c>>2]>0.0?c:g)>>2]|0;g=c+4|0;g=f[(+n[g>>2]>0.0?g:h)>>2]|0;e=c+8|0;e=f[(+n[e>>2]>0.0?e:j)>>2]|0;d=b&255;if(+n[k+328+(d*12|0)>>2]==(f[s>>2]=i,+n[s>>2]))if(+n[k+328+(d*12|0)+4>>2]==(f[s>>2]=g,+n[s>>2]))if(!(+n[k+328+(d*12|0)+8>>2]!=(f[s>>2]=e,+n[s>>2]))){a=0;u=l;return a|0}f[k+328+(d*12|0)>>2]=i;f[k+328+(d*12|0)+4>>2]=g;f[k+328+(d*12|0)+8>>2]=e;a=a+196|0;f[a>>2]=f[a>>2]|8388864;a=1;u=l;return a|0}function TKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=a+196|0;if(!(f[g>>2]&8388608)){h=0;return h|0}h=a+104|0;c=f[h>>2]|0;e=b&255;b=c+328+(e*12|0)|0;if(!(+n[b>>2]>=0.0)){h=0;return h|0}n[b>>2]=-1.0;n[c+328+(e*12|0)+4>>2]=-1.0;n[c+328+(e*12|0)+8>>2]=-1.0;b=f[g>>2]|0;c=b|256;f[g>>2]=c;d=f[h>>2]|0;if(+n[d+328+(e*12|0)>>2]>=0.0){h=1;return h|0}f[g>>2]=c&-8388609;if(!d){h=1;return h|0}g=a+200|0;if(!((b&672137216|0)==0&((f[g>>2]&4095|0)==0&0==0))){h=1;return h|0}f[h>>2]=0;RIa(d);sOb(d);h=1;return h|0}function UKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0;if(+n[d>>2]==0.0)if(+n[d+4>>2]==0.0)if(+n[d+8>>2]==0.0)return;h=a+104|0;g=f[h>>2]|0;if(!g){g=pOb(368)|0;dQb(g|0,0,300)|0;n[g+328>>2]=-1.0;n[g+332>>2]=-1.0;n[g+336>>2]=-1.0;n[g+340>>2]=-1.0;n[g+344>>2]=-1.0;n[g+348>>2]=-1.0;n[g+352>>2]=-1.0;n[g+356>>2]=-1.0;n[g+360>>2]=-1.0;f[h>>2]=g}m=a+196|0;f[m>>2]=f[m>>2]|134217728;g=g+364|0;b[g>>0]=b[g>>0]&-2|c&1;k=+n[d>>2];j=+n[d+4>>2];l=+n[d+8>>2];i=+L(+(k*k+(j*j+l*l)));k=k/i;j=j/i;i=l/i;d=f[h>>2]|0;n[d+312>>2]=k;n[d+316>>2]=j;n[d+320>>2]=i;n[d+300>>2]=k;n[d+304>>2]=j;n[d+308>>2]=i;e=+N(+(e*.01745329238474369));n[d+324>>2]=e;fJa(a);return}function VKa(a){a=a|0;var b=0,c=0,d=0;c=a+196|0;b=f[c>>2]|0;f[c>>2]=b&-134217729;c=a+104|0;d=f[c>>2]|0;if(!d)return;a=a+200|0;if(!((b&546308096|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[c>>2]=0;RIa(d);sOb(d);return}function WKa(a){a=a|0;return +(+Q(+(+n[(f[a+104>>2]|0)+324>>2]))*57.295780181884766)}function XKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+136>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function YKa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+76>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function ZKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+140>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function _Ka(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+84>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function $Ka(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+144>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function aLa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+92>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function bLa(a,b,c,e){a=a|0;b=b|0;c=+c;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;a:while(1){switch(Rg[f[(f[g>>2]|0)+124>>2]&255](g,b)|0){case 0:{j=12;break a}case 1:{i=1;break a}case 2:{i=f[l>>2]|0;oh[f[(f[i>>2]|0)+100>>2]&1023](k,i);i=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=i;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==12)i=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;b:while(1){switch(Qg[f[(f[g>>2]|0)+128>>2]&15](g,c)|0){case 0:{j=24;break b}case 1:{b=1;break b}case 2:{b=f[l>>2]|0;oh[f[(f[b>>2]|0)+100>>2]&1023](k,b);b=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=b;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==24)b=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;c:while(1){switch(Rg[f[(f[g>>2]|0)+132>>2]&255](g,e)|0){case 0:{j=37;break c}case 1:{j=36;break c}case 2:{j=f[l>>2]|0;oh[f[(f[j>>2]|0)+100>>2]&1023](k,j);j=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=j;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==36){l=a+196|0;f[l>>2]=f[l>>2]|268435456;oJa(a)}else if((j|0)==37){l=a+196|0;f[l>>2]=f[l>>2]|268435456;if(!(i|b)){l=0;u=m;return l|0}}f[a+20>>2]=0;l=a+24|0;g=f[l>>2]|0;f[l>>2]=0;if(!g){l=1;u=m;return l|0}iOb(g);l=1;u=m;return l|0}function cLa(a){a=a|0;var b=0,c=0,e=0,g=0;c=a+196|0;if(!(f[c>>2]&268435456)){e=0;return e|0}e=a+64|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+52>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+60>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+68>>2]&1023](g)|0;f[c>>2]=f[c>>2]&-268435457;f[a+20>>2]=0;g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(!(d[b+4>>1]&2047)){f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}if((f[c>>2]&805306368|0)!=536870912){g=1;return g|0}oJa(a);g=1;return g|0}function dLa(a){a=a|0;if(!(f[a+196>>2]&536870912)){a=f[(f[a+4>>2]|0)+44>>2]|0;return a|0}else{a=f[(f[a+104>>2]|0)+288>>2]|0;return a|0}return 0}function eLa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+640|0;s=y+528|0;t=y+136|0;v=y;w=y+400|0;x=y+272|0;o=a+196|0;h=f[o>>2]|0;if(!(h&268435456)){u=y;return}q=(f[a+4>>2]|0)+44|0;i=f[q>>2]|0;if(!(f[i+28>>2]|0)){u=y;return}if(!(b[i+148>>0]&2)){u=y;return}r=(h&536870912|0)!=0;if(!r){m=a+104|0;h=f[m>>2]|0;if(!h){h=pOb(368)|0;dQb(h|0,0,300)|0;n[h+328>>2]=-1.0;n[h+332>>2]=-1.0;n[h+336>>2]=-1.0;n[h+340>>2]=-1.0;n[h+344>>2]=-1.0;n[h+348>>2]=-1.0;n[h+352>>2]=-1.0;n[h+356>>2]=-1.0;n[h+360>>2]=-1.0;f[m>>2]=h}j=pOb(56)|0;mMa(j);k=h+288|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){h=f[l+16>>2]|0;if(h|0)iOb(h);h=f[l>>2]|0;if(h|0){k=l+4|0;i=f[k>>2]|0;if((i|0)!=(h|0)){do{j=i+-28|0;f[k>>2]=j;i=f[i+-24>>2]|0;if(!i)i=j;else{iOb(i);i=f[k>>2]|0}}while((i|0)!=(h|0));h=f[l>>2]|0}sOb(h)}sOb(l)}f[o>>2]=f[o>>2]|536870912;l=f[(f[m>>2]|0)+288>>2]|0;k=f[q>>2]|0;f[l+52>>2]=f[k+52>>2];pMa(l,0,f[k+24>>2]|0);pMa(l,1,f[(f[q>>2]|0)+28>>2]|0);pMa(l,2,f[(f[q>>2]|0)+32>>2]|0);qMa(l,0,0);qMa(l,1,(f[l+24>>2]|0)+(f[l+36>>2]|0)|0);qMa(l,2,(f[l+28>>2]|0)+(f[l+40>>2]|0)|0);iub(s,34962);rMa(l,s,0);k=f[(f[l>>2]|0)+20>>2]|0;q=k+4|0;m=l+4|0;h=f[m>>2]|0;if(h>>>0<(f[l+8>>2]|0)>>>0){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;i=(f[m>>2]|0)+28|0;f[m>>2]=i}else{fLa(l);i=f[m>>2]|0}h=f[s>>2]|0;o=s+4|0;j=f[o>>2]|0;if(j|0)gOb(j);f[i+-28>>2]=h;z=i+-24|0;h=f[z>>2]|0;f[z>>2]=j;if(h|0)iOb(h);f[i+-20>>2]=k;f[i+-16>>2]=8;f[i+-12>>2]=5126;f[i+-8>>2]=q;b[i+-4>>0]=1;b[i+-3>>0]=1;h=f[l>>2]|0;i=f[m>>2]|0;if((h|0)!=(i|0))do{f[h+20>>2]=q;h=h+28|0}while((h|0)!=(i|0));h=f[o>>2]|0;if(h|0)iOb(h)}i=a+20|0;h=f[i>>2]|0;if(!h){fKa(a,1);h=f[i>>2]|0}switch(b[h+214>>0]|0){case 0:{if(r){u=y;return}z=s+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+36>>2]=1.0;n[s+40>>2]=0.0;gLa(a,0,s);u=y;return}case 1:{if(r){u=y;return}j=f[a+96>>2]|0;k=f[j+4>>2]|0;l=f[j+8>>2]|0;m=f[j+12>>2]|0;o=f[j+16>>2]|0;q=f[j+20>>2]|0;r=f[j+24>>2]|0;c=f[j+28>>2]|0;d=f[j+32>>2]|0;e=f[j+36>>2]|0;g=f[j+40>>2]|0;t=f[j+44>>2]|0;v=f[j+48>>2]|0;w=f[j+52>>2]|0;x=f[j+56>>2]|0;z=f[j+60>>2]|0;f[s>>2]=f[j>>2];f[s+4>>2]=k;f[s+8>>2]=l;f[s+12>>2]=m;f[s+16>>2]=o;f[s+20>>2]=q;f[s+24>>2]=r;f[s+28>>2]=c;f[s+32>>2]=d;f[s+36>>2]=e;f[s+40>>2]=g;f[s+44>>2]=t;f[s+48>>2]=v;f[s+52>>2]=w;f[s+56>>2]=x;f[s+60>>2]=z;z=s+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+92>>2]=1.0;n[s+96>>2]=0.0;hLa(a,0,s);u=y;return}case 2:{if(!(r^1|c)){u=y;return}TAa(w,1.0,+(g|0)/+(e|0));k=JAa(d,e,g)|0;f[v>>2]=w;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}case 3:{if(!(r^1|c)){u=y;return}TAa(x,+(e|0)/+(g|0),1.0);k=JAa(d,e,g)|0;f[v>>2]=x;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}default:{u=y;return}}}function fLa(a){a=a|0;var b=0,c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;c=f[a>>2]|0;i=(k-c|0)/28|0;e=i+1|0;b=c;g=k;if(e>>>0>153391689)AMb(a);m=a+8|0;c=((f[m>>2]|0)-c|0)/28|0;h=c<<1;h=c>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(i*28|0)|0;e=c;h=j+(h*28|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;i=c+28|0;if((g|0)==(b|0))g=k;else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(b|0));g=f[a>>2]|0;b=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((b|0)!=(e|0))do{c=f[b+-24>>2]|0;b=b+-28|0;if(c|0)iOb(c)}while((b|0)!=(e|0));if(!g)return;sOb(g);return}function gLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0;x=(f[a+4>>2]|0)+44|0;D=f[x>>2]|0;d=D+68|0;y=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[y+20>>2]|0;z=a>>>2;A=z+-1|0;B=A<<2;D=X((f[D+28>>2]|0)+(f[D+24>>2]|0)+(f[D+32>>2]|0)|0,z)|0;C=D<<2;D=qOb(D>>>0>1073741823?-1:D<<2)|0;E=zLa(d)|0;E=qOb(E>>>0>1073741823?-1:E<<2)|0;CLa(d,E)|0;if(!(ALa(d)|0)){s=c+8|0;t=c+16|0;u=c+24|0;v=c+36|0;r=c+32|0;k=a+-4&-4;a=f[x>>2]|0;g=f[a+24>>2]|0;if(!g){d=E;g=D}else{d=E+(A<<2)+(X(k,g+-1|0)|0)|0;h=X(z,g)|0;a=0;c=E;e=D;while(1){bQb(e|0,c|0,B|0)|0;n[e+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(g|0))break;else{c=c+(A<<2)|0;e=e+(z<<2)|0}}g=D+(h<<2)|0;a=f[x>>2]|0}q=f[a+28>>2]|0;if(q){e=d+(A<<2)+(X(k,q+-1|0)|0)|0;h=X(z,q)|0;c=0;a=g;while(1){bQb(a|0,d|0,B|0)|0;l=+n[d>>2];m=+n[d+4>>2];o=+n[d+8>>2];i=+p[s>>3];if(i==l)if(+p[t>>3]==m)if(+p[u>>3]==o){n[v>>2]=0.0;i=+n[r>>2]}else w=16;else w=16;else w=16;do if((w|0)==16){w=0;if(+n[v>>2]==0.0){G=l-i;F=m-+p[t>>3];i=o-+p[u>>3];i=+L(+(G*G+(F*F+i*i)));n[v>>2]=i;i=+n[r>>2]+i;n[r>>2]=i;break}else{n[r>>2]=0.0;n[v>>2]=0.0;i=0.0;break}}while(0);p[s>>3]=l;p[t>>3]=m;p[u>>3]=o;n[a+(A<<2)>>2]=i;c=c+1|0;if((c|0)==(q|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}d=e;g=g+(h<<2)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(!e){B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{c=0;a=g}while(1){bQb(a|0,d|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{v=ALa(d)|0;v=qOb(v>>>0>2147483647?-1:v<<1)|0;DLa(d,v)|0;r=c+8|0;s=c+16|0;t=c+24|0;u=c+36|0;q=c+32|0;a=f[x>>2]|0;h=f[a+24>>2]|0;if(!h){g=D;d=v}else{e=X(z,h)|0;a=0;d=v;c=D;while(1){bQb(c|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[c+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;c=c+(z<<2)|0}}g=D+(e<<2)|0;d=v+(h<<1)|0;a=f[x>>2]|0}k=f[a+28>>2]|0;if(k){h=X(z,k)|0;a=0;c=d;e=g;while(1){H=E+((X(A,j[c>>1]|0)|0)<<2)|0;bQb(e|0,H|0,B|0)|0;l=+n[H>>2];m=+n[H+4>>2];o=+n[H+8>>2];i=+p[r>>3];if(i==l)if(+p[s>>3]==m)if(+p[t>>3]==o){n[u>>2]=0.0;i=+n[q>>2]}else w=29;else w=29;else w=29;do if((w|0)==29){w=0;if(+n[u>>2]==0.0){F=l-i;G=m-+p[s>>3];i=o-+p[t>>3];i=+L(+(F*F+(G*G+i*i)));n[u>>2]=i;i=+n[q>>2]+i;n[q>>2]=i;break}else{n[q>>2]=0.0;n[u>>2]=0.0;i=0.0;break}}while(0);p[r>>3]=l;p[s>>3]=m;p[t>>3]=o;n[e+(A<<2)>>2]=i;a=a+1|0;if((a|0)==(k|0))break;else{c=c+2|0;e=e+(z<<2)|0}}g=g+(h<<2)|0;d=d+(k<<1)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(e|0){c=0;a=g;while(1){bQb(a|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+2|0;a=a+(z<<2)|0}}}tOb(v);B=f[y>>2]|0;H=b?35040:35044;nub(B,C,D,H);tOb(E);tOb(D);return}}function hLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+lLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+lLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function iLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+64|0;r=f[h>>2]|0;u=b+16|0;t=b+32|0;s=b+48|0;n[a>>2]=+n[b>>2]*+n[r>>2]+ +n[u>>2]*+n[r+4>>2]+ +n[t>>2]*+n[r+8>>2]+ +n[s>>2]*+n[r+12>>2];r=f[h>>2]|0;q=b+4|0;p=b+20|0;o=b+36|0;m=b+52|0;n[a+4>>2]=+n[q>>2]*+n[r>>2]+ +n[p>>2]*+n[r+4>>2]+ +n[o>>2]*+n[r+8>>2]+ +n[m>>2]*+n[r+12>>2];r=f[h>>2]|0;l=b+8|0;k=b+24|0;j=b+40|0;i=b+56|0;n[a+8>>2]=+n[l>>2]*+n[r>>2]+ +n[k>>2]*+n[r+4>>2]+ +n[j>>2]*+n[r+8>>2]+ +n[i>>2]*+n[r+12>>2];r=f[h>>2]|0;g=b+12|0;e=b+28|0;d=b+44|0;c=b+60|0;n[a+12>>2]=+n[g>>2]*+n[r>>2]+ +n[e>>2]*+n[r+4>>2]+ +n[d>>2]*+n[r+8>>2]+ +n[c>>2]*+n[r+12>>2];r=f[h>>2]|0;n[a+16>>2]=+n[b>>2]*+n[r+16>>2]+ +n[u>>2]*+n[r+20>>2]+ +n[t>>2]*+n[r+24>>2]+ +n[s>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+20>>2]=+n[q>>2]*+n[r+16>>2]+ +n[p>>2]*+n[r+20>>2]+ +n[o>>2]*+n[r+24>>2]+ +n[m>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+24>>2]=+n[l>>2]*+n[r+16>>2]+ +n[k>>2]*+n[r+20>>2]+ +n[j>>2]*+n[r+24>>2]+ +n[i>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+28>>2]=+n[g>>2]*+n[r+16>>2]+ +n[e>>2]*+n[r+20>>2]+ +n[d>>2]*+n[r+24>>2]+ +n[c>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+32>>2]=+n[b>>2]*+n[r+32>>2]+ +n[u>>2]*+n[r+36>>2]+ +n[t>>2]*+n[r+40>>2]+ +n[s>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+36>>2]=+n[q>>2]*+n[r+32>>2]+ +n[p>>2]*+n[r+36>>2]+ +n[o>>2]*+n[r+40>>2]+ +n[m>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+40>>2]=+n[l>>2]*+n[r+32>>2]+ +n[k>>2]*+n[r+36>>2]+ +n[j>>2]*+n[r+40>>2]+ +n[i>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+44>>2]=+n[g>>2]*+n[r+32>>2]+ +n[e>>2]*+n[r+36>>2]+ +n[d>>2]*+n[r+40>>2]+ +n[c>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+48>>2]=+n[b>>2]*+n[r+48>>2]+ +n[u>>2]*+n[r+52>>2]+ +n[t>>2]*+n[r+56>>2]+ +n[s>>2]*+n[r+60>>2];b=f[h>>2]|0;n[a+52>>2]=+n[q>>2]*+n[b+48>>2]+ +n[p>>2]*+n[b+52>>2]+ +n[o>>2]*+n[b+56>>2]+ +n[m>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+56>>2]=+n[l>>2]*+n[b+48>>2]+ +n[k>>2]*+n[b+52>>2]+ +n[j>>2]*+n[b+56>>2]+ +n[i>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+60>>2]=+n[g>>2]*+n[b+48>>2]+ +n[e>>2]*+n[b+52>>2]+ +n[d>>2]*+n[b+56>>2]+ +n[c>>2]*+n[b+60>>2];return a|0}function jLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+kLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+kLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function kLa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0;i=+n[b>>2];h=+n[b+4>>2];g=+n[b+8>>2];e=+n[a+60>>2]+(i*+n[a+12>>2]+h*+n[a+28>>2]+g*+n[a+44>>2]);e=1.0/(e<9.999999747378752e-06?9.999999747378752e-06:e);d=(+n[a+48>>2]+(i*+n[a>>2]+h*+n[a+16>>2]+g*+n[a+32>>2]))*e;e=(+n[a+52>>2]+(i*+n[a+4>>2]+h*+n[a+20>>2]+g*+n[a+36>>2]))*e;f=a+64|0;g=+p[f>>3];if(g==d){c=a+72|0;b=a+84|0;if(+p[c>>3]==e){n[b>>2]=0.0;i=+n[a+80>>2];a=c;p[f>>3]=d;p[a>>3]=e;return +i}}else b=a+84|0;if(+n[b>>2]==0.0){h=d-g;c=a+72|0;i=e-+p[c>>3];i=+L(+(h*h+i*i));n[b>>2]=i;a=a+80|0;i=+n[a>>2]+i;n[a>>2]=i;a=c;p[f>>3]=d;p[a>>3]=e;return +i}else{n[a+80>>2]=0.0;n[b>>2]=0.0;i=0.0;a=a+72|0;p[f>>3]=d;p[a>>3]=e;return +i}return 0.0}function lLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];i=+n[b+4>>2];g=+n[b+8>>2];e=+n[a>>2]*k+ +n[a+16>>2]*i+ +n[a+32>>2]*g+ +n[a+48>>2];f=+n[a+4>>2]*k+ +n[a+20>>2]*i+ +n[a+36>>2]*g+ +n[a+52>>2];g=+n[a+8>>2]*k+ +n[a+24>>2]*i+ +n[a+40>>2]*g+ +n[a+56>>2];h=a+64|0;i=+p[h>>3];if(i==e){c=a+72|0;if(+p[c>>3]==f){d=a+80|0;b=a+92|0;if(+p[d>>3]==g){n[b>>2]=0.0;k=+n[a+88>>2];j=d;a=c;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}}else j=3}else j=3;if((j|0)==3)b=a+92|0;if(+n[b>>2]==0.0){l=e-i;d=a+72|0;i=f-+p[d>>3];j=a+80|0;k=g-+p[j>>3];k=+L(+(l*l+(i*i+k*k)));n[b>>2]=k;a=a+88|0;k=+n[a>>2]+k;n[a>>2]=k;a=d;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}else{n[a+88>>2]=0.0;n[b>>2]=0.0;l=0.0;j=a+80|0;a=a+72|0;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +l}return 0.0}function mLa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}function nLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;j=f[d>>2]|0;k=j;if(!j){pLa(a,b,c)|0;u=n;return}l=a+4|0;g=f[l>>2]|0;if((f[a>>2]|0)!=(g|0)){e=g+-4|0;h=f[e>>2]|0;i=h+(f[g+-8>>2]|0)|0;if(i>>>0>=b>>>0){if((i|0)!=(b|0)){f[m>>2]=k;g=m+4|0;e=f[d+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[m+8>>2]=b;f[m+12>>2]=c;oLa(a,m)|0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}if((f[g+-16>>2]|0)==(j|0)){f[e>>2]=h+c;u=n;return}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}function oLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+52|0;q=A+16|0;p=A+48|0;z=A+8|0;v=A+4|0;c=A;s=b+12|0;l=f[s>>2]|0;if(!l){z=0;u=A;return z|0}k=f[a>>2]|0;y=a+4|0;r=f[y>>2]|0;x=b+8|0;d=r-k>>4;i=f[x>>2]|0;do if(!d){e=k;d=k;k=e;g=l+i|0}else{e=d;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<i>>>0;j=g+(o<<4)+16|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;g=l+i|0;if((d|0)==(k|0)){k=o;e=o}else{e=d+-16|0;h=e;n=f[d+-8>>2]|0;j=d+-4|0;m=(f[j>>2]|0)+n|0;if(i>>>0>m>>>0){k=o;e=o}else{l=f[b>>2]|0;k=(l|0)==(f[e>>2]|0);if(m>>>0<g>>>0){if(k){f[x>>2]=n;i=g;e=b}else h=o;f[e+12>>2]=i-n;k=h;e=o;break}if(k){z=0;u=A;return z|0}f[j>>2]=i-n;if(m>>>0>g>>>0){f[q>>2]=l;y=b+4|0;f[q+4>>2]=f[y>>2];f[b>>2]=0;f[y>>2]=0;y=x;z=f[y+4>>2]|0;c=q+8|0;f[c>>2]=f[y>>2];f[c+4>>2]=z;f[q+16>>2]=f[e>>2];c=f[d+-12>>2]|0;f[q+20>>2]=c;if(c|0)gOb(c);f[q+24>>2]=g;f[q+28>>2]=m-g;f[p>>2]=o;f[w>>2]=f[p>>2];sLa(a,w,q,q+32|0)|0;c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c);z=1;u=A;return z|0}else{k=o;e=o}}}}while(0);a:do if((d|0)==(r|0)){h=e;g=e}else{h=e;while(1){j=d+8|0;i=f[j>>2]|0;if(g>>>0<=i>>>0){t=20;break}i=(f[d+12>>2]|0)+i|0;if(i>>>0>g>>>0)break;e=e+16|0;d=d+16|0;h=d;if((d|0)==(r|0)){g=e;break a}}if((t|0)==20){if((g|0)!=(i|0)){g=e;break}if((f[b>>2]|0)!=(f[d>>2]|0)){g=e;break}f[s>>2]=(f[d+12>>2]|0)+g-(f[x>>2]|0);g=e+16|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){g=f[x>>2]|0;d=b;e=e+16|0}else f[j>>2]=g;f[d+12>>2]=i-g;g=e}while(0);e=k;d=g;if((e|0)==(d|0)){f[v>>2]=h;f[w>>2]=f[v>>2];d=qLa(a,w,b)|0}else{a=f[b>>2]|0;c=b+4|0;w=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[k>>2]=a;a=e+4|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)iOb(c);a=x;x=f[a+4>>2]|0;h=e+8|0;f[h>>2]=f[a>>2];f[h+4>>2]=x;h=e+16|0;if((h|0)==(d|0))c=z;else{c=h+(g-h>>4<<4)|0;g=f[y>>2]|0;if((c|0)==(g|0))d=h;else{d=h;do{x=f[c>>2]|0;e=c+4|0;a=f[e>>2]|0;f[c>>2]=0;f[e>>2]=0;f[d>>2]=x;x=d+4|0;e=f[x>>2]|0;f[x>>2]=a;if(e|0)iOb(e);w=c+8|0;a=f[w+4>>2]|0;x=d+8|0;f[x>>2]=f[w>>2];f[x+4>>2]=a;c=c+16|0;d=d+16|0}while((c|0)!=(g|0));c=f[y>>2]|0}if((c|0)==(d|0)){d=h;c=z}else{do{e=c+-16|0;f[y>>2]=e;c=f[c+-12>>2]|0;if(!c)c=e;else{iOb(c);c=f[y>>2]|0}}while((c|0)!=(d|0));d=h;c=z}}}f[c>>2]=d;z=1;u=A;return z|0}function pLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;n=r+24|0;o=r+8|0;p=r;if(!c){q=0;u=r;return q|0}m=f[a>>2]|0;q=a+4|0;d=f[q>>2]|0;e=d-m>>4;if(!e){g=m;k=c+b|0;l=m}else{g=m;h=m;while(1){l=(e|0)/2|0;i=(f[h+(l<<4)+8>>2]|0)>>>0<b>>>0;j=h+(l<<4)+16|0;g=i?j:g;e=i?e+-1-l|0:l;if(!e)break;else h=i?j:h}l=g;k=c+b|0;if((g|0)!=(m|0)){e=g+-16|0;h=f[g+-8>>2]|0;i=g+-4|0;j=(f[i>>2]|0)+h|0;if(j>>>0>=b>>>0){f[i>>2]=b-h;if(j>>>0>k>>>0){f[o>>2]=f[e>>2];e=o+4|0;d=f[g+-12>>2]|0;f[e>>2]=d;if(d|0)gOb(d);f[o+8>>2]=k;f[o+12>>2]=j-k;f[p>>2]=l;f[n>>2]=f[p>>2];qLa(a,n,o)|0;d=f[e>>2]|0;if(d|0)iOb(d);q=1;u=r;return q|0}}}}a:do if((g|0)==(d|0)){h=0;e=l}else{e=l;c=g;while(1){i=c+8|0;h=f[i>>2]|0;if(k>>>0<=h>>>0){h=0;break a}j=c+12|0;h=(f[j>>2]|0)+h|0;if(h>>>0>k>>>0)break;e=e+16|0;c=c+16|0;if((c|0)==(d|0)){h=0;break a}}f[i>>2]=k;f[j>>2]=h-k;h=1}while(0);if((g|0)==(e|0)){q=h;u=r;return q|0}e=g+(e-l>>4<<4)|0;if((e|0)!=(d|0)){do{p=f[e>>2]|0;h=e+4|0;o=f[h>>2]|0;f[e>>2]=0;f[h>>2]=0;f[g>>2]=p;p=g+4|0;h=f[p>>2]|0;f[p>>2]=o;if(h|0)iOb(h);a=e+8|0;o=f[a+4>>2]|0;p=g+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;e=e+16|0;g=g+16|0}while((e|0)!=(d|0));d=f[q>>2]|0}if((d|0)==(g|0)){q=1;u=r;return q|0}do{e=d+-16|0;f[q>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[q>>2]|0}}while((d|0)!=(g|0));d=1;u=r;return d|0}function qLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;p=q;k=f[a>>2]|0;g=k;h=(f[b>>2]|0)-g|0;j=h>>4;n=k+(j<<4)|0;o=a+4|0;d=f[o>>2]|0;m=a+8|0;l=f[m>>2]|0;b=d;e=l;if(d>>>0<l>>>0){if((n|0)==(d|0)){f[n>>2]=f[c>>2];m=c+4|0;f[k+(j<<4)+4>>2]=f[m>>2];f[c>>2]=0;f[m>>2]=0;m=c+8|0;a=f[m+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;f[o>>2]=(f[o>>2]|0)+16;p=n;u=q;return p|0}e=b-(n+16)>>4;h=n+(e<<4)|0;if(h>>>0<d>>>0){b=h;g=d;do{f[g>>2]=f[b>>2];m=b+4|0;f[g+4>>2]=f[m>>2];f[b>>2]=0;f[m>>2]=0;m=b+8|0;a=f[m+4>>2]|0;p=g+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;b=b+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while(b>>>0<d>>>0)}if(e|0)do{b=h;h=h+-16|0;e=d;d=d+-16|0;p=f[h>>2]|0;g=b+-12|0;o=f[g>>2]|0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=p;p=e+-12|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0)iOb(g);a=b+-8|0;o=f[a+4>>2]|0;p=e+-8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o}while((h|0)!=(n|0));p=f[c>>2]|0;b=c+4|0;o=f[b>>2]|0;f[c>>2]=0;f[b>>2]=0;f[n>>2]=p;p=k+(j<<4)+4|0;b=f[p>>2]|0;f[p>>2]=o;if(b|0)iOb(b);a=c+8|0;o=f[a+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;p=n;u=q;return p|0}b=(b-g>>4)+1|0;if(b>>>0>268435455)AMb(a);l=e-g|0;d=l>>3;d=l>>4>>>0<134217727?(d>>>0<b>>>0?b:d):268435455;b=h>>4;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;break}while(0);f[p>>2]=i;k=i+(b<<4)|0;l=p+8|0;f[l>>2]=k;j=p+4|0;f[j>>2]=k;k=p+12|0;f[k>>2]=i+(d<<4);rLa(p,c);i=f[j>>2]|0;e=f[a>>2]|0;if((e|0)==(n|0))b=i;else{d=n;b=i;do{h=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];c=h+-12|0;f[b+-12>>2]=f[c>>2];f[d>>2]=0;f[c>>2]=0;h=h+-8|0;c=f[h+4>>2]|0;b=b+-8|0;f[b>>2]=f[h>>2];f[b+4>>2]=c;b=(f[j>>2]|0)+-16|0;f[j>>2]=b}while((d|0)!=(e|0))}d=f[o>>2]|0;if((d|0)==(n|0)){g=j;h=l;e=f[l>>2]|0}else{b=n;e=f[l>>2]|0;do{f[e>>2]=f[b>>2];h=b+4|0;f[e+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=b+8|0;c=f[h+4>>2]|0;n=e+8|0;f[n>>2]=f[h>>2];f[n+4>>2]=c;b=b+16|0;e=(f[l>>2]|0)+16|0;f[l>>2]=e}while((b|0)!=(d|0));g=j;h=l;b=f[j>>2]|0;d=f[o>>2]|0}n=f[a>>2]|0;f[a>>2]=b;f[g>>2]=n;f[o>>2]=e;f[h>>2]=d;b=f[m>>2]|0;f[m>>2]=f[k>>2];f[k>>2]=b;f[p>>2]=n;b=n;if((d|0)!=(b|0)){do{e=d+-16|0;f[l>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[l>>2]|0}}while((d|0)!=(b|0));b=f[p>>2]|0}if(b|0)sOb(b);p=i;u=q;return p|0}function rLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+8|0;m=f[o>>2]|0;l=a+12|0;n=f[l>>2]|0;g=n;do if((m|0)==(n|0)){n=a+4|0;e=f[n>>2]|0;c=f[a>>2]|0;d=c;if(e>>>0>c>>>0){g=((e-d>>4)+1|0)/-2|0;d=e+(g<<4)|0;if((e|0)==(m|0))c=m;else{do{l=f[e>>2]|0;c=e+4|0;a=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=l;l=d+4|0;c=f[l>>2]|0;f[l>>2]=a;if(c|0)iOb(c);k=e+8|0;a=f[k+4>>2]|0;l=d+8|0;f[l>>2]=f[k>>2];f[l+4>>2]=a;e=e+16|0;d=d+16|0}while((e|0)!=(m|0));c=f[n>>2]|0}f[o>>2]=d;f[n>>2]=c+(g<<4);break}d=g-d>>3;d=(d|0)==0?1:d;if(d>>>0>268435455)vd();i=pOb(d<<4)|0;j=i;g=i+(d>>>2<<4)|0;k=g;i=i+(d<<4)|0;if((e|0)==(m|0)){f[a>>2]=j;f[n>>2]=k;f[o>>2]=k;f[l>>2]=i}else{h=k;c=g;do{f[c>>2]=f[e>>2];p=e+4|0;f[c+4>>2]=f[p>>2];f[e>>2]=0;f[p>>2]=0;p=e+8|0;d=f[p+4>>2]|0;g=c+8|0;f[g>>2]=f[p>>2];f[g+4>>2]=d;c=h+16|0;h=c;e=e+16|0}while((e|0)!=(m|0));c=f[a>>2]|0;g=f[n>>2]|0;d=f[o>>2]|0;f[a>>2]=j;f[n>>2]=k;f[o>>2]=h;f[l>>2]=i;if((d|0)!=(g|0))do{e=f[d+-12>>2]|0;d=d+-16|0;if(e|0)iOb(e)}while((d|0)!=(g|0))}if(c|0)sOb(c)}while(0);p=f[o>>2]|0;f[p>>2]=f[b>>2];n=b+4|0;f[p+4>>2]=f[n>>2];f[b>>2]=0;f[n>>2]=0;n=b+8|0;b=f[n+4>>2]|0;p=p+8|0;f[p>>2]=f[n>>2];f[p+4>>2]=b;f[o>>2]=(f[o>>2]|0)+16;return}function sLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;i=h;j=(f[b>>2]|0)-i|0;b=h+(j>>4<<4)|0;o=d-c|0;l=o>>4;if((o|0)<=0){o=b;return o|0}n=a+8|0;g=f[n>>2]|0;o=a+4|0;m=f[o>>2]|0;e=m;if((l|0)<=(g-e>>4|0)){j=e-b|0;e=j>>4;if((l|0)>(e|0)){i=c+(e<<4)|0;if((i|0)==(d|0))g=m;else{h=i;g=m;do{f[g>>2]=f[h>>2];e=f[h+4>>2]|0;f[g+4>>2]=e;if(e|0)gOb(e);n=h+8|0;a=f[n+4>>2]|0;g=g+8|0;f[g>>2]=f[n>>2];f[g+4>>2]=a;h=h+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while((h|0)!=(d|0))}if((j|0)>0)k=i;else{o=b;return o|0}}else{k=d;g=m}h=g-(b+(l<<4))>>4;j=b+(h<<4)|0;if(j>>>0<m>>>0){e=j;i=g;do{f[i>>2]=f[e>>2];d=e+4|0;f[i+4>>2]=f[d>>2];f[e>>2]=0;f[d>>2]=0;d=e+8|0;n=f[d+4>>2]|0;a=i+8|0;f[a>>2]=f[d>>2];f[a+4>>2]=n;e=e+16|0;i=(f[o>>2]|0)+16|0;f[o>>2]=i}while(e>>>0<m>>>0)}if(h|0)do{e=j;j=j+-16|0;h=g;g=g+-16|0;o=f[j>>2]|0;i=e+-12|0;a=f[i>>2]|0;f[j>>2]=0;f[i>>2]=0;f[g>>2]=o;o=h+-12|0;i=f[o>>2]|0;f[o>>2]=a;if(i|0)iOb(i);n=e+-8|0;a=f[n+4>>2]|0;o=h+-8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a}while((j|0)!=(b|0));if((k|0)==(c|0)){o=b;return o|0}else g=b;while(1){e=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[g>>2]=e;o=g+4|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);n=c+8|0;a=f[n+4>>2]|0;o=g+8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a;c=c+16|0;if((c|0)==(k|0))break;else g=g+16|0}return b|0}e=(e-i>>4)+l|0;if(e>>>0>268435455)AMb(a);m=g-i|0;g=m>>3;g=m>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;e=j>>4;do if(!g)k=0;else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;break}while(0);l=k+(e<<4)|0;j=l;k=k+(g<<4)|0;if((c|0)==(d|0))i=j;else{e=j;g=l;do{f[g>>2]=f[c>>2];h=f[c+4>>2]|0;f[g+4>>2]=h;if(h|0)gOb(h);h=c+8|0;i=f[h+4>>2]|0;m=g+8|0;f[m>>2]=f[h>>2];f[m+4>>2]=i;g=e+16|0;e=g;c=c+16|0}while((c|0)!=(d|0));i=e;h=f[a>>2]|0}if((h|0)==(b|0)){e=l;h=j}else{g=b;c=j;e=l;do{m=g;g=g+-16|0;f[e+-16>>2]=f[g>>2];d=m+-12|0;f[e+-12>>2]=f[d>>2];f[g>>2]=0;f[d>>2]=0;m=m+-8|0;d=f[m+4>>2]|0;e=e+-8|0;f[e>>2]=f[m>>2];f[e+4>>2]=d;e=c+-16|0;c=e}while((g|0)!=(h|0));h=c}g=f[o>>2]|0;if((g|0)==(b|0))c=i;else{c=i;e=i;do{f[e>>2]=f[b>>2];j=b+4|0;f[e+4>>2]=f[j>>2];f[b>>2]=0;f[j>>2]=0;j=b+8|0;m=f[j+4>>2]|0;d=e+8|0;f[d>>2]=f[j>>2];f[d+4>>2]=m;b=b+16|0;e=c+16|0;c=e}while((b|0)!=(g|0));e=h;b=f[o>>2]|0}g=f[a>>2]|0;f[a>>2]=e;f[o>>2]=c;f[n>>2]=k;if((b|0)!=(g|0))do{e=f[b+-12>>2]|0;b=b+-16|0;if(e|0)iOb(e)}while((b|0)!=(g|0));if(!g){o=l;return o|0}sOb(g);o=l;return o|0}function tLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=a+4|0;c=b+4|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+8|0;b=b+8|0;a=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=a;return}function uLa(a){a=a|0;var b=0;b=Qb()|0;f[a>>2]=b;return}function vLa(a){a=a|0;Rb(f[a>>2]|0);return}function wLa(a){a=a|0;Pb(f[a>>2]|0);return}function xLa(a,b,c){a=a|0;b=b|0;c=c|0;return (Nb(f[a>>2]|0,b|0,c|0)|0)!=0|0}function yLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return (Ob(f[a>>2]|0,b|0,c|0,d|0,e|0)|0)!=0|0}function zLa(a){a=a|0;return _b(f[a>>2]|0)|0}function ALa(a){a=a|0;return Ub(f[a>>2]|0)|0}function BLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return (Zb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0|0}function CLa(a,b){a=a|0;b=b|0;return (Tb(f[a>>2]|0,b|0)|0)!=0|0}function DLa(a,b){a=a|0;b=b|0;return (Sb(f[a>>2]|0,b|0)|0)!=0|0}function ELa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=f[c>>2]|0;if(!c){b=0;return b|0}switch(f[c+4>>2]|0){case 34962:{d=f[64754]|0;Yvb(258928,f[c>>2]|0)|0;b=(Xb(f[a>>2]|0,b|0)|0)!=0;Yvb(258928,d)|0;return b|0}case 34963:{e=f[64755]|0;Zvb(258928,f[c>>2]|0)|0;d=(Vb(f[a>>2]|0,b|0)|0)!=0;Zvb(258928,e)|0;return d|0}default:{e=0;return e|0}}return 0}function FLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=f[e>>2]|0;if(!e){d=0;return d|0}switch(f[e+4>>2]|0){case 34962:{g=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;d=(Yb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Yvb(258928,g)|0;return d|0}case 34963:{h=f[64755]|0;Zvb(258928,f[e>>2]|0)|0;g=(Wb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Zvb(258928,h)|0;return g|0}default:{h=0;return h|0}}return 0}function GLa(a){a=a|0;var b=0;f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function HLa(a){a=a|0;yf()}function ILa(a,b){a=a|0;b=b|0;var c=0,d=0;d=b+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function JLa(a){a=a|0;return 0}function KLa(a){a=a|0;return 1}function LLa(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function MLa(a){a=a|0;return 0}function NLa(a){a=a|0;return f[a+44>>2]|0}function OLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function PLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function QLa(a){a=a|0;return 0}function RLa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;k=a+200|0;if(f[k>>2]|0){m=0;u=n;return m|0}if(!(f[a+28>>2]|0)){m=0;u=n;return m|0}if(c){ULa(m,a);d=m+4|0;e=d;c=f[m>>2]|0;d=f[d>>2]|0}else{d=pOb(220)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37540;c=d+12|0;e=d+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[d+44>>2]=-1;f[d+48>>2]=0;f[d+52>>2]=0;e=d+56|0;f[e>>2]=0;f[c>>2]=37492;g=d+60|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[d+108>>2]=5123;h=d+112|0;i=d+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;uLa(d+128|0);h=d+208|0;i=d+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[h>>0]=b[h>>0]&-16|2;f[d+212>>2]=0;f[d+216>>2]=0;f[e>>2]=g;f[m>>2]=c;e=m+4|0;f[e>>2]=d;gOb(d);iOb(d)}f[m>>2]=0;f[e>>2]=0;f[k>>2]=c;l=a+204|0;c=f[l>>2]|0;f[l>>2]=d;if(c|0)iOb(c);c=f[(f[k>>2]|0)+44>>2]|0;i=a+164|0;e=f[i>>2]|0;j=a+160|0;d=f[j>>2]|0;f[a+44>>2]=c;if((e|0)==(d|0)){m=1;u=n;return m|0}k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;a:while(1){while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[m>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,m);f[e+128>>2]=d;QIa(j,g);d=f[i>>2]|0;c=f[j>>2]|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break a}}g=g+1|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break}}if((d|0)==17){u=n;return c|0}return 0}function SLa(a){a=a|0;return 1}function TLa(a){a=a|0;return a+48|0}function ULa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=pOb(220)|0;f[k+4>>2]=0;f[k+8>>2]=0;f[k>>2]=37540;h=k+12|0;d=k+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[k+44>>2]=-1;f[k+48>>2]=0;f[k+52>>2]=0;d=k+56|0;f[d>>2]=0;f[h>>2]=37492;e=k+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[k+108>>2]=5123;g=k+112|0;i=k+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(k+128|0);g=k+208|0;i=k+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[g>>0]=b[g>>0]&-16|2;f[k+212>>2]=0;f[k+216>>2]=0;f[d>>2]=e;f[a>>2]=h;f[a+4>>2]=k;gOb(k);iOb(k);a=f[c+36>>2]|0;d=f[c+40>>2]|0;if(d|0)gOb(d);f[k+48>>2]=a;j=k+52|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+4>>2]|0;d=f[c+8>>2]|0;if(d|0)gOb(d);f[k+16>>2]=a;j=k+20|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+12>>2]|0;d=f[c+16>>2]|0;if(d|0)gOb(d);f[k+24>>2]=a;j=k+28|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+20>>2]|0;d=f[c+24>>2]|0;if(d|0)gOb(d);f[k+32>>2]=a;k=k+36|0;a=f[k>>2]|0;f[k>>2]=d;if(!a)return;iOb(a);return}function VLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function WLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function XLa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function YLa(a){a=a|0;sOb(a);return}function ZLa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+96>>2]|0;if(b|0){c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+72>>2]|0;if(b|0){c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}vLa(a+68|0);d=f[a+56>>2]|0;if(d|0){b=a+60|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function _La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function $La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function aMa(a){a=a|0;return 0}function bMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;p=s+8|0;k=s;m=a+48|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){r=0;u=s;return r|0}l=a+52|0;q=f[l>>2]|0;r=(q|0)==0;if(!r)gOb(q);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;g=f[d>>2]|0;e=g;if(!g)o=d;else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(g);o=d}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;e=f[j>>2]|0;d=f[i>>2]|0;a:do if((e|0)!=(d|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);c=f[o>>2]|0;if(c|0)iOb(c);if(r){r=1;u=s;return r|0}iOb(q);r=1;u=s;return r|0}function cMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function dMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function eMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2>>>0>1|0}function fMa(a,b){a=a|0;b=b|0;var c=0,d=0;d=(f[b+64>>2]|0)+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function gMa(a){a=a|0;var b=0,c=0,d=0;d=f[(f[a+64>>2]|0)+32>>2]|0;b=f[a+56>>2]|0;a=f[a+52>>2]|0;c=a;if((b|0)==(a|0)){d=0;return d|0}b=b-a>>2;a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0)){b=5;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function hMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2|0}function iMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;p=w+16|0;v=w+8|0;q=w;e=f[a+52>>2]|0;if((f[a+56>>2]|0)-e>>2>>>0<=c>>>0){v=0;u=w;return v|0}r=a+48|0;t=f[r>>2]|0;c=f[e+(c<<2)>>2]|0;f[p>>2]=f[a+28>>2];f[p+4>>2]=c;zRa(v,t,p);c=f[v>>2]|0;do if(!c)e=0;else{g=a+64|0;h=f[g>>2]|0;if((c|0)==(h|0))e=0;else{if(!d){t=f[c+44>>2]|0;if((f[t+32>>2]|0)==(0-((f[t+24>>2]|0)+(f[t+28>>2]|0))|0)){e=0;break}}d=a+68|0;s=f[d>>2]|0;t=(s|0)==0;if(!t){gOb(s);c=f[v>>2]|0}i=f[c+44>>2]|0;n=v+4|0;e=f[n>>2]|0;if(e|0)gOb(e);f[g>>2]=c;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c);o=a+44|0;a:do if((f[o>>2]|0)!=(i|0)){f[o>>2]=i;k=f[h+44>>2]|0;j=k+112|0;k=k+116|0;e=f[k>>2]|0;c=f[j>>2]|0;if((e|0)!=(c|0)){l=i+112|0;m=i+116|0;h=i+120|0;g=0;do{while(1){d=f[c+(g<<2)>>2]|0;if((f[d+4>>2]|0)!=(a|0))break;f[p>>2]=d;c=f[m>>2]|0;e=c-(f[l>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=d;f[m>>2]=(f[m>>2]|0)+4}else MIa(l,p);f[d+128>>2]=e;QIa(j,g);e=f[k>>2]|0;c=f[j>>2]|0;if(g>>>0>=e-c>>2>>>0)break a}g=g+1|0}while(g>>>0<e-c>>2>>>0)}}while(0);f[q>>2]=f[v>>2];c=f[n>>2]|0;f[q+4>>2]=c;if(!c)kMa(a,q);else{gOb(c);kMa(a,q);iOb(c)}c=f[o>>2]|0;e=f[c+112>>2]|0;d=f[c+116>>2]|0;if((e|0)!=(d|0)){c=e;do{q=f[c>>2]|0;mJa(q,0,0);nJa(q,0,0);c=c+4|0}while((c|0)!=(d|0));c=f[o>>2]|0}if(b[c+148>>0]&2){d=ySa(f[r>>2]|0)|0;e=f[o>>2]|0;c=f[e+112>>2]|0;e=f[e+116>>2]|0;if((c|0)!=(e|0))do{xDa(d,f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0))}if(t)e=1;else{iOb(s);e=1}}}while(0);c=f[v+4>>2]|0;if(c|0)iOb(c);v=e;u=w;return v|0}function jMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;k=v;m=a+64|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){t=0;u=v;return t|0}l=a+68|0;s=f[l>>2]|0;t=(s|0)==0;if(!t)gOb(s);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;e=f[d>>2]|0;g=e;if(!e){o=d;e=g}else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(e);o=d;e=g}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;d=f[j>>2]|0;e=f[i>>2]|0;a:do if((d|0)!=(e|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);h=a+52|0;i=f[h>>2]|0;j=a+56|0;c=f[j>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-4-g|0)>>>2)<<2)|0;f[j>>2]=c}e=a+60|0;d=c-g|0;c=d>>2;if((f[e>>2]|0)-g>>2>>>0>c>>>0){do if(!c){q=0;r=0}else if(c>>>0>1073741823)vd();else{r=pOb(d)|0;q=r;break}while(0);c=q+(c<<2)|0;if((d|0)>0)bQb(r|0,i|0,d|0)|0;f[h>>2]=q;f[j>>2]=c;f[e>>2]=c;if(i|0)sOb(i)}c=f[o>>2]|0;if(c|0)iOb(c);if(t){t=1;u=v;return t|0}iOb(s);t=1;u=v;return t|0}function kMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;c=f[d+36>>2]|0;d=f[d+40>>2]|0;if(d|0)gOb(d);f[a+36>>2]=c;e=a+40|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+4>>2]|0;d=f[d+8>>2]|0;if(d|0)gOb(d);f[a+4>>2]=c;e=a+8|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;e=a+16|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;e=a+24|0;c=f[e>>2]|0;f[e>>2]=d;if(!c)return;iOb(c);return}function lMa(a){a=a|0;var b=0;b=f[a>>2]|0;a=(b&4096|0)==0?3:6;return (b>>>14&1)+((b&8192|0)==0?a:a+2|0)|0}function mMa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+48>>2]=5123;f[a+52>>2]=0;a=a+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function nMa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function oMa(a,b){a=a|0;b=b|0;f[a+20>>2]=b;return}function pMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+24+((b&255)<<2)>>2]=c;return}function qMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+36+((b&255)<<2)>>2]=c;return}function rMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;n=a+4|0;e=f[n>>2]|0;if((e|0)!=(h|0)){g=e;while(1){e=g+-28|0;f[n>>2]=e;g=f[g+-24>>2]|0;if(g){iOb(g);e=f[n>>2]|0}if((e|0)==(h|0))break;else g=e}}j=a+52|0;m=f[j>>2]|0;e=m>>>12&1;sMa(a,((m&8192|0)==0?e+1|0:e|2)+(m>>>14&1)|0);m=f[j>>2]|0;e=(m&4096|0)==0?3:6;m=((m&8192|0)==0?e:e+2|0)+(m>>>14&1)<<2;e=f[n>>2]|0;k=a+8|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;l=c+4|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=0;e=f[j>>2]|0;if(!(e&4096))i=3;else{e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d+12;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=1;i=6;e=f[j>>2]|0}if(e&8192){e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;o=g+-24|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=(i<<2)+d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=2;f[g+-16>>2]=4;i=i+2|0;e=f[j>>2]|0}if(!(e&16384))return;e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;h=(f[n>>2]|0)+28|0;f[n>>2]=h}else{fLa(a);h=f[n>>2]|0}e=f[c>>2]|0;g=f[l>>2]|0;if(g|0)gOb(g);f[h+-28>>2]=e;o=h+-24|0;e=f[o>>2]|0;f[o>>2]=g;if(e|0)iOb(e);f[h+-20>>2]=(i<<2)+d;f[h+-8>>2]=m;b[h+-4>>0]=1;f[h+-16>>2]=3;b[h+-3>>0]=4;f[h+-12>>2]=5121;return}function sMa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;e=f[a>>2]|0;c=e;if((((f[l>>2]|0)-e|0)/28|0)>>>0>=b>>>0)return;m=a+4|0;if(b>>>0>153391689)vd();h=f[m>>2]|0;j=pOb(b*28|0)|0;i=j+(((h-e|0)/28|0)*28|0)|0;k=i;j=j+(b*28|0)|0;e=h;if((e|0)==(c|0))g=k;else{g=k;b=i;do{h=e;e=e+-28|0;f[b+-28>>2]=f[e>>2];i=h+-24|0;f[b+-24>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=b+-20|0;h=h+-20|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];d[i+16>>1]=d[h+16>>1]|0;b=g+-28|0;g=b}while((e|0)!=(c|0));h=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=g;f[m>>2]=k;f[l>>2]=j;b=h;if((c|0)!=(b|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(b|0));if(!h)return;sOb(h);return}function tMa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=pOb(220)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37540;g=c+12|0;h=c+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[c+44>>2]=-1;f[c+48>>2]=0;f[c+52>>2]=0;h=c+56|0;f[h>>2]=0;f[g>>2]=37492;d=c+60|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[c+108>>2]=5123;e=c+112|0;i=c+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;uLa(c+128|0);e=c+208|0;i=c+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[e>>0]=b[e>>0]&-16|2;f[c+212>>2]=0;f[c+216>>2]=0;f[h>>2]=d;f[a>>2]=g;f[a+4>>2]=c;gOb(c);iOb(c);return}function uMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(68)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37664;h=g+12|0;e=g+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[g+44>>2]=-1;f[g+48>>2]=0;f[g+52>>2]=0;e=g+56|0;f[e>>2]=0;f[h>>2]=37568;d=g+60|0;f[d>>2]=c;b=f[b+4>>2]|0;f[g+64>>2]=b;if(b){gOb(b);c=f[d>>2]|0}d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;f[e>>2]=d;f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function vMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function wMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function xMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function yMa(a){a=a|0;sOb(a);return}function zMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;if(f[d>>2]|0)if((f[c>>2]|0)!=(f[c+4>>2]|0)){e=pOb(84)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=37692;g=e+12|0;AMa(g,b,c,d);f[a>>2]=g;f[a+4>>2]=e;gOb(e);iOb(e);return}f[a>>2]=0;f[a+4>>2]=0;return}function AMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;f[a+32>>2]=-1;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;f[i>>2]=0;f[a>>2]=37616;f[a+48>>2]=b;e=a+52|0;f[e>>2]=0;g=a+56|0;f[g>>2]=0;f[a+60>>2]=0;f[e>>2]=f[c>>2];e=c+4|0;f[g>>2]=f[e>>2];g=c+8|0;f[a+60>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[c>>2]=0;c=a+64|0;e=f[d>>2]|0;f[c>>2]=e;g=a+68|0;b=f[d+4>>2]|0;f[g>>2]=b;if(!b){d=e;c=e;b=0}else{gOb(b);c=f[c>>2]|0;d=c;b=f[g>>2]|0}f[i>>2]=f[d+44>>2];f[h>>2]=c;f[h+4>>2]=b;if(!b){kMa(a,h);u=j;return}else{gOb(b);kMa(a,h);iOb(b);u=j;return}}function BMa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=37692;e=a+12|0;f[e>>2]=37616;b=f[a+80>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0){c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[e>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function CMa(a){a=a|0;BMa(a);sOb(a);return}function DMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function EMa(a){a=a|0;sOb(a);return}function FMa(a,b){a=a|0;b=b|0;var c=0;Rg[f[(f[a>>2]|0)+28>>2]&255](a,0)|0;GMa(a,b,1)|0;b=f[a+44>>2]|0;a=f[b+112>>2]|0;b=f[b+116>>2]|0;if((a|0)==(b|0))return;do{c=f[a>>2]|0;mJa(c,0,0);nJa(c,0,0);a=a+4|0}while((a|0)!=(b|0));return}function GMa(a,b,c){a=a|0;b=b|0;c=c|0;if(!c)if(!(f[a+28>>2]|0)){a=0;return a|0}b=HMa(f[a+44>>2]|0,b,c)|0;if(!(b&c)){a=b;return a|0}f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+4>>2]=0;c=a+8|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function HMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+112|0;a:do if(d)g=a+116|0;else{e=f[j>>2]|0;g=a+116|0;i=f[g>>2]|0;if((e|0)!=(i|0)){while(1){h=f[e>>2]|0;if(f[h+196>>2]&131072|0)if(!(f[h+116>>2]|0)){e=0;break}e=e+4|0;if((e|0)==(i|0))break a}return e|0}}while(0);i=ySa(c)|0;e=f[j>>2]|0;h=f[g>>2]|0;if((e|0)!=(h|0))do{g=f[e>>2]|0;if(!(f[g+196>>2]&131072))rDa(i,g);e=e+4|0}while((e|0)!=(h|0));j=a+56|0;k=f[j>>2]|0;l=a+60|0;e=f[l>>2]|0;i=k;if((e|0)!=(k|0)){e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[l>>2]=e}c=a+64|0;g=e-i|0;h=(g|0)/24|0;if((((f[c>>2]|0)-i|0)/24|0)>>>0>h>>>0){do if(!g)m=0;else if(h>>>0>178956970)vd();else{m=pOb(g)|0;break}while(0);g=m+(h*24|0)|0;h=g;if((e|0)==(k|0))e=h;else{do{m=g;g=g+-24|0;i=e;e=e+-24|0;f[g>>2]=f[e>>2];f[m+-20>>2]=f[i+-20>>2];f[m+-16>>2]=f[i+-16>>2];f[m+-12>>2]=f[i+-12>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((e|0)!=(k|0));e=g}f[j>>2]=e;f[l>>2]=h;f[c>>2]=h;if(k|0)sOb(k)}m=a+148|0;b[m>>0]=b[m>>0]&-5;j=a+72|0;k=f[j>>2]|0;l=a+76|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+80|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+84|0;k=f[j>>2]|0;l=a+88|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+92|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+96|0;k=f[j>>2]|0;l=a+100|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+104|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}wLa(a+68|0);b[m>>0]=b[m>>0]|2;f[a+108>>2]=0;i=f[a>>2]|0;h=a+4|0;e=f[h>>2]|0;if((e|0)!=(i|0))do{g=e+-28|0;f[h>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(i|0));f[a+12>>2]=0;l=a+16|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);l=a+20|0;f[a+52>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;if(!d){d=1;return d|0}b[m>>0]=b[m>>0]&-10|8;d=a+124|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=1;return d|0}function IMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+128>>2]=b;return}function JMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=d&1;h=a+148|0;if(!((b[h>>0]&2)!=0|d^1)){e=ySa(c)|0;c=f[a+112>>2]|0;a=f[a+116>>2]|0;if((c|0)!=(a|0))do{d=f[c>>2]|0;if(!(f[d+196>>2]&131072))qDa(e,d);c=c+4|0}while((c|0)!=(a|0))}b[h>>0]=b[h>>0]&-3|g<<1&255;return}function KMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0;h=+n[b>>2]*.5+ +n[c>>2]*.5;n[a+124>>2]=h;f=b+4|0;g=+n[f>>2]*.5+ +n[c+4>>2]*.5;n[a+128>>2]=g;d=b+8|0;e=+n[d>>2]*.5+ +n[c+8>>2]*.5;n[a+132>>2]=e;n[a+136>>2]=h-+n[b>>2];n[a+140>>2]=g-+n[f>>2];n[a+144>>2]=e-+n[d>>2];return}function LMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a+112>>2]|0;a=f[a+116>>2]|0;if((e|0)==(a|0)){c=0;return c|0}if(d){do{d=f[e>>2]|0;mJa(d,b,c);nJa(d,0,0);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}else{do{mJa(f[e>>2]|0,b,c);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}return 0}function MMa(a){a=a|0;switch(a|0){case 2:case 3:{a=5;break}case 0:{a=10;break}case 4:{a=3;break}case 6:{a=4;break}case 8:{a=1;break}case 7:{a=7;break}case 1:{a=8;break}default:a=6}return a|0}function NMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+12|0;h=k+8|0;d=k;e=pOb(2624)|0;f[e>>2]=a;c=e+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;n[e+28>>2]=1.0;c=e+32|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+48>>2]=1.0;c=e+52|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+76>>2]=1065353216;f[e+80>>2]=1065353216;f[e+84>>2]=1065353216;c=e+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[e+120>>2]=1065353216;f[e+124>>2]=1065353216;f[e+128>>2]=1065353216;c=e+180|0;i=e+132|0;j=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+184|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+200>>2]=1.0;c=e+204|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+220>>2]=1.0;c=e+224|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+240>>2]=1.0;f[e+244>>2]=-1;f[e+248>>2]=1;f[e+252>>2]=1;f[e+256>>2]=1;f[e+260>>2]=1;f[e+264>>2]=1;c=e+364|0;i=e+268|0;j=i+96|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+368|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+392>>2]=1065353216;f[e+396>>2]=1065353216;f[e+400>>2]=1065353216;f[e+404>>2]=0;f[e+408>>2]=0;f[e+412>>2]=0;b[e+416>>0]=6;c=e+420|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;n[e+448>>2]=1.0;n[e+452>>2]=0.0;f[e+456>>2]=0;f[e+460>>2]=0;zBa(e+464|0,a);c=e+1840|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;n[e+1864>>2]=1.0;eAa(e+1872|0);f[a>>2]=e;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;JIa(d);f[h>>2]=f[64671];f[g>>2]=f[64672];OMa(e,0,h,g,d,2)|0;c=f[d+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function OMa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;w=z+16|0;h=z+12|0;i=z+8|0;j=z;x=z+4|0;y=PMa(a+32|0,c)|0;if(f[y>>2]|0){y=0;u=z;return y|0}s=pOb(144)|0;f[s+4>>2]=0;f[s+8>>2]=0;f[s>>2]=37720;v=s+12|0;f[i>>2]=f[c>>2];f[j>>2]=f[d>>2];f[h>>2]=f[i>>2];f[w>>2]=f[j>>2];RFa(v,b,h,w,e,g);f[y>>2]=v;v=y+4|0;h=f[v>>2]|0;f[v>>2]=s;if(h|0)iOb(h);i=a+52|0;j=a+56|0;h=f[i>>2]|0;do if((((f[j>>2]|0)-h|0)/20|0)>>>0<=b>>>0){g=b+1|0;h=((f[a+60>>2]|0)-h|0)/20|0;h=h>>>0>4?h:4;a:do if(h>>>0<g>>>0)do{if(h>>>0>2147483646){h=g;break a}h=h<<1}while(h>>>0<g>>>0);while(0);QMa(i,h);h=f[j>>2]|0;c=f[i>>2]|0;e=(h-c|0)/20|0;if(g>>>0>e>>>0){RMa(i,g-e|0);break}if(g>>>0<e>>>0){e=c+(g*20|0)|0;if((e|0)!=(h|0))do{c=h+-20|0;f[j>>2]=c;h=f[h+-12>>2]|0;if(h|0)do{s=h;h=f[h>>2]|0;sOb(s)}while((h|0)!=0);h=f[c>>2]|0;f[c>>2]=0;if(h|0)sOb(h);h=f[j>>2]|0}while((h|0)!=(e|0))}}while(0);r=f[i>>2]|0;s=r+(b*20|0)|0;i=f[y>>2]|0;j=i;q=X(j,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=r+(b*20|0)+4|0;o=f[m>>2]|0;p=(o|0)==0;b:do if(p){h=0;t=33}else{g=o+-1|0;e=(g&o|0)==0;if(e)h=q&g;else if(q>>>0<o>>>0)h=q;else h=(q>>>0)%(o>>>0)|0;c=f[(f[s>>2]|0)+(h<<2)>>2]|0;if(!c)t=33;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if(!((e|0)==(q|0)|(e&g|0)==(h|0))){t=33;break b}if((f[c+8>>2]|0)==(i|0))break b}do{c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=o>>>0)e=(e>>>0)%(o>>>0)|0;if((e|0)!=(h|0)){t=33;break b}}}while((f[c+8>>2]|0)!=(i|0))}}while(0);if((t|0)==33){i=pOb(12)|0;f[i+8>>2]=j;f[i+4>>2]=q;f[i>>2]=0;g=r+(b*20|0)+12|0;k=+(((f[g>>2]|0)+1|0)>>>0);l=+n[r+(b*20|0)+16>>2];do if(p|l*+(o>>>0)<k){h=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;c=~~+W(+(k/l))>>>0;SMa(s,h>>>0<c>>>0?c:h);h=f[m>>2]|0;c=h+-1|0;if(!(c&h)){e=h;h=c&q;break}if(q>>>0<h>>>0){e=h;h=q}else{e=h;h=(q>>>0)%(h>>>0)|0}}else e=o;while(0);c=(f[s>>2]|0)+(h<<2)|0;h=f[c>>2]|0;if(!h){h=r+(b*20|0)+8|0;f[i>>2]=f[h>>2];f[h>>2]=i;f[c>>2]=h;h=f[i>>2]|0;if(h|0){h=f[h+4>>2]|0;c=e+-1|0;if(!(c&e))h=h&c;else if(h>>>0>=e>>>0)h=(h>>>0)%(e>>>0)|0;h=(f[s>>2]|0)+(h<<2)|0;t=46}}else{f[i>>2]=f[h>>2];t=46}if((t|0)==46)f[h>>2]=i;f[g>>2]=(f[g>>2]|0)+1}i=f[d>>2]|0;f[x>>2]=i;f[w>>2]=f[x>>2];g=TMa(a,w)|0;e=g+12|0;h=f[e>>2]|0;if((h|0)==(f[g+16>>2]|0))UMa(g+8|0,y);else{f[h>>2]=f[y>>2];c=f[v>>2]|0;f[h+4>>2]=c;if(c){gOb(c);h=f[e>>2]|0}f[e>>2]=h+8}c=f[y>>2]|0;h=f[g+68>>2]|0;if(h|0)do{VMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+228>>2]|0;if(h|0)do{WMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+4>>2]|0;if(h|0){SFa(c,h);XMa(a+64|0,c);uDa(a+464|0,c)}h=f[g+28>>2]|0;if(!h){y=1;u=z;return y|0}if(!i){do{ZMa(a,y,f[h+16>>2]|0,0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}else{do{x=h;ZMa(a,y,f[x+16>>2]|0,x+24|0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}return 0}function PMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;FNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function QMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=a+8|0;c=f[a>>2]|0;d=c;if((((f[o>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;p=a+4|0;if(b>>>0>214748364)vd();e=f[p>>2]|0;m=pOb(b*20|0)|0;g=m+(((e-c|0)/20|0)*20|0)|0;n=g;m=m+(b*20|0)|0;c=e;if((c|0)==(d|0))c=n;else{l=n;do{r=c;c=c+-20|0;q=f[c>>2]|0;f[c>>2]=0;i=r+-16|0;h=f[i>>2]|0;f[i>>2]=0;f[g+-20>>2]=q;f[g+-16>>2]=h;i=g+-12|0;j=r+-12|0;b=f[j>>2]|0;f[i>>2]=b;k=r+-8|0;e=f[k>>2]|0;f[g+-8>>2]=e;f[g+-4>>2]=f[r+-4>>2];g=q;if(e|0){b=f[b+4>>2]|0;e=h+-1|0;if(!(e&h))b=b&e;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;f[g+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}g=l+-20|0;l=g}while((c|0)!=(d|0));c=l;e=f[a>>2]|0;d=f[p>>2]|0}f[a>>2]=c;f[p>>2]=n;f[o>>2]=m;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function RMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;p=a+8|0;g=f[p>>2]|0;q=a+4|0;c=f[q>>2]|0;if(((g-c|0)/20|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=(f[q>>2]|0)+20|0;f[q>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/20|0;c=e+b|0;if(c>>>0>214748364)AMb(a);m=(g-d|0)/20|0;o=m<<1;c=m>>>0<107374182?(o>>>0<c>>>0?c:o):214748364;do if(!c)h=0;else if(c>>>0>214748364)vd();else{h=pOb(c*20|0)|0;break}while(0);g=h+(e*20|0)|0;e=g;d=h+(c*20|0)|0;o=e;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=o+20|0;o=c;b=b+-1|0}while((b|0)!=0);m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=e;e=m;b=m}else{l=e;b=g;do{s=c;c=c+-20|0;h=f[c>>2]|0;f[c>>2]=0;i=s+-16|0;g=f[i>>2]|0;f[i>>2]=0;f[b+-20>>2]=h;f[b+-16>>2]=g;i=b+-12|0;j=s+-12|0;e=f[j>>2]|0;f[i>>2]=e;k=s+-8|0;r=f[k>>2]|0;f[b+-8>>2]=r;f[b+-4>>2]=f[s+-4>>2];if(r|0){b=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;f[h+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}b=l+-20|0;l=b}while((c|0)!=(m|0));c=l;e=f[a>>2]|0;b=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[p>>2]=d;d=e;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;b=b+-20|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[b>>2]|0;f[b>>2]=0;if(c|0)sOb(c)}while((b|0)!=(d|0));if(!e)return;sOb(e);return}function SMa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){zNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;zNa(a,b);return}function TMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=a+12|0;m=f[b>>2]|0;l=a+16|0;k=f[l>>2]|0;a:do if(!k){b=0;c=0;e=1;g=p}else{j=k+-1|0;i=(j&k|0)==0;if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;g=f[p>>2]|0;b=f[g+(e<<2)>>2]|0;b:do if(b|0){b=f[b>>2]|0;if(b|0){if(i){while(1){q=f[b+4>>2]|0;c=(q|0)==(m|0);if(!(c|(q&j|0)==(e|0)))break b;if(c)if((f[b+8>>2]|0)==(m|0))break;b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}while(1){c=f[b+4>>2]|0;if((c|0)==(m|0)){if((f[b+8>>2]|0)==(m|0))break}else{if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}}while(0);if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;b=f[g+(e<<2)>>2]|0;if(!b){b=e;c=k;e=0;g=p}else{if(i){do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}q=f[b+4>>2]|0;if(!((q|0)==(m|0)|(q&j|0)==(e|0))){b=e;c=k;e=0;g=p;break a}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0)){b=e;c=k;e=0;g=p;break a}}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}}while(0);i=pOb(292)|0;f[i+8>>2]=m;f[i+12>>2]=m;j=i+16|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;n[i+48>>2]=1.0;j=i+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+68>>2]=1.0;j=i+72|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+88>>2]=1.0;j=i+92|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+108>>2]=1.0;j=i+112|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+128>>2]=1.0;j=i+132|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+148>>2]=1.0;j=i+152|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+168>>2]=1.0;j=i+172|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+188>>2]=1.0;j=i+192|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+208>>2]=1.0;j=i+212|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+228>>2]=1.0;j=i+232|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+248>>2]=1.0;j=i+252|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+268>>2]=1.0;j=i+272|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+288>>2]=1.0;f[i+4>>2]=m;f[i>>2]=0;j=a+24|0;h=+(((f[j>>2]|0)+1|0)>>>0);d=+n[a+28>>2];do if(e|d*+(c>>>0)<h){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(h/d))>>>0;xNa(g,b>>>0<c>>>0?c:b);b=f[l>>2]|0;c=b+-1|0;if(!(c&b)){e=b;b=c&m;break}if(m>>>0<b>>>0){e=b;b=m}else{e=b;b=(m>>>0)%(b>>>0)|0}}else e=c;while(0);c=(f[p>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+20|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=e+-1|0;if(!(c&e))b=b&c;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;b=(f[p>>2]|0)+(b<<2)|0;o=48}}else{f[i>>2]=f[b>>2];o=48}if((o|0)==48)f[b>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=i;q=q+12|0;return q|0}function UMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+96|0;g=d+80|0;e=d+8|0;a=d;f[e>>2]=f[b+12>>2];f[e+4>>2]=c;h=e+8|0;gma(h,e)|0;IIa(g,h);h=f[c+116>>2]|0;f[a>>2]=f[b+4>>2];f[a+4>>2]=h;h=a;e=f[h+4>>2]|0;c=(f[g>>2]|0)+112|0;f[c>>2]=f[h>>2];f[c+4>>2]=e;c=$Ma(b+88|0,a+4|0)|0;b=f[g>>2]|0;a=g+4|0;e=f[a>>2]|0;f[g>>2]=0;f[a>>2]=0;f[c>>2]=b;c=c+4|0;b=f[c>>2]|0;f[c>>2]=e;if(b|0)iOb(b);a=f[a>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function WMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;e=i+8|0;g=i;Rpb(h);f[e>>2]=b;f[e+4>>2]=h;a=f[c+24>>2]|0;d=f[c+28>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c>>2]|0;d=f[c+4>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c+12>>2]|0;d=f[c+16>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));c=f[c+40>>2]|0;f[g>>2]=f[b+4>>2];f[g+4>>2]=c;c=g;d=f[c+4>>2]|0;a=(f[h>>2]|0)+36|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;a=aNa(b+108|0,g+4|0)|0;b=f[h>>2]|0;d=h+4|0;c=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[a>>2]=b;h=a+4|0;a=f[h>>2]|0;f[h>>2]=c;if(a|0)iOb(a);a=f[d>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function XMa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;j=o+24|0;m=o;cGa(m,c);k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))l=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(jNa(g,m)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){l=5;break a}}if(!g)l=5}while(0);if((l|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{kNa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2]}e=+n[m>>2];if(e<+n[g>>2]){d=g;l=11}else{d=g+12|0;if(e>+n[d>>2])l=11}if((l|0)==11)n[d>>2]=e;e=+n[m+4>>2];h=g+4|0;if(e<+n[h>>2]){d=g;l=14}else if(e>+n[g+16>>2]){d=g+12|0;l=14}if((l|0)==14)n[d+4>>2]=e;e=+n[m+8>>2];i=g+8|0;if(e<+n[i>>2]){d=g;l=17}else if(e>+n[g+20>>2]){d=g+12|0;l=17}if((l|0)==17)n[d+8>>2]=e;e=+n[m+12>>2];if(e<+n[g>>2]){d=g;l=20}else{d=g+12|0;if(e>+n[d>>2])l=20}if((l|0)==20)n[d>>2]=e;e=+n[m+16>>2];if(e<+n[h>>2]){d=g;l=23}else if(e>+n[g+16>>2]){d=g+12|0;l=23}if((l|0)==23)n[d+4>>2]=e;e=+n[m+20>>2];if(e<+n[i>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}n[d+8>>2]=e;l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}function YMa(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;o=f[a+32>>2]|0;q=f[a+40>>2]|0;c=f[a+168>>2]|0;e=f[a+520>>2]|0;r=f[a+1192>>2]|0;a:{if(e){f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;g=f[e>>2]|0;e=(f[e+4>>2]|0)-g|0;do if(e|0)if((e|0)<0)AMb(a);else{s=pOb(e)|0;f[(a+4|0)>>2]=s;f[a>>2]=s;f[a+8>>2]=s+e|0;bQb(s|0,g|0,e|0)|0;f[(a+4|0)>>2]=s+e|0;break}while(0);e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;b:while(1){switch(Rg[f[(f[e>>2]|0)+124>>2]&255](e,a)|0){case 0:{r=86;break b}case 1:{h=1;break b}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==86)h=0;c=c|h;e=f[a>>2]|0;if(e|0){if((f[(a+4|0)>>2]|0)!=(e|0))f[(a+4|0)>>2]=e;sOb(e)}}e=Pg[f[(f[o>>2]|0)+64>>2]&1023](o)|0;if(!e)e=c;else{i=+n[e>>2];e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;c:while(1){switch(Qg[f[(f[e>>2]|0)+128>>2]&15](e,i)|0){case 0:{r=104;break c}case 1:{j=1;break c}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==104)j=0;e=c|j}c=Pg[f[(f[o>>2]|0)+72>>2]&1023](o)|0;if(c){h=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;d:while(1){switch(Rg[f[(f[c>>2]|0)+132>>2]&255](c,h)|0){case 0:{r=118;break d}case 1:{k=1;break d}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==118)k=0;e=e|k}h=Pg[f[(f[o>>2]|0)+80>>2]&1023](o)|0;if(h){c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;e:while(1){switch(Rg[f[(f[c>>2]|0)+136>>2]&255](c,h)|0){case 0:{r=132;break e}case 1:{l=1;break e}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==132)l=0;e=e|l}h=Pg[f[(f[o>>2]|0)+88>>2]&1023](o)|0;if(!h)h=e;else{c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;f:while(1){switch(Rg[f[(f[c>>2]|0)+140>>2]&255](c,h)|0){case 0:{r=146;break f}case 1:{m=1;break f}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==146)m=0;h=e|m}c=Pg[f[(f[o>>2]|0)+96>>2]&1023](o)|0;if(!c){s=h;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}g=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;e=q}else e=q;g:while(1){switch(Rg[f[(f[c>>2]|0)+144>>2]&255](c,g)|0){case 0:{r=160;break g}case 1:{p=1;break g}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[e>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==160)p=0;s=h|p;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}f[a+1192>>2]=r}
+function dqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){d=c;do{h=d+-36|0;f[i>>2]=h;c=f[d+-12>>2]|0;if(c|0)iOb(c);c=f[d+-20>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){g=d+-32|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}d=f[i>>2]|0}while((d|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function eqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;a:do switch(b[c+32>>0]|0){case 1:{d=b[c+33>>0]|0;e=d&255;g=a+(e*12|0)+4|0;h=f[g>>2]|0;if(h>>>0<(f[a+(e*12|0)+8>>2]|0)>>>0){f[h>>2]=0;i=h+4|0;f[i>>2]=0;f[h+8>>2]=0;f[h>>2]=f[c>>2];e=c+4|0;f[i>>2]=f[e>>2];i=c+8|0;f[h+8>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[c>>2]=0;e=c+12|0;f[h+12>>2]=f[e>>2];i=c+16|0;f[h+16>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=c+20|0;f[h+20>>2]=f[i>>2];e=c+24|0;f[h+24>>2]=f[e>>2];f[i>>2]=0;f[e>>2]=0;f[h+28>>2]=f[c+28>>2];b[h+32>>0]=1;b[h+33>>0]=d;f[g>>2]=(f[g>>2]|0)+36;break a}else{fqb(a+(e*12|0)|0,c);break a}}case 0:{d=a+28|0;e=f[d>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=0;h=e+4|0;f[h>>2]=0;f[e+8>>2]=0;f[e>>2]=f[c>>2];i=c+4|0;f[h>>2]=f[i>>2];h=c+8|0;f[e+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;i=c+12|0;f[e+12>>2]=f[i>>2];h=c+16|0;f[e+16>>2]=f[h>>2];f[i>>2]=0;f[h>>2]=0;h=c+20|0;f[e+20>>2]=f[h>>2];i=c+24|0;f[e+24>>2]=f[i>>2];f[h>>2]=0;f[i>>2]=0;f[e+28>>2]=f[c+28>>2];b[e+32>>0]=0;b[e+33>>0]=b[c+33>>0]|0;f[d>>2]=(f[d>>2]|0)+36;break a}else{fqb(a+24|0,c);break a}}default:{}}while(0);e=a+68|0;if(b[e>>0]&1)return;f[a+44>>2]=0;i=a+48|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+60>>2]=0;f[a+52>>2]=0;i=a+56|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+64>>2]=0;b[e>>0]=b[e>>0]|1;return}function fqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;h=((f[n>>2]|0)-d|0)/36|0;e=h+1|0;if(e>>>0>119304647)AMb(a);l=a+8|0;k=((f[l>>2]|0)-d|0)/36|0;d=k<<1;d=k>>>0<59652323?(d>>>0<e>>>0?e:d):119304647;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>119304647)vd();else{g=pOb(d*36|0)|0;break}while(0);f[m>>2]=g;e=g+(h*36|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=e;p=g+(d*36|0)|0;i=m+12|0;f[i>>2]=p;f[g+(h*36|0)+8>>2]=0;f[e>>2]=f[c>>2];d=c+4|0;f[g+(h*36|0)+4>>2]=f[d>>2];q=c+8|0;f[g+(h*36|0)+8>>2]=f[q>>2];f[q>>2]=0;f[d>>2]=0;f[c>>2]=0;d=c+12|0;f[g+(h*36|0)+12>>2]=f[d>>2];q=c+16|0;f[g+(h*36|0)+16>>2]=f[q>>2];f[d>>2]=0;f[q>>2]=0;q=c+20|0;f[g+(h*36|0)+20>>2]=f[q>>2];d=c+24|0;f[g+(h*36|0)+24>>2]=f[d>>2];f[q>>2]=0;f[d>>2]=0;f[g+(h*36|0)+28>>2]=f[c+28>>2];b[g+(h*36|0)+32>>0]=b[c+32>>0]|0;b[g+(h*36|0)+33>>0]=b[c+33>>0]|0;g=e+36|0;f[j>>2]=g;c=f[a>>2]|0;d=f[n>>2]|0;h=p;if((d|0)==(c|0)){q=c;p=d;c=e;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}do{e=e+-36|0;d=d+-36|0;wNa(e,d)}while((d|0)!=(c|0));f[k>>2]=e;c=e;q=f[a>>2]|0;p=f[n>>2]|0;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}function gqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;b=f[i>>2]|0;if((b|0)!=(h|0)){c=b;do{g=c+-36|0;f[i>>2]=g;b=f[c+-12>>2]|0;if(b|0)iOb(b);b=f[c+-20>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=c+-32|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[e>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}c=f[i>>2]|0}while((c|0)!=(h|0))}b=f[a>>2]|0;if(!b)return;sOb(b);return}function hqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0;W=u;u=u+48|0;K=W+32|0;N=W+24|0;O=W;P=K+4|0;Q=K+8|0;R=N+4|0;S=K+8|0;T=O+4|0;U=O+8|0;L=O+12|0;M=O+16|0;J=0;a:while(1){m=a+(J*12|0)|0;p=a+(J*12|0)+4|0;if((((f[p>>2]|0)-(f[m>>2]|0)|0)/36|0)>>>0>=2){f[K>>2]=0;f[P>>2]=0;f[Q>>2]=0;iub(N,34962);I=f[64754]|0;Yvb(258928,f[f[N>>2]>>2]|0)|0;c=f[m>>2]|0;o=f[p>>2]|0;if((c|0)!=(o|0)){d=0;while(1){e=f[c>>2]|0;l=f[c+4>>2]|0;if((e|0)==(l|0))H=d;else{do{i=f[e>>2]|0;j=i+40|0;h=f[j>>2]|0;k=i+44|0;g=f[k>>2]|0;if((h|0)==(g|0)){Npb(i);h=f[j>>2]|0;g=f[k>>2]|0}d=((g-h|0)/12|0)+d|0;e=e+8|0}while((e|0)!=(l|0));H=d}c=c+36|0;if((c|0)==(o|0))break;else d=H}if(H|0){nub(f[N>>2]|0,H*12|0,0,35044);d=f[m>>2]|0;G=f[p>>2]|0;if((d|0)!=(G|0)){c=0;do{e=d+12|0;g=f[e>>2]|0;if(!g)V=20;else{n[O>>2]=9.999999747378752e-06;if(BWa(g,O)|0)V=20;else{C=f[e>>2]|0;e=f[d>>2]|0;D=f[d+4>>2]|0;if((e|0)!=(D|0)){E=C+16|0;F=C+32|0;m=C+4|0;o=C+20|0;p=C+36|0;r=C+8|0;s=C+24|0;t=C+40|0;v=C+12|0;w=C+28|0;x=C+44|0;y=C+48|0;z=C+52|0;A=C+56|0;B=C+60|0;do{k=f[K>>2]|0;g=f[P>>2]|0;l=k;if((g|0)!=(k|0))f[P>>2]=g+(~(((g+-12-l|0)>>>0)/12|0)*12|0);h=f[e>>2]|0;i=h+40|0;j=f[i>>2]|0;k=h+44|0;g=f[k>>2]|0;if((j|0)==(g|0)){Npb(h);j=f[i>>2]|0;g=f[k>>2]|0;l=f[K>>2]|0}g=g-j|0;h=(g|0)/12|0;j=l;do if((((f[S>>2]|0)-l|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){V=37;break a}X=f[P>>2]|0;i=pOb(g)|0;g=i+(((X-l|0)/12|0)*12|0)|0;k=g;i=i+(h*12|0)|0;h=X;if((h|0)==(j|0))g=k;else do{X=g;g=g+-12|0;Y=h;h=h+-12|0;f[g>>2]=f[h>>2];f[X+-8>>2]=f[Y+-8>>2];f[X+-4>>2]=f[Y+-4>>2]}while((h|0)!=(j|0));f[K>>2]=g;f[P>>2]=k;f[S>>2]=i;if(!l)break;sOb(l)}while(0);h=f[e>>2]|0;i=h+40|0;g=f[i>>2]|0;j=h+44|0;k=f[j>>2]|0;if((g|0)==(k|0)){Npb(h);g=f[i>>2]|0;i=f[j>>2]|0}else i=k;if((g|0)!=(i|0))do{ba=+n[g>>2];aa=+n[g+4>>2];q=+n[g+8>>2];$=ba*+n[m>>2]+aa*+n[o>>2]+q*+n[p>>2];_=ba*+n[r>>2]+aa*+n[s>>2]+q*+n[t>>2];Z=ba*+n[v>>2]+aa*+n[w>>2]+q*+n[x>>2];q=+n[C>>2]*ba+ +n[E>>2]*aa+ +n[F>>2]*q+ +n[y>>2];n[O>>2]=q;n[T>>2]=$+ +n[z>>2];n[U>>2]=_+ +n[A>>2];n[L>>2]=Z+ +n[B>>2];f[M>>2]=0;h=f[P>>2]|0;if(h>>>0<(f[S>>2]|0)>>>0){n[h>>2]=q;f[h+4>>2]=f[T>>2];f[h+8>>2]=f[U>>2];f[P>>2]=h+12}else iqb(K,O);g=g+12|0}while((g|0)!=(i|0));X=f[K>>2]|0;Y=(f[P>>2]|0)-X|0;oub(f[N>>2]|0,c,Y,X);c=Y+c|0;e=e+8|0}while((e|0)!=(D|0))}}}if((V|0)==20){V=0;e=f[d>>2]|0;m=f[d+4>>2]|0;if((e|0)!=(m|0))do{j=f[e>>2]|0;g=j+40|0;h=f[g>>2]|0;i=j+44|0;k=f[i>>2]|0;if((h|0)==(k|0)){Npb(j);l=f[e>>2]|0;h=f[g>>2]|0;g=f[i>>2]|0;j=l;l=f[l+44>>2]|0}else{g=k;l=k}i=g-h|0;k=f[N>>2]|0;h=j+40|0;g=f[h>>2]|0;if((g|0)==(l|0)){Npb(j);g=f[h>>2]|0}oub(k,c,i,g);c=i+c|0;e=e+8|0}while((e|0)!=(m|0))}d=d+36|0}while((d|0)!=(G|0))}c=f[N>>2]|0;d=f[R>>2]|0;if(d|0)gOb(d);f[a+44+(J<<3)>>2]=c;Y=a+44+(J<<3)+4|0;c=f[Y>>2]|0;f[Y>>2]=d;if(c|0)iOb(c);f[a+60+(J<<2)>>2]=H}}Yvb(258928,I)|0;c=f[R>>2]|0;if(c|0)iOb(c);c=f[K>>2]|0;if(c|0){d=f[P>>2]|0;if((d|0)!=(c|0))f[P>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}}J=J+1|0;if(J>>>0>=2){V=2;break}}if((V|0)==2){Y=a+68|0;b[Y>>0]=b[Y>>0]&-2;u=W;return}else if((V|0)==37)vd()}function iqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;d=f[b+16>>2]|0;f[c>>2]=f[b+(d<<2)>>2];f[g+(h*12|0)+4>>2]=f[b+(d+1<<2)>>2];f[g+(h*12|0)+8>>2]=f[b+(d+2<<2)>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function jqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=pOb(68)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=42088;g=e+12|0;f[g>>2]=f[c>>2];h=c+4|0;f[e+16>>2]=f[h>>2];i=c+8|0;f[e+20>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[c>>2]=0;f[e+24>>2]=f[d>>2];c=d+4|0;f[e+28>>2]=f[c>>2];h=d+8|0;f[e+32>>2]=f[h>>2];f[h>>2]=0;f[c>>2]=0;f[d>>2]=0;f[e+36>>2]=0;f[e+40>>2]=-1;d=e+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;b[d+20>>0]=0;f[a>>2]=g;f[a+4>>2]=e;return}function kqb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42088;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);aOb(a);return}function lqb(a){a=a|0;kqb(a);sOb(a);return}function mqb(a){a=a|0;var b=0,c=0,d=0;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+12>>2]|0;if(!d)return;b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function nqb(a){a=a|0;sOb(a);return}function oqb(){var a=0,b=0;b=pOb(128)|0;f[64722]=b;a=b+128|0;f[64724]=a;p[b>>3]=-1.0;p[b+8>>3]=-0.0;p[b+16>>3]=0.0;p[b+24>>3]=-1.0;p[b+32>>3]=1.0;p[b+40>>3]=-0.0;p[b+48>>3]=0.0;p[b+56>>3]=-1.0;p[b+64>>3]=0.0;p[b+72>>3]=-1.0;p[b+80>>3]=0.0;p[b+88>>3]=-1.0;p[b+96>>3]=0.0;p[b+104>>3]=1.0;p[b+112>>3]=0.0;p[b+120>>3]=-1.0;f[64723]=a;p[32183]=-1.0;p[32184]=-1.0;p[32185]=1.0;p[32186]=1.0;return}function pqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[b>>2]|0;h=f[b+4>>2]|0;if((c|0)==(h|0)){e=-2147483648;d=2147483647;c=-2147483648;b=2147483647}else{e=-2147483648;d=2147483647;g=-2147483648;b=2147483647;do{i=f[c>>2]|0;d=(d|0)>(i|0)?i:d;e=(e|0)<(i|0)?i:e;i=f[c+4>>2]|0;b=(b|0)>(i|0)?i:b;g=(g|0)<(i|0)?i:g;c=c+12|0}while((c|0)!=(h|0));c=g}f[a>>2]=d;f[a+4>>2]=b;f[a+8>>2]=e;f[a+12>>2]=c;return}function qqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0.0;if(!c){g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284}else{h=0;g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284;do{i=+p[b+(h*24|0)>>3];f=f>i?i:f;g=g<i?i:g;i=+p[b+(h*24|0)+8>>3];d=d>i?i:d;e=e<i?i:e;h=h+1|0}while((h|0)!=(c|0))}p[a>>3]=f;p[a+8>>3]=d;p[a+16>>3]=g;p[a+24>>3]=e;return}function rqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+32|0;c=l+24|0;d=l+16|0;g=l+8|0;i=l;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;k=b+4|0;h=f[k>>2]|0;f[c>>2]=f[b>>2];f[c+4>>2]=h;h=a+8|0;T6a(a,c);c=f[j>>2]|0;m=f[h>>2]|0;e=b+12|0;n=f[e>>2]|0;f[d>>2]=f[b>>2];f[d+4>>2]=n;if((c|0)==(m|0)){T6a(a,d);c=f[j>>2]|0}else{m=d;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}d=b+8|0;n=f[e>>2]|0;f[g>>2]=f[d>>2];f[g+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,g);c=f[j>>2]|0}else{m=g;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}n=f[k>>2]|0;f[i>>2]=f[d>>2];f[i+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,i);u=l;return}else{k=i;m=f[k+4>>2]|0;n=c;f[n>>2]=f[k>>2];f[n+4>>2]=m;f[j>>2]=(f[j>>2]|0)+8;u=l;return}}function sqb(a){a=a|0;return +((+p[a+16>>3]+ +p[a+40>>3]+ +p[a+64>>3])*.3333333333333333)}function tqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+176|0;s=w+160|0;t=w;g=w+156|0;o=w+152|0;r=w+148|0;v=w+144|0;i=+p[a>>3];h=i<1797693134862315708145274.0e284?i:1797693134862315708145274.0e284;i=i>-1797693134862315708145274.0e284?i:-1797693134862315708145274.0e284;j=+p[a+8>>3];k=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;j=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;l=+p[a+24>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+32>>3];k=k>l?l:k;j=j<l?l:j;l=+p[a+48>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+56>>3];k=k>l?l:k;j=j<l?l:j;l=+p[32183];if(h>=l){m=+p[32184];if(k>=m){n=+p[32185];if(h<=n){h=+p[32186];if(!(!(i>=l)|!(k<=h)))if(j>=m&i<=n&j<=h){v=0;u=w;return v|0}}}}d=f[c>>2]|0;q=c+4|0;e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);d=bCa(f[64722]|0,a,t)|0;f[g>>2]=f[q>>2];f[s>>2]=f[g>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;d=f[q>>2]|0;g=f[c>>2]|0;e=g;if((d|0)!=(g|0)){g=b+4|0;a=0;do{d=bCa((f[64722]|0)+32|0,e+(a*24|0)|0,t)|0;f[o>>2]=f[g>>2];f[s>>2]=f[o>>2];ZBa(b,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[q>>2]|0;x=f[c>>2]|0;e=x}while(a>>>0<((d-x|0)/24|0)>>>0)}if((e|0)!=(d|0))f[q>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);g=b+4|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if((d|0)!=(x|0)){a=0;d=e;while(1){d=bCa((f[64722]|0)+64|0,d+(a*24|0)|0,t)|0;f[r>>2]=f[q>>2];f[s>>2]=f[r>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if(a>>>0>=((d-x|0)/24|0)>>>0)break;else d=e}}if((e|0)!=(d|0))f[g>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);d=f[c>>2]|0;if((f[q>>2]|0)!=(d|0)){e=0;do{x=bCa((f[64722]|0)+96|0,d+(e*24|0)|0,t)|0;f[v>>2]=f[g>>2];f[s>>2]=f[v>>2];ZBa(b,s,t,t+(x*24|0)|0)|0;e=e+3|0;d=f[c>>2]|0}while(e>>>0<(((f[q>>2]|0)-d|0)/24|0)>>>0)}x=1;u=w;return x|0}function uqb(a,b){a=a|0;b=b|0;return vqb(a,258888,257464,b)|0}function vqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0;w=u;u=u+32|0;v=w;j=+p[a>>3];q=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;r=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;h=a+8|0;s=+p[h>>3];t=s<1797693134862315708145274.0e284?s:1797693134862315708145274.0e284;s=s>-1797693134862315708145274.0e284?s:-1797693134862315708145274.0e284;o=+p[a+24>>3];q=q>o?o:q;r=r<o?o:r;k=a+32|0;o=+p[k>>3];t=t>o?o:t;s=s<o?o:s;l=d+4|0;e=f[l>>2]|0;i=d+8|0;g=f[i>>2]|0;if((e|0)==(g|0)){jlb(d,a);h=f[l>>2]|0;g=f[i>>2]|0}else{p[e>>3]=j;p[e+8>>3]=+p[h>>3];p[e+16>>3]=+p[a+16>>3];h=e+24|0;f[l>>2]=h}e=a+24|0;if((h|0)==(g|0))jlb(d,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[k>>3];p[h+16>>3]=+p[a+40>>3];f[l>>2]=h+24}m=+p[c>>3];if(q>=m){n=+p[c+8>>3];if(t>=n){o=+p[c+16>>3];if(q<=o){j=+p[c+24>>3];if(!(!(r>=m)|!(t<=j)))if(s>=n&r<=o&s<=j){v=0;u=w;return v|0}}}}e=f[b>>2]|0;a=f[b+4>>2]|0;if((e|0)==(a|0)){v=0;u=w;return v|0}k=v+8|0;l=v+16|0;while(1){g=f[d>>2]|0;r=+p[e>>3];s=+p[e+8>>3];t=+p[e+16>>3];q=+p[e+24>>3];h=g+24|0;i=q+(r*+p[g>>3]+(s*+p[g+8>>3]+t*+p[g+16>>3]))>=0.0;if(i^q+(r*+p[h>>3]+(s*+p[g+32>>3]+t*+p[g+40>>3]))>=0.0){cCa(v,e,g,h);b=(i^1)&1;t=+p[v>>3];c=g+(b*24|0)|0;p[v>>3]=+p[c>>3];p[c>>3]=t;t=+p[k>>3];c=g+(b*24|0)+8|0;p[k>>3]=+p[c>>3];p[c>>3]=t;p[g+(b*24|0)+16>>3]=+p[l>>3]}else if(i){e=1;g=18;break}e=e+32|0;if((e|0)==(a|0)){e=0;g=18;break}}if((g|0)==18){u=w;return e|0}return 0}function wqb(a){a=a|0;var b=0,c=0.0,d=0.0,e=0;b=u;u=u+32|0;e=b;Kha(e);d=+(f[e>>2]|0);c=+(f[e+4>>2]|0);f[a>>2]=0;f[a+4>>2]=0;n[a+8>>2]=d;n[a+12>>2]=c;u=b;return}function xqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+160|0;d=j+136|0;g=j;h=g+4|0;f[g>>2]=15100;i=g+56|0;f[i>>2]=15120;tEb(g+56|0,h);f[g+128>>2]=0;f[g+132>>2]=-1;f[g>>2]=39656;f[g+56>>2]=39676;xEb(h);f[h>>2]=39692;e=g+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[g+52>>2]=16;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;k3a(h,d);if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);f[g+(f[(f[g>>2]|0)+-12>>2]|0)+76>>2]=48;d=g+(f[(f[g>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-75|8;d=m3a(g,240469,1)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c+4>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(d,$Cb(+n[c+8>>2]*255.0)|0)|0;c=$Cb(+n[c+12>>2]*255.0)|0;if((c|0)<255){f[g+(f[(f[g>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(g,c)|0}l3a(a,h);f[g>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[e+11>>0]|0)>=0){oDb(h);kEb(g,39752);jDb(i);u=j;return}sOb(f[e>>2]|0);oDb(h);kEb(g,39752);jDb(i);u=j;return}function yqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if(!b){n[a>>2]=1.0;n[a+4>>2]=0.0;n[a+8>>2]=1.0;d=a+12|0;n[d>>2]=1.0;u=e;return}else{eKa(d,b,0,c);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];d=a+12|0;n[d>>2]=1.0;u=e;return}}function zqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;i=k;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;c=f[b>>2]|0;g=f[b+4>>2]|0;if((c|0)==(g|0)){u=k;return}h=i+4|0;e=a+8|0;b=c;c=0;d=0;while(1){l=f[b+4>>2]|0;f[i>>2]=f[b>>2];f[h>>2]=l;if((c|0)==(d|0))T6a(a,i);else{m=i;d=f[m+4>>2]|0;l=c;f[l>>2]=f[m>>2];f[l+4>>2]=d;f[j>>2]=(f[j>>2]|0)+8}b=b+12|0;if((b|0)==(g|0))break;c=f[j>>2]|0;d=f[e>>2]|0}u=k;return}function Aqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0.0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0;B=u;u=u+144|0;y=B;f[d>>2]=0;z=a+16|0;U=+p[z>>3];A=+p[a>>3];w=U-A;t=a+24|0;r=a+8|0;G=+p[t>>3];v=+p[r>>3];J=G-v;I=+L(+(w*w+J*J));w=w/I;x=J/I;I=-J/I;J=A*I+v*w;k=b+16|0;P=+p[k>>3];q=+p[b>>3];g=P-q;j=b+24|0;S=+p[j>>3];l=b+8|0;h=+p[l>>3];O=S-h;Q=+L(+(g*g+O*O));O=O/Q;M=O*.5;F=q+M;D=-g/Q*.5;R=h+D;D=S+D-R;M=P+M-F;H=+L(+(M*M+D*D));D=-D/H;H=M/H;F=R*H+F*D;R=A*D+v*H-F;M=+p[b+32>>3];K=+p[b+40>>3];p[y>>3]=-R/(w*D+x*H);p[y+8>>3]=-(I*q+w*h-J)/(I*(g/Q)+w*O);p[y+16>>3]=Q;e=y+24|0;p[e>>3]=D*M+H*K-F;C=y+32|0;p[C>>3]=R;n=y+40|0;p[n>>3]=U*D+H*G-F;F=M-P;G=K-S;H=+L(+(F*F+G*G));G=G/H;D=G*.5;U=P+D;R=-F/H*.5;Q=S+R;R=K+R-Q;D=M+D-U;O=+L(+(D*D+R*R));R=-R/O;O=D/O;U=Q*O+U*R;Q=+p[a>>3];D=+p[r>>3];g=Q*R+D*O-U;h=+p[z>>3];q=+p[t>>3];i=h*R+O*q-U;N=+p[b>>3];T=+p[l>>3];E=R*N+O*T-U;p[y+48>>3]=-(A*R+v*O-U)/(w*R+x*O);p[y+56>>3]=-(I*P+w*S-J)/(I*(F/H)+w*G);p[y+64>>3]=H;p[y+72>>3]=E;p[y+80>>3]=g;p[y+88>>3]=i;H=N-M;G=T-K;F=+L(+(H*H+G*G));G=G/F;S=G*.5;P=M+S;O=-H/F*.5;R=K+O;O=T+O-R;S=N+S-P;N=+L(+(S*S+O*O));O=-O/N;N=S/N;P=R*N+P*O;D=Q*O+D*N-P;q=h*O+N*q-P;h=O*+p[k>>3]+N*+p[j>>3]-P;p[y+96>>3]=-(A*O+v*N-P)/(w*O+x*N);p[y+104>>3]=-(I*M+w*K-J)/(I*(H/F)+w*G);p[y+112>>3]=F;p[y+120>>3]=h;p[y+128>>3]=D;p[y+136>>3]=q;e=(f[e+4>>2]|0)<0;p[s>>3]=E;j=f[s+4>>2]|0;p[s>>3]=D;b=f[s+4>>2]|0;p[s>>3]=h;k=f[s+4>>2]|0;p[s>>3]=i;l=f[s+4>>2]|0;p[s>>3]=q;m=f[s+4>>2]|0;if((f[C+4>>2]|0)<0^e)b=0;else{p[s>>3]=g;if((f[s+4>>2]|0)<0^(j|0)<0)b=0;else b=((b|0)<0^(k|0)<0^1)&1}if((f[n+4>>2]|0)<0^e)o=6;else if((l|0)<0^(j|0)<0)o=6;else{e=(m|0)<0^(k|0)<0;b=b<<24>>24==0;if(b|e)k=e;else{C=1;u=B;return C|0}}if((o|0)==6){b=b<<24>>24==0;k=1}U=+p[z>>3]-+p[a>>3];q=+p[t>>3]-+p[r>>3];q=+L(+(U*U+q*q));if(b){b=0;e=0;j=0;do{h=+p[y+(j*48|0)>>3];do if(!(!(h>=0.0)|!(h<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){i=A+w*h;g=v+x*h;e=(f[y+(j*48|0)+24+4>>2]|0)<0;if(e^(f[y+(j*48|0)+32+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=+p[a>>3];p[c+(b<<4)+8>>3]=+p[r>>3];p[c+(e<<4)>>3]=i;p[c+(e<<4)+8>>3]=g;e=1;b=b+2|0;break}if(k)if(e^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=i;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}while(0);j=j+1|0}while((b|0)!=4&j>>>0<3)}else{b=0;e=0;j=0;do{i=+p[y+(j*48|0)>>3];if(!(!(i>=0.0)|!(i<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){h=A+w*i;g=v+x*i;if(k)if((f[y+(j*48|0)+24+4>>2]|0)<0^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=h;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}j=j+1|0}while((b|0)!=4&j>>>0<3)}f[d>>2]=b>>>1;C=e;u=B;return C|0}function Bqb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,M=0,N=0,O=0.0,P=0.0,Q=0;N=u;u=u+608|0;M=N+544|0;J=N+80|0;G=N+48|0;H=N;f[h>>2]=0;if(!(+p[c+16>>3]>=+p[e>>3])){h=0;u=N;return h|0}if(!(+p[c>>3]<=+p[e+16>>3])){h=0;u=N;return h|0}if(!(+p[c+24>>3]>=+p[e+8>>3])){h=0;u=N;return h|0}if(!(+p[c+8>>3]<=+p[e+24>>3])){h=0;u=N;return h|0}r=a+32|0;C=a+8|0;w=+p[r>>3];z=+p[C>>3];o=w-z;l=+p[a+64>>3];x=+p[a+16>>3];n=l-x;q=+p[a+40>>3];P=q-x;D=a+56|0;k=+p[D>>3];O=k-z;m=o*n-P*O;E=a+48|0;v=+p[E>>3];y=+p[a>>3];B=v-y;F=a+24|0;t=+p[F>>3];A=t-y;n=P*B-n*A;B=O*A-o*B;o=+L(+(m*m+(n*n+B*B)));m=m/o*j;y=y+m;n=n/o*j;z=z+n;o=B/o*j;x=x+o;j=v+m-y;k=k+n-z;l=l+o-x;m=t+m-y;n=w+n-z;o=q+o-x;q=k*o-l*n;w=m*l-j*o;t=j*n-m*k;v=+L(+(q*q+(t*t+w*w)));if(!(v<=+L(+(j*j+(k*k+l*l)))*+L(+(m*m+(n*n+o*o)))*2.220446049250313e-16)){B=q/v;A=t/v;v=w/v}else{p[M>>3]=j;p[M+16>>3]=k;p[M+32>>3]=l;p[M+8>>3]=m;p[M+24>>3]=n;p[M+40>>3]=o;b[J+152>>0]=0;b[J+153>>0]=0;b[J+154>>0]=0;f[J+160>>2]=0;f[J+168>>2]=-1;f[J+172>>2]=-1;b[J+304>>0]=0;b[J+305>>0]=0;g7a(J,M,16)|0;B=+p[J+80>>3];A=+p[J+96>>3];v=+p[J+88>>3]}l=y*B+(x*A+z*v);if(+K(+(0.0-v))<1.0e-12)if(+K(+(0.0-A))<1.0e-12){h=0;u=N;return h|0}q=+p[d>>3];t=+p[d+8>>3];j=+p[d+24>>3];k=+p[d+32>>3];w=+p[d+16>>3]-i;x=+p[d+40>>3]-i;o=B*q+(v*t+A*w)-l;p[s>>3]=o;e=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;Q=I;p[s>>3]=B*j+(v*k+A*x)-l;c=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;d=(e|0)==0;if((c|e|0)==0&(I|Q|0)==0){Q=0;u=N;return Q|0}l=j-q;m=k-t;P=x-w;n=+L(+(l*l+(m*m+P*P)));l=l/n;m=m/n;n=P/n;if((e|0)==(c|0)){c=0;A=q;z=t;y=w}else{P=-o/(B*l+(v*m+A*n));i=q+l*P;O=t+m*P;P=w+n*P;p[g>>3]=d?q:i;p[g+8>>3]=d?t:O;p[g+16>>3]=d?w:P;p[g+24>>3]=d?i:j;p[g+32>>3]=d?O:k;p[g+40>>3]=d?P:x;c=2;A=d?i:q;z=d?O:t;y=d?P:w;j=d?j:i;k=d?k:O;x=d?x:P}p[G>>3]=A;p[G+8>>3]=z;p[G+16>>3]=j;p[G+24>>3]=k;p[H>>3]=+p[a>>3];p[H+8>>3]=+p[C>>3];p[H+16>>3]=+p[F>>3];p[H+24>>3]=+p[r>>3];p[H+32>>3]=+p[E>>3];p[H+40>>3]=+p[D>>3];if(Aqb(G,H,M,J)|0){e=f[J>>2]|0;if(e&2147483647){w=j-A;t=k-z;v=t*t+w*w;d=e<<1;q=x-y;r=c+((d>>>0>2?d:2)+-1&-2)|0;e=0;while(1){n=+p[M+(e<<4)>>3];o=+p[M+(e<<4)+8>>3];j=(w*(n-A)+t*(o-z))/v;if(j<0.0|+K(+j)<1.0e-10)k=y;else if(j>1.0)k=x;else if(+K(+(j+-1.0))<1.0e-10)k=x;else k=y+q*j;Q=e|1;l=+p[M+(Q<<4)>>3];m=+p[M+(Q<<4)+8>>3];j=(w*(l-A)+t*(m-z))/v;if(j<0.0|+K(+j)<1.0e-10)j=y;else if(j>1.0)j=x;else if(+K(+(j+-1.0))<1.0e-10)j=x;else j=y+q*j;Q=c|1;p[g+(c*24|0)>>3]=n;p[g+(c*24|0)+8>>3]=o;p[g+(c*24|0)+16>>3]=k;p[g+(Q*24|0)>>3]=l;p[g+(Q*24|0)+8>>3]=m;p[g+(Q*24|0)+16>>3]=j;e=e+2|0;if(e>>>0>=d>>>0)break;else c=c+2|0}c=r+2|0}f[h>>2]=c>>>1;c=1}else{Q=c|1;p[g+(c*24|0)>>3]=A;p[g+(c*24|0)+8>>3]=z;p[g+(c*24|0)+16>>3]=y;p[g+(Q*24|0)>>3]=j;p[g+(Q*24|0)+8>>3]=k;p[g+(Q*24|0)+16>>3]=x;c=0}Q=c;u=N;return Q|0}function Cqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;w=0;E=u;u=u+1664|0;A=(E+44|0)+4|0;f[A>>2]=0;B=(E+44|0)+8|0;f[B>>2]=0;C=(E+44|0)+4|0;f[(E+44|0)>>2]=C;d=f[b>>2]|0;p=f[b+4>>2]|0;do if((d|0)==(p|0)){v=C;t=C;z=E+44|0}else{a:while(1){b=f[d>>2]|0;o=f[d+4>>2]|0;if((b|0)!=(o|0))do{e=f[b>>2]|0;l=f[e>>2]|0;m=f[e+4>>2]|0;f[E>>2]=l;f[E+4>>2]=m;f[(E+8|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+16|0)>>2]=0;g=(f[b+4>>2]|0)-e|0;if(!(g>>3)){j=0;k=0;g=0}else{if(g>>3>>>0>536870911){w=11;break a}h=pOb(g)|0;f[(E+12|0)>>2]=h;f[(E+8|0)>>2]=h;f[(E+16|0)>>2]=h+(g>>3<<3)|0;if((g|0)>0){bQb(h|0,e|0,g|0)|0;f[(E+12|0)>>2]=h+(g>>>3<<3)|0;j=h;k=h+(g>>>3<<3)|0;g=h+(g>>3<<3)|0}else{j=h;k=h;g=h+(g>>3<<3)|0}}e=pOb(36)|0;f[(e+16|0)>>2]=l;f[(e+16|0)+4>>2]=m;f[e+24>>2]=j;f[e+28>>2]=k;f[e+32>>2]=g;f[(E+16|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+8|0)>>2]=0;g=f[C>>2]|0;do if(!g){q=C;r=C}else{while(1){w=f[g+16>>2]|0;if((w|0)==(l|0)?(f[g+20>>2]|0)>(m|0):(w|0)>(l|0)){h=f[g>>2]|0;if(!h){w=17;break}else g=h}else{s=g+4|0;h=f[s>>2]|0;if(!h){w=20;break}else g=h}}if((w|0)==17){q=g;r=g;break}else if((w|0)==20){q=g;r=s;break}}while(0);f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=q;f[r>>2]=e;g=f[f[(E+44|0)>>2]>>2]|0;if(g){f[(E+44|0)>>2]=g;e=f[r>>2]|0}r_a(f[A>>2]|0,e);f[B>>2]=(f[B>>2]|0)+1;e=f[(E+8|0)>>2]|0;if(e|0){g=f[(E+12|0)>>2]|0;if((g|0)!=(e|0))f[(E+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}b=b+12|0}while((b|0)!=(o|0));d=d+12|0;if((d|0)==(p|0)){w=4;break}}if((w|0)==4){t=f[(E+44|0)>>2]|0;v=t;z=E+44|0;break}else if((w|0)==11)AMb(E+8|0)}while(0);do{b=1;if(b){b=0;if((C|0)==(v|0))i=t;else b=1}if(b)if(1){o=(E+28|0)+4|0;k=v;b:while(1){l=k;m=f[(l+28|0)>>2]|0;h=f[m+-8>>2]|0;j=f[m+-4>>2]|0;d=f[C>>2]|0;c:do if(!d){y=C;w=45}else{b=C;d:while(1){g=d;while(1){d=f[g+16>>2]|0;e=f[g+20>>2]|0;if((d|0)==(h|0)?(e|0)>(j|0):(d|0)>(h|0))break;if(!((d|0)==(h|0)?(e|0)<(j|0):(d|0)<(h|0)))break d;d=f[g+4>>2]|0;if(!d){y=b;w=45;break c}else g=d}d=f[g>>2]|0;if(!d){y=g;w=45;break c}else b=g}d=f[g>>2]|0;e:do if(!d)c=g;else{c=g;while(1){e=d;while(1){x=f[e+16>>2]|0;if(!((x|0)==(h|0)?(f[e+20>>2]|0)<(j|0):(x|0)<(h|0)))break;d=f[e+4>>2]|0;if(!d)break e;else e=d}d=f[e>>2]|0;if(!d){c=e;break}else c=e}}while(0);e=f[g+4>>2]|0;f:do if(e)while(1){d=e;while(1){x=f[d+16>>2]|0;if((x|0)==(h|0)?(f[d+20>>2]|0)>(j|0):(x|0)>(h|0))break;d=f[d+4>>2]|0;if(!d)break f}e=f[d>>2]|0;if(!e){b=d;break}else b=d}while(0);x=b}while(0);if((w|0)==45){w=0;x=y;c=x}t=c;v=x;f[E+464>>2]=z;f[E+488>>2]=c;f[E+544>>2]=k;f[E+576>>2]=l;f[E+584>>2]=m;f[E+672>>2]=t;f[E+680>>2]=v;f[E+896>>2]=o;f[E+1456>>2]=A;f[E+1496>>2]=B;f[E+1536>>2]=C;f[E+1576>>2]=w;f[E+1600>>2]=0;f[E+1604>>2]=0;$rb(E);k=f[E+544>>2]|0;w=f[E+1576>>2]|0;G=f[E+1600>>2]|0;D=f[E+1604>>2]|0;H=+n[E+1604>>2];f[E+1600>>2]=0;f[E+1604>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}if((w|0)==55)AMb(E+28|0);else if((w|0)==82)AMb(E+8|0);else if((w|0)==123){i=f[(E+44|0)>>2]|0;break}}}while(0);f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;if((i|0)==(C|0)){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}d=0;b=0;j=0;while(1){c=i+24|0;if((d|0)==(b|0))H7a(a,c);else{f[d>>2]=0;g=d+4|0;f[g>>2]=0;f[d+8>>2]=0;e=i+28|0;b=(f[e>>2]|0)-(f[c>>2]|0)|0;if(b>>3|0){if(b>>3>>>0>536870911){w=130;break}h=pOb(b)|0;f[g>>2]=h;f[d>>2]=h;f[d+8>>2]=h+(b>>3<<3);c=f[c>>2]|0;b=(f[e>>2]|0)-c|0;if((b|0)>0){bQb(h|0,c|0,b|0)|0;f[g>>2]=h+(b>>>3<<3)}}f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+12}b=f[i+4>>2]|0;if(!b){c=i+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(i|0))do{B=f[c>>2]|0;c=B+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(B|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(C|0)){w=126;break}j=f[(a+4|0)>>2]|0;i=b;d=j;b=f[(a+8|0)>>2]|0}if((w|0)==126){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}else if((w|0)==130)AMb(j)}function Dqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;i=m;j=(f[b>>2]|0)-i|0;b=m+(j>>3<<3)|0;o=f[c>>2]|0;g=f[d>>2]|0;q=g-o|0;k=q>>3;d=o;o=g;if((q|0)<=0){q=b;return q|0}p=a+8|0;h=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;e=n;if((k|0)<=(h-e>>3|0)){i=e-b|0;e=i>>3;if((k|0)>(e|0)){h=d+(e<<3)|0;g=h;if((h|0)==(o|0))e=n;else{e=n;do{p=h;a=f[p+4>>2]|0;f[e>>2]=f[p>>2];f[e+4>>2]=a;h=h+8|0;e=(f[q>>2]|0)+8|0;f[q>>2]=e}while((h|0)!=(o|0))}if((i|0)<=0){q=b;return q|0}}else e=n;j=e-(b+(k<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<n>>>0){i=e;do{o=h;p=f[o+4>>2]|0;a=i;f[a>>2]=f[o>>2];f[a+4>>2]=p;h=h+8|0;i=(f[q>>2]|0)+8|0;f[q>>2]=i}while(h>>>0<n>>>0)}if(k){cQb(e+(0-k<<3)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){q=b;return q|0}else e=b;while(1){c=d;a=f[c+4>>2]|0;q=e;f[q>>2]=f[c>>2];f[q+4>>2]=a;d=d+8|0;if((d|0)==(g|0))break;else e=e+8|0}return b|0}e=(e-i>>3)+k|0;if(e>>>0>536870911)AMb(a);k=h-i|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;k=b;e=j>>3;do if(!g)l=0;else if(g>>>0>536870911)vd();else{l=pOb(g<<3)|0;break}while(0);j=l+(e<<3)|0;e=j;i=l+(g<<3)|0;if((o|0)==(d|0)){d=e;g=m}else{g=j;do{m=d;n=f[m+4>>2]|0;c=g;f[c>>2]=f[m>>2];f[c+4>>2]=n;g=e+8|0;e=g;d=d+8|0}while((d|0)!=(o|0));d=e;g=f[a>>2]|0}e=k-g|0;h=j+(0-(e>>3)<<3)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[q>>2]|0)-k|0;if((e|0)>0){bQb(d|0,b|0,e|0)|0;d=d+(e>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[q>>2]=d;f[p>>2]=i;if(!b){q=j;return q|0}sOb(b);q=j;return q|0}function Eqb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;Eqb(a,f[b>>2]|0);Eqb(a,f[b+4>>2]|0);c=f[b+24>>2]|0;if(c|0){d=b+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c)}sOb(b);return}function Fqb(a){a=a|0;var c=0,d=0,e=0;c=a+48|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.20000000298023224;e=a+64|0;b[e>>0]=b[e>>0]|1;return}function Gqb(a){a=a|0;return (f[a+24>>2]|0)==(f[a+28>>2]|0)|0}function Hqb(a,b){a=a|0;b=b|0;a=a+36|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Iqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c|0){e=a+64|0;if(!d)return;Jqb(a+24|0,d,d+((c<<1)*12|0)|0);b[e>>0]=b[e>>0]|1;return}j=a+24|0;k=f[j>>2]|0;l=a+28|0;e=f[l>>2]|0;g=k;if((e|0)==(k|0))c=e;else{c=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}i=a+32|0;e=c-g|0;d=(e|0)/12|0;if((((f[i>>2]|0)-g|0)/12|0)>>>0>d>>>0){do if(!e)h=0;else if(d>>>0>357913941)vd();else{h=pOb(e)|0;break}while(0);e=h+(d*12|0)|0;d=e;if((c|0)==(k|0))e=d;else do{h=e;e=e+-12|0;g=c;c=c+-12|0;f[e>>2]=f[c>>2];f[h+-8>>2]=f[g+-8>>2];f[h+-4>>2]=f[g+-4>>2]}while((c|0)!=(k|0));f[j>>2]=e;f[l>>2]=d;f[i>>2]=d;if(k|0)sOb(k)}f[a+8>>2]=0;l=a+12|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);f[a+16>>2]=0;a=a+20|0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;iOb(e);return}function Jqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/12|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/12|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>357913941)AMb(a);i=(d|0)/12|0;e=i<<1;e=i>>>0<178956970?(e>>>0<j>>>0?j:e):357913941;if(e>>>0>357913941)AMb(a);d=pOb(e*12|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*12|0);if((b|0)==(c|0))return;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=d+12|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/12|0;h=j>>>0>d>>>0;d=b+(d*12|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=e+12|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-12-b|0)>>>0)/12|0)*12|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];d=d+12|0;b=b+12|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function Kqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;b=g+24|0;e=g;if(f[a>>2]|0){u=g;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,240471,240505,e,1);h=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[a>>2]=h;h=a+4|0;b=f[h>>2]|0;f[h>>2]=i;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);i=Jvb(f[a>>2]|0,240539)|0;f[a+52>>2]=i;i=Kvb(f[a>>2]|0,240548)|0;f[a+56>>2]=i;i=Kvb(f[a>>2]|0,240573)|0;f[a+60>>2]=i;u=g;return}function Lqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0;v=u;u=u+16|0;q=v;r=a+48|0;if(+n[r>>2]<=0.0){u=v;return}s=a+24|0;t=a+28|0;if(((f[t>>2]|0)-(f[s>>2]|0)|0)>>>0>65536)if(fvb()|0){Mqb(a);p=5125}else e=5;else e=5;if((e|0)==5){Nqb(a);p=5123}e=a+8|0;if(!(f[e>>2]|0)){u=v;return}Kqb(a);o=f[64754]|0;Yvb(258928,f[f[e>>2]>>2]|0)|0;k=f[64755]|0;Zvb(258928,f[f[a+16>>2]>>2]|0)|0;l=f[64756]|0;bwb(258928,f[f[a>>2]>>2]|0)|0;m=b[259206]|0;Hwb(258928,d)|0;e=b[259052]|0;kwb(258928,0)|0;d=b[259204]|0;g=f[64773]|0;h=f[64775]|0;i=f[64774]|0;j=f[64776]|0;if(+n[r>>2]<1.0){pwb(258928,1,771)|0;Fwb(258928,1)|0}nf(f[a+56>>2]|0,1,0,c|0);c=f[a+60>>2]|0;w=+n[r>>2];y=w*+n[a+40>>2];x=w*+n[a+44>>2];n[q>>2]=+n[a+36>>2]*w;n[q+4>>2]=y;n[q+8>>2]=x;n[q+12>>2]=w;lf(c|0,1,q|0);r=a+52|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);oe(1,(f[t>>2]|0)-(f[s>>2]|0)|0,p|0,0);ke(r|0);owb(258928,g,h,i,j)|0;Fwb(258928,d<<24>>24!=0)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,m<<24>>24!=0)|0;bwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,o)|0;u=v;return}function Mqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+16|0;j=o;n=a+64|0;if(!(b[n>>0]&1)){u=o;return}g=a+24|0;e=f[g>>2]|0;i=a+28|0;h=f[i>>2]|0;c=h;d=e;if((e|0)==(h|0)){u=o;return}k=c-d|0;m=k>>>0>1073741823?-1:k<<2;l=qOb(m)|0;m=qOb(m)|0;if(k){d=l;c=e;while(1){f[d>>2]=f[c>>2];r=c+4|0;f[d+4>>2]=f[r>>2];e=c+8|0;f[d+8>>2]=f[e>>2];q=c+12|0;f[d+12>>2]=f[q>>2];f[d+16>>2]=f[r>>2];f[d+20>>2]=f[e>>2];f[d+24>>2]=f[c>>2];p=c+16|0;f[d+28>>2]=f[p>>2];f[d+32>>2]=f[e>>2];f[d+36>>2]=f[q>>2];f[d+40>>2]=f[p>>2];f[d+44>>2]=f[e>>2];f[d+48>>2]=f[c>>2];f[d+52>>2]=f[r>>2];e=c+20|0;f[d+56>>2]=f[e>>2];f[d+60>>2]=f[q>>2];f[d+64>>2]=f[r>>2];f[d+68>>2]=f[e>>2];f[d+72>>2]=f[c>>2];f[d+76>>2]=f[p>>2];f[d+80>>2]=f[e>>2];f[d+84>>2]=f[q>>2];f[d+88>>2]=f[p>>2];f[d+92>>2]=f[e>>2];c=c+24|0;if((c|0)==(h|0))break;else d=d+96|0}d=f[g>>2]|0;c=f[i>>2]|0}g=((c-d|0)/12|0)>>>1;if(g|0){c=0;d=0;e=m;while(1){f[e>>2]=d;s=d|1;f[e+4>>2]=s;f[e+8>>2]=s;i=d|5;f[e+12>>2]=i;f[e+16>>2]=i;q=d|4;f[e+20>>2]=q;f[e+24>>2]=q;f[e+28>>2]=d;t=d|2;f[e+32>>2]=t;h=d|3;f[e+36>>2]=h;f[e+40>>2]=h;p=d|7;f[e+44>>2]=p;f[e+48>>2]=p;r=d|6;f[e+52>>2]=r;f[e+56>>2]=r;f[e+60>>2]=t;f[e+64>>2]=d;f[e+68>>2]=t;f[e+72>>2]=s;f[e+76>>2]=h;f[e+80>>2]=i;f[e+84>>2]=p;f[e+88>>2]=q;f[e+92>>2]=r;c=c+1|0;if((c|0)==(g|0))break;else{d=d+8|0;e=e+96|0}}}g=a+8|0;if(!(f[g>>2]|0)){iub(j,34962);t=f[j>>2]|0;c=j+4|0;s=f[c>>2]|0;f[j>>2]=0;f[c>>2]=0;f[g>>2]=t;t=a+12|0;d=f[t>>2]|0;f[t>>2]=s;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}}e=a+16|0;if(!(f[e>>2]|0)){iub(j,34963);t=f[j>>2]|0;d=j+4|0;s=f[d>>2]|0;f[j>>2]=0;f[d>>2]=0;f[e>>2]=t;t=a+20|0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}}t=k<<2;nub(f[g>>2]|0,t,l,35048);nub(f[e>>2]|0,t,m,35048);b[n>>0]=b[n>>0]&-2;tOb(m);tOb(l);u=o;return}function Nqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;p=u;u=u+16|0;k=p;o=a+64|0;if(!(b[o>>0]&1)){u=p;return}h=a+24|0;g=f[h>>2]|0;j=a+28|0;i=f[j>>2]|0;c=i;e=g;if((g|0)==(i|0)){u=p;return}l=c-e|0;m=qOb(l>>>0>1073741823?-1:l<<2)|0;n=qOb(l>>>0>2147483647?-1:l<<1)|0;if(l){e=m;c=g;while(1){f[e>>2]=f[c>>2];s=c+4|0;f[e+4>>2]=f[s>>2];g=c+8|0;f[e+8>>2]=f[g>>2];r=c+12|0;f[e+12>>2]=f[r>>2];f[e+16>>2]=f[s>>2];f[e+20>>2]=f[g>>2];f[e+24>>2]=f[c>>2];q=c+16|0;f[e+28>>2]=f[q>>2];f[e+32>>2]=f[g>>2];f[e+36>>2]=f[r>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[g>>2];f[e+48>>2]=f[c>>2];f[e+52>>2]=f[s>>2];g=c+20|0;f[e+56>>2]=f[g>>2];f[e+60>>2]=f[r>>2];f[e+64>>2]=f[s>>2];f[e+68>>2]=f[g>>2];f[e+72>>2]=f[c>>2];f[e+76>>2]=f[q>>2];f[e+80>>2]=f[g>>2];f[e+84>>2]=f[r>>2];f[e+88>>2]=f[q>>2];f[e+92>>2]=f[g>>2];c=c+24|0;if((c|0)==(i|0))break;else e=e+96|0}e=f[h>>2]|0;c=f[j>>2]|0}h=((c-e|0)/12|0)>>>1;if(h|0){c=0;e=0;g=n;while(1){i=e&65535;d[g>>1]=e;v=i+1&65535;d[g+2>>1]=v;d[g+4>>1]=v;j=i+5&65535;d[g+6>>1]=j;d[g+8>>1]=j;r=i+4&65535;d[g+10>>1]=r;d[g+12>>1]=r;d[g+14>>1]=e;w=i+2&65535;d[g+16>>1]=w;t=i+3&65535;d[g+18>>1]=t;d[g+20>>1]=t;q=i+7&65535;d[g+22>>1]=q;d[g+24>>1]=q;s=i+6&65535;d[g+26>>1]=s;d[g+28>>1]=s;d[g+30>>1]=w;d[g+32>>1]=e;d[g+34>>1]=w;d[g+36>>1]=v;d[g+38>>1]=t;d[g+40>>1]=j;d[g+42>>1]=q;d[g+44>>1]=r;d[g+46>>1]=s;c=c+1|0;if((c|0)==(h|0))break;else{e=i+8&65535;g=g+48|0}}}h=a+8|0;if(!(f[h>>2]|0)){iub(k,34962);w=f[k>>2]|0;c=k+4|0;v=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=w;w=a+12|0;e=f[w>>2]|0;f[w>>2]=v;if(e|0){iOb(e);c=f[c>>2]|0;if(c|0)iOb(c)}}g=a+16|0;if(!(f[g>>2]|0)){iub(k,34963);w=f[k>>2]|0;e=k+4|0;v=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[g>>2]=w;w=a+20|0;c=f[w>>2]|0;f[w>>2]=v;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}}nub(f[h>>2]|0,l<<2,m,35048);nub(f[g>>2]|0,l<<1,n,35048);b[o>>0]=b[o>>0]&-2;tOb(n);tOb(m);u=p;return}function Oqb(a){a=a|0;var c=0,d=0;c=pOb(224)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42116;d=c+12|0;f[c+212>>2]=0;f[c+216>>2]=0;b[c+220>>0]=0;dQb(d|0,-1,200)|0;f[a>>2]=d;f[a+4>>2]=c;return}function Pqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);return}function Qqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function Rqb(a){a=a|0;a=f[a+216>>2]|0;if(!a)return;iOb(a);return}function Sqb(a){a=a|0;sOb(a);return}function Tqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=0;return}function Uqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=1;return}function Vqb(a,b){a=a|0;b=b|0;return +p[a>>3]<+p[b>>3]|0}function Wqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;d=+W(+c);p[a+400>>3]=d;Xqb(a,d-b,d-c);return}function Xqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<2.2250738585072014e-308){b=2.2250738585072014e-308;c=2.2250738585072014e-308}else c=2.2250738585072014e-308;d=+U(+((+V(+b)-+V(+c))/31.0));p[a+16>>3]=c;c=d*(d*(d*c));p[a+40>>3]=c;c=d*c;p[a+64>>3]=c;c=d*c;p[a+88>>3]=c;c=d*c;p[a+112>>3]=c;c=d*c;p[a+136>>3]=c;c=d*c;p[a+160>>3]=c;c=d*c;p[a+184>>3]=c;c=d*c;p[a+208>>3]=c;c=d*c;p[a+232>>3]=c;c=d*c;p[a+256>>3]=c;c=d*c;p[a+280>>3]=c;c=d*c;p[a+304>>3]=c;c=d*c;p[a+328>>3]=c;p[a+352>>3]=d*c;p[a+376>>3]=b;return}function Yqb(a){a=a|0;return (f[a>>2]|0)==0|0}function Zqb(a){a=a|0;_qb(a);return}function _qb(a){a=a|0;var b=0,c=0,d=0;b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+72>>2]|0;c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+120>>2]|0;c=a+124|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+168>>2]|0;c=a+172|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+216>>2]|0;c=a+220|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+264>>2]|0;c=a+268|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+288>>2]|0;c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+312>>2]|0;c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+336>>2]|0;c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+360>>2]|0;c=a+364|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+384>>2]|0;c=a+388|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function $qb(a,b){a=a|0;b=b|0;arb(a,b);return}function arb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;f[c>>2]=(f[c>>2]|0)+-1;t=c+4|0;d=f[t>>2]|0;a:do if(d|0){g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0;if((g|0)==(e|0)){do{d=d+-1|0;f[t>>2]=d;if(!d)break a;g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0}while((g|0)==(e|0));h=e-g|0;r=h>>4;if((h|0)>16){s=(r+-2|0)/2|0;if((h|0)>=32){q=s;while(1){l=g+(q<<4)|0;d=q<<4;if((s|0)>=(d>>4|0)){d=d>>3|1;e=g+(d<<4)|0;i=e;h=d+1|0;if((h|0)<(r|0)){j=e+16|0;if(+p[e>>3]<+p[j>>3]){d=h;e=j}else e=i}else e=i;o=+p[l>>3];if(!(+p[e>>3]<o)){n=g+(q<<4)+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;while(1){k=l;l=e;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];b[k+12>>0]=b[l+12>>0]|0;if((s|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}l=e;p[l>>3]=o;l=l+8|0;f[l>>2]=m;b[l+4>>0]=n}}if((q|0)>0)q=q+-1|0;else break}g=f[t>>2]|0;d=g;e=f[c+16+(g*24|0)+12>>2]|0;g=f[c+16+(g*24|0)+8>>2]|0}}}s=c+16+(d*24|0)+12|0;i=e-g|0;d=i>>4;if((i|0)>16){r=e+-16|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[g>>2]=f[r>>2];f[g+4>>2]=f[r+4>>2];f[g+8>>2]=f[r+8>>2];b[g+12>>0]=b[r+12>>0]|0;f[r>>2]=f[v>>2];f[r+4>>2]=f[v+4>>2];f[r+8>>2]=f[v+8>>2];b[r+12>>0]=b[v+12>>0]|0;r=d+-1|0;if((d|0)!=2){q=(d+-3|0)/2|0;d=g+16|0;h=d;if((i|0)>48){e=g+32|0;if(+p[d>>3]<+p[e>>3])d=2;else{d=1;e=h}}else{d=1;e=h}o=+p[g>>3];if(!(+p[e>>3]<o)){n=g+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;l=g;while(1){v=l;l=e;f[v>>2]=f[l>>2];f[v+4>>2]=f[l+4>>2];f[v+8>>2]=f[l+8>>2];b[v+12>>0]=b[l+12>>0]|0;if((q|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}v=e;p[v>>3]=o;v=v+8|0;f[v>>2]=m;b[v+4>>0]=n}}}v=(f[s>>2]|0)+-16|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];f[s>>2]=v;u=w;return}while(0);h=c+8|0;t=f[h>>2]|0;i=f[c+24>>2]|0;d=i+(t<<4)|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];t=t+1|0;f[h>>2]=t;d=c+28|0;c=f[d>>2]|0;e=i;g=c;if((t|0)==(c-e>>4|0)){f[h>>2]=0;if((i|0)!=(g|0))f[d>>2]=g+(~((g+-16-e|0)>>>4)<<4)};f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];u=w;return}function brb(a,b){a=a|0;b=b|0;return +(+p[a+400>>3]-+p[b>>3])}function crb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42144;lSa(f[a+8>>2]|0);b=f[a+472>>2]|0;if(b|0){c=a+476|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}Mjb(a+80|0);return}function drb(a){a=a|0;yf()}function erb(){f[64725]=0;f[64726]=0;f[64727]=0;return}function frb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0;f[a>>2]=42144;b[a+4>>0]=b[c>>0]|0;j=a+8|0;f[j>>2]=d;c=a+12|0;f[c>>2]=e;i=a+16|0;f[i>>2]=0;d=a+20|0;f[d>>2]=0;h=a+24|0;f[h>>2]=0;f[a+28>>2]=g;b[a+57>>0]=0;b[a+58>>0]=0;f[a+64>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+96>>2]=0;f[a+112>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+144>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+192>>2]=0;f[a+208>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+280>>2]=0;f[a+284>>2]=0;f[a+288>>2]=0;f[a+304>>2]=0;f[a+308>>2]=0;f[a+312>>2]=0;f[a+328>>2]=0;f[a+332>>2]=0;f[a+336>>2]=0;f[a+352>>2]=0;f[a+356>>2]=0;f[a+360>>2]=0;f[a+376>>2]=0;f[a+380>>2]=0;f[a+384>>2]=0;f[a+400>>2]=0;f[a+404>>2]=0;f[a+408>>2]=0;f[a+424>>2]=0;f[a+428>>2]=0;f[a+432>>2]=0;f[a+448>>2]=0;f[a+452>>2]=0;f[a+456>>2]=0;p[a+80>>3]=2.2250738585072014e-308;p[a+104>>3]=8.938889586303288e-249;p[a+128>>3]=6.5957363400673356e-229;p[a+152>>3]=4.8667944097154903e-209;p[a+176>>3]=3.5910604374152623e-189;p[a+200>>3]=2.6497349136888998e-169;p[a+224>>3]=1.9551592726396706e-149;p[a+248>>3]=1.4426529090289578e-129;p[a+272>>3]=1.0644899600019857e-109;p[a+296>>3]=7.85454954447594e-90;p[a+320>>3]=5.795634610448756e-70;p[a+344>>3]=4.2764235361472415e-50;p[a+368>>3]=3.1554436208838314e-30;p[a+392>>3]=2.3283064365385257e-10;p[a+416>>3]=17179869183.998657;p[a+440>>3]=1797693134862315708145274.0e284;g=a+472|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;kSa(f[j>>2]|0);c=f[c>>2]|0;if(!c){j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}o=+p[e+32>>3]-+p[c+56>>3];m=+p[e+40>>3]-+p[c+64>>3];l=+p[e+48>>3]-+p[c+72>>3];k=+L(+(o*o+(m*m+l*l)));n[i>>2]=o/k;n[d>>2]=m/k;n[h>>2]=l/k;j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}function grb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;h=n+20|0;g=n+16|0;e=n+12|0;i=n+8|0;k=n+4|0;l=n;m=aSa(f[a+8>>2]|0)|0;if(!(b[a+4>>0]|0)){b[a+56>>0]=0;c=0}else{d=(f[m+12>>2]|0)!=0;j=a+56|0;c=d&1;b[j>>0]=c;if(d){c=f[64725]|0;o=f[64726]|0;d=o+(~((o+-4-c|0)>>>2)<<2)|0;if((o|0)!=(c|0)){f[64726]=d;c=d}f[i>>2]=c;f[k>>2]=f[m+8>>2];f[l>>2]=0;f[e>>2]=f[i>>2];f[g>>2]=f[k>>2];f[h>>2]=f[l>>2];hrb(258900,e,g,h)|0;irb(f[64725]|0,f[64726]|0);f[a+60>>2]=f[64725];c=b[j>>0]|0}}f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(c<<24>>24)){krb(a);u=n;return}else{jrb(a,0);u=n;return}}function hrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a>>2]|0;j=n;k=(f[b>>2]|0)-j|0;b=n+(k>>2<<2)|0;n=f[c>>2]|0;q=f[d>>2]|0;i=q;g=n;if((n|0)==(q|0)){r=b;return r|0}h=0;d=n;while(1){l=h+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else h=l}if((h|0)<=-1){r=b;return r|0}p=a+8|0;e=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((h|0)<(e-d>>2|0)){e=d-b|0;d=e>>2;if((h|0)<(d|0)){g=i;d=o}else{h=(e|0)>0;if(h)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{e=g;d=o;do{f[d>>2]=f[e+8>>2];e=f[e>>2]|0;d=(f[r>>2]|0)+4|0;f[r>>2]=d}while((q|0)!=(e|0))}if(!h){r=b;return r|0}}i=d-(b+(l<<2))|0;j=i>>2;e=b+(j<<2)|0;if(e>>>0<o>>>0){h=d;do{f[h>>2]=f[e>>2];e=e+4|0;h=(f[r>>2]|0)+4|0;f[r>>2]=h}while(e>>>0<o>>>0)}if(j|0)cQb(d+(0-j<<2)|0,b|0,i|0)|0;d=f[c>>2]|0;if((g|0)==(d|0)){r=b;return r|0}else e=b;while(1){f[e>>2]=f[d+8>>2];d=f[d>>2]|0;if((g|0)==(d|0))break;else e=e+4|0}return b|0}d=(d-j>>2)+l|0;if(d>>>0>1073741823)AMb(a);l=e-j|0;e=l>>1;e=l>>2>>>0<536870911?(e>>>0<d>>>0?d:e):1073741823;l=b;d=k>>2;do if(!e)m=0;else if(e>>>0>1073741823)vd();else{m=pOb(e<<2)|0;break}while(0);k=m+(d<<2)|0;j=m+(e<<2)|0;g=k;d=k;h=n;e=n;while(1){f[g>>2]=f[e+8>>2];i=d+4|0;d=i;e=f[h>>2]|0;if((q|0)==(e|0))break;else{g=i;h=e}}g=f[a>>2]|0;e=l-g|0;h=k+(0-(e>>2)<<2)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[r>>2]|0)-l|0;if((e|0)>0){bQb(i|0,b|0,e|0)|0;d=i+(e>>>2<<2)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=d;f[p>>2]=j;if(!b){r=k;return r|0}sOb(b);r=k;return r|0}function irb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0.0;a:while(1){p=b;r=b+-4|0;q=b+-8|0;while(1){b:while(1){o=a;c=p-o|0;d=c>>2;switch(d|0){case 2:{s=5;break a}case 3:{s=9;break a}case 4:{s=10;break a}case 5:{s=11;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<124){s=13;break a}l=a+(((d|0)/2|0)<<2)|0;if((c|0)>3996){c=(d|0)/4|0;c=Jrb(a,a+(c<<2)|0,l,l+(c<<2)|0,r)|0}else c=Hrb(a,l,r)|0;j=f[a>>2]|0;d=f[l>>2]|0;m=+n[j+144>>2];m=!(m<=4.827976454180316e-07)?m:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;if(m<g){d=r;break}if(!(m>g)){t=+n[j+148>>2];e=+n[d+148>>2];if((!(t>=.9999995231628418)?t:1.0)<(!(e>=.9999995231628418)?e:1.0)){d=r;break}}if((a|0)!=(q|0)){i=d+148|0;d=q;do{h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(e<g){s=59;break b}if(!(e>g)){e=+n[h+148>>2];t=+n[i>>2];if((!(e>=.9999995231628418)?e:1.0)<(!(t>=.9999995231628418)?t:1.0)){s=59;break b}}d=d+-4|0}while((a|0)!=(d|0))}c=a+4|0;d=f[r>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=d;do if(!(m<e)){if(!(m>e)){g=+n[j+148>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}if((c|0)==(r|0)){s=84;break a}h=j+148|0;while(1){d=f[c>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(m<e)break;if(!(m>e)){g=+n[h>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}c=c+4|0;if((c|0)==(r|0)){s=84;break a}}f[c>>2]=i;f[r>>2]=d;c=c+4|0}while(0);if((c|0)==(r|0)){s=84;break a}else d=r;while(1){j=f[a>>2]|0;h=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;c:do if(!(g<e)){i=j+148|0;do{if(!(g>e)){m=+n[i>>2];t=+n[h+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break c}c=c+4|0;h=f[c>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(g<e))}while(0);i=j+148|0;while(1){d=d+-4|0;h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(g<e)continue;if(g>e)break;m=+n[i>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}if(c>>>0>=d>>>0){a=c;continue b}o=f[c>>2]|0;f[c>>2]=h;f[d>>2]=o;c=c+4|0}}if((s|0)==59){s=0;f[a>>2]=h;f[d>>2]=j;c=c+1|0}h=a+4|0;d:do if(h>>>0<d>>>0)while(1){k=f[l>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=k+148|0;while(1){i=f[h>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(!(e<g)){if(e>g)break;m=+n[i+148>>2];t=+n[k>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}h=h+4|0}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;e:do if(!(e<g))do{if(!(e>g)){m=+n[j+148>>2];t=+n[k>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break e}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(e<g));while(0);if(h>>>0>d>>>0)break d;f[h>>2]=f[d>>2];f[d>>2]=i;l=(l|0)==(h|0)?d:l;h=h+4|0;c=c+1|0}while(0);do if((h|0)!=(l|0)){d=f[l>>2]|0;i=f[h>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=i;k=d;if(!(e<g)){if(e>g)break;m=+n[d+148>>2];t=+n[i+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}f[h>>2]=k;f[l>>2]=j;c=c+1|0}while(0);if(!c){c=Krb(a,h)|0;d=h+4|0;if(Krb(d,b)|0){s=83;break}if(c){a=d;continue}}l=h;if((l-o|0)>=(p-l|0)){s=82;break}irb(a,h);a=h+4|0}if((s|0)==82){s=0;irb(h+4|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){d=f[r>>2]|0;h=f[a>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;b=h;c=d;if(!(e<g)){if(e>g)return;m=+n[d+148>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))return}f[a>>2]=c;f[r>>2]=b;return}else if((s|0)==9){Hrb(a,a+4|0,r)|0;return}else if((s|0)==10){Irb(a,a+4|0,a+8|0,r)|0;return}else if((s|0)==11){Jrb(a,a+4|0,a+8|0,a+12|0,r)|0;return}else if((s|0)==13){d=a+8|0;Hrb(a,a+4|0,d)|0;c=a+12|0;if((c|0)==(b|0))return;while(1){h=f[c>>2]|0;i=f[d>>2]|0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;l=h;j=i;if(g<e){h=h+148|0;s=18}else if(!(g>e)){h=h+148|0;m=+n[h>>2];t=+n[i+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))s=18}if((s|0)==18){s=0;f[c>>2]=j;f:do if((d|0)!=(a|0))while(1){i=d+-4|0;j=f[i>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;k=j;if(!(g<e)){if(g>e)break f;m=+n[h>>2];t=+n[j+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break f}f[d>>2]=k;if((i|0)==(a|0)){d=i;break}else d=i}while(0);f[d>>2]=l}d=c+4|0;if((d|0)==(b|0))break;else{r=c;c=d;d=r}}return}else if((s|0)==84)return}function jrb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0;X=u;u=u+48|0;y=X;E=X+40|0;N=a+8|0;O=(AQa(f[N>>2]|0)|0)+112|0;P=+p[O>>3];P=!(P<=4.827976454180316e-07)?P:0.0;O=(n[s>>2]=P,f[s>>2]|0);e=(AQa(f[N>>2]|0)|0)+120|0;Q=+p[e>>3];Q=!(Q>=.9999995231628418)?Q:1.0;e=(n[s>>2]=Q,f[s>>2]|0);x=f[64726]|0;R=a+58|0;z=a+472|0;A=a+476|0;B=a+60|0;S=a+57|0;T=a+484|0;U=a+488|0;V=a+32|0;w=a+60|0;C=a+472|0;D=a+12|0;F=a+28|0;G=y+8|0;H=y+16|0;I=y+24|0;J=a+480|0;K=a+32|0;L=a+40|0;M=a+48|0;while(1){if(b[R>>0]|0)if(!(b[S>>0]|0)){yrb(a);if(f[V>>2]|0){W=52;break}b[S>>0]=1}h=f[z>>2]|0;g=f[A>>2]|0;if((h|0)==(g|0)){g=f[B>>2]|0;if((g|0)!=(x|0)){v=f[g>>2]|0;d=+n[v+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;j=+n[v+148>>2];j=!(j>=.9999995231628418)?j:1.0;r=P-d+(Q-j);v=r+9.999999747378752e-06<0.0?1:r+-9.999999747378752e-06>0.0?2:0;g=(v|0)!=0;if((b[S>>0]|0)==0&(v|0)!=2){if(!(b[R>>0]|0)){if(!(g&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=12}}else W=12;if((W|0)==12){W=0;yrb(a);if(f[V>>2]|0){W=52;break}}b[S>>0]=1}if(g&c){W=52;break}g=f[w>>2]|0;v=g;while(1){h=v+4|0;f[B>>2]=h;if((h|0)==(x|0))break;t=f[h>>2]|0;q=+n[t+144>>2];r=+n[t+148>>2];r=(!(q<=4.827976454180316e-07)?q:0.0)-d+((!(r>=.9999995231628418)?r:1.0)-j);if(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0))v=h;else break}b[U>>0]=0;if((g|0)!=(h|0))while(1){t=f[g>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,t)|0){h=t+196|0;if(!(f[h>>2]&64)){i=f[(f[t+4>>2]|0)+44>>2]|0;if((f[i+32>>2]|0)!=(0-((f[i+24>>2]|0)+(f[i+28>>2]|0))|0))if(zLa(i+68|0)|0){Vib(y,f[N>>2]|0,f[D>>2]|0,t,0);a:do if(!(f[h>>2]&2)){o=f[F>>2]|0;i=f[o>>2]|0;o=f[o+4>>2]|0;if((i|0)==(o|0))W=32;else{d=+p[y>>3];j=+p[G>>3];q=+p[H>>3];r=+p[I>>3];h=0;do{k=f[i>>2]|0;m=f[i+4>>2]|0;if((k|0)==(m|0))h=(h|0)>0?h:0;else{l=2;do{Z=+p[k+24>>3]+(d*+p[k>>3]+(j*+p[k+8>>3]+q*+p[k+16>>3]));Y=!(Z*Z>=r)?1:Z<0.0?0:2;l=(Y|0)<(l|0)?Y:l;k=k+32|0}while((k|0)!=(m|0));if((l|0)==2)break a;else h=(h|0)<(l|0)?l:h}i=i+12|0}while((i|0)!=(o|0));if((h|0)!=2)W=32}}else W=32;while(0);if((W|0)==32){W=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,y);if(d>=0.0){p[y>>3]=d;f[E>>2]=t;h=f[A>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){p[h>>3]=d;f[h+8>>2]=t;f[A>>2]=h+16}else lrb(z,y,E);break}}}}}while(0);if((g|0)==(v|0))break;else g=g+4|0}zrb(f[C>>2]|0,f[A>>2]|0);f[T>>2]=3;b[U>>0]=1;h=f[z>>2]|0;g=f[A>>2]|0;W=40}}else W=40;if((W|0)==40){W=0;if((h|0)!=(g|0)){f[K>>2]=f[g+-8>>2];p[L>>3]=+p[g+-16>>3];f[M>>2]=f[T>>2];f[A>>2]=g+-16;if(f[V>>2]|0){W=52;break}}}if((f[w>>2]|0)==(x|0)){W=43;break}}if((W|0)==43){if(!(b[S>>0]|0)){g=f[64726]|0;if((f[64725]|0)==(g|0))g=O;else{e=f[g+-4>>2]|0;d=+n[e+144>>2];g=!(d<=4.827976454180316e-07)?(n[s>>2]=d,f[s>>2]|0):0;d=+n[e+148>>2];e=!(d>=.9999995231628418)?(n[s>>2]=d,f[s>>2]|0):1065353216}d=(f[s>>2]=g,+n[s>>2]);d=P-d+(Q-(f[s>>2]=e,+n[s>>2]));if(!(b[R>>0]|0)){if(!((d+9.999999747378752e-06<0.0|d+-9.999999747378752e-06>0.0)&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=49}}else W=49;if((W|0)==49){yrb(a);if(f[V>>2]|0){u=X;return}}b[S>>0]=1}f[T>>2]=4;u=X;return}else if((W|0)==52){u=X;return}}function krb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=0;z=u;u=u+1792|0;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);b:do if(c|0)c:while(1){do{s=f[d+12>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);d:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0))y=22;else{g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));x=!(A*A>=r)?1:A<0.0?0:2;k=(x|0)<(k|0)?x:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break d;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=22}}else y=22;while(0);if((y|0)==22){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(g>=0.0){p[(z+16|0)>>3]=g;f[z>>2]=s;e=f[(a+476|0)>>2]|0;if(e>>>0<(f[(a+480|0)>>2]|0)>>>0){p[e>>3]=g;f[e+8>>2]=s;f[(a+476|0)>>2]=e+16}else lrb(a+472|0,z+16|0,z);break}}}}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break b;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}while(0);mrb(f[a+472>>2]|0,f[(a+476|0)>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{y=f[c+-8>>2]|0;f[a+32>>2]=y;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=y}if(c|0){u=z;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=z;return}x=f[(a+12|0)>>2]|0?a+16|0:0;e:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(z+56|0)>>2]=z+80|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=z;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=cDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];dDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=aDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];bDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{orb(a,f[c>>2]|0,z+56|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}f:do if(!(Yqb(a+64|0)|0)){g:while(1){$qb(z,a+64|0);switch(b[(z+12|0)>>0]|0){case 0:break g;case 1:{e=f[(z+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;h:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(!(f[(s+196|0)>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0)){if(!(zLa(e+68|0)|0))break;Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);i:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){y=76;break}g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));B=!(A*A>=r)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break i;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=76}else y=76;while(0);do if((y|0)==76){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break h}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break h}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(a+64|0)|0)break f}f[a+32>>2]=f[z+8>>2];A=+brb(a+64|0,z);p[a+40>>3]=A;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;y=89;break e}u=z;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))y=89;else y=113;break}case 2:{if(!(b[(a+488|0)>>0]|0))y=148;break}default:{u=z;return}}}f[z+112>>2]=a;f[z+672>>2]=x;f[z+1680>>2]=y;f[z+1704>>2]=0;f[z+1708>>2]=0;asb(z);G=f[z+1704>>2]|0;D=f[z+1708>>2]|0;H=+n[z+1708>>2];f[z+1704>>2]=0;f[z+1708>>2]=0;if((G|0)==5)return}function lrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function mrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=wrb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=xrb(a,h)|0;g=h+16|0;if(xrb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}mrb(a,h);a=h+16|0}if((s|0)==82){s=0;mrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){wrb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;wrb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function nrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;g=u;u=u+48|0;d=g;l=+n[c+4>>2];k=+n[c+8>>2];j=+n[c+12>>2];i=+n[c+16>>2];h=+n[c+20>>2];p[d>>3]=+n[c>>2];p[d+8>>3]=l;p[d+16>>3]=k;p[d+24>>3]=j;p[d+32>>3]=i;p[d+40>>3]=h;if((urb(f[a+28>>2]|0,d)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,d)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(d,c,b[c+48>>0]|0,+n[c+44>>2]);e=f[e>>2]|0;f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[e+16>>2]=f[d+16>>2];f[e+20>>2]=f[d+20>>2];f[e+52>>2]=f[d+24>>2];f[e+56>>2]=f[d+28>>2];f[e+60>>2]=f[d+32>>2];f[e+64>>2]=f[d+36>>2];f[e+68>>2]=f[d+40>>2];f[e+72>>2]=f[d+44>>2];nrb(a,e);nrb(a,e+52|0)}vrb(a,c);u=g;return}u=g;return}function orb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0;I=u;u=u+48|0;G=I;J=+n[c+4>>2];g=+n[c+8>>2];l=+n[c+12>>2];m=+n[c+16>>2];o=+n[c+20>>2];p[G>>3]=+n[c>>2];p[G+8>>3]=J;p[G+16>>3]=g;p[G+24>>3]=l;p[G+32>>3]=m;p[G+40>>3]=o;F=a+28|0;if((urb(f[F>>2]|0,G)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,G)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(G,c,b[c+48>>0]|0,+n[c+44>>2]);E=f[e>>2]|0;f[E>>2]=f[G>>2];f[E+4>>2]=f[G+4>>2];f[E+8>>2]=f[G+8>>2];f[E+12>>2]=f[G+12>>2];f[E+16>>2]=f[G+16>>2];f[E+20>>2]=f[G+20>>2];f[E+52>>2]=f[G+24>>2];f[E+56>>2]=f[G+28>>2];f[E+60>>2]=f[G+32>>2];f[E+64>>2]=f[G+36>>2];f[E+68>>2]=f[G+40>>2];f[E+72>>2]=f[G+44>>2];orb(a,E,d);orb(a,E+52|0,d)}D=a+12|0;E=f[D>>2]|0?a+16|0:0;d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=I;return}t=a+8|0;v=G+8|0;w=G+16|0;x=G+24|0;y=(E|0)==0;z=a+64|0;A=a+464|0;B=E+4|0;C=E+8|0;do{r=f[d>>2]|0;q=r+196|0;do if(!(f[q>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[q>>2]&64)){e=f[(f[r+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(G,f[t>>2]|0,f[D>>2]|0,r,0);a:do if(!(f[q>>2]&2)){k=f[F>>2]|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if((c|0)==(k|0))H=22;else{g=+p[G>>3];l=+p[v>>3];m=+p[w>>3];o=+p[x>>3];e=0;do{h=f[c>>2]|0;j=f[c+4>>2]|0;if((h|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{J=+p[h+24>>3]+(g*+p[h>>3]+(l*+p[h+8>>3]+m*+p[h+16>>3]));K=!(J*J>=o)?1:J<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break a;else e=(e|0)<(i|0)?i:e}c=c+12|0}while((c|0)!=(k|0));if((e|0)!=2)H=22}}else H=22;while(0);if((H|0)==22){H=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,G);if(g>=0.0){if(!y)if(f[q>>2]&134217728|0){K=f[r+104>>2]|0;if(+n[E>>2]*+n[K+312>>2]+(+n[B>>2]*+n[K+316>>2]+ +n[C>>2]*+n[K+320>>2])<+n[K+324>>2])break}prb(z,+p[A>>3]-g,r);break}}}}while(0);d=d+4|0}while((d|0)!=(s|0));u=I;return}u=I;return}function prb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Tqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else trb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function qrb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;l=q;Xib(l,b);m=f[a+28>>2]|0;e=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((e|0)==(m|0))o=9;else{n=+p[l>>3];c=+p[l+8>>3];j=+p[l+16>>3];k=+p[l+24>>3];d=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))d=(d|0)>0?d:0;else{h=2;do{s=+p[g+24>>3]+(n*+p[g>>3]+(c*+p[g+8>>3]+j*+p[g+16>>3]));r=!(s*s>=k)?1:s<0.0?0:2;h=(r|0)<(h|0)?r:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2)break a;else d=(d|0)<(h|0)?h:d}e=e+12|0}while((e|0)!=(m|0));if((d|0)!=2)o=9}while(0);if((o|0)==9){c=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,l);if(c>=0.0){rrb(a+64|0,+p[a+464>>3]-c,b);u=q;return}}u=q;return}function rrb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Uqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else srb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function srb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Uqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function trb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Tqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function urb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0;V=u;u=u+192|0;U=V;c=f[a>>2]|0;Q=f[a+4>>2]|0;if((c|0)==(Q|0)){U=0;u=V;return U|0}R=b+24|0;S=b+32|0;T=b+8|0;q=b+40|0;r=b+16|0;s=U+8|0;t=U+16|0;v=U+24|0;w=U+32|0;x=U+40|0;y=U+48|0;z=U+56|0;A=U+64|0;B=U+72|0;C=U+80|0;D=U+88|0;E=U+96|0;F=U+104|0;G=U+112|0;H=U+120|0;I=U+128|0;J=U+136|0;K=U+144|0;L=U+152|0;M=U+160|0;N=U+168|0;O=U+176|0;P=U+184|0;a=0;while(1){d=f[c>>2]|0;o=f[c+4>>2]|0;if((d|0)==(o|0))a=(a|0)>0?a:0;else{n=2;do{g=+p[R>>3];h=+p[b>>3];Y=(g-h)*.5;i=+p[S>>3];j=+p[T>>3];X=(i-j)*.5;k=+p[q>>3];l=+p[r>>3];W=(k-l)*.5;m=+p[d+24>>3]+((h+Y)*+p[d>>3]+((j+X)*+p[d+8>>3]+(l+W)*+p[d+16>>3]));if(!(m*m>=Y*Y+(X*X+W*W))){p[U>>3]=h;p[s>>3]=j;p[t>>3]=l;p[v>>3]=g;p[w>>3]=j;p[x>>3]=l;p[y>>3]=h;p[z>>3]=i;p[A>>3]=l;p[B>>3]=g;p[C>>3]=i;p[D>>3]=l;p[E>>3]=h;p[F>>3]=j;p[G>>3]=k;p[H>>3]=g;p[I>>3]=j;p[J>>3]=k;p[K>>3]=h;p[L>>3]=i;p[M>>3]=k;p[N>>3]=g;p[O>>3]=i;p[P>>3]=k;e=gDa(d,U)|0}else e=m<0.0?0:2;n=(e|0)<(n|0)?e:n;d=d+32|0}while((d|0)!=(o|0));if((n|0)==2){a=2;c=11;break}else a=(a|0)<(n|0)?n:a}c=c+12|0;if((c|0)==(Q|0)){c=11;break}}if((c|0)==11){u=V;return a|0}return 0}function vrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;y=u;u=u+48|0;x=y;c=f[b+24>>2]|0;t=f[b+28>>2]|0;if((c|0)==(t|0)){u=y;return}v=a+28|0;w=a+64|0;o=a+464|0;q=x+8|0;r=x+16|0;s=x+24|0;do{n=XFa(f[c>>2]|0)|0;Xib(x,n);j=f[v>>2]|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a:do if((e|0)==(j|0))b=12;else{d=+p[x>>3];k=+p[q>>3];l=+p[r>>3];m=+p[s>>3];b=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))b=(b|0)>0?b:0;else{h=2;do{A=+p[g+24>>3]+(d*+p[g>>3]+(k*+p[g+8>>3]+l*+p[g+16>>3]));z=!(A*A>=m)?1:A<0.0?0:2;h=(z|0)<(h|0)?z:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2){b=13;break a}else b=(b|0)<(h|0)?h:b}e=e+12|0}while((e|0)!=(j|0));if((b|0)==2)b=13;else b=12}while(0);if((b|0)==12){b=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,x);if(!(d>=0.0))b=13;else rrb(w,+p[o>>3]-d,n)}c=c+4|0}while((c|0)!=(t|0));u=y;return}function wrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{wrb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;wrb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function yrb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1920|0;f[(B+56|0)>>2]=a;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c)A=7;else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){A=7;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;g=+Crb(a,e,f[(B+56|0)>>2]|0);if(g>=0.0){p[(B+16|0)>>3]=g;f[B>>2]=e;i=f[(a+476|0)>>2]|0;if(i>>>0<(f[(a+480|0)>>2]|0)>>>0){p[i>>3]=g;f[i+8>>2]=e;f[(a+476|0)>>2]=i+16}else lrb(a+472|0,B+16|0,B)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c){e=a+476|0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);if((A|0)==7)e=a+476|0;Drb(f[a+472>>2]|0,f[e>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{A=f[c+-8>>2]|0;f[a+32>>2]=A;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=A}if(c|0){u=B;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=B;return}z=f[(a+12|0)>>2]|0?a+16|0:0;c:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(B+60|0)>>2]=B+56|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=B;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=cDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];dDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=aDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];bDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{Erb(a,f[c>>2]|0,B+60|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}d:do if(!(Yqb(a+64|0)|0)){e:while(1){$qb(B,a+64|0);x=1;y=b[(B+12|0)>>0]|0;if(x)switch(y|0){case 0:break e;default:x=1}if(x){x=0;switch(y|0){case 1:{e=f[(B+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;f:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){e=f[(s+196|0)>>2]|0;if(!(e&2)){if(e&1|0){m=(f[(B+56|0)>>2]|0)+8|0;l=(AQa(f[m>>2]|0)|0)+112|0;g=+p[l>>3];m=(AQa(f[m>>2]|0)|0)+120|0;q=+p[m>>3];o=+n[s+144>>2];r=+n[s+148>>2];r=(!(g<=4.827976454180316e-07)?g:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(r>=.9999995231628418)?r:1.0));if(!(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)==(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))break;if(!(zLa(e+68|0)|0))break;Vib(B+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);g:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){A=65;break}g=+p[(B+16|0)>>3];o=+p[((B+16|0)+8|0)>>3];q=+p[((B+16|0)+16|0)>>3];r=+p[((B+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{E=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));C=!(E*E>=r)?1:E<0.0?0:2;k=(C|0)<(k|0)?C:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break g;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)A=65}else A=65;while(0);do if((A|0)==65){A=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;C=f[s+104>>2]|0;if(+n[w>>2]*+n[C+312>>2]+(+n[(w+4|0)>>2]*+n[C+316>>2]+ +n[(w+8|0)>>2]*+n[C+320>>2])<+n[C+324>>2])break f}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break f}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(a+64|0)|0)break d}f[a+32>>2]=f[B+8>>2];E=+brb(a+64|0,B);p[a+40>>3]=E;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;A=78;break c}u=B;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))A=78;else A=106;break}case 2:{if(!(b[(a+488|0)>>0]|0))A=145;break}default:{u=B;return}}}f[B+112>>2]=a;f[B+1744>>2]=z;f[B+1768>>2]=A;f[B+1840>>2]=0;f[B+1844>>2]=0;bsb(B);G=f[B+1840>>2]|0;D=f[B+1844>>2]|0;H=+n[B+1844>>2];f[B+1840>>2]=0;f[B+1844>>2]=0;if((G|0)==5)return}function zrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Arb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Brb(a,h)|0;g=h+16|0;if(Brb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}zrb(a,h);a=h+16|0}if((s|0)==82){s=0;zrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Arb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Arb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Arb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Brb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Arb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Arb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Crb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;m=q;e=b+196|0;if(f[e>>2]&1|0){i=c+8|0;h=(AQa(f[i>>2]|0)|0)+112|0;d=+p[h>>3];i=(AQa(f[i>>2]|0)|0)+120|0;k=+p[i>>3];j=+n[b+144>>2];l=+n[b+148>>2];l=(!(d<=4.827976454180316e-07)?d:0.0)-(!(j<=4.827976454180316e-07)?j:0.0)+((!(k>=.9999995231628418)?k:1.0)-(!(l>=.9999995231628418)?l:1.0));if(!(!(l+-9.999999747378752e-06>0.0)&!(l+9.999999747378752e-06<0.0))){l=-1.0;u=q;return +l}}if(!(Rg[f[(f[a>>2]|0)+12>>2]&255](a,b)|0)){l=-1.0;u=q;return +l}if(f[e>>2]&64|0){l=-1.0;u=q;return +l}c=f[(f[b+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)==(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0)){l=-1.0;u=q;return +l}if(!(zLa(c+68|0)|0)){l=-1.0;u=q;return +l}Vib(m,f[a+8>>2]|0,f[a+12>>2]|0,b,0);a:do if(!(f[e>>2]&2)){i=f[a+28>>2]|0;b=f[i>>2]|0;i=f[i+4>>2]|0;if((b|0)==(i|0))o=16;else{d=+p[m>>3];j=+p[m+8>>3];k=+p[m+16>>3];l=+p[m+24>>3];c=0;do{e=f[b>>2]|0;h=f[b+4>>2]|0;if((e|0)==(h|0))c=(c|0)>0?c:0;else{g=2;do{s=+p[e+24>>3]+(d*+p[e>>3]+(j*+p[e+8>>3]+k*+p[e+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));if((g|0)==2)break a;else c=(c|0)<(g|0)?g:c}b=b+12|0}while((b|0)!=(i|0));if((c|0)!=2)o=16}}else o=16;while(0);if((o|0)==16){d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,m);if(d>=0.0){s=d;u=q;return +s}}s=-1.0;u=q;return +s}function Drb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Frb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Grb(a,h)|0;g=h+16|0;if(Grb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Drb(a,h);a=h+16|0}if((s|0)==82){s=0;Drb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Frb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Frb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Erb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0;J=u;u=u+48|0;H=J;K=+n[c+4>>2];g=+n[c+8>>2];m=+n[c+12>>2];o=+n[c+16>>2];q=+n[c+20>>2];p[H>>3]=+n[c>>2];p[H+8>>3]=K;p[H+16>>3]=g;p[H+24>>3]=m;p[H+32>>3]=o;p[H+40>>3]=q;G=a+28|0;if((urb(f[G>>2]|0,H)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,H)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(H,c,b[c+48>>0]|0,+n[c+44>>2]);F=f[e>>2]|0;f[F>>2]=f[H>>2];f[F+4>>2]=f[H+4>>2];f[F+8>>2]=f[H+8>>2];f[F+12>>2]=f[H+12>>2];f[F+16>>2]=f[H+16>>2];f[F+20>>2]=f[H+20>>2];f[F+52>>2]=f[H+24>>2];f[F+56>>2]=f[H+28>>2];f[F+60>>2]=f[H+32>>2];f[F+64>>2]=f[H+36>>2];f[F+68>>2]=f[H+40>>2];f[F+72>>2]=f[H+44>>2];Erb(a,F,d);Erb(a,F+52|0,d)}E=a+12|0;F=f[E>>2]|0?a+16|0:0;e=f[c+24>>2]|0;t=f[c+28>>2]|0;if((e|0)==(t|0)){u=J;return}v=a+8|0;w=H+8|0;x=H+16|0;y=H+24|0;z=(F|0)==0;A=a+64|0;B=a+464|0;C=F+4|0;D=F+8|0;do{r=f[e>>2]|0;c=f[d>>2]|0;s=r+196|0;h=f[s>>2]|0;do if(!(h&2)){if(h&1|0){l=(f[c>>2]|0)+8|0;k=(AQa(f[l>>2]|0)|0)+112|0;m=+p[k>>3];l=(AQa(f[l>>2]|0)|0)+120|0;q=+p[l>>3];o=+n[r+144>>2];K=+n[r+148>>2];K=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(K>=.9999995231628418)?K:1.0));if(!(!(K+-9.999999747378752e-06>0.0)&!(K+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[s>>2]&64)){c=f[(f[r+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)!=(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0))if(zLa(c+68|0)|0){Vib(H,f[v>>2]|0,f[E>>2]|0,r,0);a:do if(!(f[s>>2]&2)){l=f[G>>2]|0;h=f[l>>2]|0;l=f[l+4>>2]|0;if((h|0)==(l|0))I=24;else{g=+p[H>>3];m=+p[w>>3];o=+p[x>>3];q=+p[y>>3];c=0;do{i=f[h>>2]|0;k=f[h+4>>2]|0;if((i|0)==(k|0))c=(c|0)>0?c:0;else{j=2;do{K=+p[i+24>>3]+(g*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));L=!(K*K>=q)?1:K<0.0?0:2;j=(L|0)<(j|0)?L:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else c=(c|0)<(j|0)?j:c}h=h+12|0}while((h|0)!=(l|0));if((c|0)!=2)I=24}}else I=24;while(0);if((I|0)==24){I=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,H);if(g>=0.0){if(!z)if(f[s>>2]&134217728|0){L=f[r+104>>2]|0;if(+n[F>>2]*+n[L+312>>2]+(+n[C>>2]*+n[L+316>>2]+ +n[D>>2]*+n[L+320>>2])<+n[L+324>>2])break}prb(A,+p[B>>3]-g,r);break}}}}}while(0);e=e+4|0}while((e|0)!=(t|0));u=J;return}u=J;return}function Frb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Grb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Frb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Frb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Hrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0.0;h=f[b>>2]|0;m=f[a>>2]|0;d=+n[h+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;l=+n[m+144>>2];l=!(l<=4.827976454180316e-07)?l:0.0;k=h;o=m;if(d<l)i=1;else if(d>l)i=0;else{p=+n[h+148>>2];e=+n[m+148>>2];i=(!(p>=.9999995231628418)?p:1.0)<(!(e>=.9999995231628418)?e:1.0)}g=f[c>>2]|0;e=+n[g+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;j=g;if(e<d)g=1;else if(e>d)g=0;else{e=+n[g+148>>2];p=+n[h+148>>2];g=(!(e>=.9999995231628418)?e:1.0)<(!(p>=.9999995231628418)?p:1.0)}if(!i){if(!g){b=0;return b|0}f[b>>2]=j;f[c>>2]=k;g=f[b>>2]|0;h=f[a>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=h;j=g;if(!(d<e)){if(d>e){b=1;return b|0}l=+n[g+148>>2];p=+n[h+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[a>>2]=j;f[b>>2]=i;b=2;return b|0}if(g){f[a>>2]=j;f[c>>2]=o;b=1;return b|0}f[a>>2]=k;f[b>>2]=o;g=f[c>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;h=g;if(!(d<l)){if(d>l){b=1;return b|0}l=+n[g+148>>2];p=+n[m+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[b>>2]=h;f[c>>2]=o;b=2;return b|0}function Irb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0;l=Hrb(a,b,c)|0;j=f[d>>2]|0;k=f[c>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=k;i=j;if(!(e<g)){if(e>g)return l|0;e=+n[j+148>>2];g=+n[k+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0)))return l|0}f[c>>2]=i;f[d>>2]=h;h=l+1|0;i=f[c>>2]|0;d=f[b>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[b>>2]=k;f[c>>2]=j;h=l+2|0;i=f[b>>2]|0;d=f[a>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[a>>2]=k;f[b>>2]=j;l=l+3|0;return l|0}function Jrb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;m=Irb(a,b,c,d)|0;k=f[e>>2]|0;l=f[d>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[l+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;i=l;j=k;if(!(g<h)){if(g>h)return m|0;g=+n[k+148>>2];h=+n[l+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0)))return m|0}f[d>>2]=j;f[e>>2]=i;i=m+1|0;j=f[d>>2]|0;e=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[c>>2]=l;f[d>>2]=k;i=m+2|0;j=f[c>>2]|0;e=f[b>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[b>>2]=l;f[c>>2]=k;i=m+3|0;j=f[b>>2]|0;e=f[a>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[a>>2]=l;f[b>>2]=k;m=m+4|0;return m|0}function Krb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;switch(b-a>>2|0){case 2:{e=b+-4|0;i=f[e>>2]|0;j=f[a>>2]|0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[j+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;c=j;d=i;if(!(g<h)){if(g>h){a=1;return a|0}g=+n[i+148>>2];h=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){a=1;return a|0}}f[a>>2]=d;f[e>>2]=c;a=1;return a|0}case 3:{Hrb(a,a+4|0,b+-4|0)|0;a=1;return a|0}case 4:{Irb(a,a+4|0,a+8|0,b+-4|0)|0;a=1;return a|0}case 5:{Jrb(a,a+4|0,a+8|0,a+12|0,b+-4|0)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+8|0;Hrb(a,a+4|0,e)|0;c=a+12|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){i=f[c>>2]|0;j=f[e>>2]|0;h=+n[i+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;m=i;k=j;if(h<g){i=i+148|0;o=14}else if(!(h>g)){i=i+148|0;p=+n[i>>2];g=+n[j+148>>2];if((!(p>=.9999995231628418)?p:1.0)<(!(g>=.9999995231628418)?g:1.0))o=14}if((o|0)==14){o=0;f[c>>2]=k;b:do if((e|0)!=(a|0)){j=e;while(1){l=e;e=j+-4|0;j=f[e>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=j;if(!(h<g)){if(h>g){e=l;break b}g=+n[i>>2];p=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(p>=.9999995231628418)?p:1.0))){e=l;break b}}f[l>>2]=k;if((e|0)==(a|0))break;else j=e}}while(0);f[e>>2]=m;d=d+1|0;if((d|0)==8){d=0;c=(c+4|0)==(b|0);break a}}e=c+4|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Lrb(a,c){a=a|0;c=c|0;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[a+56>>0]|0)){krb(a);return}else{jrb(a,c);return}}function Mrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0;F=u;u=u+48|0;B=F;C=F+40|0;E=a+56|0;b[E>>0]=0;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)==(r|0))c=a+476|0;else{x=a+8|0;y=a+12|0;z=a+28|0;A=B+8|0;s=B+16|0;t=B+24|0;c=a+476|0;v=a+480|0;w=a+472|0;do{q=f[d>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,q)|0){e=q+196|0;if(!(f[e>>2]&64)){g=f[(f[q+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(B,f[x>>2]|0,f[y>>2]|0,q,0);a:do if(!(f[e>>2]&2)){l=f[z>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))D=17;else{h=+p[B>>3];m=+p[A>>3];n=+p[s>>3];o=+p[t>>3];e=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))e=(e|0)>0?e:0;else{j=2;do{H=+p[i+24>>3]+(h*+p[i>>3]+(m*+p[i+8>>3]+n*+p[i+16>>3]));G=!(H*H>=o)?1:H<0.0?0:2;j=(G|0)<(j|0)?G:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else e=(e|0)<(j|0)?j:e}g=g+12|0}while((g|0)!=(l|0));if((e|0)!=2)D=17}}else D=17;while(0);if((D|0)==17){D=0;h=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B);if(h>=0.0){p[B>>3]=h;f[C>>2]=q;e=f[c>>2]|0;if(e>>>0<(f[v>>2]|0)>>>0){p[e>>3]=h;f[e+8>>2]=q;f[c>>2]=e+16}else lrb(w,B,C);break}}}}}while(0);d=d+4|0}while((d|0)!=(r|0))}Nrb(f[a+472>>2]|0,f[c>>2]|0);f[a+484>>2]=3;b[a+488>>0]=1;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[E>>0]|0)){krb(a);u=F;return}else{jrb(a,0);u=F;return}}function Nrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Orb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Prb(a,h)|0;g=h+16|0;if(Prb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Nrb(a,h);a=h+16|0}if((s|0)==82){s=0;Nrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Orb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Orb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Orb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Prb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Orb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Orb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Qrb(a){a=a|0;return f[a+12>>2]|0}function Rrb(a,b,c){a=a|0;b=b|0;c=c|0;p[b>>3]=+p[a+40>>3];f[c>>2]=f[a+48>>2];return f[a+32>>2]|0}function Srb(a){a=a|0;var c=0,d=0;b[a+488>>0]=0;d=a+484|0;switch(f[d>>2]|0){case 3:{a=0;c=4;break}case 0:{a=1;c=1;break}case 1:{a=1;c=2;break}case 2:{a=0;c=4;break}default:{d=0;return d|0}}f[d>>2]=c;d=a;return d|0}function Trb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0;l=u;u=u+48|0;i=l;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){k=+Fib(f[a+60>>2]|0,c);u=l;return +k}e=f[f[a+56>>2]>>2]|0;g=+p[c>>3];h=+p[c+8>>3];j=+p[c+16>>3];k=+K(+(g*+p[e+328>>3]+h*+p[e+336>>3]+(j*+p[e+344>>3]+ +p[e+352>>3])));k=+p[e+360>>3]*k;e=c+32|0;d=+p[e>>3];if(d==-1.0){d=+L(+(+p[c+24>>3]));p[e>>3]=d}k=k+d;a=f[a+60>>2]|0;p[i>>3]=g;p[i+8>>3]=h;p[i+16>>3]=j;p[i+24>>3]=k*k;p[i+32>>3]=-1.0;k=+Fib(a,i);u=l;return +k}function Urb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;e=u;u=u+48|0;d=e;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){g=+Gib(f[a+60>>2]|0,c);u=e;return +g}j=+p[c>>3];m=(+p[c+24>>3]-j)*.5;i=+p[c+8>>3];l=(+p[c+32>>3]-i)*.5;h=+p[c+16>>3];k=(+p[c+40>>3]-h)*.5;j=j+m;i=i+l;h=h+k;c=f[f[a+56>>2]>>2]|0;g=+K(+(j*+p[c+328>>3]+i*+p[c+336>>3]+(h*+p[c+344>>3]+ +p[c+352>>3])));g=+L(+(m*m+(l*l+k*k)))+ +p[c+360>>3]*g;c=f[a+60>>2]|0;p[d>>3]=j;p[d+8>>3]=i;p[d+16>>3]=h;p[d+24>>3]=g*g;p[d+32>>3]=-1.0;g=+Fib(c,d);u=e;return +g}function Vrb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;q=0;r=u;u=u+5808|0;g=f[(a+48|0)>>2]|0;do{c=1;if(c){c=0;if(!(b[a+109>>0]|0))q=5;else c=1}if(c)if(1){c=f[(a+120|0)>>2]|0;d=f[(a+124|0)>>2]|0;e=1;if(e){e=0;if((c|0)==(d|0)){if((f[(a+156|0)>>2]|0)==(f[a+160>>2]|0)){q=5;break}f[(r+248|0)>>2]=a;i=r+248|0;q=17}else e=1}f[r+320>>2]=a;f[r+1360>>2]=g;f[r+2808>>2]=c;f[r+3320>>2]=d;f[r+3408>>2]=i;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5440>>2]=e;f[r+5576>>2]=0;f[r+5580>>2]=0;gsb(r);o=f[r+5320>>2]|0;s=f[r+5336>>2]|0;t=f[r+5344>>2]|0;q=f[r+5424>>2]|0}}while(0);if((q|0)==5)if(!(f[a+104>>2]|0))p[a+112>>3]=C;c=b[(a+110|0)>>0]|0;if(!(c<<24>>24)){if(b[a+111>>0]|0)q=94}else q=94;if((q|0)==94){if(b[a+12>>0]|0){g=f[(a+48|0)>>2]|0;d=f[a+120>>2]|0;i=f[a+124>>2]|0;if((d|0)!=(i|0)){do{ARa(r+144|0,g,d);c=f[(r+144|0)>>2]|0;e=f[((r+144|0)+4|0)>>2]|0;if(e|0)iOb(e);m=ZPb(f[(c+200|0)>>2]|0,h[(c+200|0)+4>>0]&255|0,28)|0;if((m&15|0)==(f[(a+104|0)>>2]|0))if((f[c+196>>2]&24576|0)!=24576)Lsb(a,2,c,0.0);d=d+192|0}while((d|0)!=(i|0));c=b[(a+110|0)>>0]|0}}if(c<<24>>24){m=f[(a+48|0)>>2]|0;c=f[(a+132|0)>>2]|0;d=f[(a+136|0)>>2]|0;if((c|0)!=(d|0)){osb(c,d);if(!(b[a+23>>0]|0)){c=f[(a+136|0)>>2]|0;d=c}else{g=f[(a+48|0)>>2]|0;i=b[a+32>>0]|0;c=f[(a+132|0)>>2]|0;j=f[(a+136|0)>>2]|0;a:do if((c|0)==(j|0)){k=c;q=112}else{do{if(!(FSa(g,c,i)|0)){k=c;q=112;break a}c=c+208|0}while((c|0)!=(j|0));l=j}while(0);b:do if((q|0)==112){d=k;if((k|0)==(j|0))l=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(j|0)){l=e;break b}}while(!(FSa(g,d,i)|0));l=e;psb(l,d)|0;e=l+208|0}}}while(0);d=l;e=f[(a+136|0)>>2]|0;c=f[(a+132|0)>>2]|0;c=c+(((l-c|0)/208|0)*208|0)|0;if((e|0)==(d|0))c=e;else{d=c+(((e-l|0)/208|0)*208|0)|0;if((d|0)==(e|0)){g=c;c=e;d=e}else{do{psb(c,d)|0;d=d+208|0;c=c+208|0}while((d|0)!=(e|0));d=f[(a+136|0)>>2]|0;g=c;c=d}if((d|0)!=(g|0)){while(1){c=d+-208|0;f[(a+136|0)>>2]=c;e=f[d+-120>>2]|0;if(e){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[(a+136|0)>>2]|0}if((c|0)==(g|0))break;else d=c}d=g;c=g}}}k=f[(a+132|0)>>2]|0;l=c-k|0;f[r+320>>2]=a;f[r+3432>>2]=d;f[r+4752>>2]=m;f[r+4936>>2]=k;f[r+4944>>2]=l;f[r+4952>>2]=c;f[r+5424>>2]=q;f[r+5552>>2]=0;f[r+5556>>2]=0;dsb(r);q=f[r+5424>>2]|0}}}f[r+320>>2]=a;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5568>>2]=0;f[r+5572>>2]=0;fsb(r);G=f[r+5568>>2]|0;D=f[r+5572>>2]|0;H=+n[r+5572>>2];f[r+5568>>2]=0;f[r+5572>>2]=0;if((G|0)==5)return}function Wrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0.0;i=u;u=u+32|0;e=i;g=i+8|0;l=f[c+4>>2]|0;q=d+64|0;r=+p[q>>3];j=d+72|0;o=+p[j>>3];k=d+80|0;n=+p[k>>3];m=+L(+(r*r+(o*o+n*n)));p[q>>3]=r/m;p[j>>3]=o/m;p[k>>3]=n/m;k=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;f[d+16>>2]=k;oh[f[(f[l>>2]|0)+12>>2]&1023](e,l);l=e;k=f[l+4>>2]|0;j=d+8|0;f[j>>2]=f[l>>2];f[j+4>>2]=k;j=c+200|0;j=ZPb(f[j>>2]|0,h[j+4>>0]&255|0,28)|0;f[d+32>>2]=j&15;if(!(b[(f[a>>2]|0)+25>>0]|0)){f[d+88>>2]=1065353216;f[d+92>>2]=1065353216;f[d+96>>2]=1065353216;f[d+100>>2]=0;f[d+104>>2]=0;f[d+108>>2]=0;u=i;return}else{f[e>>2]=f[d+24>>2];cEa(g,c,0,e,1);k=d+88|0;q=f[g>>2]|0;f[g>>2]=f[k>>2];f[k>>2]=q;k=g+4|0;q=f[k>>2]|0;l=d+92|0;f[k>>2]=f[l>>2];f[l>>2]=q;l=g+8|0;q=f[l>>2]|0;k=d+96|0;f[l>>2]=f[k>>2];f[k>>2]=q;k=d+100|0;q=g+12|0;l=f[q>>2]|0;f[q>>2]=f[k>>2];f[k>>2]=l;k=g+16|0;l=f[k>>2]|0;q=d+104|0;f[k>>2]=f[q>>2];f[q>>2]=l;f[d+108>>2]=f[g+20>>2];u=i;return}}function Xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;M=0;N=u;u=u+6864|0;a:while(1){R=b;m=b+-240|0;Q=b+-480|0;o=b+-24|0;p=b+-16|0;q=b+-200|0;r=b+-192|0;s=b+-184|0;c=b+-176|0;d=b+-168|0;e=b+-160|0;g=b+-152|0;h=b+-148|0;i=b+-144|0;j=b+-140|0;k=b+-136|0;l=b+-132|0;f[N+352>>2]=a;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2040>>2]=R;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3080>>2]=Q;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6640>>2]=0;f[N+6644>>2]=0;ksb(N);a=f[N+352>>2]|0;b=f[N+400>>2]|0;t=f[N+432>>2]|0;v=f[N+2016>>2]|0;w=f[N+2048>>2]|0;x=f[N+2064>>2]|0;y=f[N+2096>>2]|0;z=f[N+2160>>2]|0;A=f[N+2232>>2]|0;B=f[N+2296>>2]|0;C=f[N+2368>>2]|0;E=f[N+2432>>2]|0;F=f[N+2504>>2]|0;I=f[N+2568>>2]|0;J=f[N+2648>>2]|0;K=f[N+2720>>2]|0;L=f[N+6544>>2]|0;O=f[N+6560>>2]|0;P=f[N+6568>>2]|0;M=f[N+6576>>2]|0;G=f[N+6640>>2]|0;D=f[N+6644>>2]|0;H=+n[N+6644>>2];f[N+6640>>2]=0;f[N+6644>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break a}if((G|0)==3)continue}R=1;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6584>>2]=R;f[N+6648>>2]=0;f[N+6652>>2]=0;lsb(N);G=f[N+6648>>2]|0;D=f[N+6652>>2]|0;H=+n[N+6652>>2];f[N+6648>>2]=0;f[N+6652>>2]=0;if((G|0)==5)return}function Yrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0;j=f[a>>2]|0;e=f[c>>2]|0;j=j+(((e-j|0)/240|0)*240|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return j|0;c=j+(((c-e|0)/240|0)*240|0)|0;i=a+4|0;h=f[i>>2]|0;if((c|0)==(h|0))d=j;else{d=j;do{e=d;a=c;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));a=c+40|0;k=+p[a>>3];g=d+40|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+48|0;k=+p[g>>3];a=d+48|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+56|0;k=+p[a>>3];g=d+56|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+64|0;k=+p[g>>3];a=d+64|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+72|0;k=+p[a>>3];g=d+72|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+80|0;k=+p[g>>3];a=d+80|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=d+88|0;g=c+88|0;e=f[g>>2]|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=c+92|0;e=f[a>>2]|0;g=d+92|0;f[a>>2]=f[g>>2];f[g>>2]=e;g=c+96|0;e=f[g>>2]|0;a=d+96|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=d+100|0;e=c+100|0;g=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+104|0;g=f[a>>2]|0;e=d+104|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=c+108|0;g=f[e>>2]|0;a=d+108|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+112|0;k=+p[a>>3];g=d+112|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+120|0;k=+p[g>>3];a=d+120|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+128|0;k=+p[a>>3];g=d+128|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+136|0;k=+p[g>>3];a=d+136|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+144|0;k=+p[a>>3];g=d+144|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+152|0;k=+p[g>>3];a=d+152|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+160|0;k=+p[a>>3];g=d+160|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+168|0;k=+p[g>>3];a=d+168|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+176|0;k=+p[a>>3];g=d+176|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+184|0;a=c+184|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];g=c+200|0;k=+p[g>>3];a=d+200|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+208|0;k=+p[a>>3];g=d+208|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+216|0;a=c+216|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;c=c+240|0;d=d+240|0}while((c|0)!=(h|0));c=f[i>>2]|0}if((c|0)==(d|0))return j|0;f[i>>2]=c+(~(((c+-240-d|0)>>>0)/240|0)*240|0);return j|0}function Zrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;g=f[a+8>>2]|0;d=a+4|0;c=f[d>>2]|0;if(((g-c|0)/240|0)>>>0>=b>>>0){do{dQb(c|0,0,240)|0;c=(f[d>>2]|0)+240|0;f[d>>2]=c;b=b+-1|0}while((b|0)!=0);u=j;return}d=f[a>>2]|0;e=(c-d|0)/240|0;c=e+b|0;if(c>>>0>17895697)AMb(a);d=(g-d|0)/240|0;g=d<<1;c=d>>>0<8947848?(g>>>0<c>>>0?c:g):17895697;f[i+12>>2]=0;f[i+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>17895697)vd();else{h=pOb(c*240|0)|0;break}while(0);f[i>>2]=h;e=h+(e*240|0)|0;d=i+8|0;g=i+4|0;f[g>>2]=e;f[i+12>>2]=h+(c*240|0);dQb(e|0,0,b*240|0)|0;f[d>>2]=e+(b*240|0);B0(a,i);c=f[g>>2]|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);c=f[i>>2]|0;if(c|0)sOb(c);u=j;return}function _rb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];vsb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;p=a+4|0;q=a+12|0;s=a+16|0;t=a+8|0;r=b;c=f[p>>2]|0;while(1){k=f[b+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){b=0;o=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=m&i;else if(m>>>0<c>>>0)b=m;else b=(m>>>0)%(c>>>0)|0;d=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!d)o=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(b|0))){o=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){o=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((o|0)==19){o=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[q>>2]|0)+1|0)>>>0);g=+n[s>>2];do if(l|g*+(c>>>0)<e){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;vsb(a,b>>>0<d>>>0?d:b);b=f[p>>2]|0;d=b+-1|0;if(!(d&b)){c=b;b=d&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}while(0);d=(f[a>>2]|0)+(b<<2)|0;b=f[d>>2]|0;if(!b){f[h>>2]=f[t>>2];f[t>>2]=h;f[d>>2]=t;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;d=c+-1|0;if(!(d&c))b=b&d;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=32}}else{f[h>>2]=f[b>>2];o=32}if((o|0)==32){o=0;f[b>>2]=h}f[q>>2]=(f[q>>2]|0)+1}b=f[r>>2]|0;if(!b)break;else r=b}return}function $rb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;o=f[a+464>>2]|0;d=f[a+488>>2]|0;u=f[a+544>>2]|0;j=f[a+576>>2]|0;h=f[a+584>>2]|0;g=f[a+672>>2]|0;i=f[a+680>>2]|0;s=f[a+896>>2]|0;p=f[a+1456>>2]|0;q=f[a+1496>>2]|0;v=f[a+1536>>2]|0;t=f[a+1576>>2]|0;a:{b:do{e=1;if(e){e=0;if((g|0)==(i|0)){c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}else e=1}if(e)if(1){k=d;while(1){e=k;if((e|0)!=(j|0))break;c=k;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)!=(c|0)){c=c+8|0;do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(i|0)){t=118;break}else{k=b;g=b}}if((t|0)==118){t=0;c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;while(1){s=f[c>>2]|0;c=s+8|0;b=f[c>>2]|0;if((f[b>>2]|0)==(s|0))break b}}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}f[(a+28|0)>>2]=0;f[s>>2]=0;f[((a+28|0)+8|0)>>2]=0;c=h-(f[(j+24|0)>>2]|0)|0;if(!(c>>3))b=0;else{if(c>>3>>>0>536870911){t=55;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}b=pOb(c)|0;f[s>>2]=b;f[(a+28|0)>>2]=b;f[((a+28|0)+8|0)>>2]=b+(c>>3<<3);d=f[(j+24|0)>>2]|0;c=(f[(j+28|0)>>2]|0)-d|0;if((c|0)>0){bQb(b|0,d|0,c|0)|0;f[s>>2]=b+(c>>>3<<3)|0;b=b+(c>>>3<<3)|0}}f[(a+40|0)>>2]=b;f[(a+24|0)>>2]=(f[e+24>>2]|0)+8;f[(a+20|0)>>2]=f[e+28>>2];f[(a+56|0)>>2]=f[(a+40|0)>>2];f[(a+60|0)>>2]=f[(a+24|0)>>2];f[a>>2]=f[(a+20|0)>>2];Dqb(a+28|0,a+56|0,a+60|0,a)|0;b=f[g+4>>2]|0;if(!b){c=g+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(k|0))do{j=f[c>>2]|0;c=j+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(j|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(g|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,k);d=f[g+24>>2]|0;if(d|0){b=g+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}sOb(k);d=u;b=f[d+4>>2]|0;if(!b){b=f[(d+8|0)>>2]|0;if((f[b>>2]|0)!=(u|0)){c=d+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(d|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,u);b=f[d+24>>2]|0;if(b|0){c=f[(d+28|0)>>2]|0;if((c|0)!=(b|0))f[(d+28|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}sOb(u);b=f[(a+28|0)>>2]|0;h=f[b>>2]|0;i=f[b+4>>2]|0;f[a>>2]=h;f[a+4>>2]=i;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+16|0)>>2]=0;c=(f[s>>2]|0)-b|0;if(!(c>>3)){e=0;g=0;c=0}else{if(c>>3>>>0>536870911){t=82;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}d=pOb(c)|0;f[(a+12|0)>>2]=d;f[(a+8|0)>>2]=d;f[(a+16|0)>>2]=d+(c>>3<<3)|0;if((c|0)>0){bQb(d|0,b|0,c|0)|0;f[(a+12|0)>>2]=d+(c>>>3<<3)|0;e=d;g=d+(c>>>3<<3)|0;c=d+(c>>3<<3)|0}else{e=d;g=d;c=d+(c>>3<<3)|0}}b=pOb(36)|0;f[(b+16|0)>>2]=h;f[(b+16|0)+4>>2]=i;f[b+24>>2]=e;f[b+28>>2]=g;f[b+32>>2]=c;f[(a+16|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+8|0)>>2]=0;c=f[v>>2]|0;do if(!c){l=v;n=v}else{while(1){t=f[c+16>>2]|0;if((t|0)==(h|0)?(f[c+20>>2]|0)>(i|0):(t|0)>(h|0)){d=f[c>>2]|0;if(!d){t=88;break}else c=d}else{m=c+4|0;d=f[m>>2]|0;if(!d){t=91;break}else c=d}}if((t|0)==88){t=0;l=c;n=c;break}else if((t|0)==91){t=0;l=c;n=m;break}}while(0);f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=l;f[n>>2]=b;c=f[f[(a+44|0)>>2]>>2]|0;if(c){f[o>>2]=c;b=f[n>>2]|0}r_a(f[p>>2]|0,b);f[q>>2]=(f[q>>2]|0)+1;b=f[(a+8|0)>>2]|0;if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}h=f[(a+28|0)>>2]|0;e=f[h>>2]|0;g=f[h+4>>2]|0;c=f[v>>2]|0;do if(!c)t=105;else{b=v;c:while(1){d=c;while(1){q=f[d+16>>2]|0;if(!((q|0)==(e|0)?(f[d+20>>2]|0)<(g|0):(q|0)<(e|0)))break;c=f[d+4>>2]|0;if(!c)break c;else d=c}c=f[d>>2]|0;if(!c){b=d;break}else b=d}if((b|0)==(v|0)){t=105;break}q=f[b+16>>2]|0;if((q|0)==(e|0)?(f[b+20>>2]|0)>(g|0):(q|0)>(e|0))t=105;else r=b}while(0);if((t|0)==105){t=0;r=v}if(h|0){b=f[s>>2]|0;if((b|0)!=(h|0))f[s>>2]=b+(~((b+-8-h|0)>>>3)<<3);sOb(h)}b=r}}while(0);if((v|0)==(b|0)){t=123;f[a+1600>>2]=1;break a}else u=b}f[a+544>>2]=u;f[a+1576>>2]=t}function asb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=f[a+112>>2]|0;x=f[a+672>>2]|0;z=f[a+1680>>2]|0;a:{if((z|0)==89){c=(cSa(f[(y+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;do if((f[(r+200|0)>>2]&-268435456|0)==0&0==0&(0!=0|(h[(r+200|0)+4>>0]&3|0)!=0))if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=106;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));w=!(A*A>=q)?1:A<0.0?0:2;j=(w|0)<(j|0)?w:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=106}}else z=106;while(0);if((z|0)==106){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){w=f[r+104>>2]|0;if(+n[x>>2]*+n[w+312>>2]+(+n[(x+4|0)>>2]*+n[w+316>>2]+ +n[(x+8|0)>>2]*+n[w+320>>2])<+n[w+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(y+488|0)>>0]=1;z=113}do if((z|0)==113){c:do if(!(Yqb(y+64|0)|0)){d:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break d;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;e:do if((f[(s+200|0)>>2]&-268435456|0)==0?(h[(s+200|0)+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=136;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=136}else z=136;while(0);do if((z|0)==136){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break e}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break e}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break c}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(!(f[y+32>>2]|0)){b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=2;z=148;break}else{u=a;f[a+1704>>2]=5;break a}}while(0);if((z|0)==148){s=fSa(f[(y+8|0)>>2]|0)|0;c=f[s>>2]|0;s=f[s+4>>2]|0;if((c|0)!=(s|0))do{r=f[c>>2]|0;do if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);g:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=164;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;j=(B|0)<(j|0)?B:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break g;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=164}}else z=164;while(0);if((z|0)==164){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){B=f[r+104>>2]|0;if(+n[x>>2]*+n[B+312>>2]+(+n[(x+4|0)>>2]*+n[B+316>>2]+ +n[(x+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=c+4|0}while((c|0)!=(s|0));b[(y+488|0)>>0]=1}h:do if(!(Yqb(y+64|0)|0)){i:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break i;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=194;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=194}else z=194;while(0);do if((z|0)==194){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break j}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break j}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break h}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(f[y+32>>2]|0){u=a;f[a+1704>>2]=5;break a}b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=4;u=a;f[a+1704>>2]=5;break a}f[a+1680>>2]=z}function bsb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0;A=f[a+112>>2]|0;z=f[a+1744>>2]|0;B=f[a+1768>>2]|0;a:{if((B|0)==78){c=(cSa(f[(A+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;d=f[(r+200|0)>>2]|0;y=h[(r+200|0)+4>>0]|0;do if(!(0==0&(y&3|0)==0)){if(f[(r+196|0)>>2]&1){y=(f[(a+56|0)>>2]|0)+8|0;x=(AQa(f[y>>2]|0)|0)+112|0;e=+p[x>>3];y=(AQa(f[y>>2]|0)|0)+120|0;o=+p[y>>3];m=+n[r+144>>2];q=+n[r+148>>2];q=(!(e<=4.827976454180316e-07)?e:0.0)-(!(m<=4.827976454180316e-07)?m:0.0)+((!(o>=.9999995231628418)?o:1.0)-(!(q>=.9999995231628418)?q:1.0));if(!(!(q+-9.999999747378752e-06>0.0)&!(q+9.999999747378752e-06<0.0)))break;d=f[(r+200|0)>>2]|0}if((d&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(A+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))B=99;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{C=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));y=!(C*C>=q)?1:C<0.0?0:2;j=(y|0)<(j|0)?y:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)B=99}}else B=99;while(0);if((B|0)==99){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(e>=0.0){if(z)if(f[(r+196|0)>>2]&134217728|0){y=f[r+104>>2]|0;if(+n[z>>2]*+n[y+312>>2]+(+n[(z+4|0)>>2]*+n[y+316>>2]+ +n[(z+8|0)>>2]*+n[y+320>>2])<+n[y+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,r);break}}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(A+488|0)>>0]=1;B=106}do if((B|0)==106){c:do if(!(Yqb(A+64|0)|0)){d:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break d;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;g=f[(s+200|0)>>2]|0;r=h[(s+200|0)+4>>0]|0;e:do if(0==0&(r&3|0)==1){if(f[(s+196|0)>>2]&1){r=(f[(a+56|0)>>2]|0)+8|0;l=(AQa(f[r>>2]|0)|0)+112|0;m=+p[l>>3];r=(AQa(f[r>>2]|0)|0)+120|0;q=+p[r>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break;g=f[(s+200|0)>>2]|0}if((g&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0)){if(!(zLa(g+68|0)|0))break;Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=133;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=133}else B=133;while(0);do if((B|0)==133){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break e}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break e}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break c}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(!(f[A+32>>2]|0)){b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=2;B=145;break}else{u=a;f[a+1840>>2]=5;break a}}while(0);if((B|0)==145){g=fSa(f[A+8>>2]|0)|0;c=f[g>>2]|0;g=f[g+4>>2]|0;g:do if((c|0)!=(g|0)){if(!z)while(1){d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);if(e>=0.0)prb(A+64|0,+p[(A+464|0)>>3]-e,d);c=c+4|0;if((c|0)==(g|0))break g}do{d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);do if(e>=0.0){if(f[d+196>>2]&134217728|0){D=f[d+104>>2]|0;if(+n[z>>2]*+n[D+312>>2]+(+n[(z+4|0)>>2]*+n[D+316>>2]+ +n[(z+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,d)}while(0);c=c+4|0}while((c|0)!=(g|0))}while(0);b[(A+488|0)>>0]=1}h:do if(!(Yqb(A+64|0)|0)){i:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break i;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){if(f[(s+196|0)>>2]&1|0){D=(f[(a+56|0)>>2]|0)+8|0;z=(AQa(f[D>>2]|0)|0)+112|0;m=+p[z>>3];D=(AQa(f[D>>2]|0)|0)+120|0;q=+p[D>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=181;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=181}else B=181;while(0);do if((B|0)==181){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break j}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break j}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break h}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(f[A+32>>2]|0){u=a;f[a+1840>>2]=5;break a}b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=4;u=a;f[a+1840>>2]=5;break a}f[a+1768>>2]=B}function csb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0;x=f[a+320>>2]|0;v=f[a+2024>>2]|0;d=f[a+2344>>2]|0;s=f[a+2352>>2]|0;j=f[a+2360>>2]|0;q=f[a+3456>>2]|0;y=f[a+5320>>2]|0;A=f[a+5336>>2]|0;B=f[a+5344>>2]|0;z=f[a+5424>>2]|0;a:do{l=1;if(l){l=0;if(!(b[x+8>>0]|0))if(((s|0)/120|0)>>>0>1&(b[x+20>>0]|0)!=0){i=1;k=+p[d+96>>3];while(1){C=k;k=+p[d+(i*120|0)+96>>3];if(!(!(C<k)|!(k>=1.0)))break;i=i+1|0;if(i>>>0>=((s|0)/120|0)>>>0){i=q;break a}}if(i>>>0>((s|0)/120|0)>>>0){tsb(x+144|0,i-((s|0)/120|0)|0);i=f[(x+148|0)>>2]|0;break}if(i>>>0<((s|0)/120|0)>>>0){i=d+(i*120|0)|0;if((i|0)==(j|0))i=q;else{f[(x+148|0)>>2]=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0;i=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0}}else i=q}else i=q;else l=1}if(l)if(1){do{i=1;if(i){i=0;if(!s){m=d;o=q}else i=1}if(i)if(1){i=0;while(1){if(i|0?+p[d+(i*120|0)+96>>3]<1.0:0)r=d;else{if(!(Usb(x,d+(i*120|0)|0)|0))break;r=f[(x+144|0)>>2]|0}b[d+(i*120|0)+112>>0]=1;d=i+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=d;d=r}else{z=280;break}}if((z|0)==280){m=r;o=f[(x+148|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((s|0)/120|0)>>>0){j=d;while(1){d=f[(x+144|0)>>2]|0;C=+p[d+(j*120|0)+96>>3];if(!((C>=1.0?!(+p[d+(i*120|0)+96>>3]<C):1)|(b[(x+20|0)>>0]|0)==0))break;r=(Usb(x,d+(j*120|0)|0)|0)&1;b[d+(j*120|0)+112>>0]=r;d=j+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=j;j=d}else break b}i=f[(x+148|0)>>2]|0;if(j>>>0>((i-d|0)/120|0)>>>0){tsb(x+144|0,j-((i-d|0)/120|0)|0);break}if(j>>>0<((i-d|0)/120|0)>>>0){d=d+(j*120|0)|0;if((d|0)!=(i|0))f[(x+148|0)>>2]=i+(~(((i+-120-d|0)>>>0)/120|0)*120|0)}}while(0);i=f[(x+144|0)>>2]|0;j=f[(x+148|0)>>2]|0;c:do if((i|0)==(j|0)){u=i;z=294}else{d=i;do{if(b[d+112>>0]|0){u=d;z=294;break c}d=d+120|0}while((d|0)!=(j|0));g=j;t=i;c=j}while(0);if((z|0)==294){d=u;if((u|0)==(j|0)){g=d;t=i;c=j}else{c=d;g=d;d:while(1){do{d=c;c=d+120|0;if((d+120|0|0)==(j|0))break d}while((b[d+232>>0]|0)!=0);i=g;y=g;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=C;f[(i+64|0)>>2]=f[(d+184|0)>>2];f[(i+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(i+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(i+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(i+88|0)>>3];p[(i+88|0)>>3]=C;f[(i+96|0)>>2]=f[(d+216|0)>>2];f[(i+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(i+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(i+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(i+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;g=i+120|0}t=f[(x+144|0)>>2]|0;c=f[(x+148|0)>>2]|0}}d=t+(((g-t|0)/120|0)*120|0)|0;if((c|0)==(g|0)){i=c;break a}g=d+(((c-g|0)/120|0)*120|0)|0;if((g|0)!=(c|0)){do{y=d;A=g;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));t=g+40|0;C=+p[t>>3];u=d+40|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=g+48|0;C=+p[u>>3];t=d+48|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+56|0;C=+p[t>>3];u=d+56|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+64|0;t=g+64|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];u=g+80|0;C=+p[u>>3];t=d+80|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+88|0;C=+p[t>>3];u=d+88|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+96|0;t=g+96|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];b[u+16>>0]=b[t+16>>0]|0;g=g+120|0;d=d+120|0}while((g|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)==(d|0)){i=c;break a}i=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i;break a}}while(0);if((o|0)==(m|0))i=o;else{i=o+(~(((o+-120-m|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i}}}while(0);c=f[(x+144|0)>>2]|0;if((c|0)!=(i|0))do{ARa(a+296|0,v,c);d=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);t=f[d+4>>2]|0;u=Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0;f[c+16>>2]=u;oh[f[(f[t>>2]|0)+12>>2]&1023](a+144|0,t);t=f[(a+144|0)+4>>2]|0;u=c+8|0;f[u>>2]=f[(a+144|0)>>2];f[u+4>>2]=t;u=ZPb(f[(d+200|0)>>2]|0,h[(d+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=u&15;p[c+64>>3]=+p[c+96>>3];p[c+72>>3]=+p[c+104>>3];c=c+120|0}while((c|0)!=(i|0));if(b[x+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+120|0,a+272|0);c=f[(x+144|0)>>2]|0;i=f[(x+148|0)>>2]|0;f[(a+144|0)>>2]=v;f[(a+144|0)+4>>2]=a+120|0;e:do if((c|0)==(i|0)){w=c;z=316}else{do{if(usb(a+144|0,c)|0){w=c;z=316;break e}c=c+120|0}while((c|0)!=(i|0));e=i}while(0);f:do if((z|0)==316){c=w;if((w|0)==(i|0))e=c;else{d=c;e=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(i|0))break f}while(usb(a+144|0,d+120|0)|0);g=e;y=e;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=C;f[(g+64|0)>>2]=f[(d+184|0)>>2];f[(g+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(g+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(g+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(g+88|0)>>3];p[(g+88|0)>>3]=C;f[(g+96|0)>>2]=f[(d+216|0)>>2];f[(g+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(g+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(g+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(g+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;e=g+120|0}}}while(0);c=f[(x+148|0)>>2]|0;d=f[(x+144|0)>>2]|0;d=d+(((e-d|0)/120|0)*120|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/120|0)*120|0)|0;if((e|0)!=(c|0)){do{y=d;A=e;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));v=e+40|0;C=+p[v>>3];w=d+40|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=e+48|0;C=+p[w>>3];v=d+48|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+56|0;C=+p[v>>3];w=d+56|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+64|0;v=e+64|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];w=e+80|0;C=+p[w>>3];v=d+80|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+88|0;C=+p[v>>3];w=d+88|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+96|0;v=e+96|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];b[w+16>>0]=b[v+16>>0]|0;e=e+120|0;d=d+120|0}while((e|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)!=(d|0))f[(x+148|0)>>2]=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)}c=f[(a+120|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+120|0)>>2]|0;f[(a+120|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5320>>2]=y;f[a+5336>>2]=A;f[a+5344>>2]=B;f[a+5424>>2]=z}function dsb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0,B=0,D=0,E=0,F=0.0,G=0.0,H=0.0;D=f[a+320>>2]|0;r=f[a+3432>>2]|0;A=f[a+4752>>2]|0;t=f[a+4936>>2]|0;w=f[a+4944>>2]|0;i=f[a+4952>>2]|0;E=f[a+5424>>2]|0;a:do{q=1;if(q){q=0;if(!(b[(D+8|0)>>0]|0))if(((w|0)/208|0)>>>0>1&(b[D+20>>0]|0)!=0){d=1;j=+p[t+184>>3];while(1){k=j;j=+p[t+(d*208|0)+184>>3];if(!(!(k<j)|!(j>=1.0)))break;d=d+1|0;if(d>>>0>=((w|0)/208|0)>>>0){d=r;break a}}if(d>>>0>((w|0)/208|0)>>>0){qsb(D+132|0,d-((w|0)/208|0)|0);d=f[(D+136|0)>>2]|0;break}if(d>>>0<((w|0)/208|0)>>>0){d=t+(d*208|0)|0;if((d|0)==(i|0))d=r;else{m=i;while(1){i=m+-208|0;f[(D+136|0)>>2]=i;o=f[m+-120>>2]|0;if(o){i=m+-116|0;m=f[i>>2]|0;if((m|0)!=(o|0))f[i>>2]=m+(~(((m+-12-o|0)>>>0)/12|0)*12|0);sOb(o);i=f[(D+136|0)>>2]|0}if((i|0)==(d|0))break;else m=i}}}else d=r}else d=r;else q=1}if(q)if(1){do{d=1;if(d){d=0;if(!w){v=t;s=r}else d=1}if(d)if(1){i=0;d=t;while(1){if(i|0?+p[d+(i*208|0)+184>>3]<1.0:0)u=d;else{if(!(Psb(D,d+(i*208|0)|0)|0))break;u=f[(D+132|0)>>2]|0}b[d+(i*208|0)+200>>0]=1;d=i+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=d;d=u}else{E=149;break}}if((E|0)==149){v=u;s=f[(D+136|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((w|0)/208|0)>>>0){o=d;while(1){m=f[(D+132|0)>>2]|0;k=+p[m+(o*208|0)+184>>3];if(!((k>=1.0?!(+p[m+(i*208|0)+184>>3]<k):1)|(b[(D+20|0)>>0]|0)==0))break;d=(Psb(D,m+(o*208|0)|0)|0)&1;b[m+(o*208|0)+200>>0]=d;d=o+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=o;o=d}else break b}d=f[(D+136|0)>>2]|0;if(o>>>0>((d-m|0)/208|0)>>>0){qsb(D+132|0,o-((d-m|0)/208|0)|0);break}if(o>>>0<((d-m|0)/208|0)>>>0){o=m+(o*208|0)|0;if((o|0)!=(d|0)){i=d;while(1){d=i+-208|0;f[(D+136|0)>>2]=d;m=f[i+-120>>2]|0;if(m){d=i+-116|0;i=f[d>>2]|0;if((i|0)!=(m|0))f[d>>2]=i+(~(((i+-12-m|0)>>>0)/12|0)*12|0);sOb(m);d=f[(D+136|0)>>2]|0}if((d|0)==(o|0))break;else i=d}}}}while(0);i=f[(D+132|0)>>2]|0;m=f[(D+136|0)>>2]|0;c:do if((i|0)==(m|0)){y=i;E=171}else{d=i;do{if(b[d+200>>0]|0){y=d;E=171;break c}d=d+208|0}while((d|0)!=(m|0));g=m;c=m;x=i}while(0);if((E|0)==171){g=y;if((y|0)==(m|0)){c=m;x=i}else{c=g;d:while(1){do{d=c;c=d+208|0;if((d+208|0|0)==(m|0))break d}while((b[d+408>>0]|0)!=0);y=g;psb(y,d+208|0)|0;g=y+208|0}c=f[(D+136|0)>>2]|0;x=f[(D+132|0)>>2]|0}}d=x+(((g-x|0)/208|0)*208|0)|0;if((c|0)==(g|0)){d=c;break a}g=d+(((c-g|0)/208|0)*208|0)|0;if((g|0)!=(c|0)){do{psb(d,g)|0;g=g+208|0;d=d+208|0}while((g|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)==(d|0)){d=c;break a}while(1){g=c+-208|0;f[(D+136|0)>>2]=g;i=f[c+-120>>2]|0;if(!i)c=g;else{c=c+-116|0;g=f[c>>2]|0;if((g|0)!=(i|0))f[c>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);c=f[(D+136|0)>>2]|0}if((c|0)==(d|0))break a}}}while(0);if((s|0)==(v|0))d=s;else{d=s;while(1){c=d+-208|0;f[(D+136|0)>>2]=c;g=f[d+-120>>2]|0;if(g){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}if((c|0)==(v|0)){d=v;break}else d=c}}}}while(0);c=f[(D+132|0)>>2]|0;if((c|0)!=(d|0))do{ARa(a+296|0,A,c);t=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);m=f[(t+4|0)>>2]|0;i=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;f[c+16>>2]=i;oh[f[(f[m>>2]|0)+12>>2]&1023](a+144|0,m);m=f[(a+144|0)+4>>2]|0;i=c+8|0;f[i>>2]=f[(a+144|0)>>2];f[i+4>>2]=m;i=ZPb(f[(t+200|0)>>2]|0,h[(t+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=i&15;p[c+104>>3]=+p[c+184>>3];p[c+112>>3]=+p[c+192>>3];i=c+36|0;f[i>>2]=1065353216;m=c+40|0;f[m>>2]=1065353216;o=c+44|0;f[o>>2]=1065353216;q=c+48|0;f[q>>2]=0;r=c+52|0;f[r>>2]=0;s=c+56|0;f[s>>2]=0;g=f[c+24>>2]|0;if((g|0)>-1){f[(a+272|0)>>2]=g;if(b[(D+25|0)>>0]|0){cEa(a+144|0,t,1,a+272|0,1);g=f[(a+144|0)>>2]|0;f[(a+144|0)>>2]=f[i>>2];f[i>>2]=g;g=f[((a+144|0)+4|0)>>2]|0;f[((a+144|0)+4|0)>>2]=f[m>>2];f[m>>2]=g;g=f[((a+144|0)+8|0)>>2]|0;f[((a+144|0)+8|0)>>2]=f[o>>2];f[o>>2]=g;g=f[((a+144|0)+12|0)>>2]|0;f[((a+144|0)+12|0)>>2]=f[q>>2];f[q>>2]=g;g=f[((a+144|0)+16|0)>>2]|0;f[((a+144|0)+16|0)>>2]=f[r>>2];f[r>>2]=g;f[s>>2]=f[((a+144|0)+20|0)>>2];g=f[(a+272|0)>>2]|0}r=c+88|0;_Da(f[(f[(t+4|0)>>2]|0)+44>>2]|0,g,r);Ksb(a+144|0,D,f[t+96>>2]|0,t);o=f[r>>2]|0;q=f[c+92>>2]|0;if((o|0)!=(q|0)){g=o;do{H=+n[g>>2];x=g+4|0;G=+n[x>>2];y=g+8|0;F=+n[y>>2];j=H*+n[((a+144|0)+4|0)>>2]+G*+n[((a+144|0)+20|0)>>2]+F*+n[((a+144|0)+36|0)>>2]+ +n[((a+144|0)+52|0)>>2];k=H*+n[((a+144|0)+8|0)>>2]+G*+n[((a+144|0)+24|0)>>2]+F*+n[((a+144|0)+40|0)>>2]+ +n[((a+144|0)+56|0)>>2];n[g>>2]=+n[(a+144|0)>>2]*H+ +n[((a+144|0)+16|0)>>2]*G+ +n[((a+144|0)+32|0)>>2]*F+ +n[((a+144|0)+48|0)>>2];n[x>>2]=j;n[y>>2]=k;g=g+12|0}while((g|0)!=(q|0))}e:do if(!(q-o|0)){j=C;g=c+100|0}else{g=c+100|0;i=0;j=C;k=C;m=o;while(1){p[(a+144|0)>>3]=+n[m+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[m+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[m+(i*12|0)+8>>2];m=f[(t+108|0)>>2]|0;if(!m)E=203;else if(Wtb(D,m,a+144|0)|0)E=203;else{z=j;l=k}if((E|0)==203){E=0;eub(a+120|0,D,a+144|0,0);do if(b[(a+120|0)>>0]|0){l=+p[((a+120|0)+16|0)>>3];if(!(l<j))break;k=+p[((a+120|0)+8|0)>>3];f[g>>2]=i;j=l}while(0);z=j;l=k}i=i+1|0;if(i>>>0>=((q-o|0|0)/12|0)>>>0){j=l;break e}j=z;k=l;m=f[r>>2]|0}}while(0);i=f[g>>2]|0;if((i|0)>-1){y=f[r>>2]|0;p[(a+144|0)>>3]=+n[y+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[y+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[y+(i*12|0)+8>>2];sjb(a+120|0,f[(D+56|0)>>2]|0,a+144|0);b[(a+112|0)>>0]=0;p[(a+40|0)>>3]=+p[(a+144|0)>>3];p[(a+48|0)>>3]=+p[((a+144|0)+8|0)>>3];p[(a+56|0)>>3]=+p[((a+144|0)+16|0)>>3];G=+p[(a+120|0)>>3];p[(a+80|0)>>3]=G;H=+p[((a+120|0)+8|0)>>3];p[(a+88|0)>>3]=H;y=f[(D+56|0)>>2]|0;G=G-+p[y+24>>3];H=H-+p[y+32>>3];p[(a+96|0)>>3]=G*G+H*H;p[(a+104|0)>>3]=j;do if(b[(D+8|0)>>0]|0){if(!(Usb(D,a)|0))break;f[g>>2]=-1}while(0)}}c=c+208|0}while((c|0)!=(d|0));if(b[D+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+252|0,a+272|0);c=f[(D+132|0)>>2]|0;g=f[(D+136|0)>>2]|0;f[(a+144|0)>>2]=A;f[(a+144|0)+4>>2]=a+252|0;f:do if((c|0)==(g|0)){B=c;E=219}else{do{if(rsb(a+144|0,c)|0){B=c;E=219;break f}c=c+208|0}while((c|0)!=(g|0));e=g}while(0);g:do if((E|0)==219){d=B;if((B|0)==(g|0))e=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(g|0))break g}while(rsb(a+144|0,d)|0);B=e;psb(B,d)|0;e=B+208|0}}}while(0);c=f[(D+136|0)>>2]|0;d=f[(D+132|0)>>2]|0;d=d+(((e-d|0)/208|0)*208|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/208|0)*208|0)|0;if((e|0)!=(c|0)){do{psb(d,e)|0;e=e+208|0;d=d+208|0}while((e|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-208|0;f[(D+136|0)>>2]=e;g=f[c+-120>>2]|0;if(!g)c=e;else{c=c+-116|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}}while((c|0)!=(d|0))}c=f[(a+252|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+252|0)>>2]|0;f[(a+252|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5424>>2]=E}function esb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;t=f[a+320>>2]|0;l=f[a+816>>2]|0;u=f[a+1360>>2]|0;c=f[a+3408>>2]|0;v=f[a+5320>>2]|0;y=f[a+5336>>2]|0;z=f[a+5344>>2]|0;w=f[a+5424>>2]|0;x=f[a+5448>>2]|0;if(x){x=0;if(1){k=f[(t+48|0)>>2]|0;l=b[t+32>>0]|0;d=f[(t+156|0)>>2]|0;m=f[(t+160|0)>>2]|0;a:do if((d|0)==(m|0)){i=d;w=23}else{do{if(!(FSa(k,d,l)|0)){i=d;w=23;break a}d=d+240|0}while((d|0)!=(m|0));h=m}while(0);b:do if((w|0)==23){e=i;d=1;if(d){d=0;if((i|0)==(m|0))h=e;else d=1}if(d)if(1){d=e;h=e;while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(m|0))break b}while(!(FSa(k,e+240|0,l)|0));i=h;v=h;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));j=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=j;j=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=j;j=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=j;j=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(i+64|0)>>3];p[(i+64|0)>>3]=j;j=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(i+72|0)>>3];p[(i+72|0)>>3]=j;j=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=j;h=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(i+88|0)>>2];f[(i+88|0)>>2]=h;h=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(i+92|0)>>2];f[(i+92|0)>>2]=h;h=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(i+96|0)>>2];f[(i+96|0)>>2]=h;h=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(i+100|0)>>2];f[(i+100|0)>>2]=h;h=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(i+104|0)>>2];f[(i+104|0)>>2]=h;h=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(i+108|0)>>2];f[(i+108|0)>>2]=h;j=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(i+112|0)>>3];p[(i+112|0)>>3]=j;j=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(i+120|0)>>3];p[(i+120|0)>>3]=j;j=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(i+128|0)>>3];p[(i+128|0)>>3]=j;j=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(i+136|0)>>3];p[(i+136|0)>>3]=j;j=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(i+144|0)>>3];p[(i+144|0)>>3]=j;j=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(i+152|0)>>3];p[(i+152|0)>>3]=j;j=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(i+160|0)>>3];p[(i+160|0)>>3]=j;j=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(i+168|0)>>3];p[(i+168|0)>>3]=j;j=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(i+176|0)>>3];p[(i+176|0)>>3]=j;f[(i+184|0)>>2]=f[(e+424|0)>>2];f[(i+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(i+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(i+184|0)+12>>2]=f[(e+424|0)+12>>2];j=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(i+200|0)>>3];p[(i+200|0)>>3]=j;j=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(i+208|0)>>3];p[(i+208|0)>>3]=j;f[(i+216|0)>>2]=f[(e+456|0)>>2];f[(i+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(i+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(i+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(i+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;h=i+240|0}}}while(0);f[(a+272|0)>>2]=h;f[(a+120|0)>>2]=f[(t+160|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;l=t+160|0}else x=1}i=f[l>>2]|0;d=f[(t+156|0)>>2]|0;k=(i-d|0|0)/240|0;c:do{h=1;if(h){h=0;if(!(b[t+8>>0]|0)){if(k>>>0>1&(b[t+20>>0]|0)!=0){e=1;j=+p[d+216>>3];while(1){A=j;j=+p[d+(e*240|0)+216>>3];if(!(!(A<j)|!(j>=1.0)))break;e=e+1|0;if(e>>>0>=k>>>0)break c}if(e>>>0>k>>>0){Zrb(t+156|0,e-k|0);break}if(e>>>0<k>>>0){e=d+(e*240|0)|0;if((e|0)!=(i|0))f[(t+160|0)>>2]=i+(~(((i+-240-e|0)>>>0)/240|0)*240|0)}}}else h=1}if(h)if(1){do{e=1;if(e){e=0;if(!(i-d|0)){n=d;o=i}else e=1}if(e)if(1){e=0;while(1){if(e|0?+p[d+(e*240|0)+216>>3]<1.0:0)q=d;else{if(!(Vsb(t,d+(e*240|0)|0)|0))break;q=f[(t+156|0)>>2]|0}b[d+(e*240|0)+232>>0]=1;d=e+1|0;if(d>>>0<k>>>0){e=d;d=q}else{w=46;break}}if((w|0)==46){n=q;o=f[(t+160|0)>>2]|0;break}d=e+1|0;d:do if(d>>>0<k>>>0){h=d;while(1){d=f[(t+156|0)>>2]|0;A=+p[d+(h*240|0)+216>>3];if(!((A>=1.0?!(+p[d+(e*240|0)+216>>3]<A):1)|(b[(t+20|0)>>0]|0)==0))break;q=(Vsb(t,d+(h*240|0)|0)|0)&1;b[d+(h*240|0)+232>>0]=q;d=h+1|0;if(d>>>0<k>>>0){e=h;h=d}else break d}e=f[l>>2]|0;if(h>>>0>((e-d|0)/240|0)>>>0){Zrb(t+156|0,h-((e-d|0)/240|0)|0);break}if(h>>>0<((e-d|0)/240|0)>>>0){d=d+(h*240|0)|0;if((d|0)!=(e|0))f[(t+160|0)>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;i=f[(t+160|0)>>2]|0;e:do if((d|0)==(i|0)){r=d;w=59}else while(1){if(b[d+232>>0]|0){r=d;w=59;break e}d=d+240|0;if((d|0)==(i|0)){g=i;s=i;break}}while(0);if((w|0)==59){e=r;d=1;if(d){d=0;if((r|0)==(i|0)){g=e;s=i}else d=1}if(d)if(1){d=e;g=e;f:while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(i|0))break f}while((b[e+472>>0]|0)!=0);h=g;v=g;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));A=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=A;A=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=A;A=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=A;A=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(h+64|0)>>3];p[(h+64|0)>>3]=A;A=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(h+72|0)>>3];p[(h+72|0)>>3]=A;A=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=A;g=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(h+88|0)>>2];f[(h+88|0)>>2]=g;g=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(h+92|0)>>2];f[(h+92|0)>>2]=g;g=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(h+96|0)>>2];f[(h+96|0)>>2]=g;g=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(h+100|0)>>2];f[(h+100|0)>>2]=g;g=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(h+104|0)>>2];f[(h+104|0)>>2]=g;g=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(h+108|0)>>2];f[(h+108|0)>>2]=g;A=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(h+112|0)>>3];p[(h+112|0)>>3]=A;A=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(h+120|0)>>3];p[(h+120|0)>>3]=A;A=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(h+128|0)>>3];p[(h+128|0)>>3]=A;A=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(h+136|0)>>3];p[(h+136|0)>>3]=A;A=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(h+144|0)>>3];p[(h+144|0)>>3]=A;A=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(h+152|0)>>3];p[(h+152|0)>>3]=A;A=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(h+160|0)>>3];p[(h+160|0)>>3]=A;A=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(h+168|0)>>3];p[(h+168|0)>>3]=A;A=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(h+176|0)>>3];p[(h+176|0)>>3]=A;f[(h+184|0)>>2]=f[(e+424|0)>>2];f[(h+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(h+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(h+184|0)+12>>2]=f[(e+424|0)+12>>2];A=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(h+200|0)>>3];p[(h+200|0)>>3]=A;A=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(h+208|0)>>3];p[(h+208|0)>>3]=A;f[(h+216|0)>>2]=f[(e+456|0)>>2];f[(h+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(h+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(h+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(h+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;g=h+240|0}s=f[l>>2]|0}}f[a>>2]=g;f[(a+252|0)>>2]=s;f[(a+296|0)>>2]=f[a>>2];f[(a+144|0)>>2]=f[(a+252|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;break c}}while(0);if((o|0)!=(n|0))f[(t+160|0)>>2]=o+(~(((o+-240-n|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;h=f[(t+160|0)>>2]|0;if((d|0)!=(h|0))do{ARa(a+232|0,u,d);e=f[(a+232|0)>>2]|0;g=f[((a+232|0)+4|0)>>2]|0;if(g|0)iOb(g);C=+p[d+120>>3];j=+p[d+144>>3]-C;E=+p[d+128>>3];D=+p[d+176>>3]-E;E=+p[d+152>>3]-E;C=+p[d+168>>3]-C;B=+p[d+112>>3];A=+p[d+160>>3]-B;B=+p[d+136>>3]-B;p[d+64>>3]=j*D-E*C;p[d+72>>3]=E*A-D*B;p[d+80>>3]=C*B-j*A;p[d+184>>3]=+p[d+216>>3];p[d+192>>3]=+p[d+224>>3];Wrb(a+248|0,e,d);d=d+240|0}while((d|0)!=(h|0));f[a+816>>2]=l;f[a+3416>>2]=c;f[a+5320>>2]=v;f[a+5336>>2]=y;f[a+5344>>2]=z;f[a+5424>>2]=w;f[a+5448>>2]=x}function fsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0;q=f[a+320>>2]|0;r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0;a:{if(b[q+111>>0]|0){n=f[(q+48|0)>>2]|0;c=f[(q+144|0)>>2]|0;h=f[(q+148|0)>>2]|0;if((c|0)!=(h|0)){ssb(c,h);c=1;if(c){c=0;if(!(b[q+23>>0]|0)){g=f[(q+148|0)>>2]|0;d=g}else c=1}if(c)if(1){j=f[(q+48|0)>>2]|0;k=b[q+32>>0]|0;c=f[(q+144|0)>>2]|0;l=f[(q+148|0)>>2]|0;b:do if((c|0)==(l|0)){i=c;s=252}else{do{if(!(FSa(j,c,k)|0)){i=c;s=252;break b}c=c+120|0}while((c|0)!=(l|0));m=l}while(0);c:do if((s|0)==252){c=i;if((i|0)==(l|0))m=c;else{d=c;g=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(l|0)){m=g;break c}}while(!(FSa(j,d+120|0,k)|0));h=g;r=g;t=d+120|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=w;w=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=w;w=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=w;f[(h+64|0)>>2]=f[(d+184|0)>>2];f[(h+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(h+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(h+64|0)+12>>2]=f[(d+184|0)+12>>2];w=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=w;w=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(h+88|0)>>3];p[(h+88|0)>>3]=w;f[(h+96|0)>>2]=f[(d+216|0)>>2];f[(h+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(h+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(h+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(h+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;g=h+120|0}}}while(0);g=m;h=f[(q+148|0)>>2]|0;c=f[(q+144|0)>>2]|0;c=c+(((m-c|0)/120|0)*120|0)|0;if((h|0)==(g|0))d=h;else{d=c+(((h-m|0)/120|0)*120|0)|0;if((d|0)==(h|0)){g=h;d=h}else{do{r=c;t=d;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));l=d+40|0;w=+p[l>>3];m=c+40|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=d+48|0;w=+p[m>>3];l=c+48|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+56|0;w=+p[l>>3];m=c+56|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+64|0;l=d+64|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];m=d+80|0;w=+p[m>>3];l=c+80|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+88|0;w=+p[l>>3];m=c+88|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+96|0;l=d+96|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];b[m+16>>0]=b[l+16>>0]|0;d=d+120|0;c=c+120|0}while((d|0)!=(h|0));d=f[(q+148|0)>>2]|0;g=d}if((g|0)!=(c|0)){g=g+(~(((g+-120-c|0)>>>0)/120|0)*120|0)|0;f[(q+148|0)>>2]=g;d=g}}}l=f[(q+144|0)>>2]|0;m=d-l|0;f[a+320>>2]=q;f[a+2024>>2]=n;f[a+2344>>2]=l;f[a+2352>>2]=m;f[a+2360>>2]=d;f[a+3456>>2]=g;f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s;f[a+5544>>2]=0;f[a+5548>>2]=0;csb(a);r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0}}if(!(b[q+23>>0]|0)){u=a;f[a+5568>>2]=5;break a}h=f[(q+48|0)>>2]|0;i=b[q+32>>0]|0;c=f[(q+120|0)>>2]|0;j=f[(q+124|0)>>2]|0;d:do if((c|0)==(j|0)){o=c;s=342}else{do{if(!(FSa(h,c,i)|0)){o=c;s=342;break d}c=c+192|0}while((c|0)!=(j|0));e=j}while(0);e:do if((s|0)==342){d=o;c=1;if(c){c=0;if((o|0)==(j|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(j|0))break e}while(!(FSa(h,d+192|0,i)|0));g=e;r=e;t=d+192|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=w;w=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=w;w=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=w;w=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=w;w=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=w;w=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=w;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;w=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=w;w=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=w;w=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=w;w=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=w;w=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=w;w=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=w;w=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=w;w=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=w;w=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=w;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(q+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(q+120|0,a+296|0,a+144|0)|0;u=a;f[a+5568>>2]=5;break a}f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s}function gsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0;A=f[a+320>>2]|0;y=f[a+1360>>2]|0;c=f[a+2808>>2]|0;v=f[a+3320>>2]|0;B=f[a+3408>>2]|0;C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0;E=f[a+5440>>2]|0;if(E){E=0;if(1){f[(a+248|0)>>2]=A;do{ARa(a+240|0,y,c);u=f[(a+240|0)>>2]|0;d=f[((a+240|0)+4|0)>>2]|0;if(d|0)iOb(d);d=c+144|0;g=c+120|0;K=+p[g>>3];I=+p[d>>3]-K;h=c+176|0;i=c+128|0;M=+p[i>>3];L=+p[h>>3]-M;j=c+152|0;M=+p[j>>3]-M;k=c+168|0;K=+p[k>>3]-K;l=c+160|0;m=c+112|0;J=+p[m>>3];H=+p[l>>3]-J;o=c+136|0;J=+p[o>>3]-J;q=c+64|0;p[q>>3]=I*L-M*K;r=c+72|0;p[r>>3]=M*H-L*J;s=c+80|0;p[s>>3]=K*J-I*H;t=c+190|0;if(!(b[t>>0]|0)){Ksb(a+144|0,A,f[u+96>>2]|0,u);V=+n[(a+144|0)>>2];R=+n[((a+144|0)+4|0)>>2];H=+n[((a+144|0)+8|0)>>2];U=+n[((a+144|0)+16|0)>>2];Q=+n[((a+144|0)+20|0)>>2];J=+n[((a+144|0)+24|0)>>2];T=+n[((a+144|0)+32|0)>>2];P=+n[((a+144|0)+36|0)>>2];L=+n[((a+144|0)+40|0)>>2];S=+n[((a+144|0)+48|0)>>2];O=+n[((a+144|0)+52|0)>>2];M=+n[((a+144|0)+56|0)>>2];N=1.0/((Q*L-J*P)*V+((U*P-Q*T)*H+(J*T-U*L)*R));K=+p[q>>3];I=+p[r>>3];W=+p[s>>3];p[q>>3]=W*((R*J-H*Q)*N)+(K*((Q*L-J*P)*N)+I*((H*P-R*L)*N));p[r>>3]=W*((H*U-V*J)*N)+(K*((J*T-U*L)*N)+I*((V*L-H*T)*N));p[s>>3]=W*((V*Q-R*U)*N)+(K*((U*P-Q*T)*N)+I*((R*T-V*P)*N));N=+p[m>>3];I=+p[g>>3];K=+p[i>>3];p[m>>3]=N*V+I*U+K*T+S;p[g>>3]=N*R+I*Q+K*P+O;p[i>>3]=N*H+I*J+K*L+M;K=+p[o>>3];I=+p[d>>3];N=+p[j>>3];p[o>>3]=K*V+I*U+N*T+S;p[d>>3]=K*R+I*Q+N*P+O;p[j>>3]=K*H+I*J+N*L+M;N=+p[l>>3];I=+p[k>>3];K=+p[h>>3];p[l>>3]=N*V+I*U+K*T+S;p[k>>3]=N*R+I*Q+K*P+O;p[h>>3]=N*H+I*J+K*L+M;b[t>>0]=1}Wrb(a+248|0,u,c);u=f[(A+60|0)>>2]|0;U=+p[(A+112|0)>>3];V=+p[u+8>>3]+U*+p[u+32>>3];W=+p[u+16>>3]+U*+p[u+40>>3];p[c+40>>3]=+p[u>>3]+U*+p[u+24>>3];p[c+48>>3]=V;p[c+56>>3]=W;c=c+192|0}while((c|0)!=(v|0));if((f[(A+120|0)>>2]|0)==(f[(A+124|0)>>2]|0)){B=a+248|0;D=17}else if(!(b[A+20>>0]|0)){B=a+248|0;D=17}else{c=f[(A+156|0)>>2]|0;d=f[(A+160|0)>>2]|0;if((d|0)==(c|0))w=a+248|0;else{f[(A+160|0)>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);w=a+248|0}}}else E=1}if((D|0)==17){Xrb(f[(A+156|0)>>2]|0,f[(A+160|0)>>2]|0);c=1;if(c){c=0;if(!(b[A+23>>0]|0))x=A+160|0;else c=1}f[a+320>>2]=A;f[a+816>>2]=x;f[a+1360>>2]=y;f[a+3408>>2]=B;f[a+3416>>2]=w;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5448>>2]=c;f[a+5560>>2]=0;f[a+5564>>2]=0;esb(a);C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0}if(b[A+22>>0]|0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;_rb(a+208|0,a);c=f[(A+120|0)>>2]|0;h=f[(A+124|0)>>2]|0;f[(a+144|0)>>2]=y;f[(a+144|0)+4>>2]=a+208|0;a:do if((c|0)==(h|0)){z=c;D=76}else{do{if(msb(a+144|0,c)|0){z=c;D=76;break a}c=c+192|0}while((c|0)!=(h|0));e=h}while(0);b:do if((D|0)==76){d=z;c=1;if(c){c=0;if((z|0)==(h|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(h|0))break b}while(msb(a+144|0,d+192|0)|0);g=e;C=e;F=d+192|0;G=C+36|0;do{f[C>>2]=f[F>>2];C=C+4|0;F=F+4|0}while((C|0)<(G|0));W=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=W;W=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=W;W=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=W;W=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=W;W=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=W;W=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=W;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;W=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=W;W=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=W;W=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=W;W=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=W;W=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=W;W=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=W;W=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=W;W=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=W;W=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=W;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(A+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(A+120|0,a+296|0,a+144|0)|0;c=f[(a+208|0)+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=0;if(c|0)sOb(c);c=f[a+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c)}f[a+3408>>2]=B;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5440>>2]=E}function hsb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;c=f[a+408>>2]|0;k=f[a+416>>2]|0;l=f[a+432>>2]|0;J=f[a+1832>>2]|0;K=f[a+1840>>2]|0;m=f[a+1856>>2]|0;n=f[a+1864>>2]|0;L=f[a+1872>>2]|0;M=f[a+1888>>2]|0;N=f[a+1896>>2]|0;o=f[a+1904>>2]|0;O=f[a+1912>>2]|0;q=f[a+1928>>2]|0;I=c+40|0;f[J>>2]=f[I>>2];f[J+4>>2]=f[I+4>>2];f[J+8>>2]=f[I+8>>2];f[J+12>>2]=f[I+12>>2];f[J+16>>2]=f[I+16>>2];f[J+20>>2]=f[I+20>>2];p[J>>3]=+p[I>>3];p[((a+64|0)+48|0)>>3]=+p[c+48>>3];p[((a+64|0)+56|0)>>3]=+p[c+56>>3];J=c+64|0;f[K>>2]=f[J>>2];f[K+4>>2]=f[J+4>>2];f[K+8>>2]=f[J+8>>2];f[K+12>>2]=f[J+12>>2];f[K+16>>2]=f[J+16>>2];f[K+20>>2]=f[J+20>>2];p[K>>3]=+p[J>>3];p[((a+64|0)+72|0)>>3]=+p[c+72>>3];p[((a+64|0)+80|0)>>3]=+p[c+80>>3];K=c+88|0;f[m>>2]=f[K>>2];f[m+4>>2]=f[K+4>>2];f[m+8>>2]=f[K+8>>2];f[m>>2]=f[K>>2];f[((a+64|0)+92|0)>>2]=f[c+92>>2];f[((a+64|0)+96|0)>>2]=f[c+96>>2];K=c+100|0;f[n>>2]=f[K>>2];f[n+4>>2]=f[K+4>>2];f[n+8>>2]=f[K+8>>2];f[n>>2]=f[K>>2];f[((a+64|0)+104|0)>>2]=f[c+104>>2];f[((a+64|0)+108|0)>>2]=f[c+108>>2];K=c+112|0;f[L>>2]=f[K>>2];f[L+4>>2]=f[K+4>>2];f[L+8>>2]=f[K+8>>2];f[L+12>>2]=f[K+12>>2];f[L+16>>2]=f[K+16>>2];f[L+20>>2]=f[K+20>>2];p[L>>3]=+p[K>>3];p[((a+64|0)+120|0)>>3]=+p[c+120>>3];p[((a+64|0)+128|0)>>3]=+p[c+128>>3];L=c+136|0;f[M>>2]=f[L>>2];f[M+4>>2]=f[L+4>>2];f[M+8>>2]=f[L+8>>2];f[M+12>>2]=f[L+12>>2];f[M+16>>2]=f[L+16>>2];f[M+20>>2]=f[L+20>>2];p[M>>3]=+p[L>>3];p[((a+64|0)+144|0)>>3]=+p[c+144>>3];p[((a+64|0)+152|0)>>3]=+p[c+152>>3];M=c+160|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+64|0)+168|0)>>3]=+p[c+168>>3];p[((a+64|0)+176|0)>>3]=+p[c+176>>3];N=c+184|0;f[o>>2]=f[N>>2];f[o+4>>2]=f[N+4>>2];f[o+8>>2]=f[N+8>>2];f[o+12>>2]=f[N+12>>2];N=c+200|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];p[O>>3]=+p[N>>3];p[((a+64|0)+208|0)>>3]=+p[c+208>>3];O=c+216|0;f[q>>2]=f[O>>2];f[q+4>>2]=f[O+4>>2];f[q+8>>2]=f[O+8>>2];f[q+12>>2]=f[O+12>>2];b[q+16>>0]=b[O+16>>0]|0;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));r=k+40|0;g=+p[r>>3];s=c+40|0;p[r>>3]=+p[s>>3];p[s>>3]=g;s=k+48|0;g=+p[s>>3];t=c+48|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+56|0;g=+p[t>>3];u=c+56|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+64|0;g=+p[u>>3];v=c+64|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+72|0;g=+p[v>>3];w=c+72|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+80|0;g=+p[w>>3];y=c+80|0;p[w>>3]=+p[y>>3];p[y>>3]=g;y=c+88|0;x=k+88|0;A=f[x>>2]|0;f[x>>2]=f[y>>2];f[y>>2]=A;y=k+92|0;A=f[y>>2]|0;z=c+92|0;f[y>>2]=f[z>>2];f[z>>2]=A;z=k+96|0;A=f[z>>2]|0;B=c+96|0;f[z>>2]=f[B>>2];f[B>>2]=A;B=c+100|0;A=k+100|0;E=f[A>>2]|0;f[A>>2]=f[B>>2];f[B>>2]=E;B=k+104|0;E=f[B>>2]|0;C=c+104|0;f[B>>2]=f[C>>2];f[C>>2]=E;C=k+108|0;E=f[C>>2]|0;D=c+108|0;f[C>>2]=f[D>>2];f[D>>2]=E;D=k+112|0;g=+p[D>>3];E=c+112|0;p[D>>3]=+p[E>>3];p[E>>3]=g;E=k+120|0;g=+p[E>>3];F=c+120|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+128|0;g=+p[F>>3];G=c+128|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+136|0;g=+p[G>>3];H=c+136|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+144|0;g=+p[H>>3];I=c+144|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+152|0;g=+p[I>>3];J=c+152|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+160|0;g=+p[J>>3];K=c+160|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+168|0;g=+p[K>>3];L=c+168|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+176|0;g=+p[L>>3];N=c+176|0;p[L>>3]=+p[N>>3];p[N>>3]=g;N=c+184|0;M=k+184|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];N=k+200|0;g=+p[N>>3];O=c+200|0;p[N>>3]=+p[O>>3];p[O>>3]=g;O=k+208|0;g=+p[O>>3];i=c+208|0;p[O>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(l|0))break;h=k+-240|0;c=~~+p[((a+64|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+64|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+64|0,h)|0){c=k;k=h}else break}d=k;h=a+64|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+64|0)+40|0)>>3];p[((a+64|0)+40|0)>>3]=+p[r>>3];p[r>>3]=g;g=+p[((a+64|0)+48|0)>>3];p[((a+64|0)+48|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+64|0)+56|0)>>3];p[((a+64|0)+56|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+64|0)+64|0)>>3];p[((a+64|0)+64|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+64|0)+72|0)>>3];p[((a+64|0)+72|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+64|0)+80|0)>>3];p[((a+64|0)+80|0)>>3]=+p[w>>3];p[w>>3]=g;w=f[m>>2]|0;f[m>>2]=f[x>>2];f[x>>2]=w;x=f[((a+64|0)+92|0)>>2]|0;f[((a+64|0)+92|0)>>2]=f[y>>2];f[y>>2]=x;y=f[((a+64|0)+96|0)>>2]|0;f[((a+64|0)+96|0)>>2]=f[z>>2];f[z>>2]=y;z=f[n>>2]|0;f[n>>2]=f[A>>2];f[A>>2]=z;A=f[((a+64|0)+104|0)>>2]|0;f[((a+64|0)+104|0)>>2]=f[B>>2];f[B>>2]=A;B=f[((a+64|0)+108|0)>>2]|0;f[((a+64|0)+108|0)>>2]=f[C>>2];f[C>>2]=B;g=+p[((a+64|0)+112|0)>>3];p[((a+64|0)+112|0)>>3]=+p[D>>3];p[D>>3]=g;g=+p[((a+64|0)+120|0)>>3];p[((a+64|0)+120|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+64|0)+128|0)>>3];p[((a+64|0)+128|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+64|0)+136|0)>>3];p[((a+64|0)+136|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+64|0)+144|0)>>3];p[((a+64|0)+144|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+64|0)+152|0)>>3];p[((a+64|0)+152|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+64|0)+160|0)>>3];p[((a+64|0)+160|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+64|0)+168|0)>>3];p[((a+64|0)+168|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+64|0)+176|0)>>3];p[((a+64|0)+176|0)>>3]=+p[L>>3];p[L>>3]=g;f[M>>2]=f[o>>2];f[M+4>>2]=f[o+4>>2];f[M+8>>2]=f[o+8>>2];f[M+12>>2]=f[o+12>>2];g=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=+p[N>>3];p[N>>3]=g;g=+p[((a+64|0)+208|0)>>3];p[((a+64|0)+208|0)>>3]=+p[O>>3];p[O>>3]=g;f[j>>2]=f[q>>2];f[j+4>>2]=f[q+4>>2];f[j+8>>2]=f[q+8>>2];f[j+12>>2]=f[q+12>>2];b[j+16>>0]=b[q+16>>0]|0;f[a+6544>>2]=d;f[a+6560>>2]=h;f[a+6568>>2]=i}function isb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0.0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0.0;sa=f[a+336>>2]|0;ta=f[a+400>>2]|0;ua=f[a+432>>2]|0;i=f[a+496>>2]|0;k=f[a+520>>2]|0;ma=f[a+592>>2]|0;va=f[a+2040>>2]|0;wa=f[a+2784>>2]|0;d=f[a+3024>>2]|0;c=f[a+5112>>2]|0;xa=f[a+6520>>2]|0;ya=f[a+6544>>2]|0;Aa=f[a+6560>>2]|0;Ba=f[a+6568>>2]|0;za=f[a+6576>>2]|0;a:{b:{h=1;if(h)if(c>>>0<i>>>0)while(1){o=d+216|0;q=d+224|0;while(1){h=~~+p[c+216>>3]>>>0;j=+p[o>>3];if(h>>>0>=~~j>>>0>>>0){if(h>>>0>~~j>>>0>>>0){qa=j;break}e=+p[c+224>>3];g=+p[q>>3];if(!(e<g)){if(e>g){qa=j;break}if(!(fub(c,d)|0)){za=87;break}}}c=c+240|0}if((za|0)==87){za=0;qa=+p[o>>3]}m=i+-240|0;h=~~+p[i+-24>>3]>>>0;l=~~qa>>>0;c:do if(h>>>0>=l>>>0){j=qa;n=m;while(1){if(h>>>0>l>>>0)e=j;else{e=+p[i+-16>>3];g=+p[q>>3];if(e<g){m=n;break c}if(e>g)e=j;else{if(fub(n,d)|0){m=n;break c}e=+p[o>>3]}}m=n+-240|0;h=~~+p[n+-24>>3]>>>0;l=~~e>>>0;if(h>>>0<l>>>0){i=n;break}else{i=n;j=e;n=m}}}while(0);if(c>>>0>m>>>0){na=d;la=k;ma=c;break b}ya=a+24|0;Aa=c;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));h=c+40|0;l=c+48|0;n=c+56|0;e=+p[h>>3];g=+p[l>>3];j=+p[n>>3];o=c+64|0;q=c+72|0;r=c+80|0;S=+p[o>>3];T=+p[q>>3];U=+p[r>>3];s=c+88|0;t=c+92|0;u=c+96|0;_=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+100|0;w=c+104|0;x=c+108|0;ma=f[v>>2]|0;na=f[w>>2]|0;oa=f[x>>2]|0;y=c+112|0;A=c+120|0;C=c+128|0;$=+p[y>>3];aa=+p[A>>3];ba=+p[C>>3];E=c+136|0;G=c+144|0;I=c+152|0;ca=+p[E>>3];da=+p[G>>3];ea=+p[I>>3];K=c+160|0;M=c+168|0;O=c+176|0;fa=+p[K>>3];ga=+p[M>>3];ha=+p[O>>3];Q=c+184|0;f[(a+64|0)>>2]=f[Q>>2];f[(a+64|0)+4>>2]=f[Q+4>>2];f[(a+64|0)+8>>2]=f[Q+8>>2];f[(a+64|0)+12>>2]=f[Q+12>>2];V=c+200|0;X=c+208|0;ia=+p[V>>3];ja=+p[X>>3];Z=c+216|0;f[a>>2]=f[Z>>2];f[a+4>>2]=f[Z+4>>2];f[a+8>>2]=f[Z+8>>2];f[a+12>>2]=f[Z+12>>2];b[a+16>>0]=b[Z+16>>0]|0;ya=c;Aa=m;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));pa=i+-200|0;Ca=+p[pa>>3];p[pa>>3]=e;p[h>>3]=Ca;Y=i+-192|0;Ca=+p[Y>>3];p[Y>>3]=+p[l>>3];p[l>>3]=Ca;W=i+-184|0;Ca=+p[W>>3];p[W>>3]=+p[n>>3];p[n>>3]=Ca;R=i+-176|0;Ca=+p[R>>3];p[R>>3]=+p[o>>3];p[o>>3]=Ca;P=i+-168|0;Ca=+p[P>>3];p[P>>3]=+p[q>>3];p[q>>3]=Ca;N=i+-160|0;Ca=+p[N>>3];p[N>>3]=+p[r>>3];p[r>>3]=Ca;L=i+-152|0;J=f[L>>2]|0;f[L>>2]=_;f[s>>2]=J;J=i+-148|0;H=f[J>>2]|0;f[J>>2]=f[t>>2];f[t>>2]=H;H=i+-144|0;F=f[H>>2]|0;f[H>>2]=f[u>>2];f[u>>2]=F;F=i+-140|0;D=f[F>>2]|0;f[F>>2]=f[v>>2];f[v>>2]=D;D=i+-136|0;B=f[D>>2]|0;f[D>>2]=f[w>>2];f[w>>2]=B;B=i+-132|0;f[x>>2]=f[B>>2];z=i+-128|0;Ca=+p[z>>3];p[z>>3]=+p[y>>3];p[y>>3]=Ca;x=i+-120|0;Ca=+p[x>>3];p[x>>3]=+p[A>>3];p[A>>3]=Ca;w=i+-112|0;Ca=+p[w>>3];p[w>>3]=+p[C>>3];p[C>>3]=Ca;v=i+-104|0;Ca=+p[v>>3];p[v>>3]=+p[E>>3];p[E>>3]=Ca;u=i+-96|0;Ca=+p[u>>3];p[u>>3]=+p[G>>3];p[G>>3]=Ca;t=i+-88|0;Ca=+p[t>>3];p[t>>3]=+p[I>>3];p[I>>3]=Ca;s=i+-80|0;Ca=+p[s>>3];p[s>>3]=+p[K>>3];p[K>>3]=Ca;r=i+-72|0;Ca=+p[r>>3];p[r>>3]=+p[M>>3];p[M>>3]=Ca;q=i+-64|0;Ca=+p[q>>3];p[q>>3]=+p[O>>3];p[O>>3]=Ca;o=i+-56|0;f[Q>>2]=f[o>>2];f[Q+4>>2]=f[o+4>>2];f[Q+8>>2]=f[o+8>>2];f[Q+12>>2]=f[o+12>>2];n=i+-40|0;Ca=+p[n>>3];p[n>>3]=+p[V>>3];p[V>>3]=Ca;l=i+-32|0;p[X>>3]=+p[l>>3];h=i+-24|0;f[Z>>2]=f[h>>2];f[Z+4>>2]=f[h+4>>2];f[Z+8>>2]=f[h+8>>2];f[Z+12>>2]=f[h+12>>2];b[Z+16>>0]=b[h+16>>0]|0;ya=m;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[pa>>3]=e;p[Y>>3]=g;p[W>>3]=j;p[R>>3]=S;p[P>>3]=T;p[N>>3]=U;f[L>>2]=_;f[J>>2]=ka;f[H>>2]=la;f[F>>2]=ma;f[D>>2]=na;f[B>>2]=oa;p[z>>3]=$;p[x>>3]=aa;p[w>>3]=ba;p[v>>3]=ca;p[u>>3]=da;p[t>>3]=ea;p[s>>3]=fa;p[r>>3]=ga;p[q>>3]=ha;f[o>>2]=f[(a+64|0)>>2];f[o+4>>2]=f[(a+64|0)+4>>2];f[o+8>>2]=f[(a+64|0)+8>>2];f[o+12>>2]=f[(a+64|0)+12>>2];p[n>>3]=ia;p[l>>3]=ja;f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];b[h+16>>0]=b[a+16>>0]|0;d=(d|0)==(c|0)?m:d;i=m;c=c+240|0;k=k+1|0}else h=1;if(h)if(1){na=d;la=k;ma=c}}do{c=1;if(c){c=0;if((ma|0)==(na|0))ra=la;else c=1}if(c)if(1){c=~~+p[na+216>>3]>>>0;d=~~+p[ma+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){ra=la;break}e=+p[na+224>>3];g=+p[ma+224>>3];if(!(e<g)){if(e>g){ra=la;break}if(!(fub(na,ma)|0)){ra=la;break}}}ya=a+24|0;Aa=ma;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));c=ma+40|0;d=ma+48|0;h=ma+56|0;e=+p[c>>3];g=+p[d>>3];j=+p[h>>3];i=ma+64|0;k=ma+72|0;l=ma+80|0;S=+p[i>>3];T=+p[k>>3];U=+p[l>>3];m=ma+88|0;n=ma+92|0;o=ma+96|0;V=f[m>>2]|0;W=f[n>>2]|0;X=f[o>>2]|0;q=ma+100|0;r=ma+104|0;s=ma+108|0;Y=f[q>>2]|0;Z=f[r>>2]|0;_=f[s>>2]|0;t=ma+112|0;v=ma+120|0;x=ma+128|0;$=+p[t>>3];aa=+p[v>>3];ba=+p[x>>3];z=ma+136|0;B=ma+144|0;D=ma+152|0;ca=+p[z>>3];da=+p[B>>3];ea=+p[D>>3];F=ma+160|0;H=ma+168|0;J=ma+176|0;fa=+p[F>>3];ga=+p[H>>3];ha=+p[J>>3];L=ma+184|0;f[(a+64|0)>>2]=f[L>>2];f[(a+64|0)+4>>2]=f[L+4>>2];f[(a+64|0)+8>>2]=f[L+8>>2];f[(a+64|0)+12>>2]=f[L+12>>2];N=ma+200|0;P=ma+208|0;ia=+p[N>>3];ja=+p[P>>3];R=ma+216|0;f[a>>2]=f[R>>2];f[a+4>>2]=f[R+4>>2];f[a+8>>2]=f[R+8>>2];f[a+12>>2]=f[R+12>>2];b[a+16>>0]=b[R+16>>0]|0;ya=ma;Aa=na;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));ka=na+40|0;Ca=+p[ka>>3];p[ka>>3]=e;p[c>>3]=Ca;Q=na+48|0;Ca=+p[Q>>3];p[Q>>3]=+p[d>>3];p[d>>3]=Ca;O=na+56|0;Ca=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Ca;M=na+64|0;Ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=Ca;K=na+72|0;Ca=+p[K>>3];p[K>>3]=+p[k>>3];p[k>>3]=Ca;I=na+80|0;Ca=+p[I>>3];p[I>>3]=+p[l>>3];p[l>>3]=Ca;G=na+88|0;E=f[G>>2]|0;f[G>>2]=V;f[m>>2]=E;E=na+92|0;C=f[E>>2]|0;f[E>>2]=f[n>>2];f[n>>2]=C;C=na+96|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=na+100|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=na+104|0;f[r>>2]=f[y>>2];w=na+108|0;f[s>>2]=f[w>>2];u=na+112|0;Ca=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=Ca;s=na+120|0;Ca=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=Ca;r=na+128|0;Ca=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=Ca;q=na+136|0;Ca=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=Ca;o=na+144|0;Ca=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=Ca;n=na+152|0;Ca=+p[n>>3];p[n>>3]=+p[D>>3];p[D>>3]=Ca;m=na+160|0;Ca=+p[m>>3];p[m>>3]=+p[F>>3];p[F>>3]=Ca;l=na+168|0;Ca=+p[l>>3];p[l>>3]=+p[H>>3];p[H>>3]=Ca;k=na+176|0;Ca=+p[k>>3];p[k>>3]=+p[J>>3];p[J>>3]=Ca;i=na+184|0;f[L>>2]=f[i>>2];f[L+4>>2]=f[i+4>>2];f[L+8>>2]=f[i+8>>2];f[L+12>>2]=f[i+12>>2];h=na+200|0;p[N>>3]=+p[h>>3];d=na+208|0;p[P>>3]=+p[d>>3];c=na+216|0;f[R>>2]=f[c>>2];f[R+4>>2]=f[c+4>>2];f[R+8>>2]=f[c+8>>2];f[R+12>>2]=f[c+12>>2];b[R+16>>0]=b[c+16>>0]|0;ya=na;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[ka>>3]=e;p[Q>>3]=g;p[O>>3]=j;p[M>>3]=S;p[K>>3]=T;p[I>>3]=U;f[G>>2]=V;f[E>>2]=W;f[C>>2]=X;f[A>>2]=Y;f[y>>2]=Z;f[w>>2]=_;p[u>>3]=$;p[s>>3]=aa;p[r>>3]=ba;p[q>>3]=ca;p[o>>3]=da;p[n>>3]=ea;p[m>>3]=fa;p[l>>3]=ga;p[k>>3]=ha;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ia;p[d>>3]=ja;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;ra=la+1|0}}while(0);if(!ra){xa=Isb(ua,ma)|0;c=ma+240|0;if(Isb(c,ta)|0){za=110;f[a+6624>>2]=1;break a}if(xa){sa=c;f[a+6624>>2]=3;break a}}ta=ma;if(((ta-wa|0)/240|0|0)>=((va-ta|0)/240|0|0)){za=109;f[a+6624>>2]=1;break a}Xrb(ua,ma);sa=ma+240|0}f[a+336>>2]=sa;f[a+592>>2]=ma;f[a+6520>>2]=xa;f[a+6544>>2]=ya;f[a+6560>>2]=Aa;f[a+6568>>2]=Ba;f[a+6576>>2]=za}function jsb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;za=f[a+432>>2]|0;O=f[a+1720>>2]|0;P=f[a+1784>>2]|0;ca=f[a+1808>>2]|0;da=f[a+1848>>2]|0;ea=f[a+1880>>2]|0;fa=f[a+1920>>2]|0;ga=f[a+1936>>2]|0;ha=f[a+1968>>2]|0;ia=f[a+1992>>2]|0;ja=f[a+2016>>2]|0;ka=f[a+2048>>2]|0;la=f[a+2064>>2]|0;ma=f[a+2096>>2]|0;na=f[a+2160>>2]|0;oa=f[a+2232>>2]|0;pa=f[a+2296>>2]|0;qa=f[a+2368>>2]|0;ra=f[a+2432>>2]|0;sa=f[a+2504>>2]|0;ta=f[a+2568>>2]|0;k=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;Aa=f[a+3032>>2]|0;m=f[a+3104>>2]|0;g=f[a+3112>>2]|0;h=f[a+3120>>2]|0;l=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Ba=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ca=f[a+6576>>2]|0;a:{do{i=1;if(i){i=0;if(g>>>0<h>>>0)c=m;else i=1}if(i)if(1){if(g>>>0<=h>>>0){e=+p[za+224>>3];d=+p[l>>3];if(e<d){c=m;break}if(!(e>d))if(fub(za,k)|0){c=m;break}}if((m|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}i=za+224|0;c=m;while(1){g=~~+p[Aa>>3]>>>0;h=~~+p[c+216>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+224>>3];if(d<e)break;if(!(d>e))if(fub(za,c)|0)break}c=c+240|0;if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));q=c+40|0;D=c+48|0;g=c+56|0;d=+p[q>>3];e=+p[D>>3];j=+p[g>>3];h=c+64|0;i=c+72|0;l=c+80|0;Q=+p[h>>3];R=+p[i>>3];S=+p[l>>3];G=c+88|0;m=c+92|0;n=c+96|0;H=f[G>>2]|0;I=f[m>>2]|0;J=f[n>>2]|0;K=c+100|0;o=c+104|0;r=c+108|0;L=f[K>>2]|0;M=f[o>>2]|0;N=f[r>>2]|0;s=c+112|0;t=c+120|0;u=c+128|0;T=+p[s>>3];U=+p[t>>3];V=+p[u>>3];v=c+136|0;w=c+144|0;x=c+152|0;W=+p[v>>3];X=+p[w>>3];Y=+p[x>>3];y=c+160|0;z=c+168|0;A=c+176|0;Z=+p[y>>3];_=+p[z>>3];$=+p[A>>3];B=c+184|0;f[(a+64|0)>>2]=f[B>>2];f[(a+64|0)+4>>2]=f[B+4>>2];f[(a+64|0)+8>>2]=f[B+8>>2];f[(a+64|0)+12>>2]=f[B+12>>2];C=c+200|0;E=c+208|0;aa=+p[C>>3];ba=+p[E>>3];F=c+216|0;f[a>>2]=f[F>>2];f[a+4>>2]=f[F+4>>2];f[a+8>>2]=f[F+8>>2];f[a+12>>2]=f[F+12>>2];b[a+16>>0]=b[F+16>>0]|0;Ba=c;Da=k;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=d;p[q>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[D>>3];p[D>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[g>>3];p[g>>3]=Fa;Fa=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Fa;Fa=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=Fa;Fa=+p[ca>>3];p[ca>>3]=+p[l>>3];p[l>>3]=Fa;Ba=f[da>>2]|0;f[da>>2]=H;f[G>>2]=Ba;Ba=f[ea>>2]|0;f[ea>>2]=f[m>>2];f[m>>2]=Ba;Ba=f[fa>>2]|0;f[fa>>2]=f[n>>2];f[n>>2]=Ba;Ba=f[ga>>2]|0;f[ga>>2]=f[K>>2];f[K>>2]=Ba;Ba=f[ha>>2]|0;f[ha>>2]=f[o>>2];f[o>>2]=Ba;f[r>>2]=f[ia>>2];Fa=+p[ja>>3];p[ja>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[u>>3];p[u>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[y>>3];p[y>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[z>>3];p[z>>3]=Fa;Fa=+p[ra>>3];p[ra>>3]=+p[A>>3];p[A>>3]=Fa;f[B>>2]=f[sa>>2];f[B+4>>2]=f[sa+4>>2];f[B+8>>2]=f[sa+8>>2];f[B+12>>2]=f[sa+12>>2];Fa=+p[ta>>3];p[ta>>3]=+p[C>>3];p[C>>3]=Fa;p[E>>3]=+p[ua>>3];f[F>>2]=f[va>>2];f[F+4>>2]=f[va+4>>2];f[F+8>>2]=f[va+8>>2];f[F+12>>2]=f[va+12>>2];b[F+16>>0]=b[va+16>>0]|0;Ba=k;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[wa>>3]=d;p[xa>>3]=e;p[ya>>3]=j;p[O>>3]=Q;p[P>>3]=R;p[ca>>3]=S;f[da>>2]=H;f[ea>>2]=I;f[fa>>2]=J;f[ga>>2]=L;f[ha>>2]=M;f[ia>>2]=N;p[ja>>3]=T;p[ka>>3]=U;p[la>>3]=V;p[ma>>3]=W;p[na>>3]=X;p[oa>>3]=Y;p[pa>>3]=Z;p[qa>>3]=_;p[ra>>3]=$;f[sa>>2]=f[(a+64|0)>>2];f[sa+4>>2]=f[(a+64|0)+4>>2];f[sa+8>>2]=f[(a+64|0)+8>>2];f[sa+12>>2]=f[(a+64|0)+12>>2];p[ta>>3]=aa;p[ua>>3]=ba;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;c=c+240|0}}while(0);if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}oa=za+224|0;while(1){d=+p[Aa>>3];g=~~+p[c+216>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=d;i=~~d>>>0;h=g;while(1){if(i>>>0>h>>>0)d=j;else{d=+p[oa>>3];e=+p[c+224>>3];if(d<e)break b;if(d>e)d=j;else{if(fub(za,c)|0)break b;d=+p[Aa>>3]}}g=c+240|0;i=~~d>>>0;h=~~+p[c+456>>3]>>>0;if(i>>>0<h>>>0){c=g;break}else{c=g;j=d}}}while(0);while(1){na=k+-240|0;g=~~+p[Aa>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=na;continue}if(g>>>0>h>>>0)break;d=+p[oa>>3];e=+p[k+-16>>3];if(d<e){k=na;continue}if(d>e)break;if(fub(za,na)|0)k=na;else break}if(c>>>0>=na>>>0){za=c;f[a+6632>>2]=4;f[a+6636>>2]=5;break a}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;m=c+72|0;n=c+80|0;Q=+p[l>>3];R=+p[m>>3];S=+p[n>>3];o=c+88|0;q=c+92|0;r=c+96|0;ga=f[o>>2]|0;ha=f[q>>2]|0;ia=f[r>>2]|0;s=c+100|0;t=c+104|0;u=c+108|0;ja=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+112|0;x=c+120|0;z=c+128|0;T=+p[v>>3];U=+p[x>>3];V=+p[z>>3];B=c+136|0;D=c+144|0;F=c+152|0;W=+p[B>>3];X=+p[D>>3];Y=+p[F>>3];H=c+160|0;J=c+168|0;L=c+176|0;Z=+p[H>>3];_=+p[J>>3];$=+p[L>>3];N=c+184|0;f[(a+64|0)>>2]=f[N>>2];f[(a+64|0)+4>>2]=f[N+4>>2];f[(a+64|0)+8>>2]=f[N+8>>2];f[(a+64|0)+12>>2]=f[N+12>>2];P=c+200|0;da=c+208|0;aa=+p[P>>3];ba=+p[da>>3];fa=c+216|0;f[a>>2]=f[fa>>2];f[a+4>>2]=f[fa+4>>2];f[a+8>>2]=f[fa+8>>2];f[a+12>>2]=f[fa+12>>2];b[a+16>>0]=b[fa+16>>0]|0;Ba=c;Da=na;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));ma=k+-200|0;Fa=+p[ma>>3];p[ma>>3]=d;p[g>>3]=Fa;ea=k+-192|0;Fa=+p[ea>>3];p[ea>>3]=+p[h>>3];p[h>>3]=Fa;ca=k+-184|0;Fa=+p[ca>>3];p[ca>>3]=+p[i>>3];p[i>>3]=Fa;O=k+-176|0;Fa=+p[O>>3];p[O>>3]=+p[l>>3];p[l>>3]=Fa;M=k+-168|0;Fa=+p[M>>3];p[M>>3]=+p[m>>3];p[m>>3]=Fa;K=k+-160|0;Fa=+p[K>>3];p[K>>3]=+p[n>>3];p[n>>3]=Fa;I=k+-152|0;G=f[I>>2]|0;f[I>>2]=ga;f[o>>2]=G;G=k+-148|0;E=f[G>>2]|0;f[G>>2]=f[q>>2];f[q>>2]=E;E=k+-144|0;C=f[E>>2]|0;f[E>>2]=f[r>>2];f[r>>2]=C;C=k+-140|0;A=f[C>>2]|0;f[C>>2]=f[s>>2];f[s>>2]=A;A=k+-136|0;y=f[A>>2]|0;f[A>>2]=f[t>>2];f[t>>2]=y;y=k+-132|0;f[u>>2]=f[y>>2];w=k+-128|0;Fa=+p[w>>3];p[w>>3]=+p[v>>3];p[v>>3]=Fa;u=k+-120|0;Fa=+p[u>>3];p[u>>3]=+p[x>>3];p[x>>3]=Fa;t=k+-112|0;Fa=+p[t>>3];p[t>>3]=+p[z>>3];p[z>>3]=Fa;s=k+-104|0;Fa=+p[s>>3];p[s>>3]=+p[B>>3];p[B>>3]=Fa;r=k+-96|0;Fa=+p[r>>3];p[r>>3]=+p[D>>3];p[D>>3]=Fa;q=k+-88|0;Fa=+p[q>>3];p[q>>3]=+p[F>>3];p[F>>3]=Fa;o=k+-80|0;Fa=+p[o>>3];p[o>>3]=+p[H>>3];p[H>>3]=Fa;n=k+-72|0;Fa=+p[n>>3];p[n>>3]=+p[J>>3];p[J>>3]=Fa;m=k+-64|0;Fa=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=Fa;l=k+-56|0;f[N>>2]=f[l>>2];f[N+4>>2]=f[l+4>>2];f[N+8>>2]=f[l+8>>2];f[N+12>>2]=f[l+12>>2];i=k+-40|0;Fa=+p[i>>3];p[i>>3]=+p[P>>3];p[P>>3]=Fa;h=k+-32|0;p[da>>3]=+p[h>>3];g=k+-24|0;f[fa>>2]=f[g>>2];f[fa+4>>2]=f[g+4>>2];f[fa+8>>2]=f[g+8>>2];f[fa+12>>2]=f[g+12>>2];b[fa+16>>0]=b[g+16>>0]|0;Ba=na;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[ma>>3]=d;p[ea>>3]=e;p[ca>>3]=j;p[O>>3]=Q;p[M>>3]=R;p[K>>3]=S;f[I>>2]=ga;f[G>>2]=ha;f[E>>2]=ia;f[C>>2]=ja;f[A>>2]=ka;f[y>>2]=la;p[w>>3]=T;p[u>>3]=U;p[t>>3]=V;p[s>>3]=W;p[r>>3]=X;p[q>>3]=Y;p[o>>3]=Z;p[n>>3]=_;p[m>>3]=$;f[l>>2]=f[(a+64|0)>>2];f[l+4>>2]=f[(a+64|0)+4>>2];f[l+8>>2]=f[(a+64|0)+8>>2];f[l+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=aa;p[h>>3]=ba;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=na;c=c+240|0}}f[a+432>>2]=za;f[a+6544>>2]=Ba;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ca}function ksb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0,na=0.0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0,Ga=0,Ha=0,Ia=0,Ja=0,Ka=0,La=0,Ma=0,Na=0,Oa=0,Pa=0,Qa=0,Ra=0,Sa=0,Ta=0,Ua=0,Va=0,Wa=0,Xa=0,Ya=0,Za=0,_a=0,$a=0,ab=0,bb=0,cb=0,db=0,eb=0,fb=0,gb=0.0;qa=f[a+352>>2]|0;ta=f[a+400>>2]|0;wa=f[a+1720>>2]|0;xa=f[a+1784>>2]|0;ya=f[a+1808>>2]|0;za=f[a+1848>>2]|0;Aa=f[a+1880>>2]|0;Ba=f[a+1920>>2]|0;Ca=f[a+1936>>2]|0;Da=f[a+1968>>2]|0;Ea=f[a+1992>>2]|0;Ga=f[a+2040>>2]|0;Ra=f[a+2640>>2]|0;Wa=f[a+3080>>2]|0;Xa=f[a+3584>>2]|0;Ya=f[a+4176>>2]|0;_a=f[a+4832>>2]|0;$a=f[a+5368>>2]|0;ab=f[a+5936>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;a:{Fa=ta+-128|0;Ha=ta+-120|0;Ia=ta+-112|0;Ja=ta+-104|0;Ka=ta+-96|0;La=ta+-88|0;Ma=ta+-80|0;Na=ta+-72|0;Oa=ta+-64|0;Pa=ta+-56|0;Qa=ta+-40|0;Sa=ta+-32|0;Ta=ta+-24|0;pa=qa;while(1){ua=pa;b:while(1){Ua=ua;switch((Ga-Ua|0|0)/240|0|0){case 2:{db=5;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 3:{db=11;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 4:{db=12;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 5:{db=13;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 1:case 0:{db=111;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}default:{}}if((Ga-Ua|0|0)<1680){db=15;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}Va=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)|0;if((Ga-Ua|0|0)>239760)sa=Hsb(ua,ua+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Va,Va+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Ra)|0;else sa=Fsb(ua,Va,Ra)|0;k=ua+216|0;c=~~+p[k>>3]>>>0;l=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+216|0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){i=Ra;j=sa;break}if(c>>>0<=d>>>0){e=+p[ua+224>>3];g=+p[ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224>>3];if(e<g){i=Ra;j=sa;break}if(!(e>g))if(fub(ua,Va)|0){i=Ra;j=sa;break}}if((ua|0)!=(Wa|0)){h=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224|0;ra=Ra;Za=Wa;while(1){c=~~+p[ra+-24>>3]>>>0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){db=78;break b}if(c>>>0<=d>>>0){e=+p[ra+-16>>3];g=+p[h>>3];if(e<g){db=78;break b}if(!(e>g))if(fub(Za,Va)|0){db=78;break b}}c=Za+-240|0;if((ua|0)==(c|0))break;else{ra=Za;Za=c}}}ba=ua+240|0;ca=~~+p[k>>3]>>>0;oa=~~+p[Xa>>3]>>>0;f[a+432>>2]=ua;f[a+1720>>2]=wa;f[a+1784>>2]=xa;f[a+1808>>2]=ya;f[a+1848>>2]=za;f[a+1880>>2]=Aa;f[a+1920>>2]=Ba;f[a+1936>>2]=Ca;f[a+1968>>2]=Da;f[a+1992>>2]=Ea;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2640>>2]=Ra;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+3032>>2]=k;f[a+3104>>2]=ba;f[a+3112>>2]=ca;f[a+3120>>2]=oa;f[a+4176>>2]=Ya;f[a+4832>>2]=_a;f[a+5368>>2]=$a;f[a+5936>>2]=ab;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6632>>2]=0;f[a+6636>>2]=0;jsb(a);ua=f[a+432>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6632>>2]|0;D=f[a+6636>>2]|0;H=+n[a+6636>>2];f[a+6632>>2]=0;f[a+6636>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6640>>2]=2;f[a+6644>>2]=8;break a}}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 5:continue b}}if((db|0)==78){db=0;cb=a+24|0;eb=ua;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));c=ua+40|0;d=ua+48|0;h=ua+56|0;e=+p[c>>3];g=+p[d>>3];V=+p[h>>3];i=ua+64|0;j=ua+72|0;k=ua+80|0;W=+p[i>>3];X=+p[j>>3];Y=+p[k>>3];l=ua+88|0;m=ua+92|0;o=ua+96|0;Z=f[l>>2]|0;_=f[m>>2]|0;$=f[o>>2]|0;q=ua+100|0;r=ua+104|0;s=ua+108|0;aa=f[q>>2]|0;ba=f[r>>2]|0;ca=f[s>>2]|0;t=ua+112|0;v=ua+120|0;x=ua+128|0;da=+p[t>>3];ea=+p[v>>3];fa=+p[x>>3];z=ua+136|0;B=ua+144|0;E=ua+152|0;ga=+p[z>>3];ha=+p[B>>3];ia=+p[E>>3];I=ua+160|0;K=ua+168|0;M=ua+176|0;ja=+p[I>>3];ka=+p[K>>3];la=+p[M>>3];O=ua+184|0;f[(a+64|0)>>2]=f[O>>2];f[(a+64|0)+4>>2]=f[O+4>>2];f[(a+64|0)+8>>2]=f[O+8>>2];f[(a+64|0)+12>>2]=f[O+12>>2];Q=ua+200|0;S=ua+208|0;ma=+p[Q>>3];na=+p[S>>3];U=ua+216|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];f[a+12>>2]=f[U+12>>2];b[a+16>>0]=b[U+16>>0]|0;cb=ua;eb=Za;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));oa=ra+-200|0;gb=+p[oa>>3];p[oa>>3]=e;p[c>>3]=gb;T=ra+-192|0;gb=+p[T>>3];p[T>>3]=+p[d>>3];p[d>>3]=gb;R=ra+-184|0;gb=+p[R>>3];p[R>>3]=+p[h>>3];p[h>>3]=gb;P=ra+-176|0;gb=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=gb;N=ra+-168|0;gb=+p[N>>3];p[N>>3]=+p[j>>3];p[j>>3]=gb;L=ra+-160|0;gb=+p[L>>3];p[L>>3]=+p[k>>3];p[k>>3]=gb;J=ra+-152|0;F=f[J>>2]|0;f[J>>2]=Z;f[l>>2]=F;F=ra+-148|0;C=f[F>>2]|0;f[F>>2]=f[m>>2];f[m>>2]=C;C=ra+-144|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=ra+-140|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=ra+-136|0;w=f[y>>2]|0;f[y>>2]=f[r>>2];f[r>>2]=w;w=ra+-132|0;f[s>>2]=f[w>>2];u=ra+-128|0;gb=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=gb;s=ra+-120|0;gb=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=gb;r=ra+-112|0;gb=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=gb;q=ra+-104|0;gb=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=gb;o=ra+-96|0;gb=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=gb;m=ra+-88|0;gb=+p[m>>3];p[m>>3]=+p[E>>3];p[E>>3]=gb;l=ra+-80|0;gb=+p[l>>3];p[l>>3]=+p[I>>3];p[I>>3]=gb;k=ra+-72|0;gb=+p[k>>3];p[k>>3]=+p[K>>3];p[K>>3]=gb;j=ra+-64|0;gb=+p[j>>3];p[j>>3]=+p[M>>3];p[M>>3]=gb;i=ra+-56|0;f[O>>2]=f[i>>2];f[O+4>>2]=f[i+4>>2];f[O+8>>2]=f[i+8>>2];f[O+12>>2]=f[i+12>>2];h=ra+-40|0;gb=+p[h>>3];p[h>>3]=+p[Q>>3];p[Q>>3]=gb;d=ra+-32|0;p[S>>3]=+p[d>>3];c=ra+-24|0;f[U>>2]=f[c>>2];f[U+4>>2]=f[c+4>>2];f[U+8>>2]=f[c+8>>2];f[U+12>>2]=f[c+12>>2];b[U+16>>0]=b[c+16>>0]|0;cb=Za;eb=a+24|0;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));p[oa>>3]=e;p[T>>3]=g;p[R>>3]=V;p[P>>3]=W;p[N>>3]=X;p[L>>3]=Y;f[J>>2]=Z;f[F>>2]=_;f[C>>2]=$;f[A>>2]=aa;f[y>>2]=ba;f[w>>2]=ca;p[u>>3]=da;p[s>>3]=ea;p[r>>3]=fa;p[q>>3]=ga;p[o>>3]=ha;p[m>>3]=ia;p[l>>3]=ja;p[k>>3]=ka;p[j>>3]=la;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ma;p[d>>3]=na;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;i=Za;j=sa+1|0}sa=ua+240|0;f[a+336>>2]=pa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+496>>2]=i;f[a+520>>2]=j;f[a+592>>2]=va;f[a+2040>>2]=Ga;f[a+2784>>2]=Ua;f[a+3024>>2]=Va;f[a+5112>>2]=sa;f[a+6520>>2]=bb;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6624>>2]=0;f[a+6628>>2]=0;isb(a);pa=f[a+336>>2]|0;va=f[a+592>>2]|0;bb=f[a+6520>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6624>>2]|0;D=f[a+6628>>2]|0;H=+n[a+6628>>2];f[a+6624>>2]=0;f[a+6628>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((db|0)==109){db=0;Xrb(va+240|0,ta);qa=ua;ta=va;f[a+6640>>2]=3;break a}else if((db|0)==110){db=0;if(bb){db=111;f[a+6640>>2]=1;break a}else{qa=ua;ta=va;f[a+6640>>2]=3;break a}}}f[a+352>>2]=qa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db}function lsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;v=f[a+400>>2]|0;za=f[a+432>>2]|0;$=f[a+1720>>2]|0;aa=f[a+1784>>2]|0;ba=f[a+1808>>2]|0;ca=f[a+1848>>2]|0;da=f[a+1880>>2]|0;ea=f[a+1920>>2]|0;fa=f[a+1936>>2]|0;ga=f[a+1968>>2]|0;ha=f[a+1992>>2]|0;ia=f[a+2016>>2]|0;ja=f[a+2048>>2]|0;ka=f[a+2064>>2]|0;la=f[a+2096>>2]|0;ma=f[a+2160>>2]|0;na=f[a+2232>>2]|0;oa=f[a+2296>>2]|0;pa=f[a+2368>>2]|0;qa=f[a+2432>>2]|0;ra=f[a+2504>>2]|0;sa=f[a+2568>>2]|0;ta=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;c=f[a+3584>>2]|0;e=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ba=f[a+6576>>2]|0;Ca=f[a+6584>>2]|0;a:{if(Ca){Ca=0;if((Ba|0)==5){c=~~+p[c>>3]>>>0;d=~~+p[za+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){u=a;f[a+6648>>2]=5;break a}h=+p[e>>3];i=+p[za+224>>3];if(!(h<i)){if(h>i){u=a;f[a+6648>>2]=5;break a}if(!(fub(ta,za)|0)){u=a;f[a+6648>>2]=5;break a}}}Aa=a+24|0;Da=za;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));m=za+40|0;B=za+48|0;c=za+56|0;h=+p[m>>3];i=+p[B>>3];E=+p[c>>3];d=za+64|0;e=za+72|0;g=za+80|0;F=+p[d>>3];G=+p[e>>3];H=+p[g>>3];I=za+88|0;j=za+92|0;k=za+96|0;J=f[I>>2]|0;K=f[j>>2]|0;L=f[k>>2]|0;M=za+100|0;l=za+104|0;n=za+108|0;N=f[M>>2]|0;O=f[l>>2]|0;P=f[n>>2]|0;o=za+112|0;q=za+120|0;r=za+128|0;Q=+p[o>>3];R=+p[q>>3];S=+p[r>>3];s=za+136|0;t=za+144|0;v=za+152|0;T=+p[s>>3];U=+p[t>>3];V=+p[v>>3];w=za+160|0;x=za+168|0;y=za+176|0;W=+p[w>>3];X=+p[x>>3];Y=+p[y>>3];z=za+184|0;f[(a+64|0)>>2]=f[z>>2];f[(a+64|0)+4>>2]=f[z+4>>2];f[(a+64|0)+8>>2]=f[z+8>>2];f[(a+64|0)+12>>2]=f[z+12>>2];A=za+200|0;C=za+208|0;Z=+p[A>>3];_=+p[C>>3];D=za+216|0;f[a>>2]=f[D>>2];f[a+4>>2]=f[D+4>>2];f[a+8>>2]=f[D+8>>2];f[a+12>>2]=f[D+12>>2];b[a+16>>0]=b[D+16>>0]|0;Aa=za;Da=ta;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=h;p[m>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[B>>3];p[B>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[c>>3];p[c>>3]=Fa;Fa=+p[$>>3];p[$>>3]=+p[d>>3];p[d>>3]=Fa;Fa=+p[aa>>3];p[aa>>3]=+p[e>>3];p[e>>3]=Fa;Fa=+p[ba>>3];p[ba>>3]=+p[g>>3];p[g>>3]=Fa;Aa=f[ca>>2]|0;f[ca>>2]=J;f[I>>2]=Aa;Aa=f[da>>2]|0;f[da>>2]=f[j>>2];f[j>>2]=Aa;Aa=f[ea>>2]|0;f[ea>>2]=f[k>>2];f[k>>2]=Aa;Aa=f[fa>>2]|0;f[fa>>2]=f[M>>2];f[M>>2]=Aa;Aa=f[ga>>2]|0;f[ga>>2]=f[l>>2];f[l>>2]=Aa;f[n>>2]=f[ha>>2];Fa=+p[ia>>3];p[ia>>3]=+p[o>>3];p[o>>3]=Fa;Fa=+p[ja>>3];p[ja>>3]=+p[q>>3];p[q>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[r>>3];p[r>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[y>>3];p[y>>3]=Fa;f[z>>2]=f[ra>>2];f[z+4>>2]=f[ra+4>>2];f[z+8>>2]=f[ra+8>>2];f[z+12>>2]=f[ra+12>>2];Fa=+p[sa>>3];p[sa>>3]=+p[A>>3];p[A>>3]=Fa;p[C>>3]=+p[ua>>3];f[D>>2]=f[va>>2];f[D+4>>2]=f[va+4>>2];f[D+8>>2]=f[va+8>>2];f[D+12>>2]=f[va+12>>2];b[D+16>>0]=b[va+16>>0]|0;Aa=ta;Da=a+24|0;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));p[wa>>3]=h;p[xa>>3]=i;p[ya>>3]=E;p[$>>3]=F;p[aa>>3]=G;p[ba>>3]=H;f[ca>>2]=J;f[da>>2]=K;f[ea>>2]=L;f[fa>>2]=N;f[ga>>2]=O;f[ha>>2]=P;p[ia>>3]=Q;p[ja>>3]=R;p[ka>>3]=S;p[la>>3]=T;p[ma>>3]=U;p[na>>3]=V;p[oa>>3]=W;p[pa>>3]=X;p[qa>>3]=Y;f[ra>>2]=f[(a+64|0)>>2];f[ra+4>>2]=f[(a+64|0)+4>>2];f[ra+8>>2]=f[(a+64|0)+8>>2];f[ra+12>>2]=f[(a+64|0)+12>>2];p[sa>>3]=Z;p[ua>>3]=_;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==11){Fsb(za,za+240|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==12){Gsb(za,za+240|0,za+480|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==13){Hsb(za,za+240|0,za+480|0,za+720|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==15){d=za+480|0;Fsb(za,za+240|0,d)|0;c=za+720|0;if((c|0)==(v|0)){u=a;f[a+6648>>2]=5;break a}j=(a+64|0)+40|0;k=(a+64|0)+64|0;l=(a+64|0)+88|0;m=(a+64|0)+100|0;n=(a+64|0)+112|0;o=(a+64|0)+136|0;q=(a+64|0)+160|0;r=(a+64|0)+184|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;while(1){e=~~+p[c+216>>3]>>>0;g=~~+p[d+216>>3]>>>0;if(e>>>0<g>>>0)Ba=22;else if(e>>>0<=g>>>0){h=+p[c+224>>3];i=+p[d+224>>3];if(h<i)Ba=22;else if(!(h>i))if(fub(c,d)|0)Ba=22}if((Ba|0)==22){Ba=0;Aa=a+64|0;Da=c;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));f[a+408>>2]=c;f[a+416>>2]=d;f[a+432>>2]=za;f[a+1832>>2]=j;f[a+1840>>2]=k;f[a+1856>>2]=l;f[a+1864>>2]=m;f[a+1872>>2]=n;f[a+1888>>2]=o;f[a+1896>>2]=q;f[a+1904>>2]=r;f[a+1912>>2]=s;f[a+1928>>2]=t;f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6616>>2]=0;f[a+6620>>2]=0;hsb(a);Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0}d=c+240|0;if((d|0)==(v|0))break;else{ya=c;c=d;d=ya}}u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==111)if(1){u=a;f[a+6648>>2]=5;break a}else Ca=1}}f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ba;f[a+6584>>2]=Ca}
+function Ijb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=b;i=c-l>>5;j=a+8|0;d=f[j>>2]|0;h=f[a>>2]|0;k=h;if(i>>>0>d-h>>5>>>0){g=h;if(h){d=a+4|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-h|0)>>>5)<<5);sOb(g);f[j>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(i>>>0>134217727)AMb(a);k=d>>4;d=d>>5>>>0<67108863?(k>>>0<i>>>0?i:k):134217727;if(d>>>0>134217727)AMb(a);g=pOb(d<<5)|0;h=a+4|0;f[h>>2]=g;f[a>>2]=g;f[j>>2]=g+(d<<5);if((b|0)==(c|0))return;e=c+-32-l|0;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[h>>2]=g+((e>>>5)+1<<5);return}j=a+4|0;e=f[j>>2]|0;a=e-h>>5;g=i>>>0>a>>>0;a=b+(a<<5)|0;i=g?a:c;h=e;if((i|0)==(b|0))b=k;else{e=i+-32-l|0;d=k;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}b=k+((e>>>5)+1<<5)|0}if(!g){if((b|0)==(h|0))return;f[j>>2]=h+(~((h+-32-b|0)>>>5)<<5);return}if((i|0)==(c|0))return;g=f[j>>2]|0;e=c+-32-i|0;b=a;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[j>>2]=g+((e>>>5)+1<<5);return}function Jjb(a){a=a|0;var b=0,c=0,d=0;Kjb(a+744|0);c=a+584|0;b=f[a+604>>2]|0;if(b|0)Ljb(b,c);b=f[a+592>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);Mjb(a+184|0);B$(a+120|0);c=a+64|0;b=f[a+84>>2]|0;if(b|0)Njb(b,c);b=f[a+72>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function Kjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+16|0;b=f[a+28>>2]|0;if(b|0)Qjb(b,h);b=f[h>>2]|0;if(b|0){g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[g>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[h>>2]|0}sOb(b)}b=f[a+12>>2]|0;if(b|0)Qjb(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function Ljb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}a=f[64700]|0;if(a>>>0>=(f[64701]|0)>>>0){Pjb(258796,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64700]=(f[64700]|0)+20;return}function Mjb(a){a=a|0;var b=0,c=0,d=0;b=f[a+368>>2]|0;if(b|0){c=a+372|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+344>>2]|0;if(b|0){c=a+348|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+320>>2]|0;if(b|0){c=a+324|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(b|0){c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+248>>2]|0;if(b|0){c=a+252|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+224>>2]|0;if(b|0){c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+200>>2]|0;if(b|0){c=a+204|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+176>>2]|0;if(b|0){c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+128>>2]|0;if(b|0){c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+80>>2]|0;if(b|0){c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+56>>2]|0;if(b|0){c=a+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function Njb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}a=f[64696]|0;if(a>>>0>=(f[64697]|0)>>>0){Ojb(258780,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64696]=(f[64696]|0)+20;return}function Ojb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Pjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Qjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0)){d=a;while(1){a=d+-12|0;f[i>>2]=a;e=f[a>>2]|0;if(e){a=d+-8|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);a=f[i>>2]|0}if((a|0)==(g|0))break;else d=a}}if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}a=f[64703]|0;if(a>>>0<(f[64704]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64703]=a+12;return}else{Rjb(258808,c);return}}function Rjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-c|0)/12|0;c=l<<1;c=l>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;l=b;d=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;l=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;i=l;if((d|0)!=(i|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){g=d+-8|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[g>>2]=e;b=f[e>>2]|0;if(!b)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(b|0))f[d>>2]=e+(~((e+-32-b|0)>>>5)<<5);sOb(b);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(i|0))}if(!l)return;sOb(l);return}function Sjb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0.0,v=0.0,w=0.0;m=a;l=m+48|0;do{f[m>>2]=f[c>>2];m=m+4|0;c=c+4|0}while((m|0)<(l|0));f[a+48>>2]=e;r=a+52|0;b[r>>0]=b[g>>0]|0;b[r+1>>0]=b[g+1>>0]|0;b[r+2>>0]=b[g+2>>0]|0;g=(zQa(e)|0)+229|0;b[a+55>>0]=b[g>>0]|0;g=a+56|0;if(!(b[i+4>>0]|0)){c=f[i>>2]|0;f[g>>2]=c;c=c+56|0}else{f[g>>2]=0;c=f[i>>2]|0}o=a+60|0;f[o>>2]=c;ljb(a+64|0);q=a+104|0;njb(q,j);n=a+108|0;b[n>>0]=d;i=a+112|0;p[i>>3]=C;f[a+192>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;f[a+272>>2]=0;f[a+288>>2]=0;f[a+292>>2]=0;f[a+296>>2]=0;f[a+312>>2]=0;f[a+316>>2]=0;f[a+320>>2]=0;f[a+336>>2]=0;f[a+340>>2]=0;f[a+344>>2]=0;f[a+360>>2]=0;f[a+364>>2]=0;f[a+368>>2]=0;f[a+384>>2]=0;f[a+388>>2]=0;f[a+392>>2]=0;f[a+408>>2]=0;f[a+412>>2]=0;f[a+416>>2]=0;f[a+432>>2]=0;f[a+436>>2]=0;f[a+440>>2]=0;f[a+456>>2]=0;f[a+460>>2]=0;f[a+464>>2]=0;f[a+480>>2]=0;f[a+484>>2]=0;f[a+488>>2]=0;f[a+504>>2]=0;f[a+508>>2]=0;f[a+512>>2]=0;f[a+528>>2]=0;f[a+532>>2]=0;f[a+536>>2]=0;f[a+552>>2]=0;f[a+556>>2]=0;f[a+560>>2]=0;c=a+184|0;m=a+120|0;l=m+60|0;do{f[m>>2]=0;m=m+4|0}while((m|0)<(l|0));p[c>>3]=2.2250738585072014e-308;p[a+208>>3]=8.938889586303288e-249;p[a+232>>3]=6.5957363400673356e-229;p[a+256>>3]=4.8667944097154903e-209;p[a+280>>3]=3.5910604374152623e-189;p[a+304>>3]=2.6497349136888998e-169;p[a+328>>3]=1.9551592726396706e-149;p[a+352>>3]=1.4426529090289578e-129;p[a+376>>3]=1.0644899600019857e-109;p[a+400>>3]=7.85454954447594e-90;p[a+424>>3]=5.795634610448756e-70;p[a+448>>3]=4.2764235361472415e-50;p[a+472>>3]=3.1554436208838314e-30;p[a+496>>3]=2.3283064365385257e-10;p[a+520>>3]=17179869183.998657;p[a+544>>3]=1797693134862315708145274.0e284;if(!j)c=hjb(e)|0;else c=2;f[a+576>>2]=c;vjb(a+584|0,f[64698]|0);f[a+608>>2]=0;j=a+744|0;wjb(j,f[64698]|0);m=a+760|0;wjb(m,f[64698]|0);fjb(e,m);xjb(j,f[m>>2]|0,f[a+764>>2]|0);m=(f[g>>2]|0)==0;if(m){b[a+8>>0]=0;b[a+9>>0]=0;b[a+10>>0]=1;f[a+16>>2]=-1;b[a+11>>0]=0;b[a+12>>0]=0;b[a+13>>0]=0}c=a+40|0;k=+p[c>>3];if(k<0.0)p[c>>3]=C;else{p[s>>3]=k;if(!((f[s>>2]|0)==0?(f[s+4>>2]&2147483647|0)==2146435072:0)){e=f[o>>2]|0;w=+p[e+24>>3];v=+p[e+32>>3];u=+p[e+40>>3];k=k/+L(+(w*w+(v*v+u*u)));p[i>>3]=k}}i=h[n>>0]|0;n=a+109|0;g=i&1;b[n>>0]=g;d=a+110|0;c=i>>>1&1;b[d>>0]=c;l=a+111|0;i=i>>>2&1;b[l>>0]=i;if(m)t=14;else if((f[a+16>>2]|0)<0)t=14;if((t|0)==14){b[d>>0]=0;b[l>>0]=0;i=0;c=0}m=(b[a+24>>0]|0)==0;if(m)l=c;else if(!(f[q>>2]|0)){if(!(b[a+53>>0]|0))if(!(b[a+27>>0]|0)){b[d>>0]=0;c=0}if(!(b[a+54>>0]|0))if(!(b[a+28>>0]|0)){b[l>>0]=0;l=c;i=0}else l=c;else l=c}else l=c;d=l<<24>>24==0;do if((l|i)<<24>>24){if(!(b[a+8>>0]|0))if(!(b[a+12>>0]|0))break;b[n>>0]=1;g=1}while(0);if(m)t=32;else if(!(f[q>>2]|0))if(!(b[r>>0]|0)){c=a+26|0;if(!(b[c>>0]|0)){b[n>>0]=0;t=34}else t=32}else t=32;else t=32;if((t|0)==32)if(!(g<<24>>24)){c=a+26|0;t=34}else c=1;if((t|0)==34){b[c>>0]=0;b[a+12>>0]=0;c=0}if(d)b[a+27>>0]=0;if(!(i<<24>>24))b[a+28>>0]=0;if(c<<24>>24){if((l|i)<<24>>24)return;if(b[a+9>>0]|0)return}b[a+8>>0]=0;return}function Tjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a>>2]=0;c=a+4|0;f[c>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];d=b+4|0;f[c>>2]=f[d>>2];c=b+8|0;f[a+8>>2]=f[c>>2];f[c>>2]=0;f[d>>2]=0;f[b>>2]=0;d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=a+36|0;c=b+36|0;f[d>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[d>>2]=f[c>>2];d=b+40|0;f[e>>2]=f[d>>2];b=b+44|0;f[a+44>>2]=f[b>>2];f[b>>2]=0;f[d>>2]=0;f[c>>2]=0;return}function Ujb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=a+4|0;if(!c)c=a+8|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);sOb(c);c=a+8|0;f[c>>2]=0;f[e>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];i=b+4|0;f[e>>2]=f[i>>2];j=b+8|0;f[c>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=b+12|0;j=a+12|0;d=f[j>>2]|0;if(!d){c=a+16|0;d=a+20|0}else{c=a+16|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-208|0;f[c>>2]=g;h=f[e+-120>>2]|0;if(!h)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=a+20|0;f[d>>2]=0;f[c>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=b+16|0;f[c>>2]=f[g>>2];h=b+20|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;g=b+24|0;h=a+24|0;c=f[h>>2]|0;e=a+28|0;if(!c)c=a+32|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0);sOb(c);c=a+32|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];d=b+28|0;f[e>>2]=f[d>>2];e=b+32|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[g>>2]=0;d=b+36|0;e=a+36|0;g=f[e>>2]|0;c=a+40|0;if(!g){j=a+44|0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}h=f[c>>2]|0;if((h|0)!=(g|0))f[c>>2]=h+(~(((h+-240-g|0)>>>0)/240|0)*240|0);sOb(g);j=a+44|0;f[j>>2]=0;f[c>>2]=0;f[e>>2]=0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}function Vjb(a){a=a|0;if((f[a>>2]|0)!=(f[a+4>>2]|0)){a=0;return a|0}if((f[a+12>>2]|0)!=(f[a+16>>2]|0)){a=0;return a|0}if((f[a+24>>2]|0)!=(f[a+28>>2]|0)){a=0;return a|0}a=(f[a+36>>2]|0)==(f[a+40>>2]|0);return a|0}function Wjb(){f[64705]=0;f[64706]=0;f[64707]=0;return}function Xjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;if(b[a+20>>0]|0)if(b[a+109>>0]|0)if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;l=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[l>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))k=1;else k=b[a+12>>0]|0?1:3;d=Rrb(n,m,o)|0;a:do if(d|0){g=a+112|0;j=a+120|0;e=0;c=4;do{while(1){i=+p[m>>3];if(!(+p[g>>3]<i?(c|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,e);d=Rrb(n,m,o)|0;if(!d)break a}c=d+200|0;c=ZPb(f[c>>2]|0,h[c+4>>0]&255|0,28)|0;if((c&15|0)==(f[l>>2]|0))Lsb(a,k,d,i);if(e)e=1;else e=(Vjb(j)|0)^1;Lrb(n,e);c=f[o>>2]|0;d=Rrb(n,m,o)|0}while((d|0)!=0)}while(0);crb(n);u=q;return}e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;j=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[j>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))c=1;else c=b[a+12>>0]|0?1:3;e=Rrb(n,m,o)|0;if(e|0){g=a+120|0;d=0;do{l=e+200|0;l=ZPb(f[l>>2]|0,h[l+4>>0]&255|0,28)|0;if((l&15|0)==(f[j>>2]|0))Lsb(a,c,e,+p[m>>3]);if(d)d=1;else d=(Vjb(g)|0)^1;Lrb(n,d);e=Rrb(n,m,o)|0}while((e|0)!=0)}crb(n);u=q;return}function Yjb(a){a=a|0;crb(a);sOb(a);return}function Zjb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0;q=u;u=u+48|0;c=q;a=a+492|0;if(!(CEa(f[(f[a>>2]|0)+48>>2]|0,c)|0)){b=0;u=q;return b|0}a=f[(f[a>>2]|0)+60>>2]|0;e=+p[c>>3];l=(+p[c+24>>3]-e)*.5;h=+p[c+8>>3];g=(+p[c+32>>3]-h)*.5;j=+p[c+16>>3];n=(+p[c+40>>3]-j)*.5;e=e+l;h=h+g;j=j+n;n=l*l+(g*g+n*n);g=+p[a>>3];l=e-g;i=+p[a+8>>3];m=h-i;k=+p[a+16>>3];d=j-k;o=l*+p[a+24>>3]+(m*+p[a+32>>3]+d*+p[a+40>>3]);d=n-(l*l+(m*m+d*d)-o*o);if(d<0.0){b=1;u=q;return b|0}l=+L(+d);m=o+l;g=g-e;e=i-h;d=k-j;if(!(m>=0.0)){b=1;u=q;return b|0}Wqb(b,g*g+(e*e+d*d)<=n?0.0:o-l,m);b=1;u=q;return b|0}function _jb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[a+492>>2]|0;g=d+52|0;e=(b[d+24>>0]|0)!=0;h=f[d+104>>2]|0;if(e)a=(b[d+26>>0]|0)==0;else a=0;if(cjb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+27>>0]|0)==0;else a=0;if(djb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+28>>0]|0)==0;else a=0;c=ejb(g,a,h,c)|0;return c|0}function $jb(a,b){a=a|0;b=b|0;return +(+Urb(f[a+492>>2]|0,b))}function akb(a,b){a=a|0;b=b|0;return +(+Trb(f[a+492>>2]|0,b))}function bkb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;e=a+56|0;if(f[e>>2]|0)if(!(b[a+10>>0]|0))Wsb(a);d=a+109|0;if(!(b[d>>0]|0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){u=q;return}if(!(f[e>>2]|0))c=9;else if(!(b[a+13>>0]|0))c=9;do if((c|0)==9){l=a+120|0;if(Vjb(l)|0){if(!((b[a+20>>0]|0)==0|(b[d>>0]|0)==0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;k=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[k>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))j=1;else j=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;a:do if(c|0){i=a+112|0;d=0;e=4;do{while(1){g=+p[m>>3];if(!(+p[i>>3]<g?(e|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,d);c=Rrb(n,m,o)|0;if(!c)break a}e=c+200|0;e=ZPb(f[e>>2]|0,h[e+4>>0]&255|0,28)|0;if((e&15|0)==(f[k>>2]|0))Lsb(a,j,c,g);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);e=f[o>>2]|0;c=Rrb(n,m,o)|0}while((c|0)!=0)}while(0);crb(n);break}c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;i=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[i>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))e=1;else e=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;if(c|0){d=0;do{k=c+200|0;k=ZPb(f[k>>2]|0,h[k+4>>0]&255|0,28)|0;if((k&15|0)==(f[i>>2]|0))Lsb(a,e,c,+p[m>>3]);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);c=Rrb(n,m,o)|0}while((c|0)!=0)}crb(n)}}while(0);Vrb(a);u=q;return}function ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=u;u=u+608|0;h=e+584|0;j=e+216|0;g=e+16|0;i=e;p[h>>3]=+n[d>>2];p[h+8>>3]=+n[d+4>>2];ojb(j,a9a(AQa(b)|0)|0,h,0);p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];qjb(g,j,i,h);f[a>>2]=f[g+104>>2];f[a+4>>2]=f[g+108>>2];f[a+8>>2]=f[g+112>>2];f[a+12>>2]=f[g+116>>2];f[a+16>>2]=f[g+120>>2];f[a+20>>2]=f[g+124>>2];u=e;return}function dkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0;X=u;u=u+1456|0;v=X+1408|0;Z=X+1392|0;V=X+1024|0;W=X+664|0;T=X+464|0;U=X+24|0;H=X;h=+n[d>>2];j=+n[c>>2];L=h-j;i=+n[d+4>>2];J=+n[c+4>>2];K=i-J;n[v>>2]=j;n[v+4>>2]=J;o=v+8|0;n[o>>2]=j+0.0;m=v+12|0;n[m>>2]=K+J;n[v+16>>2]=h;t=v+20|0;n[t>>2]=i;N=v+24|0;n[N>>2]=L+j;M=v+28|0;n[M>>2]=J+0.0;aa=v+32|0;n[aa>>2]=j+L*.5;$=v+36|0;n[$>>2]=J+K*.5;p[Z>>3]=+n[e>>2];p[Z+8>>3]=+n[e+4>>2];ojb(V,a9a(AQa(b)|0)|0,Z,0);_=U+8|0;Y=T+56|0;R=T+64|0;S=T+72|0;D=T+80|0;E=T+88|0;F=T+96|0;B=T+104|0;x=T+108|0;w=T+112|0;G=T+116|0;I=T+120|0;C=T+124|0;p[U>>3]=+n[v>>2];p[_>>3]=J;qjb(T,V,U,Z);p[W>>3]=+p[Y>>3];b=W+8|0;p[b>>3]=+p[R>>3];c=W+16|0;p[c>>3]=+p[S>>3];Q=W+24|0;p[Q>>3]=+p[D>>3];P=W+32|0;p[P>>3]=+p[E>>3];O=W+40|0;p[O>>3]=+p[F>>3];f[W+48>>2]=f[B>>2];f[W+52>>2]=f[x>>2];f[W+56>>2]=f[w>>2];f[W+60>>2]=f[G>>2];f[W+64>>2]=f[I>>2];f[W+68>>2]=f[C>>2];p[U>>3]=+n[o>>2];p[_>>3]=+n[m>>2];qjb(T,V,U,Z);p[W+72>>3]=+p[Y>>3];m=W+80|0;p[m>>3]=+p[R>>3];o=W+88|0;p[o>>3]=+p[S>>3];e=W+96|0;p[e>>3]=+p[D>>3];l=W+104|0;p[l>>3]=+p[E>>3];d=W+112|0;p[d>>3]=+p[F>>3];f[W+120>>2]=f[B>>2];f[W+124>>2]=f[x>>2];f[W+128>>2]=f[w>>2];f[W+132>>2]=f[G>>2];f[W+136>>2]=f[I>>2];f[W+140>>2]=f[C>>2];p[U>>3]=+n[v+16>>2];p[_>>3]=+n[t>>2];qjb(T,V,U,Z);p[W+144>>3]=+p[Y>>3];t=W+152|0;p[t>>3]=+p[R>>3];v=W+160|0;p[v>>3]=+p[S>>3];q=W+168|0;p[q>>3]=+p[D>>3];r=W+176|0;p[r>>3]=+p[E>>3];s=W+184|0;p[s>>3]=+p[F>>3];f[W+192>>2]=f[B>>2];f[W+196>>2]=f[x>>2];f[W+200>>2]=f[w>>2];f[W+204>>2]=f[G>>2];f[W+208>>2]=f[I>>2];f[W+212>>2]=f[C>>2];p[U>>3]=+n[N>>2];p[_>>3]=+n[M>>2];qjb(T,V,U,Z);p[W+216>>3]=+p[Y>>3];M=W+224|0;p[M>>3]=+p[R>>3];N=W+232|0;p[N>>3]=+p[S>>3];y=W+240|0;p[y>>3]=+p[D>>3];z=W+248|0;p[z>>3]=+p[E>>3];A=W+256|0;p[A>>3]=+p[F>>3];f[W+264>>2]=f[B>>2];f[W+268>>2]=f[x>>2];f[W+272>>2]=f[w>>2];f[W+276>>2]=f[G>>2];f[W+280>>2]=f[I>>2];f[W+284>>2]=f[C>>2];p[U>>3]=+n[aa>>2];p[_>>3]=+n[$>>2];qjb(T,V,U,Z);J=+p[Y>>3];p[W+288>>3]=J;K=+p[R>>3];R=W+296|0;p[R>>3]=K;L=+p[S>>3];S=W+304|0;p[S>>3]=L;j=+p[D>>3];p[W+312>>3]=j;i=+p[E>>3];p[W+320>>3]=i;h=+p[F>>3];p[W+328>>3]=h;B=f[B>>2]|0;f[W+336>>2]=B;x=f[x>>2]|0;f[W+340>>2]=x;w=f[w>>2]|0;f[W+344>>2]=w;f[W+348>>2]=f[G>>2];f[W+352>>2]=f[I>>2];f[W+356>>2]=f[C>>2];f[g>>2]=B;f[g+4>>2]=x;f[g+8>>2]=w;J=j+J;K=i+K;L=h+L;w=H+8|0;x=H+16|0;B=U+8|0;C=U+16|0;I=U+24|0;p[H>>3]=+p[W>>3]+ +p[Q>>3];p[w>>3]=+p[b>>3]+ +p[P>>3];p[x>>3]=+p[c>>3]+ +p[O>>3];f7a(U,W,H,W+72|0);h=+p[U>>3];p[T>>3]=h;i=+p[B>>3];O=T+8|0;p[O>>3]=i;j=+p[C>>3];P=T+16|0;p[P>>3]=j;k=+p[I>>3];Q=T+24|0;p[Q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[W>>3]*h+(+p[b>>3]*i+ +p[c>>3]*j));p[T>>3]=h;p[O>>3]=i;p[P>>3]=j;p[Q>>3]=k}b=W+72|0;p[H>>3]=+p[b>>3]+ +p[e>>3];p[w>>3]=+p[m>>3]+ +p[l>>3];p[x>>3]=+p[o>>3]+ +p[d>>3];f7a(U,b,H,W+144|0);h=+p[U>>3];D=T+32|0;p[D>>3]=h;i=+p[B>>3];E=T+40|0;p[E>>3]=i;j=+p[C>>3];F=T+48|0;p[F>>3]=j;k=+p[I>>3];G=T+56|0;p[G>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[m>>3]*i+ +p[o>>3]*j));p[D>>3]=h;p[E>>3]=i;p[F>>3]=j;p[G>>3]=k}b=W+144|0;p[H>>3]=+p[b>>3]+ +p[q>>3];p[w>>3]=+p[t>>3]+ +p[r>>3];p[x>>3]=+p[v>>3]+ +p[s>>3];f7a(U,b,H,W+216|0);h=+p[U>>3];l=T+64|0;p[l>>3]=h;i=+p[B>>3];m=T+72|0;p[m>>3]=i;j=+p[C>>3];o=T+80|0;p[o>>3]=j;k=+p[I>>3];q=T+88|0;p[q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[t>>3]*i+ +p[v>>3]*j));p[l>>3]=h;p[m>>3]=i;p[o>>3]=j;p[q>>3]=k}g=W+216|0;p[H>>3]=+p[g>>3]+ +p[y>>3];p[w>>3]=+p[M>>3]+ +p[z>>3];p[x>>3]=+p[N>>3]+ +p[A>>3];f7a(U,g,H,W);k=+p[U>>3];e=T+96|0;p[e>>3]=k;j=+p[B>>3];d=T+104|0;p[d>>3]=j;i=+p[C>>3];c=T+112|0;p[c>>3]=i;h=+p[I>>3];b=T+120|0;p[b>>3]=h;if(h+(J*k+(K*j+L*i))<0.0){k=-k;j=-j;i=-i;h=-(+p[g>>3]*k+(+p[M>>3]*j+ +p[N>>3]*i));p[e>>3]=k;p[d>>3]=j;p[c>>3]=i;p[b>>3]=h}ja=+p[V+8>>3];ka=+p[V+16>>3];la=+p[V+24>>3];ma=-(ja*+p[W+288>>3]+(ka*+p[R>>3]+la*+p[S>>3]));p[T+128>>3]=ja;p[T+136>>3]=ka;p[T+144>>3]=la;p[T+152>>3]=ma;p[U>>3]=+p[T>>3];B=U+8|0;p[B>>3]=+p[O>>3];C=U+16|0;p[C>>3]=+p[P>>3];H=U+24|0;p[H>>3]=+p[Q>>3];I=U+32|0;p[I>>3]=+p[D>>3];M=U+40|0;p[M>>3]=+p[E>>3];N=U+48|0;p[N>>3]=+p[F>>3];O=U+56|0;p[O>>3]=+p[G>>3];P=U+64|0;p[P>>3]=+p[l>>3];Q=U+72|0;p[Q>>3]=+p[m>>3];R=U+80|0;p[R>>3]=+p[o>>3];S=U+88|0;p[S>>3]=+p[q>>3];T=U+96|0;p[T>>3]=k;V=U+104|0;p[V>>3]=j;W=U+112|0;p[W>>3]=i;Y=U+120|0;p[Y>>3]=h;Z=U+128|0;p[Z>>3]=ja;_=U+136|0;p[_>>3]=ka;$=U+144|0;p[$>>3]=la;aa=U+152|0;p[aa>>3]=ma;ekb(U);ma=+p[B>>3];la=+p[C>>3];ka=-+p[H>>3];ja=+p[I>>3];ia=+p[M>>3];ha=+p[N>>3];ga=-+p[O>>3];fa=+p[P>>3];ea=+p[Q>>3];da=+p[R>>3];ca=-+p[S>>3];ba=+p[T>>3];h=+p[V>>3];i=+p[W>>3];j=-+p[Y>>3];k=+p[Z>>3];J=+p[_>>3];K=+p[$>>3];L=-+p[aa>>3];n[a>>2]=+p[U>>3];n[a+4>>2]=ma;n[a+8>>2]=la;n[a+12>>2]=ka;n[a+16>>2]=ja;n[a+20>>2]=ia;n[a+24>>2]=ha;n[a+28>>2]=ga;n[a+32>>2]=fa;n[a+36>>2]=ea;n[a+40>>2]=da;n[a+44>>2]=ca;n[a+48>>2]=ba;n[a+52>>2]=h;n[a+56>>2]=i;n[a+60>>2]=j;n[a+64>>2]=k;n[a+68>>2]=J;n[a+72>>2]=K;n[a+76>>2]=L;fkb(a);u=X;return}function ekb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;s=a+24|0;p[s>>3]=-+p[s>>3];e=+p[a>>3];f=+K(+e);p[a+160>>3]=f;s=a+8|0;f=+p[s>>3];g=+K(+f);p[a+168>>3]=g;r=a+16|0;g=+p[r>>3];d=+K(+g);p[a+176>>3]=d;p[a+280>>3]=e>=0.0?1.0:-1.0;p[a+288>>3]=f>=0.0?1.0:-1.0;p[a+296>>3]=g>=0.0?1.0:-1.0;q=a+56|0;p[q>>3]=-+p[q>>3];q=a+32|0;g=+p[q>>3];f=+K(+g);p[a+184>>3]=f;o=a+40|0;f=+p[o>>3];e=+K(+f);p[a+192>>3]=e;n=a+48|0;e=+p[n>>3];d=+K(+e);p[a+200>>3]=d;p[a+304>>3]=g>=0.0?1.0:-1.0;p[a+312>>3]=f>=0.0?1.0:-1.0;p[a+320>>3]=e>=0.0?1.0:-1.0;m=a+88|0;p[m>>3]=-+p[m>>3];m=a+64|0;e=+p[m>>3];f=+K(+e);p[a+208>>3]=f;l=a+72|0;f=+p[l>>3];g=+K(+f);p[a+216>>3]=g;k=a+80|0;g=+p[k>>3];d=+K(+g);p[a+224>>3]=d;p[a+328>>3]=e>=0.0?1.0:-1.0;p[a+336>>3]=f>=0.0?1.0:-1.0;p[a+344>>3]=g>=0.0?1.0:-1.0;t=a+120|0;p[t>>3]=-+p[t>>3];g=+p[a+96>>3];f=+K(+g);p[a+232>>3]=f;f=+p[a+104>>3];e=+K(+f);p[a+240>>3]=e;e=+p[a+112>>3];d=+K(+e);p[a+248>>3]=d;p[a+352>>3]=g>=0.0?1.0:-1.0;p[a+360>>3]=f>=0.0?1.0:-1.0;p[a+368>>3]=e>=0.0?1.0:-1.0;t=a+152|0;p[t>>3]=-+p[t>>3];d=+p[a+128>>3];c=+K(+d);p[a+256>>3]=c;c=+p[a+136>>3];b=+K(+c);p[a+264>>3]=b;b=+p[a+144>>3];j=+K(+b);p[a+272>>3]=j;p[a+376>>3]=d>=0.0?1.0:-1.0;p[a+384>>3]=c>=0.0?1.0:-1.0;p[a+392>>3]=b>=0.0?1.0:-1.0;j=+p[a>>3];i=+p[s>>3];h=+p[r>>3];h=j*j+(i*i+h*h);p[a+400>>3]=h==0.0?0.0:1.0/h;h=+p[q>>3];i=+p[o>>3];j=+p[n>>3];j=h*h+(i*i+j*j);p[a+408>>3]=j==0.0?0.0:1.0/j;j=+p[m>>3];i=+p[l>>3];h=+p[k>>3];h=j*j+(i*i+h*h);p[a+416>>3]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);p[a+424>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+432>>3]=b==0.0?0.0:1.0/b;return}function fkb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;s=a+12|0;n[s>>2]=-+n[s>>2];e=+n[a>>2];f=+K(+e);n[a+80>>2]=f;s=a+4|0;f=+n[s>>2];g=+K(+f);n[a+84>>2]=g;r=a+8|0;g=+n[r>>2];d=+K(+g);n[a+88>>2]=d;n[a+140>>2]=e>=0.0?1.0:-1.0;n[a+144>>2]=f>=0.0?1.0:-1.0;n[a+148>>2]=g>=0.0?1.0:-1.0;q=a+28|0;n[q>>2]=-+n[q>>2];q=a+16|0;g=+n[q>>2];f=+K(+g);n[a+92>>2]=f;p=a+20|0;f=+n[p>>2];e=+K(+f);n[a+96>>2]=e;o=a+24|0;e=+n[o>>2];d=+K(+e);n[a+100>>2]=d;n[a+152>>2]=g>=0.0?1.0:-1.0;n[a+156>>2]=f>=0.0?1.0:-1.0;n[a+160>>2]=e>=0.0?1.0:-1.0;m=a+44|0;n[m>>2]=-+n[m>>2];m=a+32|0;e=+n[m>>2];f=+K(+e);n[a+104>>2]=f;l=a+36|0;f=+n[l>>2];g=+K(+f);n[a+108>>2]=g;k=a+40|0;g=+n[k>>2];d=+K(+g);n[a+112>>2]=d;n[a+164>>2]=e>=0.0?1.0:-1.0;n[a+168>>2]=f>=0.0?1.0:-1.0;n[a+172>>2]=g>=0.0?1.0:-1.0;t=a+60|0;n[t>>2]=-+n[t>>2];g=+n[a+48>>2];f=+K(+g);n[a+116>>2]=f;f=+n[a+52>>2];e=+K(+f);n[a+120>>2]=e;e=+n[a+56>>2];d=+K(+e);n[a+124>>2]=d;n[a+176>>2]=g>=0.0?1.0:-1.0;n[a+180>>2]=f>=0.0?1.0:-1.0;n[a+184>>2]=e>=0.0?1.0:-1.0;t=a+76|0;n[t>>2]=-+n[t>>2];d=+n[a+64>>2];c=+K(+d);n[a+128>>2]=c;c=+n[a+68>>2];b=+K(+c);n[a+132>>2]=b;b=+n[a+72>>2];j=+K(+b);n[a+136>>2]=j;n[a+188>>2]=d>=0.0?1.0:-1.0;n[a+192>>2]=c>=0.0?1.0:-1.0;n[a+196>>2]=b>=0.0?1.0:-1.0;j=+n[a>>2];i=+n[s>>2];h=+n[r>>2];h=j*j+(i*i+h*h);n[a+200>>2]=h==0.0?0.0:1.0/h;h=+n[q>>2];i=+n[p>>2];j=+n[o>>2];j=h*h+(i*i+j*j);n[a+204>>2]=j==0.0?0.0:1.0/j;j=+n[m>>2];i=+n[l>>2];h=+n[k>>2];h=j*j+(i*i+h*h);n[a+208>>2]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);n[a+212>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+216>>2]=b==0.0?0.0:1.0/b;return}function gkb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+24|0;b=f[b>>2]|0;return Pg[f[(f[b>>2]|0)+8>>2]&1023](b)|0}function hkb(a,b){a=a|0;b=b|0;return Kkb(DSa(a)|0,b)|0}function ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;l=(Kkb(DSa(b)|0,c)|0)+24|0;l=f[l>>2]|0;e=f[l+4>>2]|0;l=(f[l+8>>2]|0)-e|0;d=(l|0)/88|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;if(!l){b=0;g=0;c=0;d=0}else{if(d>>>0>134217727)AMb(r);i=pOb(d<<5)|0;f[r>>2]=i;g=i+(d<<5)|0;f[r+8>>2]=g;f[s>>2]=g;b=i;c=0;do{p[i+(c<<5)>>3]=+p[e+(c*88|0)>>3];p[i+(c<<5)+8>>3]=+p[e+(c*88|0)+8>>3];p[i+(c<<5)+16>>3]=+p[e+(c*88|0)+16>>3];p[i+(c<<5)+24>>3]=-+p[e+(c*88|0)+24>>3];c=c+1|0}while(c>>>0<d>>>0);c=i;d=i}f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;e=g-b|0;i=e>>5;l=a+8|0;do if(!i){o=0;m=0}else if(i>>>0>268435455)vd();else{m=pOb(e>>1)|0;j=m;o=m+(i<<4)|0;f[a>>2]=j;f[k>>2]=j;f[l>>2]=o;break}while(0);if((b|0)!=(g|0)){e=q+4|0;i=q+8|0;j=q+12|0;d=m;c=o;while(1){h=+p[b>>3];n[q>>2]=h;n[e>>2]=+p[b+8>>3];n[i>>2]=+p[b+16>>3];n[j>>2]=+p[b+24>>3];if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[i>>2];f[d+12>>2]=f[j>>2];f[k>>2]=d+16}else jkb(a,q);b=b+32|0;if((b|0)==(g|0))break;d=f[k>>2]|0;c=f[l>>2]|0}c=f[r>>2]|0;d=c}if(!d){u=t;return}b=f[s>>2]|0;if((b|0)!=(d|0))f[s>>2]=b+(~((b+-32-d|0)>>>5)<<5);sOb(c);u=t;return}function jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function kkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;e=+p[c+40>>3];d=+p[c+48>>3];n[a>>2]=+p[c+32>>3];n[a+4>>2]=e;n[a+8>>2]=d;return}function lkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;g=+p[c+16>>3];e=+p[c+24>>3];d=+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=g;n[a+8>>2]=e;n[a+12>>2]=d;n[a+16>>2]=-1.0;return}function mkb(a,b,c){a=a|0;b=b|0;c=c|0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;n[a>>2]=+p[c+448>>3];n[a+4>>2]=+p[c+456>>3];n[a+8>>2]=+p[c+464>>3];n[a+12>>2]=+p[c+472>>3];n[a+16>>2]=+p[c+480>>3];n[a+20>>2]=+p[c+488>>3];return}function nkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;v=+p[c+40>>3];u=+p[c+48>>3];t=+p[c+56>>3];s=+p[c+64>>3];r=+p[c+72>>3];q=+p[c+80>>3];o=+p[c+88>>3];m=+p[c+96>>3];l=+p[c+104>>3];k=+p[c+112>>3];j=+p[c+120>>3];i=+p[c+128>>3];h=+p[c+136>>3];g=+p[c+144>>3];e=+p[c+152>>3];d=+p[c+160>>3];y=+p[c+16>>3];x=+p[c+24>>3];w=-+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=y;n[a+8>>2]=x;n[a+12>>2]=w;n[a+16>>2]=v;n[a+20>>2]=u;n[a+24>>2]=t;n[a+28>>2]=-s;n[a+32>>2]=r;n[a+36>>2]=q;n[a+40>>2]=o;n[a+44>>2]=-m;n[a+48>>2]=l;n[a+52>>2]=k;n[a+56>>2]=j;n[a+60>>2]=-i;n[a+64>>2]=h;n[a+68>>2]=g;n[a+72>>2]=e;n[a+76>>2]=-d;return}function okb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+64|0;l=o+40|0;j=o+24|0;k=o+28|0;i=o;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(c|0){z5a(l,c);h=f[l>>2]|0;g=0;do{f[h+(g*44|0)>>2]=f[d+(g<<4)>>2];f[h+(g*44|0)+4>>2]=f[d+(g<<4)+4>>2];f[h+(g*44|0)+8>>2]=f[d+(g<<4)+8>>2];f[h+(g*44|0)+12>>2]=f[d+(g<<4)+12>>2];g=g+1|0}while((g|0)!=(c|0))}A5a(l);h=pOb(56)|0;B5a(k,l);p[i>>3]=+n[e>>2];p[i+8>>3]=+n[e+4>>2];p[i+16>>3]=+n[e+8>>2];Mlb(h,k,i);f[j>>2]=h;h=pkb(a,b,j)|0;g=f[j>>2]|0;f[j>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);b=f[k>>2]|0;if(b|0){g=k+4|0;a=f[g>>2]|0;if((a|0)!=(b|0))f[g>>2]=a+(~(((a+-88-b|0)>>>0)/88|0)*88|0);sOb(b)}g=f[l>>2]|0;if(!g){u=o;return h|0}a=f[m>>2]|0;if((a|0)!=(g|0))f[m>>2]=a+(~(((a+-44-g|0)>>>0)/44|0)*44|0);sOb(g);u=o;return h|0}function pkb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+64|0;m=r+59|0;t=r+56|0;s=r+52|0;l=r;q=r+48|0;o=DSa(c)|0;bjb(t,c,(b[a+5>>0]|0)!=0,(b[a+6>>0]|0)!=0,(b[a+7>>0]|0)!=0);n=pOb(80)|0;v=f[d>>2]|0;f[d>>2]=0;f[s>>2]=v;Skb(n,a,c,t,s);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);a=l+24|0;if(CEa(c,l)|0){k=+p[l>>3];g=+p[a>>3];h=+p[l+8>>3];i=+p[l+32>>3];j=+p[l+16>>3];e=+p[l+40>>3]}else{f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;p[a>>3]=1.0;p[l+32>>3]=1.0;p[l+40>>3]=1.0;k=0.0;g=1.0;h=0.0;i=1.0;j=0.0;e=1.0}t=pOb(520)|0;b[m>>0]=0;frb(t,m,f[n+16>>2]|0,0,n+64|0);f[t>>2]=40732;f[t+492>>2]=n;p[t+496>>3]=g-k;p[t+504>>3]=i-h;p[t+512>>3]=e-j;v=n+28|0;a=f[v>>2]|0;f[v>>2]=t;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);f[q>>2]=n;a=Lkb(o,q)|0;d=f[q>>2]|0;f[q>>2]=0;if(!d){u=r;return a|0}Rkb(d);sOb(d);u=r;return a|0}function qkb(a){a=a|0;crb(a);sOb(a);return}function rkb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+496>>3];d=+p[a+504>>3];c=+p[a+512>>3];Wqb(b,0.0,e*e+(d*d+c*c));return 1}function skb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=f[a+492>>2]|0;g=d+20|0;e=(b[d+1>>0]|0)!=0;if(e)a=(b[d+2>>0]|0)==0;else a=0;if(cjb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+3>>0]|0)==0;else a=0;if(djb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+4>>0]|0)==0;else a=0;c=ejb(g,a,0,c)|0;return c|0}function tkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=u;u=u+32|0;c=d;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+24>>2]&255](a,b)|0)==1){e=-1.0;u=d;return +e}j=+p[b>>3];i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;g=+p[b+16>>3];e=(+p[b+40>>3]-g)*.5;p[c>>3]=j+(+p[b+24>>3]-j)*.5;p[c+8>>3]=i+h;p[c+16>>3]=g+e;e=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,c);u=d;return +e}function ukb(a,b){a=a|0;b=b|0;var c=0.0;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+28>>2]&255](a,b)|0)==1){c=-1.0;return +c}c=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,b);return +c}function vkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0;d=u;u=u+48|0;e=d+40|0;h=d;g=pOb(48)|0;k=+n[c+4>>2];j=+n[c+8>>2];i=+n[c+12>>2];p[h>>3]=+n[c>>2];p[h+8>>3]=k;p[h+16>>3]=j;p[h+24>>3]=i;p[h+32>>3]=-1.0;Nlb(g,h);f[e>>2]=g;a=pkb(a,b,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=d;return a|0}function wkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;e=u;u=u+720|0;F=e+492|0;g=e+488|0;i=e+440|0;h=e;f[F>>2]=f[d>>2];Y=F+4|0;f[Y>>2]=f[d+4>>2];X=F+8|0;f[X>>2]=f[d+8>>2];W=F+12|0;f[W>>2]=f[d+12>>2];V=F+16|0;f[V>>2]=f[d+16>>2];U=F+20|0;f[U>>2]=f[d+20>>2];T=F+24|0;f[T>>2]=f[d+24>>2];S=F+28|0;f[S>>2]=f[d+28>>2];R=F+32|0;f[R>>2]=f[d+32>>2];Q=F+36|0;f[Q>>2]=f[d+36>>2];P=F+40|0;f[P>>2]=f[d+40>>2];O=F+44|0;f[O>>2]=f[d+44>>2];N=F+48|0;f[N>>2]=f[d+48>>2];M=F+52|0;f[M>>2]=f[d+52>>2];L=F+56|0;f[L>>2]=f[d+56>>2];K=F+60|0;f[K>>2]=f[d+60>>2];J=F+64|0;f[J>>2]=f[d+64>>2];I=F+68|0;f[I>>2]=f[d+68>>2];H=F+72|0;f[H>>2]=f[d+72>>2];G=F+76|0;f[G>>2]=f[d+76>>2];fkb(F);d=pOb(656)|0;p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];p[i+16>>3]=+n[c+8>>2];p[i+24>>3]=+n[c+12>>2];p[i+32>>3]=+n[c+16>>2];p[i+40>>3]=+n[c+20>>2];E=+n[Y>>2];D=+n[X>>2];C=-+n[W>>2];B=+n[V>>2];A=+n[U>>2];z=+n[T>>2];y=-+n[S>>2];x=+n[R>>2];w=+n[Q>>2];v=+n[P>>2];t=-+n[O>>2];s=+n[N>>2];r=+n[M>>2];q=+n[L>>2];o=-+n[K>>2];m=+n[J>>2];l=+n[I>>2];k=+n[H>>2];j=-+n[G>>2];p[h>>3]=+n[F>>2];p[h+8>>3]=E;p[h+16>>3]=D;p[h+24>>3]=C;p[h+32>>3]=B;p[h+40>>3]=A;p[h+48>>3]=z;p[h+56>>3]=y;p[h+64>>3]=x;p[h+72>>3]=w;p[h+80>>3]=v;p[h+88>>3]=t;p[h+96>>3]=s;p[h+104>>3]=r;p[h+112>>3]=q;p[h+120>>3]=o;p[h+128>>3]=m;p[h+136>>3]=l;p[h+144>>3]=k;p[h+152>>3]=j;ekb(h);Olb(d,i,h);f[g>>2]=d;a=pkb(a,b,g)|0;b=f[g>>2]|0;f[g>>2]=0;if(!b){u=e;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=e;return a|0}function xkb(a,b){a=a|0;b=b|0;return (Kkb(DSa(a)|0,b)|0)!=0|0}function ykb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+28|0;grb(f[b>>2]|0);return}function zkb(a,b){a=a|0;b=b|0;Pkb(DSa(a)|0,b);return}function Akb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;d=Kkb(DSa(a)|0,b)|0;if(!(Bkb(a,Qrb(f[d+28>>2]|0)|0,d,c,e)|0)){u=e;return}b=c+116|0;a=d+56|0;c=f[a>>2]|0;if((c|0)==(f[d+60>>2]|0)){GG(d+52|0,b);u=e;return}else{g=b;b=f[g+4>>2]|0;d=c;f[d>>2]=f[g>>2];f[d+4>>2]=b;f[a>>2]=(f[a>>2]|0)+8;u=e;return}}function Bkb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;h=t;s=d+32|0;q=e+116|0;if(kib(s,q)|0){s=0;u=t;return s|0}if(f[e+196>>2]&33554456|0){s=0;u=t;return s|0}p=(b[d>>0]|0)==0;Vib(h,a,c,e,0);a=Qlb(d,e,h,g,0,0,0,0,0)|0;if(p)if(!(a&2))a=0;else r=6;else if((a|0)==2)r=6;else a=0;a:do if((r|0)==6){k=f[q>>2]|0;e=f[e+120>>2]|0;p=e+-1640531527+(k<<6)+(k>>>2)^k;l=d+36|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{h=m+-1|0;g=(h&m|0)==0;if(g)a=p&h;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[s>>2]|0)+(a<<2)>>2]|0;if(c){c=f[c>>2]|0;if(c){if(g)while(1){g=f[c+4>>2]|0;if(!((g|0)==(p|0)|(g&h|0)==(a|0)))break b;if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0;if(!c)break b}do{g=f[c+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(a|0))break b}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);e=pOb(16)|0;k=q;q=f[k+4>>2]|0;h=e+8|0;f[h>>2]=f[k>>2];f[h+4>>2]=q;f[e+4>>2]=p;f[e>>2]=0;h=d+44|0;i=+(((f[h>>2]|0)+1|0)>>>0);j=+n[d+48>>2];do if(o|j*+(m>>>0)<i){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(i/j))>>>0;vza(s,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){g=a;a=c&p;break}if(p>>>0<a>>>0){g=a;a=p}else{g=a;a=(p>>>0)%(a>>>0)|0}}else g=m;while(0);c=(f[s>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=d+40|0;f[e>>2]=f[a>>2];f[a>>2]=e;f[c>>2]=a;a=f[e>>2]|0;if(a|0){a=f[a+4>>2]|0;c=g+-1|0;if(!(c&g))a=a&c;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;a=(f[s>>2]|0)+(a<<2)|0;r=38}}else{f[e>>2]=f[a>>2];r=38}if((r|0)==38)f[a>>2]=e;f[h>>2]=(f[h>>2]|0)+1;a=1}while(0);s=a;u=t;return s|0}function Ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+32|0;y=A+48|0;q=A+44|0;r=A+8|0;s=A;t=A+40|0;v=Kkb(DSa(a)|0,b)|0;n=f[v+28>>2]|0;o=Qrb(n)|0;g=f[v+44>>2]|0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;x=d+4|0;b=f[x>>2]|0;h=f[d>>2]|0;i=h;e=b;do if(b-h>>3>>>0<c>>>0){i=d+8|0;l=v+24|0;m=y+8|0;b=(g|0)!=0;while(1){e=Rrb(n,w,q)|0;if(!e){g=13;break}if(Bkb(a,o,v,e,r)|0){b=e+116|0;e=f[x>>2]|0;if((e|0)==(f[i>>2]|0))GG(d,b);else{g=b;h=f[g+4>>2]|0;k=e;f[k>>2]=f[g>>2];f[k+4>>2]=h;f[x>>2]=(f[x>>2]|0)+8}b=f[l>>2]|0;j=+Ng[f[(f[b>>2]|0)+16>>2]&31](b,r);p[s>>3]=j;b=f[z>>2]|0;e=b-(f[y>>2]|0)>>4;f[t>>2]=e;if((f[m>>2]|0)>>>0>b>>>0){p[b>>3]=j;f[b+8>>2]=e;f[z>>2]=b+16}else Dkb(y,s,t);b=1}Lrb(n,b);k=f[x>>2]|0;h=f[d>>2]|0;if(k-h>>3>>>0>=c>>>0){g=14;break}}if((g|0)==13){h=f[d>>2]|0;b=f[x>>2]|0;i=h;e=b;break}else if((g|0)==14){i=h;e=k;b=k;break}}while(0);a:do if((i|0)==(e|0)){i=v+52|0;if(b-h>>3>>>0<c>>>0){g=v+56|0;h=d+8|0;b=f[g>>2]|0;do{if((f[i>>2]|0)==(b|0))break a;b=b+-8|0;if((e|0)==(f[h>>2]|0))GG(d,b);else{t=b;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[x>>2]=(f[x>>2]|0)+8}b=(f[g>>2]|0)+-8|0;f[g>>2]=b;e=f[x>>2]|0}while(e-(f[d>>2]|0)>>3>>>0<c>>>0)}}else{Ekb(f[y>>2]|0,f[z>>2]|0,w);g=f[x>>2]|0;b=f[d>>2]|0;if((g|0)!=(b|0)){k=0;i=f[y>>2]|0;e=b;h=g;while(1){g=f[i+(k<<4)+8>>2]|0;b=f[i+(g<<4)+8>>2]|0;if((g|0)==(b|0)){b=i;g=h}else{while(1){w=e+(g<<3)|0;e=e+(b<<3)|0;g=w;c=f[g>>2]|0;g=f[g+4>>2]|0;v=e;b=f[v+4>>2]|0;f[w>>2]=f[v>>2];f[w+4>>2]=b;f[e>>2]=c;f[e+4>>2]=g;e=f[y>>2]|0;g=e+(k<<4)+8|0;c=f[g>>2]|0;w=e+(k<<4)|0;b=e+(c<<4)|0;j=+p[w>>3];p[w>>3]=+p[b>>3];p[b>>3]=j;b=e+(c<<4)+8|0;f[g>>2]=f[b>>2];f[b>>2]=c;g=f[g>>2]|0;b=f[e+(g<<4)+8>>2]|0;if((g|0)==(b|0))break;e=f[d>>2]|0}b=e;e=f[d>>2]|0;g=f[x>>2]|0}k=k+1|0;if(k>>>0>=g-e>>3>>>0)break;else{i=b;h=g}}}}while(0);b=f[y>>2]|0;if(!b){u=A;return}e=f[z>>2]|0;if((e|0)!=(b|0))f[z>>2]=e+(~((e+-16-b|0)>>>4)<<4);sOb(b);u=A;return}function Dkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function Ekb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,u=0;a:while(1){q=b;r=b+-16|0;s=b+-32|0;t=b+-8|0;while(1){b:while(1){o=a;d=q-o|0;e=d>>4;switch(e|0){case 2:{u=5;break a}case 3:{u=10;break a}case 4:{u=11;break a}case 5:{u=12;break a}case 1:case 0:{u=90;break a}default:{}}if((d|0)<112){u=14;break a}g=(e|0)/2|0;m=a+(g<<4)|0;if((d|0)>15984){d=(e|0)/4|0;d=Hkb(a,a+(d<<4)|0,m,m+(d<<4)|0,r,c)|0}else d=Fkb(a,m,r,c)|0;n=+p[a>>3];i=+p[m>>3];if(n<i){e=r;break}if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[a+(g<<4)+8>>2]|0)>>>0){e=r;break}if((a|0)!=(s|0)){k=a+(g<<4)+8|0;g=r;e=s;while(1){h=+p[e>>3];if(h<i){u=60;break b}if(!(i<h)){j=g+-8|0;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){u=64;break b}}g=e+-16|0;if((a|0)==(g|0))break;else{l=e;e=g;g=l}}}d=a+16|0;i=+p[r>>3];do if(!(n<i)){if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[t>>2]|0)>>>0)break;if((d|0)==(r|0)){u=90;break a}j=a+8|0;while(1){h=+p[d>>3];if(n<h){u=41;break}if(!(h<n)){g=d+8|0;e=f[g>>2]|0;if((f[j>>2]|0)>>>0<e>>>0)break}d=d+16|0;if((d|0)==(r|0)){u=90;break a}}if((u|0)==41){u=0;e=d+8|0;g=e;e=f[e>>2]|0}p[d>>3]=i;p[r>>3]=h;f[g>>2]=f[t>>2];f[t>>2]=e;d=d+16|0}while(0);if((d|0)==(r|0)){u=90;break a}k=a+8|0;e=r;while(1){n=+p[a>>3];h=+p[d>>3];if(n<h){j=d;g=d}else{do{if(!(h<n))if((f[k>>2]|0)>>>0<(f[d+8>>2]|0)>>>0)break;d=d+16|0;h=+p[d>>3]}while(!(n<h));j=d;g=d}d=e;while(1){e=d+-16|0;i=+p[e>>3];if(n<i){d=e;continue}if(i<n)break;if((f[k>>2]|0)>>>0<(f[d+-8>>2]|0)>>>0)d=e;else break}if(j>>>0>=e>>>0){a=j;continue b}p[g>>3]=i;p[e>>3]=h;m=j+8|0;d=d+-8|0;o=f[m>>2]|0;f[m>>2]=f[d>>2];f[d>>2]=o;d=j+16|0}}if((u|0)==60){g=g+-8|0;j=g;g=f[g>>2]|0;u=64}if((u|0)==64){u=0;p[a>>3]=h;p[e>>3]=n;k=a+8|0;l=f[k>>2]|0;f[k>>2]=g;f[j>>2]=l;d=d+1|0}g=a+16|0;c:do if(g>>>0<e>>>0)while(1){i=+p[m>>3];l=m+8|0;while(1){n=+p[g>>3];if(!(n<i)){if(i<n)break;if((f[g+8>>2]|0)>>>0>=(f[l>>2]|0)>>>0)break}g=g+16|0}j=e+-16|0;h=+p[j>>3];d:do if(h<i)l=j;else{k=j;while(1){if(!(i<h))if((f[e+-8>>2]|0)>>>0<(f[l>>2]|0)>>>0){l=k;j=k;break d}j=k+-16|0;h=+p[j>>3];if(h<i){e=k;l=j;break}else{e=k;k=j}}}while(0);if(g>>>0>j>>>0)break c;p[g>>3]=h;p[l>>3]=n;k=g+8|0;e=e+-8|0;l=f[k>>2]|0;f[k>>2]=f[e>>2];f[e>>2]=l;m=(m|0)==(g|0)?j:m;e=j;g=g+16|0;d=d+1|0}while(0);do if((g|0)!=(m|0)){h=+p[m>>3];i=+p[g>>3];if(h<i){j=g+8|0;l=m+8|0;e=l;k=j;l=f[l>>2]|0;j=f[j>>2]|0}else{if(i<h)break;e=m+8|0;l=f[e>>2]|0;k=g+8|0;j=f[k>>2]|0;if(l>>>0>=j>>>0)break}p[g>>3]=h;p[m>>3]=i;f[k>>2]=l;f[e>>2]=j;d=d+1|0}while(0);if(!d){d=Ikb(a,g,c)|0;e=g+16|0;if(Ikb(e,b,c)|0){u=89;break}if(d){a=e;continue}}m=g;if((m-o|0)>=(q-m|0)){u=88;break}Ekb(a,g,c);a=g+16|0}if((u|0)==88){u=0;Ekb(g+16|0,b,c);b=g;continue}else if((u|0)==89){u=0;if(d){u=90;break}else{b=g;continue}}}if((u|0)==5){g=b+-16|0;h=+p[g>>3];i=+p[a>>3];if(h<i){d=a+8|0;b=d;e=f[t>>2]|0;d=f[d>>2]|0}else{if(i<h)return;e=f[t>>2]|0;b=a+8|0;d=f[b>>2]|0;if(e>>>0>=d>>>0)return}p[a>>3]=h;p[g>>3]=i;f[b>>2]=e;f[t>>2]=d;return}else if((u|0)==10){Fkb(a,a+16|0,r,c)|0;return}else if((u|0)==11){Gkb(a,a+16|0,a+32|0,r,c)|0;return}else if((u|0)==12){Hkb(a,a+16|0,a+32|0,a+48|0,r,c)|0;return}else if((u|0)==14){e=a+32|0;Fkb(a,a+16|0,e,c)|0;d=a+48|0;if((d|0)==(b|0))return;while(1){i=+p[d>>3];h=+p[e>>3];if(i<h){l=d+8|0;j=e+8|0;g=j;k=l;l=f[l>>2]|0;j=f[j>>2]|0;u=19}else if(!(h<i)){k=d+8|0;l=f[k>>2]|0;g=e+8|0;j=f[g>>2]|0;if(l>>>0<j>>>0)u=19}if((u|0)==19){u=0;p[d>>3]=h;f[k>>2]=j;e:do if((e|0)!=(a|0)){m=e;while(1){e=m+-16|0;h=+p[e>>3];if(i<h){j=m+-8|0;g=j;j=f[j>>2]|0}else{if(h<i){e=m;break e}k=m+-8|0;j=f[k>>2]|0;if(l>>>0<j>>>0)g=k;else{e=m;break e}}p[m>>3]=h;f[m+8>>2]=j;if((a|0)==(e|0))break;else m=e}}while(0);p[e>>3]=i;f[g>>2]=l}e=d+16|0;if((e|0)==(b|0))break;else{t=d;d=e;e=t}}return}else if((u|0)==90)return}function Fkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0,k=0.0;h=+p[b>>3];k=+p[a>>3];if(h<k)d=1;else if(k<h)d=0;else d=(f[b+8>>2]|0)>>>0<(f[a+8>>2]|0)>>>0;g=+p[c>>3];if(g<h)e=1;else if(h<g)e=0;else e=(f[c+8>>2]|0)>>>0<(f[b+8>>2]|0)>>>0;if(!d){if(!e){b=0;return b|0}p[b>>3]=g;p[c>>3]=h;j=b+8|0;c=c+8|0;i=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=i;g=+p[b>>3];h=+p[a>>3];if(g<h){e=a+8|0;d=e;i=f[j>>2]|0;e=f[e>>2]|0}else{if(h<g){b=1;return b|0}i=f[j>>2]|0;d=a+8|0;e=f[d>>2]|0;if(i>>>0>=e>>>0){b=1;return b|0}}p[a>>3]=g;p[b>>3]=h;f[d>>2]=i;f[j>>2]=e;b=2;return b|0}if(e){p[a>>3]=g;p[c>>3]=k;j=a+8|0;b=c+8|0;a=f[j>>2]|0;f[j>>2]=f[b>>2];f[b>>2]=a;b=1;return b|0}p[a>>3]=h;p[b>>3]=k;a=a+8|0;i=b+8|0;j=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=j;g=+p[c>>3];if(g<k){e=c+8|0;d=e;e=f[e>>2]|0}else{if(k<g){b=1;return b|0}d=c+8|0;e=f[d>>2]|0;if(e>>>0>=j>>>0){b=1;return b|0}}k=+p[b>>3];p[b>>3]=g;p[c>>3]=k;f[i>>2]=e;f[d>>2]=j;b=2;return b|0}function Gkb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0;m=Fkb(a,b,c,e)|0;j=+p[d>>3];k=+p[c>>3];if(j<k){g=c+8|0;h=d+8|0;e=h;l=g;h=f[h>>2]|0;g=f[g>>2]|0}else{if(k<j){b=m;return b|0}e=d+8|0;i=f[e>>2]|0;h=c+8|0;g=f[h>>2]|0;if(i>>>0<g>>>0){l=h;h=i}else{b=m;return b|0}}p[c>>3]=j;p[d>>3]=k;f[l>>2]=h;f[e>>2]=g;g=m+1|0;j=+p[c>>3];k=+p[b>>3];if(j<k){e=b+8|0;d=e;g=f[l>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[l>>2]|0;h=b+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0){d=h;g=i}else{b=g;return b|0}}p[b>>3]=j;p[c>>3]=k;f[d>>2]=g;f[l>>2]=e;g=m+2|0;j=+p[b>>3];k=+p[a>>3];if(j<k){e=a+8|0;h=e;g=f[d>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[d>>2]|0;h=a+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0)g=i;else{b=g;return b|0}}p[a>>3]=j;p[b>>3]=k;f[h>>2]=g;f[d>>2]=e;b=m+3|0;return b|0}function Hkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0;o=Gkb(a,b,c,d,g)|0;k=+p[e>>3];l=+p[d>>3];if(k<l){h=d+8|0;i=e+8|0;g=i;n=h;i=f[i>>2]|0;h=f[h>>2]|0}else{if(l<k){b=o;return b|0}g=e+8|0;j=f[g>>2]|0;i=d+8|0;h=f[i>>2]|0;if(j>>>0<h>>>0){n=i;i=j}else{b=o;return b|0}}p[d>>3]=k;p[e>>3]=l;f[n>>2]=i;f[g>>2]=h;h=o+1|0;k=+p[d>>3];l=+p[c>>3];if(k<l){g=c+8|0;m=g;h=f[n>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[n>>2]|0;i=c+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){m=i;h=j}else{b=h;return b|0}}p[c>>3]=k;p[d>>3]=l;f[m>>2]=h;f[n>>2]=g;h=o+2|0;k=+p[c>>3];l=+p[b>>3];if(k<l){g=b+8|0;e=g;h=f[m>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[m>>2]|0;i=b+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){e=i;h=j}else{b=h;return b|0}}p[b>>3]=k;p[c>>3]=l;f[e>>2]=h;f[m>>2]=g;h=o+3|0;k=+p[b>>3];l=+p[a>>3];if(k<l){g=a+8|0;i=g;h=f[e>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[e>>2]|0;i=a+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0)h=j;else{b=h;return b|0}}p[a>>3]=k;p[b>>3]=l;f[i>>2]=h;f[e>>2]=g;b=o+4|0;return b|0}function Ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0;switch(b-a>>4|0){case 2:{h=b+-16|0;j=+p[h>>3];k=+p[a>>3];if(j<k){d=a+8|0;g=b+-8|0;c=d;e=g;g=f[g>>2]|0;d=f[d>>2]|0}else{if(k<j){a=1;return a|0}e=b+-8|0;g=f[e>>2]|0;c=a+8|0;d=f[c>>2]|0;if(g>>>0>=d>>>0){a=1;return a|0}}p[a>>3]=j;p[h>>3]=k;f[c>>2]=g;f[e>>2]=d;a=1;return a|0}case 3:{Fkb(a,a+16|0,b+-16|0,c)|0;a=1;return a|0}case 4:{Gkb(a,a+16|0,a+32|0,b+-16|0,c)|0;a=1;return a|0}case 5:{Hkb(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+32|0;Fkb(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){k=+p[c>>3];j=+p[e>>3];if(k<j){l=c+8|0;h=e+8|0;g=h;i=l;l=f[l>>2]|0;h=f[h>>2]|0;n=15}else if(!(j<k)){i=c+8|0;l=f[i>>2]|0;g=e+8|0;h=f[g>>2]|0;if(l>>>0<h>>>0)n=15}if((n|0)==15){n=0;p[c>>3]=j;f[i>>2]=h;b:do if((e|0)!=(a|0)){m=e;i=g;while(1){e=m+-16|0;j=+p[e>>3];if(k<j){h=m+-8|0;g=h;h=f[h>>2]|0}else{if(j<k){g=i;e=m;break b}g=m+-8|0;h=f[g>>2]|0;if(l>>>0>=h>>>0){g=i;e=m;break b}}p[m>>3]=j;f[m+8>>2]=h;if((e|0)==(a|0))break;else{m=e;i=g}}}while(0);p[e>>3]=k;f[g>>2]=l;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=a+20|0;c=f[q>>2]|0;if(!c)return;r=a+16|0;s=a+12|0;t=a+8|0;u=a+16|0;do{p=f[r>>2]|0;R0a(b,f[p+8>>2]|0);n=c;c=f[q>>2]|0;if((c|0)==(n|0)){o=f[p+12>>2]|0;k=f[s>>2]|0;d=f[p+4>>2]|0;l=k+-1|0;m=(l&k|0)==0;if(m)d=l&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;g=(f[t>>2]|0)+(d<<2)|0;j=f[g>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(p|0))break;else j=e}if((j|0)==(u|0))i=17;else{e=f[j+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))g=p;else i=17}do if((i|0)==17){e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){g=p;break}}f[g>>2]=0;g=p}while(0);e=f[g>>2]|0;h=e;if(!e)i=31;else{e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))i=31;else{f[(f[t>>2]|0)+(e<<2)>>2]=j;f[j>>2]=f[p>>2];f[g>>2]=0;f[q>>2]=n+-1;i=32}}if((i|0)==31){i=0;f[j>>2]=h;f[g>>2]=0;f[q>>2]=n+-1;if(p|0)i=32}if((i|0)==32){i=0;sOb(p)}if(o|0){Rkb(o);sOb(o)}}}while((c|0)!=0);t=a+4|0;u=(f[t>>2]|0)+1|0;f[t>>2]=u;f[a>>2]=u;return}function Kkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=f[a+12>>2]|0;if(!g){b=0;return b|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(g>>>0>b>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[a+8>>2]|0)+(h<<2)>>2]|0;if(!c){b=0;return b|0}c=f[c>>2]|0;if(!c){b=0;return b|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(g|0)==(b|0);if(!(d|(g&e|0)==(h|0))){c=0;d=22;break}if(d)if((f[c+8>>2]|0)==(b|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}else{while(1){d=f[c+4>>2]|0;if((d|0)==(b|0)){if((f[c+8>>2]|0)==(b|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=0;d=22;break}}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}while(0);c=f[i+12>>2]|0;if((f[a>>2]|0)>>>0<=b>>>0)if((Ukb(c)|0)==(b|0)){b=c;return b|0}b=0;return b|0}function Lkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;c=d;e=f[b>>2]|0;f[b>>2]=0;g=a+4|0;b=(f[g>>2]|0)+1|0;f[g>>2]=b;Tkb(e,b);f[c>>2]=b;b=Mkb(a+8|0,c)|0;f[b>>2]=e;u=d;return f[c>>2]|0}function Mkb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Nkb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Nkb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Okb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Okb(a,b);return}function Okb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pkb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;b=Kkb(a,b)|0;if(!b){u=d;return}Qkb(a+8|0,c)|0;Rkb(b);sOb(b);u=d;return}function Qkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function Rkb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+64|0;b=f[g>>2]|0;if(b|0){h=a+68|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+40>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+28|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Skb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;i=b[c+14>>0]|0;h=b[c+15>>0]|0;j=h<<24>>24==0?b[c+13>>0]|0:1;cQb(a|0,c|0,13)|0;b[a+13>>0]=j;b[a+14>>0]=i;b[a+15>>0]=h;h=a+16|0;f[h>>2]=d;i=a+20|0;b[i>>0]=b[e>>0]|0;b[i+1>>0]=b[e+1>>0]|0;b[i+2>>0]=b[e+2>>0]|0;if(!(b[c+12>>0]|0))c=0;else{c=(zQa(d)|0)+229|0;c=b[c>>0]|0}b[a+23>>0]=c;j=f[g>>2]|0;f[g>>2]=0;f[a+24>>2]=j;j=a+28|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;n[a+48>>2]=1.0;j=a+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;if(b[a+11>>0]|0)return;fjb(f[h>>2]|0,a+64|0);return}function Tkb(a,b){a=a|0;b=b|0;f[a+76>>2]=b;return}function Ukb(a){a=a|0;return f[a+76>>2]|0}function Vkb(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Wkb(a){a=a|0;return (b[a+9>>0]|0)!=0|0}function Xkb(a){a=a|0;return (b[a+10>>0]|0)!=0|0}function Ykb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);return}function Zkb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-88-b|0)>>>0)/88|0)*88|0);sOb(b);sOb(a);return}function _kb(a){a=a|0;return 0}function $kb(a){a=a|0;return 1}function alb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+32>>3]-+p[b>>3];d=+p[a+40>>3]-+p[b+8>>3];c=+p[a+48>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=1;return h|0}d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];a=0;while(1){if(d*+p[h+(a*88|0)>>3]+(e*+p[h+(a*88|0)+8>>3]+c*+p[h+(a*88|0)+16>>3])-+p[h+(a*88|0)+24>>3]<0.0){a=0;b=5;break}a=a+1|0;if(a>>>0>=g>>>0){a=1;b=5;break}}if((b|0)==5)return a|0;return 0}function clb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];n=(+p[b+24>>3]-j)*.5;k=+p[b+8>>3];m=(+p[b+32>>3]-k)*.5;l=+p[b+16>>3];i=(+p[b+40>>3]-l)*.5;j=j+n;k=k+m;l=l+i;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=2;return h|0}else{b=2;a=0}while(1){c=j*+p[h+(a*88|0)>>3]+(k*+p[h+(a*88|0)+8>>3]+l*+p[h+(a*88|0)+16>>3]);d=n*+p[h+(a*88|0)+32>>3]+(m*+p[h+(a*88|0)+40>>3]+i*+p[h+(a*88|0)+48>>3]);e=+p[h+(a*88|0)+24>>3];if(c+d<=e){b=1;a=4;break}b=c-d<e?3:b;a=a+1|0;if(a>>>0>=g>>>0){a=4;break}}if((a|0)==4)return b|0;return 0}function dlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0;m=+p[b+24>>3];g=f[a+4>>2]|0;a=(f[a+8>>2]|0)-g|0;j=(a|0)/88|0;if(!a){l=2;return l|0}h=+p[b>>3];i=+p[b+8>>3];d=+p[b+16>>3];a=0;while(1){c=h*+p[g+(a*88|0)>>3]+(i*+p[g+(a*88|0)+8>>3]+d*+p[g+(a*88|0)+16>>3])-+p[g+(a*88|0)+24>>3];if(c<0.0)if(c*c*+p[g+(a*88|0)+80>>3]>=m){e=1;k=9;break}a=a+1|0;if(a>>>0>=j>>>0){l=0;break}}if((k|0)==9)return e|0;while(1){c=h*+p[g+(l*88|0)>>3]+(i*+p[g+(l*88|0)+8>>3]+d*+p[g+(l*88|0)+16>>3])-+p[g+(l*88|0)+24>>3];if(c<0.0){e=3;k=9;break}if(c*c*+p[g+(l*88|0)+80>>3]<m){e=3;k=9;break}l=l+1|0;if(l>>>0>=j>>>0){e=2;k=9;break}}if((k|0)==9)return e|0;return 0}function elb(a,c,d){a=a|0;c=c|0;d=d|0;p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];if(!(b[257400]|0))if(MPb(257400)|0){f[64708]=0;f[64709]=0;f[64710]=0;f[64711]=0;f[64712]=0;f[64713]=0}return ilb(258832,a+4|0,a+16|0,c)|0}function flb(a,b,c){a=a|0;b=b|0;c=c|0;return glb(a+4|0,a+16|0,b,c)|0}function glb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;t=w;v=a+4|0;o=f[a>>2]|0;m=(f[v>>2]|0)-o|0;q=(m|0)/88|0;r=d+8|0;s=d+16|0;h=+p[c>>3];if(!m){p[d>>3]=h;p[r>>3]=+p[c+8>>3];p[s>>3]=+p[c+16>>3];p[d>>3]=+p[c+24>>3];p[r>>3]=+p[c+32>>3];p[s>>3]=+p[c+40>>3];v=2;u=w;return v|0}g=c+8|0;i=+p[g>>3];k=c+16|0;j=+p[k>>3];e=0;while(1){if(h*+p[o+(e*88|0)>>3]+(i*+p[o+(e*88|0)+8>>3]+j*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){g=0;k=1;break}e=e+1|0;if(e>>>0>=q>>>0){n=7;break}}if((n|0)==7){p[d>>3]=h;p[r>>3]=+p[g>>3];p[s>>3]=+p[k>>3];g=1;k=0}j=+p[c+24>>3];l=c+32|0;h=+p[l>>3];m=c+40|0;i=+p[m>>3];e=0;while(1){if(j*+p[o+(e*88|0)>>3]+(h*+p[o+(e*88|0)+8>>3]+i*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){n=4;break}e=e+1|0;if(e>>>0>=q>>>0){n=9;break}}if((n|0)==4){if(!g){e=f[b>>2]|0;m=f[b+4>>2]|0;a:do if((e|0)==(m|0))e=1;else{n=t+8|0;o=t+16|0;b:while(1){c:do if(hlb(e,c,t)|0){l=f[a>>2]|0;b=(f[v>>2]|0)-l|0;k=(b|0)/88|0;h=+p[t>>3];i=+p[n>>3];j=+p[o>>3];if(!b)break b;else g=0;while(1){if(h*+p[l+(g*88|0)>>3]+(i*+p[l+(g*88|0)+8>>3]+j*+p[l+(g*88|0)+16>>3])-+p[l+(g*88|0)+24>>3]<0.0)break c;g=g+1|0;if(g>>>0>=k>>>0)break b}}while(0);e=e+32|0;if((e|0)==(m|0)){e=1;break a}}p[d>>3]=h;p[r>>3]=i;p[s>>3]=j;e=3}while(0);v=e;u=w;return v|0}}else if((n|0)==9){p[d>>3]=j;p[r>>3]=+p[l>>3];p[s>>3]=+p[m>>3];if(!k){v=2;u=w;return v|0}}v=3;u=w;return v|0}function hlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0;s=b+24|0;f=b;g=s;d=+p[b>>3];e=+p[s>>3];if(d<e)h=6;else if(d>e)b=g;else{d=+p[b+8>>3];e=+p[b+32>>3];if(d<e)h=6;else if(d>e)b=g;else if(+p[b+16>>3]<+p[b+40>>3])h=6;else b=g}if((h|0)==6){b=f;f=g}o=+p[a>>3];q=+p[a+8>>3];r=+p[a+16>>3];n=-+p[a+24>>3]/(o*o+(q*q+r*r));s=b;b=f;j=+p[b>>3];k=+p[s>>3]-j;f=b+8|0;d=+p[f>>3];l=+p[s+8>>3]-d;b=b+16|0;e=+p[b>>3];m=+p[s+16>>3]-e;i=o*k+(q*l+r*m);if(i==0.0){s=0;return s|0}d=(o*(o*n-j)+(q*(q*n-d)+r*(r*n-e)))/i;if(!(d>=-1.0e-07&d<=1.0000001)){s=0;return s|0}p[c>>3]=j+k*d;p[c+8>>3]=l*d+ +p[f>>3];p[c+16>>3]=m*d+ +p[b>>3];s=1;return s|0}function ilb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+160|0;s=w+148|0;t=w;v=w+144|0;m=f[b>>2]|0;r=(f[b+4>>2]|0)-m|0;l=(r|0)/88|0;if(!r){a=2;u=w;return a|0}i=+p[d>>3];j=+p[d+8>>3];k=+p[d+16>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){h=0;break}b=b+1|0;if(b>>>0>=l>>>0){h=1;break}}i=+p[d+24>>3];j=+p[d+32>>3];k=+p[d+40>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){g=0;break}b=b+1|0;if(b>>>0>=l>>>0){g=1;break}}e=h&g;i=+p[d+48>>3];j=+p[d+56>>3];k=+p[d+64>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0)break;b=b+1|0;if(b>>>0>=l>>>0){n=44;break}}if((n|0)==44){a=e?2:3;u=w;return a|0}if(h|g){a=3;u=w;return a|0}k=+p[d>>3];i=+p[d+24>>3];if(k==i)if(+p[d+8>>3]==+p[d+32>>3])if(+p[d+16>>3]==+p[d+40>>3]){a=1;u=w;return a|0}j=+p[d+48>>3];if(k==j)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3]){a=1;u=w;return a|0}if(i==j)if(+p[d+32>>3]==+p[d+56>>3])if(+p[d+40>>3]==+p[d+64>>3]){a=1;u=w;return a|0}o=a+12|0;r=a+16|0;q=a+20|0;b=f[r>>2]|0;e=f[q>>2]|0;if((b|0)==(e|0)){jlb(o,d);g=f[r>>2]|0;e=f[q>>2]|0}else{p[b>>3]=k;p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];g=b+24|0;f[r>>2]=g}b=d+24|0;if((g|0)==(e|0)){jlb(o,b);g=f[r>>2]|0;e=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+32>>3];p[g+16>>3]=+p[d+40>>3];g=g+24|0;f[r>>2]=g}b=d+48|0;if((g|0)==(e|0))jlb(o,b);else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+56>>3];p[g+16>>3]=+p[d+64>>3];f[r>>2]=g+24}b=f[c>>2]|0;n=f[c+4>>2]|0;a:do if((b|0)!=(n|0)){d=a+4|0;c=a+8|0;do{m=f[o>>2]|0;l=f[r>>2]|0;g=m;h=l;if((m|0)==(l|0))break a;l=f[a>>2]|0;f[a>>2]=g;f[o>>2]=l;e=f[d>>2]|0;f[d>>2]=h;f[r>>2]=e;x=f[c>>2]|0;f[c>>2]=f[q>>2];f[q>>2]=x;if((l|0)!=(e|0))f[r>>2]=e+(~(((e+-24-l|0)>>>0)/24|0)*24|0);x=h-g|0;g=(x|0)/24|0;if(x|0){e=0;do{x=t+((bCa(b,m+(e*24|0)|0,t)|0)*24|0)|0;f[v>>2]=f[r>>2];f[s>>2]=f[v>>2];ZBa(o,s,t,x)|0;e=e+3|0}while(e>>>0<g>>>0)}b=b+32|0}while((b|0)!=(n|0))}while(0);b=f[o>>2]|0;e=f[r>>2]|0;h=(b|0)==(e|0);if(!h)f[r>>2]=e+(~(((e+-24-b|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;b=a+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);x=h?1:3;u=w;return x|0}function jlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function klb(a){a=a|0;return}function llb(a){a=a|0;sOb(a);return}function mlb(a){a=a|0;return 1}function nlb(a){a=a|0;return 1}function olb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+8>>3]-+p[b>>3];d=+p[a+16>>3]-+p[b+8>>3];c=+p[a+24>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function plb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3]-+p[a+8>>3];d=+p[b+8>>3]-+p[a+16>>3];c=+p[b+16>>3]-+p[a+24>>3];return e*e+(d*d+c*c)<=+p[a+32>>3]|0}function qlb(a,b){a=a|0;b=b|0;return wlb(a+8|0,b)|0}function rlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+p[a+8>>3]-+p[b>>3];f=+p[a+16>>3]-+p[b+8>>3];g=+p[a+24>>3]-+p[b+16>>3];d=+p[a+32>>3];e=+p[b+24>>3];if(d>=e)if(h*h+(f*f+g*g)<=d){b=2;return b|0}a=a+40|0;c=+p[a>>3];if(c==-1.0){d=+L(+d);p[a>>3]=d}else d=c;a=b+32|0;c=+p[a>>3];if(c==-1.0){c=+L(+e);p[a>>3]=c}e=d+c;b=!(h*h+(f*f+g*g)<=e*e)?1:3;return b|0}function slb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return vlb(a+8|0,b)|0}function tlb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return ulb(a+8|0,b)|0}function ulb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;k=+p[a>>3];l=+p[a+8>>3];m=+p[a+16>>3];n=+p[a+24>>3];r=+p[b>>3];e=r-k;o=+p[b+8>>3];h=o-l;q=+p[b+16>>3];d=q-m;f=e*e+(h*h+d*d)<=n;d=+p[b+24>>3];h=d-k;e=+p[b+32>>3];i=e-l;c=+p[b+40>>3];j=c-m;a=h*h+(i*i+j*j)<=n;if(f|a){f=f&a?2:3;return f|0}h=d-r;i=e-o;c=c-q;g=h*h+(i*i+c*c);j=+L(+g);h=h/j;i=i/j;j=c/j;k=k-r;l=l-o;c=m-q;e=h*k+(i*l+j*c);c=n-(k*k+(l*l+c*c)-e*e);if(c<0.0){d=-1.0;c=-1.0}else{c=+L(+c);d=e+c;c=e-c}c=c>=0.0?c:d;if(c>=0.0){n=r-(r+h*c);o=o-(o+i*c);r=q-(q+j*c);if(g>=n*n+(o*o+r*r)){f=3;return f|0}}f=1;return f|0}function vlb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,M=0.0,N=0,O=0,P=0,Q=0,R=0.0;Q=u;u=u+80|0;B=Q;r=b+32|0;n=b+8|0;d=+p[n>>3];E=+p[r>>3]-d;N=b+64|0;o=b+16|0;e=+p[o>>3];D=+p[N>>3]-e;s=b+40|0;H=+p[s>>3]-e;I=b+56|0;x=+p[I>>3]-d;C=E*D-H*x;J=b+48|0;M=+p[b>>3];v=+p[J>>3]-M;q=b+24|0;w=+p[q>>3]-M;D=H*v-D*w;v=x*w-E*v;E=+L(+(C*C+(D*D+v*v)));C=C/E;D=D/E;E=v/E;v=+p[a>>3];O=a+8|0;w=+p[O>>3];P=a+16|0;x=+p[P>>3];e=+K(+(C*(v-M)+((w-d)*D+E*(x-e))));c=a+32|0;d=+p[c>>3];if(d==-1.0){d=+L(+(+p[a+24>>3]));p[c>>3]=d}if(e>=d){P=1;u=Q;return P|0}t=+p[a+24>>3];M=+p[b>>3];A=M-v;H=+p[n>>3];e=H-w;G=+p[o>>3];F=G-x;o=A*A+(e*e+F*F)<=t;F=+p[q>>3];e=F-v;A=+p[r>>3];k=A-w;y=+p[s>>3];d=y-x;n=e*e+(k*k+d*d)<=t;d=+p[J>>3];k=d-v;e=+p[I>>3];l=e-w;f=+p[N>>3];m=f-x;c=k*k+(l*l+m*m)<=t;if(o|n|c){P=o&n&c?2:3;u=Q;return P|0}if(M==F&H==A&G==y){P=1;u=Q;return P|0}if(M==d&H==e&G==f){P=1;u=Q;return P|0}if(F==d&A==e&y==f){P=1;u=Q;return P|0}c=0;g=M;h=H;i=G;while(1){n=c+1|0;s=(n|0)==3?0:n;d=+p[b+(s*24|0)>>3]-g;e=+p[b+(s*24|0)+8>>3]-h;R=+p[b+(s*24|0)+16>>3]-i;j=d*d+(e*e+R*R);m=+L(+j);k=d/m;l=e/m;m=R/m;p[B+(c*24|0)>>3]=d;p[B+(c*24|0)+8>>3]=e;p[B+(c*24|0)+16>>3]=R;R=v-g;e=w-h;d=x-i;f=R*k+(e*l+d*m);d=t-(R*R+(e*e+d*d)-f*f);if(d<0.0){e=-1.0;d=-1.0}else{d=+L(+d);e=f+d;d=f-d}d=d>=0.0?d:e;if(d>=0.0){k=g-(g+d*k);l=h-(h+d*l);R=i-(i+d*m);if(j>=k*k+(l*l+R*R)){c=3;break}}if(n>>>0>=3){z=16;break}c=n;g=+p[b+(n*24|0)>>3];h=+p[b+(n*24|0)+8>>3];i=+p[b+(n*24|0)+16>>3]}do if((z|0)==16){x=+p[B+16>>3];R=+p[B+8>>3];w=D*x-E*R;l=+p[B>>3];x=E*l-C*x;l=C*R-D*l;R=+L(+(w*w+(x*x+l*l)));w=w/R;x=x/R;R=l/R;l=+p[B+40>>3];m=+p[B+32>>3];k=D*l-E*m;i=+p[B+24>>3];l=E*i-C*l;i=C*m-D*i;m=+L(+(k*k+(l*l+i*i)));k=k/m;l=l/m;m=i/m;i=+p[B+64>>3];j=+p[B+56>>3];h=D*i-E*j;g=+p[B+48>>3];i=E*g-C*i;g=C*j-D*g;j=+L(+(h*h+(i*i+g*g)));h=h/j;i=i/j;j=g/j;g=h*+p[J>>3]+(i*+p[I>>3]+j*+p[N>>3]);f=+p[a>>3];e=+p[O>>3];d=+p[P>>3];if(!(w*f+(x*e+R*d)-(w*M+(x*H+R*G))<0.0))if(!(f*k+(e*l+d*m)-(k*F+(l*A+m*y))<0.0))if(!(h*f+(i*e+j*d)-g<0.0)){c=3;break}c=1}while(0);P=c;u=Q;return P|0}function wlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0;o=u;u=u+192|0;k=o;h=+p[b+24>>3];n=+p[a>>3];d=+p[b>>3];r=h<n?h:n;i=+p[b+32>>3];j=+p[a+8>>3];e=+p[b+8>>3];q=i<j?i:j;l=+p[b+40>>3];m=+p[a+16>>3];c=+p[b+16>>3];f=l<m?l:m;r=(d<r?r:d)-n;q=(e<q?q:e)-j;f=(c<f?f:c)-m;g=+p[a+24>>3];if(r*r+q*q+f*f>g){k=1;u=o;return k|0}p[k>>3]=d;p[k+8>>3]=e;p[k+16>>3]=c;p[k+24>>3]=h;p[k+32>>3]=e;p[k+40>>3]=c;p[k+48>>3]=d;p[k+56>>3]=i;p[k+64>>3]=c;p[k+72>>3]=h;p[k+80>>3]=i;p[k+88>>3]=c;p[k+96>>3]=d;p[k+104>>3]=e;p[k+112>>3]=l;p[k+120>>3]=h;p[k+128>>3]=e;p[k+136>>3]=l;p[k+144>>3]=d;p[k+152>>3]=i;p[k+160>>3]=l;p[k+168>>3]=h;p[k+176>>3]=i;p[k+184>>3]=l;f=d-n;f=f*f;e=e-j;d=c-m;d=d*d;e=e*e+d;if(!(f+e<=g))b=3;else{c=h-n;c=c*c;if(!(c+e<=g))b=3;else{r=i-j;r=r*r+d;if(!(f+r<=g)|!(c+r<=g))b=3;else{q=+p[k+104>>3]-j;r=+p[k+112>>3]-m;if(!(f+(q*q+r*r)<=g))b=3;else{i=+p[k+120>>3]-n;q=+p[k+128>>3]-j;r=+p[k+136>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{i=+p[k+144>>3]-n;q=+p[k+152>>3]-j;r=+p[k+160>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{n=+p[k+168>>3]-n;q=+p[k+176>>3]-j;r=l-m;if(!(n*n+(q*q+r*r)<=g))b=3;else b=2}}}}}}k=b;u=o;return k|0}function xlb(a){a=a|0;return}function ylb(a){a=a|0;sOb(a);return}function zlb(a){a=a|0;return 2}function Alb(a){a=a|0;return 0}function Blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+448>>3]-+p[b>>3];d=+p[a+456>>3]-+p[b+8>>3];c=+p[a+464>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function Clb(a,b){a=a|0;b=b|0;return Ilb(a+8|0,b)|0}function Dlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0;c=u;u=u+48|0;d=c+24|0;e=c;k=+p[b>>3];j=(+p[b+24>>3]-k)*.5;p[d>>3]=j;i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;p[d+8>>3]=h;g=+p[b+16>>3];f=(+p[b+40>>3]-g)*.5;p[d+16>>3]=f;p[e>>3]=k+j;p[e+8>>3]=i+h;p[e+16>>3]=g+f;b=Llb(a+8|0,e,d)|0;u=c;return ((b|0)==2?2:(b|0)==1?3:1)|0}function Elb(a,b){a=a|0;b=b|0;var c=0;a=a+8|0;c=b+24|0;if(!(Jlb(a,b,+p[c>>3])|0)){b=1;return b|0}b=Klb(a,b,+p[c>>3])|0;b=b?2:3;return b|0}function Flb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,f=0.0,g=0.0,h=0;h=u;u=u+32|0;e=h;f=+p[b>>3];g=+p[b+24>>3];if(f==g)if(+p[b+8>>3]==+p[b+32>>3])if(+p[b+16>>3]==+p[b+40>>3]){e=1;u=h;return e|0}d=+p[b+48>>3];if(f==d)if(+p[b+8>>3]==+p[b+56>>3])if(+p[b+16>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(g==d)if(+p[b+32>>3]==+p[b+56>>3])if(+p[b+40>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(Pib(a+448|0,b,e)|0){p[c>>3]=+p[e>>3];p[c+8>>3]=+p[e+8>>3];p[c+16>>3]=+p[e+16>>3];a=3}else a=1;e=a;u=h;return e|0}function Glb(a,b,c){a=a|0;b=b|0;c=c|0;return Hlb(a+8|0,a+496|0,b,c)|0}function Hlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k;i=d+8|0;j=d+16|0;if(Ilb(a,c)|0){p[d>>3]=+p[c>>3];p[i>>3]=+p[c+8>>3];p[j>>3]=+p[c+16>>3];f=1;e=0}else{f=0;e=1}g=c+24|0;if(Ilb(a,g)|0){p[d>>3]=+p[g>>3];p[i>>3]=+p[c+32>>3];p[j>>3]=+p[c+40>>3]}else if(f)e=1;else{if(hlb(b,c,h)|0)if(Ilb(a,h)|0)f=7;else f=8;else f=8;do if((f|0)==8){if(hlb(b+32|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+64|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+96|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+128|0,c,h)|0)if(Ilb(a,h)|0)f=7;else e=1;else e=1}while(0);if((f|0)==7){p[d>>3]=+p[h>>3];p[i>>3]=+p[h+8>>3];p[j>>3]=+p[h+16>>3];e=3}j=e;u=k;return j|0}j=e?3:2;u=k;return j|0}function Ilb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];if(+p[a>>3]*d+(+p[a+8>>3]*e+ +p[a+16>>3]*c)-+p[a+24>>3]<0.0){a=0;return a|0}if(+p[a+32>>3]*d+(+p[a+40>>3]*e+ +p[a+48>>3]*c)-+p[a+56>>3]<0.0){a=0;return a|0}if(+p[a+64>>3]*d+(+p[a+72>>3]*e+ +p[a+80>>3]*c)-+p[a+88>>3]<0.0){a=0;return a|0}if(+p[a+96>>3]*d+(+p[a+104>>3]*e+ +p[a+112>>3]*c)-+p[a+120>>3]<0.0){a=0;return a|0}if(+p[a+128>>3]*d+(+p[a+136>>3]*e+ +p[a+144>>3]*c)-+p[a+152>>3]<0.0){a=0;return a|0}a=1;return a|0}function Jlb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+400>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+408>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+416>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+424>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+432>>3]>=c){a=0;return a|0}a=1;return a|0}function Klb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+400>>3]<c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+408>>3]<c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+416>>3]<c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+424>>3]<c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+432>>3]<c){a=0;return a|0}a=1;return a|0}function Llb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];m=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);n=+p[a+160>>3]*i+(+p[a+168>>3]*g+ +p[a+176>>3]*d);o=+p[a+24>>3];if(m+n<=o){a=0;return a|0}q=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);r=+p[a+184>>3]*i+(+p[a+192>>3]*g+ +p[a+200>>3]*d);s=+p[a+56>>3];if(q+r<=s){a=0;return a|0}t=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);u=+p[a+208>>3]*i+(+p[a+216>>3]*g+ +p[a+224>>3]*d);v=+p[a+88>>3];if(t+u<=v){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+232>>3]*i+(+p[a+240>>3]*g+ +p[a+248>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}f=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);e=+p[a+256>>3]*i+(+p[a+264>>3]*g+ +p[a+272>>3]*d);d=+p[a+152>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(j-k<l|(t-u<v|(q-r<s|m-n<o)))?1:2;return a|0}function Mlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0;k=u;u=u+16|0;d=k;f[a>>2]=40764;g=a+4|0;f[g>>2]=0;h=a+8|0;f[h>>2]=0;f[a+12>>2]=0;f[g>>2]=f[b>>2];i=b+4|0;f[h>>2]=f[i>>2];j=b+8|0;f[a+12>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=a+16|0;f[i>>2]=0;j=a+20|0;f[j>>2]=0;f[a+24>>2]=0;p[a+32>>3]=+p[c>>3];p[a+40>>3]=+p[c+8>>3];p[a+48>>3]=+p[c+16>>3];g=f[g>>2]|0;h=(f[h>>2]|0)-g|0;e=(h|0)/88|0;f[d>>2]=0;b=d+4|0;f[b>>2]=0;f[d+8>>2]=0;if(!h){b=0;c=0}else{if(e>>>0>134217727)AMb(d);h=pOb(e<<5)|0;f[d>>2]=h;c=h+(e<<5)|0;f[d+8>>2]=c;f[b>>2]=c;b=h;d=0;do{p[h+(d<<5)>>3]=+p[g+(d*88|0)>>3];p[h+(d<<5)+8>>3]=+p[g+(d*88|0)+8>>3];p[h+(d<<5)+16>>3]=+p[g+(d*88|0)+16>>3];p[h+(d<<5)+24>>3]=-+p[g+(d*88|0)+24>>3];d=d+1|0}while(d>>>0<e>>>0)}f[i>>2]=b;f[j>>2]=c;f[a+24>>2]=c;if((b|0)==(c|0)){u=k;return}do{i=b+8|0;n=-+p[i>>3];j=b+16|0;m=-+p[j>>3];a=b+24|0;l=-+p[a>>3];p[b>>3]=-+p[b>>3];p[i>>3]=n;p[j>>3]=m;p[a>>3]=l;b=b+32|0}while((b|0)!=(c|0));u=k;return}function Nlb(a,b){a=a|0;b=b|0;f[a>>2]=40812;p[a+8>>3]=+p[b>>3];p[a+16>>3]=+p[b+8>>3];p[a+24>>3]=+p[b+16>>3];a=a+32|0;b=b+24|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Olb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;f[a>>2]=40860;q=a+8|0;p[q>>3]=+p[c>>3];z=a+16|0;p[z>>3]=+p[c+8>>3];e=a+24|0;p[e>>3]=+p[c+16>>3];g=a+32|0;p[g>>3]=+p[c+24>>3];h=a+40|0;p[h>>3]=+p[c+32>>3];i=a+48|0;p[i>>3]=+p[c+40>>3];j=a+56|0;p[j>>3]=+p[c+48>>3];k=a+64|0;p[k>>3]=+p[c+56>>3];l=a+72|0;p[l>>3]=+p[c+64>>3];m=a+80|0;p[m>>3]=+p[c+72>>3];n=a+88|0;p[n>>3]=+p[c+80>>3];o=a+96|0;p[o>>3]=+p[c+88>>3];r=a+104|0;p[r>>3]=+p[c+96>>3];s=a+112|0;p[s>>3]=+p[c+104>>3];t=a+120|0;p[t>>3]=+p[c+112>>3];u=a+128|0;p[u>>3]=+p[c+120>>3];v=a+136|0;p[v>>3]=+p[c+128>>3];w=a+144|0;p[w>>3]=+p[c+136>>3];x=a+152|0;p[x>>3]=+p[c+144>>3];y=a+160|0;p[y>>3]=+p[c+152>>3];p[a+168>>3]=+p[c+160>>3];p[a+176>>3]=+p[c+168>>3];p[a+184>>3]=+p[c+176>>3];p[a+192>>3]=+p[c+184>>3];p[a+200>>3]=+p[c+192>>3];p[a+208>>3]=+p[c+200>>3];p[a+216>>3]=+p[c+208>>3];p[a+224>>3]=+p[c+216>>3];p[a+232>>3]=+p[c+224>>3];p[a+240>>3]=+p[c+232>>3];p[a+248>>3]=+p[c+240>>3];p[a+256>>3]=+p[c+248>>3];p[a+264>>3]=+p[c+256>>3];p[a+272>>3]=+p[c+264>>3];p[a+280>>3]=+p[c+272>>3];p[a+288>>3]=+p[c+280>>3];p[a+296>>3]=+p[c+288>>3];p[a+304>>3]=+p[c+296>>3];p[a+312>>3]=+p[c+304>>3];p[a+320>>3]=+p[c+312>>3];p[a+328>>3]=+p[c+320>>3];p[a+336>>3]=+p[c+328>>3];p[a+344>>3]=+p[c+336>>3];p[a+352>>3]=+p[c+344>>3];p[a+360>>3]=+p[c+352>>3];p[a+368>>3]=+p[c+360>>3];p[a+376>>3]=+p[c+368>>3];p[a+384>>3]=+p[c+376>>3];p[a+392>>3]=+p[c+384>>3];p[a+400>>3]=+p[c+392>>3];A=a+408|0;c=c+400|0;d=A+40|0;do{f[A>>2]=f[c>>2];A=A+4|0;c=c+4|0}while((A|0)<(d|0));p[a+448>>3]=+p[b>>3];p[a+456>>3]=+p[b+8>>3];p[a+464>>3]=+p[b+16>>3];p[a+472>>3]=+p[b+24>>3];p[a+480>>3]=+p[b+32>>3];p[a+488>>3]=+p[b+40>>3];N=+p[q>>3];M=+p[z>>3];L=+p[e>>3];K=+p[g>>3];J=+p[h>>3];I=+p[i>>3];H=+p[j>>3];G=+p[k>>3];F=+p[l>>3];D=+p[m>>3];C=+p[n>>3];B=+p[o>>3];E=+p[r>>3];T=+p[t>>3];S=-+p[u>>3];R=+p[v>>3];Q=+p[w>>3];P=+p[x>>3];O=-+p[y>>3];p[a+600>>3]=+p[s>>3];p[a+608>>3]=T;p[a+616>>3]=S;p[a+624>>3]=R;p[a+632>>3]=Q;p[a+640>>3]=P;p[a+648>>3]=O;p[a+496>>3]=-N;p[a+504>>3]=-M;p[a+512>>3]=-L;p[a+520>>3]=K;p[a+528>>3]=-J;p[a+536>>3]=-I;p[a+544>>3]=-H;p[a+552>>3]=G;p[a+560>>3]=-F;p[a+568>>3]=-D;p[a+576>>3]=-C;p[a+584>>3]=B;z=a+600|0;B=-+p[z>>3];y=a+608|0;C=-+p[y>>3];x=a+616|0;D=-+p[x>>3];p[a+592>>3]=-E;p[z>>3]=B;p[y>>3]=C;p[x>>3]=D;x=a+624|0;y=a+632|0;D=-+p[y>>3];z=a+640|0;C=-+p[z>>3];A=a+648|0;B=-+p[A>>3];p[x>>3]=-+p[x>>3];p[y>>3]=D;p[z>>3]=C;p[A>>3]=B;return}function Plb(){if(!(b[257144]|0))MPb(257144)|0;f[64714]=262921;return}function Qlb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;x=0;z=u;u=u+3872|0;if(b[a+23>>0]|0)if(!(f[c+196>>2]&16777216)){y=0;u=z;return y|0}if(b[a+15>>0]|0)if(!(FSa(f[(a+16|0)>>2]|0,c+116|0,b[a+14>>0]|0)|0)){y=0;u=z;return y|0}v=f[c+96>>2]|0;f[(z+488|0)>>2]=f[v>>2];f[((z+488|0)+4|0)>>2]=f[v+4>>2];f[((z+488|0)+8|0)>>2]=f[v+8>>2];f[((z+488|0)+12|0)>>2]=f[v+12>>2];f[((z+488|0)+16|0)>>2]=f[v+16>>2];f[((z+488|0)+20|0)>>2]=f[v+20>>2];f[((z+488|0)+24|0)>>2]=f[v+24>>2];f[((z+488|0)+28|0)>>2]=f[v+28>>2];f[((z+488|0)+32|0)>>2]=f[v+32>>2];f[((z+488|0)+36|0)>>2]=f[v+36>>2];f[((z+488|0)+40|0)>>2]=f[v+40>>2];f[((z+488|0)+44|0)>>2]=f[v+44>>2];f[((z+488|0)+48|0)>>2]=f[v+48>>2];f[((z+488|0)+52|0)>>2]=f[v+52>>2];f[((z+488|0)+56|0)>>2]=f[v+56>>2];f[((z+488|0)+60|0)>>2]=f[v+60>>2];QDa(f[(a+16|0)>>2]|0,0,c,z+488|0);f[z>>2]=a;f[(z+4|0)>>2]=c;c=f[c+4>>2]|0;f[(z+8|0)>>2]=c;jEa(z+12|0,f[c+44>>2]|0);p[(z+96|0)>>3]=+n[(z+488|0)>>2];p[(z+104|0)>>3]=+n[((z+488|0)+4|0)>>2];p[(z+112|0)>>3]=+n[((z+488|0)+8|0)>>2];p[z+120>>3]=+n[((z+488|0)+12|0)>>2];p[(z+128|0)>>3]=+n[((z+488|0)+16|0)>>2];p[(z+136|0)>>3]=+n[((z+488|0)+20|0)>>2];p[(z+144|0)>>3]=+n[((z+488|0)+24|0)>>2];p[z+152>>3]=+n[((z+488|0)+28|0)>>2];p[(z+160|0)>>3]=+n[((z+488|0)+32|0)>>2];p[(z+168|0)>>3]=+n[((z+488|0)+36|0)>>2];p[(z+176|0)>>3]=+n[((z+488|0)+40|0)>>2];p[z+184>>3]=+n[((z+488|0)+44|0)>>2];p[(z+192|0)>>3]=+n[((z+488|0)+48|0)>>2];p[(z+200|0)>>3]=+n[((z+488|0)+52|0)>>2];p[(z+208|0)>>3]=+n[((z+488|0)+56|0)>>2];p[z+216>>3]=+n[((z+488|0)+60|0)>>2];p[(z+248|0)>>3]=C;f[(z+256|0)>>2]=g;f[(z+260|0)>>2]=h;f[(z+264|0)>>2]=i;f[(z+268|0)>>2]=j;f[(z+272|0)>>2]=k;g=f[z>>2]|0;c=(b[g+1>>0]|0)!=0;if(Vkb(g)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+24>>2]|0))v=0;else{if(c)a=(b[(f[z>>2]|0)+2>>0]|0)==0;else a=0;v=cjb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else v=0;if(Wkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+28>>2]|0))t=0;else{if(c)a=(b[(f[z>>2]|0)+3>>0]|0)==0;else a=0;t=djb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else t=0;if(Xkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+32>>2]|0))r=0;else{if(c)a=(b[(f[z>>2]|0)+4>>0]|0)==0;else a=0;r=ejb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else r=0;a:do{s=1;if(s){s=0;if(v|t|r){if((f[(z+256|0)>>2]|0)==0&(f[(z+260|0)>>2]|0)==0&(f[(z+264|0)>>2]|0)==0&(f[(z+268|0)>>2]|0)==0)k=(f[(z+272|0)>>2]|0)!=0;else k=1;a=f[(f[z>>2]|0)+24>>2]|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,d)|0;b:do switch(a|0){case 1:case 0:{y=a;break a}case 2:{if(!k){j=f[(f[z>>2]|0)+24>>2]|0;if(Pg[f[(f[j>>2]|0)+12>>2]&1023](j)|0){j=f[z>>2]|0;a=f[j+64>>2]|0;j=f[j+68>>2]|0;if((a|0)==(j|0)){y=2;break a}m=+p[d>>3];o=+p[d+8>>3];q=+p[d+16>>3];l=+p[d+24>>3];i=0;while(1){c=f[a>>2]|0;h=f[a+4>>2]|0;if((c|0)==(h|0))w=(i|0)>0?i:0;else{g=2;do{A=+p[c+24>>3]+(m*+p[c>>3]+(o*+p[c+8>>3]+q*+p[c+16>>3]));d=!(A*A>=l)?1:A<0.0?0:2;g=(d|0)<(g|0)?d:g;c=c+32|0}while((c|0)!=(h|0));if((g|0)==2)break;else w=(i|0)<(g|0)?g:i}a=a+12|0;if((a|0)==(j|0)){x=33;break}else i=w}if((x|0)==33)switch(w|0){case 1:case 0:{y=2;break a}case 2:break;default:break b}y=1;break a}}break}default:{}}while(0);w=1;f[z+648>>2]=e;f[z+1072>>2]=y;f[z+2184>>2]=k;f[z+2240>>2]=t;f[z+2248>>2]=v;f[z+2256>>2]=r;f[z+3608>>2]=x;f[z+3624>>2]=w;f[z+3720>>2]=0;f[z+3724>>2]=0;$mb(z);y=f[z+1072>>2]|0;G=f[z+3720>>2]|0;D=f[z+3724>>2]|0;H=+n[z+3724>>2];f[z+3720>>2]=0;f[z+3724>>2]=0;if((G|0)==1)break}else s=1}if(s)if(1)y=0}while(0);a=f[z+72>>2]|0;if(a|0)RBa(a,z+60|0);a=f[(z+60|0)>>2]|0;if(a|0){c=f[(z+64|0)>>2]|0;if((c|0)!=(a|0))f[(z+64|0)>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[z+56>>2]|0;if(a|0)SBa(a,z+44|0);a=f[(z+44|0)>>2]|0;if(a|0){c=f[(z+48|0)>>2]|0;if((c|0)!=(a|0))f[(z+48|0)>>2]=c+(~((c+-2-a|0)>>>1)<<1);sOb(a)}u=z;return y|0}function Rlb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=d+4|0;g=f[r>>2]|0;q=d+8|0;h=f[q>>2]|0;if((g|0)==(h|0)){jlb(d,b);i=f[r>>2]|0;h=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];i=g+24|0;f[r>>2]=i}g=b+24|0;if((i|0)==(h|0)){jlb(d,g);i=f[r>>2]|0;h=f[q>>2]|0}else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+32>>3];p[i+16>>3]=+p[b+40>>3];i=i+24|0;f[r>>2]=i}g=b+48|0;if((i|0)==(h|0))jlb(d,g);else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+56>>3];p[i+16>>3]=+p[b+64>>3];f[r>>2]=i+24}g=f[e>>2]|0;o=e+4|0;h=f[o>>2]|0;if((h|0)!=(g|0))f[o>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);h=f[a>>2]|0;n=a+4|0;g=f[n>>2]|0;if((h|0)!=(g|0)){k=e;l=d;while(1){m=k;i=f[m>>2]|0;b=m+4|0;j=f[b>>2]|0;if((j|0)!=(i|0))f[b>>2]=j+(~(((j+-24-i|0)>>>0)/24|0)*24|0);j=l;i=f[j>>2]|0;j=(f[j+4>>2]|0)-(f[l>>2]|0)|0;b=i+(((j|0)/24|0)*24|0)|0;if(j|0)do{_Ba(h,i,c,m,0);i=i+72|0}while((i|0)!=(b|0));h=h+12|0;if((h|0)==(g|0))break;else{m=l;l=k;k=m}}h=f[a>>2]|0;g=f[n>>2]|0}if(!(((g-h|0)/12|0)&1)){c=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=c;c=f[r>>2]|0;f[r>>2]=f[o>>2];f[o>>2]=c;e=e+8|0;c=f[q>>2]|0;f[q>>2]=f[e>>2];f[e>>2]=c}g=f[d>>2]|0;h=f[r>>2]|0;if((h|0)==(g|0))return;f[r>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);return}function Slb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+96|0;F=I;H=c+4|0;e=f[H>>2]|0;G=c+8|0;g=f[G>>2]|0;if((e|0)==(g|0)){jlb(c,b);h=f[H>>2]|0;g=f[G>>2]|0}else{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];h=e+24|0;f[H>>2]=h}e=b+24|0;if((h|0)==(g|0))jlb(c,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[b+32>>3];p[h+16>>3]=+p[b+40>>3];f[H>>2]=h+24}e=f[d>>2]|0;E=d+4|0;g=f[E>>2]|0;if((g|0)!=(e|0))f[E>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;D=a+4|0;e=f[D>>2]|0;if((g|0)!=(e|0)){r=F+24|0;s=F+48|0;t=F+72|0;v=F+80|0;w=F+88|0;x=F+56|0;y=F+64|0;z=F+32|0;A=F+40|0;B=F+8|0;C=F+16|0;m=d;n=c;while(1){o=m;h=f[o>>2]|0;q=o+4|0;b=f[q>>2]|0;if((b|0)!=(h|0))f[q>>2]=b+(~(((b+-24-h|0)>>>0)/24|0)*24|0);l=n;h=f[l>>2]|0;l=(f[l+4>>2]|0)-(f[n>>2]|0)|0;k=h+(((l|0)/24|0)*24|0)|0;if(l|0){l=o+8|0;do{j=dCa(g,h,F)|0;do if(j|0){i=f[q>>2]|0;b=f[l>>2]|0;if((i|0)==(b|0)){jlb(o,F);b=f[l>>2]|0;i=f[q>>2]|0}else{p[i>>3]=+p[F>>3];p[i+8>>3]=+p[B>>3];p[i+16>>3]=+p[C>>3];i=i+24|0;f[q>>2]=i}if((i|0)==(b|0))jlb(o,r);else{p[i>>3]=+p[r>>3];p[i+8>>3]=+p[z>>3];p[i+16>>3]=+p[A>>3];f[q>>2]=i+24}if((j|0)==2){b=f[q>>2]|0;i=f[l>>2]|0;if((b|0)==(i|0)){jlb(o,s);j=f[q>>2]|0;b=f[l>>2]|0}else{p[b>>3]=+p[s>>3];p[b+8>>3]=+p[x>>3];p[b+16>>3]=+p[y>>3];j=b+24|0;f[q>>2]=j;b=i}if((j|0)==(b|0)){jlb(o,t);break}else{p[j>>3]=+p[t>>3];p[j+8>>3]=+p[v>>3];p[j+16>>3]=+p[w>>3];f[q>>2]=j+24;break}}}while(0);h=h+48|0}while((h|0)!=(k|0))}g=g+12|0;if((g|0)==(e|0))break;else{q=n;n=m;m=q}}g=f[a>>2]|0;e=f[D>>2]|0}if(!(((e-g|0)/12|0)&1)){F=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=F;F=f[H>>2]|0;f[H>>2]=f[E>>2];f[E>>2]=F;d=d+8|0;F=f[G>>2]|0;f[G>>2]=f[d>>2];f[d>>2]=F}e=f[c>>2]|0;g=f[H>>2]|0;if((g|0)==(e|0)){u=I;return}f[H>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);u=I;return}function Tlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=40908;k=a+8|0;j=f[k>>2]|0;l=a+12|0;c=f[l>>2]|0;d=j;if((c|0)!=(j|0))f[l>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[a+4>>2]=d;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)!=(e|0))f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);b[a+20>>0]=0;b[a+37>>0]=0;c=f[a+56>>2]|0;if(c|0){d=a+60|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+40>>2]|0;if(c|0){d=a+44|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+24>>2]|0;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[k>>2]|0;if(!c)return;d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function Ulb(a){a=a|0;Tlb(a);sOb(a);return}function Vlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1120|0;if((c|0)==1&(d^1)){r=m3a(260024,239638,36)|0;vEb(s+12|0,r+(f[(f[r>>2]|0)+-12>>2]|0)|0);d=XFb(s+12|0,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(s+12|0);OEb(r,d)|0;AEb(r)|0;r=0;u=s;return r|0}i=f[b>>2]|0;e=(f[b+4>>2]|0)-i|0;a:do if((e|0)>8&d){h=f[i>>2]|0;e=(e>>3)+-1|0;while(1){if((f[i+(e<<3)>>2]|0)!=(h|0))break a;if((f[i+(e<<3)+4>>2]|0)!=(f[(i+4|0)>>2]|0))break a;g=e+-1|0;if((e|0)>1)e=g;else{e=g;break}}}else e=(e>>3)+-1|0;while(0);while(1){if((e|0)<=0)break;g=e+-1|0;if((f[i+(e<<3)>>2]|0)!=(f[i+(g<<3)>>2]|0))break;if((f[i+(e<<3)+4>>2]|0)==(f[i+(g<<3)+4>>2]|0))e=g;else break}if(d?(e|0)<2:(e|0)<1){r=0;u=s;return r|0}h=e+1|0;p=qOb(h>>>0>48806446?-1:h*88|0)|0;if(!h)g=i;else{g=p;do{f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=g+88|0}while((g|0)!=(p+(h*88|0)|0|0));g=f[b>>2]|0}f[(s+12|0)>>2]=p;m=g+8|0;o=f[m+4>>2]|0;f[(p+96|0)>>2]=f[m>>2];f[(p+96|0)+4>>2]=o;b:do{o=1;if(o){o=0;if(amb(g,a+20|0)|0){if(!(amb((f[b>>2]|0)+(e<<3)|0,a+20|0)|0)){tOb(p);q=0;break}g=p+(e*88|0)|0;j=f[b>>2]|0;l=p;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+56>>2]=p+88|0;f[p+60>>2]=g;h=f[j+4>>2]|0;f[(p+8|0)>>2]=f[j>>2];f[(p+8|0)+4>>2]=h;f[p+52>>2]=-1;h=e+-1|0;i=j+(e<<3)|0;l=g;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=p;f[p+(e*88|0)+60>>2]=p+(h*88|0)|0;l=f[i+4>>2]|0;m=p+(e*88|0)+8|0;f[m>>2]=f[i>>2];f[m+4>>2]=l;f[p+(e*88|0)+52>>2]=-1;if((e|0)>1){g=j;do{amb(g+(h<<3)|0,a+20|0)|0;i=p+((h+1|0)*88|0)|0;e=h;h=h+-1|0;j=p+(h*88|0)|0;g=f[b>>2]|0;k=g+(e<<3)|0;l=p+(e*88|0)|0;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=i;f[p+(e*88|0)+60>>2]=j;m=f[k+4>>2]|0;f[(p+(e*88|0)+8|0)>>2]=f[k>>2];f[(p+(e*88|0)+8|0)+4>>2]=m;f[p+(e*88|0)+52>>2]=-1}while((e|0)>1)}m=p;b=p;f[s+32>>2]=a;f[s+48>>2]=c;f[s+56>>2]=d;f[s+112>>2]=m;f[s+136>>2]=b;f[s+224>>2]=q;f[s+920>>2]=p;f[s+1048>>2]=r;f[s+1064>>2]=0;f[s+1068>>2]=0;anb(s);q=f[s+224>>2]|0;G=f[s+1064>>2]|0;D=f[s+1068>>2]|0;H=+n[s+1068>>2];f[s+1064>>2]=0;f[s+1068>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}else o=1}if(o)if(1){tOb(p);q=0}}while(0);r=q;u=s;return r|0}function Wlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[a+8>>2]|0;c=a+12|0;d=f[c>>2]|0;e=j;if((d|0)!=(j|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);f[a+4>>2]=e;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)==(e|0)){j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}function Xlb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;m=q;n=a+8|0;b=f[n>>2]|0;p=a+4|0;f[p>>2]=b;o=a+12|0;c=f[o>>2]|0;if((c|0)==(b|0)){u=q;return}Ylb(b,c,m);l=a+56|0;c=f[l>>2]|0;k=a+60|0;if(!c)b=a+64|0;else{b=f[k>>2]|0;if((b|0)!=(c|0))f[k>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);b=a+64|0;f[b>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[n>>2]|0;if((b|0)!=(f[o>>2]|0)){j=a+64|0;d=0;e=0;while(1){c=f[b>>2]|0;f[m>>2]=c;if((d|0)==(e|0)){Zlb(l,m);d=f[k>>2]|0}else{f[d>>2]=c;d=d+4|0;f[k>>2]=d}i=f[l>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{r=g;g=c;c=r}}f[g>>2]=h}}c=f[b+4>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=1;f[c+52>>2]=-1}c=f[b+8>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=2;f[c+52>>2]=-1}b=b+12|0;if((b|0)==(f[o>>2]|0))break;d=f[k>>2]|0;e=f[j>>2]|0}b=f[n>>2]|0}f[a+52>>2]=0;f[p>>2]=b;u=q;return}function Ylb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=0;l=u;u=u+736|0;j=b;a:while(1){d=j;i=j+-12|0;b=a;while(1){k=b;f[l+48>>2]=c;f[l+56>>2]=b;f[l+120>>2]=j;f[l+152>>2]=k;f[l+288>>2]=e;f[l+408>>2]=g;f[l+464>>2]=d;f[l+512>>2]=i;f[l+640>>2]=h;f[l+664>>2]=0;f[l+668>>2]=0;bnb(l);b=f[l+56>>2]|0;k=f[l+152>>2]|0;e=f[l+288>>2]|0;g=f[l+408>>2]|0;h=f[l+640>>2]|0;G=f[l+664>>2]|0;D=f[l+668>>2]|0;H=+n[l+668>>2];f[l+664>>2]=0;f[l+668>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((h|0)==81){h=0;Ylb(e+12|0,j,c);a=k;j=e;continue}else if((h|0)==82){h=0;if(g){h=83;break}else{a=k;j=e;continue}}}a=1;if(a)if((h|0)==5){if((f[k>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==7){a=k+12|0;j=f[a>>2]|0;b=(j|0)<(f[i>>2]|0);if((f[k>>2]|0)>=(j|0)){if(!b){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}if(b){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==15){_lb(k,k+12|0,k+24|0,i,c)|0;u=l;return}else a=1;if(a)if((h|0)==16){a=k+12|0;b=k+24|0;d=k+36|0;_lb(k,a,b,d,c)|0;if((f[d>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[d>>2];f[l+4>>2]=f[d+4>>2];f[l+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[b>>2]|0)>=(f[d>>2]|0)){u=l;return};f[l>>2]=f[b>>2];f[l+4>>2]=f[b+4>>2];f[l+8>>2]=f[b+8>>2];f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}else a=1;if(a)if((h|0)==22){b=k+24|0;a=k+12|0;d=f[k>>2]|0;e=f[a>>2]|0;g=f[b>>2]|0;do if((d|0)<(e|0)){if((e|0)<(g|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];break};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2]}}else if((e|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((d|0)<(f[a>>2]|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2]}}while(0);a=k+36|0;if((a|0)==(j|0)){u=l;return}while(1){e=f[a>>2]|0;if((f[b>>2]|0)<(e|0)){h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;d=a;while(1){f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];if((b|0)==(k|0)){b=k;break}d=b+-12|0;if((f[d>>2]|0)<(e|0)){i=b;b=d;d=i}else break}f[b>>2]=e;i=b+4|0;f[i>>2]=g;f[i+4>>2]=h}b=a+12|0;if((b|0)==(j|0))break;else{i=a;a=b;b=i}}u=l;return}else a=1;if(a)if((h|0)==83)if(1){u=l;return}}function Zlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function _lb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;h=u;u=u+16|0;g=h;i=f[b>>2]|0;e=(i|0)<(f[c>>2]|0);do if((f[a>>2]|0)<(i|0)){if(e){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=1;break};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];if((f[b>>2]|0)<(f[c>>2]|0)){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=2}else e=1}else if(e){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)<(f[b>>2]|0)){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];e=2}else e=1}else e=0;while(0);if((f[c>>2]|0)>=(f[d>>2]|0)){i=e;u=h;return i|0};f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];f[g+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];if((f[b>>2]|0)>=(f[c>>2]|0)){i=e+1|0;u=h;return i|0};f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){i=e+2|0;u=h;return i|0};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];i=e+3|0;u=h;return i|0}function $lb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;switch((b-a|0)/12|0|0){case 2:{d=b+-12|0;if((f[a>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 3:{e=a+12|0;d=b+-12|0;b=f[e>>2]|0;c=(b|0)<(f[d>>2]|0);if((f[a>>2]|0)>=(b|0)){if(!c){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}if(c){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 4:{_lb(a,a+12|0,a+24|0,b+-12|0,c)|0;i=1;u=j;return i|0}case 5:{e=a+12|0;g=a+24|0;h=a+36|0;d=b+-12|0;_lb(a,e,g,h,c)|0;if((f[h>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=f[d>>2];f[h+4>>2]=f[d+4>>2];f[h+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[g>>2]|0)>=(f[h>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[g>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 1:case 0:{i=1;u=j;return i|0}default:{e=a+24|0;d=a+12|0;c=f[a>>2]|0;k=f[d>>2]|0;g=f[e>>2]|0;h=(k|0)<(g|0);do if((c|0)<(k|0)){if(h){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];break};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[d>>2]|0)<(g|0)){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2]}}else if(h){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((c|0)<(f[d>>2]|0)){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2]}}while(0);d=a+36|0;a:do if((d|0)==(b|0)){c=1;d=0}else{c=0;while(1){h=f[d>>2]|0;if((f[e>>2]|0)<(h|0)){l=d+4|0;k=f[l+4>>2]|0;g=i;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=d;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];if((e|0)==(a|0)){e=a;break}g=e+-12|0;if((f[g>>2]|0)<(h|0)){l=e;e=g;g=l}else break}f[e>>2]=h;h=i;k=f[h+4>>2]|0;l=e+4|0;f[l>>2]=f[h>>2];f[l+4>>2]=k;c=c+1|0;if((c|0)==8){c=0;d=(d+12|0)==(b|0);break a}}e=d+12|0;if((e|0)==(b|0)){c=1;d=0;break}else{l=d;d=e;e=l}}}while(0);l=d|c;u=j;return l|0}}return 0}function amb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h;e=f[a>>2]|0;g=(e|0)>32767;if(!(b[c>>0]|0)){if(!g)if(!((e|0)<-32767?1:((f[a+4>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}b[c>>0]=1;g=amb(a,c)|0;u=h;return g|0}else{c=a+4|0;if(!g)if(!((e|0)<-32767?1:((f[c>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}g=m3a(260024,239675,45)|0;g=m3a(JEb(g,f[a>>2]|0)|0,239721,3)|0;g=JEb(g,f[c>>2]|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(d,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(d);OEb(g,e)|0;AEb(g)|0;g=0;u=h;return g|0}return 0}function bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function cmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;if((f[b+52>>2]|0)==-2){a:do if(c){d=b;while(1){e=f[d+56>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+60>>2]|0}while((d|0)!=(b|0))}else{d=b;while(1){e=f[d+60>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+56>>2]|0}while((d|0)!=(b|0))}while(0);if((h|0)==11)if((d|0)!=(b|0)){d=f[(c?b+56|0:b+60|0)>>2]|0;f[i>>2]=f[d+4>>2];f[i+4>>2]=0;f[i+8>>2]=d;f[d+40>>2]=0;d=dmb(a,d,c)|0;e=a+12|0;h=f[e>>2]|0;if((h|0)==(f[a+16>>2]|0))bmb(a+8|0,i);else{f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[e>>2]=(f[e>>2]|0)+12}b=d;u=j;return b|0}if(c){b=f[b+56>>2]|0;u=j;return b|0}else{b=f[b+60>>2]|0;u=j;return b|0}}g=+p[b+24>>3];do if(g==-1.e+40){d=f[(c?b+60|0:b+56|0)>>2]|0;e=f[b>>2]|0;h=(f[d>>2]|0)!=(e|0);if(!(+p[d+24>>3]==-1.e+40)){if(!h)break;a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i;break}if(h)if((f[d+16>>2]|0)!=(e|0)){a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i}}while(0);if(c){e=b;while(1){h=f[e+56>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+60>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+56>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+60>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+60>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+56|0}else{e=b;while(1){h=f[e+60>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>=(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+60>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+56>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+56>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+60|0}b=f[d>>2]|0;u=j;return b|0}function emb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;r=s+4|0;p=s;q=a+76|0;Xlb(q);f[r>>2]=r;d=r+4|0;f[d>>2]=r;e=r+8|0;f[e>>2]=0;g=a+44|0;h=a+52|0;if(f[h>>2]|0){c=f[a+48>>2]|0;o=(f[g>>2]|0)+4|0;n=f[c>>2]|0;f[n+4>>2]=f[o>>2];f[f[o>>2]>>2]=n;f[h>>2]=0;if((c|0)!=(g|0)){do{o=c;c=f[c+4>>2]|0;sOb(o)}while((c|0)!=(g|0));c=f[e>>2]|0;if(c|0){m=f[d>>2]|0;n=f[r>>2]|0;o=n+4|0;l=f[m>>2]|0;f[l+4>>2]=f[o>>2];f[f[o>>2]>>2]=l;l=f[g>>2]|0;f[l+4>>2]=m;f[m>>2]=l;f[g>>2]=n;f[o>>2]=g;f[h>>2]=(f[h>>2]|0)+c;f[e>>2]=0}}}k=a+56|0;f[k>>2]=0;do if(jmb(q,r)|0){c=f[r>>2]|0;kmb(a,c);l=a+88|0;m=a+80|0;n=a+16|0;o=a+20|0;a:while(1){if(!(jmb(q,p)|0))if((f[m>>2]|0)==(f[l>>2]|0)){p=26;break}while(1){d=f[k>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:k)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){p=23;break a}}c=f[o>>2]|0;d=f[n>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[o>>2]|0;d=f[n>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[o>>2]=c+(~((c+-4-d|0)>>>2)<<2)}c=f[p>>2]|0;if(!(mmb(a,c)|0)){p=25;break}if(!(nmb(a,c)|0)){p=25;break}kmb(a,c)}if((p|0)==23){f[r>>2]=c;p=24;break}else if((p|0)==25){k=0;break}else if((p|0)==26){n=a+116|0;o=a+120|0;e=f[o>>2]|0;d=f[n>>2]|0;c=d;if((e|0)!=(d|0)){l=a+72|0;m=e-d>>2;i=0;do{g=f[c+(i<<2)>>2]|0;k=f[g+16>>2]|0;if(k|0)if(!(b[g+5>>0]|0)){h=b[l>>0]^b[g+4>>0];j=0.0;g=k;do{r=f[g+16>>2]|0;j=j+ +((f[g+4>>2]|0)+(f[r+4>>2]|0)|0)*+((f[r+8>>2]|0)-(f[g+8>>2]|0)|0);g=f[g+12>>2]|0}while((g|0)!=(k|0));if((h&255|0)==(j*.5>0.0|0)){g=k;do{q=g+12|0;r=g;g=f[q>>2]|0;r=r+16|0;f[q>>2]=f[r>>2];f[r>>2]=g}while((g|0)!=(k|0))}}i=i+1|0}while(i>>>0<m>>>0)}if((f[a+4>>2]|0)!=(f[a+8>>2]|0)){omb(a);c=f[n>>2]|0;e=f[o>>2]|0;d=c}if((e|0)!=(d|0)){h=0;do{c=f[c+(h<<2)>>2]|0;g=c+16|0;d=f[g>>2]|0;do if(d|0){if(!(b[c+5>>0]|0)){pmb(a,c);break}c=f[d+16>>2]|0;b:do if((c|0)==(d|0))c=d;else while(1){while(1){d=f[d+12>>2]|0;e=f[d+16>>2]|0;if((f[d+4>>2]|0)==(f[e+4>>2]|0))if((f[d+8>>2]|0)==(f[e+8>>2]|0))break;if((c|0)==(d|0))break b}c=(d|0)==(c|0)?e:c;r=d+12|0;f[e+12>>2]=f[r>>2];f[(f[r>>2]|0)+16>>2]=e;sOb(d);if((c|0)==(e|0)){c=e;break}else d=e}while(0);if((f[c+16>>2]|0)==(c|0)){sOb(c);f[g>>2]=0}}while(0);h=h+1|0;c=f[n>>2]|0}while(h>>>0<(f[o>>2]|0)-c>>2>>>0)}if(!(b[a+74>>0]|0)){k=1;break}qmb(a);k=1;break}}else p=24;while(0);if((p|0)==24)k=0;h=a+4|0;i=a+8|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2)}h=a+16|0;i=a+20|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)==(d|0)){u=s;return k|0}else g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if((d|0)==(c|0)|(e|0)==0){u=s;return k|0}f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=s;return k|0}function fmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);return}function gmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function hmb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);return}function imb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function jmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=f[a+56>>2]|0;p=a+60|0;a=f[p>>2]|0;if((r|0)==(a|0)){r=0;return r|0}f[b>>2]=f[r>>2];q=r;d=a-q|0;c=d>>2;k=a+-4|0;if((d|0)>4){j=f[r>>2]|0;f[r>>2]=f[k>>2];f[k>>2]=j;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;a=r+4|0;c=a;if((d|0)>12){o=r+8|0;n=(f[a>>2]|0)<(f[o>>2]|0);a=n?2:1;c=n?o:c}else a=1;d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{o=g;g=c;f[o>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){o=d+4|0;n=(f[d>>2]|0)<(f[o>>2]|0);a=n?e:a;c=n?o:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){r=1;return r|0}l=r+4|0;m=l;n=r+8|0;o=n;while(1){a=f[b>>2]|0;if((a|0)!=(f[r>>2]|0)){a=1;c=26;break}d=k-q|0;c=d>>2;k=k+-4|0;if((d|0)>4){f[r>>2]=f[k>>2];f[k>>2]=a;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;if((d|0)>12){c=(f[l>>2]|0)<(f[n>>2]|0);a=c?2:1;c=c?o:m}else{a=1;c=m}d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{e=g;g=c;f[e>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){s=d+4|0;d=(f[d>>2]|0)<(f[s>>2]|0);a=d?e:a;c=d?s:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){a=1;c=26;break}}if((c|0)==26)return a|0;return 0}function kmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0,I=0;F=u;u=u+16|0;A=F;B=a+88|0;C=a+80|0;c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){u=F;return}D=a+132|0;E=a+136|0;r=a+140|0;s=a+128|0;t=a+56|0;v=a+8|0;w=a+12|0;x=a+4|0;y=a+16|0;z=a+20|0;while(1){if((f[c>>2]|0)!=(b|0)){c=107;break}f[C>>2]=c+12;o=f[c+4>>2]|0;q=f[c+8>>2]|0;n=(o|0)!=0;do if(n){Rmb(a,o,0);if(!q){Smb(a,o);if(Tmb(a,o)|0)j=Amb(a,o,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}break}if(!(f[s>>2]|0)){f[q+72>>2]=0;f[q+68>>2]=0;c=s}else{i=q+20|0;j=q+16|0;k=q+24|0;l=q+4|0;c=o+68|0;d=f[c>>2]|0;a:do if(!d){e=o;d=0}else{m=f[q+8>>2]|0;e=o;while(1){g=f[d+8>>2]|0;do if((m|0)==(g|0)){g=f[i>>2]|0;h=f[d+20>>2]|0;if((g|0)>(h|0)){G=+p[d+24>>3]*+(g-(f[d+4>>2]|0)|0);if((f[j>>2]|0)<((f[d>>2]|0)+~~(G+(G<0.0?-.5:.5))|0))break a;else break}if((g|0)==(h|0))g=f[j>>2]|0;else{G=+p[k>>3]*+(h-(f[l>>2]|0)|0);g=(f[q>>2]|0)+~~(G+(G<0.0?-.5:.5))|0}if((f[d+16>>2]|0)>(g|0))break a}else if((m|0)<(g|0))break a;while(0);c=d+68|0;e=f[c>>2]|0;if(!e){e=d;d=0;break}else{h=d;d=e;e=h}}}while(0);f[q+68>>2]=d;d=f[c>>2]|0;if(d|0)f[d+72>>2]=q;f[q+72>>2]=e}f[c>>2]=q;Smb(a,o);f[q+44>>2]=f[o+44>>2];f[q+48>>2]=f[o+48>>2];if(Tmb(a,o)|0)j=Gmb(a,o,q,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}else{Rmb(a,q,0);Smb(a,q);if(Tmb(a,q)|0)j=Amb(a,q,q)|0;else j=0}while(0);if(q|0){k=q+24|0;if(+p[k>>3]==-1.e+40){c=f[t>>2]|0;if(!c){f[t>>2]=q;f[q+80>>2]=0;c=0}else{f[q+80>>2]=0;f[c+80>>2]=q;f[t>>2]=q}f[q+76>>2]=c;c=f[q+64>>2]|0;if(c|0){c=f[c+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}}else{c=f[q+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}if(n){if(j|0)if(+p[k>>3]==-1.e+40){d=f[z>>2]|0;c=f[y>>2]|0;if((d|0)!=(c|0))if(f[q+40>>2]|0){i=q+16|0;h=0;do{e=f[c+(h<<2)>>2]|0;g=f[e>>2]|0;m=f[g+4>>2]|0;e=e+8|0;n=f[e>>2]|0;k=f[q>>2]|0;H=f[i>>2]|0;l=(m|0)>(n|0);I=(k|0)>(H|0);if(((l?n:m)|0)<((I?k:H)|0)?((I?H:k)|0)<((l?m:n)|0):0){I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=g;f[d+4>>2]=j;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[y>>2]|0;d=f[z>>2]|0}h=h+1|0}while(h>>>0<d-c>>2>>>0)}}if((f[o+52>>2]|0)>-1){c=f[o+72>>2]|0;if(c|0)if((f[c+8>>2]|0)==(f[o>>2]|0))if((f[c+52>>2]|0)>-1){H=c;I=c+16|0;m=o+8|0;d=o+16|0;n=d;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[o+40>>2]|0)if(f[c+40>>2]|0){n=Amb(a,c,o)|0;I=d;H=f[I>>2]|0;I=f[I+4>>2]|0;c=pOb(16)|0;f[A>>2]=c;f[c>>2]=j;f[c+4>>2]=n;d=c+8|0;f[d>>2]=H;f[d+4>>2]=I;d=f[v>>2]|0;if((d|0)==(f[w>>2]|0))Bmb(x,A);else{f[d>>2]=c;f[v>>2]=(f[v>>2]|0)+4}}}}g=o+68|0;c=f[g>>2]|0;if((c|0)!=(q|0)){if((f[q+52>>2]|0)>-1){d=f[q+72>>2]|0;if((f[d+52>>2]|0)>-1){H=d+8|0;I=d+16|0;m=q+8|0;e=q+16|0;n=e;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[q+40>>2]|0)if(f[d+40>>2]|0){c=Amb(a,d,q)|0;I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=j;f[d+4>>2]=c;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[g>>2]|0}}}if(!((c|0)==0|(c|0)==(q|0))){d=o+8|0;do{Dmb(a,q,c,d);c=f[c+68>>2]|0}while((c|0)!=(q|0))}}}}c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){c=107;break}}if((c|0)==107){u=F;return}}function lmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0;s=0;t=u;u=u+1632|0;f[t>>2]=b;m=(f[b+40>>2]|0)==0;o=f[b>>2]|0;q=f[b+16>>2]|0;k=(o|0)<(q|0)?o:q;r=(o|0)<(q|0)?q:o;l=b;while(1){c=f[l+64>>2]|0;if(!c){s=4;break}if(+p[c+24>>3]==-1.e+40)l=c;else{j=0;break}}do if((s|0)==4){c=f[l+56>>2]|0;d=f[l+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}c=f[l+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}j=0}while(0);a:do if(!(f[(a+52|0)>>2]|0)){h=a+48|0;i=a+44|0;c=0;d=0}else{if((o|0)<(q|0)){d=f[(a+48|0)>>2]|0;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;c=d;d=0;break}else c=d;while(1){e=f[c+8>>2]|0;if((e|0)>(o|0))break;c=f[d+4>>2]|0;d=c;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;d=0;break a}}h=a+48|0;i=a+44|0;c=(e|0)<(f[l+16>>2]|0)?c:a+44|0;d=0;break}g=f[(a+48|0)>>2]|0;if((g|0)==(a+44|0|0)){h=a+48|0;i=a+44|0;c=0;d=a+44|0}else{d=a+44|0;c=a+44|0;while(1){if((f[(f[d>>2]|0)+8>>2]|0)<=(o|0))break;e=f[d>>2]|0;if((g|0)==(e|0)){h=a+48|0;i=a+44|0;c=0;d=e;break a}else{d=e;c=e}}if((c|0)==(g|0)){h=a+48|0;i=a+44|0;c=0}else{h=a+48|0;i=a+44|0;c=0;d=(f[(f[d>>2]|0)+8>>2]|0)>(f[l+16>>2]|0)?d:g}}}while(0);v=0;e=(o|0)<(q|0);g=k;k=r;o=c;q=d;r=b;f[t+32>>2]=a;f[t+80>>2]=l;f[t+88>>2]=j;f[t+96>>2]=v;f[t+144>>2]=e;f[t+152>>2]=g;f[t+160>>2]=k;f[t+208>>2]=h;f[t+216>>2]=i;f[t+272>>2]=o;f[t+368>>2]=q;f[t+456>>2]=r;f[t+1456>>2]=m;f[t+1528>>2]=s;f[t+1560>>2]=0;f[t+1564>>2]=0;cnb(t);G=f[t+1560>>2]|0;D=f[t+1564>>2]|0;H=+n[t+1564>>2];f[t+1560>>2]=0;f[t+1564>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function mmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[a+128>>2]|0)){a=1;return a|0}Hmb(a,b);h=a+28|0;i=a+32|0;b=f[i>>2]|0;c=f[h>>2]|0;switch(b-c>>2|0){case 1:{d=b;break}case 0:{a=1;return a|0}default:e=3}do if((e|0)==3)if(Imb(a)|0){d=f[i>>2]|0;c=f[h>>2]|0;break}else{a=0;return a|0}while(0);b=c;if((d|0)==(c|0)){d=b;b=c}else{g=a+76|0;e=0;while(1){b=f[b+(e<<2)>>2]|0;d=b+4|0;Dmb(a,f[b>>2]|0,f[d>>2]|0,b+8|0);Emb(g,f[b>>2]|0,f[d>>2]|0);if(b|0)sOb(b);e=e+1|0;b=f[i>>2]|0;c=f[h>>2]|0;d=c;if(e>>>0>=b-c>>2>>>0)break;else b=d}}if((d|0)!=(b|0))f[i>>2]=b+(~((b+-4-c|0)>>>2)<<2);f[a+56>>2]=0;a=1;return a|0}function nmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+32|0;E=H+28|0;t=H+8|0;v=H+24|0;w=H+20|0;x=H;F=H+16|0;G=a+76|0;D=a+128|0;d=f[D>>2]|0;f[F>>2]=d;a:do if(!d){C=a+44|0;B=a+52|0;A=a+56|0}else{k=a+74|0;l=a+44|0;m=a+52|0;o=a+56|0;q=a+8|0;r=a+12|0;s=a+4|0;b:while(1){h=d;c:do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0)){d=f[h+56>>2]|0;e=f[h+16>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}else y=10;else y=10;else y=10;if((y|0)==10){y=0;d=f[h+60>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}}do if((y|0)==13){y=0;if((f[j+52>>2]|0)!=-2){n=+p[j+24>>3];if((f[j+68>>2]|0)==(f[j+72>>2]|0))if(n==-1.e+40){y=20;break c}else break;else if(n!=-1.e+40)break;else{y=20;break c}}}while(0);if(b[k>>0]|0){g=pOb(12)|0;f[g+8>>2]=f[h+16>>2];f[g+4>>2]=l;e=f[l>>2]|0;f[g>>2]=e;f[e+4>>2]=g;f[l>>2]=g;f[m>>2]=(f[m>>2]|0)+1}d=f[h+72>>2]|0;g=ymb(a,h)|0;if(g)g=(d|0)==0?D:d+68|0;else{z=0;y=84;break b}}else y=20;else y=20;while(0);if((y|0)==20){y=0;do if((f[h+20>>2]|0)==(c|0))if(!(f[h+64>>2]|0))y=29;else if(+p[(f[h+64>>2]|0)+24>>3]==-1.e+40){if(!(zmb(G,F)|0)){z=0;y=84;break b}d=f[F>>2]|0;if((f[d+52>>2]|0)>-1)Amb(a,d,d)|0;e=f[o>>2]|0;if(!e){f[o>>2]=d;f[d+80>>2]=0;f[d+76>>2]=0;i=d;break}else{f[d+76>>2]=e;f[d+80>>2]=0;f[e+80>>2]=d;f[o>>2]=d;i=d;break}}else y=29;else y=29;while(0);if((y|0)==29){y=0;if((f[h+20>>2]|0)==(c|0))d=f[h+16>>2]|0;else{n=+p[h+24>>3]*+(c-(f[h+4>>2]|0)|0);d=(f[h>>2]|0)+~~(n+(n<0.0?-.5:.5))|0}f[h+8>>2]=d;f[h+12>>2]=c;i=h}if(!(b[k>>0]|0))d=i;else{d=f[i+72>>2]|0;if((f[i+52>>2]|0)>-1)if((d|0)!=0&(f[i+40>>2]|0)!=0)if((f[d+52>>2]|0)>-1)if((f[d+8>>2]|0)==(f[i+8>>2]|0))if(!(f[d+40>>2]|0))d=i;else{h=i+8|0;g=f[h>>2]|0;h=f[h+4>>2]|0;I=t;f[I>>2]=g;f[I+4>>2]=h;I=Amb(a,d,t)|0;e=Amb(a,i,t)|0;d=pOb(16)|0;f[E>>2]=d;f[d>>2]=I;f[d+4>>2]=e;e=d+8|0;f[e>>2]=g;f[e+4>>2]=h;e=f[q>>2]|0;if((e|0)==(f[r>>2]|0))Bmb(s,E);else{f[e>>2]=d;f[q>>2]=(f[q>>2]|0)+4}d=f[F>>2]|0}else d=i;else d=i;else d=i;else d=i}g=d+68|0}d=f[g>>2]|0;f[F>>2]=d;if(!d){C=l;B=m;A=o;break a}}if((y|0)==84){u=H;return z|0}}while(0);j=a+48|0;f[v>>2]=f[j>>2];f[w>>2]=C;I=f[B>>2]|0;f[t>>2]=f[v>>2];f[E>>2]=f[w>>2];Cmb(t,E,I,x)|0;while(1){d=f[A>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:A)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){z=0;y=84;break}}if((y|0)==84){u=H;return z|0}if(f[B>>2]|0){d=f[j>>2]|0;I=(f[a+44>>2]|0)+4|0;A=f[d>>2]|0;f[A+4>>2]=f[I>>2];f[f[I>>2]>>2]=A;f[B>>2]=0;if((d|0)!=(C|0))do{I=d;d=f[d+4>>2]|0;sOb(I)}while((d|0)!=(C|0))}d=f[D>>2]|0;f[F>>2]=d;if(!d){I=1;u=H;return I|0}k=a+8|0;l=a+12|0;m=a+4|0;d:while(1){e=d;do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0))d=e;else{if((f[e+52>>2]|0)>-1)j=Amb(a,e,e+16|0)|0;else j=0;if(!(zmb(G,F)|0)){z=0;y=84;break d}d=f[F>>2]|0;g=f[d+72>>2]|0;i=f[d+68>>2]|0;if(g|0){h=g+8|0;if((f[h>>2]|0)==(f[d>>2]|0)){e=f[g+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[g+52>>2]|0)>-1)if((e|0)>(f[g+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=h;C=g+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[g+40>>2]|0){C=Amb(a,g,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}break}}}}if(i){g=i+8|0;if((f[g>>2]|0)==(f[d>>2]|0)){e=f[i+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[i+52>>2]|0)>-1)if((e|0)>(f[i+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=g;C=i+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[i+40>>2]|0){C=Amb(a,i,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}}}}}}else d=e;while(0);d=f[d+68>>2]|0;f[F>>2]=d;if(!d){z=1;y=84;break}}if((y|0)==84){u=H;return z|0}return 0}function omb(a){a=a|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+16|0;s=C;x=a+4|0;y=a+8|0;c=f[x>>2]|0;if((f[y>>2]|0)==(c|0)){u=C;return}z=a+116|0;A=a+116|0;B=a+120|0;t=a+124|0;v=a+73|0;w=a+72|0;r=0;do{j=f[c+(r<<2)>>2]|0;e=f[z>>2]|0;p=f[e+(f[f[j>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[p>>2]<<2)>>2]|0;if((p|0)==(c|0))break;else p=c}k=j+4|0;i=f[e+(f[f[k>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[i>>2]<<2)>>2]|0;if((i|0)==(c|0))break;else i=c}n=p+16|0;a:do if(f[n>>2]|0){g=i+16|0;if(f[g>>2]|0)if(!(b[p+5>>0]|0))if(!(b[i+5>>0]|0)){h=(p|0)==(i|0);b:do if(h){e=p;l=p}else{c=p;while(1){c=f[c+8>>2]|0;if((c|0)==(i|0)){e=i;l=i;break b}if(!c){c=i;break}}do{c=f[c+8>>2]|0;if((c|0)==(p|0)){e=p;l=i;break b}}while((c|0)!=0);e=umb(p,i)|0;l=i}while(0);if(vmb(a,j,p,l)|0){if(!h){f[g>>2]=0;f[l+20>>2]=0;f[i>>2]=f[p>>2];b[p+4>>0]=b[e+4>>0]|0;c=l+8|0;if((e|0)==(l|0))f[p+8>>2]=f[c>>2];f[c>>2]=p;if(!(b[v>>0]|0))break;c=f[B>>2]|0;e=f[A>>2]|0;j=e;if((c|0)==(e|0))break;g=c-e>>2;e=0;while(1){h=f[j+(e<<2)>>2]|0;i=h+8|0;c=f[i>>2]|0;c:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break c;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);if((c|0)==(l|0)&(f[h+16>>2]|0)!=0)f[i>>2]=p;e=e+1|0;if(e>>>0>=g>>>0)break a}}f[n>>2]=f[j>>2];f[p+20>>2]=0;c=pOb(24)|0;f[s>>2]=c;b[c+4>>0]=0;b[c+5>>0]=0;e=c+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[B>>2]|0;if((e|0)==(f[t>>2]|0)){rmb(A,s);m=f[B>>2]|0}else{f[e>>2]=c;m=(f[B>>2]|0)+4|0;f[B>>2]=m}j=f[A>>2]|0;o=f[s>>2]|0;f[o>>2]=(m-j>>2)+-1;g=f[k>>2]|0;i=o+16|0;f[i>>2]=g;e=f[o>>2]|0;c=g;do{f[c>>2]=e;c=f[c+16>>2]|0}while((c|0)!=(g|0));h=f[n>>2]|0;c=g;do{e=smb(c+4|0,h)|0;if((e|0)>-1){q=28;break}c=f[c+12>>2]|0}while((c|0)!=(g|0));if((q|0)==28){q=0;if(!e){c=h;while(1){i=smb(c+4|0,g)|0;if((i|0)>-1){q=39;break}c=f[c+12>>2]|0;if((c|0)==(h|0)){q=38;break}}if((q|0)==38){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c}else if((q|0)==39){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c;if(!i){f[o+8>>2]=f[p+8>>2];if(!(b[v>>0]|0))break;l=j;if((m|0)==(j|0))break;j=m-j>>2;i=0;while(1){e=f[l+(i<<2)>>2]|0;k=e+8|0;c=f[k>>2]|0;d:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break d;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);h=f[e+16>>2]|0;do if((c|0)==(p|0)&(h|0)!=0){c=h;do{e=smb(c+4|0,g)|0;if((e|0)>-1){q=56;break}c=f[c+12>>2]|0}while((c|0)!=(h|0));if((q|0)==56){q=0;if(!e)break}f[k>>2]=o}while(0);i=i+1|0;if(i>>>0>=j>>>0)break a}}}c=c^1;b[e>>0]=c;m=p+8|0;f[o+8>>2]=f[m>>2];f[m>>2]=o;if(b[v>>0]|0){tmb(a,p,o);c=b[e>>0]|0;h=f[n>>2]|0}e=(b[w>>0]^c)&255;g=(h|0)==0;if(g)d=0.0;else{d=0.0;c=h;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(h|0));d=d*.5}if((e|0)!=(d>0.0|0)|g)break;else c=h;while(1){o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c;if((c|0)==(h|0))break a}}}e=o+4|0;c=b[p+4>>0]^1;b[e>>0]=c;f[o+8>>2]=p;if(b[v>>0]|0){tmb(a,o,p);c=b[e>>0]|0;g=f[i>>2]|0}e=(b[w>>0]^c)&255;if(!g)d=0.0;else{d=0.0;c=g;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(g|0));d=d*.5}if(!((e|0)!=(d>0.0|0)|(g|0)==0)){c=g;do{o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c}while((c|0)!=(g|0))}}}}while(0);r=r+1|0;c=f[x>>2]|0}while(r>>>0<(f[y>>2]|0)-c>>2>>>0);u=C;return}function pmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[c+20>>2]=0;r=c+16|0;d=f[r>>2]|0;if(!(b[a+112>>0]|0))e=(b[a+74>>0]|0)!=0;else e=1;c=d;g=c+16|0;a=f[g>>2]|0;a:do if((a|0)==(c|0)){a=c;q=22}else{if(e){e=0;p=g}else{e=0;l=g;b:while(1){i=c+12|0;j=f[i>>2]|0;k=j;if((a|0)==(j|0))break a;g=c+4|0;h=f[g>>2]|0;if((h|0)==(f[j+4>>2]|0))if((f[c+8>>2]|0)==(f[j+8>>2]|0))q=30;else q=27;else q=27;do if((q|0)==27){q=0;if((h|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=30;break}o=a+4|0;m=g;p=f[m>>2]|0;m=f[m+4>>2]|0;n=j+4|0;if((X(p-(f[n>>2]|0)|0,(f[o+4>>2]|0)-m|0)|0)==(X(m-(f[n+4>>2]|0)|0,(f[o>>2]|0)-p|0)|0))q=30;else{if((e|0)==(c|0))break b;e=(e|0)==0?c:e;d=k}}while(0);if((q|0)==30){q=0;f[a+12>>2]=k;f[(f[i>>2]|0)+16>>2]=f[l>>2];p=f[l>>2]|0;sOb(d);e=0;d=p}c=d;l=c+16|0;a=f[l>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}c:while(1){n=c+12|0;i=f[n>>2]|0;o=i;if((a|0)==(i|0))break a;h=c+4|0;g=f[h>>2]|0;if((g|0)==(f[i+4>>2]|0))if((f[c+8>>2]|0)==(f[i+8>>2]|0))q=19;else q=8;else q=8;d:do if((q|0)==8){q=0;if((g|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=19;break}m=a+4|0;l=f[m>>2]|0;m=f[m+4>>2]|0;k=h;j=f[k>>2]|0;k=f[k+4>>2]|0;h=i+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;do if((X(j-g|0,m-k|0)|0)==(X(k-h|0,l-j|0)|0)){i=(l|0)==(g|0);if(i&(m|0)==(h|0)){q=19;break d}if((l|0)==(j|0)&(m|0)==(k|0)){q=19;break d}if((j|0)==(g|0)&(k|0)==(h|0)){q=19;break d}if(i)if((m|0)<(k|0)^(k|0)<(h|0)){q=19;break d}else break;else if((l|0)<(j|0)^(j|0)<(g|0)){q=19;break d}else break}while(0);if((e|0)==(c|0))break c;e=(e|0)==0?c:e;d=o}while(0);if((q|0)==19){q=0;f[a+12>>2]=o;f[(f[n>>2]|0)+16>>2]=f[p>>2];p=f[p>>2]|0;sOb(d);e=0;d=p}c=d;p=c+16|0;a=f[p>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}while(0);if((q|0)==22)if(!d){q=0;f[r>>2]=q;return}else c=a;f[a+12>>2]=0;do{q=c;c=f[c+12>>2]|0;sOb(q)}while((c|0)!=0);c=0;f[r>>2]=c;return}function qmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;y=D;z=a+116|0;A=a+120|0;c=f[z>>2]|0;if((f[A>>2]|0)==(c|0)){u=D;return}B=a+124|0;C=a+73|0;x=0;do{r=f[c+(x<<2)>>2]|0;x=x+1|0;s=r+16|0;c=f[s>>2]|0;a:do if(c|0)if(!(b[r+5>>0]|0)){t=r+4|0;v=r+8|0;q=c;do{p=q+12|0;d=f[p>>2]|0;if((d|0)==(c|0))break a;m=q+4|0;n=q+8|0;o=q+16|0;c=d;do{b:do if((f[m>>2]|0)==(f[c+4>>2]|0))if((f[n>>2]|0)==(f[c+8>>2]|0))if((f[c+12>>2]|0)!=(q|0)){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(q|0)){l=f[o>>2]|0;f[o>>2]=e;f[e+12>>2]=q;f[d>>2]=l;f[l+12>>2]=c;f[s>>2]=q;d=pOb(24)|0;f[y>>2]=d;b[d+4>>0]=0;b[d+5>>0]=0;e=d+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[A>>2]|0;if((e|0)==(f[B>>2]|0)){rmb(z,y);i=f[A>>2]|0}else{f[e>>2]=d;i=(f[A>>2]|0)+4|0;f[A>>2]=i}h=f[z>>2]|0;l=f[y>>2]|0;f[l>>2]=(i-h>>2)+-1;f[l+16>>2]=c;e=f[l>>2]|0;d=c;do{f[d>>2]=e;d=f[d+16>>2]|0}while((d|0)!=(c|0));g=f[s>>2]|0;d=c;do{e=smb(d+4|0,g)|0;if((e|0)>-1){w=21;break}d=f[d+12>>2]|0}while((d|0)!=(c|0));if((w|0)==21){w=0;if(!e){d=g;while(1){e=smb(d+4|0,c)|0;if((e|0)>-1){w=27;break}d=f[d+12>>2]|0;if((d|0)==(g|0)){w=26;break}}if((w|0)==26){w=0;c=b[t>>0]|0;b[l+4>>0]=c}else if((w|0)==27){w=0;d=b[t>>0]|0;b[l+4>>0]=d;if(!e){f[l+8>>2]=f[v>>2];if(!(b[C>>0]|0)){c=q;break}k=h;if((i|0)==(h|0)){c=q;break}i=i-h>>2;h=0;while(1){e=f[k+(h<<2)>>2]|0;j=e+8|0;d=f[j>>2]|0;c:do if(!d)d=0;else while(1){if(f[d+16>>2]|0)break c;d=f[d+8>>2]|0;if(!d){d=0;break}}while(0);g=f[e+16>>2]|0;do if((d|0)==(r|0)&(g|0)!=0){d=g;do{e=smb(d+4|0,c)|0;if((e|0)>-1){w=39;break}d=f[d+12>>2]|0}while((d|0)!=(g|0));if((w|0)==39){w=0;if(!e)break}f[j>>2]=l}while(0);h=h+1|0;if(h>>>0>=i>>>0){c=q;break b}}}else c=d}b[t>>0]=c^1;f[l+8>>2]=f[v>>2];f[v>>2]=l;if(!(b[C>>0]|0)){c=q;break}tmb(a,r,l);c=q;break}}b[l+4>>0]=b[t>>0]^1;f[l+8>>2]=r;if(!(b[C>>0]|0))c=q;else{tmb(a,l,r);c=q}}}while(0);c=f[c+12>>2]|0}while((c|0)!=(f[s>>2]|0));q=f[p>>2]|0}while((q|0)!=(c|0))}while(0);c=f[z>>2]|0}while(x>>>0<(f[A>>2]|0)-c>>2>>>0);u=D;return}function rmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function smb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+4>>2]|0;k=f[a>>2]|0;j=b;a=0;a:while(1){g=j;j=f[j+12>>2]|0;i=f[j+8>>2]|0;if((i|0)==(l|0)){e=f[j+4>>2]|0;if((e|0)==(k|0)){a=-1;m=16;break}c=f[g+8>>2]|0;if((c|0)==(l|0)){if(!((e|0)>(k|0)^(f[g+4>>2]|0)<(k|0))){a=-1;m=16;break}if((i|0)<(l|0)){c=l;m=9}}else m=8}else{c=f[g+8>>2]|0;m=8}if((m|0)==8){m=0;if((c|0)<(l|0)^(i|0)<(l|0))m=9}do if((m|0)==9){m=0;e=f[g+4>>2]|0;g=f[j+4>>2]|0;h=(g|0)>(k|0);if((e|0)<(k|0)){if(!h)break;d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}if(h){a=1-a|0;break}else{d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}}while(0);if((j|0)==(b|0)){m=16;break}}if((m|0)==16)return a|0;return 0}function tmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=f[c+8>>2]|0;d=f[a+120>>2]|0;a=f[a+116>>2]|0;l=a;if((d|0)==(a|0))return;m=b+16|0;n=c+16|0;k=d-a>>2;j=0;do{a=f[l+(j<<2)>>2]|0;h=f[a+16>>2]|0;a:do if(!((a|0)==(b|0)|((a|0)==(c|0)|(h|0)==0))){i=a+8|0;g=f[i>>2]|0;b:do if(!g)a=0;else{a=g;while(1){if(f[a+16>>2]|0)break b;a=f[a+8>>2]|0;if(!a){a=0;break}}}while(0);if((a|0)==(c|0)|((a|0)==(o|0)|(a|0)==(b|0))){d=f[m>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1){p=12;break}a=f[a+12>>2]|0;if((a|0)==(h|0)){a=b;break}}c:do if((p|0)==12){p=0;if(!e){d=f[n>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1)break;a=f[a+12>>2]|0;if((a|0)==(h|0)){a=c;break c}}if(!e)if((g|0)==(b|0)|(g|0)==(c|0))a=o;else break a;else a=c}else a=b}while(0);f[i>>2]=a}}while(0);j=j+1|0}while(j>>>0<k>>>0);return}function umb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+20|0;c=f[l>>2]|0;if(!c){e=f[a+16>>2]|0;d=f[e+12>>2]|0;a:do if((d|0)==(e|0))c=e;else{c=e;h=f[e+8>>2]|0;b:while(1){i=c+4|0;j=0;c:while(1){g=d;while(1){e=f[g+8>>2]|0;if((e|0)>(h|0))break c;if((e|0)==(h|0)){d=f[g+4>>2]|0;e=f[i>>2]|0;if((d|0)<=(e|0)){if((d|0)<(e|0)){e=h;break c}d=f[g+12>>2]|0;if((d|0)!=(c|0))break}}d=f[g+12>>2]|0;if((d|0)==(c|0))break b;else g=d}j=(f[g+16>>2]|0)==(c|0)?j:g}d=f[g+12>>2]|0;if((d|0)==(g|0)){c=g;break a}else{c=g;h=e}}if(!((j|0)==0|(j|0)==(c|0))){d=c;e=j;do{g=xmb(c,e)|0;d=g?d:e;g=f[d+4>>2]|0;h=f[d+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(c|0));c=d}}while(0);f[l>>2]=c}k=b+20|0;d=f[k>>2]|0;if(!d){e=f[b+16>>2]|0;c=f[e+12>>2]|0;d:do if((c|0)==(e|0))d=e;else{d=e;i=f[e+8>>2]|0;e:while(1){h=d+4|0;j=0;f:while(1){g=c;while(1){e=f[g+8>>2]|0;if((e|0)>(i|0))break f;if((e|0)==(i|0)){c=f[g+4>>2]|0;e=f[h>>2]|0;if((c|0)<=(e|0)){if((c|0)<(e|0)){e=i;break f}c=f[g+12>>2]|0;if((c|0)!=(d|0))break}}c=f[g+12>>2]|0;if((c|0)==(d|0))break e;else g=c}j=(f[g+16>>2]|0)==(d|0)?j:g}c=f[g+12>>2]|0;if((c|0)==(g|0)){d=g;break d}else{d=g;i=e}}if(!((j|0)==0|(j|0)==(d|0))){c=d;e=j;do{g=xmb(d,e)|0;c=g?c:e;g=f[c+4>>2]|0;h=f[c+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(d|0));d=c}}while(0);f[k>>2]=d;c=f[l>>2]|0}e=f[c+8>>2]|0;g=f[d+8>>2]|0;if((e|0)>(g|0)){b=a;return b|0}if((e|0)<(g|0))return b|0;e=f[c+4>>2]|0;g=f[d+4>>2]|0;if((e|0)<(g|0)){b=a;return b|0}if((e|0)>(g|0))return b|0;if((f[c+12>>2]|0)==(c|0))return b|0;if((f[d+12>>2]|0)==(d|0)){b=a;return b|0}l=xmb(c,d)|0;b=l?a:b;return b|0}function vmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+32|0;x=B+24|0;s=B+16|0;t=B+12|0;v=B+8|0;w=B;q=f[b>>2]|0;A=b+4|0;m=f[A>>2]|0;z=q+4|0;j=f[q+8>>2]|0;i=b+8|0;if((j|0)!=(f[b+12>>2]|0)){r=q+12|0;a=f[r>>2]|0;g=a+4|0;h=f[g>>2]|0;e=f[z>>2]|0;a:do if((h|0)==(e|0))while(1){if((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0)){h=a;a=g;break a}a=f[a+12>>2]|0;g=a+4|0;if((f[g>>2]|0)!=(h|0)){h=a;a=g;break}}else{h=a;a=g}while(0);if((f[h+8>>2]|0)>(j|0))y=42;else{v=z;g=f[v>>2]|0;w=a;x=f[w>>2]|0;w=f[w+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0))p=0;else{e=g;y=42}}if((y|0)==42){h=q;do{h=f[h+16>>2]|0;a=h+4|0;g=f[h+8>>2]|0;if((f[a>>2]|0)!=(e|0))break}while(!((h|0)==(q|0)|(g|0)!=(j|0)));if((g|0)>(j|0)){b=0;u=B;return b|0}w=z;v=a;x=f[v>>2]|0;v=f[v+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[w+4>>2]|0)-v|0)|0)==(X(v-e|0,(f[w>>2]|0)-x|0)|0))p=1;else{b=0;u=B;return b|0}}n=m+12|0;g=f[n>>2]|0;i=g+4|0;o=m+4|0;j=f[i>>2]|0;k=f[o>>2]|0;l=f[m+8>>2]|0;b:do if((j|0)==(k|0))while(1){if((g|0)==(m|0)?1:(f[g+8>>2]|0)!=(l|0)){j=g;break b}g=f[g+12>>2]|0;i=g+4|0;if((f[i>>2]|0)!=(j|0)){j=g;break}}else j=g;while(0);if((f[j+8>>2]|0)>(l|0))y=52;else{v=o;g=f[v>>2]|0;w=i;x=f[w>>2]|0;w=f[w+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0)){a=j;e=0}else{k=g;y=52}}if((y|0)==52){g=m;do{g=f[g+16>>2]|0;i=g+4|0;j=f[g+8>>2]|0;if((f[i>>2]|0)!=(k|0))break}while(!((g|0)==(m|0)|(j|0)!=(l|0)));if((j|0)>(l|0)){b=0;u=B;return b|0}x=o;w=i;y=f[w>>2]|0;w=f[w+4>>2]|0;if((X(y-a|0,(f[x+4>>2]|0)-w|0)|0)==(X(w-e|0,(f[x>>2]|0)-y|0)|0)){a=g;e=1}else{b=0;u=B;return b|0}}if((h|0)==(a|0)|((h|0)==(q|0)|(a|0)==(m|0))){b=0;u=B;return b|0}if(!((c|0)!=(d|0)|p^e)){b=0;u=B;return b|0}a=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=a+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[a>>2]=f[q>>2];if(p){c=q+16|0;z=f[c>>2]|0;f[a+16>>2]=z;d=a+12|0;f[d>>2]=q;f[z+12>>2]=a;f[c>>2]=a;z=pOb(20)|0;w=o;x=f[w+4>>2]|0;y=z+4|0;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[z>>2]=f[m>>2];y=f[n>>2]|0;f[z+12>>2]=y;f[y+16>>2]=z;f[c>>2]=m;f[n>>2]=q;f[d>>2]=z;f[z+16>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}else{z=f[r>>2]|0;f[a+12>>2]=z;d=a+16|0;f[d>>2]=q;f[z+16>>2]=a;f[r>>2]=a;z=pOb(20)|0;x=o;y=f[x+4>>2]|0;c=z+4|0;f[c>>2]=f[x>>2];f[c+4>>2]=y;f[z>>2]=f[m>>2];c=m+16|0;y=f[c>>2]|0;f[z+16>>2]=y;f[y+12>>2]=z;f[r>>2]=m;f[c>>2]=q;f[d>>2]=z;f[z+12>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}}g=f[i>>2]|0;if((g|0)==(f[z>>2]|0))if((g|0)==(f[m+4>>2]|0))if((j|0)==(f[m+8>>2]|0)){if((c|0)==(d|0))a=q;else{b=0;u=B;return b|0}do{a=f[a+12>>2]|0;if((a|0)==(q|0)){a=q;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));e=(f[a+8>>2]|0)>(j|0);a=m;do{a=f[a+12>>2]|0;if((a|0)==(m|0)){a=m;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));if(!(e^(f[a+8>>2]|0)>(j|0))){b=0;u=B;return b|0}k=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=k+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[k>>2]=f[q>>2];if(e){h=q+16|0;i=f[h>>2]|0;f[k+16>>2]=i;e=k+12|0;f[e>>2]=q;f[i+12>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+12|0;j=f[g>>2]|0;f[i+12>>2]=j;a=i+16|0;f[a>>2]=m;j=j+16|0}else{h=q+12|0;i=f[h>>2]|0;f[k+12>>2]=i;e=k+16|0;f[e>>2]=q;f[i+16>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+16|0;j=f[g>>2]|0;f[i+16>>2]=j;a=i+12|0;f[a>>2]=m;j=j+12|0}f[j>>2]=i;f[h>>2]=m;f[g>>2]=q;f[e>>2]=i;f[a>>2]=k;f[b>>2]=q;f[A>>2]=k;b=1;u=B;return b|0}else r=q;else r=q;else r=q;while(1){a=f[r+16>>2]|0;if((a|0)==(m|0)|((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0))){a=j;break}else r=a}while(1){e=f[q+12>>2]|0;z=a;a=f[e+8>>2]|0;g=(e|0)==(r|0);if(!((e|0)!=(m|0)&((g|(a|0)!=(z|0))^1)))break;else q=e}o=r+4|0;p=q+4|0;if(g|(e|0)==(m|0)){b=0;u=B;return b|0}e=f[m+8>>2]|0;n=m;while(1){a=f[n+16>>2]|0;if((a|0)==(q|0)|((a|0)==(m|0)?1:(f[a+8>>2]|0)!=(e|0)))break;else n=a}while(1){a=f[m+12>>2]|0;z=e;e=f[a+8>>2]|0;g=(a|0)==(n|0);if(!((a|0)!=(r|0)&((g|(e|0)!=(z|0))^1)))break;else m=a}k=n+4|0;l=m+4|0;if(g|(a|0)==(r|0)){b=0;u=B;return b|0}h=f[o>>2]|0;i=f[p>>2]|0;j=f[k>>2]|0;e=f[l>>2]|0;f[x>>2]=h;f[s>>2]=i;f[t>>2]=j;f[v>>2]=e;a=(j|0)<(e|0);do if((h|0)<(i|0))if(a){g=(h|0)<(j|0)?j:h;a=(e|0)<(i|0)?v:s;break}else{g=(h|0)<(e|0)?e:h;a=(j|0)<(i|0)?t:s;break}else if(a){g=(i|0)<(j|0)?j:i;a=(e|0)<(h|0)?v:x;break}else{g=(i|0)<(e|0)?e:i;a=(j|0)<(h|0)?t:x;break}while(0);a=f[a>>2]|0;if((g|0)>=(a|0)){b=0;u=B;return b|0}if((h|0)<(g|0)|(h|0)>(a|0))if((j|0)<(g|0)|(j|0)>(a|0)){a=(i|0)<(g|0)|(i|0)>(a|0);e=a?k:o;g=a?l:p;a=a?l:p}else{e=l;g=k;a=k}else{e=p;g=o;a=o}d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;z=(f[g>>2]|0)>(f[e>>2]|0);f[b>>2]=r;f[A>>2]=n;b=w;f[b>>2]=c;f[b+4>>2]=d;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];b=wmb(r,q,n,m,x,z)|0;u=B;return b|0}function wmb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=(f[a+4>>2]|0)<=(f[b+4>>2]|0);n=(f[c+4>>2]|0)<=(f[d+4>>2]|0);if(!(q^n)){g=0;return g|0}m=f[e>>2]|0;p=e+4|0;do if(q){b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)>(m|0))break;if((a|0)<(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}else{d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}else{b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}f[d>>2]=a;f[b>>2]=a;o=l}else{b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)<(m|0))break;if((a|0)>(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(!g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}else{d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}else{b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}f[d>>2]=a;f[b>>2]=a;o=l}while(0);do if(n){while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)>(h|0))break;if((d|0)<(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}else{b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}else{c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}f[b>>2]=d;f[c>>2]=d;c=m}else{while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)<(h|0))break;if((d|0)>(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(!g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}else{b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}else{c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}f[b>>2]=d;f[c>>2]=d;c=m}while(0);if(q^g){f[o+12>>2]=c;f[c+16>>2]=o;f[a+16>>2]=d;c=d+12|0}else{f[o+16>>2]=c;f[c+12>>2]=o;f[a+12>>2]=d;c=d+16|0}f[c>>2]=a;g=1;return g|0}function xmb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0.0,m=0.0;e=a+4|0;g=f[e>>2]|0;k=a+8|0;d=a;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(a|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);m=+K(+c);e=a;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(a|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);l=+K(+c);e=b+4|0;g=f[e>>2]|0;k=b+8|0;d=b;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(b|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);j=+K(+c);e=b;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(b|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);c=+K(+c);if((m<l?l:m)==(j<c?c:j))if((l<m?l:m)==(c<j?c:j)){if(!a){a=0;return a|0}else{c=0.0;d=a}do{b=f[d+16>>2]|0;c=c+ +((f[d+4>>2]|0)+(f[b+4>>2]|0)|0)*+((f[b+8>>2]|0)-(f[d+8>>2]|0)|0);d=f[d+12>>2]|0}while((d|0)!=(a|0));a=c*.5>0.0;return a|0}if(!(!(m>=j)|!(m>=c))){a=1;return a|0}if(!(l>=j)){a=0;return a|0}a=l>=c;return a|0}function ymb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+16|0;h=q;c=f[b+56>>2]|0;d=f[b+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7;else m=4;else m=4;else m=4;if((m|0)==4){c=f[b+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7}do if((m|0)==7){k=c+52|0;if((f[k>>2]|0)!=-2){n=c+68|0;o=c+72|0;if((f[n>>2]|0)==(f[o>>2]|0))if(!(+p[c+24>>3]==-1.e+40))break;l=b+68|0;d=f[l>>2]|0;if((d|0)!=(c|0)&(d|0)!=0){e=b+16|0;g=a+76|0;do{Dmb(a,b,d,e);Emb(g,b,d);d=f[l>>2]|0}while((d|0)!=(c|0)&(d|0)!=0)}g=b+52|0;e=f[g>>2]|0;if((e|0)==-1)if((f[k>>2]|0)==-1){e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(i|h)m=24;else if((f[j>>2]|0)==(b|0))m=24;if((m|0)==24){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=0;else if((e|0)>-1)if((f[k>>2]|0)>-1){d=b+16|0;Amb(a,b,d)|0;if(!(f[c+40>>2]|0))Amb(a,c,d)|0;d=f[g>>2]|0;e=f[k>>2]|0;do if((d|0)==(e|0)){f[g>>2]=-1;f[k>>2]=-1}else if((d|0)<(e|0)){Fmb(a,b,c);break}else{Fmb(a,c,b);break}while(0);d=b+72|0;e=f[d>>2]|0;g=f[l>>2]|0;h=(e|0)!=0;i=(g|0)!=0;j=a+128|0;if(h|i)m=43;else if((f[j>>2]|0)==(b|0))m=43;if((m|0)==43){f[(h?e+68|0:j)>>2]=g;if(i)f[g+72>>2]=e;f[l>>2]=0;f[d>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=1;else e=0;if(f[b+40>>2]|0){o=m3a(260024,239785,14)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=q;return o|0}if(e){Amb(a,b,b+16|0)|0;f[g>>2]=-1;d=f[l>>2]|0}e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(h|i)m=56;else if((f[j>>2]|0)==(b|0))m=56;if((m|0)==56){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}if((f[k>>2]|0)>-1){Amb(a,c,b+16|0)|0;f[k>>2]=-1}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}}while(0);if((f[b+52>>2]|0)>-1)Amb(a,b,b+16|0)|0;d=b+72|0;e=f[d>>2]|0;g=b+68|0;h=f[g>>2]|0;i=(e|0)!=0;j=(h|0)!=0;c=a+128|0;if(!(i|j))if((f[c>>2]|0)!=(b|0)){o=1;u=q;return o|0}f[(i?e+68|0:c)>>2]=h;if(j)f[h+72>>2]=e;f[g>>2]=0;f[d>>2]=0;o=1;u=q;return o|0}function zmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;g=h;c=f[b>>2]|0;e=f[c+64>>2]|0;if(!e){a=m3a(260024,239753,31)|0;vEb(g,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);e=XFb(g,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(g);OEb(a,e)|0;AEb(a)|0;g=0;u=h;return g|0}f[e+52>>2]=f[c+52>>2];d=f[c+72>>2]|0;c=f[c+68>>2]|0;f[(d|0?d+68|0:a+52|0)>>2]=e;if(c|0)f[c+72>>2]=f[(f[b>>2]|0)+64>>2];j=f[b>>2]|0;e=f[j+64>>2]|0;f[e+36>>2]=f[j+36>>2];f[e+40>>2]=f[j+40>>2];f[e+44>>2]=f[j+44>>2];f[e+48>>2]=f[j+48>>2];f[b>>2]=e;j=e;i=f[j+4>>2]|0;e=e+8|0;f[e>>2]=f[j>>2];f[e+4>>2]=i;f[(f[b>>2]|0)+72>>2]=d;f[(f[b>>2]|0)+68>>2]=c;c=f[b>>2]|0;if(+p[c+24>>3]==-1.e+40){j=1;u=h;return j|0}c=f[c+20>>2]|0;f[g>>2]=c;e=a+56|0;b=a+60|0;d=f[b>>2]|0;if((d|0)==(f[a+64>>2]|0)){Zlb(e,g);b=f[b>>2]|0}else{f[d>>2]=c;j=d+4|0;f[b>>2]=j;b=j}g=f[e>>2]|0;c=b-g|0;if((c|0)>4){d=((c>>>2)+-2|0)/2|0;e=g+(d<<2)|0;c=b+-4|0;b=f[e>>2]|0;a=f[c>>2]|0;if((b|0)<(a|0)){while(1){f[c>>2]=b;if(!d)break;d=(d+-1|0)/2|0;c=g+(d<<2)|0;b=f[c>>2]|0;if((b|0)>=(a|0))break;else{j=e;e=c;c=j}}f[e>>2]=a}}j=1;u=h;return j|0}function Amb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l;k=c+52|0;e=f[k>>2]|0;if((e|0)>=0){h=f[(f[a+116>>2]|0)+(e<<2)>>2]|0;a=h+16|0;i=f[a>>2]|0;g=(f[c+36>>2]|0)==1;if(g){if((f[d>>2]|0)==(f[i+4>>2]|0))if((f[d+4>>2]|0)==(f[i+8>>2]|0)){k=i;u=l;return k|0}}else{e=f[i+16>>2]|0;if((f[d>>2]|0)==(f[e+4>>2]|0))if((f[d+4>>2]|0)==(f[e+8>>2]|0)){k=e;u=l;return k|0}}e=pOb(20)|0;k=e+4|0;f[k>>2]=0;f[e+8>>2]=0;f[e>>2]=f[h>>2];c=d;d=f[c+4>>2]|0;f[k>>2]=f[c>>2];f[k+4>>2]=d;f[e+12>>2]=i;k=i+16|0;d=f[k>>2]|0;f[e+16>>2]=d;f[d+12>>2]=e;f[k>>2]=e;if(!g){k=e;u=l;return k|0}f[a>>2]=e;k=e;u=l;return k|0}h=pOb(24)|0;f[j>>2]=h;b[h+4>>0]=0;b[h+5>>0]=0;g=h+8|0;i=a+116|0;e=a+120|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;g=f[e>>2]|0;if((g|0)==(f[a+124>>2]|0)){rmb(i,j);e=f[e>>2]|0}else{f[g>>2]=h;a=(f[e>>2]|0)+4|0;f[e>>2]=a;e=a}a=f[i>>2]|0;j=f[j>>2]|0;f[j>>2]=(e-a>>2)+-1;h=j+5|0;b[h>>0]=(f[c+40>>2]|0)==0&1;i=pOb(20)|0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;f[j+16>>2]=i;f[i>>2]=f[j>>2];e=d;g=f[e+4>>2]|0;d=m;f[d>>2]=f[e>>2];f[d+4>>2]=g;f[i+12>>2]=i;f[i+16>>2]=i;if(!(b[h>>0]|0)){g=f[c+72>>2]|0;if(!g){e=0;g=0}else{e=0;a:do{while(1){h=f[g+52>>2]|0;if((h|0)>-1)if(f[g+40>>2]|0)break;g=f[g+72>>2]|0;if(!g)break a}if(!e)e=g;else e=(f[e+52>>2]|0)==(h|0)?0:e;g=f[g+72>>2]|0}while((g|0)!=0);if(!e){e=0;g=0}else{g=f[a+(f[e+52>>2]<<2)>>2]|0;e=b[g+4>>0]^1}}f[j+8>>2]=g;b[j+4>>0]=e}f[k>>2]=f[j>>2];m=i;u=l;return m|0}function Bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Cmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;l=p+20|0;k=p+16|0;i=p+12|0;j=p+8|0;n=p+4|0;o=p;switch(c|0){case 1:case 0:{a=f[a>>2]|0;u=p;return a|0}case 2:{h=f[f[b>>2]>>2]|0;f[b>>2]=h;e=f[a>>2]|0;g=h;if((f[h+8>>2]|0)>=(f[e+8>>2]|0)){a=e;u=p;return a|0}a=g+4|0;o=f[g>>2]|0;f[o+4>>2]=f[a>>2];f[f[a>>2]>>2]=o;o=f[e>>2]|0;f[o+4>>2]=g;f[h>>2]=o;f[e>>2]=g;f[a>>2]=e;a=f[b>>2]|0;u=p;return a|0}default:{m=c>>>1;e=f[a>>2]|0;h=e;if(m){g=m;while(1){e=f[e+4>>2]|0;if((g|0)>1)g=g+-1|0;else break}}g=e;f[i>>2]=h;f[j>>2]=g;f[k>>2]=f[i>>2];f[l>>2]=f[j>>2];e=Cmb(k,l,m,d)|0;f[a>>2]=e;f[n>>2]=g;b=f[b>>2]|0;f[o>>2]=b;f[k>>2]=f[n>>2];f[l>>2]=f[o>>2];j=Cmb(k,l,c-m|0,d)|0;i=f[e+8>>2]|0;n=b;if((f[j+8>>2]|0)<(i|0)){g=f[j+4>>2]|0;h=g;a:do if((n|0)==(h|0))h=n;else while(1){if((f[g+8>>2]|0)>=(i|0))break a;g=f[h+4>>2]|0;h=g;if((n|0)==(h|0)){h=n;break}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[j>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[e+4>>2]|0;d=f[e>>2]|0;f[d+4>>2]=j;f[j>>2]=d;f[e>>2]=o;f[b>>2]=e;e=j}else{h=f[e+4>>2]|0;g=j}f[a>>2]=h;j=h;i=g;if((j|0)==(i|0)){a=e;u=p;return a|0}else{d=g;m=g;g=j}b:while(1){c=m;if((n|0)==(c|0)){g=23;break}j=f[m+8>>2]|0;while(1){if((j|0)<(f[h+8>>2]|0))break;h=f[g+4>>2]|0;f[a>>2]=h;g=h;if((i|0)==(g|0)){g=23;break b}}j=f[c+4>>2]|0;k=j;c:do if((n|0)==(k|0))h=n;else{l=f[h+8>>2]|0;h=k;while(1){if((f[j+8>>2]|0)>=(l|0))break c;j=f[h+4>>2]|0;h=j;if((n|0)==(h|0)){h=n;break}}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[c>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[g+4>>2]|0;d=(i|0)==(c|0)?j:d;l=f[g>>2]|0;f[l+4>>2]=c;f[m>>2]=l;f[g>>2]=o;f[b>>2]=g;f[a>>2]=h;g=h;i=d;if((g|0)==(i|0)){g=23;break}else m=j}if((g|0)==23){u=p;return e|0}}}return 0}function Dmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=b+52|0;p=f[v>>2]|0;r=(p|0)>-1;w=c+52|0;q=f[w>>2]|0;u=(q|0)>-1;l=f[b+40>>2]|0;h=(l|0)==0;o=c+40|0;e=f[o>>2]|0;g=(e|0)==0;if(h){if(g)return}else if(g)e=0;else{s=f[b+32>>2]|0;n=f[c+32>>2]|0;t=(s|0)==(n|0);do if(t){j=a+68|0;k=a+64|0;i=(s|0)==0?j:k;g=b+44|0;h=f[g>>2]|0;if(!(f[i>>2]|0)){e=c+44|0;f[g>>2]=f[e>>2];f[e>>2]=h;h=i;g=j;e=k;break}e=h+e|0;f[g>>2]=(e|0)==0?0-h|0:e;g=c+44|0;h=f[g>>2]|0;e=h-l|0;if(!e){f[g>>2]=0-h;h=i;g=j;e=k;break}else{f[g>>2]=e;h=i;g=j;e=k;break}}else{i=a+68|0;j=a+64|0;g=b+48|0;h=f[g>>2]|0;f[g>>2]=(f[((n|0)==0?i:j)>>2]|0)==0?(h|0)==0&1:h+e|0;e=(s|0)==0?i:j;g=c+48|0;h=f[g>>2]|0;if(!(f[e>>2]|0)){f[g>>2]=(h|0)==0&1;h=e;g=i;e=j;break}else{f[g>>2]=h-l;h=e;g=i;e=j;break}}while(0);m=(s|0)==0;l=f[(m?e:g)>>2]|0;n=(n|0)==0;k=f[(n?e:g)>>2]|0;e=f[(n?g:e)>>2]|0;switch(f[h>>2]|0){case 2:{g=f[b+44>>2]|0;break}case 3:{g=0-(f[b+44>>2]|0)|0;break}default:{g=f[b+44>>2]|0;g=(g|0)<0?0-g|0:g}}switch(e|0){case 2:{j=f[c+44>>2]|0;break}case 3:{j=0-(f[c+44>>2]|0)|0;break}default:{j=f[c+44>>2]|0;j=(j|0)<0?0-j|0:j}}if((q|p|0)>=0){do if((j|g)>>>0<=1){if(!t)if((f[a+40>>2]|0)!=3)break;Amb(a,b,d)|0;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}while(0);Amb(a,b,d)|0;if(!(f[o>>2]|0))Amb(a,c,d)|0;e=f[v>>2]|0;g=f[w>>2]|0;if((e|0)==(g|0)){f[v>>2]=-1;f[w>>2]=-1;return}if((e|0)<(g|0)){Fmb(a,b,c);return}else{Fmb(a,c,b);return}}if(r){if(j>>>0>=2)return;Amb(a,b,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}i=(g|0)==1;e=g>>>0<2;if(u){if(!e)return;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}if(!e)return;h=(j|0)==1;if(j>>>0>=2)return;switch(l|0){case 2:{g=f[b+48>>2]|0;break}case 3:{g=0-(f[b+48>>2]|0)|0;break}default:{g=f[b+48>>2]|0;g=(g|0)<0?0-g|0:g}}switch(k|0){case 2:{e=f[c+48>>2]|0;break}case 3:{e=0-(f[c+48>>2]|0)|0;break}default:{e=f[c+48>>2]|0;e=(e|0)<0?0-e|0:e}}if(!t){Gmb(a,b,c,d)|0;return}if(!(i&h)){a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;return}switch(f[a+40>>2]|0){case 0:{if(!((g|0)>0&(e|0)>0))return;Gmb(a,b,c,d)|0;return}case 1:{if(!((g|0)<1&(e|0)<1))return;Gmb(a,b,c,d)|0;return}case 2:{if(!((e|0)>0&((g|0)>0&(s|0)==1)))if(!((e|0)<1&((g|0)<1&m)))return;Gmb(a,b,c,d)|0;return}case 3:{Gmb(a,b,c,d)|0;return}default:return}}if((f[b+32>>2]|0)==(f[c+32>>2]|0)){if((l|0)==(e|0))return;if((f[a+40>>2]|0)!=1)return;if(h){if(!u)return;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}else{if(!r)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}}do if(h){t=f[c+44>>2]|0;if((((t|0)>-1?t:0-t|0)|0)==1){if((f[a+40>>2]|0)==1)if(f[c+48>>2]|0)break;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}}while(0);if(e|0)return;v=f[b+44>>2]|0;if((((v|0)>-1?v:0-v|0)|0)!=1)return;if((f[a+40>>2]|0)==1)if(f[b+48>>2]|0)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}function Emb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=b+68|0;i=f[h>>2]|0;l=b+72|0;d=f[l>>2]|0;if((i|0)==(d|0))return;k=c+68|0;g=f[k>>2]|0;j=c+72|0;e=f[j>>2]|0;if((g|0)==(e|0))return;if((i|0)==(c|0)){if(g){f[g+72>>2]=b;d=f[l>>2]|0}if(d|0)f[d+68>>2]=c;f[j>>2]=d;f[k>>2]=b;f[l>>2]=c;f[h>>2]=g;d=f[j>>2]|0}else{if((g|0)==(b|0)){if(!i)d=e;else{f[i+72>>2]=c;d=f[j>>2]|0}if(d|0)f[d+68>>2]=b;f[l>>2]=d;f[h>>2]=c;f[j>>2]=b;f[k>>2]=i;d=b}else{f[h>>2]=g;if(g){f[g+72>>2]=b;e=f[j>>2]|0}f[l>>2]=e;if(e|0)f[e+68>>2]=b;f[k>>2]=i;if(i|0)f[i+72>>2]=c;f[j>>2]=d;if(!d)d=0;else f[d+68>>2]=c}if(!(f[l>>2]|0)){f[a+52>>2]=b;return}}if(d|0)return;f[a+52>>2]=c;return}function Fmb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=c+52|0;r=f[a+116>>2]|0;s=f[r+(f[o>>2]<<2)>>2]|0;p=d+52|0;r=f[r+(f[p>>2]<<2)>>2]|0;e=s;while(1){e=f[e+8>>2]|0;if((e|0)==(r|0)){m=r;break}if(!e){e=r;t=4;break}}a:do if((t|0)==4){while(1){t=0;e=f[e+8>>2]|0;if((e|0)==(s|0)){m=s;break a}if(!e)break;else t=4}m=umb(s,r)|0}while(0);h=s+16|0;i=f[h>>2]|0;j=i+16|0;k=f[j>>2]|0;n=r+16|0;e=f[n>>2]|0;g=e+16|0;l=f[g>>2]|0;q=f[c+36>>2]|0;c=f[d+36>>2]|0;do if((q|0)==1){if((c|0)==1){if(e|0){c=e;do{g=c+12|0;d=c;c=f[g>>2]|0;d=d+16|0;f[g>>2]=f[d>>2];f[d>>2]=c}while((c|0)!=(e|0))}f[e+12>>2]=i;f[j>>2]=e;f[k+12>>2]=l;f[l+16>>2]=k;e=l}else{f[l+12>>2]=i;f[j>>2]=l;f[g>>2]=k;f[k+12>>2]=e}f[h>>2]=e}else{if((c|0)!=2){f[k+12>>2]=e;f[g>>2]=k;f[j>>2]=l;f[l+12>>2]=i;break}if(e|0){c=e;do{d=c+12|0;h=c;c=f[d>>2]|0;h=h+16|0;f[d>>2]=f[h>>2];f[h>>2]=c}while((c|0)!=(e|0))}f[k+12>>2]=l;f[l+16>>2]=k;f[e+12>>2]=i;f[j>>2]=e}while(0);f[s+20>>2]=0;c=r+8|0;if((m|0)==(r|0)){e=f[c>>2]|0;if((e|0)!=(s|0))f[s+8>>2]=e;b[s+4>>0]=b[r+4>>0]|0}f[n>>2]=0;f[r+20>>2]=0;f[c>>2]=s;g=f[o>>2]|0;d=f[p>>2]|0;f[o>>2]=-1;f[p>>2]=-1;e=f[a+128>>2]|0;if(!e){t=f[s>>2]|0;f[r>>2]=t;return}while(1){c=e+52|0;if((f[c>>2]|0)==(d|0))break;e=f[e+68>>2]|0;if(!e){t=27;break}}if((t|0)==27){t=f[s>>2]|0;f[r>>2]=t;return}f[c>>2]=g;f[e+36>>2]=q;t=f[s>>2]|0;f[r>>2]=t;return}function Gmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;i=+p[c+24>>3];if(i==-1.e+40)h=3;else if(+p[b+24>>3]>i)h=3;else{e=Amb(a,c,d)|0;f[b+52>>2]=f[c+52>>2];f[b+36>>2]=2;f[c+36>>2]=1;g=f[c+72>>2]|0;if((g|0)==(b|0)){k=e;j=c;g=f[b+72>>2]|0}else{k=e;j=c}}if((h|0)==3){e=Amb(a,b,d)|0;f[c+52>>2]=f[b+52>>2];f[b+36>>2]=1;f[c+36>>2]=2;g=f[b+72>>2]|0;if((g|0)==(c|0)){k=e;j=b;g=f[c+72>>2]|0}else{k=e;j=b}}if(!g){u=m;return k|0}if((f[g+52>>2]|0)<=-1){u=m;return k|0}e=f[d+4>>2]|0;if((f[g+20>>2]|0)>=(e|0)){u=m;return k|0}h=j+16|0;if((f[j+20>>2]|0)>=(e|0)){u=m;return k|0}i=+p[g+24>>3]*+(e-(f[g+4>>2]|0)|0);b=(f[g>>2]|0)+~~(i+(i<0.0?-.5:.5))|0;i=+p[j+24>>3]*+(e-(f[j+4>>2]|0)|0);if((b|0)!=((f[j>>2]|0)+~~(i+(i<0.0?-.5:.5))|0)){u=m;return k|0}if(!(f[j+40>>2]|0)){u=m;return k|0}if(!(f[g+40>>2]|0)){u=m;return k|0}j=g+16|0;c=h;if((X(b-(f[c>>2]|0)|0,e-(f[j+4>>2]|0)|0)|0)!=(X(e-(f[c+4>>2]|0)|0,b-(f[j>>2]|0)|0)|0)){u=m;return k|0}g=Amb(a,g,d)|0;d=f[h>>2]|0;h=f[h+4>>2]|0;e=pOb(16)|0;f[l>>2]=e;f[e>>2]=k;f[e+4>>2]=g;g=e+8|0;f[g>>2]=d;f[g+4>>2]=h;g=a+8|0;h=f[g>>2]|0;if((h|0)==(f[a+12>>2]|0))Bmb(a+4|0,l);else{f[h>>2]=e;f[g>>2]=(f[g>>2]|0)+4}u=m;return k|0}function Hmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0;q=u;u=u+16|0;m=q;n=q+8|0;g=f[a+128>>2]|0;if(!g){u=q;return}o=a+56|0;f[o>>2]=g;c=g;do{f[c+80>>2]=f[c+72>>2];d=c;c=f[c+68>>2]|0;f[d+76>>2]=c;if((f[d+20>>2]|0)==(b|0))e=f[d+16>>2]|0;else{r=+p[d+24>>3]*+(b-(f[d+4>>2]|0)|0);e=(f[d>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}f[d+8>>2]=e}while((c|0)!=0);k=m+4|0;l=a+32|0;i=a+36|0;j=a+28|0;c=g;while(1){e=f[c+76>>2]|0;if(!e)d=0;else{d=0;do{f[m>>2]=0;f[k>>2]=0;if((f[c+8>>2]|0)>(f[e+8>>2]|0)){Pmb(c,e,m);if((f[k>>2]|0)<(b|0)){if((f[c+20>>2]|0)==(b|0))d=f[c+16>>2]|0;else{r=+p[c+24>>3]*+(b-(f[c+4>>2]|0)|0);d=(f[c>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}g=m;f[g>>2]=d;f[g+4>>2]=b;g=b}else{g=m;d=f[g>>2]|0;g=f[g+4>>2]|0}h=pOb(16)|0;f[n>>2]=h;f[h>>2]=c;f[h+4>>2]=e;s=h+8|0;f[s>>2]=d;f[s+4>>2]=g;d=f[l>>2]|0;if((d|0)==(f[i>>2]|0))Qmb(j,n);else{f[d>>2]=h;f[l>>2]=(f[l>>2]|0)+4}Lmb(a,c,e);d=1}else c=e;e=f[c+76>>2]|0}while((e|0)!=0)}c=f[c+80>>2]|0;if(!c)break;f[c+76>>2]=0;if(!d)break;c=f[o>>2]|0}f[o>>2]=0;u=q;return}function Imb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;c=j;b=f[a+128>>2]|0;f[a+56>>2]=b;if(b|0)do{f[b+80>>2]=f[b+72>>2];i=b;b=f[b+68>>2]|0;f[i+76>>2]=b}while((b|0)!=0);i=a+28|0;e=f[i>>2]|0;h=a+32|0;g=f[h>>2]|0;f[c>>2]=221;Kmb(e,g,c);c=f[i>>2]|0;h=(f[h>>2]|0)-c>>2;if(!h){a=1;u=j;return a|0}b=0;while(1){e=f[c+(b<<2)>>2]|0;d=f[e>>2]|0;e=f[e+4>>2]|0;if((f[d+76>>2]|0)!=(e|0))if((f[d+80>>2]|0)!=(e|0)){d=b;do{d=d+1|0;if(d>>>0>=h>>>0)break;g=f[c+(d<<2)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((f[e+76>>2]|0)==(g|0))break}while((f[e+80>>2]|0)!=(g|0));if((d|0)==(h|0)){b=0;c=14;break}e=c+(b<<2)|0;c=c+(d<<2)|0;g=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=g;c=f[i>>2]|0}g=f[c+(b<<2)>>2]|0;Lmb(a,f[g>>2]|0,f[g+4>>2]|0);b=b+1|0;if(b>>>0>=h>>>0){b=1;c=14;break}c=f[i>>2]|0}if((c|0)==14){u=j;return b|0}return 0}function Jmb(a,b){a=a|0;b=b|0;return (f[b+12>>2]|0)<(f[a+12>>2]|0)|0}function Kmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;a:while(1){k=b;m=b+-4|0;while(1){b:while(1){j=a;d=k-j|0;e=d>>2;switch(e|0){case 2:{l=5;break a}case 3:{l=7;break a}case 4:{l=15;break a}case 5:{l=16;break a}case 1:case 0:{l=68;break a}default:{}}if((d|0)<124){l=22;break a}i=a+(((e|0)/2|0)<<2)|0;do if((d|0)>3996){e=(e|0)/4|0;h=a+(e<<2)|0;e=i+(e<<2)|0;d=Mmb(a,h,i,e,c)|0;if(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0){g=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=g;g=d+1|0;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){g=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=g;e=d+2|0;if(Rg[f[c>>2]&255](f[i>>2]|0,f[h>>2]|0)|0){g=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=g;d=d+4|0}else d=d+3|0}else d=e}else d=g}}else{h=Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[i>>2]|0)|0;if(!h){if(!d){d=0;break}h=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=h;if(!(Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0)){d=1;break}d=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=d;d=2;break}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;d=1;break}f[a>>2]=f[i>>2];f[i>>2]=e;if(Rg[f[c>>2]&255](f[m>>2]|0,e)|0){d=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=d;d=2}else d=1}while(0);if(Rg[f[c>>2]&255](f[a>>2]|0,f[i>>2]|0)|0){e=m;break}else e=m;while(1){e=e+-4|0;if((a|0)==(e|0))break;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){l=51;break b}}d=a+4|0;if(!(Rg[f[c>>2]&255](f[a>>2]|0,f[m>>2]|0)|0)){if((d|0)==(m|0)){l=68;break a}while(1){if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;d=d+4|0;if((d|0)==(m|0)){l=68;break a}}j=f[d>>2]|0;f[d>>2]=f[m>>2];f[m>>2]=j;d=d+4|0}if((d|0)==(m|0)){l=68;break a}else e=m;while(1){while(1){g=d+4|0;if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;else d=g}do e=e+-4|0;while(Rg[f[c>>2]&255](f[a>>2]|0,f[e>>2]|0)|0);if(d>>>0>=e>>>0){a=d;continue b}j=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=j;d=g}}if((l|0)==51){l=0;h=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=h;d=d+1|0}g=a+4|0;c:do if(g>>>0<e>>>0)while(1){while(1){h=g+4|0;if(Rg[f[c>>2]&255](f[g>>2]|0,f[i>>2]|0)|0)g=h;else break}do e=e+-4|0;while(!(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0));if(g>>>0>e>>>0){e=i;break c}n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;i=(i|0)==(g|0)?e:i;g=h;d=d+1|0}else e=i;while(0);if((g|0)!=(e|0))if(Rg[f[c>>2]&255](f[e>>2]|0,f[g>>2]|0)|0){n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;d=d+1|0}if(!d){d=Omb(a,g,c)|0;e=g+4|0;if(Omb(e,b,c)|0){l=67;break}if(d){a=e;continue}}n=g;if((n-j|0)>=(k-n|0)){l=66;break}Kmb(a,g,c);a=g+4|0}if((l|0)==66){l=0;Kmb(g+4|0,b,c);b=g;continue}else if((l|0)==67){l=0;if(d){l=68;break}else{b=g;continue}}}if((l|0)==5){if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==7){b=a+4|0;n=Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[b>>2]|0)|0;if(!n){if(!d)return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;return}f[a>>2]=f[b>>2];f[b>>2]=e;if(!(Rg[f[c>>2]&255](f[m>>2]|0,e)|0))return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==15){Mmb(a,a+4|0,a+8|0,m,c)|0;return}else if((l|0)==16){b=a+4|0;d=a+8|0;e=a+12|0;Mmb(a,b,d,e,c)|0;if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0))return;n=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[e>>2]|0,f[d>>2]|0)|0))return;m=f[d>>2]|0;n=f[e>>2]|0;f[d>>2]=n;f[e>>2]=m;if(!(Rg[f[c>>2]&255](n,f[b>>2]|0)|0))return;m=f[b>>2]|0;n=f[d>>2]|0;f[b>>2]=n;f[d>>2]=m;if(!(Rg[f[c>>2]&255](n,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}else if((l|0)==22){Nmb(a,b,c);return}else if((l|0)==68)return}function Lmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=b+76|0;k=f[j>>2]|0;i=(k|0)==0;if(i)if(!(f[b+80>>2]|0))return;l=c+76|0;g=f[l>>2]|0;e=(g|0)==0;if(e)if(!(f[c+80>>2]|0))return;if((k|0)==(c|0)){if(!e)f[g+80>>2]=b;d=b+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=c;f[c+80>>2]=e;f[l>>2]=b;f[d>>2]=c;f[j>>2]=g}else{if((g|0)==(b|0)){if(!i)f[k+80>>2]=c;d=c+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=b;i=b+80|0;f[i>>2]=e;f[j>>2]=c;f[d>>2]=b;f[l>>2]=k;d=i}else{d=b+80|0;h=f[d>>2]|0;f[j>>2]=g;if(!e)f[g+80>>2]=b;e=c+80|0;g=f[e>>2]|0;f[d>>2]=g;if(g|0)f[g+76>>2]=b;f[l>>2]=k;if(!i)f[k+80>>2]=c;f[e>>2]=h;if(h)f[h+76>>2]=c}if(!(f[d>>2]|0)){f[a+56>>2]=b;return}}if(f[c+80>>2]|0)return;f[a+56>>2]=c;return}function Mmb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;g=Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0;do if(h){h=f[a>>2]|0;if(g){f[a>>2]=f[c>>2];f[c>>2]=h;g=1;break}f[a>>2]=f[b>>2];f[b>>2]=h;if(Rg[f[e>>2]&255](f[c>>2]|0,h)|0){g=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=g;g=2}else g=1}else if(g){h=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=h;if(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=g;g=2}else g=1}else g=0;while(0);if(!(Rg[f[e>>2]&255](f[d>>2]|0,f[c>>2]|0)|0)){e=g;return e|0}h=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=h;if(!(Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0)){e=g+1|0;return e|0}d=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=d;if(!(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0)){e=g+2|0;return e|0}e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=g+3|0;return e|0}function Nmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+8|0;h=a+4|0;i=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[e>>2]|0,f[h>>2]|0)|0;do if(i){g=f[a>>2]|0;if(d){f[a>>2]=f[e>>2];f[e>>2]=g;break}f[a>>2]=f[h>>2];f[h>>2]=g;if(Rg[f[c>>2]&255](f[e>>2]|0,g)|0){i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i}}else if(d){g=f[h>>2]|0;i=f[e>>2]|0;f[h>>2]=i;f[e>>2]=g;if(Rg[f[c>>2]&255](i,f[a>>2]|0)|0){i=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=i}}while(0);d=a+12|0;if((d|0)==(b|0))return;while(1){if(Rg[f[c>>2]&255](f[d>>2]|0,f[e>>2]|0)|0){h=f[d>>2]|0;i=h;g=d;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){j=e;e=g;g=j}else break}f[e>>2]=h}e=d+4|0;if((e|0)==(b|0))break;else{j=d;d=e;e=j}}return}function Omb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;switch(b-a>>2|0){case 2:{d=b+-4|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 3:{h=a+4|0;d=b+-4|0;b=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0;if(!b){if(!e){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=c;c=1;return c|0}g=f[a>>2]|0;if(e){f[a>>2]=f[d>>2];f[d>>2]=g;c=1;return c|0}f[a>>2]=f[h>>2];f[h>>2]=g;if(!(Rg[f[c>>2]&255](f[d>>2]|0,g)|0)){c=1;return c|0}c=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 4:{Mmb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;return c|0}case 5:{e=a+4|0;g=a+8|0;h=a+12|0;d=b+-4|0;Mmb(a,e,g,h,c)|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0)){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[g>>2]|0)|0)){c=1;return c|0}j=f[g>>2]|0;b=f[h>>2]|0;f[g>>2]=b;f[h>>2]=j;if(!(Rg[f[c>>2]&255](b,f[e>>2]|0)|0)){c=1;return c|0}j=f[e>>2]|0;b=f[g>>2]|0;f[e>>2]=b;f[g>>2]=j;if(!(Rg[f[c>>2]&255](b,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=c;c=1;return c|0}case 1:case 0:{c=1;return c|0}default:{h=a+8|0;d=a+4|0;j=Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[h>>2]|0,f[d>>2]|0)|0;do if(j){g=f[a>>2]|0;if(e){f[a>>2]=f[h>>2];f[h>>2]=g;break}f[a>>2]=f[d>>2];f[d>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,g)|0){j=f[d>>2]|0;f[d>>2]=f[h>>2];f[h>>2]=j}}else if(e){i=f[d>>2]|0;j=f[h>>2]|0;f[d>>2]=j;f[h>>2]=i;if(Rg[f[c>>2]&255](j,f[a>>2]|0)|0){j=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=j}}while(0);d=a+12|0;a:do if((d|0)==(b|0)){e=1;d=0}else{j=d;d=0;e=h;while(1){if(Rg[f[c>>2]&255](f[j>>2]|0,f[e>>2]|0)|0){h=f[j>>2]|0;i=h;g=j;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){k=e;e=g;g=k}else break}f[e>>2]=h;d=d+1|0;if((d|0)==8){e=0;d=(j+4|0)==(b|0);break a}}e=j+4|0;if((e|0)==(b|0)){e=1;d=0;break}else{k=j;j=e;e=k}}}while(0);k=d|e;return k|0}}return 0}function Pmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[a+24>>3];i=+p[b+24>>3];do if(j==i){d=f[a+12>>2]|0;f[c+4>>2]=d;if((f[a+20>>2]|0)==(d|0)){d=f[a+16>>2]|0;break}else{j=j*+(d-(f[a+4>>2]|0)|0);d=(f[a>>2]|0)+~~(j+(j<0.0?-.5:.5))|0;break}}else{do if(j==0.0){e=f[a>>2]|0;f[c>>2]=e;d=f[b+4>>2]|0;if(!(i==-1.e+40)){k=+(e|0)/i+(+(d|0)-+(f[b>>2]|0)/i);d=~~(k+(k<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}else{if(!(i==0.0)){m=+(f[a>>2]|0)-j*+(f[a+4>>2]|0);l=+(f[b>>2]|0)-i*+(f[b+4>>2]|0);k=(l-m)/(j-i);d=~~(k+(k<0.0?-.5:.5));h=c+4|0;f[h>>2]=d;g=+K(+j)<+K(+i);k=(g?m:l)+k*(g?j:i);f[c>>2]=~~(k+(k<0.0?-.5:.5));break}e=f[b>>2]|0;f[c>>2]=e;d=f[a+4>>2]|0;if(!(j==-1.e+40)){m=+(e|0)/j+(+(d|0)-+(f[a>>2]|0)/j);d=~~(m+(m<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}while(0);g=f[a+20>>2]|0;e=f[b+20>>2]|0;if((d|0)<(g|0)|(d|0)<(e|0)){d=(g|0)>(e|0)?g:e;f[h>>2]=d;e=+K(+j)<+K(+i);e=e?a:b;if((f[e+20>>2]|0)==(d|0))e=f[e+16>>2]|0;else{m=+p[e+24>>3]*+(d-(f[e+4>>2]|0)|0);e=(f[e>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}f[c>>2]=e}e=f[a+12>>2]|0;if((d|0)<=(e|0))return;f[h>>2]=e;d=+K(+j)>+K(+i);d=d?b:a;if((f[d+20>>2]|0)==(e|0)){d=f[d+16>>2]|0;break}else{m=+p[d+24>>3]*+(e-(f[d+4>>2]|0)|0);d=(f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0;break}}while(0);f[c>>2]=d;return}function Qmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Rmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0;e=a+128|0;d=f[e>>2]|0;g=d;if(!d){f[b+72>>2]=0;f[b+68>>2]=0;l=e;f[l>>2]=b;return}h=b+8|0;a:do if(!c){a=f[h>>2]|0;c=f[d+8>>2]|0;do if((a|0)==(c|0)){a=f[b+20>>2]|0;c=f[d+20>>2]|0;if((a|0)>(c|0)){m=+p[d+24>>3]*+(a-(f[d+4>>2]|0)|0);if((f[b+16>>2]|0)<((f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0))break;else break a}if((a|0)==(c|0))a=f[b+16>>2]|0;else{m=+p[b+24>>3]*+(c-(f[b+4>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[d+16>>2]|0)<=(a|0))break a}else if((a|0)>=(c|0))break a;while(0);f[b+72>>2]=0;f[b+68>>2]=g;f[d+72>>2]=b;l=e;f[l>>2]=b;return}else d=c;while(0);i=b+20|0;j=b+16|0;k=b+24|0;l=b+4|0;c=d+68|0;a=f[c>>2]|0;b:do if(a){h=f[h>>2]|0;g=a;while(1){a=f[g+8>>2]|0;do if((h|0)==(a|0)){a=f[i>>2]|0;e=f[g+20>>2]|0;if((a|0)>(e|0)){m=+p[g+24>>3]*+(a-(f[g+4>>2]|0)|0);if((f[j>>2]|0)<((f[g>>2]|0)+~~(m+(m<0.0?-.5:.5))|0)){a=g;break b}else break}if((a|0)==(e|0))a=f[j>>2]|0;else{m=+p[k>>3]*+(e-(f[l>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[g+16>>2]|0)>(a|0)){a=g;break b}}else if((h|0)<(a|0)){a=g;break b}while(0);c=g+68|0;a=f[c>>2]|0;if(!a){d=g;break}else{d=g;g=a}}}while(0);f[b+68>>2]=a;a=f[c>>2]|0;if(a|0)f[a+72>>2]=b;f[b+72>>2]=d;l=c;f[l>>2]=b;return}function Smb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[b+72>>2]|0;a:do if(!c)j=6;else{g=f[b+32>>2]|0;while(1){if((f[c+32>>2]|0)==(g|0)){i=f[c+40>>2]|0;if(i|0)break}c=f[c+72>>2]|0;if(!c){j=6;break a}}d=f[b+40>>2]|0;e=(d|0)==0;if(e)if((f[a+40>>2]|0)!=1){f[b+44>>2]=1;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}if(!(f[((g|0)==0?a+68|0:a+64|0)>>2]|0)){if(e){e=1;d=c;b:while(1){do{d=f[d+72>>2]|0;if(!d)break b}while((f[d+32>>2]|0)!=(g|0));e=e^(f[d+40>>2]|0)!=0}d=(e^1)&1}f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}h=f[c+44>>2]|0;do if((X(i,h)|0)<0)if((((h|0)<0?0-h|0:h)|0)>1){i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}else{d=e?1:d;break}else if(e){d=(h>>31|1)+h|0;break}else{i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}while(0);f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i}while(0);if((j|0)==6){c=f[b+40>>2]|0;d=f[b+32>>2]|0;if(!c)c=(f[((d|0)==0?a+68|0:a+64|0)>>2]|0)==3?-1:1;f[b+44>>2]=c;f[b+48>>2]=0;e=a+128|0;c=0;g=d}d=f[e>>2]|0;e=(d|0)==(b|0);if(f[((g|0)==0?a+64|0:a+68|0)>>2]|0){if(e)return;e=b+48|0;do{c=c+(f[d+40>>2]|0)|0;d=f[d+68>>2]|0}while((d|0)!=(b|0));f[e>>2]=c;return}if(e)return;e=b+48|0;do{if(f[d+40>>2]|0){c=(c|0)==0&1;f[e>>2]=c}d=f[d+68>>2]|0}while((d|0)!=(b|0));return}function Tmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;d=(f[b+32>>2]|0)==0;h=a+68|0;g=a+64|0;c=f[(d?g:h)>>2]|0;switch(f[(d?h:g)>>2]|0){case 0:{if(!(f[b+40>>2]|0))if((f[b+44>>2]|0)==1)e=7;else c=0;else e=7;break}case 1:{h=f[b+44>>2]|0;if((((h|0)<0?0-h|0:h)|0)==1)e=7;else c=0;break}case 2:{if((f[b+44>>2]|0)==1)e=7;else c=0;break}default:if((f[b+44>>2]|0)==-1)e=7;else c=0}a:do if((e|0)==7)switch(f[a+40>>2]|0){case 0:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 1:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}case 2:if(d)switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}else switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 3:{if(f[b+40>>2]|0){c=1;break a}switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}}default:{c=1;break a}}while(0);return c|0}function Umb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+48|0;h=a+52|0;b=f[h>>2]|0;c=f[g>>2]|0;if((b|0)!=(c|0)){e=0;do{d=f[c+(e<<2)>>2]|0;if(d){gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=f[h>>2]|0;c=f[g>>2]|0}e=e+1|0;d=b-c>>2}while(e>>>0<d>>>0);if(!((c|0)==(b|0)|(d|0)==0))f[h>>2]=b+(~((b+-4-c|0)>>>2)<<2)}d=a+20|0;h=f[d>>2]|0;b=f[a+16>>2]|0;c=h;if((h|0)==(b|0)|(b|0)==(c|0))return;f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);return}function Vmb(a){a=a|0;f[a>>2]=39984;a=a+4|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;b[a+32>>0]=0;return}function Wmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=b+4|0;g=f[b>>2]|0;if((f[i>>2]|0)==(g|0)){i=0;return i|0}h=0;e=0;do{e=e|(Tg[f[(f[a>>2]|0)+8>>2]&15](a,g+(h*12|0)|0,c,d)|0);h=h+1|0;g=f[b>>2]|0}while(h>>>0<(((f[i>>2]|0)-g|0)/12|0)>>>0);return e|0}function Xmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;d=a+80|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[a>>2]=40940;f[a+76>>2]=40976;d=a+44|0;e=a+4|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=d;f[a+48>>2]=d;f[a+52>>2]=0;b[a+60>>0]=0;b[a+96>>0]=0;b[a+72>>0]=c&1;b[a+74>>0]=c>>>1&1;b[a+112>>0]=c>>>2&1;b[a+113>>0]=0;return}function Ymb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;h=p;o=a+60|0;if(b[o>>0]|0){o=0;u=p;return o|0}if(b[a+113>>0]|0){o=m3a(260024,239823,56)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=p;return o|0}b[o>>0]=1;k=d+4|0;j=f[k>>2]|0;m=f[d>>2]|0;l=m;h=j;if(!((j|0)==(m|0)|(l|0)==(h|0)))do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));f[a+68>>2]=e;f[a+64>>2]=g;f[a+40>>2]=c;b[a+73>>0]=0;m=emb(a)|0;if(m)dnb(a,d);e=a+116|0;g=a+120|0;h=f[g>>2]|0;d=f[e>>2]|0;i=d;if((h|0)!=(d|0)){c=a+116|0;l=0;do{j=f[i+(l<<2)>>2]|0;k=j+16|0;h=f[k>>2]|0;if(!h){if(j)n=21}else{f[(f[h+16>>2]|0)+12>>2]=0;h=f[k>>2]|0;if(!h)n=21;else{do{f[k>>2]=f[h+12>>2];sOb(h);h=f[k>>2]|0}while((h|0)!=0);n=21}}if((n|0)==21){n=0;sOb(j);i=f[c>>2]|0}f[i+(l<<2)>>2]=0;l=l+1|0;h=f[g>>2]|0;a=f[e>>2]|0;i=a}while(l>>>0<h-a>>2>>>0)}if((i|0)!=(h|0))f[g>>2]=h+(~((h+-4-i|0)>>>2)<<2);b[o>>0]=0;o=m;u=p;return o|0}function Zmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;J=f[a+728>>2]|0;H=f[a+776>>2]|0;K=f[a+888>>2]|0;L=f[a+1016>>2]|0;M=f[a+1072>>2]|0;N=f[a+2184>>2]|0;G=f[a+2200>>2]|0;O=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;u=+n[d+4>>2];w=+n[d+8>>2];t=+n[d+12>>2];v=+n[d+16>>2];s=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=u;p[((a+352|0)+16|0)>>3]=w;p[((a+352|0)+24|0)>>3]=t;p[((a+352|0)+32|0)>>3]=v;p[((a+352|0)+40|0)>>3]=s;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;s=+p[(a+400|0)>>3];v=(+p[((a+400|0)+24|0)>>3]-s)*.5;t=+p[((a+400|0)+8|0)>>3];w=(+p[((a+400|0)+32|0)>>3]-t)*.5;u=+p[((a+400|0)+16|0)>>3];x=(+p[((a+400|0)+40|0)>>3]-u)*.5;p[(a+448|0)>>3]=s+v;p[((a+448|0)+8|0)>>3]=t+w;p[((a+448|0)+16|0)>>3]=u+x;p[((a+448|0)+24|0)>>3]=v*v+(w*w+x*x);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=K|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;C=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(C|0)){c=d;do{t=+p[c>>3];A=c+8|0;u=+p[A>>3];B=c+16|0;v=+p[B>>3];w=t*+p[(a+104|0)>>3]+u*+p[(a+136|0)>>3]+v*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];x=t*+p[(a+112|0)>>3]+u*+p[(a+144|0)>>3]+v*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v+ +p[(a+192|0)>>3];p[A>>3]=w;p[B>>3]=x;c=c+24|0}while((c|0)!=(C|0))}B=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(C|0))g=0;else c=1}if(c)if(1){A=J;z=d;y=0;while(1){c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,z,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)D=y;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;r=f[d+68>>2]|0;e:do if((g|0)!=(r|0)){s=+p[z>>3];t=+p[z+8>>3];u=+p[z+16>>3];v=+p[z+24>>3];w=+p[z+32>>3];x=+p[z+40>>3];e=0;do{i=f[g>>2]|0;q=f[g+4>>2]|0;if((i|0)==(q|0))e=(e|0)>0?e:0;else{k=2;do{h=+p[i>>3];l=+p[i+8>>3];m=+p[i+16>>3];o=+p[i+24>>3];if(!(o+(v*h+(w*l+x*m))<0.0)){E=!(o+(s*h+(t*l+u*m))<0.0)?2:1;O=151}else if(!(o+(s*h+(t*l+u*m))<0.0))F=1;else{E=0;O=151}if((O|0)==151){O=0;F=(E|0)==0?0:(E|0)==2?2:1}k=(F|0)<(k|0)?F:k;i=i+32|0}while((i|0)!=(q|0));if((k|0)==2){D=y;break d}else e=(e|0)<(k|0)?k:e}g=g+12|0}while((g|0)!=(r|0));switch(e|0){case 2:{D=y;break d}case 1:break;default:break e}Slb(d+64|0,z,a+584|0,a+280|0);c=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;if((c|0)==(e|0)){D=y;break d}if((e-c|0)>0){d=c;c=0;do{c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,d,a+352|0)|0|c;d=d+48|0}while(d>>>0<e>>>0);if((c|0)==1){D=y;break d}}else c=0;d=f[a>>2]|0}while(0);e=c|y;y=f[d+24>>2]|0;h=+Ng[f[(f[y>>2]|0)+16>>2]&31](y,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+260|0)>>2]|0){D=IEa(f[(a+8|0)>>2]|0,A)|0;d=f[(a+260|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=z;f[(a+400|0)>>2]=D;d=f[d+16>>2]|0;if(!d){O=165;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);D=e;break}y=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[y>>2]|0)+12>>2]&1023](y)|0)){D=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else D=e}}while(0);z=z+48|0;if((z|0)==(C|0)){g=D;break}else{A=A+1|0;y=D}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|K;if(G)break;C=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[C>>2]|0)+12>>2]&1023](C)|0))break;if((c|0)==3){I=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){I=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){I=c;break}vEa(a+568|0);J=J+512|0;K=c}if((O|0)==165)vd();if(f[(a+272|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,1,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+28>>2]|0;G=f[(a+584|0)>>2]|0;f:do if((f[G>>2]|0)==(f[G+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I|H;if(N)L=c;else{N=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[N>>2]|0)+12>>2]&1023](N)|0){if((c|0)==3){M=3;f[a+3704>>2]=1;break a}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){M=2;f[a+3704>>2]=1;break a}else L=c}else L=c}}f[a+728>>2]=J;f[a+888>>2]=K;f[a+1016>>2]=L;f[a+1072>>2]=M;f[a+3608>>2]=O}function _mb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;O=f[a+720>>2]|0;P=f[a+776>>2]|0;Q=f[a+880>>2]|0;R=f[a+1072>>2]|0;T=f[a+2184>>2]|0;N=f[a+2192>>2]|0;U=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;A=+n[d+4>>2];C=+n[d+8>>2];z=+n[d+12>>2];B=+n[d+16>>2];y=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=A;p[((a+352|0)+16|0)>>3]=C;p[((a+352|0)+24|0)>>3]=z;p[((a+352|0)+32|0)>>3]=B;p[((a+352|0)+40|0)>>3]=y;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;y=+p[(a+400|0)>>3];B=(+p[((a+400|0)+24|0)>>3]-y)*.5;z=+p[((a+400|0)+8|0)>>3];C=(+p[((a+400|0)+32|0)>>3]-z)*.5;A=+p[((a+400|0)+16|0)>>3];D=(+p[((a+400|0)+40|0)>>3]-A)*.5;p[(a+448|0)>>3]=y+B;p[((a+448|0)+8|0)>>3]=z+C;p[((a+448|0)+16|0)>>3]=A+D;p[((a+448|0)+24|0)>>3]=B*B+(C*C+D*D);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=Q|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;I=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(I|0)){c=d;do{z=+p[c>>3];G=c+8|0;A=+p[G>>3];H=c+16|0;B=+p[H>>3];C=z*+p[(a+104|0)>>3]+A*+p[(a+136|0)>>3]+B*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];D=z*+p[(a+112|0)>>3]+A*+p[(a+144|0)>>3]+B*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B+ +p[(a+192|0)>>3];p[G>>3]=C;p[H>>3]=D;c=c+24|0}while((c|0)!=(I|0))}H=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(I|0))g=0;else c=1}if(c)if(1){E=0;G=O;F=d;while(1){c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,F,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)J=E;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;s=f[d+68>>2]|0;e:do if((g|0)!=(s|0)){t=+p[F>>3];u=F+8|0;v=+p[u>>3];w=F+16|0;x=+p[w>>3];y=+p[F+24>>3];z=+p[F+32>>3];A=+p[F+40>>3];B=+p[F+48>>3];C=+p[F+56>>3];D=+p[F+64>>3];e=0;do{i=f[g>>2]|0;r=f[g+4>>2]|0;if((i|0)==(r|0))e=(e|0)>0?e:0;else{q=2;k=i;do{h=+p[k>>3];l=+p[k+8>>3];m=+p[k+16>>3];o=+p[k+24>>3];if(!(o+(y*h+(z*l+A*m))<0.0)){M=!(o+(t*h+(v*l+x*m))<0.0)?2:1;U=52}else if(!(o+(t*h+(v*l+x*m))<0.0))K=1;else{M=0;U=52}do if((U|0)==52){U=0;if(!(o+(B*h+(C*l+D*m))<0.0))i=M+1|0;else if(!M)i=0;else{K=1;break}K=(i|0)==0?0:(i|0)==3?2:1}while(0);q=(K|0)<(q|0)?K:q;k=k+32|0}while((k|0)!=(r|0));if((q|0)==2){J=E;break d}else e=(e|0)<(q|0)?q:e}g=g+12|0}while((g|0)!=(s|0));switch(e|0){case 2:{J=E;break d}case 1:break;default:break e}o=(z-v)*(D-x)-(A-x)*(C-v);A=(A-x)*(B-t)-(y-t)*(D-x);C=(y-t)*(C-v)-(z-v)*(B-t);D=+L(+(o*o+(C*C+A*A)));p[(a+448|0)>>3]=o/D;p[((a+448|0)+8|0)>>3]=A/D;p[((a+448|0)+16|0)>>3]=C/D;p[((a+448|0)+24|0)>>3]=-(o/D*+p[F>>3]+(A/D*+p[u>>3]+C/D*+p[w>>3]));Rlb(d+64|0,F,a+448|0,a+584|0,a+280|0);d=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;do if((d|0)!=(e|0)){if((e-d|0)>0){c=0;do{c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,d,a+352|0)|0|c;d=d+72|0}while(d>>>0<e>>>0);if((c|0)==1)break}else c=0;d=f[a>>2]|0;break e}while(0);J=E;break d}while(0);e=c|E;E=f[d+24>>2]|0;h=+Ng[f[(f[E>>2]|0)+16>>2]&31](E,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+256|0)>>2]|0){J=HEa(f[(a+8|0)>>2]|0,G)|0;d=f[(a+256|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=F;f[(a+400|0)>>2]=J;d=f[d+16>>2]|0;if(!d){U=70;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);J=e;break}E=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[E>>2]|0)+12>>2]&1023](E)|0)){J=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else J=e}}while(0);F=F+72|0;if((F|0)==(I|0)){g=J;break}else{E=J;G=G+1|0}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|Q;if(N)break;I=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[I>>2]|0)+12>>2]&1023](I)|0))break;if((c|0)==3){S=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){S=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){S=c;break}vEa(a+568|0);O=O+512|0;Q=c}if((U|0)==70)vd();if(f[(a+268|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,0,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+24>>2]|0;N=f[(a+584|0)>>2]|0;f:do if((f[N>>2]|0)==(f[N+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}if(T)P=S;else{T=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[T>>2]|0)+12>>2]&1023](T)|0){if((S|0)==3){R=3;f[a+3712>>2]=1;break a}if((S|0)==2?(b[f[a>>2]>>0]|0)==0:0){R=2;f[a+3712>>2]=1;break a}else P=S}else P=S}}f[a+720>>2]=O;f[a+776>>2]=P;f[a+880>>2]=Q;f[a+1072>>2]=R;f[a+3608>>2]=U}function $mb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0.0,J=0.0,K=0;B=f[a+648>>2]|0;j=f[a+1072>>2]|0;k=f[a+2184>>2]|0;h=f[a+2240>>2]|0;d=f[a+2248>>2]|0;r=f[a+2256>>2]|0;C=f[a+3608>>2]|0;E=f[a+3624>>2]|0;a:{if(E){E=0;if(d){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;rEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+720>>2]=x;f[a+776>>2]=i;f[a+880>>2]=y;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2192>>2]=d;f[a+3608>>2]=C;f[a+3712>>2]=0;f[a+3716>>2]=0;_mb(a);i=f[a+776>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3712>>2]|0;D=f[a+3716>>2]|0;H=+n[a+3716>>2];f[a+3712>>2]=0;f[a+3716>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else E=1}if(E){E=0;if(1)i=0;else E=1}e=1;if(e){e=0;if(h){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;sEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+728>>2]=x;f[a+776>>2]=i;f[a+888>>2]=y;f[a+1016>>2]=z;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2200>>2]=d;f[a+3608>>2]=C;f[a+3704>>2]=0;f[a+3708>>2]=0;Zmb(a);z=f[a+1016>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3704>>2]|0;D=f[a+3708>>2]|0;H=+n[a+3708>>2];f[a+3704>>2]=0;f[a+3708>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else e=1}if(e)if(1)z=i;y=1;if(y){y=0;if(r){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)x=(f[(a+272|0)>>2]|0)!=0;else x=1;tEa(a+352|0,a+12|0);cBa(a+584|0,f[64714]|0);w=0;v=0;b:while(1){d=wEa(a+352|0)|0;F=+n[d+4>>2];s=+n[d+8>>2];I=+n[d+12>>2];g=+n[d+16>>2];J=+n[d+20>>2];p[(a+280|0)>>3]=+n[d>>2];p[((a+280|0)+8|0)>>3]=F;p[((a+280|0)+16|0)>>3]=s;p[((a+280|0)+24|0)>>3]=I;p[((a+280|0)+32|0)>>3]=g;p[((a+280|0)+40|0)>>3]=J;UBa(a+400|0,a+280|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;J=+p[(a+400|0)>>3];g=(+p[((a+400|0)+24|0)>>3]-J)*.5;I=+p[((a+400|0)+8|0)>>3];s=(+p[((a+400|0)+32|0)>>3]-I)*.5;F=+p[((a+400|0)+16|0)>>3];t=(+p[((a+400|0)+40|0)>>3]-F)*.5;p[(a+448|0)>>3]=J+g;p[((a+448|0)+8|0)>>3]=I+s;p[((a+448|0)+16|0)>>3]=F+t;p[((a+448|0)+24|0)>>3]=g*g+(s*s+t*t);d=f[(f[a>>2]|0)+24>>2]|0;e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=v|1;else e=1}if(e)if(1){nEa(a+352|0,a+584|0);r=f[(a+584|0)>>2]|0;u=f[((a+584|0)+4|0)>>2]|0;c:do if((r|0)==(u|0))c=0;else{c=r;do{s=+p[c>>3];o=c+8|0;t=+p[o>>3];q=c+16|0;F=+p[q>>3];I=s*+p[(a+104|0)>>3]+t*+p[(a+136|0)>>3]+F*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];J=s*+p[(a+112|0)>>3]+t*+p[(a+144|0)>>3]+F*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*s+ +p[(a+128|0)>>3]*t+ +p[(a+160|0)>>3]*F+ +p[(a+192|0)>>3];p[o>>3]=I;p[q>>3]=J;c=c+24|0}while((c|0)!=(u|0));q=f[(f[a>>2]|0)+24>>2]|0;o=r;c=0;do{m=Rg[f[(f[q>>2]|0)+20>>2]&255](q,o)|0;k=m?2:1;d:do if(m){m=f[a>>2]|0;e=f[m+64>>2]|0;l=f[m+68>>2]|0;if((e|0)!=(l|0)){g=+p[o>>3];s=+p[o+8>>3];t=+p[o+16>>3];d=0;do{h=f[e>>2]|0;j=f[e+4>>2]|0;if((h|0)==(j|0))d=(d|0)>0?d:0;else{i=2;do{K=+p[h+24>>3]+(g*+p[h>>3]+(s*+p[h+8>>3]+t*+p[h+16>>3]))<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break d;else d=(d|0)<(i|0)?i:d}e=e+12|0}while((e|0)!=(l|0));if((d|0)==2)break}c=k|c;K=f[m+24>>2]|0;g=+Ng[f[(f[K>>2]|0)+16>>2]&31](K,o);if(g<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=g;p[(a+224|0)>>3]=+p[o>>3];p[(a+232|0)>>3]=+p[o+8>>3];p[(a+240|0)>>3]=+p[o+16>>3]}if(f[(a+264|0)>>2]|0){K=JEa(f[(a+8|0)>>2]|0,(o+(w*24|0)-r|0)/24|0)|0;e=f[(a+264|0)>>2]|0;d=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=K;e=f[e+16>>2]|0;if(!e){C=251;break b}Fh[f[(f[e>>2]|0)+24>>2]&255](e,o,d,a+448|0);break}K=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0))break;if((c|0)==3){c=3;break c}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){c=2;break c}}while(0);o=o+24|0}while((o|0)!=(u|0))}while(0);c=((c|0)==0?1:c)|v;if(!x){K=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0){if((c|0)==3){A=3;break}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){A=2;break}}}}if(!(uEa(a+352|0)|0)){A=c;break}vEa(a+352|0);w=w+512|0;v=c}if((C|0)==251)vd();c=f[(a+584|0)+12>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}l=A|z;m=a+224|0;o=a+232|0;q=a+240|0}else y=1}if(y)if(1){l=z;m=a+224|0;o=a+232|0;q=a+240|0}p[B>>3]=+p[m>>3];p[B+8>>3]=+p[o>>3];p[B+16>>3]=+p[q>>3];j=l}f[a+1072>>2]=j;f[a+3608>>2]=C;f[a+3624>>2]=E}function anb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;D=f[a+32>>2]|0;u=f[a+48>>2]|0;B=f[a+56>>2]|0;E=f[a+112>>2]|0;F=f[a+136>>2]|0;v=f[a+920>>2]|0;a:{b:while(1){c:do if(B){h=E;d:while(1){i=h+8|0;e=h+56|0;d=f[e>>2]|0;if((f[i>>2]|0)==(f[d+8>>2]|0))if((f[h+12>>2]|0)==(f[d+12>>2]|0))break c;l=h+60|0;m=f[l>>2]|0;if((m|0)==(d|0)){r=h;l=48;break b}n=f[(m+8|0)>>2]|0;o=f[(m+8|0)+4>>2]|0;q=f[i>>2]|0;i=f[i+4>>2]|0;j=f[(d+8|0)>>2]|0;k=f[(d+8|0)+4>>2]|0;do if((X(q-j|0,o-i|0)|0)==(X(i-k|0,n-q|0)|0)){if(!(b[(D+36|0)>>0]|0))break d;if((n|0)==(j|0)&(o|0)==(k|0))break d;if((n|0)==(q|0)&(o|0)==(i|0))break d;if((q|0)==(j|0)&(i|0)==(k|0))break d;if((n|0)==(j|0))if((o|0)<(i|0)^(i|0)<(k|0))break d;else break;else if((n|0)<(q|0)^(q|0)<(j|0))break d;else break}while(0);if((d|0)==(E|0)){r=E;l=48;break b}else h=d}f[m+56>>2]=d;E=(f[e>>2]|0)+60|0;f[E>>2]=m;f[l>>2]=0;E=f[E>>2]|0;F=(h|0)==(F|0)?d:F;continue b}else{e=E;d=f[E+56>>2]|0;h=f[E+8>>2]|0;while(1){q=h;h=f[d+8>>2]|0;if((q|0)==(h|0))if(!((d|0)==(F|0)?1:(f[e+12>>2]|0)!=(f[d+12>>2]|0)))break;if((f[e+60>>2]|0)==(d|0)){r=e;l=48;break b}if((d|0)==(E|0)){r=E;l=48;break b}e=f[d+56>>2]|0;if((e|0)==(F|0)){s=d;t=F;l=50;break b}else{q=d;d=e;e=q}}h=e;e=e+56|0}while(0);if((h|0)==(d|0)){r=d;l=48;break}q=h+60|0;o=f[q>>2]|0;f[o+56>>2]=f[e>>2];E=f[e>>2]|0;f[E+60>>2]=o;f[q>>2]=0;F=(h|0)==(F|0)?d:F}do if((l|0)==48)if(B)if((f[r+60>>2]|0)==(f[r+56>>2]|0)){l=52;break}else break;else{s=r;t=f[r+56>>2]|0;l=50;break}while(0);if((l|0)==50)if((s|0)==(t|0))l=52;else{b[D+37>>0]=1;f[(f[F+60>>2]|0)+52>>2]=-2}if((l|0)==52){tOb(v);c=0;f[a+1064>>2]=1;break a}k=F+12|0;d=1;j=F;do{e=j+8|0;i=j+56|0;h=f[i>>2]|0;if((f[j+12>>2]|0)<(f[h+12>>2]|0)){s=f[e+4>>2]|0;t=j+16|0;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j}else{s=f[e+4>>2]|0;t=j;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j+16|0}t=f[(h+8|0)+4>>2]|0;f[e>>2]=f[(h+8|0)>>2];f[e+4>>2]=t;e=(f[j+20>>2]|0)-(f[j+4>>2]|0)|0;if(!e)g=-1.e+40;else g=+((f[j+16>>2]|0)-(f[j>>2]|0)|0)/+(e|0);p[j+24>>3]=g;f[j+32>>2]=u;j=f[i>>2]|0;if(d)d=(f[j+12>>2]|0)==(f[k>>2]|0);else d=0}while((j|0)!=(F|0));if(d){if(B){tOb(v);c=0;f[a+1064>>2]=1;break a}d=f[F+60>>2]|0;f[d+52>>2]=-2;f[a>>2]=f[F+4>>2];f[a+4>>2]=0;f[a+8>>2]=F;f[F+36>>2]=2;f[F+40>>2]=0;e=F;while(1){c=f[e>>2]|0;if((c|0)!=(f[d+16>>2]|0)){B=e+16|0;C=f[B>>2]|0;f[B>>2]=c;f[e>>2]=C}c=f[e+56>>2]|0;if((f[c+52>>2]|0)==-2)break;f[e+64>>2]=c;e=c;d=f[c+60>>2]|0}c=f[(D+12|0)>>2]|0;if((c|0)==(f[D+16>>2]|0))bmb(D+8|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}c=f[(D+28|0)>>2]|0;if((c|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[c>>2]=f[(a+12|0)>>2];f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}c=1;f[a+1064>>2]=1;break a}d=f[(D+28|0)>>2]|0;if((d|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[d>>2]=v;f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}d=f[F+60>>2]|0;if((f[d>>2]|0)==(f[d+16>>2]|0))if((f[d+4>>2]|0)==(f[d+20>>2]|0))d=f[F+56>>2]|0;else d=F;else d=F;i=0;while(1){while(1){while(1){e=f[d+60>>2]|0;if((f[d>>2]|0)==(f[e>>2]|0))if((f[d+4>>2]|0)==(f[e+4>>2]|0)){if((f[d+8>>2]|0)!=(f[d+16>>2]|0))break;if((f[d+12>>2]|0)!=(f[d+20>>2]|0))break}d=f[d+56>>2]|0}g=+p[d+24>>3];h=+p[e+24>>3]==-1.e+40;if(g==-1.e+40)if(h){C=e;l=95}else{y=d;c=e;x=g}else if(h){C=e;l=95}else{z=d;break}if((l|0)==95){while(1){l=0;c=f[C+60>>2]|0;if(+p[c+24>>3]==-1.e+40)C=c;else break}y=C;x=+p[C+24>>3]}if(x==-1.e+40){d=y;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);w=d;d=f[d+60>>2]|0}else{w=y;d=c}if((f[w+20>>2]|0)==(f[d+4>>2]|0))d=w;else{l=101;break}}if((l|0)==101){l=0;z=(f[c>>2]|0)<(f[w>>2]|0)?y:w}if((z|0)==(i|0)){c=1;f[a+1064>>2]=2;f[a+1068>>2]=4;break a}i=(i|0)==0?z:i;f[a>>2]=f[z+4>>2];d=f[z+60>>2]|0;if(+p[z+24>>3]<+p[d+24>>3]){f[(a+4|0)>>2]=d;f[(a+8|0)>>2]=z;j=0;h=d;d=z}else{f[(a+4|0)>>2]=z;f[(a+8|0)>>2]=d;j=1;h=z}if(B)e=(f[h+56>>2]|0)==(d|0)?-1:1;else e=0;f[h+40>>2]=e;f[d+40>>2]=0-e;d=dmb(D,h,j)|0;if((f[d+52>>2]|0)==-2)d=dmb(D,d,j)|0;e=j^1;h=dmb(D,f[(a+8|0)>>2]|0,e)|0;if((f[h+52>>2]|0)==-2)h=dmb(D,h,e)|0;if((f[(f[(a+4|0)>>2]|0)+52>>2]|0)==-2){A=a+4|0;l=114}else if((f[(f[(a+8|0)>>2]|0)+52>>2]|0)==-2){A=a+8|0;l=114}if((l|0)==114){l=0;f[A>>2]=0}e=f[(D+12|0)>>2]|0;if((e|0)==(f[(D+16|0)>>2]|0))bmb(D+8|0,a);else{f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}d=j?d:h}}f[a+112>>2]=E;f[a+136>>2]=F;f[a+224>>2]=c;f[a+1048>>2]=l}function bnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;s=f[a+48>>2]|0;o=f[a+56>>2]|0;p=f[a+120>>2]|0;q=f[a+152>>2]|0;c=f[a+288>>2]|0;r=f[a+408>>2]|0;t=f[a+464>>2]|0;m=f[a+512>>2]|0;u=f[a+640>>2]|0;a:{b:while(1){n=q;switch((t-n|0|0)/12|0|0){case 2:{u=5;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 3:{u=7;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 4:{u=15;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 5:{u=16;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 1:case 0:{u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}default:{}}if((t-n|0|0)<372){u=22;f[a+664>>2]=2;f[a+668>>2]=11;break a}j=q+((((t-n|0)>>>0)/24|0)*12|0)|0;do{i=1;if(i){i=0;if((t-n|0|0)>11988){e=q+((((t-n|0)>>>0)/48|0)*12|0)|0;g=j+((((t-n|0)>>>0)/48|0)*12|0)|0;h=_lb(q,e,j,g,s)|0;if((f[g>>2]|0)>=(f[m>>2]|0)){k=j;break};f[a>>2]=f[g>>2];f[a+4>>2]=f[g+4>>2];f[a+8>>2]=f[g+8>>2];f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[g>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];if((f[e>>2]|0)<(f[j>>2]|0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[q>>2]|0)<(f[e>>2]|0)){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];h=h+4|0;k=j}else{h=h+3|0;k=j}}else{h=h+2|0;k=j}}else{h=h+1|0;k=j}}else i=1}if(i)if(1){k=f[j>>2]|0;e=(k|0)<(f[m>>2]|0);if((f[q>>2]|0)>=(k|0)){if(!e){h=0;k=j;break};f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[q>>2]|0)>=(f[j>>2]|0)){h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];h=2;k=j;break}if(e){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[m>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=2;k=j}else{h=1;k=j}}}while(0);e=f[k>>2]|0;g=f[q>>2]|0;if((e|0)<(g|0)){d=m;b=h;break}else l=m;while(1){l=l+-12|0;if((q|0)==(l|0))break;if((e|0)<(f[l>>2]|0)){u=66;break b}}e=q+12|0;if((f[m>>2]|0)>=(g|0)){if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}while(1){if((f[e>>2]|0)<(g|0))break;e=e+12|0;if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}}f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];e=e+12|0}if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}else g=m;while(1){j=f[q>>2]|0;while(1){i=e+12|0;if((f[e>>2]|0)<(j|0))break;else e=i}do g=g+-12|0;while((f[g>>2]|0)<(j|0));if(e>>>0>=g>>>0){q=e;continue b};f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];e=i}}if((u|0)==66){u=0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[l>>2];f[q+4>>2]=f[l+4>>2];f[q+8>>2]=f[l+8>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];d=l;b=h+1|0}c=q+12|0;c:do if(c>>>0<d>>>0){h=j;while(1){g=f[h>>2]|0;while(1){e=c+12|0;if((g|0)<(f[c>>2]|0))c=e;else break}do d=d+-12|0;while((g|0)>=(f[d>>2]|0));if(c>>>0>d>>>0){d=h;break c};f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?d:h;c=e;b=b+1|0}}else d=j;while(0);if((c|0)!=(d|0))if((f[c>>2]|0)<(f[d>>2]|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];b=b+1|0}if(!b){r=$lb(q,c,s)|0;b=c+12|0;if($lb(b,p,s)|0){u=82;f[a+664>>2]=1;break a}if(r){o=b;f[a+664>>2]=3;break a}}p=c;if(((p-n|0)/12|0|0)>=((t-p|0)/12|0|0)){u=81;f[a+664>>2]=1;break a}Ylb(q,c,s);o=c+12|0}f[a+56>>2]=o;f[a+152>>2]=q;f[a+288>>2]=c;f[a+408>>2]=r;f[a+640>>2]=u}function cnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;L=f[a+32>>2]|0;n=f[a+80>>2]|0;D=f[a+88>>2]|0;F=f[a+96>>2]|0;G=f[a+144>>2]|0;H=f[a+152>>2]|0;I=f[a+160>>2]|0;o=f[a+208>>2]|0;q=f[a+216>>2]|0;J=f[a+272>>2]|0;K=f[a+368>>2]|0;E=f[a+456>>2]|0;z=f[a+1456>>2]|0;a:{b:while(1){m=(E|0)!=(n|0);b=f[(G?E+68|0:E+72|0)>>2]|0;e=1;if(e){e=0;if(!b){B=F;h=J;g=K;c=E}else e=1}if(e)if(1){l=b;b=F;e=J;g=K;while(1){c:do if(!(f[(L+52|0)>>2]|0)){k=e;j=g;A=45}else if(G){h=e;if((q|0)==(h|0)){s=e;w=g;A=46;break}j=l+8|0;if(z){i=f[j>>2]|0;while(1){if((f[e+8>>2]|0)>=(i|0)){k=e;j=g;A=45;break c}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break c}}}while(1){i=f[e+8>>2]|0;if((i|0)>=(f[j>>2]|0)){k=e;j=g;A=45;break c}e=f[a>>2]|0;if((f[e+52>>2]|0)>=0){A=f[e+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=A;Amb(L,e,a+8|0)|0}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break}}}else{h=f[o>>2]|0;if((h|0)==(g|0)){t=e;x=g;A=47;break}k=l+8|0;if(z){i=f[k>>2]|0;while(1){if((f[(f[g>>2]|0)+8>>2]|0)<=(i|0)){k=e;j=g;A=45;break c}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break c}}}while(1){i=f[(f[g>>2]|0)+8>>2]|0;if((i|0)<=(f[k>>2]|0)){k=e;j=g;A=45;break c}j=f[a>>2]|0;if((f[j+52>>2]|0)>=0){h=f[j+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=h;Amb(L,j,a+8|0)|0;h=f[o>>2]|0}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break}}}while(0);if((A|0)==45)if(G){s=k;w=j;A=46}else{t=k;x=j;A=47}if((A|0)==46){e=f[l+8>>2]|0;if((e|0)>(I|0)){c=s;d=w;break}else{r=s;v=w;y=e}}else if((A|0)==47){e=f[l+8>>2]|0;if((e|0)<(H|0)){c=t;d=x;break}else{r=t;v=x;y=e}}i=l+8|0;e=f[a>>2]|0;if((y|0)==(f[e+16>>2]|0)){g=f[e+64>>2]|0;if(g|0)if(+p[l+24>>3]<+p[g+24>>3]){c=r;d=v;break}}if(!(z|(f[e+52>>2]|0)<0)){b=Amb(L,e,i)|0;e=f[(L+56|0)>>2]|0;if(e|0)do{g=f[e+52>>2]|0;if((g|0)>-1){A=f[a>>2]|0;M=f[A>>2]|0;A=f[A+16>>2]|0;N=f[e>>2]|0;h=e+16|0;O=f[h>>2]|0;if((((M|0)>(A|0)?A:M)|0)<(((N|0)>(O|0)?N:O)|0)?(((N|0)>(O|0)?O:N)|0)<(((M|0)>(A|0)?M:A)|0):0){g=f[(f[(f[(L+116|0)>>2]|0)+(g<<2)>>2]|0)+16>>2]|0;if((f[e+36>>2]|0)!=1)g=f[g+16>>2]|0;N=f[h>>2]|0;O=f[h+4>>2]|0;h=pOb(16)|0;f[(a+8|0)>>2]=h;f[h>>2]=g;f[h+4>>2]=b;f[(h+8|0)>>2]=N;f[(h+8|0)+4>>2]=O;g=f[(L+8|0)>>2]|0;if((g|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[g>>2]=h;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}e=f[e+76>>2]|0}while((e|0)!=0);g=f[a>>2]|0;O=f[g>>2]|0;g=f[g+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=b;f[e+4>>2]=0;f[(e+8|0)>>2]=O;f[(e+8|0)+4>>2]=g;g=f[(L+20|0)>>2]|0;if((g|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[g>>2]=e;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}}if(!(m|(l|0)!=(D|0))){A=67;break b}if(G){O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,O,l,a+8|0)}else{O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,l,O,a+8|0)}O=l;l=f[(G?l+68|0:l+72|0)>>2]|0;Emb(L+76|0,f[a>>2]|0,O);if(!l){c=r;d=v;break}else{e=r;g=v}}B=b;h=c;g=d;c=f[a>>2]|0}d=f[c+64>>2]|0;if(!d){A=96;break}if(!(+p[d+24>>3]==-1.e+40)){A=96;break}if(!(zmb(L+76|0,a)|0)){C=0;A=150;break}b=f[a>>2]|0;if((f[b+52>>2]|0)>-1){Amb(L,b,b)|0;b=f[a>>2]|0}I=f[b>>2]|0;J=f[b+16>>2]|0;F=B;G=(I|0)<(J|0);H=(I|0)<(J|0)?I:J;I=(I|0)<(J|0)?J:I;J=h;K=g;E=b}b=1;if(b)if((A|0)==67){b=f[a>>2]|0;do if((f[(b+52|0)>>2]|0)>-1){Amb(L,b,b+16|0)|0;if(!(f[D+40>>2]|0))Amb(L,D,b+16|0)|0;c=f[(b+52|0)>>2]|0;d=D+52|0;e=f[d>>2]|0;if((c|0)==(e|0)){f[(b+52|0)>>2]=-1;f[d>>2]=-1;break}if((c|0)<(e|0)){Fmb(L,b,D);break}else{Fmb(L,D,b);break}}while(0);b=f[a>>2]|0;c=f[(b+72|0)>>2]|0;d=f[(b+68|0)>>2]|0;if((c|0)!=0|(d|0)!=0)A=77;else if((f[(L+128|0)>>2]|0)==(b|0))A=77;if((A|0)==77){f[((c|0)!=0?c+68|0:L+128|0)>>2]=d;if(d)f[d+72>>2]=c;f[(b+68|0)>>2]=0;f[(b+72|0)>>2]=0}b=D+72|0;c=f[b>>2]|0;d=D+68|0;e=f[d>>2]|0;if(!((c|0)!=0|(e|0)!=0))if((f[(L+128|0)>>2]|0)!=(D|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}f[((c|0)!=0?c+68|0:L+128|0)>>2]=e;if(e)f[e+72>>2]=c;f[d>>2]=0;f[b>>2]=0;O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==96){b=f[c+52>>2]|0;if(!((B|0)!=0|(b|0)<0)){b=f[(f[(f[(L+116|0)>>2]|0)+(b<<2)>>2]|0)+16>>2]|0;if((f[c+36>>2]|0)!=1)b=f[b+16>>2]|0;d=f[(L+56|0)>>2]|0;if(d){do{c=f[d+52>>2]|0;if((c|0)>-1){O=f[a>>2]|0;N=f[O>>2]|0;O=f[O+16>>2]|0;M=f[d>>2]|0;e=d+16|0;D=f[e>>2]|0;if((((N|0)>(O|0)?O:N)|0)<(((M|0)>(D|0)?M:D)|0)?(((M|0)>(D|0)?D:M)|0)<(((N|0)>(O|0)?N:O)|0):0){c=f[(f[(f[(L+116|0)>>2]|0)+(c<<2)>>2]|0)+16>>2]|0;if((f[d+36>>2]|0)!=1)c=f[c+16>>2]|0;N=f[e>>2]|0;O=f[e+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=c;f[e+4>>2]=b;f[(e+8|0)>>2]=N;f[(e+8|0)+4>>2]=O;c=f[(L+8|0)>>2]|0;if((c|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[c>>2]=e;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}d=f[d+76>>2]|0}while((d|0)!=0);c=f[a>>2]|0}O=c+16|0;N=f[O>>2]|0;O=f[O+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=b;f[c+4>>2]=0;f[(c+8|0)>>2]=N;f[(c+8|0)+4>>2]=O;b=f[(L+20|0)>>2]|0;if((b|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[b>>2]=c;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}c=f[a>>2]|0;d=f[c+64>>2]|0;b=f[c+52>>2]|0}i=(b|0)>-1;do{j=1;if(j){j=0;if(!d){if(i){Amb(L,c,c+16|0)|0;d=f[a>>2]|0}else d=c;b=d+72|0;e=f[b>>2]|0;g=d+68|0;h=f[g>>2]|0;if(!((e|0)!=0|(h|0)!=0))if((f[(L+128|0)>>2]|0)!=(d|0))break;f[((e|0)!=0?e+68|0:L+128|0)>>2]=h;if(h)f[h+72>>2]=e;f[g>>2]=0;f[b>>2]=0}else j=1}if(j)if(1){if(!i){if(zmb(L+76|0,a)|0)break;else C=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}i=Amb(L,c,c+16|0)|0;if(!(zmb(L+76|0,a)|0)){O=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}g=f[a>>2]|0;if(!(f[g+40>>2]|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}b=f[g+72>>2]|0;h=f[g+68>>2]|0;if(b|0){c=f[b+8>>2]|0;if((c|0)==(f[g>>2]|0)){d=f[b+12>>2]|0;if((d|0)==(f[g+4>>2]|0))if(f[b+40>>2]|0)if((f[b+52>>2]|0)>-1){e=f[b+20>>2]|0;if((d|0)>(e|0)){O=X((f[b+16>>2]|0)-(f[b>>2]|0)|0,(f[g+20>>2]|0)-d|0)|0;if((O|0)==(X(e-(f[b+4>>2]|0)|0,(f[g+16>>2]|0)-c|0)|0)){N=Amb(L,b,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}break}}}}}if(h|0){b=f[h+8>>2]|0;if((b|0)==(f[g>>2]|0)){c=f[h+12>>2]|0;if((c|0)==(f[g+4>>2]|0))if(f[h+40>>2]|0)if((f[h+52>>2]|0)>-1){d=f[h+20>>2]|0;if((c|0)>(d|0)){O=X((f[h+16>>2]|0)-(f[h>>2]|0)|0,(f[g+20>>2]|0)-c|0)|0;if((O|0)==(X(d-(f[h+4>>2]|0)|0,(f[g+16>>2]|0)-b|0)|0)){N=Amb(L,h,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}}}}}}while(0);O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==150)if(1){u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}f[a+1560>>2]=6;f[a+1564>>2]=0;break a}f[a+96>>2]=F;f[a+144>>2]=G;f[a+152>>2]=H;f[a+160>>2]=I;f[a+272>>2]=J;f[a+368>>2]=K;f[a+456>>2]=E;f[a+1528>>2]=A}
+function yha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0;j=u;u=u+16|0;d=j+4|0;e=j;g=j+8|0;i=b[c>>0]|0;h=a+4|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,1,g)|0;b[(f[a>>2]|0)+k>>0]=i;k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+32|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+56|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+8|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));n=c+208|0;i=f[n>>2]|0;n=f[n+4>>2]|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;l=k;b[l>>0]=i;b[l+1>>0]=i>>8;b[l+2>>0]=i>>16;b[l+3>>0]=i>>24;k=k+4|0;b[k>>0]=n;b[k+1>>0]=n>>8;b[k+2>>0]=n>>16;b[k+3>>0]=n>>24;k=c+216|0;n=f[k>>2]|0;k=f[k+4>>2]|0;l=f[h>>2]|0;i=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;i=(f[a>>2]|0)+i|0;l=i;b[l>>0]=n;b[l+1>>0]=n>>8;b[l+2>>0]=n>>16;b[l+3>>0]=n>>24;i=i+4|0;b[i>>0]=k;b[i+1>>0]=k>>8;b[i+2>>0]=k>>16;b[i+3>>0]=k>>24;m=+pAa(c);i=f[h>>2]|0;k=i-(f[a>>2]|0)|0;f[e>>2]=i;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;p[s>>3]=m;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];b[k+4>>0]=b[s+4>>0];b[k+5>>0]=b[s+5>>0];b[k+6>>0]=b[s+6>>0];b[k+7>>0]=b[s+7>>0];k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,128,g)|0;i=(f[a>>2]|0)+i|0;k=c+80|0;l=i+128|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));u=j;return}function zha(a,c,d,e,g,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0;o=u;u=u+16|0;q=o+4|0;r=o;p=o+8|0;s=a+4|0;v=f[s>>2]|0;t=v-(f[a>>2]|0)|0;f[r>>2]=v;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,4,p)|0;t=(f[a>>2]|0)+t|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[t>>0]=c;b[t+1>>0]=c>>8;b[t+2>>0]=c>>16;b[t+3>>0]=c>>24;t=f[s>>2]|0;c=t-(f[a>>2]|0)|0;f[r>>2]=t;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+c>>0]=b[d>>0]|0;d=f[s>>2]|0;c=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=e;t=d;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=(f[a>>2]|0)+c|0;c=e;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;e=e+4|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[s>>2]|0;d=e-(f[a>>2]|0)|0;f[r>>2]=e;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+d>>0]=b[g>>0]|0;d=f[s>>2]|0;g=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=i;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=(f[a>>2]|0)+g|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;g=f[s>>2]|0;i=g-(f[a>>2]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+i>>0]=b[j>>0]|0;j=f[s>>2]|0;i=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=k;g=j;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=(f[a>>2]|0)+i|0;i=k;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;k=f[s>>2]|0;j=k-(f[a>>2]|0)|0;f[r>>2]=k;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+j>>0]=b[l>>0]|0;j=f[s>>2]|0;l=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=(f[a>>2]|0)+l|0;k=l;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;l=l+4|0;b[l>>0]=m;b[l+1>>0]=m>>8;b[l+2>>0]=m>>16;b[l+3>>0]=m>>24;l=f[s>>2]|0;m=l-(f[a>>2]|0)|0;f[r>>2]=l;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+m>>0]=b[n>>0]|0;u=o;return}function Aha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function Bha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function Cha(){f[64564]=1;f[64565]=0;f[64566]=0;f[64567]=0;f[64568]=0;n[64569]=1.0;f[64570]=0;f[64571]=0;f[64572]=0;f[64573]=0;pi(0);return}function Dha(){f[64599]=0;return}function Eha(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;if((a|0)<1|(b|0)<1)return;f[2690]=a;f[2691]=b;if(c>=1.0&d>=1.0)p[1346]=c;else{p[1346]=+(a|0);d=+(b|0)}p[1347]=d;if((f[64600]|0)<=0)return;Tvb(258928,0,0,a,b)|0;return}function Fha(){var a=0,b=0;if((f[64600]|0)<=0){a=0;return a|0}a=f[64737]|0;b=f[64738]|0;a=b>>>0<a>>>0?b:a;return a|0}function Gha(){return +(+Bd())}function Hha(a,b,c){a=a|0;b=b|0;c=c|0;ac(a|0,b|0,c|0);return}function Iha(){bc();return}function Jha(a){a=a|0;return}function Kha(a){a=a|0;f[a>>2]=f[2690];f[a+4>>2]=f[2691];f[a+8>>2]=f[2692];f[a+12>>2]=f[2693];f[a+16>>2]=f[2694];f[a+20>>2]=f[2695];return}function Lha(){var a=0.0,b=0.0,c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+32|0;c=e+24|0;d=e+20|0;i=e+16|0;h=e+8|0;g=e;f[c>>2]=0;f[d>>2]=0;f[i>>2]=0;Ad(c|0,d|0,i|0);p[h>>3]=0.0;p[g>>3]=0.0;zd(1,h|0,g|0)|0;c=f[c>>2]|0;d=f[d>>2]|0;b=+p[h>>3];a=+p[g>>3];if((c|0)<1|(d|0)<1){rc();u=e;return 0}f[2690]=c;f[2691]=d;if(b>=1.0&a>=1.0)p[1346]=b;else{p[1346]=+(c|0);a=+(d|0)}p[1347]=a;if((f[64600]|0)<=0){rc();u=e;return 0}Tvb(258928,0,0,c,d)|0;rc();u=e;return 0}function Mha(){var a=0,c=0,d=0,e=0;d=u;u=u+1264|0;a=pOb(248)|0;OSa(a,38);c=f[64599]|0;f[64599]=a;if(c){gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=f[64599]|0}c=f[a+240>>2]|0;w9a(c);f[d>>2]=31648;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+4|0)>>2]|0;if(a>>>0<(f[c+8>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+4|0)>>2]|0;b[a+24>>0]=0;f[(c+4|0)>>2]=e+32}else Oha(c,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31692;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+52|0)>>2]|0;if(a>>>0<(f[c+56>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+52|0)>>2]|0;b[a+24>>0]=0;f[(c+52|0)>>2]=e+32}else Pha(c+48|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31736;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+28|0)>>2]|0;if(a>>>0<(f[c+32>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+28|0)>>2]|0;b[a+24>>0]=0;f[(c+28|0)>>2]=e+32}else Qha(c+24|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31780;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+16|0)>>2]|0;if(a>>>0<(f[c+20>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+16|0)>>2]|0;b[a+24>>0]=0;f[(c+16|0)>>2]=e+32}else Qha(c+12|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);c=f[64599]|0;f[d>>2]=31824;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+8|0)>>2]|0;if(a>>>0<(f[c+12>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+8|0)>>2]|0;b[a+24>>0]=0;f[(c+8|0)>>2]=e+32}else Qha(c+4|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31868;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+24|0)>>2]|0;if(c>>>0<(f[a+28>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+24|0)>>2]|0;b[c+24>>0]=0;f[(a+24|0)>>2]=e+32}else Qha(a+20|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31912;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+48|0)>>2]|0;if(c>>>0<(f[a+52>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+48|0)>>2]|0;b[c+24>>0]=0;f[(a+48|0)>>2]=e+32}else Oha(a+44|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31956;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+60|0)>>2]|0;if(c>>>0<(f[a+64>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+60|0)>>2]|0;b[c+24>>0]=0;f[(a+60|0)>>2]=e+32}else Oha(a+56|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=32e3;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+72|0)>>2]|0;if(c>>>0<(f[a+76>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+72|0)>>2]|0;b[c+24>>0]=0;f[(a+72|0)>>2]=e+32}else Oha(a+68|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32044;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+96|0)>>2]|0;if(c>>>0<(f[a+100>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+96|0)>>2]|0;b[c+24>>0]=0;f[(a+96|0)>>2]=e+32}else Qha(a+92|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32088;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+108|0)>>2]|0;if(c>>>0<(f[a+112>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+108|0)>>2]|0;b[c+24>>0]=0;f[(a+108|0)>>2]=e+32}else Qha(a+104|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32132;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+132|0)>>2]|0;if(c>>>0<(f[a+136>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+132|0)>>2]|0;b[c+24>>0]=0;f[(a+132|0)>>2]=e+32}else Rha(a+128|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32176;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+192|0)>>2]|0;if(c>>>0<(f[a+196>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+192|0)>>2]|0;b[c+24>>0]=0;f[(a+192|0)>>2]=e+32}else Sha(a+188|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32220;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+144|0)>>2]|0;if(c>>>0<(f[a+148>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+144|0)>>2]|0;b[c+24>>0]=0;f[(a+144|0)>>2]=e+32}else Tha(a+140|0,d,d+24|0);e=f[(d+16|0)>>2]|0;f[d+192>>2]=e;f[d+1176>>2]=0;f[d+1180>>2]=0;rua(d);G=f[d+1176>>2]|0;D=f[d+1180>>2]|0;H=+n[d+1180>>2];f[d+1176>>2]=0;f[d+1180>>2]=0;if((G|0)==5)return}function Nha(){var a=0,c=0;c=pOb(256)|0;oWa(c,f[64599]|0);a=f[64599]|0;f[64599]=c;if(!a){b[262919]=2;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);b[262919]=2;return}function Oha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Pha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Qha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Sha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Tha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Uha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Vha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Wha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Xha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Yha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Zha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function _ha(a){a=a|0;var b=0,c=0;f[a>>2]=26212;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function $ha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;h=g+12|0;i=g+8|0;l=g+4|0;k=g;j=f[64599]|0;f[l>>2]=b;f[k>>2]=c;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];N3a(a,j,i,h,d,e);ic(b|0,c|0,d|0,e|0);u=g;return}function aia(a){a=a|0;var b=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function bia(a){a=a|0;var b=0,c=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function cia(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;b=pOb(24)|0;f[b>>2]=32572;d=b+4|0;f[d>>2]=26212;e=b+8|0;f[e>>2]=0;g=b+12|0;f[g>>2]=0;h=b+16|0;f[h>>2]=0;i=f[a+8>>2]|0;c=(f[a+12>>2]|0)-i|0;if(!c){i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}if((c|0)<0)AMb(e);j=pOb(c)|0;f[g>>2]=j;f[e>>2]=j;e=j+c|0;f[h>>2]=e;bQb(j|0,i|0,c|0)|0;f[g>>2]=e;i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}function dia(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;f[b>>2]=32572;j=b+4|0;f[j>>2]=26212;d=b+8|0;e=a+8|0;f[d>>2]=0;k=b+12|0;f[k>>2]=0;g=b+16|0;f[g>>2]=0;h=a+12|0;c=(f[h>>2]|0)-(f[e>>2]|0)|0;if(c|0){if((c|0)<0)AMb(d);i=pOb(c)|0;f[k>>2]=i;f[d>>2]=i;f[g>>2]=i+c;d=f[e>>2]|0;c=(f[h>>2]|0)-d|0;if((c|0)>0){bQb(i|0,d|0,c|0)|0;f[k>>2]=i+c}}f[b+20>>2]=f[a+20>>2];f[j>>2]=32616;return}function eia(a){a=a|0;var b=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function fia(a){a=a|0;var b=0,c=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function gia(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=f[b>>2]|0;c=f[c>>2]|0;d=f[64599]|0;d=Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0;f[a+20>>2]=d;sob(a+4|0,b,c);return}function hia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149724?a+4|0:0)|0}function iia(a){a=a|0;return 10816}function jia(a){a=a|0;return}function kia(a){a=a|0;sOb(a);return}function lia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32528;return a|0}function mia(a,b){a=a|0;b=b|0;f[b>>2]=32528;return}function nia(a){a=a|0;return}function oia(a){a=a|0;sOb(a);return}function pia(a){a=a|0;ec();return}function qia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149872?a+4|0:0)|0}function ria(a){a=a|0;return 10848}function sia(a){a=a|0;return}function tia(a){a=a|0;sOb(a);return}function uia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32484;return a|0}function via(a,b){a=a|0;b=b|0;f[b>>2]=32484;return}function wia(a){a=a|0;return}function 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Fla(a,c){a=a|0;c=c|0;if(!a){b[262920]=0;return}a=f[64599]|0;if(a|0)if(!(kYa(a)|0))lYa(f[64599]|0);ac(938,0,50);return}function Gla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;g=u;u=u+16|0;e=g;if((b[262919]|0)!=2){u=g;return}h=f[64599]|0;i=f[c>>2]|0;f[c>>2]=0;f[e>>2]=i;KWa(h,a,e,d);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}tOb(a);u=g;return}function Hla(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;k=o+8|0;n=o+4|0;m=o;if((b[262919]|2)<<24>>24!=2){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=2;oh[m&1023](n,k);u=o;return}if(!(Dla()|0)){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=1;oh[m&1023](n,k);u=o;return}if(!(b[262919]|0)){k=pOb(256)|0;oWa(k,f[64599]|0);l=f[64599]|0;f[64599]=k;if(l){gh[f[(f[l>>2]|0)+4>>2]&2047](l);k=f[64599]|0}x9a(f[k+240>>2]|0,0);b[262919]=2}k=f[64599]|0;l=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[l>>2]=32640;f[l+4>>2]=p;f[n>>2]=l;a=f[d>>2]|0;f[d>>2]=0;f[m>>2]=a;CWa(k,n,c,m,e,g,h,i,j);k=f[m>>2]|0;f[m>>2]=0;if(k|0)tOb(k);k=f[n>>2]|0;f[n>>2]=0;if(k|0)gh[f[(f[k>>2]|0)+4>>2]&2047](k);if(b[262920]|0){u=o;return}b[262920]=1;ac(938,0,50);u=o;return}function Ila(a){a=a|0;var b=0;f[a>>2]=32640;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jla(a){a=a|0;var b=0,c=0;f[a>>2]=32640;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Kla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function Lla(a,b){a=a|0;b=b|0;return}function Mla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nla(a){a=a|0;return 0}function Ola(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=+q;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;r=E+36|0;s=E+35|0;t=E+34|0;v=E+33|0;w=E+32|0;x=E+31|0;y=E+30|0;z=E+29|0;A=E+28|0;B=E+16|0;C=E+12|0;D=E;b[r>>0]=e&1;b[s>>0]=g&1;b[t>>0]=h&1;b[v>>0]=i&1;b[w>>0]=j&1;b[x>>0]=k&1;b[y>>0]=l&1;b[z>>0]=m&1;b[A>>0]=n&1;if(b[262919]|0){D=2;u=E;return D|0}if(!(Dla()|0)){D=1;u=E;return D|0}b[262919]=1;h=pOb(252)|0;$Xa(h,f[64599]|0);m=f[64599]|0;f[64599]=h;if(!m)m=h;else{gh[f[(f[m>>2]|0)+4>>2]&2047](m);m=f[64599]|0}x9a(f[m+240>>2]|0,0);if(i)b[(f[64599]|0)+229>>0]=1;f[B>>2]=0;g=B+4|0;f[g>>2]=0;f[B+8>>2]=0;f[C>>2]=1;e=B+8|0;Pla(B,C,r);n=f[g>>2]|0;m=f[e>>2]|0;f[C>>2]=2;if(n>>>0<m>>>0){f[n>>2]=2;b[n+4>>0]=b[s>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,s);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=4;if(n>>>0<m>>>0){f[n>>2]=4;b[n+4>>0]=b[t>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,t);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=8;if(n>>>0<m>>>0){f[n>>2]=8;b[n+4>>0]=b[v>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,v);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=16;if(n>>>0<m>>>0){f[n>>2]=16;b[n+4>>0]=b[w>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,w);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=32;if(n>>>0<m>>>0){f[n>>2]=32;b[n+4>>0]=b[x>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,x);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=64;if(n>>>0<m>>>0){f[n>>2]=64;b[n+4>>0]=b[y>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,y);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=128;if(n>>>0<m>>>0){f[n>>2]=128;b[n+4>>0]=b[z>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,z);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=256;if(n>>>0<m>>>0){f[n>>2]=256;b[n+4>>0]=b[A>>0]|0;f[g>>2]=n+8}else Pla(B,C,A);g1a(f[h+244>>2]|0,B,o,p,q);m=f[B>>2]|0;if(m|0){n=f[g>>2]|0;if((n|0)!=(m|0))f[g>>2]=n+(~((n+-8-m|0)>>>3)<<3);sOb(m)}aYa(D,h,(b[c+11>>0]|0)<0?f[c>>2]|0:c,(b[a+11>>0]|0)<0?f[a>>2]|0:a,(b[d+11>>0]|0)<0?f[d>>2]|0:d);if((b[D+11>>0]|0)<0)sOb(f[D>>2]|0);if(b[262920]|0){D=0;u=E;return D|0}b[262920]=1;ac(938,0,50);D=0;u=E;return D|0}function Pla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=a+4|0;l=f[a>>2]|0;m=(f[j>>2]|0)-l|0;n=m>>3;e=n+1|0;if(e>>>0>536870911)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>2;e=o>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!e){i=0;k=0}else if(e>>>0>536870911)vd();else{k=pOb(e<<3)|0;i=k;break}while(0);g=i+(n<<3)|0;f[g>>2]=f[c>>2];b[i+(n<<3)+4>>0]=b[d>>0]|0;if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=i;f[j>>2]=g+8;f[h>>2]=i+(e<<3);if(!l)return;sOb(l);return}function Qla(){lYa(f[64599]|0);return}function Rla(){if(!(b[257144]|0))MPb(257144)|0;f[64601]=262921;return}function Sla(a,b){a=a|0;b=b|0;a=f[a>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Tla(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];BCb(153675,c)|0;u=b;return}function Ula(){return}function Vla(a,b){a=+a;b=+b;var c=0;c=Bla()|0;ih[f[(f[c>>2]|0)+12>>2]&15](c,a,b);return}function Wla(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;d=(Bla()|0)+244|0;d=f[d>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[c>>2]=e;u$a(d,c);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=b;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=b;return}function Xla(a){a=a|0;var b=0;b=(Bla()|0)+232|0;return kDa(ySa(f[b>>2]|0)|0,a)|0}function Yla(){var a=0;a=(Bla()|0)+240|0;x9a(f[a>>2]|0,0);return}function Zla(){var a=0;a=(Bla()|0)+240|0;w9a(f[a>>2]|0);return}function _la(){return 69}function $la(){return uyb()|0}function ama(){var a=0;a=(Bla()|0)+232|0;return BQa(f[a>>2]|0)|0}function bma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;s=w+20|0;q=w+8|0;o=w+4|0;p=w;f[s>>2]=0;v=s+4|0;f[v>>2]=0;f[s+8>>2]=0;f[q>>2]=0;t=q+4|0;f[t>>2]=0;f[q+8>>2]=0;d=b+4|0;c=f[d>>2]|0;n=q+8|0;do if(c|0)if(c>>>0>1073741823)vd();else{m=pOb(c<<2)|0;f[q>>2]=m;f[t>>2]=m;f[n>>2]=m+(c<<2);break}while(0);m=(Bla()|0)+232|0;m=GQa(f[m>>2]|0)|0;c=f[b>>2]|0;l=f[d>>2]|0;j=c+(l<<2)|0;if(!l){c=f[a>>2]|0;r=35}else{k=m+4|0;l=s+8|0;i=c;do{h=f[i>>2]|0;f[o>>2]=h;e=f[k>>2]|0;a:do if(!e)r=27;else{d=e+-1|0;b=(d&e|0)==0;if(b)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)r=27;else{c=f[c>>2]|0;if(!c)r=27;else{b:do if(b)while(1){e=f[c+4>>2]|0;b=(h|0)==(e|0);if(!(b|(e&d|0)==(g|0))){r=27;break a}if(b)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){r=27;break a}}else while(1){b=f[c+4>>2]|0;if((h|0)==(b|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)!=(g|0)){r=27;break a}}c=f[c>>2]|0;if(!c){r=27;break a}}while(0);c=f[(f[c+12>>2]|0)+8>>2]|0;f[p>>2]=c;b=f[t>>2]|0;if(b>>>0<(f[n>>2]|0)>>>0){f[b>>2]=c;f[t>>2]=b+4}else cma(q,p)}}}while(0);do if((r|0)==27){r=0;c=f[v>>2]|0;if((c|0)==(f[l>>2]|0)){GE(s,o);break}else{f[c>>2]=h;f[v>>2]=c+4;break}}while(0);i=i+4|0}while((i|0)!=(j|0));c=f[a>>2]|0;if((f[s>>2]|0)==(f[v>>2]|0))r=35;else oh[f[(f[c>>2]|0)+12>>2]&1023](c,s)}if((r|0)==35)oh[f[(f[c>>2]|0)+8>>2]&1023](c,q);c=f[q>>2]|0;if(c|0){b=f[t>>2]|0;if((b|0)!=(c|0))f[t>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=f[s>>2]|0;if(!c){u=w;return}b=f[v>>2]|0;if((b|0)!=(c|0))f[v>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);u=w;return}function cma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dma(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;s=x+16|0;w=x;t=x+12|0;i=f[d+4>>2]|0;r=(i>>>0)/12|0;if((i>>>0)%12|0|0){w=f[a>>2]|0;oh[f[(f[w>>2]|0)+12>>2]&1023](w,s);u=x;return}f[w>>2]=0;v=w+4|0;f[v>>2]=0;f[w+8>>2]=0;n=w+8|0;do if(i>>>0>11)if(i>>>0>460175075)vd();else{j=pOb(r*112|0)|0;q=j;k=j+(r*112|0)|0;f[w>>2]=q;f[v>>2]=q;f[n>>2]=k;q=8;break}else if(i|0){j=0;k=0;q=8}while(0);a:do if((q|0)==8){d=f[d>>2]|0;m=d+(i<<3)|0;i=d;d=k;while(1){if(j>>>0<d>>>0){f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;d=j+16|0;l=d+96|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));j=(f[v>>2]|0)+112|0;f[v>>2]=j}else{ema(w);j=f[v>>2]|0}d=j+-96|0;k=i;l=d+96|0;do{f[d>>2]=f[k>>2];d=d+4|0;k=k+4|0}while((d|0)<(l|0));i=i+96|0;if((i|0)==(m|0))break a;d=f[n>>2]|0}}while(0);d=f[c>>2]|0;m=f[c+4>>2]|0;n=d+m|0;c=s+11|0;o=s+8|0;p=s+4|0;b:do if(!m)i=0;else{i=0;j=d;while(1){m=j;while(1){if(!(b[m>>0]|0))break;d=m+1|0;if((d|0)==(n|0))break b;else m=d}f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;l=m-j|0;if(l>>>0>4294967279){q=20;break}if(l>>>0<11){b[c>>0]=l;d=s}else{k=l+16&-16;d=pOb(k)|0;f[s>>2]=d;f[o>>2]=k|-2147483648;f[p>>2]=l}if((j|0)!=(m|0)){k=d;while(1){b[k>>0]=b[j>>0]|0;j=j+1|0;if((j|0)==(m|0))break;else k=k+1|0}d=d+l|0}b[d>>0]=0;l=f[w>>2]|0;d=l;if((((f[v>>2]|0)-l|0)/112|0)>>>0<=i>>>0)break;k=d+(i*112|0)|0;j=k+11|0;if((b[j>>0]|0)<0){b[f[k>>2]>>0]=0;f[d+(i*112|0)+4>>2]=0;d=k}else{b[k>>0]=0;b[j>>0]=0;d=k}EOb(k,0);f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];i=i+1|0;j=m+1|0;if((j|0)==(n|0))break b}if((q|0)==20)vOb(s);if((b[c>>0]|0)<0)sOb(f[s>>2]|0)}while(0);if((i|0)==(r|0)){s=Bla()|0;i=f[s+244>>2]|0;Jkb(DSa(f[s+232>>2]|0)|0,i);s=f[a>>2]|0;f[a>>2]=0;f[t>>2]=s;B$a(i,t,e,w,g,h);i=f[t>>2]|0;f[t>>2]=0;if(i|0)gh[f[(f[i>>2]|0)+4>>2]&2047](i)}else{t=f[a>>2]|0;oh[f[(f[t>>2]|0)+12>>2]&1023](t,s)}i=f[w>>2]|0;if(i|0){d=f[v>>2]|0;if((d|0)!=(i|0)){do{d=d+-112|0;f[v>>2]=d;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[v>>2]|0}}while((d|0)!=(i|0));i=f[w>>2]|0}sOb(i)}u=x;return}function ema(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;k=f[n>>2]|0;d=f[a>>2]|0;i=(k-d|0)/112|0;e=i+1|0;c=d;g=k;if(e>>>0>38347922)AMb(a);o=a+8|0;l=((f[o>>2]|0)-d|0)/112|0;m=l<<1;e=l>>>0<19173961?(m>>>0<e>>>0?e:m):38347922;do if(!e)h=0;else if(e>>>0>38347922)vd();else{h=pOb(e*112|0)|0;break}while(0);d=h+(i*112|0)|0;j=d;m=h+(e*112|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;h=h+(i*112|0)+16|0;i=h+96|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));l=d+112|0;if((g|0)==(c|0)){d=j;e=k}else{e=j;do{h=d+-112|0;i=g;g=g+-112|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;h=d+-96|0;d=i+-96|0;i=h+96|0;do{f[h>>2]=f[d>>2];h=h+4|0;d=d+4|0}while((h|0)<(i|0));d=e+-112|0;e=d}while((g|0)!=(c|0));d=e;e=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=d;f[n>>2]=l;f[o>>2]=m;d=e;if((c|0)!=(d|0))do{c=c+-112|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function fma(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0.0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0;v=u;u=u+320|0;l=v+248|0;k=v+176|0;y=v+96|0;Q=v+168|0;j=v+16|0;s=v;x=v+164|0;w=v+160|0;i=v+88|0;g=v+80|0;m=v+12|0;o=v+8|0;q=Bla()|0;h=f[q+232>>2]|0;r=f[q+240>>2]|0;t=Pg[f[(f[q>>2]|0)+24>>2]&1023](q)|0;M=f[a>>2]|0;Y=+p[M+24>>3];V=+p[M+48>>3];S=+p[M+72>>3];_=+p[M+8>>3];X=+p[M+32>>3];U=+p[M+56>>3];R=+p[M+80>>3];Z=+p[M+16>>3];W=+p[M+40>>3];T=+p[M+64>>3];O=+p[M+88>>3];n[y>>2]=+p[M>>3];M=y+4|0;n[M>>2]=_;L=y+8|0;n[L>>2]=Z;K=y+12|0;n[K>>2]=0.0;J=y+16|0;n[J>>2]=Y;I=y+20|0;n[I>>2]=X;H=y+24|0;n[H>>2]=W;G=y+28|0;n[G>>2]=0.0;F=y+32|0;n[F>>2]=V;E=y+36|0;n[E>>2]=U;D=y+40|0;n[D>>2]=T;C=y+44|0;n[C>>2]=0.0;B=y+48|0;n[B>>2]=S;A=y+52|0;n[A>>2]=R;z=y+56|0;n[z>>2]=O;a=y+60|0;n[a>>2]=1.0;N=f[q+244>>2]|0;P=f[(f[N>>2]|0)+192>>2]|0;f[Q>>2]=f[c>>2];f[l>>2]=f[Q>>2];O=+Ng[P&31](N,l);d=d==0.0|O==0.0?1.0:O/d;N=j+4|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+24|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+44|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;n[j>>2]=d;n[j+20>>2]=d;n[j+40>>2]=d;n[j+60>>2]=1.0;f[k>>2]=y;f[k+4>>2]=j;gma(l,k)|0;f[y>>2]=f[l>>2];f[M>>2]=f[l+4>>2];f[L>>2]=f[l+8>>2];f[K>>2]=f[l+12>>2];f[J>>2]=f[l+16>>2];f[I>>2]=f[l+20>>2];f[H>>2]=f[l+24>>2];f[G>>2]=f[l+28>>2];f[F>>2]=f[l+32>>2];f[E>>2]=f[l+36>>2];f[D>>2]=f[l+40>>2];f[C>>2]=f[l+44>>2];f[B>>2]=f[l+48>>2];f[A>>2]=f[l+52>>2];f[z>>2]=f[l+56>>2];f[a>>2]=f[l+60>>2];hma(j,y);tRa(s,h,j);f[x>>2]=t;j=f[c>>2]|0;f[w>>2]=j;f[k>>2]=f[x>>2];f[l>>2]=f[w>>2];JQa(h,b,k,l,s,e?0:2)|0;if(e){f[g>>2]=t;f[l>>2]=f[g>>2];IQa(i,h,l);c=f[i>>2]|0;a=f[i+4>>2]|0;if(a|0)iOb(a);a=f[c+56>>2]|0;if(a|0)do{Q=f[a+12>>2]|0;HJa(Q,1,0,1)|0;HJa(Q,2,0,1)|0;HJa(Q,4,0,1)|0;a=f[a>>2]|0}while((a|0)!=0)}f[m>>2]=t;f[o>>2]=j;f[k>>2]=f[m>>2];f[l>>2]=f[o>>2];ima(q+152|0,b,k,l);u9a(r);a=f[s+4>>2]|0;if(!a){u=v;return t|0}iOb(a);u=v;return t|0}function gma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;n[a>>2]=+n[e>>2]*+n[c>>2]+ +n[e+16>>2]*+n[c+4>>2]+ +n[e+32>>2]*+n[c+8>>2]+ +n[e+48>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+4>>2]=+n[c+4>>2]*+n[e>>2]+ +n[c+20>>2]*+n[e+4>>2]+ +n[c+36>>2]*+n[e+8>>2]+ +n[c+52>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+8>>2]=+n[e+8>>2]*+n[c>>2]+ +n[e+24>>2]*+n[c+4>>2]+ +n[e+40>>2]*+n[c+8>>2]+ +n[e+56>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+12>>2]=+n[c+12>>2]*+n[e>>2]+ +n[c+28>>2]*+n[e+4>>2]+ +n[c+44>>2]*+n[e+8>>2]+ +n[c+60>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+16>>2]=+n[e>>2]*+n[c+16>>2]+ +n[e+16>>2]*+n[c+20>>2]+ +n[e+32>>2]*+n[c+24>>2]+ +n[e+48>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+20>>2]=+n[c+4>>2]*+n[e+16>>2]+ +n[c+20>>2]*+n[e+20>>2]+ +n[c+36>>2]*+n[e+24>>2]+ +n[c+52>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+24>>2]=+n[e+8>>2]*+n[c+16>>2]+ +n[e+24>>2]*+n[c+20>>2]+ +n[e+40>>2]*+n[c+24>>2]+ +n[e+56>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+28>>2]=+n[c+12>>2]*+n[e+16>>2]+ +n[c+28>>2]*+n[e+20>>2]+ +n[c+44>>2]*+n[e+24>>2]+ +n[c+60>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+32>>2]=+n[e>>2]*+n[c+32>>2]+ +n[e+16>>2]*+n[c+36>>2]+ +n[e+32>>2]*+n[c+40>>2]+ +n[e+48>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+36>>2]=+n[c+4>>2]*+n[e+32>>2]+ +n[c+20>>2]*+n[e+36>>2]+ +n[c+36>>2]*+n[e+40>>2]+ +n[c+52>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+40>>2]=+n[e+8>>2]*+n[c+32>>2]+ +n[e+24>>2]*+n[c+36>>2]+ +n[e+40>>2]*+n[c+40>>2]+ +n[e+56>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+44>>2]=+n[c+12>>2]*+n[e+32>>2]+ +n[c+28>>2]*+n[e+36>>2]+ +n[c+44>>2]*+n[e+40>>2]+ +n[c+60>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+48>>2]=+n[e>>2]*+n[c+48>>2]+ +n[e+16>>2]*+n[c+52>>2]+ +n[e+32>>2]*+n[c+56>>2]+ +n[e+48>>2]*+n[c+60>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+52>>2]=+n[c+4>>2]*+n[e+48>>2]+ +n[c+20>>2]*+n[e+52>>2]+ +n[c+36>>2]*+n[e+56>>2]+ +n[c+52>>2]*+n[e+60>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+56>>2]=+n[e+8>>2]*+n[c+48>>2]+ +n[e+24>>2]*+n[c+52>>2]+ +n[e+40>>2]*+n[c+56>>2]+ +n[e+56>>2]*+n[c+60>>2];c=f[b>>2]|0;b=f[d>>2]|0;n[a+60>>2]=+n[c+12>>2]*+n[b+48>>2]+ +n[c+28>>2]*+n[b+52>>2]+ +n[c+44>>2]*+n[b+56>>2]+ +n[c+60>>2]*+n[b+60>>2];return a|0}function hma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=u;u=u+32|0;d=e+16|0;c=e;IIa(d,b);b=(Bla()|0)+232|0;PQa(c,f[b>>2]|0,d);b=f[c+8>>2]|0;if(!b){f[a>>2]=0;f[a+4>>2]=-1}else{g=b+112|0;b=(Bla()|0)+244|0;b1a(f[b>>2]|0,1,g);b=f[g+4>>2]|0;f[a>>2]=f[g>>2];f[a+4>>2]=b}b=f[c+12>>2]|0;if(b|0)iOb(b);b=f[c+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function ima(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function jma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;g=Bla()|0;e=f[g+244>>2]|0;Jkb(DSa(f[g+232>>2]|0)|0,e);g=f[a>>2]|0;f[a>>2]=0;f[d>>2]=g;F$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function kma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=(Bla()|0)+244|0;g=f[g>>2]|0;h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;G$a(g,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function lma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32672;b[g+8>>0]=e&1;mma(g,0,c,d&1);return}function mma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=u;u=u+64|0;w=H+52|0;t=H;G=H+32|0;E=H+20|0;C=H+16|0;D=H+12|0;B=H+8|0;j=a;x=Bla()|0;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;f[G+12>>2]=0;f[G+16>>2]=0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;s=(Bla()|0)+232|0;s=GQa(f[s>>2]|0)|0;f[w>>2]=0;y=w+4|0;f[y>>2]=0;f[w+8>>2]=0;z=d+4|0;g=f[z>>2]|0;v=w+8|0;if(!g){i=G+8|0;m=i;g=0;h=0;k=0;l=0;n=0;o=0;p=0}else{if(g>>>0>536870911)vd();n=pOb(g<<3)|0;o=n;f[w>>2]=o;f[y>>2]=o;f[v>>2]=n+(g<<3);n=f[d>>2]|0;o=n+(g<<3)|0;p=s+4|0;q=E+8|0;r=t+4|0;do{l=f[n>>2]|0;k=f[p>>2]|0;a:do if(!k)A=34;else{i=k+-1|0;h=(i&k|0)==0;if(h)m=i&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!g)A=34;else{g=f[g>>2]|0;if(!g)A=34;else{b:do if(h)while(1){k=f[g+4>>2]|0;h=(l|0)==(k|0);if(!(h|(k&i|0)==(m|0))){A=34;break a}if(h)if((f[g+8>>2]|0)==(l|0))break b;g=f[g>>2]|0;if(!g){A=34;break a}}else while(1){h=f[g+4>>2]|0;if((l|0)==(h|0)){if((f[g+8>>2]|0)==(l|0))break b}else{if(h>>>0>=k>>>0)h=(h>>>0)%(k>>>0)|0;if((h|0)!=(m|0)){A=34;break a}}g=f[g>>2]|0;if(!g){A=34;break a}}while(0);m=f[n+4>>2]|0;f[t>>2]=f[(f[g+12>>2]|0)+8>>2];f[r>>2]=m;g=f[y>>2]|0;if(g>>>0<(f[v>>2]|0)>>>0){k=t;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[y>>2]=(f[y>>2]|0)+8}else nma(w,t)}}}while(0);do if((A|0)==34){A=0;g=f[F>>2]|0;if((g|0)==(f[q>>2]|0)){GG(E,n);break}else{k=n;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[F>>2]=(f[F>>2]|0)+8;break}}while(0);n=n+8|0}while((n|0)!=(o|0));n=f[w>>2]|0;o=f[y>>2]|0;i=G+8|0;l=f[i>>2]|0;m=i;g=n;h=o;k=l;p=f[v>>2]|0}q=g;f[v>>2]=0;f[y>>2]=0;f[w>>2]=0;f[G>>2]=(g|0)==(h|0)?0:q;f[G+4>>2]=h-q>>3;q=G+12|0;if(!k){g=G+16|0;i=0;k=0}else{g=f[q>>2]|0;if((g|0)!=(k|0))f[q>>2]=g+(~((g+-8-k|0)>>>3)<<3);sOb(l);g=G+16|0;f[g>>2]=0;f[q>>2]=0;f[i>>2]=0;k=f[w>>2]|0;i=k}f[m>>2]=n;f[q>>2]=o;f[g>>2]=p;g=(f[E>>2]|0)==(f[F>>2]|0);if(i|0){h=f[y>>2]|0;if((h|0)!=(i|0))f[y>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(k)}if(g)A=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)A=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,E);c:do if((A|0)==45){g=f[x+244>>2]|0;switch(c<<24>>24){case 0:{D=pOb(32)|0;f[D>>2]=32704;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];B=d+8|0;f[D+16>>2]=f[B>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[D+28>>2]=e;f[C>>2]=D;o0a(g,C,G,e);g=f[C>>2]|0;f[C>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 1:{C=pOb(36)|0;f[C>>2]=32736;f[C+4>>2]=j;f[C+8>>2]=f[d>>2];f[C+12>>2]=f[z>>2];B=d+8|0;f[C+16>>2]=f[B>>2];A=d+12|0;f[C+20>>2]=f[A>>2];z=d+16|0;f[C+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[C+28>>2]=e;b[C+32>>0]=0;f[D>>2]=C;n0a(g,D,G,e,0);g=f[D>>2]|0;f[D>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 2:{D=pOb(36)|0;f[D>>2]=32736;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];C=d+8|0;f[D+16>>2]=f[C>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[C>>2]=0;f[d>>2]=0;f[D+28>>2]=e;b[D+32>>0]=1;f[B>>2]=D;n0a(g,B,G,e,1);g=f[B>>2]|0;f[B>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}default:break c}}while(0);g=f[E>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0))f[F>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}i=G+8|0;g=f[i>>2]|0;if((g|0)==(f[q>>2]|0)){h=f[G>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[q>>2]|0;if((h|0)!=(g|0))f[q>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}if(!j){u=H;return}gh[f[(f[j>>2]|0)+4>>2]&2047](j);u=H;return}function nma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function oma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function pma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+64|0;z=B+48|0;x=B+36|0;w=B+16|0;r=B+8|0;s=B;t=h[a+32>>0]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;l=GQa(k)|0;f[z>>2]=0;A=z+4|0;f[A>>2]=0;f[z+8>>2]=0;f[x>>2]=0;y=x+4|0;f[y>>2]=0;f[x+8>>2]=0;b=f[a+8>>2]|0;v=f[a+12>>2]|0;m=b+(v<<3)|0;if(!v){e=x+8|0;b=0;c=0;g=0;i=0;d=0}else{n=l+4|0;o=w+4|0;p=r+4|0;q=s+4|0;v=x+8|0;do{j=f[b>>2]|0;g=f[n>>2]|0;a:do if(!g)c=0;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&j;else if(j>>>0<g>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[l>>2]|0)+(i<<2)>>2]|0;if(!c)c=0;else{c=f[c>>2]|0;if(!c)c=0;else{if(d)while(1){g=f[c+4>>2]|0;d=(j|0)==(g|0);if(!(d|(g&e|0)==(i|0))){c=0;break a}if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c){c=0;break a}}while(1){d=f[c+4>>2]|0;if((j|0)==(d|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){c=0;break a}}c=f[c>>2]|0;if(!c){c=0;break}}}}}while(0);i=f[b+4>>2]|0;f[w>>2]=f[(f[c+12>>2]|0)+8>>2];f[o>>2]=i;CRa(r,k,w);c=f[r>>2]|0;if(c|0)pFa(c,k,t,z);c=f[z>>2]|0;e=f[A>>2]|0;if((c|0)!=(e|0))do{d=f[c+4>>2]|0;f[s>>2]=j;f[q>>2]=d;d=f[y>>2]|0;if(d>>>0<(f[v>>2]|0)>>>0){C=s;g=f[C+4>>2]|0;i=d;f[i>>2]=f[C>>2];f[i+4>>2]=g;f[y>>2]=(f[y>>2]|0)+8}else vma(x,s);c=c+8|0}while((c|0)!=(e|0));c=f[p>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(m|0));g=f[x>>2]|0;i=f[y>>2]|0;e=v;b=g;c=i;d=f[v>>2]|0}C=f[a+4>>2]|0;a=f[(f[C>>2]|0)+8>>2]|0;f[w>>2]=(b|0)==(c|0)?0:b;f[w+4>>2]=c-b>>3;j=w+12|0;f[w+8>>2]=g;f[j>>2]=i;f[w+16>>2]=d;f[e>>2]=0;f[y>>2]=0;f[x>>2]=0;oh[a&1023](C,w);d=w+8|0;b=f[d>>2]|0;if((b|0)==(f[j>>2]|0)){c=f[w>>2]|0;if(c){tOb(c);b=f[d>>2]|0}}if(b|0){c=f[j>>2]|0;if((c|0)!=(b|0))f[j>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[x>>2]|0;if(b|0){c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[z>>2]|0;if(!b){u=B;return}c=f[A>>2]|0;if((c|0)!=(b|0))f[A>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=B;return}function rma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;n=z+16|0;t=z+8|0;v=z;w=(f[a+28>>2]&1|0)!=0;k=h[a+32>>0]|0;l=(Bla()|0)+232|0;l=f[l>>2]|0;m=GQa(l)|0;f[n>>2]=0;y=n+4|0;f[y>>2]=0;f[n+8>>2]=0;b=f[a+8>>2]|0;s=f[a+12>>2]|0;o=b+(s<<3)|0;if(s|0){p=m+4|0;q=n+8|0;r=t+4|0;s=v+4|0;do{i=f[b>>2]|0;g=f[p>>2]|0;a:do if(!g)x=26;else{e=g+-1|0;d=(e&g|0)==0;if(d)j=e&i;else if(i>>>0<g>>>0)j=i;else j=(i>>>0)%(g>>>0)|0;c=f[(f[m>>2]|0)+(j<<2)>>2]|0;if(!c)x=26;else{c=f[c>>2]|0;if(!c)x=26;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(j|0))){x=26;break a}if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c){x=26;break a}}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){x=26;break a}}c=f[c>>2]|0;if(!c){x=26;break a}}while(0);j=f[b+4>>2]|0;f[t>>2]=f[(f[c+12>>2]|0)+8>>2];f[r>>2]=j;CRa(v,l,t);c=f[v>>2]|0;if(!c)x=31;else if(!(lFa(c,l,k,w)|0))x=31;do if((x|0)==31){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);c=f[s>>2]|0;if(c|0)iOb(c)}}}while(0);do if((x|0)==26){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(o|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,n);b=f[n>>2]|0;if(!b){u=z;return}c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=z;return}function sma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function tma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function uma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function xma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yma(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function zma(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;h=m+8|0;j=m;d=f[a+28>>2]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[h>>2]=0;l=h+4|0;f[l>>2]=0;f[h+8>>2]=0;c=f[a+8>>2]|0;i=f[a+12>>2]|0;e=c+(i<<3)|0;a:do if(i|0){g=h+8|0;i=j+4|0;if(!(d&1))while(1){ARa(j,k,c);do if(!(f[j>>2]|0)){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{o=c;n=f[o+4>>2]|0;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(e|0))break a}do{ARa(j,k,c);d=f[j>>2]|0;do if(!d){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{p=c;n=f[p+4>>2]|0;o=d;f[o>>2]=f[p>>2];f[o+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}else{d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2)break;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{n=c;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0))}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,h);c=f[h>>2]|0;if(!c){u=m;return}d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=m;return}function Ama(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Bma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Cma(a){a=a|0;var b=0;f[a>>2]=32768;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Dma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ema(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Fma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Gma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Hma(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Ima(a){a=a|0;yf()}function Jma(a){a=a|0;return 0}function Kma(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32800;mma(e,d?2:1,b,c&1);return}function Lma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Mma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32832;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;s0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Nma(a){a=a|0;var b=0;f[a>>2]=32864;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oma(a){a=a|0;var b=0,c=0;f[a>>2]=32864;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Qma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Rma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Sma(a){a=a|0;return 0}function Tma(a){a=a|0;yf()}function Uma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32896;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;J0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Vma(a){a=a|0;var b=0;f[a>>2]=32928;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Wma(a){a=a|0;var b=0,c=0;f[a>>2]=32928;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Yma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Zma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function _ma(a){a=a|0;return 0}function $ma(a){a=a|0;yf()}function ana(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32960;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function bna(a){a=a|0;var b=0;f[a>>2]=32992;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function cna(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function dna(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function ena(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function fna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function gna(a){a=a|0;return 0}function hna(a){a=a|0;yf()}function ina(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33024;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,5,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function jna(a){a=a|0;var b=0;f[a>>2]=33056;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function kna(a){a=a|0;var b=0,c=0;f[a>>2]=33056;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function lna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function mna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function nna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ona(a){a=a|0;return 0}function pna(a){a=a|0;yf()}function qna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33088;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,1,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function rna(a){a=a|0;var b=0;f[a>>2]=33120;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sna(a){a=a|0;var b=0,c=0;f[a>>2]=33120;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function una(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wna(a){a=a|0;yf()}function xna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;yna(a,a9a(f[b>>2]|0)|0);return}function yna(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return}function zna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;X8a(b,a,0);q9a(b);return}function Ana(a){a=a|0;var b=0,c=0;f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;b=a+12|0;f[b>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=(Bla()|0)+232|0;_Ra(f[c>>2]|0,a,b)|0;return}function Bna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{h=c;g=d;while(1){i=b+12|0;c=f[i>>2]|0;d=c+196|0;e=f[d>>2]|0;if(!(e&128)){d=c+200|0;e=h;d=f[d>>2]|0}else{f[d>>2]=e&-641|512;c=f[i>>2]|0;d=c+200|0;d=f[d>>2]|0;e=1;g=g&((d&-268435456|0)!=0|0!=0)}if((d&56|0)==0&0==0){c=e;d=g}else{sKa(c)|0;d=(f[i>>2]|0)+200|0;c=1;d=g&((f[d>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0;if(!b)break;else{h=c;g=d}}do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;i=(f[j>>2]|0)+196|0;f[i>>2]=f[i>>2]&-641|512;sKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[k+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{s9a(a);return}}function Cna(){var a=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){c=0;a=0}else{c=f[(f[a+12>>2]|0)+56>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a){c=0;a=0;break a}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while(0);if(!a){g=0;e=1}else{g=0;e=1;do{do{i=c+12|0;d=f[i>>2]|0;if(!(f[d+196>>2]&2097152)){l=d+200|0;h=g;g=f[l>>2]|0}else{CJa(d,0);d=f[i>>2]|0;g=d+200|0;g=f[g>>2]|0;h=1;e=e&((g&-268435456|0)!=0|0!=0)}if((g&3584|0)==0&0==0)g=h;else{tKa(d)|0;l=(f[i>>2]|0)+200|0;g=1;e=e&((f[l>>2]&-268435456|0)!=0|0!=0)}c=f[c>>2]|0}while((c|0)!=0);do{a=f[a>>2]|0;if(!a){c=0;a=0;break}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){c=f[(f[a+12>>2]|0)+76>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0}while((c|0)==0);c:while(1){do{l=c+12|0;CJa(f[l>>2]|0,0);tKa(f[l>>2]|0)|0;c=f[c>>2]|0}while((c|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0;if(c)continue c}}}while(0);a=f[k+240>>2]|0;if((b[a+226>>0]|0)!=3|g^1)return;if(e){u9a(a);return}else{Y8a(a);return}}function Dna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=TKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,2)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(uKa(e)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;TKa(f[j>>2]|0,0)|0;TKa(f[j>>2]|0,1)|0;TKa(f[j>>2]|0,2)|0;uKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{t9a(a);return}}function Ena(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=QKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=QKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(QKa(e,2)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;QKa(f[j>>2]|0,0)|0;QKa(f[j>>2]|0,1)|0;QKa(f[j>>2]|0,2)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{Y8a(a);return}}function Fna(){var a=0;a=(Bla()|0)+232|0;a=QRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Gna(){var a=0;a=(Bla()|0)+232|0;a=RRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Hna(a){a=a|0;var b=0;b=(Bla()|0)+232|0;b=QRa(f[b>>2]|0)|0;p[a>>3]=+(b>>>0)+4294967296.0*+(I>>>0);b=(Bla()|0)+232|0;b=RRa(f[b>>2]|0)|0;p[a+8>>3]=+(b>>>0)+4294967296.0*+(I>>>0);return}function Ina(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+144|0;e=k+96|0;g=k;h=k+48|0;i=(Bla()|0)+232|0;i=f[i>>2]|0;j=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));p[h>>3]=+p[c>>3];p[h+8>>3]=+p[c+8>>3];p[h+16>>3]=+p[c+16>>3];p[h+24>>3]=+p[c+24>>3];p[h+32>>3]=+p[c+32>>3];p[h+40>>3]=+p[c+40>>3];j=e;b=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));$ib(a,e,i,h);u=k;return}function Jna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;o=u;u=u+160|0;l=o+80|0;r=o+128|0;q=o+32|0;n=o+16|0;m=o;f[q>>2]=f[b>>2];f[q+4>>2]=f[b+4>>2];f[q+8>>2]=f[b+8>>2];f[q+12>>2]=f[b+12>>2];k=b+20|0;f[r>>2]=f[k>>2];f[r+4>>2]=f[k+4>>2];f[r+8>>2]=f[k+8>>2];f[r+12>>2]=f[k+12>>2];f[r+16>>2]=f[k+16>>2];f[r+20>>2]=f[k+20>>2];f[r+24>>2]=f[k+24>>2];k=Bla()|0;j=f[k+232>>2]|0;k=a9a(f[k+240>>2]|0)|0;f[q+16>>2]=i;b=q+20|0;f[b>>2]=f[r>>2];f[b+4>>2]=f[r+4>>2];f[b+8>>2]=f[r+8>>2];f[b+12>>2]=f[r+12>>2];f[b+16>>2]=f[r+16>>2];f[b+20>>2]=f[r+20>>2];f[b+24>>2]=f[r+24>>2];p[n>>3]=+(d>>>0);p[n+8>>3]=+(e>>>0);p[m>>3]=+(g>>>0);p[m+8>>3]=+(h>>>0);b=l;d=q;e=b+48|0;do{f[b>>2]=f[d>>2];b=b+4|0;d=d+4|0}while((b|0)<(e|0));ajb(a,l,c,j,k,n,m);u=o;return}function Kna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;k=o+12|0;l=o;j=f[c+4>>2]|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(!j){g=0;e=0}else{if(j>>>0>268435455)AMb(l);i=pOb(j<<4)|0;f[l>>2]=i;e=i+(j<<4)|0;f[l+8>>2]=e;f[m>>2]=e;g=i;h=f[c>>2]|0;c=0;do{n[i+(c<<4)>>2]=+p[h+(c<<5)>>3];n[i+(c<<4)+4>>2]=+p[h+(c<<5)+8>>3];n[i+(c<<4)+8>>2]=+p[h+(c<<5)+16>>3];n[i+(c<<4)+12>>2]=+p[h+(c<<5)+24>>3];c=c+1|0}while((c|0)!=(j|0))}j=(Bla()|0)+244|0;j=f[j>>2]|0;i=f[a>>2]|0;f[a>>2]=0;f[k>>2]=i;O0a(j,k,b,e-g>>4,g,d);e=f[k>>2]|0;f[k>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;if(!e){u=o;return}g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-16-e|0)>>>4)<<4);sOb(e);u=o;return}function Lna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;j=u;u=u+368|0;k=j+352|0;s=j+344|0;r=j+336|0;q=j+328|0;l=j+316|0;p=j+96|0;o=j+16|0;m=j;t=(Bla()|0)+232|0;t=f[t>>2]|0;n[s>>2]=+(c>>>0);n[s+4>>2]=+(d>>>0);n[r>>2]=+(e>>>0);n[r+4>>2]=+(g>>>0);n[q>>2]=+(h>>>0);n[q+4>>2]=+(i>>>0);dkb(p,t,s,r,q,l);f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];n[o+12>>2]=-+n[p+12>>2];f[o+16>>2]=f[p+16>>2];f[o+20>>2]=f[p+20>>2];f[o+24>>2]=f[p+24>>2];n[o+28>>2]=-+n[p+28>>2];f[o+32>>2]=f[p+32>>2];f[o+36>>2]=f[p+36>>2];f[o+40>>2]=f[p+40>>2];n[o+44>>2]=-+n[p+44>>2];f[o+48>>2]=f[p+48>>2];f[o+52>>2]=f[p+52>>2];f[o+56>>2]=f[p+56>>2];n[o+60>>2]=-+n[p+60>>2];f[o+64>>2]=f[p+64>>2];f[o+68>>2]=f[p+68>>2];f[o+72>>2]=f[p+72>>2];n[o+76>>2]=-+n[p+76>>2];g=m+4|0;h=pOb(80)|0;f[g>>2]=h;f[m>>2]=h;i=h+80|0;f[m+8>>2]=i;f[h>>2]=f[o>>2];f[h+4>>2]=f[o+4>>2];f[h+8>>2]=f[o+8>>2];f[h+12>>2]=f[o+12>>2];f[h+16>>2]=f[o+16>>2];f[h+20>>2]=f[o+20>>2];f[h+24>>2]=f[o+24>>2];f[h+28>>2]=f[o+28>>2];f[h+32>>2]=f[o+32>>2];f[h+36>>2]=f[o+36>>2];f[h+40>>2]=f[o+40>>2];f[h+44>>2]=f[o+44>>2];f[h+48>>2]=f[o+48>>2];f[h+52>>2]=f[o+52>>2];f[h+56>>2]=f[o+56>>2];f[h+60>>2]=f[o+60>>2];f[h+64>>2]=f[o+64>>2];f[h+68>>2]=f[o+68>>2];f[h+72>>2]=f[o+72>>2];f[h+76>>2]=f[o+76>>2];f[g>>2]=i;c=(Bla()|0)+244|0;c=f[c>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[k>>2]=e;e=f[m>>2]|0;d=e;O0a(c,k,b,i-e>>4,d,l);c=f[k>>2]|0;f[k>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if(!e){u=j;return}if((i|0)!=(d|0))f[g>>2]=i+(~((h+64-e|0)>>>4)<<4);sOb(e);u=j;return}function Mna(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+384|0;v=z+368|0;w=z+360|0;x=z+352|0;i=z+344|0;j=z+320|0;k=z+88|0;y=z;l=z+8|0;o=Bla()|0;m=f[o+232>>2]|0;o=f[o+244>>2]|0;p=e+c|0;q=g+-1|0;r=e+d|0;t=h+-1|0;n[v>>2]=+(c>>>0);n[v+4>>2]=+(d>>>0);c=c>>>0<e>>>0?0:(n[s>>2]=+((c-e|0)>>>0),f[s>>2]|0);e=d>>>0<e>>>0?0:(n[s>>2]=+((d-e|0)>>>0),f[s>>2]|0);f[w>>2]=c;f[w+4>>2]=e;n[x>>2]=+((q>>>0<p>>>0?q:p)>>>0);n[x+4>>2]=+((t>>>0<r>>>0?t:r)>>>0);n[i>>2]=+(g>>>0);n[i+4>>2]=+(h>>>0);ckb(j,m,v,i);dkb(k,m,w,x,i,z+308|0);c=f[a>>2]|0;f[a>>2]=0;f[y>>2]=c;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];n[l+12>>2]=-+n[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];f[l+24>>2]=f[k+24>>2];n[l+28>>2]=-+n[k+28>>2];f[l+32>>2]=f[k+32>>2];f[l+36>>2]=f[k+36>>2];f[l+40>>2]=f[k+40>>2];n[l+44>>2]=-+n[k+44>>2];f[l+48>>2]=f[k+48>>2];f[l+52>>2]=f[k+52>>2];f[l+56>>2]=f[k+56>>2];n[l+60>>2]=-+n[k+60>>2];f[l+64>>2]=f[k+64>>2];f[l+68>>2]=f[k+68>>2];f[l+72>>2]=f[k+72>>2];n[l+76>>2]=-+n[k+76>>2];P0a(o,y,b,j,l);c=f[y>>2]|0;f[y>>2]=0;if(!c){u=z;return}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=z;return}function Nna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0;e=u;u=u+32|0;h=e+4|0;g=e;i=(Bla()|0)+244|0;i=f[i>>2]|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];n[h+12>>2]=d*d;n[h+16>>2]=d;c=f[a>>2]|0;f[a>>2]=0;f[g>>2]=c;Q0a(i,g,b,h);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ona(a){a=a|0;var b=0;b=(Bla()|0)+244|0;R0a(f[b>>2]|0,a);return}function Pna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;e=g;d=(Bla()|0)+244|0;d=f[d>>2]|0;if((f[d+12>>2]|0)!=2){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+16>>2]&1023](e,0);u=g;return}h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;S0a(d,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Qna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;d=n+16|0;k=n;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;e=f[b+4>>2]|0;if((e>>>0)%3|0|0){u=n;return}g=(e>>>0)/3|0;h=f[b>>2]|0;i=g+1|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(e>>>0<48){f[d>>2]=g;if(e>>>0>2)j=5}else{Rna(k,i);d=f[k>>2]|0;f[d>>2]=g;j=5}if((j|0)==5){b=0;do{j=b;b=b+1|0;f[d+(b<<2)>>2]=j}while(b>>>0<g>>>0)}if(!(e8a(h,d,i,c,1,a)|0)){d=f[a>>2]|0;b=f[l>>2]|0;if((b|0)!=(d|0))f[l>>2]=b+(~((b+-4-d|0)>>>2)<<2)}d=f[k>>2]|0;if(d|0){b=f[m>>2]|0;if((b|0)!=(d|0))f[m>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}u=n;return}function Rna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Sna(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;i=a+4|0;b=f[i>>2]|0;h=a+8|0;l=f[h>>2]|0;if((b|0)==(l|0)){Tna(a,c);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[c>>2];g=b+4|0;f[i>>2]=g}b=c+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=c+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,d);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[d>>2];g=b+4|0;f[i>>2]=g}b=d+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=d+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,e);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[e>>2];g=b+4|0;f[i>>2]=g}b=e+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=e+8|0;if((g|0)==(l|0)){Tna(a,b);return}else{f[g>>2]=f[b>>2];f[i>>2]=g+4;return}}function Tna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Una(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;p[a>>3]=+p[b+112>>3];p[a+8>>3]=+p[b+120>>3];return}function Vna(a,b){a=+a;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;V9a(c,a,b);t9a(c);return}function Wna(a){a=a|0;return 0}function Xna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33152;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function Yna(a){a=a|0;var b=0;f[a>>2]=33184;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Zna(a){a=a|0;var b=0,c=0;f[a>>2]=33184;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function _na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;j=p+16|0;k=p+8|0;l=p+4|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[j>>2]=0;o=j+4|0;f[o>>2]=0;f[j+8>>2]=0;c=f[b+4>>2]|0;i=j+8|0;if(c|0){if(c>>>0>536870911)vd();e=pOb(c<<3)|0;f[j>>2]=e;f[o>>2]=e;f[i>>2]=e+(c<<3);e=f[b>>2]|0;g=e+(c<<3)|0;h=k+4|0;do{DRa(k,n,e);b=f[k>>2]|0;if(!b){f[l>>2]=0;f[m>>2]=0;b=f[o>>2]|0;if(b>>>0<(f[i>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[o>>2]=b+8}else coa(j,l,m)}else{d=f[b+8>>2]|0;f[l>>2]=d;b=(f[b+12>>2]|0)-d|0;f[m>>2]=b;c=f[o>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=d;f[c+4>>2]=b;f[o>>2]=c+8}else boa(j,l,m)}b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,j);b=f[j>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=p;return}function $na(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function aoa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function boa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function coa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;j=i>>3;b=j+1|0;if(b>>>0>536870911)AMb(a);e=a+8|0;m=(f[e>>2]|0)-h|0;d=m>>2;b=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;do if(!b){k=0;l=0}else if(b>>>0>536870911)vd();else{l=pOb(b<<3)|0;k=l;break}while(0);d=k+(j<<3)|0;m=f[c>>2]|0;f[d>>2]=0;f[k+(j<<3)+4>>2]=m;if((i|0)>0)bQb(l|0,h|0,i|0)|0;f[a>>2]=k;f[g>>2]=d+8;f[e>>2]=k+(b<<3);if(!h)return;sOb(h);return}function doa(a){a=a|0;yf()}function eoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33216;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function foa(a){a=a|0;var b=0;f[a>>2]=33248;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function goa(a){a=a|0;var b=0,c=0;f[a>>2]=33248;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function hoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+232|0;e=f[e>>2]|0;c=f[b>>2]|0;h=f[b+4>>2]|0;b=c+(h<<3)|0;if(h|0)do{qRa(e,c)|0;c=c+8|0}while((c|0)!=(b|0));h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);u=g;return}function ioa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function joa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function koa(a){a=a|0;yf()}function loa(a){a=a|0;f[a>>2]=6;f[a+4>>2]=4;return}function moa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s+12|0;n=s;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;h=f[c>>2]|0;l=c+4|0;d=f[l>>2]|0;i=h+(d<<5)|0;f[n>>2]=0;k=n+4|0;f[k>>2]=0;f[n+8>>2]=0;j=h;c=d<<5;e=c>>5;if(e|0){if(e>>>0>134217727)AMb(n);g=pOb(c)|0;f[k>>2]=g;f[n>>2]=g;f[n+8>>2]=g+(e<<5);if(d|0){e=i+-32|0;c=h;d=g;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];c=c+32|0;if((c|0)==(i|0))break;else d=d+32|0}f[k>>2]=g+(((e-j|0)>>>5)+1<<5)}}c=TRa(q,n)|0;f[m>>2]=c;d=f[n>>2]|0;if(d){c=f[k>>2]|0;if((c|0)!=(d|0))f[k>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);c=f[m>>2]|0}if((c|0)==-1){b[n>>0]=(f[l>>2]|0)>>>0<5&1;r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,n);u=s;return}else{oDa(ySa(q)|0);Y8a(f[o+240>>2]|0);Jkb(DSa(q)|0,r);J$a(r);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,m);u=s;return}}function noa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;l=r+24|0;m=r+12|0;i=r+4|0;j=r+8|0;n=r;o=Bla()|0;p=f[o+232>>2]|0;e=f[o+244>>2]|0;f[m>>2]=0;q=m+4|0;f[q>>2]=0;f[m+8>>2]=0;c=f[b>>2]|0;k=b+4|0;h=f[k>>2]|0;g=c+(h<<2)|0;if(h|0){h=m+8|0;do{d=f[c>>2]|0;f[i>>2]=d;f[j>>2]=d;f[l>>2]=f[j>>2];do if(!(WRa(p,l)|0)){d=f[q>>2]|0;if((d|0)==(f[h>>2]|0)){xD(m,i);break}else{f[d>>2]=f[i>>2];f[q>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(g|0));if(f[k>>2]|0){Jkb(DSa(p)|0,e);J$a(e)}}if((f[m>>2]|0)==(f[q>>2]|0)){c=f[b>>2]|0;k=f[k>>2]|0;d=c+(k<<2)|0;if(k|0)do{f[n>>2]=f[c>>2];f[l>>2]=f[n>>2];VRa(p,l)|0;c=c+4|0}while((c|0)!=(d|0));oDa(ySa(p)|0);Y8a(f[o+240>>2]|0);p=f[a>>2]|0;oh[f[(f[p>>2]|0)+8>>2]&1023](p,l)}else{p=f[a>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,m)}c=f[m>>2]|0;if(!c){u=r;return}d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=r;return}function ooa(){var a=0,b=0,c=0;a=Bla()|0;b=f[a+232>>2]|0;c=f[a+244>>2]|0;if(!(SRa(b)|0))return;Jkb(DSa(b)|0,c);J$a(c);oDa(ySa(b)|0);Y8a(f[a+240>>2]|0);return}function poa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+16|0;k=s;l=s+4|0;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;f[k>>2]=f[c>>2];g=f[b>>2]|0;d=f[b+4>>2]|0;i=g+(d<<5)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;j=g;b=d<<5;e=b>>5;if(e|0){if(e>>>0>134217727)AMb(l);h=pOb(b)|0;f[m>>2]=h;f[l>>2]=h;f[l+8>>2]=h+(e<<5);if(d|0){e=i+-32|0;b=g;d=h;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}f[m>>2]=h+(((e-j|0)>>>5)+1<<5)}};f[n>>2]=f[k>>2];e=URa(q,n,l)|0;b=f[l>>2]|0;if(b|0){d=f[m>>2]|0;if((d|0)!=(b|0))f[m>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}if(e){Jkb(DSa(q)|0,r);J$a(r);oDa(ySa(q)|0);v9a(f[o+240>>2]|0);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,n);u=s;return}else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,c);u=s;return}}function qoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+48|0;m=v+32|0;s=v+20|0;r=v+4|0;h=v+16|0;n=v;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[s>>2]=0;t=s+4|0;f[t>>2]=0;f[s+8>>2]=0;c=f[b>>2]|0;j=b+4|0;q=f[j>>2]|0;e=c+(q<<2)|0;if(!q)i=9;else{g=s+8|0;do{q=f[c>>2]|0;f[r>>2]=q;f[h>>2]=q;f[m>>2]=f[h>>2];do if(!(WRa(o,m)|0)){d=f[t>>2]|0;if((d|0)==(f[g>>2]|0)){xD(s,r);break}else{f[d>>2]=f[r>>2];f[t>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(e|0));if((f[s>>2]|0)==(f[t>>2]|0))i=9;else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,s)}}if((i|0)==9){f[r>>2]=0;q=r+4|0;f[q>>2]=0;f[r+8>>2]=0;rS(r,f[j>>2]|0);c=f[b>>2]|0;l=f[j>>2]|0;k=c+(l<<2)|0;a:do if(l|0){l=r+8|0;while(1){f[n>>2]=f[c>>2];f[m>>2]=f[n>>2];g=XRa(o,m)|0;d=f[q>>2]|0;if((d|0)==(f[l>>2]|0))roa(r,g);else{f[d>>2]=0;j=d+4|0;f[j>>2]=0;f[d+8>>2]=0;i=g+4|0;e=(f[i>>2]|0)-(f[g>>2]|0)|0;h=e>>5;if(h){if(h>>>0>134217727)break;b=pOb(e)|0;f[j>>2]=b;f[d>>2]=b;f[d+8>>2]=b+(h<<5);h=f[g>>2]|0;g=f[i>>2]|0;if((h|0)!=(g|0)){d=h;e=b;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(g|0))break;else e=e+32|0}f[j>>2]=b+(((g+-32-h|0)>>>5)+1<<5);d=f[q>>2]|0}}f[q>>2]=d+12}c=c+4|0;if((c|0)==(k|0))break a}AMb(d)}while(0);c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[q>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[q>>2]|0}}while((d|0)!=(c|0));c=f[r>>2]|0}sOb(c)}}c=f[s>>2]|0;if(!c){u=v;return}d=f[t>>2]|0;if((d|0)!=(c|0))f[t>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=v;return}function roa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;t=a+4|0;e=f[t>>2]|0;h=f[a>>2]|0;o=(e-h|0)/12|0;c=o+1|0;q=h;if(c>>>0>357913941)AMb(a);s=a+8|0;r=((f[s>>2]|0)-h|0)/12|0;g=r<<1;g=r>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)m=0;else if(g>>>0>357913941)vd();else{m=pOb(g*12|0)|0;break}while(0);d=m+(o*12|0)|0;c=d;r=m+(g*12|0)|0;f[d>>2]=0;n=m+(o*12|0)+4|0;f[n>>2]=0;f[m+(o*12|0)+8>>2]=0;l=f[b+4>>2]|0;k=f[b>>2]|0;b=l-k|0;i=b>>5;g=k;if(i|0){if(i>>>0>134217727)AMb(d);j=pOb(b)|0;f[n>>2]=j;f[d>>2]=j;f[m+(o*12|0)+8>>2]=j+(i<<5);if((g|0)!=(l|0)){b=j;while(1){p[b>>3]=+p[g>>3];p[b+8>>3]=+p[g+8>>3];p[b+16>>3]=+p[g+16>>3];p[b+24>>3]=+p[g+24>>3];g=g+32|0;if((g|0)==(l|0))break;else b=b+32|0}f[n>>2]=j+(((l+-32-k|0)>>>5)+1<<5)}}g=d+12|0;if((e|0)!=(q|0)){do{o=d+-12|0;n=e;e=e+-12|0;f[o>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[o>>2]=f[e>>2];o=n+-8|0;f[m>>2]=f[o>>2];n=n+-4|0;f[d+-4>>2]=f[n>>2];f[n>>2]=0;f[o>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(q|0));h=f[a>>2]|0}f[a>>2]=c;c=f[t>>2]|0;f[t>>2]=g;f[s>>2]=r;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-32-g|0)>>>5)<<5);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function soa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;i=h+20|0;g=h;l=pOb(16)|0;k=l+16|0;j=b;e=f[j+4>>2]|0;m=l;f[m>>2]=f[j>>2];f[m+4>>2]=e;m=c;e=f[m+4>>2]|0;j=l+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=e;j=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=e;f[j>>2]=33280;n[j+8>>2]=d;e=f[b+4>>2]|0;a=j+12|0;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=f[c+4>>2]|0;e=j+20|0;f[e>>2]=f[c>>2];f[e+4>>2]=a;f[g>>2]=l;f[g+4>>2]=2;e=g+12|0;f[g+8>>2]=l;f[e>>2]=k;f[g+16>>2]=k;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=j;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=g+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=h;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function toa(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=u;u=u+32|0;d=e+8|0;b=e;c=Bla()|0;g=f[c+232>>2]|0;h=ySa(g)|0;vRa(d,g,a+12|0);vRa(b,g,a+20|0);g=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;if(FBa(h,d,b,+n[a+8>>2],g)|0)Y8a(f[c+240>>2]|0);h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,e+16|0);b=f[b+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function voa(a){a=a|0;return 1}function woa(){var a=0;a=Bla()|0;if(!(yBa(ySa(f[a+232>>2]|0)|0)|0))return;Y8a(f[a+240>>2]|0);return}function xoa(){var a=0;a=(Bla()|0)+232|0;lDa(ySa(f[a>>2]|0)|0);return}function yoa(){var a=0;a=(Bla()|0)+232|0;mDa(ySa(f[a>>2]|0)|0);return}function zoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;p=C+24|0;t=C+16|0;v=C+8|0;w=C+4|0;x=C;A=Bla()|0;y=f[A+232>>2]|0;z=f[A+244>>2]|0;A=f[A+240>>2]|0;c=f[b>>2]|0;B=b+4|0;s=f[B>>2]|0;q=c+(s<<3)|0;a:do if(!s){h=0;e=c;d=c;c=0}else{r=t+4|0;s=v+4|0;h=0;d=0;e=0;o=c;i=-1;while(1){LRa(t,y,o);n=f[t>>2]|0;c=f[r>>2]|0;if(c|0)iOb(c);b:do if(!(f[n+196>>2]&16777216)){EJa(n);g=f[n+116>>2]|0;if((i|0)!=(g|0)){f[w>>2]=g;f[p>>2]=f[w>>2];IQa(v,y,p);d=f[v>>2]|0;c=f[s>>2]|0;if(c|0)iOb(c);if(!d){d=0;e=0;c=-1;break}f[x>>2]=f[d+8>>2];f[p>>2]=f[x>>2];e=mSa(y,p)|0;i=g}if(!e){e=0;c=i}else{l=f[n+120>>2]|0;k=f[e+24>>2]|0;if(!k)c=i;else{j=k+-1|0;g=(j&k|0)==0;if(g)m=j&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;c=f[(f[e+20>>2]|0)+(m<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{c:do if(g)while(1){k=f[c+4>>2]|0;g=(l|0)==(k|0);if(!(g|(k&j|0)==(m|0))){c=i;break b}if(g)if((f[c+8>>2]|0)==(l|0))break c;c=f[c>>2]|0;if(!c){c=i;break b}}else while(1){g=f[c+4>>2]|0;if((l|0)==(g|0)){if((f[c+8>>2]|0)==(l|0))break c}else{if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;if((g|0)!=(m|0)){c=i;break b}}c=f[c>>2]|0;if(!c){c=i;break b}}while(0);NQa(y,f[c+16>>2]|0,n,d);U8a(A,n,0,0);h=1;c=i}}}}}else{c=o;f[c>>2]=0;f[c+4>>2]=-1;c=i}while(0);o=o+8|0;if((o|0)==(q|0))break;else i=c}g=f[b>>2]|0;c=f[B>>2]|0;i=g+(c<<3)|0;d:do if(!c){d=g;c=0}else{d=g;while(1){if((f[d>>2]|0)==0?(f[d+4>>2]|0)==-1:0)break d;d=d+8|0;if((d|0)==(i|0)){e=i;d=g;break a}}}while(0);if((d|0)==(i|0)){e=i;d=g}else{c=d;e=d;e:while(1){do{d=c;c=c+8|0;if((c|0)==(i|0))break e}while((f[c>>2]|0)==0?(f[d+12>>2]|0)==-1:0);w=c;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;e=e+8|0}d=f[b>>2]|0;c=f[B>>2]|0}}while(0);f[B>>2]=c-(d+(c<<3)-e>>3);k$a(z,a,b,1);if(!h){u=C;return}u9a(A);u=C;return}function Aoa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;l$a(f[b>>2]|0,a);return}function Boa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;d=f[c+232>>2]|0;e=f[c+244>>2]|0;$0a(e,a,b);if(!(GSa(d,a,b)|0))return;Jkb(DSa(d)|0,e);Y8a(f[c+240>>2]|0);return}function Coa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;r$a(f[b>>2]|0,a);return}function Doa(a){a=+a;var b=0;b=(Bla()|0)+244|0;s$a(f[b>>2]|0,a);return}function Eoa(a){a=a|0;var c=0,d=0,e=0,g=0;c=Bla()|0;d=f[c+240>>2]|0;e=d+224|0;if(!((b[e>>0]&1)!=0^a))return;g=f[c+244>>2]|0;c=f[c+232>>2]|0;y9a(d,a);BDa(ySa(c)|0);e=b[e>>0]|0;m$a(g,a,(e&2)!=0,(e&4)!=0);Y8a(d);return}function Foa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&2)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,a,(d&4)!=0);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&2)!=0^a))return;z9a(c,a);Y8a(c);return}function Goa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&4)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,(d&2)!=0,a);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&4)!=0^a))return;A9a(c,a);Y8a(c);return}function Hoa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&1)!=0|0}function Ioa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&2)!=0|0}function Joa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&4)!=0|0}function Koa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&1|0)!=0|0}function Loa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&1|0)!=0^a))return;B9a(b,a);Y8a(b);return}function Moa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&2|0)!=0|0}function Noa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&2|0)!=0^a))return;D9a(b,a);Y8a(b);return}function Ooa(){var a=0;a=(Bla()|0)+240|0;return E9a(f[a>>2]|0)|0}function Poa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;F9a(b,a);Y8a(b);return}function Qoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+48>>2]&1023](b,a);return}function Roa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+60>>2]&63](b,a);return}function Soa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+52>>2]&63](b,a);return}function Toa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+64>>2]&63](b,a);return}function Uoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+68>>2]&1023](b,a);return}function Voa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,a);return}function Woa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+20>>2]&1023](b,a);return}function Xoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+44>>2]&1023](b,a);return}function Yoa(){var a=0.0,b=0.0,c=0;c=(Bla()|0)+240|0;c=f[(f[c>>2]|0)+72>>2]|0;a=+Mg[f[(f[c>>2]|0)+28>>2]&63](c);b=+Mg[f[(f[c>>2]|0)+32>>2]&63](c);return +(b<a?b:a)}function Zoa(){var a=0;a=(Bla()|0)+240|0;a=f[(f[a>>2]|0)+72>>2]|0;return Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0}function _oa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;f[g>>2]=33312;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[d>>2]=g;x$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function $oa(a){a=a|0;var b=0;f[a>>2]=33312;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function apa(a){a=a|0;var b=0,c=0;f[a>>2]=33312;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function cpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function dpa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function epa(a){a=a|0;return 0}function fpa(a){a=a|0;var c=0,d=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;d=b[c+226>>0]|0;if(d<<24>>24==a<<24>>24)return;gab(c,a);if(!(a<<24>>24==1&d<<24>>24==0))if(!(d<<24>>24==1&a<<24>>24==0)){Y8a(c);return}u9a(c);return}function gpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;nab(b,a);s9a(b);return}function hpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;oab(b,a);u9a(b);return}function ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;pab(b,a);u9a(b);return}function jpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;qab(b,a);u9a(b);return}function kpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;rab(b,a);u9a(b);return}function lpa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+227>>0]|0)==a<<24>>24)return;kab(c,a);u9a(c);return}function mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if((lab(b)|0)<<24>>24==a<<24>>24)return;mab(b,a);u9a(b);return}function npa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+228>>0]|0)==a<<24>>24)return;J9a(c,a);t9a(c);return}function opa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;xab(b,a);u9a(b);return}function ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;yab(b,a);u9a(b);return}function qpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;zab(b,a);u9a(b);return}function rpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Aab(b,a);u9a(b);return}function spa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Bab(b,a);u9a(b);return}function tpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Cab(b,a);u9a(b);return}function upa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;eab(b,a);u9a(b);return}function vpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;sab(b,a);u9a(b);return}function wpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;tab(b,a);u9a(b);return}function xpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;uab(b,a);u9a(b);return}function ypa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;vab(b,a);u9a(b);return}function zpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;wab(b,a);u9a(b);return}function Apa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&16|0)!=0|0}function Bpa(){var a=0;a=(Bla()|0)+240|0;return +(+Eab(f[a>>2]|0))}function Cpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Dab(b,a);u9a(b);return}function Dpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Fab(b,a);u9a(b);return}function Epa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Gab(b,a);u9a(b);return}function Fpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Hab(b,a);u9a(b);return}function Gpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Iab(b,a);u9a(b);return}function Hpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Jab(b,a);u9a(b);return}function Ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Kab(b,a);u9a(b);return}function Jpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Lab(b,a);u9a(b);return}function Kpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Mab(b,a);u9a(b);return}function Lpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Nab(b,a);u9a(b);return}function Mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Oab(b,a);u9a(b);return}function Npa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;bab(b,a);u9a(b);return}function Opa(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;cab(c,a,b);u9a(c);return}function Ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;dab(f[b>>2]|0,a,a+16|0);return}function Qpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;b=d+8|0;e=d;c=Bla()|0;g=f[c+232>>2]|0;c=f[c+240>>2]|0;h=BQa(g)|0;a=f[a>>2]|0;f[e>>2]=h;f[e+4>>2]=a;ERa(b,g,e);a=f[b>>2]|0;if(a|0)if((f[c+216>>2]|0)!=(a|0)){U9a(c,b,0);t9a(c)}a=f[b+4>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function Rpa(){var a=0,b=0,c=0,d=0;c=u;u=u+16|0;a=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(f[b+216>>2]|0)){u=c;return}f[a>>2]=0;d=a+4|0;f[d>>2]=0;U9a(b,a,0);a=f[d>>2]|0;if(a|0)iOb(a);t9a(b);u=c;return}function Spa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(s8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Tpa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(r8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Upa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(q8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Vpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;d=e+8|0;b=e;g=Bla()|0;c=f[g+240>>2]|0;sRa(d,f[g+232>>2]|0,a);a=f[d>>2]|0;if(a|0){QFa(b,a);if(f[b>>2]|0)if(p8a(f[c+208>>2]|0,b)|0)t9a(c);a=f[b+4>>2]|0;if(a|0)iOb(a)}a=f[d+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function Wpa(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(t8a(f[a+208>>2]|0)|0))return;t9a(a);return}function Xpa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&128|0)!=0^a))return;T9a(b,a);t9a(b);return}function Ypa(){var a=0;a=(Bla()|0)+240|0;Y8a(f[a>>2]|0);return}function Zpa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;e=f[c+232>>2]|0;d=f[c+244>>2]|0;c=f[c+240>>2]|0;Jkb(DSa(e)|0,d);uSa(e,f[a>>2]|0,f[a+4>>2]|0,b);o$a(d,a,b);v9a(c);return}function _pa(a){a=+a;var b=0,c=0;b=Bla()|0;c=f[b+244>>2]|0;Jkb(DSa(f[b+232>>2]|0)|0,c);q$a(c,a);c=Bla()|0;b=f[c+240>>2]|0;pSa(f[c+232>>2]|0,a);v9a(b);return}function $pa(){var a=0,b=0,c=0;a=Bla()|0;c=f[a+232>>2]|0;b=f[a+244>>2]|0;a=f[a+240>>2]|0;Jkb(DSa(c)|0,b);oSa(c);p$a(b);v9a(a);return}function aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=(Bla()|0)+232|0;d=f[d>>2]|0;c=f[a>>2]|0;e=f[a+4>>2]|0;a=c+(e<<3)|0;if(!e)return;do{ESa(d,c,b);c=c+8|0}while((c|0)!=(a|0));return}function bqa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+32|0;q=m+16|0;l=m+8|0;r=m;p=((f[h+4>>2]|0)>>>0)/3|0;o=((f[i+4>>2]|0)>>>0)/3|0;n=((f[j+4>>2]|0)>>>0)/3|0;s=(b&3|0)==3?b&-4:b;s=(s&3|0)==0?s|4:s;s=(s&4096|0)==0?s&-585:s;s=(s&8192|0)==0?s&-1169:s;b=Bla()|0;k=f[b+232>>2]|0;f[r>>2]=(s&16384|0)==0?s&-2337:s;g=f[g>>2]|0;h=f[h>>2]|0;i=f[i>>2]|0;j=f[j>>2]|0;f[q>>2]=f[r>>2];JDa(l,k,q,c,d,e,g,h,p,i,o,j,n);if(!(f[l>>2]|0)){f[a>>2]=0;f[a+4>>2]=-1}else{r=f[b+244>>2]|0;s=f[(f[r>>2]|0)+28>>2]|0;q=ORa(k)|0;oh[s&1023](r,q);q=(f[l>>2]|0)+28|0;r=f[q+4>>2]|0;s=a;f[s>>2]=f[q>>2];f[s+4>>2]=r}b=f[l+4>>2]|0;if(!b){u=m;return}iOb(b);u=m;return}function cqa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0;l=(Bla()|0)+244|0;z$a(f[l>>2]|0,b,7,1);l=pOb(104)|0;f[l>>2]=33344;m=f[a>>2]|0;f[a>>2]=0;f[l+4>>2]=m;f[l+8>>2]=c;f[l+12>>2]=d;f[l+16>>2]=e;f[l+20>>2]=g;f[l+24>>2]=f[h>>2];f[l+28>>2]=f[h+4>>2];g=h+8|0;f[l+32>>2]=f[g>>2];e=h+12|0;f[l+36>>2]=f[e>>2];d=h+16|0;f[l+40>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[l+44>>2]=f[i>>2];f[l+48>>2]=f[i+4>>2];h=i+8|0;f[l+52>>2]=f[h>>2];g=i+12|0;f[l+56>>2]=f[g>>2];e=i+16|0;f[l+60>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[l+64>>2]=f[j>>2];f[l+68>>2]=f[j+4>>2];i=j+8|0;f[l+72>>2]=f[i>>2];h=j+12|0;f[l+76>>2]=f[h>>2];g=j+16|0;f[l+80>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[l+84>>2]=f[k>>2];f[l+88>>2]=f[k+4>>2];j=k+8|0;f[l+92>>2]=f[j>>2];i=k+12|0;f[l+96>>2]=f[i>>2];h=k+16|0;f[l+100>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;dqa(l,b);return}function dqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;c=g+20|0;d=g;h=pOb(8)|0;f[h>>2]=33376;f[h+4>>2]=a;i=pOb(8)|0;e=f[b+4>>2]|0;a=i;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=i+8|0;f[d>>2]=i;f[d+4>>2]=1;e=d+12|0;f[d+8>>2]=i;f[e>>2]=a;f[d+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[c>>2]=h;E0a(a,c,d);a=f[c>>2]|0;f[c>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=d+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function eqa(a){a=a|0;var b=0;f[a>>2]=33376;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fqa(a){a=a|0;var b=0,c=0;f[a>>2]=33376;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function hqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,f[b>>2]|0);return}function iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jqa(a){a=a|0;return 0}function kqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33344;b=a+92|0;c=f[b>>2]|0;e=a+96|0;if((c|0)==(f[e>>2]|0)){d=f[a+84>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=a+72|0;b=f[c>>2]|0;e=a+76|0;if((b|0)==(f[e>>2]|0)){d=f[a+64>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+52|0;b=f[c>>2]|0;e=a+56|0;if((b|0)==(f[e>>2]|0)){d=f[a+44>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+32|0;b=f[c>>2]|0;e=a+36|0;if((b|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function lqa(a){a=a|0;kqa(a);sOb(a);return}function mqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;c=u;u=u+48|0;g=c+16|0;d=c+8|0;B=c;v=((f[a+48>>2]|0)>>>0)/3|0;s=((f[a+68>>2]|0)>>>0)/3|0;q=((f[a+88>>2]|0)>>>0)/3|0;A=f[a+8>>2]|0;A=(A&3|0)==3?A&-4:A;A=(A&3|0)==0?A|4:A;A=(A&4096|0)==0?A&-585:A;A=(A&8192|0)==0?A&-1169:A;e=Bla()|0;h=f[e+232>>2]|0;p=f[e+240>>2]|0;zRa(d,h,b);f[B>>2]=(A&16384|0)==0?A&-2337:A;A=f[a+12>>2]|0;z=f[a+16>>2]|0;y=f[a+20>>2]|0;x=f[a+24>>2]|0;w=f[a+44>>2]|0;t=f[a+64>>2]|0;r=f[a+84>>2]|0;f[g>>2]=f[B>>2];HDa(h,d,g,A,z,y,x,w,v,t,s,r,q)|0;Y8a(p);p=f[(f[d>>2]|0)+44>>2]|0;o=+n[p+124>>2];m=+n[p+136>>2];l=+n[p+128>>2];k=+n[p+140>>2];j=+n[p+132>>2];i=+n[p+144>>2];n[g>>2]=o-m;n[g+4>>2]=l-k;n[g+8>>2]=j-i;n[g+12>>2]=o+m;n[g+16>>2]=l+k;n[g+20>>2]=j+i;e=f[e+244>>2]|0;Jkb(DSa(h)|0,e);A$a(e,b,g);g=f[(f[e>>2]|0)+28>>2]|0;b=ORa(h)|0;oh[g&1023](e,b);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,c+40|0);a=f[d+4>>2]|0;if(!a){u=c;return}iOb(a);u=c;return}function nqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function oqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function pqa(a){a=a|0;return 0}function qqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33408;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;E0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function rqa(a){a=a|0;var b=0;f[a>>2]=33408;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sqa(a){a=a|0;var b=0,c=0;f[a>>2]=33408;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(gRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{wqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{wqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{wqa(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{lRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));x=f[q+244>>2]|0;w=f[(f[x>>2]|0)+28>>2]|0;g=ORa(r)|0;oh[w&1023](x,g);Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}c=f[c>>2]|0;if(c|0){d=s+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function uqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else wqa(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function vqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function xqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(12)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33440;f[d+8>>2]=c;dqa(d,b);return}function yqa(a){a=a|0;var b=0;f[a>>2]=33472;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function zqa(a){a=a|0;var b=0,c=0;f[a>>2]=33472;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;c=(Bla()|0)+232|0;zRa(e,f[c>>2]|0,b);b=f[e>>2]|0;if(!b){b=f[a+4>>2]|0;a=f[(f[b>>2]|0)+8>>2]|0;f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;oh[a&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}else{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;_Da(f[b+44>>2]|0,f[a+8>>2]|0,d);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function Bqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Cqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Dqa(a){a=a|0;yf()}function Eqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33504;f[d+8>>2]=f[b>>2];f[d+12>>2]=f[b+4>>2];a=b+8|0;f[d+16>>2]=f[a>>2];e=b+12|0;f[d+20>>2]=f[e>>2];g=b+16|0;f[d+24>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[a>>2]=0;f[b>>2]=0;dqa(d,c);return}function Fqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Gqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;c=(Bla()|0)+232|0;zRa(h,f[c>>2]|0,b);b=f[h>>2]|0;c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;if(!b){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[d&1023](c,g);b=f[g>>2]|0;if(b|0){a=f[e>>2]|0;if((a|0)!=(b|0))f[e>>2]=a+(~((a+-4-b|0)>>>2)<<2);sOb(b)}}else{dEa(g,b,f[a+8>>2]|0,f[a+12>>2]|0);oh[d&1023](c,g);c=f[g>>2]|0;if(c|0){b=g+4|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}}b=f[h+4>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function Iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Jqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Kqa(a){a=a|0;var b=0;f[a>>2]=33536;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Lqa(a){a=a|0;yf()}function Mqa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33568;dqa(c,b);return}function Nqa(a){a=a|0;var b=0;f[a>>2]=33600;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oqa(a){a=a|0;var b=0,c=0;f[a>>2]=33600;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pqa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+160|0;s=v+144|0;t=v;h=v+152|0;r=(Bla()|0)+232|0;zRa(s,f[r>>2]|0,c);c=f[s>>2]|0;do if(!c){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=1;oh[r&1023](a,t)}else{g=c+44|0;if(!(b[(f[g>>2]|0)+148>>0]&2)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=3;oh[r&1023](a,t);break}c=t+60|0;d=t;e=d+60|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;k=t+80|0;l=t+64|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[k>>2]=1.0;m=t+100|0;o=t+84|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;n[m>>2]=1.0;p=t+120|0;q=t+104|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;n[p>>2]=1.0;r=t+124|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;j=(f[g>>2]|0)+68|0;if(!(zLa(j)|0)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[h>>0]=2;oh[r&1023](a,h)}else{if(zLa(j)|0){d=zLa(j)|0;g=t+4|0;h=f[g>>2]|0;c=f[t>>2]|0;e=h-c>>2;if(d>>>0>e>>>0){Sqa(t,d-e|0);c=f[t>>2]|0}else if(d>>>0<e>>>0){d=c+(d<<2)|0;if((d|0)!=(h|0))f[g>>2]=h+(~((h+-4-d|0)>>>2)<<2)}CLa(j,c)|0}if(ALa(j)|0){d=t+12|0;e=ALa(j)|0;h=t+16|0;i=f[h>>2]|0;c=f[d>>2]|0;g=i-c>>1;if(e>>>0>g>>>0){Tqa(d,e-g|0);c=f[d>>2]|0}else if(e>>>0<g>>>0){d=c+(e<<1)|0;if((d|0)!=(i|0))f[h>>2]=i+(~((i+-2-d|0)>>>1)<<1)}DLa(j,c)|0}c=f[s>>2]|0;g=f[c+44>>2]|0;d=g+72|0;e=t+24|0;if((e|0)==(d|0))e=g;else{Uqa(e,f[d>>2]|0,f[g+76>>2]|0);e=f[s>>2]|0;c=e;e=f[e+44>>2]|0}d=e+84|0;g=t+36|0;if((g|0)==(d|0))g=e;else{Uqa(g,f[d>>2]|0,f[e+88>>2]|0);c=f[s>>2]|0;g=f[c+44>>2]|0}d=g+96|0;e=t+48|0;if((e|0)!=(d|0)){Uqa(e,f[d>>2]|0,f[g+100>>2]|0);c=f[s>>2]|0}e=f[c+36>>2]|0;d=f[c+40>>2]|0;c=(d|0)==0;if(!c)gOb(d);if(e|0){f[t+60>>2]=f[e>>2];f[l>>2]=f[e+4>>2];f[t+68>>2]=f[e+8>>2];f[t+72>>2]=f[e+12>>2];f[t+76>>2]=f[e+16>>2];f[k>>2]=f[e+20>>2];f[o>>2]=f[e+24>>2];f[t+88>>2]=f[e+28>>2];f[t+92>>2]=f[e+32>>2];f[t+96>>2]=f[e+36>>2];f[m>>2]=f[e+40>>2];f[q>>2]=f[e+44>>2];f[t+108>>2]=f[e+48>>2];f[t+112>>2]=f[e+52>>2];f[t+116>>2]=f[e+56>>2];f[p>>2]=f[e+60>>2]}if(!c)iOb(d);q=f[(f[s>>2]|0)+44>>2]|0;f[r>>2]=f[q+24>>2];f[t+128>>2]=f[q+28>>2];f[t+132>>2]=f[q+32>>2];f[t+136>>2]=f[q+52>>2];a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,t)}dO(t)}while(0);c=f[s+4>>2]|0;if(!c){u=v;return}iOb(c);u=v;return}function Qqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=1;oh[e&1023](a,d);u=c;return}function Rqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function Sqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>1>>>0>=b>>>0){dQb(c|0,0,b<<1|0)|0;f[l>>2]=c+(b<<1);return}h=f[a>>2]|0;g=c-h|0;e=g>>1;c=e+b|0;if((c|0)<0)AMb(a);d=d-h|0;d=d>>1>>>0<1073741823?(d>>>0<c>>>0?c:d):2147483647;do if(!d){j=0;k=0}else if((d|0)<0)vd();else{k=pOb(d<<1)|0;j=k;break}while(0);c=j+(e<<1)|0;dQb(c|0,0,b<<1|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<1);f[i>>2]=j+(d<<1);if(!h)return;sOb(h);return}function Uqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;i=b;h=j-i|0;g=(h|0)/12|0;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=((d-m|0)/12|0)>>>0){h=a+4|0;e=((f[h>>2]|0)-m|0)/12|0;a=g>>>0>e>>>0;g=a?b+(e*12|0)|0:c;e=g;d=e-i|0;if(d|0)cQb(m|0,b|0,d|0)|0;c=l+(((d|0)/12|0)*12|0)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[h>>2]|0,g|0,d|0)|0;f[h>>2]=(f[h>>2]|0)+(((d>>>0)/12|0)*12|0);return}else{d=f[h>>2]|0;if((d|0)==(c|0))return;f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~(((c+-12-m|0)>>>0)/12|0)*12|0);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>357913941)AMb(a);m=(d|0)/12|0;d=m<<1;d=m>>>0<178956970?(d>>>0<g>>>0?g:d):357913941;if(d>>>0>357913941)AMb(a);c=pOb(d*12|0)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d*12|0);if((h|0)<=0)return;bQb(c|0,b|0,h|0)|0;f[e>>2]=c+(((h>>>0)/12|0)*12|0);return}function Vqa(a){a=a|0;yf()}function Wqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Xqa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+28|0;q=s+16|0;o=s+8|0;p=s;kvb(r);hvb(q);l=(e|1|0)==5;m=l?1:h;l=l?f[c+4>>2]|0:g;h=(i|1|0)==5;g=f[d+4>>2]|0;if(!g)n=3;else{h=ODa(i,0,r,q,h?g:j,h?1:k,f[d>>2]|0)|0;if(!h)n=3}if((n|0)==3)h=ODa(e,0,r,q,l,m,f[c>>2]|0)|0;switch(h|0){case 4:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=3;oh[a&1023](p,o);break}case 1:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=0;oh[a&1023](p,o);break}case 2:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=1;oh[a&1023](p,o);break}case 3:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=2;oh[a&1023](p,o);break}default:{l=(Bla()|0)+232|0;l=f[l>>2]|0;qFa(o,l);OQa(p,l,o);l=f[p>>2]|0;h=p+4|0;n=f[h>>2]|0;f[p>>2]=0;f[h>>2]=0;f[o>>2]=l;l=o+4|0;g=f[l>>2]|0;f[l>>2]=n;if(g|0){iOb(g);h=f[h>>2]|0;if(h|0)iOb(h)}if(!(f[o>>2]|0)){n=f[a>>2]|0;e=f[(f[n>>2]|0)+12>>2]|0;b[p>>0]=4;oh[e&1023](n,p)}if(f[r>>2]|0)LFa(f[o>>2]|0,r);if(f[q>>2]|0)MFa(f[o>>2]|0,q);h=f[a>>2]|0;a=f[(f[h>>2]|0)+8>>2]|0;e=(f[o>>2]|0)+4|0;n=f[e+4>>2]|0;o=p;f[o>>2]=f[e>>2];f[o+4>>2]=n;oh[a&1023](h,p);h=f[l>>2]|0;if(h|0)iOb(h)}}h=f[q>>2]|0;f[q>>2]=0;if(h|0)tOb(h);h=f[r>>2]|0;f[r>>2]=0;if(!h){u=s;return}tOb(h);u=s;return}function Yqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;s=u;u=u+48|0;r=s;p=s+36|0;q=(Bla()|0)+232|0;q=f[q>>2]|0;c=r;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=r;h=r+4|0;i=5}else{h=r+16|0;i=r+20|0;j=r+12|0;k=r+28|0;l=r+32|0;m=r+24|0;c=r+4|0;n=r+8|0;do{a:do switch(kRa(q,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){v=d;t=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=t;f[h>>2]=(f[h>>2]|0)+8;break a}else{Zqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){w=d;t=f[w+4>>2]|0;v=e;f[v>>2]=f[w>>2];f[v+4>>2]=t;f[k>>2]=(f[k>>2]|0)+8;break a}else{Zqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){t=d;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[c>>2]=(f[c>>2]|0)+8;break a}else{Zqa(r,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[r>>2]|0)==(f[c>>2]|0)){d=r;h=c;i=5}else{d=r;i=21}}if((i|0)==5)if((f[r+12>>2]|0)==(f[r+16>>2]|0)){c=r+24|0;if((f[c>>2]|0)==(f[r+28>>2]|0)){e=f[b>>2]|0;w=f[o>>2]|0;g=e+(w<<3)|0;if(w|0)do{pRa(q,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[a>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,r);g=d;h=c;c=r+24|0}c=f[c>>2]|0;if(c|0){d=r+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[r+12>>2]|0;if(e|0){c=r+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=s;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=s;return}function Zqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function _qa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;b=e+8|0;d=e;PHa(b);c=(Bla()|0)+232|0;QQa(d,f[c>>2]|0,b);c=(f[d>>2]|0)==0;d=f[d+4>>2]|0;if(d|0)iOb(d);if(c){f[a>>2]=0;f[a+4>>2]=-1}else{g=(f[b>>2]|0)+204|0;c=f[g+4>>2]|0;d=a;f[d>>2]=f[g>>2];f[d+4>>2]=c}a=f[b+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function $qa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33632;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function ara(a){a=a|0;var b=0;f[a>>2]=33632;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function bra(a){a=a|0;var b=0,c=0;f[a>>2]=33632;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function cra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(jRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{fra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{fra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{fra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{oRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}d=f[c>>2]|0;if(d|0){e=s+28|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function dra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else fra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function era(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function fra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function gra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33664;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function hra(a){a=a|0;var b=0;f[a>>2]=33696;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ira(a){a=a|0;var b=0,c=0;f[a>>2]=33696;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>134217727)vd();g=pOb(c<<5)|0;f[i>>2]=g;f[l>>2]=g;f[h>>2]=g+(c<<5);g=f[b>>2]|0;d=g+(c<<3)|0;e=j+4|0;c=g;do{vRa(j,k,c);g=f[j>>2]|0;b=f[e>>2]|0;if(b|0)iOb(b);b=f[l>>2]|0;if(b>>>0<(f[h>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;b=b+32|0;f[l>>2]=b}else{mra(i);b=f[l>>2]|0}p=b+-32|0;o=g+152|0;f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];p=f[g+172>>2]|0;o=f[g+176>>2]|0;f[b+-16>>2]=f[g+168>>2];f[b+-12>>2]=p;f[b+-8>>2]=o;n[b+-4>>2]=1.0;c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-32-b|0)>>>5)<<5);sOb(b);u=m;return}function kra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function lra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mra(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+4|0;i=f[a>>2]|0;j=(f[e>>2]|0)-i|0;d=j>>5;b=d+1|0;if(b>>>0>134217727)AMb(a);k=a+8|0;l=(f[k>>2]|0)-i|0;c=l>>4;c=l>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c){g=0;h=0}else if(c>>>0>134217727)vd();else{h=pOb(c<<5)|0;g=h;break}while(0);b=g+(d<<5)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;if((j|0)>0)bQb(h|0,i|0,j|0)|0;f[a>>2]=g;f[e>>2]=b+32;f[k>>2]=g+(c<<5);if(!i)return;sOb(i);return}function nra(a){a=a|0;yf()}function ora(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33728;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function pra(a){a=a|0;var b=0;f[a>>2]=33760;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function qra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[i>>2]=d;f[l>>2]=d;f[h>>2]=d+(c<<4);d=f[b>>2]|0;e=d+(c<<3)|0;g=j+4|0;do{vRa(j,k,d);b=(f[j>>2]|0)+152|0;c=f[l>>2]|0;if((c|0)==(f[h>>2]|0))ura(i,b);else{f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[l>>2]=c+16}b=f[g>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=m;return}function sra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ura(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function vra(a){a=a|0;yf()}function wra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33792;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function xra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+24|0;l=q+16|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;c=f[b+4>>2]|0;j=k+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[k>>2]=d;f[p>>2]=d;f[j>>2]=d+(c<<4);b=f[b>>2]|0;d=b+(c<<3)|0;e=m+4|0;g=m+8|0;h=m+12|0;i=l+4|0;c=b;do{vRa(l,o,c);b=f[l>>2]|0;f[m>>2]=f[b+168>>2];f[e>>2]=f[b+172>>2];f[g>>2]=f[b+176>>2];n[h>>2]=1.0;b=f[p>>2]|0;if(b>>>0<(f[j>>2]|0)>>>0){f[b>>2]=f[m>>2];f[b+4>>2]=f[m+4>>2];f[b+8>>2]=f[m+8>>2];f[b+12>>2]=f[m+12>>2];f[p>>2]=b+16}else BI(k,m);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,k);b=f[k>>2]|0;if(!b){u=q;return}c=f[p>>2]|0;if((c|0)!=(b|0))f[p>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=q;return}function zra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=pOb(24)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33824;a=g+8|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=g;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ara(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;q=r;m=Bla()|0;o=f[m+232>>2]|0;c=f[b>>2]|0;k=f[b+4>>2]|0;l=c+(k<<3)|0;do if(k|0){g=a+8|0;h=a+12|0;i=a+16|0;j=a+20|0;k=q+4|0;e=0;d=1;do{vRa(q,o,c);b=f[q>>2]|0;if(+n[b+152>>2]==+n[g>>2])if(+n[b+156>>2]==+n[h>>2])if(+n[b+160>>2]==+n[i>>2]){if(!(+n[b+164>>2]==+n[j>>2]))p=8}else p=8;else p=8;else p=8;if((p|0)==8){p=0;if(d){d=(fRa(o,q)|0)^1;b=f[q>>2]|0}else d=0;_Ha(b,g);e=1}b=f[k>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(l|0));if(e){b=f[m+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,q);u=r;return}function Cra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=f[c+8>>2]|0;h=f[c+4>>2]|0;i=f[c>>2]|0;c=pOb(20)|0;j=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=j;f[c>>2]=33856;f[c+8>>2]=i;f[c+12>>2]=h;f[c+16>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=c;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Dra(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Era(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;l=Bla()|0;m=f[l+232>>2]|0;c=f[b>>2]|0;j=f[b+4>>2]|0;k=c+(j<<3)|0;do if(j|0){g=a+8|0;h=a+12|0;i=a+16|0;j=p+4|0;e=0;d=1;do{vRa(p,m,c);b=f[p>>2]|0;if(+n[b+168>>2]==+n[g>>2])if(+n[b+172>>2]==+n[h>>2]){if(!(+n[b+176>>2]==+n[i>>2]))o=7}else o=7;else o=7;if((o|0)==7){o=0;if(d){d=(fRa(m,p)|0)^1;b=f[p>>2]|0}else d=0;pIa(b,g);e=1}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(k|0));if(e){b=f[l+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,p);u=q;return}function Fra(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+64|0;c=b;n[c>>2]=1.0;d=c+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+20>>2]=1.0;d=c+24|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+40>>2]=1.0;d=c+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+60>>2]=1.0;hma(a,c);u=b;return}function Gra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;f[c>>2]=33888;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;Hra(c,b);return}function Hra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;r=B+44|0;p=B;A=B+24|0;y=B+12|0;w=B+8|0;v=a;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[A+16>>2]=0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;o=(Bla()|0)+232|0;o=GQa(f[o>>2]|0)|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;t=b+4|0;c=f[t>>2]|0;q=r+8|0;if(!c){e=A+8|0;i=e;c=0;d=0;g=0;h=0;j=0;k=0;l=0}else{if(c>>>0>536870911)vd();j=pOb(c<<3)|0;k=j;f[r>>2]=k;f[s>>2]=k;f[q>>2]=j+(c<<3);j=f[b>>2]|0;k=j+(c<<3)|0;l=o+4|0;m=y+8|0;n=p+4|0;do{h=f[j>>2]|0;g=f[l>>2]|0;a:do if(!g)x=34;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;c=f[(f[o>>2]|0)+(i<<2)>>2]|0;if(!c)x=34;else{c=f[c>>2]|0;if(!c)x=34;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(h|0)==(g|0);if(!(d|(g&e|0)==(i|0))){x=34;break a}if(d)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){x=34;break a}}else while(1){d=f[c+4>>2]|0;if((h|0)==(d|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){x=34;break a}}c=f[c>>2]|0;if(!c){x=34;break a}}while(0);i=f[j+4>>2]|0;f[p>>2]=f[(f[c+12>>2]|0)+8>>2];f[n>>2]=i;c=f[s>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){g=p;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[s>>2]=(f[s>>2]|0)+8}else Ira(r,p)}}}while(0);do if((x|0)==34){x=0;c=f[z>>2]|0;if((c|0)==(f[m>>2]|0)){RF(y,j);break}else{g=j;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[z>>2]=(f[z>>2]|0)+8;break}}while(0);j=j+8|0}while((j|0)!=(k|0));j=f[r>>2]|0;k=f[s>>2]|0;e=A+8|0;h=f[e>>2]|0;i=e;c=j;d=k;g=h;l=f[q>>2]|0}m=c;f[q>>2]=0;f[s>>2]=0;f[r>>2]=0;f[A>>2]=(c|0)==(d|0)?0:m;f[A+4>>2]=d-m>>3;m=A+12|0;if(!g){c=A+16|0;e=0;g=0}else{c=f[m>>2]|0;if((c|0)!=(g|0))f[m>>2]=c+(~((c+-8-g|0)>>>3)<<3);sOb(h);c=A+16|0;f[c>>2]=0;f[m>>2]=0;f[e>>2]=0;g=f[r>>2]|0;e=g}f[i>>2]=j;f[m>>2]=k;f[c>>2]=l;c=(f[y>>2]|0)==(f[z>>2]|0);if(e|0){d=f[s>>2]|0;if((d|0)!=(e|0))f[s>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(g)}if(c)x=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)x=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,y);if((x|0)==45){c=(Bla()|0)+244|0;c=f[c>>2]|0;x=pOb(28)|0;f[x>>2]=33920;f[x+4>>2]=v;f[x+8>>2]=f[b>>2];f[x+12>>2]=f[t>>2];v=b+8|0;f[x+16>>2]=f[v>>2];t=b+12|0;f[x+20>>2]=f[t>>2];s=b+16|0;f[x+24>>2]=f[s>>2];f[s>>2]=0;f[t>>2]=0;f[v>>2]=0;f[b>>2]=0;f[w>>2]=x;y0a(c,w,A);c=f[w>>2]|0;f[w>>2]=0;if(!c)a=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=0}}c=f[y>>2]|0;if(c|0){d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}e=A+8|0;c=f[e>>2]|0;if((c|0)==(f[m>>2]|0)){d=f[A>>2]|0;if(d){tOb(d);c=f[e>>2]|0}}if(c|0){d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!a){u=B;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=B;return}function Ira(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Jra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Kra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lra(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function Mra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;b=f[a+8>>2]|0;h=f[a+12>>2]|0;e=b+(h<<3)|0;if(h|0){g=j+4|0;h=i+8|0;do{tRa(j,k,b);c=(f[j>>2]|0)==0;d=f[g>>2]|0;if(d|0)iOb(d);do if(c){c=f[l>>2]|0;if((c|0)==(f[h>>2]|0)){RF(i,b);break}else{o=b;n=f[o+4>>2]|0;d=c;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=m;return}function Nra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ora(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Pra(a){a=a|0;var b=0;f[a>>2]=33888;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qra(a){a=a|0;var b=0,c=0;f[a>>2]=33888;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;q=t+36|0;r=Bla()|0;p=f[r+232>>2]|0;r=f[r+244>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(iRa(p,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{Vra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{Vra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{Vra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=22}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(!x)g=0;else{do{nRa(p,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[o>>2]|0;e=f[b>>2]|0}f1a(r,g,e);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,q);g=d}else{c=h;i=22}}else{c=h;i=22}if((i|0)==22){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}e=f[c>>2]|0;if(e|0){c=s+28|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function Sra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else Vra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function Tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ura(a){a=a|0;return 0}function Vra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Wra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33952;Hra(c,b);return}function Xra(a){a=a|0;var b=0;f[a>>2]=33984;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Yra(a){a=a|0;var b=0,c=0;f[a>>2]=33984;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;h=b+4|0;vF(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;e=b+(h<<3)|0;if(h|0){g=i+8|0;h=j+4|0;do{tRa(j,k,b);c=f[j>>2]|0;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0))asa(i,c);else{f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];f[l>>2]=d+64}c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-64-b|0)>>>6)<<6);sOb(b);u=m;return}function _ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function asa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;g=(f[j>>2]|0)-c>>6;d=g+1|0;if(d>>>0>67108863)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>5;c=i>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)e=0;else if(c>>>0>67108863)vd();else{e=pOb(c<<6)|0;break}while(0);d=e+(g<<6)|0;i=e+(c<<6)|0;f[d>>2]=f[b>>2];f[e+(g<<6)+4>>2]=f[b+4>>2];f[e+(g<<6)+8>>2]=f[b+8>>2];f[e+(g<<6)+12>>2]=f[b+12>>2];f[e+(g<<6)+16>>2]=f[b+16>>2];f[e+(g<<6)+20>>2]=f[b+20>>2];f[e+(g<<6)+24>>2]=f[b+24>>2];f[e+(g<<6)+28>>2]=f[b+28>>2];f[e+(g<<6)+32>>2]=f[b+32>>2];f[e+(g<<6)+36>>2]=f[b+36>>2];f[e+(g<<6)+40>>2]=f[b+40>>2];f[e+(g<<6)+44>>2]=f[b+44>>2];f[e+(g<<6)+48>>2]=f[b+48>>2];f[e+(g<<6)+52>>2]=f[b+52>>2];f[e+(g<<6)+56>>2]=f[b+56>>2];f[e+(g<<6)+60>>2]=f[b+60>>2];h=d+64|0;g=f[a>>2]|0;b=f[j>>2]|0;c=g;if((b|0)!=(g|0)){e=b+-64-c|0;c=b;b=d;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));d=d+(~(e>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;if(!c)return;sOb(c);return}function bsa(a){a=a|0;yf()}function csa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(72)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34016;f[d+8>>2]=f[c>>2];f[d+12>>2]=f[c+4>>2];f[d+16>>2]=f[c+8>>2];f[d+20>>2]=f[c+12>>2];f[d+24>>2]=f[c+16>>2];f[d+28>>2]=f[c+20>>2];f[d+32>>2]=f[c+24>>2];f[d+36>>2]=f[c+28>>2];f[d+40>>2]=f[c+32>>2];f[d+44>>2]=f[c+36>>2];f[d+48>>2]=f[c+40>>2];f[d+52>>2]=f[c+44>>2];f[d+56>>2]=f[c+48>>2];f[d+60>>2]=f[c+52>>2];f[d+64>>2]=f[c+56>>2];f[d+68>>2]=f[c+60>>2];Hra(d,b);return}function dsa(a){a=a|0;var b=0;f[a>>2]=34048;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function esa(a){a=a|0;var b=0,c=0;f[a>>2]=34048;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+48|0;w=y+32|0;t=y+20|0;v=y;r=Bla()|0;s=f[r+232>>2]|0;o=ySa(s)|0;f[w>>2]=0;x=w+4|0;f[x>>2]=0;f[w+8>>2]=0;c=f[b>>2]|0;p=b+4|0;q=f[p>>2]|0;e=c+(q<<3)|0;if(!q)h=10;else{g=w+8|0;do{do if(f[c>>2]|0){d=f[x>>2]|0;if((d|0)==(f[g>>2]|0)){RF(w,c);break}else{m=c;n=f[m+4>>2]|0;q=d;f[q>>2]=f[m>>2];f[q+4>>2]=n;f[x>>2]=(f[x>>2]|0)+8;break}}while(0);c=c+8|0}while((c|0)!=(e|0));if((f[w>>2]|0)==(f[x>>2]|0))h=10;else{v=f[a+4>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,w)}}if((h|0)==10){f[t>>2]=0;q=t+4|0;f[q>>2]=0;f[t+8>>2]=0;c=f[b>>2]|0;n=f[p>>2]|0;l=c+(n<<3)|0;if(!n){j=0;i=1;e=t+8|0;d=0}else{m=a+8|0;n=v+4|0;e=t+8|0;k=0;d=1;do{tRa(v,s,c);zIa(f[v>>2]|0,m);if(d)d=(KIa(f[v>>2]|0)|0)^1;else d=0;j=f[v>>2]|0;g=f[j+64>>2]|0;j=f[j+68>>2]|0;k=k|(g|0)!=(j|0);if((g|0)!=(j|0))do{h=f[g>>2]|0;wDa(o,h);h=h+116|0;i=f[q>>2]|0;if(i>>>0<(f[e>>2]|0)>>>0){z=h;h=f[z+4>>2]|0;f[i>>2]=f[z>>2];f[i+4>>2]=h;f[q>>2]=(f[q>>2]|0)+8}else isa(t,h);g=g+4|0}while((g|0)!=(j|0));g=f[n>>2]|0;if(g|0)iOb(g);c=c+8|0}while((c|0)!=(l|0));j=k;i=d;d=f[p>>2]|0;c=f[b>>2]|0}h=f[r+244>>2]|0;b1a(h,d,c);c=f[t>>2]|0;d=f[q>>2]|0;f[v>>2]=(c|0)==(d|0)?0:c;f[v+4>>2]=d-c>>3;g=v+12|0;f[v+8>>2]=c;f[g>>2]=d;f[v+16>>2]=f[e>>2];f[e>>2]=0;f[q>>2]=0;f[t>>2]=0;t$a(h,v);d=v+8|0;c=f[d>>2]|0;if((c|0)==(f[g>>2]|0)){e=f[v>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!i)Jkb(DSa(s)|0,h);c=f[r+240>>2]|0;do if(j)if(i){u9a(c);break}else{v9a(c);break}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,v);c=f[t>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}c=f[w>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=y;return}function gsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function hsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function isa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function jsa(a){a=a|0;yf()}function ksa(){return 13}function lsa(a){a=a|0;var b=0,c=0,d=0,e=0;if(a>>>0>13)return;b=Bla()|0;c=f[b+232>>2]|0;d=f[b+240>>2]|0;e=W9a(d,a,1)|0;if(e|0)if((f[e>>2]|0)!=(f[e+4>>2]|0)){e=DSa(c)|0;Jkb(e,f[b+244>>2]|0)}if(!(Y9a(d,a)|0))return;Y8a(d);return}function msa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;neb(a,b);u9a(c);return}function nsa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=+c;d=d|0;e=+e;g=g|0;h=+h;i=i|0;j=+j;k=k|0;var l=0;if(a>>>0>13)return;l=(Bla()|0)+240|0;l=f[l>>2]|0;a=W9a(l,a,1)|0;if(!a)return;oeb(a,b,c,d,e,g,h,i,j,k);u9a(l);return}function osa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;meb(a,b);u9a(c);return}function psa(){return 2}function qsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34080;mma(d,b,c,0);return}function rsa(a){a=a|0;var b=0;f[a>>2]=34112;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ssa(a){a=a|0;var b=0,c=0;f[a>>2]=34112;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+48|0;o=t+32|0;p=t+24|0;q=t;r=(Bla()|0)+232|0;r=f[r>>2]|0;f[o>>2]=0;s=o+4|0;f[s>>2]=0;f[o+8>>2]=0;c=f[b+4>>2]|0;m=o+8|0;if(c|0){if(c>>>0>178956970)vd();d=pOb(c*24|0)|0;e=d;f[o>>2]=e;f[s>>2]=e;f[m>>2]=d+(c*24|0);d=f[b>>2]|0;e=d+(c<<3)|0;g=q+4|0;h=q+8|0;i=q+12|0;j=q+16|0;k=q+20|0;l=p+4|0;do{ARa(p,r,d);b=f[p>>2]|0;if(!b){f[q>>2]=1065353216;f[g>>2]=1065353216;f[h>>2]=1065353216;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=f[q>>2];f[b+4>>2]=f[q+4>>2];f[b+8>>2]=f[q+8>>2];f[b>>2]=1065353216;f[b+4>>2]=f[g>>2];f[b+8>>2]=f[h>>2];c=b+12|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c>>2]=f[i>>2];f[b+16>>2]=f[j>>2];f[b+20>>2]=f[k>>2];f[s>>2]=(f[s>>2]|0)+24}else xsa(o,q)}else{c=f[b+4>>2]|0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;b=b+24|0;f[s>>2]=b}else{wsa(o);b=f[s>>2]|0}y=f[c+44>>2]|0;x=y+124|0;c=y+136|0;B=y+128|0;A=y+140|0;v=+n[B>>2]-+n[A>>2];z=y+132|0;y=y+144|0;w=+n[z>>2]-+n[y>>2];n[b+-24>>2]=+n[x>>2]-+n[c>>2];n[b+-20>>2]=v;n[b+-16>>2]=w;w=+n[B>>2]+ +n[A>>2];v=+n[z>>2]+ +n[y>>2];n[b+-12>>2]=+n[x>>2]+ +n[c>>2];n[b+-8>>2]=w;n[b+-4>>2]=v}b=f[l>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,o);b=f[o>>2]|0;if(!b){u=t;return}c=f[s>>2]|0;if((c|0)!=(b|0))f[s>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);sOb(b);u=t;return}function usa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wsa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=a+4|0;h=f[j>>2]|0;l=f[a>>2]|0;d=(h-l|0)/24|0;b=d+1|0;i=l;if(b>>>0>178956970)AMb(a);k=a+8|0;g=((f[k>>2]|0)-l|0)/24|0;c=g<<1;c=g>>>0<89478485?(c>>>0<b>>>0?b:c):178956970;do if(!c)e=0;else if(c>>>0>178956970)vd();else{e=pOb(c*24|0)|0;break}while(0);b=e+(d*24|0)|0;e=e+(c*24|0)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;g=b+24|0;if((h|0)!=(i|0)){d=h;while(1){c=b+-24|0;h=d;d=d+-24|0;f[c>>2]=f[d>>2];f[b+-20>>2]=f[h+-20>>2];f[b+-16>>2]=f[h+-16>>2];f[b+-12>>2]=f[h+-12>>2];f[b+-8>>2]=f[h+-8>>2];f[b+-4>>2]=f[h+-4>>2];if((d|0)==(i|0)){b=c;break}else b=c}}f[a>>2]=b;f[j>>2]=g;f[k>>2]=e;if(!l)return;sOb(l);return}function xsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function ysa(a){a=a|0;yf()}function zsa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;p=s+8|0;i=s+4|0;r=s;q=Bla()|0;g=f[q+232>>2]|0;f[p>>2]=1065353216;j=p+4|0;f[j>>2]=1065353216;k=p+8|0;f[k>>2]=1065353216;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=0;n=p+20|0;f[n>>2]=0;o=b+4|0;h=f[o>>2]|0;do if(!h)zEa(g,c,d,e,p);else{f[i>>2]=h;AEa(g,f[b>>2]|0,i,c,d,e,p);g=f[i>>2]|0;if(g|0){i=f[o>>2]|0;f[o>>2]=i-(i-g<<3>>3);break}r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,p);u=s;return}while(0);g=f[q+244>>2]|0;q=pOb(32)|0;o=f[a>>2]|0;f[a>>2]=0;f[q+4>>2]=o;f[q>>2]=34144;f[q+8>>2]=f[p>>2];f[q+12>>2]=f[j>>2];f[q+16>>2]=f[k>>2];f[q+20>>2]=f[l>>2];f[q+24>>2]=f[m>>2];f[q+28>>2]=f[n>>2];f[r>>2]=q;K$a(g,r,b,c,d,e);g=f[r>>2]|0;f[r>>2]=0;if(!g){u=s;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=s;return}function Asa(a){a=a|0;var b=0;f[a>>2]=34176;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Bsa(a){a=a|0;var b=0,c=0;f[a>>2]=34176;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Csa(a,b){a=a|0;b=b|0;var c=0;c=a+8|0;Fsa(c,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);return}function Dsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Esa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Fsa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0;c=+n[a>>2];e=+n[a+12>>2];if(!(c<=e)){f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];f[a+20>>2]=f[b+20>>2];return}g=+n[b>>2];j=b+12|0;if(!(g<=+n[j>>2]))return;if(g<c){d=a;k=5}else if(g>e){d=a+12|0;k=5}if((k|0)==5)n[d>>2]=g;c=+n[b+4>>2];h=a+4|0;if(c<+n[h>>2]){d=a;k=8}else if(c>+n[a+16>>2]){d=a+12|0;k=8}if((k|0)==8)n[d+4>>2]=c;c=+n[b+8>>2];i=a+8|0;if(c<+n[i>>2]){d=a;k=11}else if(c>+n[a+20>>2]){d=a+12|0;k=11}if((k|0)==11)n[d+8>>2]=c;c=+n[j>>2];if(c<+n[a>>2]){d=a;k=14}else{d=a+12|0;if(c>+n[d>>2])k=14}if((k|0)==14)n[d>>2]=c;c=+n[b+16>>2];if(c<+n[h>>2]){d=a;k=17}else if(c>+n[a+16>>2]){d=a+12|0;k=17}if((k|0)==17)n[d+4>>2]=c;c=+n[b+20>>2];if(!(c<+n[i>>2]))if(c>+n[a+20>>2])a=a+12|0;else return;n[a+8>>2]=c;return}function Gsa(a){a=a|0;yf()}function Hsa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=34208;mma(c,0,b,0);return}function Isa(a){a=a|0;var b=0;f[a>>2]=34240;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jsa(a){a=a|0;var b=0,c=0;f[a>>2]=34240;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ksa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+32|0;z=E+24|0;A=E;C=Bla()|0;B=f[C+232>>2]|0;C=f[C+240>>2]|0;f[y>>2]=1065353216;s=y+4|0;f[s>>2]=1065353216;t=y+8|0;f[t>>2]=1065353216;v=y+12|0;f[v>>2]=0;w=y+16|0;f[w>>2]=0;x=y+20|0;f[x>>2]=0;c=f[b>>2]|0;r=f[b+4>>2]|0;i=c+(r<<3)|0;if(!r){D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}j=z+4|0;k=y+12|0;l=A+4|0;m=A+8|0;o=A+12|0;p=A+16|0;q=A+20|0;r=A+12|0;do{ARa(z,B,c);if(f[z>>2]|0){b=a9a(C)|0;Rib(A,B,b,f[z>>2]|0,0);d=+n[y>>2];e=+n[k>>2];do if(!(d<=e)){f[y>>2]=f[A>>2];f[s>>2]=f[l>>2];f[t>>2]=f[m>>2];f[v>>2]=f[o>>2];f[w>>2]=f[p>>2];f[x>>2]=f[q>>2]}else{g=+n[A>>2];h=+n[r>>2];if(g<=h){if(g<d){b=y;D=9}else if(g>e){b=v;D=9}if((D|0)==9){D=0;n[b>>2]=g}d=+n[l>>2];if(d<+n[s>>2]){b=y;D=12}else if(d>+n[w>>2]){b=v;D=12}if((D|0)==12){D=0;n[b+4>>2]=d}d=+n[m>>2];if(d<+n[t>>2]){b=y;D=15}else if(d>+n[x>>2]){b=v;D=15}if((D|0)==15){D=0;n[b+8>>2]=d}if(h<+n[y>>2]){b=y;D=18}else if(h>+n[v>>2]){b=v;D=18}if((D|0)==18){D=0;n[b>>2]=h}d=+n[p>>2];if(d<+n[s>>2]){b=y;D=21}else if(d>+n[w>>2]){b=v;D=21}if((D|0)==21){D=0;n[b+4>>2]=d}d=+n[q>>2];if(d<+n[t>>2])b=y;else if(d>+n[x>>2])b=v;else break;n[b+8>>2]=d}}while(0)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}function Lsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Msa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nsa(a){a=a|0;yf()}function Osa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34272;mma(d,b,c,0);return}function Psa(a){a=a|0;var b=0;f[a>>2]=34304;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qsa(a){a=a|0;var b=0,c=0;f[a>>2]=34304;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+32|0;i=n+16|0;j=n+8|0;k=n;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[i>>2]=0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;c=f[b>>2]|0;h=f[b+4>>2]|0;d=c+(h<<3)|0;if(h|0){e=k+4|0;g=i+8|0;h=j+4|0;do{ARa(j,l,c);b=f[j>>2]|0;if(!b){f[k>>2]=0;f[e>>2]=-1}else{p=(f[b+4>>2]|0)+28|0;o=f[p+4>>2]|0;b=k;f[b>>2]=f[p>>2];f[b+4>>2]=o}b=f[m>>2]|0;if(b>>>0<(f[g>>2]|0)>>>0){q=k;o=f[q+4>>2]|0;p=b;f[p>>2]=f[q>>2];f[p+4>>2]=o;f[m>>2]=(f[m>>2]|0)+8}else Usa(i,k);b=f[h>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=n;return}function Ssa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Tsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Usa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Vsa(a){a=a|0;yf()}function Wsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34336;mma(d,b,c,0);return}function Xsa(a){a=a|0;var b=0;f[a>>2]=34368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ysa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&1|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ata(a){a=a|0;yf()}function bta(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;l=f[l+240>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(i|0){i=j+4|0;b=1;while(1){LRa(j,k,a);g=f[j>>2]|0;if(!(f[g+4>>2]|0))e=b;else{e=g+200|0;e=b&((f[e>>2]&-268435456|0)!=0|0!=0)}cJa(g,c,d);b=f[i>>2]|0;if(b|0)iOb(b);a=a+8|0;if((a|0)==(h|0))break;else b=e}if(!e){t9a(l);u=m;return}}u9a(l);u=m;return}function cta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;i=Bla()|0;h=f[i+232>>2]|0;i=f[i+240>>2]|0;c=f[b>>2]|0;e=f[b+4>>2]|0;d=c+(e<<3)|0;if(e|0){e=g+4|0;a=1;do{KRa(g,h,c);b=f[g>>2]|0;if(b){if(f[b+4>>2]|0){k=b+200|0;a=a&((f[k>>2]&-268435456|0)!=0|0!=0)}dJa(b)}b=f[e>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0));if(!a){t9a(i);u=j;return}}u9a(i);u=j;return}function dta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;f[d>>2]=34400;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;mma(d,b,c,0);return}function eta(a){a=a|0;var b=0;f[a>>2]=34400;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fta(a){a=a|0;var b=0,c=0;f[a>>2]=34400;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;v=u;u=u+48|0;t=v+8|0;p=v;r=v+44|0;q=Bla()|0;s=f[q+232>>2]|0;c=t;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=t;h=t+4|0;n=5}else{h=t+16|0;i=t+20|0;j=t+12|0;k=t+28|0;l=t+32|0;m=t+24|0;c=t+4|0;n=t+8|0;do{a:do switch(hRa(s,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){x=d;w=f[x+4>>2]|0;f[e>>2]=f[x>>2];f[e+4>>2]=w;f[h>>2]=(f[h>>2]|0)+8;break a}else{isa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){y=d;w=f[y+4>>2]|0;x=e;f[x>>2]=f[y>>2];f[x+4>>2]=w;f[k>>2]=(f[k>>2]|0)+8;break a}else{isa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){w=d;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[c>>2]=(f[c>>2]|0)+8;break a}else{isa(t,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[t>>2]|0)==(f[c>>2]|0)){d=t;h=c;n=5}else{d=t;n=18}}if((n|0)==5)if((f[t+12>>2]|0)==(f[t+16>>2]|0)){c=t+24|0;if((f[c>>2]|0)==(f[t+28>>2]|0)){e=f[o>>2]|0;do if(e|0){m=f[q+244>>2]|0;y=f[b>>2]|0;g=y+(e<<3)|0;i=p+4|0;l=1;e=y;do{KRa(p,s,e);j=f[p>>2]|0;k=f[i>>2]|0;if(k|0)iOb(k);y=j+200|0;l=l&((f[y>>2]&-268435456|0)!=0|0!=0);z$a(m,(f[j+4>>2]|0)+28|0,7,0);mRa(s,e)|0;e=e+8|0}while((e|0)!=(g|0));e=f[q+240>>2]|0;if(l){u9a(e);break}else{Jkb(DSa(s)|0,m);Y8a(e);break}}while(0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,r);g=d}else{c=h;n=18}}else{c=h;n=18}if((n|0)==18){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,t);g=d;h=c;c=t+24|0}c=f[c>>2]|0;if(c|0){d=t+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[t+12>>2]|0;if(e|0){c=t+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=v;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=v;return}function hta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+48|0;d=g;e=d+12|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;e=d+4|0;c=b+4|0;j=f[c>>2]|0;h=b+8|0;i=f[h>>2]|0;f[d>>2]=f[b>>2];f[e>>2]=j;f[d+8>>2]=i;f[h>>2]=0;f[c>>2]=0;f[b>>2]=0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,d);a=f[d+24>>2]|0;if(a|0){b=d+28|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d+12>>2]|0;if(a|0){b=d+16|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d>>2]|0;if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function ita(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jta(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;s=u;u=u+64|0;q=s+32|0;p=s+20|0;r=s;x=g;y=f[x>>2]|0;x=f[x+4>>2]|0;g=h;w=f[g>>2]|0;g=f[g+4>>2]|0;m=i;h=f[m>>2]|0;m=f[m+4>>2]|0;n=p+4|0;l=pOb(24)|0;f[p>>2]=l;t=l+24|0;o=p+8|0;f[o>>2]=t;v=l;f[v>>2]=y;f[v+4>>2]=x;v=l+8|0;f[v>>2]=w;f[v+4>>2]=g;v=l+16|0;f[v>>2]=h;f[v+4>>2]=m;v=l+24|0;f[n>>2]=v;m=pOb(56)|0;h=f[a>>2]|0;f[a>>2]=0;f[m+4>>2]=h;a=m+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[m+44>>2]=3;b[m+48>>0]=0;f[m>>2]=34432;d[m+50>>1]=j;f[m+52>>2]=k;a=pOb(8)|0;f[a>>2]=34448;f[a+4>>2]=m;dqa(a,c);a=pOb(8)|0;f[a>>2]=34480;f[a+4>>2]=m;h=pOb(8)|0;f[h>>2]=34512;f[h+4>>2]=a;a=pOb(8)|0;g=f[e+4>>2]|0;i=a;f[i>>2]=f[e>>2];f[i+4>>2]=g;i=a+8|0;f[q>>2]=a;f[q+4>>2]=1;g=q+12|0;f[q+8>>2]=a;f[g>>2]=i;f[q+16>>2]=i;Hra(h,q);h=f[q+8>>2]|0;i=f[g>>2]|0;a=(h|0)==(i|0);e=v;j=t;if(a){c=f[q>>2]|0;if(c|0)tOb(c)}if(h|0){if(!a)f[g>>2]=i+(~((i+-8-h|0)>>>3)<<3);sOb(h)}y=pOb(8)|0;f[y>>2]=34544;f[y+4>>2]=m;f[r>>2]=l;f[r+4>>2]=3;a=r+12|0;f[r+8>>2]=f[p>>2];f[a>>2]=e;f[r+16>>2]=j;f[o>>2]=0;f[n>>2]=0;f[p>>2]=0;g=(Bla()|0)+244|0;g=f[g>>2]|0;f[q>>2]=y;t0a(g,q,r);g=f[q>>2]|0;f[q>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);i=r+8|0;g=f[i>>2]|0;if((g|0)==(f[a>>2]|0)){h=f[r>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(!g){u=s;return}h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=s;return}function kta(a){a=a|0;return}function lta(a){a=a|0;sOb(a);return}function mta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=a+4|0;d=f[h>>2]|0;f[d+24>>2]=f[b>>2];f[d+28>>2]=f[b+4>>2];i=b+8|0;g=d+32|0;a=f[g>>2]|0;e=d+36|0;if(!a)a=d+40|0;else{c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);a=d+40|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[i>>2];g=b+12|0;f[e>>2]=f[g>>2];e=b+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;pta(f[h>>2]|0);return}function nta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;a=f[g+4>>2]|0;i=f[(f[a>>2]|0)+12>>2]|0;d=e+8|0;b[e>>0]=2;j=c+4|0;m=f[j>>2]|0;k=c+8|0;l=f[k>>2]|0;f[e+4>>2]=f[c>>2];f[d>>2]=m;f[e+12>>2]=l;f[k>>2]=0;f[j>>2]=0;f[c>>2]=0;oh[i&1023](a,e);a=f[e+4>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}l=g+44|0;m=(f[l>>2]|0)+-1|0;f[l>>2]=m;if(m|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function ota(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function pta(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+128|0;s=t+112|0;r=t+80|0;q=t+48|0;o=t+32|0;n=t;m=a+44|0;p=(f[m>>2]|0)+-1|0;f[m>>2]=p;if(p|0){u=t;return}if(!(b[a+48>>0]|0)){k=a+8|0;c=a+16|0;l=Bla()|0;m=f[l+232>>2]|0;zRa(s,m,k);if(!(f[s>>2]|0)){q=f[a+4>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;c=r+4|0;f[c>>2]=0;g=r+8|0;f[g>>2]=0;f[r+12>>2]=0;b[r>>0]=1;m=k;n=f[m+4>>2]|0;o=r+16|0;f[o>>2]=f[m>>2];f[o+4>>2]=n;oh[p&1023](q,r);c=f[c>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{tRa(r,m,c);if(!(f[r>>2]|0)){o=f[a+4>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;p=q+4|0;f[p>>2]=0;g=q+8|0;f[g>>2]=0;f[q+12>>2]=0;b[q>>0]=2;l=c;m=f[l+4>>2]|0;c=q+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](o,q);c=f[p>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{g=a+24|0;vRa(q,m,f[g>>2]|0);h=q+8|0;vRa(h,m,(f[g>>2]|0)+8|0);i=q+16|0;vRa(i,m,(f[g>>2]|0)+16|0);f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;j=o+8|0;if(!(f[q>>2]|0))$E(o,f[g>>2]|0);do if(!(f[q+8>>2]|0)){c=(f[g>>2]|0)+8|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{v=c;c=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=c;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);do if(!(f[q+16>>2]|0)){c=(f[g>>2]|0)+16|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{g=f[c+4>>2]|0;v=e;f[v>>2]=f[c>>2];f[v+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[o>>2]|0;c=f[p>>2]|0;if((e|0)==(c|0)){KDa(n,m,s,r,q,h,i,7);v=n+8|0;g=f[v>>2]|0;c=n+12|0;h=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;c=f[n+4>>2]|0;if(c|0)iOb(c);if(!g){v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;f[n>>2]=0;f[n+4>>2]=-1;oh[m&1023](v,n)}else{e=f[l+244>>2]|0;z$a(e,k,7,1);v=d[a+50>>1]|0;c=v&65535;do if(v<<16>>16){if(c&4|0)aJa(g,1);if(c&1|0)sJa(g,1);if(c&2|0)rJa(g,1);if(c&8|0)vJa(g,1);if(c&16|0)xJa(g,1);if(c&32|0)yJa(g,1);if(c&64|0)zJa(g,1);if(c&128|0)BJa(g,1);if(c&256|0)AJa(g,1);if(c&512|0){HJa(g,1,0,1)|0;HJa(g,2,0,1)|0;HJa(g,4,0,1)|0}if(c&1024|0)DJa(g,1);if(c&2048|0)bJa(g,1);if(c&4096|0)IJa(g,7);if(c&8192|0)tJa(g,1);if(!(c&16384))break;uJa(g,1)}while(0);c=f[a+52>>2]|0;if(!c)Jkb(DSa(m)|0,e);else _Ia(g,c)|0;u9a(f[l+240>>2]|0);v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;j=g+116|0;k=f[j+4>>2]|0;l=n;f[l>>2]=f[j>>2];f[l+4>>2]=k;oh[m&1023](v,n)}if(h|0)iOb(h)}else{v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+12>>2]|0;g=n+8|0;b[n>>0]=2;l=f[j>>2]|0;f[n+4>>2]=e;f[g>>2]=c;f[n+12>>2]=l;f[j>>2]=0;f[p>>2]=0;f[o>>2]=0;oh[m&1023](v,n);c=f[n+4>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}c=f[o>>2]|0;if(c|0){e=f[p>>2]|0;if((e|0)!=(c|0))f[p>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+12>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c)}c=f[r+4>>2]|0;if(c|0)iOb(c)}c=f[s+4>>2]|0;if(c|0)iOb(c)}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=t;return}function qta(a){a=a|0;var b=0;f[a>>2]=34512;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function rta(a){a=a|0;var b=0,c=0;f[a>>2]=34512;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function sta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function tta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function uta(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function vta(a){a=a|0;return}function wta(a){a=a|0;sOb(a);return}function xta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=2;l=c;k=f[l+4>>2]|0;c=e+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function zta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ata(a){a=a|0;return 0}function Bta(a){a=a|0;return}function Cta(a){a=a|0;sOb(a);return}function Dta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+8|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function Eta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=1;l=c;k=f[l+4>>2]|0;c=e+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function Fta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Gta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ita(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Jta(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=f[a>>2]|0;f[a>>2]=0;f[j>>2]=k;jta(j,b,c,d,e,g,h,0);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function Kta(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=f[a>>2]|0;f[a>>2]=0;f[i>>2]=j;jta(i,b,c,d,e,g,0,0);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Lta(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;n=r;p=Bla()|0;q=c+4|0;a:do if(!(f[q>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[p+232>>2]|0;m=ySa(o)|0;if(e)a=(b[p+229>>0]|0)!=0;else a=0;h=f[c>>2]|0;l=f[q>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=n+4|0;if(a){e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=j;f[i>>2]=0;f[i+4>>2]=-1}else{s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g}j=j+8|0}while((j|0)!=(k|0))}else{e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g;j=j+8|0}while((j|0)!=(k|0))}do if(a){a=f[p+240>>2]|0;if(e){u9a(a);break}else{s=DSa(o)|0;Jkb(s,f[p+244>>2]|0);Y8a(a);break}}while(0);a=f[q>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);o=a;p=f[o+4>>2]|0;s=g;f[s>>2]=f[o>>2];f[s+4>>2]=p;g=g+8|0}e=f[c>>2]|0;a=f[q>>2]|0}}}while(0);s=a-(e+(a<<3)-g>>3)|0;f[q>>2]=s;if(!s){u=r;return}s=(Bla()|0)+244|0;n$a(f[s>>2]|0,c,7,d);u=r;return}function Mta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;m=q;n=Bla()|0;p=c+4|0;a:do if(!(f[p>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[n+232>>2]|0;j=ySa(o)|0;h=f[c>>2]|0;l=f[p>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=m+4|0;if(!(b[n+229>>0]|0)){e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g;h=h+8|0}while((h|0)!=(k|0))}else{e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=h;f[i>>2]=0;f[i+4>>2]=-1}else{g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g}h=h+8|0}while((h|0)!=(k|0))}do if(a){a=f[n+240>>2]|0;if(e){u9a(a);break}else{o=DSa(o)|0;Jkb(o,f[n+244>>2]|0);Y8a(a);break}}while(0);a=f[p>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);m=a;n=f[m+4>>2]|0;o=g;f[o>>2]=f[m>>2];f[o+4>>2]=n;g=g+8|0}e=f[c>>2]|0;a=f[p>>2]|0}}}while(0);o=a-(e+(a<<3)-g>>3)|0;f[p>>2]=o;if(!o){u=q;return}p=(Bla()|0)+244|0;n$a(f[p>>2]|0,c,1,d);u=q;return}function Nta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,2,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,2,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,2,d);u=p;return}function Ota(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,4,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,4,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,4,d);u=p;return}function Pta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q;o=Bla()|0;m=f[o+232>>2]|0;n=ySa(m)|0;d=f[a>>2]|0;p=a+4|0;d=HSa(m,d,d+(f[p>>2]<<3)|0,c)|0;if(c)e=(b[o+229>>0]|0)!=0;else e=0;g=f[a>>2]|0;k=f[p>>2]|0;j=g+(k<<3)|0;a:do if(k){k=l+4|0;if(!e)while(1){LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e;g=g+8|0;if((g|0)==(j|0))break a}do{LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);if(f[i+196>>2]&16777216){r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e}g=g+8|0}while((g|0)!=(j|0))}while(0);if(d)Y8a(f[o+240>>2]|0);if(!(f[p>>2]|0)){u=q;return}r=(Bla()|0)+244|0;n$a(f[r>>2]|0,a,7,c);u=q;return}function Qta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34592;mma(d,b,c,0);return}function Rta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Sta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&1)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Tta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34624;mma(d,b,c,0);return}function Uta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Vta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&2)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Wta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34656;mma(d,b,c,0);return}function Xta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&4)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Zta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);bJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _ta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34688;mma(d,b,c,0);return}function $ta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function aua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&4|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;a=b+4|0;if(!(f[a>>2]|0)){u=l;return}j=Bla()|0;k=f[j+232>>2]|0;h=ySa(k)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[j+240>>2]|0;else{g=i+4|0;a=1;while(1){LRa(i,k,b);d=f[i>>2]|0;if(!d)d=a;else{m=d+200|0;a=a&((f[m>>2]&-268435456|0)!=0|0!=0);if((f[d+196>>2]&2|0)!=0^c){aJa(d,c);yDa(h,d);d=a}else d=a}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0;if((b|0)==(e|0))break;else a=d}a=f[j+240>>2]|0;if(!d){Y8a(a);u=l;return}}u9a(a);u=l;return}function cua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34720;mma(d,b,c,0);return}function dua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function eua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&2|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);sJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function gua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34752;mma(d,b,c,0);return}function hua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function iua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);rJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function kua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34784;mma(d,b,c,0);return}function lua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function mua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);tJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function oua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34816;mma(d,b,c,0);return}function pua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&33554432|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function rua(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;c=f[a+192>>2]|0;a:{do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32264;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+156|0)>>2]|0;if(d>>>0<(f[c+160>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+156|0)>>2]|0;b[d+24>>0]=0;f[(c+156|0)>>2]=e+32}else Uha(c+152|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32308;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+84|0)>>2]|0;if(d>>>0<(f[c+88>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+84|0)>>2]|0;b[d+24>>0]=0;f[(c+84|0)>>2]=e+32}else Vha(c+80|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32352;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+168|0)>>2]|0;if(d>>>0<(f[c+172>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+168|0)>>2]|0;b[d+24>>0]=0;f[(c+168|0)>>2]=e+32}else Wha(c+164|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32396;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+180|0)>>2]|0;if(d>>>0<(f[c+184>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+180|0)>>2]|0;b[d+24>>0]=0;f[(c+180|0)>>2]=e+32}else Xha(c+176|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32440;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+36|0)>>2]|0;if(d>>>0<(f[c+40>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+36|0)>>2]|0;b[d+24>>0]=0;f[(c+36|0)>>2]=e+32}else Yha(c+32|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32484;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+204|0)>>2]|0;if(d>>>0<(f[c+208>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+204|0)>>2]|0;b[d+24>>0]=0;f[(c+204|0)>>2]=e+32}else Rha(c+200|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32528;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+216|0)>>2]|0;if(d>>>0<(f[c+220>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+216|0)>>2]|0;b[d+24>>0]=0;f[(c+216|0)>>2]=e+32}else Qha(c+212|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);d=f[64599]|0;e=pOb(24)|0;f[e>>2]=32572;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;c=f[(d+120|0)>>2]|0;f[e+20>>2]=0;f[e+4>>2]=32616;f[(a+16|0)>>2]=e;b[(a+24|0)>>0]=0;if(c>>>0<(f[d+124>>2]|0)>>>0){f[c+16>>2]=e;f[(a+16|0)>>2]=0;b[c+24>>0]=0;f[(d+120|0)>>2]=c+32;c=0;d=0}else{Zha(d+116|0,a,a+24|0);d=f[(a+16|0)>>2]|0;c=d}if((a|0)==(c|0)){gh[f[(f[d>>2]|0)+16>>2]&2047](d);e=f[64599]|0;e=e+240|0;e=f[e>>2]|0;M9a(e)|0;n[(a+24|0)>>2]=.07500000298023224;d=(a+24|0)+4|0;n[d>>2]=.07500000298023224;d=(a+24|0)+8|0;n[d>>2]=.07500000298023224;L9a(e,a+24|0);d=(a+24|0)+4|0;c=(a+24|0)+8|0;g=(a+24|0)+12|0;h=(a+24|0)+16|0;i=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=1053885931;f[d>>2]=1053885931;f[c>>2]=1062274539;n[g>>2]=.925000011920929;n[h>>2]=.925000011920929;n[i>>2]=.925000011920929;N9a(e,a+24|0)|0;i=(a+24|0)+4|0;h=(a+24|0)+8|0;g=(a+24|0)+12|0;c=(a+24|0)+16|0;d=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=-1093597717;f[i>>2]=-1093597717;f[h>>2]=1062274539;n[g>>2]=.10000000149011612;n[c>>2]=.10000000149011612;n[d>>2]=.20000000298023224;N9a(e,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}if(!d){l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}gh[f[(f[d>>2]|0)+20>>2]&2047](d);l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}}
+function WQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=aOa((TMa(a,d)|0)+100|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+204|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function XQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=jOa((TMa(a,d)|0)+120|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function YQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=dOa((TMa(a,d)|0)+140|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function ZQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=gOa((TMa(a,d)|0)+160|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function _Qa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=mOa((TMa(a,d)|0)+40|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+28|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function $Qa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return tOa(f[a>>2]|0,b,c,d)|0}function aRa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;a=f[a>>2]|0;f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];a=YOa((TMa(a,g)|0)+240|0,b+4|0)|0;if(f[a>>2]|0){h=0;u=e;return h|0}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37776;h=g+12|0;OEa(h,b,c,d);f[a>>2]=h;h=a+4|0;a=f[h>>2]|0;f[h>>2]=g;if(!a){h=1;u=e;return h|0}iOb(a);h=1;u=e;return h|0}function bRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=YNa((TMa(e,d)|0)+180|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}n8a(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function cRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=pOa((TMa(a,d)|0)+200|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+24|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function dRa(a,b,c){a=a|0;b=b|0;c=c|0;return sOa(f[a>>2]|0,b,c)|0}function eRa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;dPa(a,f[b>>2]|0,c,d,e);return}function fRa(a,b){a=a|0;b=b|0;a=f[a>>2]|0;if(nDa(a+464|0,b)|0){b=1;return b|0}b=c9a(f[(f[a+4>>2]|0)+240>>2]|0,b)|0;return b|0}function gRa(a,b){a=a|0;b=b|0;return ROa(f[a>>2]|0,b)|0}function hRa(a,b){a=a|0;b=b|0;return SOa(f[a>>2]|0,b)|0}function iRa(a,b){a=a|0;b=b|0;return sPa(f[a>>2]|0,b)|0}function jRa(a,b){a=a|0;b=b|0;return qPa(f[a>>2]|0,b)|0}function kRa(a,b){a=a|0;b=b|0;return tPa(f[a>>2]|0,b)|0}function lRa(a,b){a=a|0;b=b|0;return QOa(f[a>>2]|0,b)|0}function mRa(a,b){a=a|0;b=b|0;return OOa(f[a>>2]|0,b)|0}function nRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;a=sPa(e,b)|0;if(a|0){b=a;return b|0}a=b+4|0;c=e+316|0;d=f[c>>2]|0;if((d|0)==(f[e+320>>2]|0))uPa(e+312|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}b=PMa(e+32|0,b)|0;vPa((f[b>>2]|0)+88|0,a)|0;b=0;return b|0}function oRa(a,b){a=a|0;b=b|0;return wPa(f[a>>2]|0,b)|0}function pRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i+4|0;h=i;e=f[a>>2]|0;a=tPa(e,b)|0;if(a|0){h=a;u=i;return h|0}a=b+4|0;c=e+280|0;d=f[c>>2]|0;if((d|0)==(f[e+284>>2]|0))yPa(e+276|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];zPa((TMa(e,g)|0)+80|0,a)|0;h=0;u=i;return h|0}function qRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;a=f[a>>2]|0;c=rPa(a,b)|0;if(c|0){b=c;u=g;return b|0}f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];d=TMa(a,d)|0;e=f[b+4>>2]|0;a=f[d+264>>2]|0;c=a+-1|0;if(!(c&a)){a=f[(f[d+260>>2]|0)+((c&e)<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}else{if(e>>>0<a>>>0)a=e;else a=(e>>>0)%(a>>>0)|0;a=f[(f[d+260>>2]|0)+(a<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}c=f[a+12>>2]|0;a=f[c+8>>2]|0;c=c+12|0;if((f[c>>2]|0)==(a|0)){b=0;u=g;return b|0}f[c>>2]=a;b=0;u=g;return b|0}function rRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;c=f[a>>2]|0;APa(d,c,b);a=f[d>>2]|0;if(!a)b=0;else b=GMa(a,f[c>>2]|0,0)|0;a=f[d+4>>2]|0;if(!a){u=e;return b|0}iOb(a);u=e;return b|0}function sRa(a,b,c){a=a|0;b=b|0;c=c|0;BPa(a,f[b>>2]|0,c);return}function tRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;g=f[b>>2]|0;switch(f[c>>2]|0){case 0:case -1:{f[e>>2]=f[c+4>>2];f[d>>2]=f[e>>2];IPa(a,g,d);if(f[a>>2]|0){u=h;return}b=f[a+4>>2]|0;if(b|0)iOb(b);break}default:{}}JPa(a,g,c);u=h;return}function uRa(a,b,c){a=a|0;b=b|0;c=c|0;CPa(a,f[b>>2]|0,c);return}function vRa(a,b,c){a=a|0;b=b|0;c=c|0;DPa(a,f[b>>2]|0,c);return}function wRa(a,b,c){a=a|0;b=b|0;c=c|0;EPa(a,f[b>>2]|0,c);return}function xRa(a,b,c){a=a|0;b=b|0;c=c|0;FPa(a,f[b>>2]|0,c);return}function yRa(a,b,c){a=a|0;b=b|0;c=c|0;GPa(a,f[b>>2]|0,c);return}function zRa(a,b,c){a=a|0;b=b|0;c=c|0;APa(a,f[b>>2]|0,c);return}function ARa(a,b,c){a=a|0;b=b|0;c=c|0;pPa(a,f[b>>2]|0,c);return}function BRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;KPa(d,f[b>>2]|0,c);b=f[d>>2]|0;do if(!b){f[a>>2]=0;f[a+4>>2]=0;b=d+4|0}else{f[a>>2]=b;b=d+4|0;c=f[b>>2]|0;f[a+4>>2]=c;if(!c){u=e;return}else{gOb(c);break}}while(0);b=f[b>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function CRa(a,b,c){a=a|0;b=b|0;c=c|0;NPa(a,f[b>>2]|0,c);return}function DRa(a,b,c){a=a|0;b=b|0;c=c|0;HPa(a,f[b>>2]|0,c);return}function ERa(a,b,c){a=a|0;b=b|0;c=c|0;OPa(a,f[b>>2]|0,c);return}function FRa(a,b,c){a=a|0;b=b|0;c=c|0;PPa(a,f[b>>2]|0,c);return}function GRa(a,b,c){a=a|0;b=b|0;c=c|0;QPa(a,f[b>>2]|0,c);return}function HRa(a,b,c){a=a|0;b=b|0;c=c|0;RPa(a,f[b>>2]|0,c);return}function IRa(a){a=a|0;return (f[a>>2]|0)+32|0}function JRa(a){a=a|0;return (f[a>>2]|0)+32|0}function KRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;e=g;b=f[b>>2]|0;pPa(e,b,c);d=f[e>>2]|0;if(d|0){f[a>>2]=d;c=e+4|0;f[a+4>>2]=f[c>>2];f[e>>2]=0;f[c>>2]=0;u=g;return}LPa(a,b,c);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function LRa(a,b,c){a=a|0;b=b|0;c=c|0;MPa(a,f[b>>2]|0,c);return}function MRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;g=d+8|0;h=d+4|0;e=d;a=f[a>>2]|0;f[h>>2]=f[b>>2];b=f[c>>2]|0;f[c>>2]=0;f[e>>2]=b;f[g>>2]=f[h>>2];a=SPa(a,g,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}TFa(b);sOb(b);u=d;return a|0}function NRa(a){a=a|0;return f[(f[a>>2]|0)+456>>2]|0}function ORa(a){a=a|0;return (f[(f[a>>2]|0)+456>>2]|0)>>>10|0}function PRa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+456>>2]=b;return}function QRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=b;return a|0}else{c=0;d=0}while(0);b:while(1){do{e=f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0;g=QPb(c|0,d|0,(f[e+24>>2]|0)!=0|0,0)|0;g=QPb(g|0,I|0,(f[e+28>>2]|0)!=0|0,0)|0;c=QPb(g|0,I|0,(f[e+32>>2]|0)!=0|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a){b=d;a=c;break b}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}I=b;return a|0}function RRa(a){a=a|0;var b=0,c=0,d=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){a=0;b=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=a;return b|0}else{c=0;d=0}while(0);b:while(1){do{c=QPb(c|0,d|0,f[(f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0)+24>>2]|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}d=XPb(c|0,d|0,3,0)|0;c=I;I=c;return d|0}function SRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=f[a>>2]|0;d=f[g+368>>2]|0;e=g+372|0;a=f[e>>2]|0;if((d|0)==(a|0)){g=0;return g|0}else b=a;while(1){a=b+-12|0;f[e>>2]=a;c=f[a>>2]|0;if(c){a=b+-8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);a=f[e>>2]|0}if((a|0)==(d|0))break;else b=a}a=f[g+380>>2]|0;b=g+384|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-4-a|0)>>>2)<<2);C9a(f[(f[g+4>>2]|0)+240>>2]|0);g=1;return g|0}function TRa(a,b){a=a|0;b=b|0;return mQa(f[a>>2]|0,b)|0}function URa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a>>2]|0;h=f[b>>2]|0;k=c+4|0;a=f[k>>2]|0;b=f[c>>2]|0;if(a-b>>5>>>0>4){c=0;return c|0}g=f[i+380>>2]|0;e=(f[i+384>>2]|0)-g>>2;if(!e){c=0;return c|0}else d=0;while(1){if((f[g+(d<<2)>>2]|0)==(h|0))break;d=d+1|0;if(d>>>0>=e>>>0){a=0;j=11;break}}if((j|0)==11)return a|0;e=f[i+368>>2]|0;i=e+(d*12|0)|0;g=f[i>>2]|0;h=e+(d*12|0)+4|0;if(!g)d=e+(d*12|0)+8|0;else{a=f[h>>2]|0;if((a|0)!=(g|0))f[h>>2]=a+(~((a+-32-g|0)>>>5)<<5);sOb(g);d=e+(d*12|0)+8|0;f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;b=f[c>>2]|0;a=f[k>>2]|0}f[i>>2]=b;f[h>>2]=a;j=c+8|0;f[d>>2]=f[j>>2];f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;c=1;return c|0}function VRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=nQa(a,d)|0;u=c;return b|0}function WRa(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[a>>2]|0;c=f[b>>2]|0;b=f[d+380>>2]|0;d=(f[d+384>>2]|0)-b>>2;a:do if(!d)a=-1;else{a=0;while(1){if((f[b+(a<<2)>>2]|0)==(c|0))break a;a=a+1|0;if(a>>>0>=d>>>0){a=-1;break}}}while(0);return (a|0)!=-1|0}function XRa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=f[a>>2]|0;d=f[c>>2]|0;c=f[g+380>>2]|0;e=(f[g+384>>2]|0)-c>>2;a:do if(e|0){a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0))break;a=a+1|0;if(a>>>0>=e>>>0)break a}g=(f[g+368>>2]|0)+(a*12|0)|0;return g|0}while(0);if(b[257344]|0){g=258724;return g|0}if(!(MPb(257344)|0)){g=258724;return g|0}f[64681]=0;f[64682]=0;f[64683]=0;g=258724;return g|0}function YRa(a){a=a|0;return (f[a>>2]|0)+368|0}function ZRa(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a>>2]|0;f[a+392>>2]=f[b>>2];f[a+396>>2]=f[b+4>>2];f[a+400>>2]=f[b+8>>2];f[a+404>>2]=f[c>>2];f[a+408>>2]=f[c+4>>2];f[a+412>>2]=f[c+8>>2];return}function _Ra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0;a=f[a>>2]|0;g=+n[a+392>>2];h=a+404|0;if(g>+n[h>>2]){c=0;return c|0}i=a+396|0;d=a+408|0;if(+n[i>>2]>+n[d>>2]){c=0;return c|0}e=a+400|0;a=a+412|0;if(+n[e>>2]>+n[a>>2]){c=0;return c|0}n[b>>2]=g;f[b+4>>2]=f[i>>2];f[b+8>>2]=f[e>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[d>>2];f[c+8>>2]=f[a>>2];c=1;return c|0}function $Ra(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+8>>2]=b;return}function aSa(a){a=a|0;return (f[a>>2]|0)+164|0}function bSa(a){a=a|0;return (f[a>>2]|0)+184|0}function cSa(a){a=a|0;return (f[a>>2]|0)+204|0}function dSa(a,b){a=a|0;b=b|0;var 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xTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function yTa(a,b,c){a=a|0;b=b|0;c=c|0;return}function zTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function ATa(a,b,c){a=a|0;b=b|0;c=c|0;return}function BTa(a){a=a|0;return}function CTa(a,b){a=a|0;b=b|0;return}function DTa(a,b){a=a|0;b=b|0;return}function ETa(a,b){a=a|0;b=b|0;return}function FTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);return}function GTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);sOb(a);return}function HTa(a){a=a|0;return}function ITa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0.0;a=f[a+244>>2]|0;d=a+432|0;e=+p[d>>3];p[d>>3]=e<b?b:e;b=+Gha();p[a+416>>3]=b;a=a+424|0;if(+p[a>>3]-b>=c)return;p[a>>3]=b+c;return}function JTa(a){a=a|0;return dpb(f[a+252>>2]|0)|0}function KTa(a){a=a|0;return cpb(f[a+252>>2]|0)|0}function LTa(a){a=a|0;return 1}function MTa(a){a=a|0;return 0}function NTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){F1a(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);return}function OTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);sOb(a);return}function PTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;f[(f[(f[a+8>>2]|0)+244>>2]|0)+168>>2]=c;g=f[a+12>>2]|0;if(!g){H1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+8>>2]&255](g,b,c,d,e);return}}function QTa(a,b){a=a|0;b=b|0;var c=0;c=f[a+12>>2]|0;if(!c)I1a(a,b);else oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);if(b|0)return;a=f[(f[a+8>>2]|0)+244>>2]|0;b=a+28|0;switch(f[b>>2]|0){case 0:{f[b>>2]=1;QUa(a);return}case 1:{f[b>>2]=2;O_a(a,7);O_a(a,2);O_a(a,3);RUa(a);return}default:return}}function RTa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[a+12>>2]|0;if(!d){J1a(a,b,c);return}else{xh[f[(f[d>>2]|0)+16>>2]&127](d,b,c);return}}function STa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;l=x+120|0;m=x+48|0;s=x+128|0;t=x+56|0;v=x+24|0;k=x;p[l>>3]=h;p[m>>3]=i;o=f[(f[a+8>>2]|0)+244>>2]|0;if(b[o+180>>0]|0){KUa(t,o,0);p[s>>3]=+n[t>>2];p[s+8>>3]=+n[t+4>>2];p[s+16>>3]=+n[t+8>>2];p[s+24>>3]=+n[t+12>>2];p[s+32>>3]=+n[t+16>>2];p[s+40>>3]=+n[t+20>>2];p[s+48>>3]=+n[t+24>>2];p[s+56>>3]=+n[t+28>>2];p[s+64>>3]=+n[t+32>>2];p[s+72>>3]=+n[t+36>>2];p[s+80>>3]=+n[t+40>>2];p[s+88>>3]=+n[t+44>>2];p[s+96>>3]=+n[t+48>>2];p[s+104>>3]=+n[t+52>>2];p[s+112>>3]=+n[t+56>>2];p[s+120>>3]=+n[t+60>>2];p[t>>3]=+p[d>>3];p[t+8>>3]=+p[d+8>>3];p[t+16>>3]=+p[d+16>>3];p[v>>3]=+p[e>>3];p[v+8>>3]=+p[e+8>>3];p[v+16>>3]=+p[e+16>>3];p[k>>3]=+p[g>>3];p[k+8>>3]=+p[g+8>>3];p[k+16>>3]=+p[g+16>>3];OUa(t,v,k,l,m,s);d=f[a+12>>2]|0;if(!d)K1a(a,c,t,v,k,+p[l>>3],+p[m>>3],j);else Oh[f[(f[d>>2]|0)+20>>2]&3](d,c,t,v,k,+p[l>>3],+p[m>>3],j);u=x;return}q=s+4|0;f[q>>2]=f[d>>2];f[q+4>>2]=f[d+4>>2];f[q+8>>2]=f[d+8>>2];f[q+12>>2]=f[d+12>>2];f[q+16>>2]=f[d+16>>2];f[q+20>>2]=f[d+20>>2];f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[t+16>>2]=f[e+16>>2];f[t+20>>2]=f[e+20>>2];f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];q=o+276|0;r=o+280|0;d=f[r>>2]|0;l=o+284|0;o=f[l>>2]|0;e=o;if((d|0)==(o|0)){m=f[q>>2]|0;k=d-m|0;a=(k|0)/104|0;d=a+1|0;if(d>>>0>41297762)AMb(q);o=(e-m|0)/104|0;e=o<<1;e=o>>>0<20648881?(e>>>0<d>>>0?d:e):41297762;do if(!e)w=0;else if(e>>>0>41297762)vd();else{w=pOb(e*104|0)|0;break}while(0);g=w+(a*104|0)|0;f[g>>2]=c;d=w+(a*104|0)+4|0;f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[d+12>>2]=f[s+12>>2];f[d+16>>2]=f[s+16>>2];f[d+20>>2]=f[s+20>>2];f[d+24>>2]=f[s+24>>2];d=w+(a*104|0)+32|0;f[d>>2]=f[t>>2];f[d+4>>2]=f[t+4>>2];f[d+8>>2]=f[t+8>>2];f[d+12>>2]=f[t+12>>2];f[d+16>>2]=f[t+16>>2];f[d+20>>2]=f[t+20>>2];d=w+(a*104|0)+56|0;f[d>>2]=f[v>>2];f[d+4>>2]=f[v+4>>2];f[d+8>>2]=f[v+8>>2];f[d+12>>2]=f[v+12>>2];f[d+16>>2]=f[v+16>>2];f[d+20>>2]=f[v+20>>2];p[w+(a*104|0)+80>>3]=h;p[w+(a*104|0)+88>>3]=i;f[w+(a*104|0)+96>>2]=j;d=g+(((k|0)/-104|0)*104|0)|0;if((k|0)>0)bQb(d|0,m|0,k|0)|0;f[q>>2]=d;f[r>>2]=g+104;f[l>>2]=w+(e*104|0);if(m|0)sOb(m)}else{f[d>>2]=c;w=d+4|0;f[w>>2]=f[s>>2];f[w+4>>2]=f[s+4>>2];f[w+8>>2]=f[s+8>>2];f[w+12>>2]=f[s+12>>2];f[w+16>>2]=f[s+16>>2];f[w+20>>2]=f[s+20>>2];f[w+24>>2]=f[s+24>>2];w=d+32|0;f[w>>2]=f[t>>2];f[w+4>>2]=f[t+4>>2];f[w+8>>2]=f[t+8>>2];f[w+12>>2]=f[t+12>>2];f[w+16>>2]=f[t+16>>2];f[w+20>>2]=f[t+20>>2];w=d+56|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];f[w+16>>2]=f[v+16>>2];f[w+20>>2]=f[v+20>>2];p[d+80>>3]=h;p[d+88>>3]=i;f[d+96>>2]=j;f[r>>2]=(f[r>>2]|0)+104}u=x;return}function TTa(a,c,d,e,g,h,i){a=a|0;c=+c;d=+d;e=+e;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;v=x;q=f[(f[a+8>>2]|0)+244>>2]|0;if(b[q+180>>0]|0){j=f[a+12>>2]|0;if(!j){L1a(a,c,d,e,g,h,i);u=x;return}else{kh[f[(f[j>>2]|0)+24>>2]&3](j,c,d,e,g,h,i);u=x;return}}m=g+(h<<2)|0;f[v>>2]=0;w=v+4|0;f[w>>2]=0;f[v+8>>2]=0;o=g;j=h<<2;a=j>>2;if(!a){g=0;m=0;p=0}else{if(a>>>0>1073741823)AMb(v);k=pOb(j)|0;f[w>>2]=k;f[v>>2]=k;p=k+(a<<2)|0;f[v+8>>2]=p;l=k;if(!h){g=l;m=l}else{h=m+-4|0;j=g;a=k;while(1){f[a>>2]=f[j>>2];j=j+4|0;if((j|0)==(m|0))break;else a=a+4|0}m=k+(((h-o|0)>>>2)+1<<2)|0;f[w>>2]=m;g=l}}l=v+12|0;n[l>>2]=c;n[v+16>>2]=d;n[v+20>>2]=e;f[v+24>>2]=i;r=q+288|0;s=q+292|0;j=f[s>>2]|0;i=q+296|0;q=f[i>>2]|0;a=q;if(j>>>0<q>>>0){f[j>>2]=0;t=j+4|0;f[t>>2]=0;f[j+8>>2]=0;f[j>>2]=f[v>>2];f[t>>2]=f[w>>2];t=v+8|0;f[j+8>>2]=f[t>>2];f[t>>2]=0;f[w>>2]=0;f[v>>2]=0;t=j+12|0;f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[s>>2]=(f[s>>2]|0)+28}else{h=f[r>>2]|0;k=(j-h|0)/28|0;j=k+1|0;if(j>>>0>153391689)AMb(r);q=(a-h|0)/28|0;a=q<<1;a=q>>>0<76695844?(a>>>0<j>>>0?j:a):153391689;do if(!a)t=0;else if(a>>>0>153391689)vd();else{t=pOb(a*28|0)|0;break}while(0);h=t+(k*28|0)|0;j=h;o=t+(a*28|0)|0;f[t+(k*28|0)+8>>2]=0;f[h>>2]=g;f[t+(k*28|0)+4>>2]=m;f[t+(k*28|0)+8>>2]=p;f[v+8>>2]=0;f[w>>2]=0;f[v>>2]=0;k=t+(k*28|0)+12|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];l=h+28|0;k=f[r>>2]|0;a=f[s>>2]|0;if((a|0)==(k|0)){m=k;h=k}else{do{t=h+-28|0;q=a;a=a+-28|0;f[t>>2]=0;g=h+-24|0;f[g>>2]=0;f[h+-20>>2]=0;f[t>>2]=f[a>>2];t=q+-24|0;f[g>>2]=f[t>>2];g=q+-20|0;f[h+-20>>2]=f[g>>2];f[g>>2]=0;f[t>>2]=0;f[a>>2]=0;t=h+-16|0;q=q+-16|0;f[t>>2]=f[q>>2];f[t+4>>2]=f[q+4>>2];f[t+8>>2]=f[q+8>>2];f[t+12>>2]=f[q+12>>2];h=j+-28|0;j=h}while((a|0)!=(k|0));m=f[r>>2]|0;h=f[s>>2]|0}f[r>>2]=j;f[s>>2]=l;f[i>>2]=o;l=m;if((h|0)!=(l|0))do{j=h;h=h+-28|0;k=f[h>>2]|0;if(k|0){j=j+-24|0;a=f[j>>2]|0;if((a|0)!=(k|0))f[j>>2]=a+(~((a+-4-k|0)>>>2)<<2);sOb(k)}}while((h|0)!=(l|0));if(m|0)sOb(m)}j=f[v>>2]|0;if(j|0){a=f[w>>2]|0;if((a|0)!=(j|0))f[w>>2]=a+(~((a+-4-j|0)>>>2)<<2);sOb(j)}u=x;return}function UTa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+32|0;m=q+16|0;n=q;i=f[(f[a+8>>2]|0)+244>>2]|0;if(b[i+180>>0]|0){h=f[a+12>>2]|0;if(!h){M1a(a,c,d,e,g);u=q;return}else{Lh[f[(f[h>>2]|0)+28>>2]&255](h,c,d,e,g);u=q;return}};f[m>>2]=f[d>>2];f[m+4>>2]=f[d+4>>2];f[m+8>>2]=f[d+8>>2];f[n>>2]=f[e>>2];f[n+4>>2]=f[e+4>>2];f[n+8>>2]=f[e+8>>2];k=i+300|0;l=i+304|0;h=f[l>>2]|0;i=i+308|0;j=f[i>>2]|0;a=j;if((h|0)==(j|0)){j=f[k>>2]|0;d=h-j|0;e=d>>5;h=e+1|0;if(h>>>0>134217727)AMb(k);r=a-j|0;a=r>>4;h=r>>5>>>0<67108863?(a>>>0<h>>>0?h:a):134217727;do if(!h){o=0;p=0}else if(h>>>0>134217727)vd();else{p=pOb(h<<5)|0;o=p;break}while(0);a=o+(e<<5)|0;f[a>>2]=c;r=o+(e<<5)+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=o+(e<<5)+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[o+(e<<5)+28>>2]=g;if((d|0)>0)bQb(p|0,j|0,d|0)|0;f[k>>2]=o;f[l>>2]=a+32;f[i>>2]=o+(h<<5);if(j|0)sOb(j)}else{f[h>>2]=c;r=h+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=h+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[h+28>>2]=g;f[l>>2]=(f[l>>2]|0)+32}u=q;return}function VTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[a+12>>2]|0;if(!g){N1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+32>>2]&255](g,b,c,d,e);return}}function WTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;if(!b)b=f[(f[(f[a+8>>2]|0)+244>>2]|0)+172>>2]|0;e=f[a+12>>2]|0;if(!e){O1a(a,b,c,d);return}else{Fh[f[(f[e>>2]|0)+36>>2]&255](e,b,c,d);return}}function XTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var 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j=(w>>>0)%(i>>>0)|0;b=f[(f[a+352>>2]|0)+(j<<2)>>2]|0;if(!b){u=y;return}b=f[b>>2]|0;if(!b){u=y;return}b:do if(d){while(1){x=f[b+4>>2]|0;d=(x|0)==(w|0);if(!(d|(x&e|0)==(j|0))){v=91;break}if(d)if((f[b+8>>2]|0)==(w|0)){s=b;break b}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}else{while(1){d=f[b+4>>2]|0;if((d|0)==(w|0)){if((f[b+8>>2]|0)==(w|0)){s=b;break b}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(j|0)){v=91;break}}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}while(0);f[r>>2]=f[c>>2];h=+p[s+16>>3];f[q>>2]=f[r>>2];JUa(a,q,h);u=y;return}}while(0);i=pOb(12)|0;f[i+8>>2]=w;f[i+4>>2]=w;f[i>>2]=0;j=a+324|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+328>>2];do if(m|h*+(l>>>0)<g){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;HUa(o,b>>>0<d>>>0?d:b);b=f[k>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&w;break}if(w>>>0<b>>>0){e=b;b=w}else{e=b;b=(w>>>0)%(b>>>0)|0}}else e=l;while(0);b=(f[o>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){c=a+320|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;t=(f[o>>2]|0)+(b<<2)|0;v=37}}else{f[i>>2]=f[d>>2];t=d;v=37}if((v|0)==37)f[t>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=a+332|0;o=(w<<6)+-1640531526+(w>>>2)^w;j=a+336|0;k=f[j>>2]|0;l=(k|0)==0;c:do if(l)b=0;else{i=k+-1|0;e=(i&k|0)==0;if(e)b=o&i;else if(o>>>0<k>>>0)b=o;else b=(o>>>0)%(k>>>0)|0;d=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(e){while(1){t=f[d+4>>2]|0;if(!((t|0)==(o|0)|(t&i|0)==(b|0)))break c;if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}while(1){e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(b|0))break c}if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}}}while(0);m=pOb(16)|0;i=m+8|0;f[i>>2]=w;f[i+4>>2]=1;f[m+4>>2]=o;f[m>>2]=0;i=a+344|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(l|h*+(k>>>0)<g){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(g/h))>>>0;IUa(q,b>>>0<d>>>0?d:b);b=f[j>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&o;break}if(o>>>0<b>>>0){e=b;b=o}else{e=b;b=(o>>>0)%(b>>>0)|0}}else e=k;while(0);b=(f[q>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){a=a+340|0;f[m>>2]=f[a>>2];f[a>>2]=m;f[b>>2]=a;b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;x=(f[q>>2]|0)+(b<<2)|0;v=70}}else{f[m>>2]=f[d>>2];x=d;v=70}if((v|0)==70)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;u=y;return}function GUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)NUa(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)NUa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function HUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){MUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;MUa(a,b);return}function IUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){LUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;LUa(a,b);return}function JUa(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=0;l=u;u=u+2032|0;g=f[b>>2]|0;i=f[(a+376|0)>>2]|0;if(!i){u=l;return}if(!((i+-1|0)&i))h=(i+-1|0)&g;else if(i>>>0>g>>>0)h=g;else h=(g>>>0)%(i>>>0)|0;d=f[(f[(a+372|0)>>2]|0)+(h<<2)>>2]|0;if(!d){u=l;return}d=f[d>>2]|0;if(!d){u=l;return}a:do if(!((i+-1|0)&i)){while(1){e=f[d+4>>2]|0;if(!((e|0)==(g|0)|(e&(i+-1|0)|0)==(h|0))){k=167;break}if((e|0)==(g|0))if((f[d+8>>2]|0)==(g|0)){j=d;break a}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(g|0)){if((f[d+8>>2]|0)==(g|0)){j=d;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(h|0)){k=167;break}}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}while(0);h=j+12|0;i=f[a+8>>2]|0;e=f[i+232>>2]|0;i=f[i+248>>2]|0;if((f[a+168>>2]|0)>>>0>68){g=a+176|0;d=f[(a+176|0)>>2]|0}else{g=a+176|0;d=BQa(e)|0}f[(l+140|0)>>2]=f[j+16>>2];f[(l+136|0)>>2]=d;f[(l+144|0)>>2]=f[(l+140|0)>>2];f[(l+208|0)>>2]=f[(l+136|0)>>2];d=EQa(e,l+144|0,l+208|0)|0;d=f[d>>2]|0;e=1;if(e){e=0;if((f[h>>2]|0)==(f[g>>2]|0)){KUa(l+208|0,a,d);m=f[(l+208|0)>>2]|0;f[(l+208|0)>>2]=f[(l+144|0)>>2];f[(l+144|0)>>2]=m;m=f[((l+208|0)+4|0)>>2]|0;f[((l+208|0)+4|0)>>2]=f[((l+144|0)+4|0)>>2];f[((l+144|0)+4|0)>>2]=m;m=f[((l+208|0)+8|0)>>2]|0;f[((l+208|0)+8|0)>>2]=f[((l+144|0)+8|0)>>2];f[((l+144|0)+8|0)>>2]=m;m=f[((l+208|0)+12|0)>>2]|0;f[((l+208|0)+12|0)>>2]=f[((l+144|0)+12|0)>>2];f[((l+144|0)+12|0)>>2]=m;m=f[((l+208|0)+16|0)>>2]|0;f[((l+208|0)+16|0)>>2]=f[((l+144|0)+16|0)>>2];f[((l+144|0)+16|0)>>2]=m;m=f[((l+208|0)+20|0)>>2]|0;f[((l+208|0)+20|0)>>2]=f[((l+144|0)+20|0)>>2];f[((l+144|0)+20|0)>>2]=m;m=f[((l+208|0)+24|0)>>2]|0;f[((l+208|0)+24|0)>>2]=f[((l+144|0)+24|0)>>2];f[((l+144|0)+24|0)>>2]=m;m=f[((l+208|0)+28|0)>>2]|0;f[((l+208|0)+28|0)>>2]=f[((l+144|0)+28|0)>>2];f[((l+144|0)+28|0)>>2]=m;m=f[((l+208|0)+32|0)>>2]|0;f[((l+208|0)+32|0)>>2]=f[((l+144|0)+32|0)>>2];f[((l+144|0)+32|0)>>2]=m;m=f[((l+208|0)+36|0)>>2]|0;f[((l+208|0)+36|0)>>2]=f[((l+144|0)+36|0)>>2];f[((l+144|0)+36|0)>>2]=m;m=f[((l+208|0)+40|0)>>2]|0;f[((l+208|0)+40|0)>>2]=f[((l+144|0)+40|0)>>2];f[((l+144|0)+40|0)>>2]=m;m=f[((l+208|0)+44|0)>>2]|0;f[((l+208|0)+44|0)>>2]=f[((l+144|0)+44|0)>>2];f[((l+144|0)+44|0)>>2]=m;m=f[((l+208|0)+48|0)>>2]|0;f[((l+208|0)+48|0)>>2]=f[((l+144|0)+48|0)>>2];f[((l+144|0)+48|0)>>2]=m;m=f[((l+208|0)+52|0)>>2]|0;f[((l+208|0)+52|0)>>2]=f[((l+144|0)+52|0)>>2];f[((l+144|0)+52|0)>>2]=m;m=f[((l+208|0)+56|0)>>2]|0;f[((l+208|0)+56|0)>>2]=f[((l+144|0)+56|0)>>2];f[((l+144|0)+56|0)>>2]=m;f[(l+144|0)+60>>2]=f[(l+208|0)+60>>2]}else e=1}f[l+288>>2]=a;f[l+296>>2]=b;n[l+304>>2]=c;f[l+552>>2]=g;f[l+592>>2]=j;f[l+1288>>2]=h;f[l+1480>>2]=i;f[l+1672>>2]=d;f[l+1912>>2]=k;f[l+1920>>2]=e;f[l+1928>>2]=0;f[l+1932>>2]=0;HYa(l);G=f[l+1928>>2]|0;D=f[l+1932>>2]|0;H=+n[l+1932>>2];f[l+1928>>2]=0;f[l+1932>>2]=0;if((G|0)==5)return}function KUa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0;r=u;u=u+208|0;m=r+136|0;o=r+64|0;q=r;if(!(b[c+260>>0]|0)){n[a>>2]=1.0;k=a+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+20>>2]=1.0;k=a+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0}else{f[a>>2]=f[c+196>>2];f[a+4>>2]=f[c+200>>2];f[a+8>>2]=f[c+204>>2];f[a+12>>2]=f[c+208>>2];f[a+16>>2]=f[c+212>>2];f[a+20>>2]=f[c+216>>2];f[a+24>>2]=f[c+220>>2];f[a+28>>2]=f[c+224>>2];f[a+32>>2]=f[c+228>>2];f[a+36>>2]=f[c+232>>2];f[a+40>>2]=f[c+236>>2];f[a+44>>2]=f[c+240>>2];f[a+48>>2]=f[c+244>>2];f[a+52>>2]=f[c+248>>2];f[a+56>>2]=f[c+252>>2];f[a+60>>2]=f[c+256>>2]}if(d|0){f[o>>2]=a;f[o+4>>2]=d;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2]}l=+p[c+184>>3];j=f[c+176>>2]|0;i=f[c+356>>2]|0;a:do if(!i)e=1.0;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&j;else if(j>>>0<i>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;d=f[(f[c+352>>2]|0)+(k<<2)>>2]|0;if(!d)e=1.0;else{d=f[d>>2]|0;if(!d)e=1.0;else{b:do if(g)while(1){i=f[d+4>>2]|0;c=(j|0)==(i|0);if(!(c|(i&h|0)==(k|0))){e=1.0;break a}if(c)if((f[d+8>>2]|0)==(j|0))break b;d=f[d>>2]|0;if(!d){e=1.0;break a}}else while(1){c=f[d+4>>2]|0;if((j|0)==(c|0)){if((f[d+8>>2]|0)==(j|0))break b}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(k|0)){e=1.0;break a}}d=f[d>>2]|0;if(!d){e=1.0;break a}}while(0);e=+p[d+16>>3];if(e==0.0)e=l}}}while(0);d=l==0.0|e==0.0;e=e/l;if(!((d?1.0:e)!=1.0)){u=r;return}l=d?1.0:e;k=q+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[q>>2]=l;n[q+20>>2]=l;n[q+40>>2]=l;n[q+60>>2]=1.0;f[o>>2]=a;f[o+4>>2]=q;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2];u=r;return}function LUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function MUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function NUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function OUa(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;g=u;u=u+16|0;h=g;p[h>>3]=1.0e-12;if(PUa(f,h)|0){u=g;return}l=+p[d>>3];O=+K(+l);j=+p[e>>3];E=+K(+j);S=+p[c>>3];n=c+8|0;i=+p[n>>3];h=c+16|0;Q=+p[h>>3];m=+L(+(S*S+(i*i+Q*Q)));S=E*(S/m);i=E*(i/m);m=E*(Q/m);Q=+p[b>>3];E=+p[a>>3]-Q;F=a+8|0;t=b+8|0;R=+p[t>>3];C=+p[F>>3]-R;x=a+16|0;r=b+16|0;s=+p[r>>3];A=+p[x>>3]-s;o=i*A-m*C;q=m*E-S*A;P=S*C-i*E;k=+L(+(o*o+(P*P+q*q)));o=Q+O*(o/k);q=R+O*(q/k);k=s+O*(P/k);S=Q+S;i=i+R;m=m+s;E=Q+E;C=R+C;A=s+A;P=+p[f>>3];O=+p[f+32>>3];N=+p[f+64>>3];J=+p[f+8>>3];I=+p[f+40>>3];H=+p[f+72>>3];D=+p[f+16>>3];B=+p[f+48>>3];z=+p[f+80>>3];M=+p[f+96>>3];w=Q*P+R*O+s*N+M;G=+p[f+104>>3];v=Q*J+R*I+s*H+G;y=+p[f+112>>3];s=Q*D+R*B+s*z+y;R=N*k+(P*o+O*q)+M-w;Q=J*o+q*I+k*H+G-v;k=o*D+q*B+k*z+y-s;q=S*P+i*O+m*N+M-w;o=S*J+i*I+m*H+G-v;m=S*D+i*B+m*z+y-s;i=+L(+(q*q+(o*o+m*m)));k=+L(+(R*R+(Q*Q+k*k)));p[a>>3]=w+(E*P+C*O+A*N+M-w);p[F>>3]=v+(E*J+C*I+A*H+G-v);p[x>>3]=s+(E*D+C*B+A*z+y-s);p[b>>3]=w;p[t>>3]=v;p[r>>3]=s;p[c>>3]=q/i;p[n>>3]=o/i;p[h>>3]=m/i;p[d>>3]=l<0.0?-k:k;p[e>>3]=j<0.0?-i:i;u=g;return}function PUa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+p[b>>3];d=+p[a>>3];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+p[a+8>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+16>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+24>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+32>>3]))<=c)){a=0;return a|0}e=+p[a+40>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+48>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+56>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+64>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+72>>3]))<=c)){a=0;return a|0}e=+p[a+80>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+88>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+96>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+104>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+112>>3]))<=c)){a=0;return a|0}e=+p[a+120>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function QUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0;m=u;u=u+32|0;j=m+16|0;k=m+4|0;l=m;g=a+344|0;b=f[g>>2]|0;if(!b)if(!(f[a+384>>2]|0)){O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}e=a+340|0;c=f[e>>2]|0;if(c){d=a+352|0;b=c;do{i=XUa(d,b+8|0)|0;p[i>>3]=0.0;b=f[b>>2]|0}while((b|0)!=0);b=f[g>>2]|0}if(b|0){b=f[e>>2]|0;if(b|0)do{i=b;b=f[b>>2]|0;sOb(i)}while((b|0)!=0);f[e>>2]=0;c=f[a+336>>2]|0;if(c|0){d=a+332|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}WUa(a);f[k>>2]=0;i=k+4|0;f[i>>2]=0;f[k+8>>2]=0;b=f[a+380>>2]|0;if(b|0){h=k+8|0;e=0;g=0;while(1){d=b;c=d+8|0;d=d+12|0;if(e>>>0<g>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];f[e+4>>2]=g;f[i>>2]=e+8}else YUa(k,c,d);b=f[b>>2]|0;if(!b)break;e=f[i>>2]|0;g=f[h>>2]|0}c=f[k>>2]|0;b=f[i>>2]|0;if((c|0)!=(b|0)){d=a+352|0;do{h=XUa(d,c+4|0)|0;n=+p[h>>3];f[l>>2]=f[c>>2];f[j>>2]=f[l>>2];JUa(a,j,n);c=c+8|0}while((c|0)!=(b|0));b=f[k>>2]|0}if(b|0){c=f[i>>2]|0;if((c|0)!=(b|0))f[i>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}function RUa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+96|0;x=y+64|0;t=y+32|0;w=y+8|0;r=y+4|0;s=y;h=y+60|0;m=y+56|0;n=y+52|0;o=y+48|0;p=y+44|0;v=a+8|0;j=f[v>>2]|0;switch(f[a+28>>2]|0){case 1:{h=a+52|0;i=a+56|0;if((f[h>>2]|0)!=(f[i>>2]|0)){e=f[j+232>>2]|0;c=f[j+248>>2]|0;f[x>>2]=1065353216;f[x+4>>2]=1065353216;f[x+8>>2]=1065353216;d=x+12|0;f[d>>2]=0;f[x+16>>2]=0;f[x+20>>2]=0;xEa(e,1,0,0,x);e=f[a+176>>2]|0;g=f[c+12>>2]|0;if(!g)x2a(c,e,x,d,0,1);else Th[f[(f[g>>2]|0)+184>>2]&127](g,e,x,d,0,1)}d=a+48|0;c=f[d>>2]|0;if(c|0)if(!(b[a+64>>0]|0)){oh[f[(f[c>>2]|0)+8>>2]&1023](c,h);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[h>>2]|0;if(!c)c=a+60|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+60|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0}SUa(j+200|0,f[a+172>>2]|0);q=a+100|0;c=f[q>>2]|0;p=a+104|0;j=f[p>>2]|0;if((c|0)!=(j|0)){k=w+4|0;l=w+8|0;m=w+12|0;n=w+16|0;o=w+20|0;do{i=(b[c+20>>0]|0)!=0;d=(b[c+21>>0]|0)!=0;e=(b[c+22>>0]|0)!=0;g=f[c+24>>2]|0;h=f[(f[v>>2]|0)+232>>2]|0;z=f[c+4>>2]|0;f[t>>2]=z;f[w>>2]=1065353216;f[k>>2]=1065353216;f[l>>2]=1065353216;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;if(!z)xEa(h,i,d,e,w);else AEa(h,f[c>>2]|0,t,i,d,e,w);f[r>>2]=g;f[x>>2]=f[r>>2];D1a(a,x,w);f[s>>2]=g;f[x>>2]=f[s>>2];h1a(a,x,16);c=c+28|0}while((c|0)!=(j|0));c=f[q>>2]|0}if(!c)c=a+108|0;else{d=f[p>>2]|0;if((d|0)!=(c|0)){do{e=d+-28|0;f[p>>2]=e;g=d+-20|0;h=f[g>>2]|0;i=d+-16|0;if((h|0)==(f[i>>2]|0)){d=f[e>>2]|0;if(!d)d=h;else{tOb(d);d=f[g>>2]|0}}else d=h;if(d|0){e=f[i>>2]|0;if((e|0)!=(d|0))f[i>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}d=f[p>>2]|0}while((d|0)!=(c|0));c=f[q>>2]|0}sOb(c);c=a+108|0;f[c>>2]=0;f[p>>2]=0;f[q>>2]=0}f[q>>2]=0;f[p>>2]=0;f[c>>2]=0;u=y;return}case 2:{l=f[j+232>>2]|0;g=a+136|0;d=a+144|0;c=f[d>>2]|0;if(c|0)do{z=c;Fh[f[(f[a>>2]|0)+116>>2]&255](a,f[z+8>>2]|0,f[z+12>>2]|0,f[z+16>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+148|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+140>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+140>>2]=0;f[e>>2]=0;f[a+152>>2]=1065353216;f[a+144>>2]=0;g=a+68|0;d=a+76|0;c=f[d>>2]|0;if(c|0)do{z=c;TUa(a,l,z+12|0,f[z+8>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+80|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+72>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+72>>2]=0;f[e>>2]=0;f[a+84>>2]=1065353216;f[a+76>>2]=0;e=a+88|0;c=f[e>>2]|0;g=a+92|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[h>>2]=f[c>>2];z=f[c+4>>2]|0;f[x>>2]=f[h>>2];h1a(a,x,z);c=c+8|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+96|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+96|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;j=a+156|0;c=f[j>>2]|0;k=a+160|0;g=f[k>>2]|0;if((c|0)!=(g|0)){h=t+4|0;i=t+8|0;do{d=c+4|0;if(xkb(l,f[d>>2]|0)|0){f[t>>2]=0;f[h>>2]=0;f[i>>2]=0;Ckb(l,f[d>>2]|0,f[c+8>>2]|0,t);f[m>>2]=f[c>>2];z=f[t>>2]|0;d=(f[h>>2]|0)-z>>3;f[x>>2]=f[m>>2];x1a(a,x,z,d);f[n>>2]=f[c>>2];f[x>>2]=f[n>>2];h1a(a,x,11);d=f[t>>2]|0;if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}c=c+12|0}while((c|0)!=(g|0));c=f[j>>2]|0}if(!c)c=a+164|0;else{d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=a+164|0;f[c>>2]=0;f[k>>2]=0;f[j>>2]=0}f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;i=a+112|0;c=f[i>>2]|0;j=a+116|0;h=f[j>>2]|0;if((c|0)!=(h|0)){do{g=f[c>>2]|0;d=(GQa(f[(f[v>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}s=f[v>>2]|0;r=f[s+232>>2]|0;z=f[s+240>>2]|0;f[t>>2]=f[e+4>>2];f[x>>2]=f[t>>2];KQa(r,s,x)|0;Y8a(z)}while(0);f[w>>2]=g;f[x>>2]=f[w>>2];h1a(a,x,14);c=c+4|0}while((c|0)!=(h|0));c=f[i>>2]|0}if(!c)c=a+120|0;else{d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+120|0;f[c>>2]=0;f[j>>2]=0;f[i>>2]=0}f[i>>2]=0;f[j>>2]=0;f[c>>2]=0;e=a+124|0;c=f[e>>2]|0;g=a+128|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[o>>2]=f[c>>2];f[x>>2]=f[o>>2];h1a(a,x,17);c=c+4|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+132|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+132|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;h=a+32|0;c=f[h>>2]|0;i=a+36|0;e=f[i>>2]|0;if((c|0)!=(e|0)){g=a+44|0;do{d=f[c>>2]|0;if(b[g>>0]|0){b[g>>0]=0;y$a(a,1)}z=f[(f[a>>2]|0)+52>>2]|0;f[p>>2]=d;f[x>>2]=f[p>>2];oh[z&1023](a,x);c=c+4|0}while((c|0)!=(e|0));c=f[h>>2]|0}if(!c)c=a+40|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+40|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;d=a+48|0;c=f[d>>2]|0;if(!c)e=a+52|0;else{e=a+52|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,e);c=f[d>>2]|0;f[d>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}c=a+52|0;d=f[c>>2]|0;h=a+56|0;if(!d)c=a+60|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);z=a+60|0;f[z>>2]=0;f[h>>2]=0;f[c>>2]=0;c=z}f[e>>2]=0;f[h>>2]=0;f[c>>2]=0;c=a+44|0;if(!(b[c>>0]|0)){u=y;return}b[c>>0]=0;y$a(a,0);u=y;return}default:{u=y;return}}}function SUa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){f[h>>2]=c;oh[f[(f[e>>2]|0)+24>>2]&1023](e,h);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function TUa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;e=l+32|0;g=l+24|0;h=l+16|0;i=l+8|0;j=l;switch(d|0){case 0:{CRa(j,b,c);b=(f[j>>2]|0)!=0;e=f[j+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 2:{if(UUa(b,c)|0){u=l;return}break}case 4:{vRa(e,b,c);b=(f[e>>2]|0)!=0;e=f[e+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 6:{if(VUa(b,c)|0){u=l;return}break}case 8:{DRa(g,b,c);b=(f[g>>2]|0)!=0;e=f[g+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 7:{zRa(h,b,c);b=(f[h>>2]|0)!=0;e=f[h+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 1:{sRa(i,b,c);b=(f[i>>2]|0)!=0;e=f[i+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}default:{}}if((k|0)==14)if(b){u=l;return}d=MMa(d)|0;k=(B_a(a,c,d)|0)<<24>>24==2;m1a(a,c,d,k?1:2);u=l;return}function UUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+24>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+20>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function VUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function WUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+248>>2]|0;c=a+276|0;b=f[c>>2]|0;e=a+280|0;d=f[e>>2]|0;if((b|0)!=(d|0)){do{Oh[f[(f[h>>2]|0)+20>>2]&3](h,f[b>>2]|0,b+8|0,b+32|0,b+56|0,+p[b+80>>3],+p[b+88>>3],f[b+96>>2]|0);b=b+104|0}while((b|0)!=(d|0));b=f[c>>2]|0;c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~(((c+-104-b|0)>>>0)/104|0)*104|0)}c=a+288|0;b=f[c>>2]|0;g=a+292|0;d=f[g>>2]|0;if((b|0)!=(d|0)){do{e=f[b>>2]|0;kh[f[(f[h>>2]|0)+24>>2]&3](h,+n[b+12>>2],+n[b+16>>2],+n[b+20>>2],e,(f[b+4>>2]|0)-e>>2,f[b+24>>2]|0);b=b+28|0}while((b|0)!=(d|0));e=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(e|0))do{c=b+-28|0;f[g>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-24|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);b=f[g>>2]|0}}while((b|0)!=(e|0))}d=a+300|0;b=f[d>>2]|0;e=a+304|0;c=f[e>>2]|0;if((b|0)==(c|0))return;do{Lh[f[(f[h>>2]|0)+28>>2]&255](h,f[b>>2]|0,b+4|0,b+16|0,f[b+28>>2]|0);b=b+32|0}while((b|0)!=(c|0));b=f[d>>2]|0;c=f[e>>2]|0;if((c|0)==(b|0))return;f[e>>2]=c+(~((c+-32-b|0)>>>5)<<5);return}function XUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;p[h+16>>3]=0.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZUa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function YUa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function ZUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Ua(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Ua(a,b);return}function _Ua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Ua(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=38324;b=f[a+408>>2]|0;if((a+392|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[a+380>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0){e=c+24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-40-d|0)>>>0)/40|0)*40|0);sOb(d)}sOb(c)}while((b|0)!=0);j=a+372|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+360>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+352|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+340>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+332|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+320>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+312|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}g=a+288|0;b=f[g>>2]|0;if(b|0){h=a+292|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-24|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-104-b|0)>>>0)/104|0)*104|0);sOb(b)}h=a+264|0;b=f[h>>2]|0;if(b|0){g=a+268|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+156>>2]|0;if(b|0){c=a+160|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+144>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+136|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+124>>2]|0;if(b|0){c=a+128|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}i=a+100|0;b=f[i>>2]|0;if(b|0){j=a+104|0;c=f[j>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[j>>2]=d;e=c+-20|0;g=f[e>>2]|0;h=c+-16|0;do if((g|0)==(f[h>>2]|0)){c=f[d>>2]|0;if(!c){c=g;break}tOb(c);c=f[e>>2]|0}else c=g;while(0);if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[j>>2]|0}while((c|0)!=(b|0));b=f[i>>2]|0}sOb(b)}b=f[a+88>>2]|0;if(b|0){c=a+92|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+76>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+68|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}j=a+48|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=a+16|0;b=f[e>>2]|0;if(!b){pYa(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{j=c+-4|0;f[g>>2]=j;d=f[j>>2]|0;f[j>>2]=0;if(d|0){nWa((f[d+4>>2]|0)+44|0,d+72|0);j=d+8|0;c=f[j>>2]|0;f[j>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);pYa(a);return}function aVa(a){a=a|0;$Ua(a);sOb(a);return}function bVa(a){a=a|0;var b=0,c=0;c=a+48|0;b=f[c>>2]|0;if(b|0){oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}rYa(a);return}function cVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=a+56|0;d=f[c>>2]|0;if((d|0)==(f[a+60>>2]|0)){mWa(a+52|0,b);sYa(a,b);return}else{g=b;e=f[g+4>>2]|0;f[d>>2]=f[g>>2];f[d+4>>2]=e;f[c>>2]=(f[c>>2]|0)+8;sYa(a,b);return}}function dVa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+96|0;B=C+48|0;r=C+40|0;s=C+32|0;t=C+4|0;v=C;tYa(a,c,d);z=a+332|0;A=a+344|0;if(!(f[A>>2]|0)){u=C;return}q=eWa(z,c)|0;if(!q){u=C;return}w=a+336|0;l=f[w>>2]|0;e=f[q+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)e=m&e;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;j=(f[z>>2]|0)+(e<<2)|0;p=f[j>>2]|0;while(1){g=f[p>>2]|0;if((g|0)==(q|0))break;else p=g}x=a+340|0;if((p|0)==(x|0))y=16;else{g=f[p+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))k=q;else y=16}do if((y|0)==16){g=f[q>>2]|0;if(g|0){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0)){k=q;break}}f[j>>2]=0;k=q}while(0);g=f[k>>2]|0;j=g;if(!g)e=j;else{g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))e=j;else{f[(f[z>>2]|0)+(g<<2)>>2]=p;e=f[q>>2]|0}}f[p>>2]=e;f[k>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(q);if(d<<24>>24){f[r>>2]=f[c>>2];f[B>>2]=f[r>>2];fWa(a,B,0);u=C;return}g=c+4|0;do if((f[g>>2]|0)==1){DRa(s,f[(f[a+8>>2]|0)+232>>2]|0,c);vnb(B,(f[s>>2]|0)+8|0);e=f[s+4>>2]|0;if(e|0)iOb(e);d=t+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;e=t+20|0;f[e>>2]=0;if(!(Mnb(B,t)|0)){if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);break}m=f[c>>2]|0;l=f[e>>2]|0;q=l+-1640531527+(m<<6)+(m>>>2)^m;o=f[w>>2]|0;p=(o|0)==0;a:do if(p){e=0;y=55}else{k=o+-1|0;j=(k&o|0)==0;if(j)e=q&k;else if(q>>>0<o>>>0)e=q;else e=(q>>>0)%(o>>>0)|0;g=f[(f[z>>2]|0)+(e<<2)>>2]|0;if(!g)y=55;else{g=f[g>>2]|0;if(!g)y=55;else{if(j)while(1){v=f[g+4>>2]|0;if(!((v|0)==(q|0)|(v&k|0)==(e|0))){y=55;break a}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break a}}while(1){j=f[g+4>>2]|0;if((j|0)!=(q|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0)){y=55;break a}}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break}}}}}while(0);if((y|0)==55){k=pOb(16)|0;v=k+8|0;f[v>>2]=m;f[v+4>>2]=l;f[k+4>>2]=q;f[k>>2]=0;i=+(((f[A>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(p|h*+(o>>>0)<i){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(i/h))>>>0;IUa(z,e>>>0<g>>>0?g:e);e=f[w>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&q;break}if(q>>>0<e>>>0){j=e;e=q}else{j=e;e=(q>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[z>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[z>>2]|0)+(e<<2)|0;y=68}}else{f[k>>2]=f[e>>2];y=68}if((y|0)==68)f[e>>2]=k;f[A>>2]=(f[A>>2]|0)+1}if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=C;return}while(0);f[v>>2]=f[c>>2];f[B>>2]=f[v>>2];fWa(a,B,g);u=C;return}function eVa(a){a=a|0;return 1}function fVa(a){a=a|0;return}function gVa(a){a=a|0;return 1}function hVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function iVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=u;u=u+16|0;c=e+4|0;d=e;if((f[a+28>>2]|0)==2){f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];h1a(a,c,17);u=e;return}d=a+128|0;c=f[d>>2]|0;if((c|0)==(f[a+132>>2]|0)){dWa(a+124|0,b);u=e;return}else{f[c>>2]=f[b>>2];f[d>>2]=c+4;u=e;return}}function jVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;return}function kVa(a){a=a|0;var c=0;c=a+44|0;b[c>>0]=1;if((f[a+28>>2]|0)!=2)return;b[c>>0]=0;y$a(a,0);return}function lVa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;d=k+4|0;e=k;do if((f[a+28>>2]|0)==2){j=f[(f[a+8>>2]|0)+244>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];h1a(j,d,18)}else{d=a+36|0;e=f[d>>2]|0;if((e|0)==(f[a+40>>2]|0)){dWa(a+32|0,c);break}else{f[e>>2]=f[c>>2];f[d>>2]=e+4;break}}while(0);f[a+176>>2]=-1;b[a+180>>0]=0;g=f[a+264>>2]|0;h=a+268|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-20|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+276>>2]|0;e=a+280|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-104-d|0)>>>0)/104|0)*104|0);g=f[a+288>>2]|0;h=a+292|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-28|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+300>>2]|0;e=a+304|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-32-d|0)>>>5)<<5);g=a+324|0;if(f[g>>2]|0){e=a+320|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+316>>2]|0;if(e|0){c=a+312|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+344|0;if(f[g>>2]|0){e=a+340|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+336>>2]|0;if(e|0){c=a+332|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+364|0;if(f[g>>2]|0){e=a+360|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+356>>2]|0;if(e|0){c=a+352|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}j=a+384|0;if(!(f[j>>2]|0)){u=k;return}i=a+380|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;c=f[e+20>>2]|0;if(c|0){g=e+24|0;h=f[g>>2]|0;if((h|0)!=(c|0))f[g>>2]=h+(~(((h+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(e)}while((d|0)!=0);f[i>>2]=0;c=f[a+376>>2]|0;if(c|0){e=a+372|0;d=0;do{f[(f[e>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0))}f[j>>2]=0;u=k;return}function mVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function nVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function oVa(a,b){a=a|0;b=b|0;return}function pVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function qVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function rVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function sVa(a){a=a|0;return}function tVa(a,b){a=a|0;b=+b;return}function uVa(a,b){a=a|0;b=b|0;return}function vVa(a,b){a=a|0;b=+b;return}function wVa(a,b){a=a|0;b=b|0;return}function xVa(a,b){a=a|0;b=b|0;return}function yVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;g=u;u=u+16|0;d=g+4|0;c=g;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,12);u=g;return}function zVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;j=n+16|0;k=n+4|0;l=n;g=n+12|0;i=n+8|0;m=a+8|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}h=f[e+4>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;g=d+(c<<2)|0;if(c|0){e=0;do{c=(f[d>>2]|0)==(h|0);e=e|c;d=d+4|0}while(!(c|(d|0)==(g|0)));if(e){if((f[a+28>>2]|0)!=2){d=a+116|0;e=f[d>>2]|0;if((e|0)==(f[a+120>>2]|0)){dWa(a+112|0,b);u=n;return}else{f[e>>2]=f[b>>2];f[d>>2]=e+4;u=n;return}}g=f[b>>2]|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;b:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break b}b=f[m>>2]|0;i=f[b+232>>2]|0;m=f[b+240>>2]|0;f[k>>2]=f[e+4>>2];f[j>>2]=f[k>>2];KQa(i,b,j)|0;Y8a(m)}while(0);f[l>>2]=g;f[j>>2]=f[l>>2];h1a(a,j,14);u=n;return}}f[i>>2]=f[b>>2];f[j>>2]=f[i>>2];h1a(a,j,14);u=n;return}while(0);f[g>>2]=f[b>>2];f[j>>2]=f[g>>2];h1a(a,j,14);u=n;return}function AVa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+36|0;k=s+32|0;l=s+8|0;m=s+4|0;n=s;o=e&1;p=g&1;q=h&1;if((f[a+28>>2]|0)>=1){c=f[c>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;r=f[d+4>>2]|0;f[k>>2]=r;f[l>>2]=1065353216;f[l+4>>2]=1065353216;f[l+8>>2]=1065353216;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;if(!r)xEa(i,e,g,h,l);else AEa(i,f[d>>2]|0,k,e,g,h,l);f[m>>2]=c;f[j>>2]=f[m>>2];D1a(a,j,l);f[n>>2]=c;f[j>>2]=f[n>>2];h1a(a,j,16);u=s;return}n=a+100|0;g=f[c>>2]|0;m=a+104|0;c=f[m>>2]|0;l=a+108|0;i=f[l>>2]|0;if(c>>>0<i>>>0){f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];a=c+8|0;r=d+8|0;f[a>>2]=0;n=c+12|0;f[n>>2]=0;f[c+16>>2]=0;f[a>>2]=f[r>>2];a=d+12|0;f[n>>2]=f[a>>2];n=d+16|0;f[c+16>>2]=f[n>>2];f[n>>2]=0;f[a>>2]=0;f[r>>2]=0;f[d>>2]=0;b[c+20>>0]=o;b[c+21>>0]=p;b[c+22>>0]=q;f[c+24>>2]=g;f[m>>2]=(f[m>>2]|0)+28;u=s;return}j=f[n>>2]|0;e=(c-j|0)/28|0;c=e+1|0;if(c>>>0>153391689)AMb(n);a=(i-j|0)/28|0;i=a<<1;i=a>>>0<76695844?(i>>>0<c>>>0?c:i):153391689;do if(!i)r=0;else if(i>>>0>153391689)vd();else{r=pOb(i*28|0)|0;break}while(0);j=r+(e*28|0)|0;c=j;h=r+(i*28|0)|0;f[j>>2]=f[d>>2];f[r+(e*28|0)+4>>2]=f[d+4>>2];i=d+8|0;f[r+(e*28|0)+16>>2]=0;f[r+(e*28|0)+8>>2]=f[i>>2];a=d+12|0;f[r+(e*28|0)+12>>2]=f[a>>2];k=d+16|0;f[r+(e*28|0)+16>>2]=f[k>>2];f[k>>2]=0;f[a>>2]=0;f[i>>2]=0;f[d>>2]=0;b[r+(e*28|0)+20>>0]=o;b[r+(e*28|0)+21>>0]=p;b[r+(e*28|0)+22>>0]=q;f[r+(e*28|0)+24>>2]=g;g=j+28|0;e=f[n>>2]|0;i=f[m>>2]|0;if((i|0)==(e|0)){k=e;i=e}else{do{d=i;i=i+-28|0;f[j+-28>>2]=f[i>>2];f[j+-24>>2]=f[d+-24>>2];q=j+-20|0;r=d+-20|0;f[q>>2]=0;p=j+-16|0;f[p>>2]=0;f[j+-12>>2]=0;f[q>>2]=f[r>>2];q=d+-16|0;f[p>>2]=f[q>>2];p=d+-12|0;f[j+-12>>2]=f[p>>2];f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;f[i>>2]=0;b[j+-8>>0]=b[d+-8>>0]|0;b[j+-7>>0]=b[d+-7>>0]|0;b[j+-6>>0]=b[d+-6>>0]|0;f[j+-4>>2]=f[d+-4>>2];j=c+-28|0;c=j}while((i|0)!=(e|0));k=f[n>>2]|0;i=f[m>>2]|0}f[n>>2]=c;f[m>>2]=g;f[l>>2]=h;h=k;if((i|0)!=(h|0)){e=i;do{i=e+-20|0;c=f[i>>2]|0;g=e+-16|0;e=e+-28|0;if((c|0)==(f[g>>2]|0)){j=f[e>>2]|0;if(j){tOb(j);c=f[i>>2]|0}}if(c|0){i=f[g>>2]|0;if((i|0)!=(c|0))f[g>>2]=i+(~((i+-8-c|0)>>>3)<<3);sOb(c)}}while((e|0)!=(h|0))}if(!k){u=s;return}sOb(k);u=s;return}function BVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;g=t+8|0;h=t+4|0;i=t;if((f[a+28>>2]|0)>=2){e=f[a+408>>2]|0;if(!e){ZVa(a,b,c,d);u=t;return}else{f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;Fh[f[(f[e>>2]|0)+24>>2]&255](e,g,h,i);u=t;return}}r=a+136|0;q=c+-1640531527+(b<<6)+(b>>>2)^b;q=d+-1640531527+(q<<6)+(q>>>2)^q;l=a+140|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o)e=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)e=i&q;else if(q>>>0<m>>>0)e=q;else e=(q>>>0)%(m>>>0)|0;g=f[(f[r>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(h){while(1){p=f[g+4>>2]|0;if(!((p|0)==(q|0)|(p&i|0)==(e|0)))break a;if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}while(1){h=f[g+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(e|0))break a}if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}}}while(0);p=pOb(20)|0;f[p+8>>2]=b;f[p+12>>2]=c;f[p+16>>2]=d;f[p+4>>2]=q;f[p>>2]=0;i=a+148|0;j=+(((f[i>>2]|0)+1|0)>>>0);k=+n[a+152>>2];do if(o|k*+(m>>>0)<j){e=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;g=~~+W(+(j/k))>>>0;YVa(r,e>>>0<g>>>0?g:e);e=f[l>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&q;break}if(q>>>0<e>>>0){h=e;e=q}else{h=e;e=(q>>>0)%(e>>>0)|0}}else h=m;while(0);g=(f[r>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+144|0;f[p>>2]=f[e>>2];f[e>>2]=p;f[g>>2]=e;e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[r>>2]|0)+(e<<2)|0;s=36}}else{f[p>>2]=f[e>>2];s=36}if((s|0)==36)f[e>>2]=p;f[i>>2]=(f[i>>2]|0)+1;u=t;return}function CVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+4|0;h=i;if((f[a+28>>2]|0)!=2){u=i;return}b=f[b>>2]|0;d=f[c>>2]|0;e=f[c+4>>2]|0;if((d|0)!=(e|0))do{j=MMa(3)|0;c=(B_a(a,d,j)|0)<<24>>24==2;m1a(a,d,j,c?1:2);d=d+8|0}while((d|0)!=(e|0));f[h>>2]=b;f[g>>2]=f[h>>2];h1a(a,g,3);u=i;return}function DVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(UUa(e,d)|0)){x=MMa(2)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,2);u=z;return}f[y>>2]=2;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;m=k+-1640531399|0;o=m^2;o=l+-1640531527+(m>>>2)+(o<<6)^o;m=(d|0)==0;a:do if(m){c=0;x=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=34;else{e=f[e>>2]|0;if(!e)x=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=34;break a}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=34;break a}}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break}}}}}while(0);if((x|0)==34){x=0;g=pOb(20)|0;f[g+8>>2]=2;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[t>>2]|0)+1|0)>>>0);j=+n[v>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=58}}else{f[g>>2]=f[c>>2];x=58}if((x|0)==58){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=2;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function EVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{CRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(0)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,0);u=z;return}f[y>>2]=0;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531527|0;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=0;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=0;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function FVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{vRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(4)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,4);u=z;return}f[y>>2]=4;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531270^4;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=4;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=4;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function GVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(VUa(e,d)|0)){x=MMa(6)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,6);u=z;return}f[y>>2]=6;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)!=(r|0)){s=a+68|0;t=a+72|0;v=a+80|0;w=a+84|0;x=a+76|0;p=d;d=f[t>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;o=k+-1640531142^6;o=l+-1640531527+(o<<6)+(o>>>2)^o;m=(d|0)==0;a:do if(m){c=0;q=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[s>>2]|0)+(c<<2)>>2]|0;if(!e)q=34;else{e=f[e>>2]|0;if(!e)q=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){q=34;break a}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){q=34;break a}}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break}}}}}while(0);if((q|0)==34){q=0;g=pOb(20)|0;f[g+8>>2]=6;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[t>>2]|0}if(c>>>0>d>>>0)XVa(s,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[v>>2]|0)>>>0)/+n[w>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(s,c)}c=f[t>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[s>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[x>>2];f[x>>2]=g;f[e>>2]=x;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[s>>2]|0)+(c<<2)|0;q=58}}else{f[g>>2]=f[c>>2];q=58}if((q|0)==58){q=0;f[c>>2]=g}f[v>>2]=(f[v>>2]|0)+1}p=p+8|0}while((p|0)!=(r|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=6;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function HVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{DRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(8)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,8);u=z;return}f[y>>2]=8;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531013^8;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=8;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=8;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function IVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{zRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(7)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,7);u=z;return}f[y>>2]=7;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531078^7;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=7;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=7;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function JVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{sRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(1)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,1);u=z;return}f[y>>2]=1;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;k=i+-1640531463|0;o=k^1;o=j+-1640531527+(k>>>2)+(o<<6)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=1;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=1;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function KVa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];h1a(a,g,13);u=h;return}function LVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=u;u=u+16|0;e=g+4|0;d=g;f[d>>2]=f[b>>2];f[e>>2]=f[d>>2];h1a(a,e,13);u=g;return}function MVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;e=u;u=u+16|0;d=e+4|0;c=e;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,13);u=e;return}function NVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];h1a(a,d,15);u=c;return}function OVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+8|0;e=i+4|0;g=i;if((f[a+28>>2]|0)==2){d=f[b>>2]|0;f[e>>2]=d;f[h>>2]=f[e>>2];x1a(a,h,0,0);f[g>>2]=d;f[h>>2]=f[g>>2];h1a(a,h,11);u=i;return}f[h>>2]=f[b>>2];f[h+4>>2]=c;f[h+8>>2]=d;b=a+160|0;c=f[b>>2]|0;if(c>>>0<(f[a+164>>2]|0)>>>0){f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[b>>2]=(f[b>>2]|0)+12}else VVa(a+156|0,h);u=i;return}function PVa(a,c,d){a=a|0;c=c|0;d=d|0;b[a+192>>0]=d;return}function QVa(a){a=a|0;return}function RVa(a,b){a=a|0;b=b|0;return}function SVa(a,b){a=a|0;b=b|0;return}function TVa(a,b){a=a|0;b=b|0;return}function UVa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[b>>2]|0;g=f[a+356>>2]|0;if(!g){c=0.0;return +c}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[a+352>>2]|0)+(h<<2)>>2]|0;if(!b){c=0.0;return +c}b=f[b>>2]|0;if(!b){c=0.0;return +c}a:do if(d){while(1){g=f[b+4>>2]|0;a=(i|0)==(g|0);if(!(a|(g&e|0)==(h|0))){c=0.0;b=20;break}if(a)if((f[b+8>>2]|0)==(i|0)){j=b;break a}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}else{while(1){a=f[b+4>>2]|0;if((i|0)==(a|0)){if((f[b+8>>2]|0)==(i|0)){j=b;break a}}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(h|0)){c=0.0;b=20;break}}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}while(0);c=+p[j+16>>3];return +c}function VVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function WVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function XVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function YVa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cWa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cWa(a,b);return}function ZVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;x=G+44|0;B=G+48|0;E=G+28|0;e=G+40|0;C=G+8|0;z=G+4|0;A=G;D=(c&2|0)!=0;y=f[(f[a+8>>2]|0)+232>>2]|0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;do if(!(c&1)){r=C+16|0;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[C+12>>2]=0;n[r>>2]=1.0;e=(HQa(y,d)|0)+8|0;e=f[e>>2]|0;a:do if(e|0){s=C+4|0;t=C+12|0;v=C+8|0;w=E+8|0;k=0;b:while(1){p=f[(f[e+8>>2]|0)+8>>2]|0;f[z>>2]=p;o=(k|0)==0;c:do if(o){g=0;q=46}else{j=k+-1|0;i=(j&k|0)==0;if(i)g=j&p;else if(p>>>0<k>>>0)g=p;else g=(p>>>0)%(k>>>0)|0;h=f[(f[C>>2]|0)+(g<<2)>>2]|0;if(!h)q=46;else{if(i)while(1){h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if(!((i|0)==(p|0)|(i&j|0)==(g|0))){q=46;break c}if((f[h+8>>2]|0)==(p|0))break c}do{h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if((i|0)!=(p|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(g|0)){q=46;break c}}}while((f[h+8>>2]|0)!=(p|0))}}while(0);d:do if((q|0)==46){q=0;j=pOb(12)|0;f[j+8>>2]=p;f[j+4>>2]=p;f[j>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[r>>2];do if(o|m*+(k>>>0)<l){g=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;h=~~+W(+(l/m))>>>0;HUa(C,g>>>0<h>>>0?h:g);g=f[s>>2]|0;h=g+-1|0;if(!(h&g)){i=g;g=h&p;break}if(p>>>0<g>>>0){i=g;g=p}else{i=g;g=(p>>>0)%(g>>>0)|0}}else i=k;while(0);h=(f[C>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){f[j>>2]=f[v>>2];f[v>>2]=j;f[h>>2]=v;g=f[j>>2]|0;if(g|0){g=f[g+4>>2]|0;h=i+-1|0;if(!(h&i))g=g&h;else if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;g=(f[C>>2]|0)+(g<<2)|0;q=59}}else{f[j>>2]=f[g>>2];q=59}if((q|0)==59){q=0;f[g>>2]=j}p=(f[t>>2]|0)+1|0;f[t>>2]=p;if(p>>>0>1){f[x>>2]=-1;g=f[F>>2]|0;if(g>>>0<(f[w>>2]|0)>>>0){f[g>>2]=-1;f[F>>2]=g+4}else bWa(E,x)}g=f[F>>2]|0;if((g|0)==(f[w>>2]|0))_Va(E,z);else{f[g>>2]=f[z>>2];f[F>>2]=g+4}f[A>>2]=f[z>>2];f[x>>2]=f[A>>2];j=mSa(y,x)|0;switch(b|0){case 1:break;case 5:{$Va(B,j,E);break d}default:break d}h=f[j+272>>2]|0;k=f[E>>2]|0;i=(f[w>>2]|0)-k>>2;g=i>>>0>4?i:4;e:do if(g>>>0<h>>>0)do{if(g>>>0>2147483646){g=h;break e}g=g<<1}while(g>>>0<h>>>0);while(0);if(i>>>0<g>>>0){if(g>>>0>1073741823)break b;h=(f[F>>2]|0)-k|0;i=pOb(g<<2)|0;if((h|0)>0)bQb(i|0,k|0,h|0)|0;f[E>>2]=i;f[F>>2]=i+(h>>2<<2);f[w>>2]=i+(g<<2);if(k|0)sOb(k)}g=f[j+268>>2]|0;if(g|0)do{h=g+8|0;i=f[F>>2]|0;if((i|0)==(f[w>>2]|0))_Va(E,h);else{f[i>>2]=f[h>>2];f[F>>2]=i+4}g=f[g>>2]|0}while((g|0)!=0)}while(0);e=f[e>>2]|0;if(!e)break a;k=f[s>>2]|0}vd()}while(0);if(D){e=f[C+12>>2]|0;if(!e){g=E;i=0}else{g=E;i=(X(e,-2)|0|1)+((f[F>>2]|0)-(f[E>>2]|0)>>2)|0}B=f[F>>2]|0;D=f[g>>2]|0;g=B;e=D;switch(B-D>>2|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i}e=f[C+8>>2]|0;if(e|0)do{D=e;e=f[e>>2]|0;sOb(D)}while((e|0)!=0);e=f[C>>2]|0;f[C>>2]=0;if(e|0)sOb(e);q=100}else{f[e>>2]=d;f[x>>2]=f[e>>2];j=mSa(y,x)|0;if(!j){w1a(a,b,c,d,0,0,0);break}switch(b|0){case 1:{g=f[j+272>>2]|0;k=E+8|0;i=f[E>>2]|0;h=(f[k>>2]|0)-i>>2;e=h>>>0>4?h:4;f:do if(e>>>0<g>>>0)do{if(e>>>0>2147483646){e=g;break f}e=e<<1}while(e>>>0<g>>>0);while(0);if(h>>>0<e>>>0){if(e>>>0>1073741823)vd();g=(f[F>>2]|0)-i|0;h=pOb(e<<2)|0;if((g|0)>0)bQb(h|0,i|0,g|0)|0;f[E>>2]=h;f[F>>2]=h+(g>>2<<2);f[k>>2]=h+(e<<2);if(i|0)sOb(i)}e=f[j+268>>2]|0;if(e|0)do{g=e+8|0;h=f[F>>2]|0;if((h|0)==(f[k>>2]|0))_Va(E,g);else{f[h>>2]=f[g>>2];f[F>>2]=h+4}e=f[e>>2]|0}while((e|0)!=0);break}case 5:{$Va(B,j,E);break}default:{}}if(D){g=f[F>>2]|0;e=f[E>>2]|0;i=g-e>>2;switch(i|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i;q=100}else q=100}while(0);if((q|0)==100){D=f[E>>2]|0;w1a(a,b,c,d,D,(f[F>>2]|0)-D>>2,1)}e=f[E>>2]|0;if(!e){u=G;return}g=f[F>>2]|0;if((g|0)!=(e|0))f[F>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=G;return}function _Va(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Va(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=f[b+32>>2]|0;i=c+8|0;h=f[c>>2]|0;e=(f[i>>2]|0)-h>>2;a=e>>>0>4?e:4;a:do if(a>>>0<d>>>0)do{if(a>>>0>2147483646){a=d;break a}a=a<<1}while(a>>>0<d>>>0);while(0);if(e>>>0<a>>>0){d=c+4|0;if(a>>>0>1073741823)vd();e=(f[d>>2]|0)-h|0;g=pOb(a<<2)|0;if((e|0)>0)bQb(g|0,h|0,e|0)|0;f[c>>2]=g;f[d>>2]=g+(e>>2<<2);f[i>>2]=g+(a<<2);if(h|0)sOb(h)}a=f[b+28>>2]|0;if(!a)return;g=c+4|0;do{d=a;b=f[(f[(f[d+16>>2]|0)+4>>2]|0)+44>>2]|0;do if((f[b+32>>2]|0)!=(0-((f[b+24>>2]|0)+(f[b+28>>2]|0))|0)){d=d+8|0;e=f[g>>2]|0;if((e|0)==(f[i>>2]|0)){_Va(c,d);break}else{f[e>>2]=f[d>>2];f[g>>2]=e+4;break}}while(0);a=f[a>>2]|0}while((a|0)!=0);return}function aWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(g-c>>2>>>0>=b>>>0){do{f[c>>2]=0;c=(f[k>>2]|0)+4|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=c-d>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);g=g-d|0;i=g>>1;c=g>>2>>>0<536870911?(i>>>0<c>>>0?c:i):1073741823;do if(!c)h=0;else if(c>>>0>1073741823)vd();else{h=pOb(c<<2)|0;break}while(0);i=h+(e<<2)|0;g=h+(c<<2)|0;e=i;c=i;do{f[c>>2]=0;c=e+4|0;e=c;b=b+-1|0}while((b|0)!=0);b=f[a>>2]|0;d=(f[k>>2]|0)-b|0;c=i+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(c|0,b|0,d|0)|0;f[a>>2]=c;f[k>>2]=e;f[j>>2]=g;if(!b)return;sOb(b);return}function bWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function cWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function dWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function eWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function fWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;j=n+32|0;h=n+16|0;k=n+4|0;l=n+20|0;m=n;f[h>>2]=d;d=f[(f[a+8>>2]|0)+232>>2]|0;f[k>>2]=h;f[k+4>>2]=c;f[k+8>>2]=d;i=+gWa(k);d=XUa(a+352|0,c)|0;p[d>>3]=i;d=a+180|0;if((f[c>>2]|0)==(f[a+176>>2]|0)){b[d>>0]=1;WUa(a)}if(!(b[d>>0]|0)){u=n;return}f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;d=f[a+380>>2]|0;if(d|0){h=l+8|0;do{g=d;e=f[g+8>>2]|0;f[j>>2]=e;do if((f[g+12>>2]|0)==(f[c>>2]|0)){g=f[k>>2]|0;if((g|0)==(f[h>>2]|0)){GE(l,j);break}else{f[g>>2]=e;f[k>>2]=g+4;break}}while(0);d=f[d>>2]|0}while((d|0)!=0);e=f[l>>2]|0;d=f[k>>2]|0;if((e|0)!=(d|0)){do{f[m>>2]=f[e>>2];f[j>>2]=f[m>>2];JUa(a,j,i);e=e+4|0}while((e|0)!=(d|0));d=f[l>>2]|0}if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}}u=n;return}function gWa(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+368|0;d=j+352|0;h=j+312|0;e=j+304|0;i=j;g=f[f[a>>2]>>2]|0;if(!g){c=0.0;u=j;return +c}g=f[g>>2]|0;f[d>>2]=f[f[a+4>>2]>>2];f[d+4>>2]=g;DRa(e,f[a+8>>2]|0,d);vnb(h,(f[e>>2]|0)+8|0);a=f[e+4>>2]|0;if(a|0)iOb(a);a=i+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+84>>2]=0;a=i+92|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+108>>2]=0;a=i+116|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+128>>2]=-1;f[i+132>>2]=-1;a=i+136|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;n[i+164>>2]=1.0;a=i+256|0;d=i+300|0;e=i+172|0;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));e=a;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;a=_nb(h,i)|0;c=a?+p[i+248>>3]:0.0;hWa(i);a=h+12|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);u=j;return +c}function hWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=f[a+292>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=d+8|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);sOb(d)}while((c|0)!=0);h=a+284|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);iWa(a+272|0);g=a+260|0;c=f[g>>2]|0;if(c|0){h=a+264|0;d=f[h>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[h>>2]=e;d=d+-12|0;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[h>>2]|0}else d=e}while((d|0)!=(c|0));c=f[g>>2]|0}sOb(c)}h=a+256|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);jWa(a+236|0);e=a+224|0;c=f[e>>2]|0;if(c|0){g=a+228|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-96|0;f[g>>2]=h;kWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}e=a+212|0;c=f[e>>2]|0;if(c|0){g=a+216|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-180|0;f[g>>2]=h;lWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}c=f[a+172>>2]|0;if(!c){lWa(a);return}d=a+176|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);lWa(a);return}function iWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[a>>2]|0;if(!c)return;i=a+4|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{f[i>>2]=d+-52;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[d+-28>>2]|0;if(e|0){g=d+-24|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);sOb(e)}d=d+-48|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[i>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function jWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a>>2]|0;if(!c)return;j=a+4|0;d=f[j>>2]|0;if((d|0)!=(c|0)){do{f[j>>2]=d+-56;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h)}h=d+-36|0;e=f[h>>2]|0;if(e|0){i=d+-32|0;g=f[i>>2]|0;if((g|0)!=(e|0)){do{k=g+-180|0;f[i>>2]=k;lWa(k);g=f[i>>2]|0}while((g|0)!=(e|0));e=f[h>>2]|0}sOb(e)}d=d+-52|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[j>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function kWa(a){a=a|0;var c=0,d=0,e=0;c=f[a+80>>2]|0;if(c|0){d=a+84|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}c=f[a+68>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;sOb(e)}while((c|0)!=0);e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[a+48>>2]|0;if(c|0){d=a+52|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+36>>2]|0;if(c|0){d=a+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){lWa(c);sOb(c)}c=f[a+20>>2]|0;if(c|0){d=a+24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=a+4|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function lWa(a){a=a|0;var c=0,d=0,e=0,g=0;c=f[a+156>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0){g=d+20|0;if((f[g>>2]|0)!=(e|0))f[g>>2]=e;sOb(e)}sOb(d)}while((c|0)!=0);g=a+148|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);c=a+136|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+116|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+92|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+8|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function mWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function nWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function oWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=38080;e=pOb(448)|0;bZa(e,a);f[e>>2]=38324;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=2;g=e+32|0;d=e+48|0;h=e+68|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;b[d+16>>0]=0;n[e+84>>2]=1.0;d=e+152|0;g=e+88|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+156|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[e+176>>2]=-1;b[e+180>>0]=0;p[e+184>>3]=0.0;b[e+192>>0]=2;b[e+260>>0]=0;d=e+328|0;g=e+264|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+332|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+348>>2]=1.0;d=e+352|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+368>>2]=1.0;d=e+372|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+388>>2]=1.0;f[e+408>>2]=0;d=e+416|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;p[e+432>>3]=-1.0;b[e+440>>0]=0;f[i>>2]=e;jYa(a,i,c);d=f[i>>2]|0;f[i>>2]=0;if(!d){f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}function pWa(a,b){a=a|0;b=b|0;if(!a)return;yWa(b,1);return}function qWa(a){a=a|0;sOb(a);return}function rWa(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return b|0}function sWa(a,b){a=a|0;b=b|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return}function tWa(a){a=a|0;return}function uWa(a){a=a|0;sOb(a);return}function vWa(a,c){a=a|0;c=c|0;c=(f[a+4>>2]|0)+80|0;b[c>>0]=b[c>>0]|8;return}function wWa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190104?a+4|0:0)|0}function xWa(a){a=a|0;return 14848}function yWa(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;z=A;if(c){b[a+440>>0]=0;c=a+432|0;if(+p[c>>3]!=-1.0){s=+Gha();p[a+416>>3]=s;if(!(+p[a+424>>3]-s>0.0))p[c>>3]=-1.0}}v=a+16|0;w=a+20|0;if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}s=+Gha();x=a+28|0;y=a+8|0;j=s;s=!(0.0-s>=16.0)?s+16.0:0.0;while(1){t=f[f[v>>2]>>2]|0;l=t+4|0;m=t+80|0;n=t+76|0;o=t+8|0;q=t+12|0;r=t+64|0;d=j;while(1){c=f[l>>2]|0;g=c+252|0;e=b[m>>0]|0;if(e&1){b[m>>0]=e&-2;$ob(f[g>>2]|0,f[n>>2]|0,0);k=f[c+244>>2]|0;c=f[o>>2]|0;f[o>>2]=0;f[z>>2]=c;c=b[m>>0]|0;zWa(k,z,f[n>>2]|0,q,+p[r>>3],(c&2)!=0,(c&4)!=0);c=f[z>>2]|0;f[z>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=Tob(f[g>>2]|0)|0;k=i+4|0;h=f[k>>2]|0;c=f[i>>2]|0;e=h-c|0;if(e>>>0<16384){AWa(i,16384-e|0);c=f[i>>2]|0}else if((e|0)!=16384){e=c+16384|0;if((e|0)!=(h|0))f[k>>2]=e}e=f[t>>2]|0;e=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,16384)|0;h=f[k>>2]|0;c=f[i>>2]|0;if(e>>>0<(h-c|0)>>>0){c=c+e|0;if((c|0)!=(h|0))f[k>>2]=c}Uob(f[g>>2]|0,i)|0;if(b[m>>0]&8){k=21;break}if(!e){k=25;break}d=+Gha();if(!(s-d>0.0)){k=24;break}}if((k|0)==21){d=s;k=26}else if((k|0)==24){k=0;d=s}else if((k|0)==25){k=0;bpb(f[g>>2]|0);t=f[t>>2]|0;if(!(Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0))k=26}if((k|0)==26){k=0;t=f[v>>2]|0;e=f[t>>2]|0;f[t>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);t=e+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(e)}e=f[v>>2]|0;c=e+4|0;i=f[w>>2]|0;if((c|0)==(i|0))k=41;else{do{t=f[c>>2]|0;f[c>>2]=0;h=f[e>>2]|0;f[e>>2]=t;if(h|0){nWa((f[h+4>>2]|0)+44|0,h+72|0);t=h+8|0;g=f[t>>2]|0;f[t>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[h>>2]|0;f[h>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(h)}c=c+4|0;e=e+4|0}while((c|0)!=(i|0));c=f[w>>2]|0;if((c|0)!=(e|0))k=41}if((k|0)==41){k=0;do{t=c+-4|0;f[w>>2]=t;g=f[t>>2]|0;f[t>>2]=0;if(g|0){nWa((f[g+4>>2]|0)+44|0,g+72|0);t=g+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g>>2]|0;f[g>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(g)}c=f[w>>2]|0}while((c|0)!=(e|0))}f[x>>2]=1;RUa(a);f[x>>2]=2;RUa(a);b9a(f[(f[y>>2]|0)+240>>2]|0,1);lQa((f[y>>2]|0)+104|0)}if((f[v>>2]|0)==(f[w>>2]|0)){k=55;break}j=+Gha();if(!(d-j>0.0))break;else s=d}if((k|0)==55){u=A;return}if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}c=a+440|0;if(b[c>>0]|0){u=A;return}b[c>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=A;return}function zWa(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;k=u;u=u+16|0;j=k;f[a+28>>2]=0;l=a+48|0;m=f[c>>2]|0;f[c>>2]=0;c=f[l>>2]|0;f[l>>2]=m;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a+172>>2]=d;b[a+192>>0]=h?0:2;f[a+176>>2]=-1;b[a+180>>0]=0;p[a+184>>3]=g;b[a+64>>0]=i&1;c=f[e>>2]|0;m=(c|0)!=0;d=a+260|0;b[d>>0]=m&1;if(!m){m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}m=a+196|0;f[m>>2]=f[c>>2];f[a+212>>2]=f[c+12>>2];f[a+228>>2]=f[c+24>>2];f[a+244>>2]=f[c+36>>2];f[a+200>>2]=f[c+4>>2];f[a+216>>2]=f[c+16>>2];f[a+232>>2]=f[c+28>>2];f[a+248>>2]=f[c+40>>2];f[a+204>>2]=f[c+8>>2];f[a+220>>2]=f[c+20>>2];f[a+236>>2]=f[c+32>>2];f[a+252>>2]=f[c+44>>2];f[a+208>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+256>>2]=1065353216;n[j>>2]=9.999999747378752e-06;m=((BWa(m,j)|0)^1)&1;b[d>>0]=m;m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}function AWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;d=f[k>>2]|0;if((g-d|0)>>>0>=c>>>0){do{b[d>>0]=0;d=(f[k>>2]|0)+1|0;f[k>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;h=d-e|0;d=h+c|0;if((d|0)<0)AMb(a);g=g-e|0;i=g<<1;d=g>>>0<1073741823?(i>>>0<d>>>0?d:i):2147483647;if(!d)e=0;else e=pOb(d)|0;i=e+h|0;h=e+d|0;g=i;d=i;do{b[d>>0]=0;d=g+1|0;g=d;c=c+-1|0}while((c|0)!=0);c=f[a>>2]|0;e=(f[k>>2]|0)-c|0;d=i+(0-e)|0;if((e|0)>0)bQb(d|0,c|0,e|0)|0;f[a>>2]=d;f[k>>2]=g;f[j>>2]=h;if(!c)return;sOb(c);return}function BWa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+n[b>>2];d=+n[a>>2];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+n[a+4>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+8>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+12>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+16>>2]))<=c)){a=0;return a|0}e=+n[a+20>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+24>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+28>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+32>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+36>>2]))<=c)){a=0;return a|0}e=+n[a+40>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+44>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+48>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+52>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+56>>2]))<=c)){a=0;return a|0}e=+n[a+60>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function CWa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;l=u;u=u+16|0;k=l+4|0;m=l;a=f[a+244>>2]|0;n=f[b>>2]|0;f[b>>2]=0;f[k>>2]=n;b=f[d>>2]|0;f[d>>2]=0;f[m>>2]=b;DWa(a,k,c,m,e,g,h,i,j);a=f[m>>2]|0;f[m>>2]=0;if(a|0)tOb(a);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=l;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=l;return}function DWa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;q=y+28|0;r=y;n=y+24|0;l=f[e>>2]|0;x=(l|0)==0;v=(g|0)==0;o=pOb(24)|0;f[o>>2]=38572;m=o+4|0;f[m>>2]=m;f[o+8>>2]=m;f[o+12>>2]=0;f[o+16>>2]=0;b[o+20>>0]=((v|x)^1)&1;if(!(v|x)){f[e>>2]=0;f[n>>2]=l;EWa(m,n,g);l=f[n>>2]|0;f[n>>2]=0;if(l|0)tOb(l)}v=f[a+8>>2]|0;x=a+16|0;n=pOb(88)|0;f[n>>2]=o;f[n+4>>2]=v;f[n+8>>2]=0;f[n+12>>2]=0;p[n+64>>3]=1.0;f[n+76>>2]=0;b[n+80>>0]=0;g=v+44|0;t=n;e=r+16|0;f[r>>2]=38528;f[r+4>>2]=t;f[e>>2]=r;b[q>>0]=0;l=v+48|0;m=f[l>>2]|0;if(m>>>0<(f[v+52>>2]|0)>>>0){f[m+16>>2]=m;v=f[e>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,m);v=f[l>>2]|0;b[m+24>>0]=0;m=v+32|0;f[l>>2]=m}else{Oha(g,r,q);m=f[l>>2]|0}l=f[e>>2]|0;f[n+72>>2]=(m-(f[g>>2]|0)>>5)+-1;if((r|0)==(l|0))gh[f[(f[l>>2]|0)+16>>2]&2047](l);else if(l|0)gh[f[(f[l>>2]|0)+20>>2]&2047](l);v=a+20|0;m=f[v>>2]|0;s=a+24|0;r=f[s>>2]|0;l=r;if(m>>>0<r>>>0){f[m>>2]=t;f[v>>2]=m+4}else{o=f[x>>2]|0;n=m-o>>2;e=n+1|0;r=o;if(e>>>0>1073741823)AMb(x);q=l-o|0;g=q>>1;g=q>>2>>>0<536870911?(g>>>0<e>>>0?e:g):1073741823;do if(!g)w=0;else if(g>>>0>1073741823)vd();else{w=pOb(g<<2)|0;break}while(0);l=w+(n<<2)|0;e=l;q=w+(g<<2)|0;f[l>>2]=t;g=l+4|0;if((m|0)==(r|0))n=o;else{do{m=m+-4|0;w=f[m>>2]|0;f[m>>2]=0;f[l+-4>>2]=w;l=e+-4|0;e=l}while((m|0)!=(r|0));n=f[x>>2]|0;m=f[v>>2]|0}f[x>>2]=e;f[v>>2]=g;f[s>>2]=q;g=n;if((m|0)!=(g|0))do{m=m+-4|0;e=f[m>>2]|0;f[m>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);x=e+8|0;l=f[x>>2]|0;f[x>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);l=f[e>>2]|0;f[e>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);sOb(e)}}while((m|0)!=(g|0));if(n|0)sOb(n)}o=f[(f[v>>2]|0)+-4>>2]|0;x=f[c>>2]|0;f[c>>2]=0;n=j&1;g=k&1;k=o+8|0;l=f[k>>2]|0;f[k>>2]=x;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);f[o+76>>2]=d;if(!h)l=0;else{l=o+16|0;e=l;m=e+48|0;do{f[e>>2]=f[h>>2];e=e+4|0;h=h+4|0}while((e|0)<(m|0))}f[o+12>>2]=l;p[o+64>>3]=i;l=o+80|0;b[l>>0]=n<<1&255|g<<2&255|b[l>>0]&-16|1;l=a+440|0;if(b[l>>0]|0){u=y;return}b[l>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=y;return}function EWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(16)|0;e=f[b>>2]|0;f[b>>2]=0;f[d+8>>2]=e;f[d+12>>2]=c;f[d+4>>2]=a;b=f[a>>2]|0;f[d>>2]=b;f[b+4>>2]=d;f[a>>2]=d;b=a+8|0;f[b>>2]=(f[b>>2]|0)+1;return}function FWa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=38572;d=a+4|0;b=a+12|0;if(!(f[b>>2]|0))return;a=f[a+8>>2]|0;c=(f[d>>2]|0)+4|0;e=f[a>>2]|0;f[e+4>>2]=f[c>>2];f[f[c>>2]>>2]=e;f[b>>2]=0;if((a|0)==(d|0))return;do{b=a;a=f[a+4>>2]|0;e=b+8|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)tOb(c);sOb(b)}while((a|0)!=(d|0));return}function GWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=38572;e=a+4|0;b=a+12|0;if(!(f[b>>2]|0)){sOb(a);return}c=f[a+8>>2]|0;d=(f[e>>2]|0)+4|0;g=f[c>>2]|0;f[g+4>>2]=f[d>>2];f[f[d>>2]>>2]=g;f[b>>2]=0;if((c|0)==(e|0)){sOb(a);return}do{b=c;c=f[c+4>>2]|0;g=b+8|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)tOb(d);sOb(b)}while((c|0)!=(e|0));sOb(a);return}function HWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+12|0;if(!((c|0)!=0&(f[i>>2]|0)!=0)){c=0;return c|0}h=a+8|0;g=a+16|0;a=0;d=f[g>>2]|0;do{k=f[h>>2]|0;e=k+12|0;j=(f[e>>2]|0)-d|0;l=c-a|0;j=l>>>0<j>>>0?l:j;bQb(b+a|0,(f[k+8>>2]|0)+d|0,j|0)|0;d=(f[g>>2]|0)+j|0;f[g>>2]=d;a=j+a|0;if((d|0)==(f[e>>2]|0)){d=f[h>>2]|0;l=d+4|0;e=f[d>>2]|0;f[e+4>>2]=f[l>>2];f[f[l>>2]>>2]=e;f[i>>2]=(f[i>>2]|0)+-1;l=d+8|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)tOb(e);sOb(d);f[g>>2]=0;d=0}}while(a>>>0<c>>>0&(f[i>>2]|0)!=0);return a|0}function IWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=f[c>>2]|0;if((d|0)!=0&(e|0)!=0){g=a+4|0;h=pOb(16)|0;f[c>>2]=0;f[h+8>>2]=e;f[h+12>>2]=d;f[h+4>>2]=g;e=f[g>>2]|0;f[h>>2]=e;f[e+4>>2]=h;f[g>>2]=h;e=a+12|0;f[e>>2]=(f[e>>2]|0)+1;return}else{b[a+20>>0]=1;return}}function JWa(a){a=a|0;if(!(b[a+20>>0]|0)){a=1;return a|0}a=(f[a+12>>2]|0)!=0;return a|0}function KWa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;j=f[a+244>>2]|0;e=f[c>>2]|0;f[c>>2]=0;a=f[j+16>>2]|0;c=f[j+20>>2]|0;a:do if((a|0)==(c|0))g=4;else do{if((f[(f[a>>2]|0)+76>>2]|0)==(b|0)){g=4;break a}a=a+4|0}while((a|0)!=(c|0));while(0);if((g|0)==4)if((a|0)!=(c|0)){a=f[f[a>>2]>>2]|0;j=f[(f[a>>2]|0)+12>>2]|0;f[h>>2]=e;xh[j&127](a,h,d);a=f[h>>2]|0;f[h>>2]=0;if(a|0)tOb(a);u=i;return}if(!e){u=i;return}tOb(e);u=i;return}function LWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+64|0;g=e;d=e+4|0;b=f[a+244>>2]|0;c=a+252|0;$ob(f[c>>2]|0,0,0);f[g>>2]=0;f[d>>2]=0;zWa(b,g,0,d,1.0,0,0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);Zob(f[c>>2]|0);lQa(a+20|0);lQa(a+104|0);g=b+28|0;f[g>>2]=1;RUa(b);f[g>>2]=2;RUa(b);u=e;return}function MWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}TWa(b);sOb(b);eYa(a);return}function NWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){TWa(b);sOb(b)}eYa(a);sOb(a);return}function OWa(a){a=a|0;return}function PWa(a,b,c){a=a|0;b=+b;c=+c;return}function QWa(a){a=a|0;return dpb(f[(f[f[a+248>>2]>>2]|0)+8>>2]|0)|0}function RWa(a){a=a|0;var c=0,d=0,e=0;c=a+248|0;d=f[c>>2]|0;e=d+41|0;if(b[e>>0]|0)return 1;b[e>>0]=1;SWa((f[a+240>>2]|0)+36|0,d+44|0);e=f[a+244>>2]|0;gh[f[(f[e>>2]|0)+8>>2]&2047](e);zxb((f[f[c>>2]>>2]|0)+56|0);return 1}function SWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function TWa(a){a=a|0;var c=0,d=0;c=a+28|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+16|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+4|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);d=f[a>>2]|0;f[a>>2]=0;if(!d)return;uxb(d+56|0);f[d+12>>2]=38644;c=d+44|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=d+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=d+8|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){Qob(c);sOb(c)}a=d+4|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d);return}function UWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=a+20|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function VWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+20|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function WWa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0;m=u;u=u+32|0;g=m;l=a+4|0;f[l>>2]=0;switch(e|0){case 0:{f[a+8>>2]=1;f[l>>2]=0;mYa(f[a+12>>2]|0);Kha(g);n=+(f[g+4>>2]|0);o=+(f[g>>2]|0);Hxb(a,0,n/o,o,n);f[l>>2]=1;u=m;return}case 2:{j=a+16|0;k=Tob(f[j>>2]|0)|0;h=k+4|0;i=f[h>>2]|0;e=f[k>>2]|0;g=i-e|0;if(g>>>0<d>>>0){AWa(k,d-g|0);e=f[k>>2]|0}else if(g>>>0>d>>>0){g=e+d|0;if((g|0)!=(i|0))f[h>>2]=g}bQb(e|0,c|0,d|0)|0;Uob(f[j>>2]|0,k)|0;f[l>>2]=(f[l>>2]|0)+d;SUa((f[a+12>>2]|0)+128|0,d);u=m;return}case 3:{l=a+12|0;d=f[l>>2]|0;c=f[d+248>>2]|0;b[c+41>>0]=1;SWa((f[d+240>>2]|0)+36|0,c+44|0);d=f[d+244>>2]|0;gh[f[(f[d>>2]|0)+8>>2]&2047](d);l=f[l>>2]|0;gh[f[(f[l>>2]|0)+16>>2]&2047](l);u=m;return}default:{u=m;return}}}function XWa(a,b){a=a|0;b=b|0;xOb(a,b+32|0);return}function YWa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0;n=u;u=u+128|0;l=n+24|0;d=n;a=a+248|0;if(!(b[(f[a>>2]|0)+40>>0]|0)){u=n;return}i=+p[c+208>>3];j=+p[c+216>>3];Kha(d);k=+(f[d+4>>2]|0);g=+(f[d>>2]|0);h=k/g;switch(b[c>>0]|0){case 0:{e=0.0;m=5;break}case 1:{e=1.0;m=5;break}case 2:{e=2.0;m=5;break}default:{}}if((m|0)==5)p[l>>3]=e;p[l+8>>3]=+p[c+32>>3];p[l+16>>3]=+p[c+40>>3];p[l+24>>3]=+p[c+48>>3];p[l+32>>3]=+p[c+56>>3];p[l+40>>3]=+p[c+64>>3];p[l+48>>3]=+p[c+72>>3];p[l+56>>3]=+p[c+8>>3];p[l+64>>3]=+p[c+16>>3];p[l+72>>3]=+p[c+24>>3];p[l+80>>3]=i;p[l+88>>3]=j;Hxb((f[f[a>>2]>>2]|0)+12|0,l,h,g,k);u=n;return}function ZWa(a){a=a|0;sOb(a);return}function _Wa(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=38872;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function $Wa(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=38872;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function aXa(a){a=a|0;return}function bXa(a){a=a|0;sOb(a);return}function cXa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a+4>>2]|0;d=f[a+8>>2]|0;a=(f[a+12>>2]|0)+(d>>1)|0;if(!(d&1)){d=c;oh[d&1023](a,b);return}else{d=f[(f[a>>2]|0)+c>>2]|0;oh[d&1023](a,b);return}}function dXa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190629?a+4|0:0)|0}function eXa(a){a=a|0;return 14936}function fXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);return}function gXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);sOb(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);sOb(a);return}function hXa(a){a=a|0;a=f[a+16>>2]|0;Fxb(a,a+20|0,a+32|0);return}function iXa(a,b){a=a|0;b=b|0;dyb(f[a+16>>2]|0,b);return}function jXa(a){a=a|0;return 0}function kXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;qyb(f[a+16>>2]|0,f[b>>2]|0,f[b+4>>2]|0,c,d);return}function lXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ryb(f[a+16>>2]|0,f[c>>2]|0,f[c+4>>2]|0,d,f[b>>2]|0);return}function mXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;Gxb(f[a+16>>2]|0,b,c,d,e);return}function nXa(a){a=a|0;oyb(f[a+16>>2]|0);return}function oXa(a,b){a=a|0;b=b|0;pyb(f[a+16>>2]|0,f[b>>2]|0);return}function pXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Jxb(e,a,g,d);return}else{Mxb(e,a,g,d,b<<24>>24==2);return}}function qXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Lxb(e,a,g,d);return}else{Nxb(e,a,g,d,b<<24>>24==2);return}}function rXa(a,b){a=a|0;b=b|0;Oxb(f[a+16>>2]|0,b);return}function sXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;gyb(f[a+16>>2]|0,b,c,d);return}function tXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!b)return;hyb(f[a+16>>2]|0,b,c,d,e);return}function uXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;jyb(f[a+16>>2]|0,b,c,d);return}function vXa(a){a=a|0;kyb(f[a+16>>2]|0);return}function wXa(a,b){a=a|0;b=+b;lyb(f[a+16>>2]|0,b);return}function xXa(a,b){a=a|0;b=b|0;myb(f[a+16>>2]|0,b);return}function yXa(a,b){a=a|0;b=+b;nyb(f[a+16>>2]|0,b);return}function zXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0;F=u;u=u+80|0;D=F+56|0;x=F+48|0;y=F+36|0;z=F+24|0;A=F+12|0;B=F;t=f[(f[a+8>>2]|0)+232>>2]|0;f[D>>2]=0;E=D+4|0;f[E>>2]=0;f[D+8>>2]=0;C=b+4|0;d=f[C>>2]|0;e=f[b>>2]|0;g=d-e>>2;v=D+8|0;i=e;w=d;do if(!g)c=0;else if(g>>>0>357913941)vd();else{c=pOb(g*12|0)|0;s=c;f[D>>2]=s;f[E>>2]=s;f[v>>2]=c+(g*12|0);break}while(0);if((i|0)!=(w|0)){e=y+4|0;g=y+4|0;j=x+4|0;k=z+4|0;l=y+4|0;m=A+4|0;o=z+8|0;p=y+8|0;q=A+8|0;r=B+4|0;s=B+8|0;do{ARa(x,t,i);c=f[x>>2]|0;if(!c){f[e>>2]=0;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[e>>2];d=d+12|0;f[E>>2]=d}else{_Xa(D,y);c=f[v>>2]|0;d=f[E>>2]|0}f[g>>2]=0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[g>>2];f[d+8>>2]=f[g>>2];f[E>>2]=d+12}else _Xa(D,y)}else{JJa(c,y,z);K=+n[y>>2];h=(+n[z>>2]-K)*.5;n[A>>2]=h;J=+n[l>>2];I=(+n[k>>2]-J)*.5;n[m>>2]=I;H=+n[p>>2];G=(+n[o>>2]-H)*.5;n[q>>2]=G;h=K+h;n[B>>2]=h;n[r>>2]=J+I;n[s>>2]=H+G;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[r>>2];f[d+8>>2]=f[s>>2];d=d+12|0;f[E>>2]=d}else{ZXa(D,B);d=f[E>>2]|0;c=f[v>>2]|0}if(d>>>0<c>>>0){f[d>>2]=f[A>>2];f[d+4>>2]=f[m>>2];f[d+8>>2]=f[q>>2];f[E>>2]=d+12}else ZXa(D,A)}c=f[j>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(w|0));e=f[b>>2]|0;d=f[C>>2]|0;c=f[D>>2]|0}Qxb(f[a+16>>2]|0,d-e>>3,e,c);c=f[D>>2]|0;if(!c){u=F;return}d=f[E>>2]|0;if((d|0)!=(c|0))f[E>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=F;return}function AXa(a,b){a=a|0;b=b|0;var c=0;c=f[b>>2]|0;Sxb(f[a+16>>2]|0,(f[b+4>>2]|0)-c>>3,c);return}function BXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;byb(f[a+16>>2]|0,c,d,e,g,f[b>>2]|0);return}function CXa(a,b,c){a=a|0;b=b|0;c=c|0;ayb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,f[b>>2]|0);return}function DXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h$a(a);Pxb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,d,e,g,f[b>>2]|0);return}function EXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;syb(f[a+16>>2]|0,(c&1|0)!=0,(c&2|0)!=0,d,b);return}function FXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[c>>2]|0;tyb(f[a+16>>2]|0,d?31:32,(f[c+4>>2]|0)-g>>3,g,e,f[b>>2]|0);return}function GXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,d?29:30,(f[c+4>>2]|0)-e>>3,e,0,f[b>>2]|0);return}function HXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,24,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function IXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,25,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function JXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,26,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function KXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,21,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function LXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,22,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function MXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,23,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function NXa(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r;h$a(a);o=h[e>>0]|0;o=(b[e+1>>0]|0)==0?o:o|2;o=(b[e+8>>0]|0)==0?o:o|4;o=(b[e+9>>0]|0)==0?o:o|8;o=(b[e+10>>0]|0)==0?o:o|16;o=(b[e+11>>0]|0)==0?o:o|32;o=(b[e+12>>0]|0)==0?o:o|64;o=(b[e+2>>0]|0)==0?o:o|128;o=(b[e+3>>0]|0)==0?o:o|256;o=(b[e+4>>0]|0)==0?o:o|512;o=(b[e+5>>0]|0)==0?o:o|1024;o=(b[e+6>>0]|0)==0?o:o|2048;o=(b[e+7>>0]|0)==0?o:o|4096;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=g<<2;n=p+8|0;do if(!e){k=0;l=0;m=0}else if(e>>>0>1073741823)vd();else{m=pOb(g<<4)|0;l=m+(e<<2)|0;f[p>>2]=m;f[q>>2]=m;f[n>>2]=l;k=m;break}while(0);if(g){k=0;while(1){e=i+(k<<4)|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+4|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+8|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+12|0;if((m|0)==(l|0))Tna(p,e);else{f[m>>2]=f[e>>2];f[q>>2]=m+4}k=k+1|0;if((k|0)==(g|0))break;m=f[q>>2]|0;l=f[n>>2]|0}k=f[p>>2]|0}Txb(f[a+16>>2]|0,f[c>>2]|0,d,o,g,k,j);k=f[p>>2]|0;if(!k){u=r;return}e=f[q>>2]|0;if((e|0)!=(k|0))f[q>>2]=e+(~((e+-4-k|0)>>>2)<<2);sOb(k);u=r;return}function OXa(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+80|0;k=j;h$a(a);l=h[e>>0]|0;l=(b[e+1>>0]|0)==0?l:l|2;l=(b[e+8>>0]|0)==0?l:l|4;l=(b[e+9>>0]|0)==0?l:l|8;l=(b[e+10>>0]|0)==0?l:l|16;l=(b[e+11>>0]|0)==0?l:l|32;l=(b[e+12>>0]|0)==0?l:l|64;l=(b[e+2>>0]|0)==0?l:l|128;l=(b[e+3>>0]|0)==0?l:l|256;l=(b[e+4>>0]|0)==0?l:l|512;l=(b[e+5>>0]|0)==0?l:l|1024;l=(b[e+6>>0]|0)==0?l:l|2048;e=b[e+7>>0]|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];f[k+24>>2]=f[i+24>>2];f[k+28>>2]=f[i+28>>2];f[k+32>>2]=f[i+32>>2];f[k+36>>2]=f[i+36>>2];f[k+40>>2]=f[i+40>>2];f[k+44>>2]=f[i+44>>2];f[k+48>>2]=f[i+48>>2];f[k+52>>2]=f[i+52>>2];f[k+56>>2]=f[i+56>>2];f[k+60>>2]=f[i+60>>2];f[k+64>>2]=f[i+64>>2];f[k+68>>2]=f[i+68>>2];f[k+72>>2]=f[i+72>>2];f[k+76>>2]=f[i+76>>2];Uxb(f[a+16>>2]|0,f[c>>2]|0,d,e<<24>>24==0?l:l|4096,g,g+12|0,k);u=j;return}function PXa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0.0,j=0,k=0;h$a(a);k=h[e>>0]|0;k=(b[e+1>>0]|0)==0?k:k|2;k=(b[e+8>>0]|0)==0?k:k|4;k=(b[e+9>>0]|0)==0?k:k|8;k=(b[e+10>>0]|0)==0?k:k|16;k=(b[e+11>>0]|0)==0?k:k|32;k=(b[e+12>>0]|0)==0?k:k|64;k=(b[e+2>>0]|0)==0?k:k|128;k=(b[e+3>>0]|0)==0?k:k|256;k=(b[e+4>>0]|0)==0?k:k|512;k=(b[e+5>>0]|0)==0?k:k|1024;k=(b[e+6>>0]|0)==0?k:k|2048;k=(b[e+7>>0]|0)==0?k:k|4096;j=f[a+16>>2]|0;e=f[c>>2]|0;a=g+16|0;i=+n[a>>2];if(!(i==-1.0)){Vxb(j,e,d,k,g,i);return}i=+L(+(+n[g+12>>2]));n[a>>2]=i;Vxb(j,e,d,k,g,i);return}function QXa(a,b,c){a=a|0;b=b|0;c=c|0;Wxb(f[a+16>>2]|0,f[b>>2]|0,c);return}function RXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;h$a(a);Xxb(f[a+16>>2]|0,f[b>>2]|0,c,d);return}function SXa(a,b,c){a=a|0;b=b|0;c=c|0;eyb(f[a+16>>2]|0,b,c);return}function TXa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+784|0;k=q+768|0;o=q;l=YRa(f[(f[a+8>>2]|0)+232>>2]|0)|0;c=f[l>>2]|0;l=f[l+4>>2]|0;m=l;n=c;if((c|0)==(l|0)){l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}else{j=k;b=o}do{i=f[c+4>>2]|0;d=f[c>>2]|0;f[j>>2]=i-d>>5;j=j+4|0;g=d;if((g|0)!=(i|0)){h=(i+-32+(0-d)|0)>>>5<<2;e=b;d=g;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(i|0))break;else e=e+32|0}b=b+32+(h<<3)|0}c=c+12|0}while((c|0)!=(l|0));l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}function UXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;q=v;s=a+20|0;t=a+32|0;r=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{k=p+4|0;d=a+24|0;l=a+28|0;m=a+36|0;n=a+40|0;o=q+4|0;do{j=b;c=j+8|0;KRa(p,r,c);if(f[p>>2]|0){e=f[d>>2]|0;g=f[l>>2]|0;if((e|0)==(g|0)){fBa(s,c);i=f[d>>2]|0;e=f[l>>2]|0}else{f[e>>2]=f[c>>2];i=e+4|0;f[d>>2]=i;e=g}c=j+12|0;if((i|0)==(e|0))fBa(s,c);else{f[i>>2]=f[c>>2];f[d>>2]=i+4}e=f[p>>2]|0;g=e+200|0;c=f[g>>2]|0;if((c&201326592|0)==0&0==0){c=0;e=-1}else{c=ZPb(c|0,(h[g+4>>0]|0)&255|0,26)|0;e=(f[e+72+((c&3)<<3)>>2]|0)+112|0;c=f[e>>2]|0;e=f[e+4>>2]|0}j=q;f[j>>2]=c;f[j+4>>2]=e;if((c|0)==-1){f[q>>2]=0;c=0}e=f[m>>2]|0;g=f[n>>2]|0;if((e|0)==(g|0)){fBa(t,q);e=f[m>>2]|0;c=f[n>>2]|0}else{f[e>>2]=c;e=e+4|0;f[m>>2]=e;c=g}if((e|0)==(c|0))fBa(t,o);else{f[e>>2]=f[o>>2];f[m>>2]=e+4}}c=f[k>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[s>>2]|0;Yxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2>>>1,b,f[t>>2]|0);b=f[s>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[t>>2]|0;b=a+36|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=v;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=v;return}function VXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+96|0;x=G+80|0;z=G+32|0;A=G+24|0;B=G+16|0;C=G+8|0;D=G;E=a+20|0;F=a+44|0;y=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{g=B+4|0;h=C+4|0;d=a+24|0;i=a+28|0;j=z+4|0;k=z+8|0;l=z+12|0;m=z+16|0;n=z+20|0;o=z+24|0;p=z+28|0;q=z+32|0;r=z+36|0;s=z+40|0;t=z+44|0;v=a+48|0;w=z+48|0;do{c=f[b+8>>2]|0;f[A>>2]=c;f[B>>2]=0;f[g>>2]=c;tRa(C,y,B);c=f[C>>2]|0;if(c|0){e=f[d>>2]|0;if((e|0)==(f[i>>2]|0)){fBa(E,A);c=f[C>>2]|0}else{f[e>>2]=f[A>>2];f[d>>2]=e+4}f[z>>2]=f[c>>2];f[j>>2]=f[c+4>>2];f[k>>2]=f[c+8>>2];f[l>>2]=f[c+16>>2];f[m>>2]=f[c+20>>2];f[n>>2]=f[c+24>>2];f[o>>2]=f[c+32>>2];f[p>>2]=f[c+36>>2];f[q>>2]=f[c+40>>2];f[r>>2]=f[c+48>>2];f[s>>2]=f[c+52>>2];f[t>>2]=f[c+56>>2];f[D>>2]=f[v>>2];f[x>>2]=f[D>>2];YXa(F,x,z,w)|0}c=f[h>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[E>>2]|0;Zxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2,b,f[F>>2]|0);b=f[E>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[F>>2]|0;b=a+48|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=G;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=G;return}function WXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;d=u;u=u+32|0;g=d+20|0;h=d+16|0;i=d+12|0;l=d+8|0;k=d+4|0;j=d;e=a+20|0;c=a+24|0;f[l>>2]=f[c>>2];f[k>>2]=f[b+8>>2];f[j>>2]=0;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];f[g>>2]=f[j>>2];XXa(e,i,h,g)|0;b=f[e>>2]|0;$xb(f[a+16>>2]|0,(f[c>>2]|0)-b>>2,b);a=f[e>>2]|0;b=f[c>>2]|0;if((b|0)==(a|0)){u=d;return}f[c>>2]=b+(~((b+-4-a|0)>>>2)<<2);u=d;return}function XXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=f[a>>2]|0;k=q;m=(f[b>>2]|0)-k|0;b=q+(m>>2<<2)|0;e=f[c>>2]|0;t=f[d>>2]|0;j=t;g=e;if((e|0)==(t|0)){u=b;return u|0}i=0;d=e;while(1){p=i+1|0;d=f[d>>2]|0;if((t|0)==(d|0))break;else i=p}if((i|0)<=-1){u=b;return u|0}o=a+8|0;h=f[o>>2]|0;u=a+4|0;s=f[u>>2]|0;l=s;if((i|0)>=(h-l>>2|0)){d=(l-k>>2)+p|0;if(d>>>0>1073741823)AMb(a);i=h-k|0;g=i>>1;g=i>>2>>>0<536870911?(g>>>0<d>>>0?d:g):1073741823;i=b;d=m>>2;do if(!g){n=0;r=0}else if(g>>>0>1073741823)vd();else{r=pOb(g<<2)|0;n=r;break}while(0);k=r+(d<<2)|0;j=r+(g<<2)|0;g=k;h=e;while(1){f[g>>2]=f[e+8>>2];e=g+4|0;d=f[h>>2]|0;if((t|0)==(d|0))break;else{g=e;h=d;e=d}}if((m|0)>0)bQb(n|0,q|0,m|0)|0;d=l-i|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;e=e+(d>>>2<<2)|0;b=f[a>>2]|0}else b=q;f[a>>2]=r;f[u>>2]=e;f[o>>2]=j;if(!b){u=k;return u|0}sOb(b);u=k;return u|0}m=b;h=l-m|0;d=h>>2;if((i|0)<(d|0)){g=j;d=s}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((t|0)==(g|0))d=s;else{h=g;d=s;do{f[d>>2]=f[h+8>>2];h=f[h>>2]|0;d=d+4|0;f[u>>2]=d}while((t|0)!=(h|0))}if(!i){u=b;return u|0}}k=d-(b+(p<<2))|0;l=k>>2;h=b+(l<<2)|0;if(h>>>0<s>>>0){j=(s+(0-l<<2)+~m|0)>>>2;i=d;while(1){f[i>>2]=f[h>>2];h=h+4|0;if(h>>>0>=s>>>0)break;else i=i+4|0}f[u>>2]=d+(j+1<<2)}if(l){cQb(d+(0-l<<2)|0,b|0,k|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){u=b;return u|0}d=b;h=e;while(1){f[d>>2]=f[h+8>>2];e=f[e>>2]|0;if((g|0)==(e|0))break;else{d=d+4|0;h=e}}return b|0}function YXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;t=c;r=f[a>>2]|0;p=r;l=(f[b>>2]|0)-p|0;m=l>>2;u=r+(m<<2)|0;h=d;v=h-t|0;i=v>>2;if((v|0)<=0){v=u;return v|0}o=a+8|0;e=f[o>>2]|0;v=a+4|0;q=f[v>>2]|0;k=q;if((i|0)<=(e-k>>2|0)){g=k-u|0;b=g>>2;if((i|0)>(b|0)){e=c+(b<<2)|0;b=h-e|0;if((b|0)>0){bQb(q|0,e|0,b|0)|0;b=(f[v>>2]|0)+(b>>>2<<2)|0;f[v>>2]=b}else b=q;if((g|0)>0){d=e;j=b}else{v=u;return v|0}}else j=q;h=j-(u+(i<<2))|0;i=h>>2;b=u+(i<<2)|0;if(b>>>0<q>>>0){g=((q+(0-i-m<<2)+~p|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if(b>>>0>=q>>>0)break;else e=e+4|0}f[v>>2]=j+(g<<2)}if(i|0)cQb(j+(0-i<<2)|0,u|0,h|0)|0;b=d-t|0;if(!b){v=u;return v|0}cQb(u|0,c|0,b|0)|0;v=u;return v|0}b=(k-p>>2)+i|0;if(b>>>0>1073741823)AMb(a);e=e-p|0;h=e>>1;b=e>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;h=u;e=l>>2;do if(!b){s=0;n=0}else if(b>>>0>1073741823)vd();else{n=pOb(b<<2)|0;s=n;break}while(0);j=s+(e<<2)|0;i=s+(b<<2)|0;if((c|0)==(d|0))b=j;else{g=e+((d+-4-t|0)>>>2)+1|0;b=c;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if((b|0)==(d|0))break;else e=e+4|0}b=s+(g<<2)|0}if((l|0)>0)bQb(n|0,r|0,l|0)|0;e=k-h|0;if((e|0)>0){bQb(b|0,u|0,e|0)|0;b=b+(e>>>2<<2)|0}f[a>>2]=s;f[v>>2]=b;f[o>>2]=i;if(!r){v=j;return v|0}sOb(r);v=j;return v|0}function ZXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function _Xa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;b=f[b+4>>2]|0;f[c>>2]=b;f[g+(h*12|0)+4>>2]=b;f[g+(h*12|0)+8>>2]=b;b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function $Xa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k+28|0;j=k;e=k+24|0;f[a>>2]=38600;g=pOb(56)|0;bZa(g,a);f[g>>2]=38668;d=g;g=g+16|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=d;jYa(a,e,c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a>>2]=38600;c=a+248|0;d=pOb(48)|0;b[d+41>>0]=0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=d;h=f[a+240>>2]|0;e=h+36|0;g=j+16|0;f[j>>2]=38872;f[j+4>>2]=941;f[j+8>>2]=0;f[j+12>>2]=a;f[g>>2]=j;b[i>>0]=0;c=h+40|0;d=f[c>>2]|0;if(d>>>0<(f[h+44>>2]|0)>>>0){f[d+16>>2]=d;i=f[g>>2]|0;oh[f[(f[i>>2]|0)+12>>2]&1023](i,d);i=f[c>>2]|0;b[d+24>>0]=0;i=i+32|0;f[c>>2]=i;c=i}else{Pha(e,j,i);c=f[c>>2]|0}d=a+248|0;f[(f[d>>2]|0)+44>>2]=(c-(f[e>>2]|0)>>5)+-1;c=f[g>>2]|0;if((j|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}if(!c){j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}function aYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=f[c+248>>2]|0;m=pOb(68)|0;f[m>>2]=c;i=m+4|0;f[i>>2]=0;j=m+8|0;f[j>>2]=0;k=m+12|0;Axb(k);f[k>>2]=38644;h=m+32|0;n=m+36|0;f[n>>2]=0;f[n+4>>2]=0;b[m+43>>0]=3;b[h>>0]=b[191059]|0;b[h+1>>0]=b[191060]|0;b[h+2>>0]=b[191061]|0;b[m+35>>0]=0;h=m+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;wxb(m+56|0);h=f[m>>2]|0;n=pOb(12)|0;M3a(n,h);f[n>>2]=38916;f[n+8>>2]=h;h=f[i>>2]|0;f[i>>2]=n;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[j>>2]|0;h=n;if(!n){h=pOb(4)|0;Pob(h,f[i>>2]|0,0);i=f[j>>2]|0;f[j>>2]=h;if(i){Qob(i);sOb(i);h=f[j>>2]|0}}b[m+64>>0]=0;f[m+28>>2]=h;f[m+24>>2]=c;f[(f[c+244>>2]|0)+16>>2]=k;i=f[l>>2]|0;f[l>>2]=m;if(!i){bYa(a,c,d,e,g);return}uxb(i+56|0);f[i+12>>2]=38644;h=i+44|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);h=i+32|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);n=i+8|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0){Qob(h);sOb(h)}n=i+4|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);sOb(i);bYa(a,c,d,e,g);return}function bYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=c+248|0;FOb((f[i>>2]|0)+4|0,e)|0;FOb((f[i>>2]|0)+16|0,d)|0;FOb((f[i>>2]|0)+28|0,g)|0;c=f[f[i>>2]>>2]|0;FOb(c+32|0,d)|0;FOb(c+44|0,g)|0;h=xxb(c+56|0,e,c+12|0)|0;b[c+64>>0]=h&1;if(h){d=0;h=0;c=0}else{d=pOb(32)|0;c=d;e=191063;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));b[d+16>>0]=0;h=16;c=-2147483616}g=c>>>24;if(!(((g&255)<<24>>24<0?h:g)|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0}else{i=f[i>>2]|0;g=f[i>>2]|0;f[i>>2]=0;if(g|0){uxb(g+56|0);f[g+12>>2]=38644;e=g+44|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);e=g+32|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=g+8|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0){Qob(e);sOb(e)}i=g+4|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(g)}f[a>>2]=d;f[a+4>>2]=h;f[a+8>>2]=c;d=0;c=0}if((c>>>24&255)<<24>>24>=0)return;sOb(d);return}function cYa(a){a=a|0;F1a(a);sOb(a);return}function dYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[(f[(f[a+8>>2]|0)+248>>2]|0)+40>>0]=1;return n2a(a,c,d,e,g)|0}function eYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39116;b=f[a+232>>2]|0;if(b|0)QNa(b);e=a+244|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=a+240|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){x8a(b);sOb(b)}b=f[a+236>>2]|0;if(b|0)iOb(b);d=a+212|0;b=f[d>>2]|0;if(b|0){e=a+216|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+200|0;b=f[d>>2]|0;if(b|0){e=a+204|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+188|0;b=f[d>>2]|0;if(b|0){e=a+192|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+176|0;b=f[d>>2]|0;if(b|0){e=a+180|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+164|0;b=f[d>>2]|0;if(b|0){e=a+168|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+152|0;b=f[d>>2]|0;if(b|0){e=a+156|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+140|0;b=f[d>>2]|0;if(b|0){e=a+144|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+128|0;b=f[d>>2]|0;if(b|0){e=a+132|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+116|0;b=f[d>>2]|0;if(b|0){e=a+120|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+104|0;b=f[d>>2]|0;if(b|0){e=a+108|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+92|0;b=f[d>>2]|0;if(b|0){e=a+96|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+80|0;b=f[d>>2]|0;if(b|0){e=a+84|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+68|0;b=f[d>>2]|0;if(b|0){e=a+72|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+56|0;b=f[d>>2]|0;if(b|0){e=a+60|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+44|0;b=f[d>>2]|0;if(b|0){e=a+48|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+32|0;b=f[d>>2]|0;if(b|0){e=a+36|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+20|0;b=f[d>>2]|0;if(b|0){e=a+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function fYa(a){a=a|0;yf()}function gYa(a){a=a|0;b[a+228>>0]=1;return}function hYa(a){a=a|0;return -1}function iYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;f[a>>2]=39116;e=a+4|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;b[e+12>>0]=0;dQb(a+20|0,0,204)|0;f[a+224>>2]=d;b[a+228>>0]=0;b[a+229>>0]=0;d=a+232|0;LNa(d);e=pOb(400)|0;u8a(e,d);f[a+240>>2]=e;e=f[c>>2]|0;f[c>>2]=0;f[a+244>>2]=e;yQa(f[d>>2]|0,a);return}function jYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;f[a>>2]=39116;e=a+4|0;g=d+4|0;f[e>>2]=0;i=a+8|0;f[i>>2]=0;f[a+12>>2]=0;f[e>>2]=f[g>>2];e=d+8|0;f[i>>2]=f[e>>2];i=d+12|0;f[a+12>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;b[a+16>>0]=b[d+16>>0]|0;g=a+20|0;e=d+20|0;f[g>>2]=0;i=a+24|0;f[i>>2]=0;f[a+28>>2]=0;f[g>>2]=f[e>>2];g=d+24|0;f[i>>2]=f[g>>2];i=d+28|0;f[a+28>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+32|0;g=d+32|0;f[e>>2]=0;i=a+36|0;f[i>>2]=0;f[a+40>>2]=0;f[e>>2]=f[g>>2];e=d+36|0;f[i>>2]=f[e>>2];i=d+40|0;f[a+40>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+44|0;e=d+44|0;f[g>>2]=0;i=a+48|0;f[i>>2]=0;f[a+52>>2]=0;f[g>>2]=f[e>>2];g=d+48|0;f[i>>2]=f[g>>2];i=d+52|0;f[a+52>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+56|0;g=d+56|0;f[e>>2]=0;i=a+60|0;f[i>>2]=0;f[a+64>>2]=0;f[e>>2]=f[g>>2];e=d+60|0;f[i>>2]=f[e>>2];i=d+64|0;f[a+64>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+68|0;e=d+68|0;f[g>>2]=0;i=a+72|0;f[i>>2]=0;f[a+76>>2]=0;f[g>>2]=f[e>>2];g=d+72|0;f[i>>2]=f[g>>2];i=d+76|0;f[a+76>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+80|0;g=d+80|0;f[e>>2]=0;i=a+84|0;f[i>>2]=0;f[a+88>>2]=0;f[e>>2]=f[g>>2];e=d+84|0;f[i>>2]=f[e>>2];i=d+88|0;f[a+88>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+92|0;e=d+92|0;f[g>>2]=0;i=a+96|0;f[i>>2]=0;f[a+100>>2]=0;f[g>>2]=f[e>>2];g=d+96|0;f[i>>2]=f[g>>2];i=d+100|0;f[a+100>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+104|0;g=d+104|0;f[e>>2]=0;i=a+108|0;f[i>>2]=0;f[a+112>>2]=0;f[e>>2]=f[g>>2];e=d+108|0;f[i>>2]=f[e>>2];i=d+112|0;f[a+112>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+116|0;e=d+116|0;f[g>>2]=0;i=a+120|0;f[i>>2]=0;f[a+124>>2]=0;f[g>>2]=f[e>>2];g=d+120|0;f[i>>2]=f[g>>2];i=d+124|0;f[a+124>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+128|0;g=d+128|0;f[e>>2]=0;i=a+132|0;f[i>>2]=0;f[a+136>>2]=0;f[e>>2]=f[g>>2];e=d+132|0;f[i>>2]=f[e>>2];i=d+136|0;f[a+136>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+140|0;e=d+140|0;f[g>>2]=0;i=a+144|0;f[i>>2]=0;f[a+148>>2]=0;f[g>>2]=f[e>>2];g=d+144|0;f[i>>2]=f[g>>2];i=d+148|0;f[a+148>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+152|0;g=d+152|0;f[e>>2]=0;i=a+156|0;f[i>>2]=0;f[a+160>>2]=0;f[e>>2]=f[g>>2];e=d+156|0;f[i>>2]=f[e>>2];i=d+160|0;f[a+160>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+164|0;e=d+164|0;f[g>>2]=0;i=a+168|0;f[i>>2]=0;f[a+172>>2]=0;f[g>>2]=f[e>>2];g=d+168|0;f[i>>2]=f[g>>2];i=d+172|0;f[a+172>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+176|0;g=d+176|0;f[e>>2]=0;i=a+180|0;f[i>>2]=0;f[a+184>>2]=0;f[e>>2]=f[g>>2];e=d+180|0;f[i>>2]=f[e>>2];i=d+184|0;f[a+184>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+188|0;e=d+188|0;f[g>>2]=0;i=a+192|0;f[i>>2]=0;f[a+196>>2]=0;f[g>>2]=f[e>>2];g=d+192|0;f[i>>2]=f[g>>2];i=d+196|0;f[a+196>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+200|0;g=d+200|0;f[e>>2]=0;i=a+204|0;f[i>>2]=0;f[a+208>>2]=0;f[e>>2]=f[g>>2];e=d+204|0;f[i>>2]=f[e>>2];i=d+208|0;f[a+208>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+212|0;e=d+212|0;f[g>>2]=0;i=a+216|0;f[i>>2]=0;f[a+220>>2]=0;f[g>>2]=f[e>>2];g=d+216|0;f[i>>2]=f[g>>2];i=d+220|0;f[a+220>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;f[a+224>>2]=f[d+224>>2];b[a+228>>0]=b[d+228>>0]|0;b[a+229>>0]=0;e=a+232|0;g=d+232|0;f[e>>2]=f[g>>2];i=d+236|0;h=f[i>>2]|0;f[a+236>>2]=h;if(h|0)gOb(h);j=d+240|0;h=f[j>>2]|0;f[j>>2]=0;f[a+240>>2]=h;h=a+244|0;j=f[c>>2]|0;f[c>>2]=0;f[h>>2]=j;yQa(f[e>>2]|0,a);cZa(f[h>>2]|0,f[d+244>>2]|0);f[g>>2]=0;a=f[i>>2]|0;f[i>>2]=0;if(!a)return;iOb(a);return}function kYa(a){a=a|0;if(b[a+228>>0]|0){a=0;return a|0}M_a(f[a+244>>2]|0);a=1;return a|0}function lYa(a){a=a|0;b[a+228>>0]=0;if(!(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0))return;bh[f[a+224>>2]&63]();return}function mYa(a){a=a|0;dZa(f[a+244>>2]|0);return}function nYa(a){a=a|0;return eZa(f[a+244>>2]|0)|0}function oYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a+244>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];N_a(a,d);u=c;return}function pYa(a){a=a|0;var b=0;f[a>>2]=39160;b=a+4|0;zYa(f[b>>2]|0,a);a=f[b>>2]|0;if(!a)return;_Ya(a);sOb(a);return}function qYa(a){a=a|0;yf()}function rYa(a){a=a|0;zYa(f[a+4>>2]|0,a);return}function sYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;e=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;g=f[c>>2]|0;c=f[e+4>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[e>>2]|0)+((d&g)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}else{if(g>>>0<c>>>0)c=g;else c=(g>>>0)%(c>>>0)|0;c=f[(f[e>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}f[h>>2]=f[(f[c+12>>2]|0)+8>>2];h=xYa((f[a+4>>2]|0)+776|0,h)|0;b[h>>0]=1;u=i;return}function tYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+136|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+140>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+144|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+148|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=vYa(l,c+4|0)|0;b[q>>0]=d;return}function uYa(a,b){a=a|0;b=b|0;return 0.0}function vYa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)wYa(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)wYa(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function wYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(156)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[h+32>>2]=1.0;l=h+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+52>>2]=1.0;l=h+56|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+72>>2]=1.0;l=h+76|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+92>>2]=1.0;l=h+96|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+112>>2]=1.0;l=h+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+132>>2]=1.0;l=h+136|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+152>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;e=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;g=+n[c>>2];do if(i|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(e/g))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;d=j}else if(!(b+-1&b))d=j;else{b=hDb(b)|0;d=f[k>>2]|0}if(b>>>0>d>>>0)yYa(a,b);else if(b>>>0<d>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<d>>>0)yYa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(b>>>0>m>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function yYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;AYa(a,c,a+816|0);f[a+476>>2]=0;b[a+480>>0]=0;n[a+484>>2]=1.0;b[a+488>>0]=0;b[a+489>>0]=0;b[a+490>>0]=0;h=f[a+504>>2]|0;i=a+508|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-20|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=f[a+492>>2]|0;i=a+496|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=a+528|0;if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){g=a+516|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}b[a+536>>0]=0;h=a+552|0;if(f[h>>2]|0){e=a+548|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+544>>2]|0;if(e|0){g=a+540|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+572|0;if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){g=a+560|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+592|0;if(f[h>>2]|0){e=a+588|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){g=a+580|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}d=f[a+600>>2]|0;e=a+604|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-8-d|0)>>>3)<<3);h=a+636|0;if(f[h>>2]|0){e=a+632|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+628>>2]|0;if(e|0){g=a+624|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+656|0;if(f[h>>2]|0){e=a+652|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+648>>2]|0;if(e|0){g=a+644|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+676|0;if(f[h>>2]|0){e=a+672|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+668>>2]|0;if(e|0){g=a+664|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+696|0;if(f[h>>2]|0){e=a+692|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+688>>2]|0;if(e|0){g=a+684|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+716|0;if(f[h>>2]|0){e=a+712|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+708>>2]|0;if(e|0){g=a+704|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+736|0;if(f[h>>2]|0){e=a+732|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+728>>2]|0;if(e|0){g=a+724|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+756|0;if(f[h>>2]|0){e=a+752|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+748>>2]|0;if(e|0){g=a+744|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}e=a+764|0;d=f[e>>2]|0;if(d|0){oh[f[(f[d>>2]|0)+16>>2]&1023](d,1);d=f[e>>2]|0;f[e>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}c=c+4|0;d=f[(f[c>>2]|0)+768>>2]|0;if(!d){u=k;return}e=f[(f[d>>2]|0)+12>>2]|0;g=pOb(32)|0;f[j>>2]=g;f[j+8>>2]=-2147483616;f[j+4>>2]=20;h=g;i=191136;a=h+20|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(a|0));b[g+20>>0]=0;oh[e&1023](d,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=(f[c>>2]|0)+768|0;d=f[j>>2]|0;f[j>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);j=(f[c>>2]|0)+772|0;d=f[j>>2]|0;f[j>>2]=0;if(!d){u=k;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);u=k;return}function AYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+1600|0;k=0;if(!(f[a+12>>2]|0)){if((f[a+20>>2]|0)!=(f[a+24>>2]|0))k=3}else k=3;if((k|0)==3){d=f[a+8>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,10);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+20>>2]|0;e=f[a+24>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));CYa(a)}if(!(f[a+44>>2]|0)){if((f[a+52>>2]|0)!=(f[a+56>>2]|0))k=16}else k=16;if((k|0)==16){d=f[a+40>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,8);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+52>>2]|0;e=f[a+56>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));DYa(a+32|0)}EYa(b,a+64|0);EYa(b,a+96|0);if(!(f[a+140>>2]|0)){if((f[a+148>>2]|0)!=(f[a+152>>2]|0))k=29}else k=29;if((k|0)==29){d=f[a+136>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,3);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+148>>2]|0;e=f[a+152>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));FYa(a+128|0)}if(!(f[a+172>>2]|0)){if((f[a+180>>2]|0)!=(f[a+184>>2]|0))k=42}else k=42;if((k|0)==42){d=f[a+168>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,4);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+180>>2]|0;e=f[a+184>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));GYa(a+160|0)}if(!(f[a+204>>2]|0)){if((f[a+212>>2]|0)!=(f[a+216>>2]|0))k=55}else k=55;if((k|0)==55){d=f[a+200>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,7);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+212>>2]|0;e=f[a+216>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));KYa(a+192|0)}if(!(f[a+236>>2]|0)){if((f[a+244>>2]|0)!=(f[a+248>>2]|0))k=68}else k=68;if((k|0)==68){d=f[a+232>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,1);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}k=f[e+24>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+244>>2]|0;e=f[a+248>>2]|0;if((d|0)!=(e|0))do{b=f[d+24>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=d+28|0}while((d|0)!=(e|0));LYa(a+224|0)}d=f[(a+284|0)>>2]|0;if(d|0)do{b=f[d+12>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=f[d>>2]|0}while((d|0)!=0);if(f[(a+288|0)>>2]|0){d=f[(a+284|0)>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[(e+12|0)>>2]|0;f[(e+12|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);f[(a+284|0)>>2]=0;e=f[a+280>>2]|0;if(e|0){d=0;do{f[(f[(a+276|0)>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[(a+288|0)>>2]=0}b=f[(a+264|0)>>2]|0;f[l+16>>2]=a;f[l+32>>2]=c;f[l+712>>2]=b;f[l+1536>>2]=0;f[l+1540>>2]=0;IYa(l);G=f[l+1536>>2]|0;D=f[l+1540>>2]|0;H=+n[l+1540>>2];f[l+1536>>2]=0;f[l+1540>>2]=0;if((G|0)==5){u=l;return}u=l}function BYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+1392|0;l=0;a=f[a+4>>2]|0;e=f[b>>2]|0;i=f[a+780>>2]|0;if(!i){u=q;return}if(!((i+-1|0)&i))g=(i+-1|0)&e;else if(i>>>0>e>>>0)g=e;else g=(e>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}a:do if(!((i+-1|0)&i)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(e|0)|(d&(i+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(e|0))if((f[a+8>>2]|0)==(e|0)){p=a;break a}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(e|0)){if((f[a+8>>2]|0)==(e|0)){p=a;break a}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if((h[p+12>>0]|0)>1){u=q;return}k=f[b+4>>2]|0;d=1;a=c|0;if(d)switch(a|0){case 5:{i=p+56|0;e=f[p+60>>2]|0;if(!e){u=q;return}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(e>>>0>k>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;a=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}b:do if(!((e+-1|0)&e)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){j=a;break b}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){j=a;break b}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);XYa(i,j)|0;u=q;return}default:d=1}if(d)switch(a|0){case 3:{j=p+76|0;b=f[p+80>>2]|0;if(!b){u=q;return}c=((b+-1|0)&b|0)==0;if(c)e=(b+-1|0)&k;else if(b>>>0>k>>>0)e=k;else e=(k>>>0)%(b>>>0)|0;g=f[j>>2]|0;a=f[g+(e<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}c:do if(c){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(b+-1|0)|0)==(e|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){o=a;break c}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){o=a;break c}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(e|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if(c)i=(b+-1|0)&k;else if(b>>>0>k>>>0)i=k;else i=(k>>>0)%(b>>>0)|0;d=g+(i<<2)|0;e=f[d>>2]|0;while(1){a=f[e>>2]|0;if((a|0)==(o|0))break;else e=a}if((e|0)==(p+84|0))l=71;else{a=f[e+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0))m=o;else l=71}do if((l|0)==71){a=f[o>>2]|0;if(a|0){a=f[a+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0)){m=o;break}}f[d>>2]=0;m=o}while(0);a=f[m>>2]|0;if(a){d=f[a+4>>2]|0;if(c)d=d&(b+-1|0);else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[j>>2]|0)+(d<<2)>>2]=e;a=f[o>>2]|0}}f[e>>2]=a;f[m>>2]=0;p=p+88|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(o);u=q;return}default:d=1}f[q+304>>2]=p;f[q+1160>>2]=k;f[q+1304>>2]=l;f[q+1312>>2]=d;f[q+1320>>2]=a;f[q+1328>>2]=0;f[q+1332>>2]=0;JYa(q);G=f[q+1328>>2]|0;D=f[q+1332>>2]|0;H=+n[q+1332>>2];f[q+1328>>2]=0;f[q+1332>>2]=0;if((G|0)==5){u=q;return}u=q}function CYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;WYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function DYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;VYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function EYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0))if((f[b+20>>2]|0)==(f[b+24>>2]|0))return;c=f[b+8>>2]|0;if(c|0)do{h=c;d=f[h+12>>2]|0;h=f[h+16>>2]|0;if((d|0)!=(h|0))do{e=f[d>>2]|0;i=f[d+4>>2]|0;g=e+(i<<3)|0;if(i|0)do{if(f[e>>2]|0)BYa(a,e,5);e=e+8|0}while((e|0)!=(g|0));i=f[d+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);d=d+28|0}while((d|0)!=(h|0));c=f[c>>2]|0}while((c|0)!=0);c=f[b+20>>2]|0;d=f[b+24>>2]|0;if((c|0)!=(d|0))do{i=f[c+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);c=c+28|0}while((c|0)!=(d|0));TYa(b);return}function FYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;SYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function GYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;RYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function HYa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;G=f[a+288>>2]|0;l=f[a+296>>2]|0;w=+n[a+304>>2];e=f[a+552>>2]|0;D=f[a+592>>2]|0;m=f[a+1288>>2]|0;F=f[a+1480>>2]|0;g=f[a+1672>>2]|0;H=f[a+1920>>2]|0;a:{if(H){H=0;if(1){KUa(a+208|0,G,0);h=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=f[(a+144|0)>>2];f[(a+144|0)>>2]=h;h=f[((a+208|0)+4|0)>>2]|0;f[((a+208|0)+4|0)>>2]=f[((a+144|0)+4|0)>>2];f[((a+144|0)+4|0)>>2]=h;h=f[((a+208|0)+8|0)>>2]|0;f[((a+208|0)+8|0)>>2]=f[((a+144|0)+8|0)>>2];f[((a+144|0)+8|0)>>2]=h;h=f[((a+208|0)+12|0)>>2]|0;f[((a+208|0)+12|0)>>2]=f[((a+144|0)+12|0)>>2];f[((a+144|0)+12|0)>>2]=h;h=f[((a+208|0)+16|0)>>2]|0;f[((a+208|0)+16|0)>>2]=f[((a+144|0)+16|0)>>2];f[((a+144|0)+16|0)>>2]=h;h=f[((a+208|0)+20|0)>>2]|0;f[((a+208|0)+20|0)>>2]=f[((a+144|0)+20|0)>>2];f[((a+144|0)+20|0)>>2]=h;h=f[((a+208|0)+24|0)>>2]|0;f[((a+208|0)+24|0)>>2]=f[((a+144|0)+24|0)>>2];f[((a+144|0)+24|0)>>2]=h;h=f[((a+208|0)+28|0)>>2]|0;f[((a+208|0)+28|0)>>2]=f[((a+144|0)+28|0)>>2];f[((a+144|0)+28|0)>>2]=h;h=f[((a+208|0)+32|0)>>2]|0;f[((a+208|0)+32|0)>>2]=f[((a+144|0)+32|0)>>2];f[((a+144|0)+32|0)>>2]=h;h=f[((a+208|0)+36|0)>>2]|0;f[((a+208|0)+36|0)>>2]=f[((a+144|0)+36|0)>>2];f[((a+144|0)+36|0)>>2]=h;h=f[((a+208|0)+40|0)>>2]|0;f[((a+208|0)+40|0)>>2]=f[((a+144|0)+40|0)>>2];f[((a+144|0)+40|0)>>2]=h;h=f[((a+208|0)+44|0)>>2]|0;f[((a+208|0)+44|0)>>2]=f[((a+144|0)+44|0)>>2];f[((a+144|0)+44|0)>>2]=h;h=f[((a+208|0)+48|0)>>2]|0;f[((a+208|0)+48|0)>>2]=f[((a+144|0)+48|0)>>2];f[((a+144|0)+48|0)>>2]=h;h=f[((a+208|0)+52|0)>>2]|0;f[((a+208|0)+52|0)>>2]=f[((a+144|0)+52|0)>>2];f[((a+144|0)+52|0)>>2]=h;h=f[((a+208|0)+56|0)>>2]|0;f[((a+208|0)+56|0)>>2]=f[((a+144|0)+56|0)>>2];f[((a+144|0)+56|0)>>2]=h;f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=g;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];h=f[e>>2]|0;i=f[G+356>>2]|0;b:do if(!i)j=1.0;else{if(!((i+-1|0)&i))k=(i+-1|0)&h;else if(h>>>0<i>>>0)k=h;else k=(h>>>0)%(i>>>0)|0;e=f[(f[G+352>>2]|0)+(k<<2)>>2]|0;if(!e)j=1.0;else{e=f[e>>2]|0;if(!e)j=1.0;else{c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((h|0)==(g|0)|(g&(i+-1|0)|0)==(k|0))){j=1.0;break b}if((h|0)==(g|0))if((f[e+8>>2]|0)==(h|0))break c;e=f[e>>2]|0;if(!e){j=1.0;break b}}else while(1){g=f[e+4>>2]|0;if((h|0)==(g|0)){if((f[e+8>>2]|0)==(h|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){j=1.0;break b}}e=f[e>>2]|0;if(!e){j=1.0;break b}}while(0);j=+p[e+16>>3];if(j==0.0)j=+p[G+184>>3]}}}while(0);e=w==0.0|j==0.0;j=w/j;if((e?1.0:j)!=1.0){w=e?1.0:j;f[(a+4|0)>>2]=0;f[(a+4|0)+4>>2]=0;f[(a+4|0)+8>>2]=0;f[(a+4|0)+12>>2]=0;f[(a+24|0)>>2]=0;f[(a+24|0)+4>>2]=0;f[(a+24|0)+8>>2]=0;f[(a+24|0)+12>>2]=0;f[(a+44|0)>>2]=0;f[(a+44|0)+4>>2]=0;f[(a+44|0)+8>>2]=0;f[(a+44|0)+12>>2]=0;n[a>>2]=w;n[a+20>>2]=w;n[a+40>>2]=w;n[a+60>>2]=1.0;f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=a;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2]}}else H=1}IIa(a+208|0,a+144|0);i=f[G+172>>2]|0;x=f[l>>2]|0;e=f[m>>2]|0;g=b[G+192>>0]|0;h=f[(F+12|0)>>2]|0;if(!h)w2a(F,i,x,e,a+208|0,g);else Th[f[(f[h>>2]|0)+180>>2]&127](h,i,x,e,a+208|0,g);y=D+20|0;e=f[y>>2]|0;z=D+24|0;v=f[z>>2]|0;if((e|0)!=(v|0))do{g=f[e>>2]|0;h=f[e+4>>2]|0;i=f[e+8>>2]|0;k=f[e+12>>2]|0;l=f[e+16>>2]|0;m=f[e+20>>2]|0;o=f[e+24>>2]|0;q=f[e+28>>2]|0;r=f[e+32>>2]|0;s=f[e+36>>2]|0;t=f[(F+12|0)>>2]|0;if(!t)g2a(F,x,g,h,i,k,l,m,o,q,r,s);else ai[f[(f[t>>2]|0)+116>>2]&7](t,x,g,h,i,k,l,m,o,q,r,s);e=e+40|0}while((e|0)!=(v|0));k=f[D>>2]|0;m=f[(G+376|0)>>2]|0;e=f[D+4>>2]|0;o=((m+-1|0)&m|0)==0;if(o)e=(m+-1|0)&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(G+372|0)>>2]|0)+(e<<2)|0;l=f[i>>2]|0;while(1){g=f[l>>2]|0;if((g|0)==(D|0))break;else l=g}if((l|0)==(G+380|0))v=63;else{g=f[l+4>>2]|0;if(o)g=g&(m+-1|0);else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){A=k;v=71}else v=63}do if((v|0)==63){if(k|0){g=f[k+4>>2]|0;if(o)h=g&(m+-1|0);else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){c=g;C=k;v=73;break}}f[i>>2]=0;A=f[D>>2]|0;v=71}while(0);if((v|0)==71){g=A;if(!A)B=g;else{c=f[A+4>>2]|0;C=g;v=73}}if((v|0)==73){if(o)c=c&(m+-1|0);else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))B=C;else{f[(f[(G+372|0)>>2]|0)+(c<<2)>>2]=l;B=f[D>>2]|0}}f[l>>2]=B;f[D>>2]=0;f[(G+384|0)>>2]=(f[(G+384|0)>>2]|0)+-1;c=f[y>>2]|0;if(c|0){e=f[z>>2]|0;if((e|0)!=(c|0))f[z>>2]=e+(~(((e+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(D);e=f[G+264>>2]|0;c=f[(G+268|0)>>2]|0;if((e|0)!=(c|0)){d:while(1){r=f[e>>2]|0;m=f[e+4>>2]|0;if((r|0)==(m|0)){E=r;v=110;break}o=f[(G+376|0)>>2]|0;if(!o){E=m;v=110;break}q=f[(G+372|0)>>2]|0;e:do if(!((o+-1|0)&o)){k=r;while(1){i=f[k>>2]|0;g=f[q+((i&(o+-1|0))<<2)>>2]|0;f:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if(!((h|0)==(i|0)|(h&(o+-1|0)|0)==(i&(o+-1|0)|0)))break f;if((h|0)==(i|0))if((f[g+8>>2]|0)==(i|0))break e;g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}else{k=r;while(1){i=f[k>>2]|0;if(o>>>0>i>>>0)l=i;else l=(i>>>0)%(o>>>0)|0;g=f[q+(l<<2)>>2]|0;g:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if((h|0)==(i|0)){if((f[g+8>>2]|0)==(i|0))break e}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(l|0))break g}g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}while(0);g=e+20|0;if((g|0)==(c|0)){d=c;break}else e=g}h:do if((v|0)==110){i=f[e+12>>2]|0;d=E-r>>2;g=f[e+16>>2]|0;h=f[(F+12|0)>>2]|0;if(!h)X1a(F,i,d,r,g);else Lh[f[(f[h>>2]|0)+72>>2]&255](h,i,d,r,g);d=e;if((e|0)!=(c|0)){g=e+20|0;if((g|0)!=(c|0))while(1){t=g;i:while(1){s=f[t>>2]|0;r=e+24|0;g=f[r>>2]|0;j:do if((s|0)==(g|0))g=s;else{o=f[(G+376|0)>>2]|0;if(!o)break;q=f[(G+372|0)>>2]|0;if(!((o+-1|0)&o)){l=s;while(1){k=f[l>>2]|0;h=f[q+((k&(o+-1|0))<<2)>>2]|0;k:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if(!((i|0)==(k|0)|(i&(o+-1|0)|0)==(k&(o+-1|0)|0)))break k;if((i|0)==(k|0))if((f[h+8>>2]|0)==(k|0))break i;h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0;if((l|0)==(g|0))break j}}else l=s;do{k=f[l>>2]|0;if(o>>>0>k>>>0)m=k;else m=(k>>>0)%(o>>>0)|0;h=f[q+(m<<2)>>2]|0;l:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if((i|0)==(k|0)){if((f[h+8>>2]|0)==(k|0))break i}else{if(i>>>0>=o>>>0)i=(i>>>0)%(o>>>0)|0;if((i|0)!=(m|0))break l}h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0}while((l|0)!=(g|0))}while(0);i=f[e+32>>2]|0;h=g-s>>2;e=f[e+36>>2]|0;g=f[(F+12|0)>>2]|0;if(!g)X1a(F,i,h,s,e);else Lh[f[(f[g>>2]|0)+72>>2]&255](g,i,h,s,e);e=t+20|0;if((e|0)==(c|0))break h;else{E=t;t=e;e=E}}k=d;h=f[k>>2]|0;if(!h){i=k+8|0;h=s}else{g=f[(k+4|0)>>2]|0;if((g|0)!=(h|0))f[(k+4|0)>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h);f[(k+8|0)>>2]=0;f[(k+4|0)>>2]=0;f[k>>2]=0;i=k+8|0;h=f[t>>2]|0;g=f[r>>2]|0}f[d>>2]=h;f[(k+4|0)>>2]=g;E=e+28|0;f[i>>2]=f[E>>2];f[E>>2]=0;f[r>>2]=0;f[t>>2]=0;E=e+32|0;g=f[E+4>>2]|0;f[(k+12|0)>>2]=f[E>>2];f[(k+12|0)+4>>2]=g;g=t+20|0;if((g|0)==(c|0)){d=k+20|0;break}else{d=k+20|0;e=t}}}}while(0);if((c|0)!=(d|0)){i=f[(G+268|0)>>2]|0;if((i|0)!=(c|0)){do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];D=c+4|0;f[h>>2]=f[D>>2];E=c+8|0;f[e>>2]=f[E>>2];f[E>>2]=0;f[D>>2]=0;f[c>>2]=0;D=c+12|0;E=f[D+4>>2]|0;F=d+12|0;f[F>>2]=f[D>>2];f[F+4>>2]=E;c=c+20|0;d=d+20|0}while((c|0)!=(i|0));c=f[(G+268|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-20|0;f[(G+268|0)>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[(G+268|0)>>2]|0}}while((c|0)!=(d|0))}}c=f[(a+208|0)+4>>2]|0;if(c|0)iOb(c);u=a;f[a+1928>>2]=5;break a}f[a+1912>>2]=v;f[a+1920>>2]=H}function IYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+16>>2]|0;i=f[a+32>>2]|0;b=f[a+712>>2]|0;a:{if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+268|0)>>2]|0){b=f[(h+264|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+264|0)>>2]=0;c=f[h+260>>2]|0;if(c|0){b=0;do{f[(f[(h+256|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+268|0)>>2]=0}b=f[(h+304|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+308|0)>>2]|0){b=f[(h+304|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+304|0)>>2]=0;c=f[h+300>>2]|0;if(c|0){b=0;do{f[(f[(h+296|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+308|0)>>2]=0}b=f[(h+324|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+328|0)>>2]|0){MYa(f[(h+324|0)>>2]|0);f[(h+324|0)>>2]=0;c=f[h+320>>2]|0;if(c|0){b=0;do{f[(f[(h+316|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+328|0)>>2]=0}b=f[(h+344|0)>>2]|0;if(b|0)do{d=b;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if((c|0)!=(d|0))do{g=f[c>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=c+4|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);if(f[(h+348|0)>>2]|0){b=f[(h+344|0)>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);f[(h+344|0)>>2]=0;c=f[h+340>>2]|0;if(c|0){b=0;do{f[(f[(h+336|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+348|0)>>2]=0}b=f[(h+364|0)>>2]|0;if(b|0)do{c=f[b+20>>2]|0;if(c|0)do{g=f[c+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=f[c>>2]|0}while((c|0)!=0);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+368|0)>>2]|0){b=f[(h+364|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);f[(h+364|0)>>2]=0;c=f[h+360>>2]|0;if(c|0){b=0;do{f[(f[(h+356|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+368|0)>>2]=0}b=f[h+376>>2]|0;c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);if(f[(h+400|0)>>2]|0){b=f[(h+396|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);f[(h+396|0)>>2]=0;c=f[h+392>>2]|0;if(c|0){b=0;do{f[(f[(h+388|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+400|0)>>2]=0}if(f[(h+420|0)>>2]|0){b=f[(h+416|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+416|0)>>2]=0;c=f[h+412>>2]|0;if(c|0){b=0;do{f[(f[(h+408|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+420|0)>>2]=0}if(!(f[(h+456|0)>>2]|0)){g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}b=f[(h+452|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+452|0)>>2]=0;c=f[h+448>>2]|0;if(c|0){b=0;do{f[(f[(h+444|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+456|0)>>2]=0;g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}}function JYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=f[a+304>>2]|0;q=f[a+1160>>2]|0;s=f[a+1304>>2]|0;t=f[a+1312>>2]|0;b=f[a+1320>>2]|0;a:{if(t){t=0;switch(b|0){case 4:{j=r+96|0;h=f[r+100>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}b:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){n=b;break b}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){n=b;break b}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(n|0))break;else d=b}if((d|0)==(r+104|0))s=117;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))k=n;else s=117}do if((s|0)==117){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){k=n;break}}f[c>>2]=0;k=n}while(0);b=f[k>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[n>>2]|0}}f[d>>2]=b;f[k>>2]=0;r=r+108|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(n);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 1:{j=r+136|0;h=f[r+140>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}c:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){p=b;break c}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){p=b;break c}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(p|0))break;else d=b}if((d|0)==(r+144|0))s=163;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))l=p;else s=163}do if((s|0)==163){b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){l=p;break}}f[c>>2]=0;l=p}while(0);b=f[l>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[p>>2]|0}}f[d>>2]=b;f[l>>2]=0;r=r+148|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(p);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 7:{j=r+116|0;h=f[r+120>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}d:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){o=b;break d}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){o=b;break d}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(o|0))break;else d=b}if((d|0)==(r+124|0))s=209;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))m=o;else s=209}do if((s|0)==209){b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){m=o;break}}f[c>>2]=0;m=o}while(0);b=f[m>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[o>>2]|0}}f[d>>2]=b;f[m>>2]=0;r=r+128|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(o);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 8:{g=r+36|0;d=f[r+40>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}e:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){i=b;break e}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){i=b;break e}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);YYa(g,i)|0;f[a+1328>>2]=5;break a}case 10:{g=r+16|0;d=f[r+20>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}f:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){h=b;break f}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){h=b;break f}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);ZYa(g,h)|0;f[a+1328>>2]=5;break a}default:{f[a+1328>>2]=5;break a}}}}f[a+1304>>2]=s;f[a+1312>>2]=t}
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g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_0a(a,b);return}function _0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $0a(a,b,c){a=a|0;b=b|0;c=c|0;xh[f[(f[a>>2]|0)+172>>2]&127](a,b,c);return}function a1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;w=a+560|0;if(!b)return;t=a+564|0;u=a+572|0;v=a+576|0;s=a+568|0;r=0;do{l=c+(r<<3)|0;j=f[l>>2]|0;a:do if(j|0){k=f[c+(r<<3)+4>>2]|0;p=k+-1640531527+(j<<6)+(j>>>2)^j;m=f[t>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)a=p&i;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;d=f[(f[w>>2]|0)+(a<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(h)while(1){h=f[d+4>>2]|0;if(!((h|0)==(p|0)|(h&i|0)==(a|0)))break b;if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0;if(!d)break b}do{h=f[d+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(a|0))break b}if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0}while((d|0)!=0)}}}while(0);i=pOb(16)|0;j=l;k=f[j+4>>2]|0;l=i+8|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;f[i+4>>2]=p;f[i>>2]=0;e=+(((f[u>>2]|0)+1|0)>>>0);g=+n[v>>2];do if(o|g*+(m>>>0)<e){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vza(w,a>>>0<d>>>0?d:a);a=f[t>>2]|0;d=a+-1|0;if(!(d&a)){h=a;a=d&p;break}if(p>>>0<a>>>0){h=a;a=p}else{h=a;a=(p>>>0)%(a>>>0)|0}}else h=m;while(0);d=(f[w>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[s>>2];f[s>>2]=i;f[d>>2]=s;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=h+-1|0;if(!(d&h))a=a&d;else if(a>>>0>=h>>>0)a=(a>>>0)%(h>>>0)|0;a=(f[w>>2]|0)+(a<<2)|0;q=37}}else{f[i>>2]=f[a>>2];q=37}if((q|0)==37){q=0;f[a>>2]=i}f[u>>2]=(f[u>>2]|0)+1}while(0);r=r+1|0}while((r|0)!=(b|0));return}function b1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;u=a+580|0;if(!b)return;q=a+516|0;r=a+584|0;s=a+592|0;t=a+596|0;p=a+588|0;o=0;do{l=c+(o<<3)+4|0;c1a(q,l)|0;l=f[l>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[u>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(u,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[u>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[p>>2];f[p>>2]=i;f[d>>2]=p;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[u>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}o=o+1|0}while((o|0)!=(b|0));return}function c1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function d1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e1a(a,b);return}function e1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;v=a+516|0;if(!b)return;r=a+520|0;s=a+528|0;t=a+532|0;u=a+524|0;p=a+580|0;o=0;do{q=c+(o<<3)+4|0;l=f[q>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[v>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(v,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[v>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[u>>2];f[u>>2]=i;f[d>>2]=u;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[v>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}c1a(p,q)|0;o=o+1|0}while((o|0)!=(b|0));return}function g1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0;if(((f[a+12>>2]|0)+-1|0)>>>0<2){Gh[f[(f[a>>2]|0)+44>>2]&3](a,b,c,d,e);return}j=a+4|0;a=f[j>>2]|0;k=a+600|0;g=f[k>>2]|0;i=a+604|0;if(!g)a=a+608|0;else{h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);a=a+608|0;f[a>>2]=0;f[i>>2]=0;f[k>>2]=0}f[k>>2]=f[b>>2];k=b+4|0;f[i>>2]=f[k>>2];i=b+8|0;f[a>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[j>>2]|0;f[b+612>>2]=c;f[b+616>>2]=d;n[b+620>>2]=e;return}function h1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;p=0;t=u;u=u+3296|0;d=f[b>>2]|0;if((c|0)==17&(d|0)==0){q=f[(f[(f[a+4>>2]|0)+428>>2]|0)+16>>2]|0;f[b>>2]=q}else q=d;s=f[(a+4|0)>>2]|0;if(q>>>0<=(f[s+816>>2]|0)>>>0){if(q>>>0<=(f[s+824>>2]|0)>>>0){u=t;return}i=f[(f[a+8>>2]|0)+232>>2]|0;b=f[(s+468|0)>>2]|0;do if(!b){k=s+468|0;l=s+468|0}else{e=s+468|0;a:while(1){d=f[b+16>>2]|0;do if(d>>>0>q>>>0)p=11;else{if(d>>>0>=q>>>0){d=f[b+20>>2]|0;if((d|0)>(c|0)){p=11;break}if((d|0)>=(c|0)){p=16;break a}}j=b+4|0;d=f[j>>2]|0;if(!d){p=15;break a}else{h=j;g=d}}while(0);if((p|0)==11){p=0;d=f[b>>2]|0;if(!d){p=12;break}else{h=b;g=d}}e=h;b=g}if((p|0)==12){k=b;l=b;break}else if((p|0)==15){k=b;l=j;break}else if((p|0)==16){k=b;l=e;break}}while(0);if(!(f[l>>2]|0)){b=pOb(24)|0;f[(b+16|0)>>2]=q;f[(b+16|0)+4>>2]=c;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=k;f[l>>2]=b;d=f[f[(s+464|0)>>2]>>2]|0;if(d){f[(s+464|0)>>2]=d;b=f[l>>2]|0}r_a(f[s+468>>2]|0,b);f[(s+472|0)>>2]=(f[(s+472|0)>>2]|0)+1}fZa(s,a,i);u=t;return}if(q>>>0>=(f[s+828>>2]|0)>>>0){u=t;return}r=f[(f[a+8>>2]|0)+232>>2]|0;f[t>>2]=q;b:do{m=1;l=c|0;if(m){m=0;switch(l|0){case 14:{e=f[(s+300|0)>>2]|0;if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&q;else if(e>>>0>q>>>0)g=q;else g=(q>>>0)%(e>>>0)|0;b=f[(f[(s+296|0)>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((e+-1|0)&e))while(1){c=f[b+4>>2]|0;d=(c|0)==(q|0);if(!(d|(c&(e+-1|0)|0)==(g|0)))break b;if(d)if((f[b+8>>2]|0)==(q|0)){j=b;break c}b=f[b>>2]|0;if(!b)break b}else while(1){d=f[b+4>>2]|0;if((d|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){j=b;break c}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);k=j+12|0;e=f[k>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,t+8|0);e=f[(s+300|0)>>2]|0;b=f[j+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&b;else if(b>>>0<e>>>0)h=b;else h=(b>>>0)%(e>>>0)|0;d=(f[(s+296|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(j|0))break;else i=b}if((i|0)==(s+304|0))p=56;else{b=f[i+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0))o=j;else p=56}do if((p|0)==56){b=f[j>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0)){o=j;break}}f[d>>2]=0;o=j}while(0);b=f[o>>2]|0;if(b){d=f[b+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(s+296|0)>>2]|0)+(d<<2)>>2]=i;b=f[j>>2]|0}}f[i>>2]=b;f[o>>2]=0;f[(s+308|0)>>2]=(f[(s+308|0)>>2]|0)+-1;b=f[k>>2]|0;f[k>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(j)}}}break}default:m=1}}f[t+48>>2]=a;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3112>>2]=m;f[t+3120>>2]=l;f[t+3152>>2]=0;f[t+3156>>2]=0;_4a(t);p=f[t+3104>>2]|0;m=f[t+3112>>2]|0;G=f[t+3152>>2]|0;D=f[t+3156>>2]|0;H=+n[t+3156>>2];f[t+3152>>2]=0;f[t+3156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break b}if(m){m=0;switch(l|0){case 11:{b=f[s+364>>2]|0;if(b|0){o=b;f[t+656>>2]=o;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3144>>2]=0;f[t+3148>>2]=0;Z4a(t);G=f[t+3144>>2]|0;D=f[t+3148>>2]|0;H=+n[t+3148>>2];f[t+3144>>2]=0;f[t+3148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}break}default:m=1}}if(m)switch(l|0){case 17:{g=f[(s+432|0)>>2]|0;if(g|0){e=s+432|0;d=g;d:while(1){b=d;while(1){if((f[b+16>>2]|0)>>>0<=q>>>0)break;b=f[b+4>>2]|0;if(!b)break d}d=f[b>>2]|0;if(!d){e=b;break}else e=b}if((e|0)!=(s+432|0|0))if((f[e+16>>2]|0)>>>0>=q>>>0){b=f[e+4>>2]|0;if(!b){d=e+8|0;b=f[d>>2]|0;if((f[b>>2]|0)!=(e|0))do{q=f[d>>2]|0;d=q+8|0;b=f[d>>2]|0}while((f[b>>2]|0)!=(q|0))}else while(1){d=f[b>>2]|0;if(!d)break;else b=d}if((f[(s+428|0)>>2]|0)==(e|0))f[(s+428|0)>>2]=b;f[(s+436|0)>>2]=(f[(s+436|0)>>2]|0)+-1;n_a(g,e);sOb(e);if(!(f[(s+436|0)>>2]|0)){b=f[(s+376|0)>>2]|0;d=f[s+380>>2]|0;if((b|0)==(d|0))break b;while(1){s=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=f[b>>2];f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,s,t+8|0);b=b+8|0;if((b|0)==(d|0))break b}}i=f[(f[(s+428|0)>>2]|0)+16>>2]|0;b=f[(s+376|0)>>2]|0;d=f[(s+380|0)>>2]|0;if((b|0)!=(d|0)){e=d;while(1){d=f[b>>2]|0;if(i>>>0<d>>>0){h=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=d;f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,h,t+8|0);h=b+8|0;d=f[(s+380|0)>>2]|0;if((h|0)==(d|0))e=d+-8|0;else{e=h;g=b;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];e=e+8|0;if((e|0)==(d|0))break;else g=g+8|0}b=b+((((d+-8|0)-h|0)>>>3)+1<<3)|0;e=d+-8|0}e=d+(~((e-b|0)>>>3)<<3)|0;if((d|0)==(b|0))b=h;else{f[(s+380|0)>>2]=e;b=h;d=e}}else{b=b+8|0;d=e}if((b|0)==(d|0))break;else e=d}}}}break}default:{}}}while(0);u=t;return}function i1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(36)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;k1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function j1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function k1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){l1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;l1a(a,b);return}function l1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function m1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;k=m+4|0;l=m;switch(d|0){case 1:{xh[f[(f[a>>2]|0)+16>>2]&127](a,c,e);u=m;return}case 3:{n1a(a,c,e);u=m;return}case 4:{o1a(a,c,e);u=m;return}case 5:{p1a(a,c,e,0);u=m;return}case 7:{q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,c,e);u=m;return}case 8:{r1a(a,c,e);u=m;return}case 10:{s1a(a,c,e);u=m;return}case 9:{j=a+4|0;h=xYa((f[j>>2]|0)+776|0,c)|0;g=h+36|0;if(f[g>>2]|0){d=h+32|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+28>>2]|0;if(d|0){e=h+24|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+56|0;if(f[g>>2]|0){d=h+52|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+48>>2]|0;if(d|0){e=h+44|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+16|0;if(f[g>>2]|0){d=h+12|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){e=h+4|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+76|0;if(f[g>>2]|0){d=h+72|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+68>>2]|0;if(d|0){e=h+64|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+96|0;if(f[g>>2]|0){d=h+92|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+88>>2]|0;if(d|0){e=h+84|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+116|0;if(f[g>>2]|0){d=h+112|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+108>>2]|0;if(d|0){e=h+104|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+136|0;if(f[g>>2]|0){d=h+132|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+128>>2]|0;if(d|0){e=h+124|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}b[h>>0]=3;h=k+4|0;i=k+8|0;e=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=3;f[i>>2]=e;d=t1a(d+336|0,k)|0;g=d;if(d|0){a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{n=f[a>>2]|0;o=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=e;oh[o&1023](n,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=g;f[k>>2]=f[l>>2];u1a(o,k)|0}g=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=1;f[i>>2]=g;d=t1a(d+336|0,k)|0;e=d;if(!d){u=m;return}a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{o=f[a>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;f[k>>2]=g;oh[n&1023](o,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=e;f[k>>2]=f[l>>2];u1a(o,k)|0;u=m;return}default:{u=m;return}}}function n1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+76|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+80>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+84|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+88|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=v0a(l,c+4|0)|0;b[q>>0]=d;return}function o1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+96|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+100>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+104|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+108|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=A0a(l,c+4|0)|0;b[q>>0]=d;return}function p1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;p=t+8|0;s=a+4|0;g=f[s>>2]|0;n=f[c>>2]|0;k=f[g+780>>2]|0;a:do if(k|0){j=k+-1|0;i=(j&k|0)==0;if(i)l=j&n;else if(k>>>0>n>>>0)l=n;else l=(n>>>0)%(k>>>0)|0;g=f[(f[g+776>>2]|0)+(l<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(i)while(1){o=f[g+4>>2]|0;i=(o|0)==(n|0);if(!(i|(o&j|0)==(l|0)))break a;if(i)if((f[g+8>>2]|0)==(n|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){i=f[g+4>>2]|0;if((i|0)==(n|0)){if((f[g+8>>2]|0)==(n|0))break b}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);o=g+56|0;if((h[g+12>>0]|0)<=1){switch(d<<24>>24){case 0:{m=c+4|0;l=f[m>>2]|0;j=f[g+60>>2]|0;if(!j)break a;i=j+-1|0;g=(i&j|0)==0;if(g)k=i&l;else if(j>>>0>l>>>0)k=l;else k=(l>>>0)%(j>>>0)|0;d=f[(f[o>>2]|0)+(k<<2)>>2]|0;if(!d)break a;d=f[d>>2]|0;if(!d)break a;c:do if(g)while(1){j=f[d+4>>2]|0;g=(j|0)==(l|0);if(!(g|(j&i|0)==(k|0)))break a;if(g)if((f[d+8>>2]|0)==(l|0)){k=d;break c}d=f[d>>2]|0;if(!d)break a}else while(1){g=f[d+4>>2]|0;if((g|0)==(l|0)){if((f[d+8>>2]|0)==(l|0)){k=d;break c}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);do if(b[k+12>>0]|0){i=f[(f[a+8>>2]|0)+232>>2]|0;f[r>>2]=n;f[q>>2]=f[r>>2];i=mSa(i,q)|0;j=f[m>>2]|0;d=f[i+24>>2]|0;g=d+-1|0;if(!(g&d)){d=f[(f[i+20>>2]|0)+((g&j)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}else{if(j>>>0<d>>>0)d=j;else d=(j>>>0)%(d>>>0)|0;d=f[(f[i+20>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}d=f[(f[d+16>>2]|0)+4>>2]|0;if(!d)break a;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))break a;else break}while(0);XYa(o,k)|0;break a}case 2:case 1:break;default:d=2}o=(P$a(o,c+4|0)|0)+1|0;b[o>>0]=d}}}}while(0);if(!e){u=t;return}m=f[(f[a+8>>2]|0)+232>>2]|0;n=ySa(m)|0;f[p>>2]=f[c>>2];f[q>>2]=f[p>>2];l=mSa(m,q)|0;d=f[l+8>>2]|0;l=f[l+12>>2]|0;if((d|0)==(l|0)){u=t;return}i=c+4|0;j=q+4|0;k=r+4|0;g=d;do{d=f[i>>2]|0;f[q>>2]=f[(f[g>>2]|0)+4>>2];f[j>>2]=d;ARa(r,m,q);qDa(n,f[r>>2]|0);d=f[(f[s>>2]|0)+364>>2]|0;if(d|0)do{Akb(m,f[d+8>>2]|0,f[r>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[k>>2]|0;if(d|0)iOb(d);g=g+8|0}while((g|0)!=(l|0));u=t;return}function q1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;t=y+24|0;v=y+16|0;w=y+8|0;x=y;l=f[d>>2]|0;k=f[a+780>>2]|0;if(!k){u=y;return}j=k+-1|0;i=(j&k|0)==0;if(i)m=j&l;else if(k>>>0>l>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[a+776>>2]|0)+(m<<2)>>2]|0;if(!g){u=y;return}g=f[g>>2]|0;if(!g){u=y;return}a:do if(i){while(1){p=f[g+4>>2]|0;i=(p|0)==(l|0);if(!(i|(p&j|0)==(m|0))){q=80;break}if(i)if((f[g+8>>2]|0)==(l|0)){s=g;break a}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}else{while(1){i=f[g+4>>2]|0;if((i|0)==(l|0)){if((f[g+8>>2]|0)==(l|0)){s=g;break a}}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(m|0)){q=80;break}}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}while(0);p=s+116|0;if((h[s+12>>0]|0)>1){u=y;return}switch(e<<24>>24){case 0:{j=f[d+4>>2]|0;m=f[s+120>>2]|0;b:do if(m|0){n=m+-1|0;o=(n&m|0)==0;if(o)i=n&j;else if(m>>>0>j>>>0)i=j;else i=(j>>>0)%(m>>>0)|0;k=f[p>>2]|0;e=f[k+(i<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(o)while(1){l=f[e+4>>2]|0;g=(l|0)==(j|0);if(!(g|(l&n|0)==(i|0)))break b;if(g)if((f[e+8>>2]|0)==(j|0)){l=e;break c}e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(j|0)){if((f[e+8>>2]|0)==(j|0)){l=e;break c}}else{if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(i|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);if(o)j=n&j;else if(m>>>0<=j>>>0)j=(j>>>0)%(m>>>0)|0;g=k+(j<<2)|0;i=f[g>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(l|0))break;else i=e}if((i|0)==(s+124|0))q=52;else{e=f[i+4>>2]|0;if(o)e=e&n;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;if((e|0)==(j|0))r=l;else q=52}do if((q|0)==52){e=f[l>>2]|0;if(e|0){e=f[e+4>>2]|0;do if(o)e=e&n;else{if(e>>>0<m>>>0)break;e=(e>>>0)%(m>>>0)|0}while(0);if((e|0)==(j|0)){r=l;break}}f[g>>2]=0;r=l}while(0);g=f[r>>2]|0;e=g;if(g){g=f[g+4>>2]|0;if(o)g=g&n;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(j|0)){f[(f[p>>2]|0)+(g<<2)>>2]=i;e=f[l>>2]|0}}f[i>>2]=e;f[r>>2]=0;s=s+128|0;f[s>>2]=(f[s>>2]|0)+-1;sOb(l)}}}while(0);zRa(v,c,d);l=f[(f[v>>2]|0)+44>>2]|0;e=f[l+112>>2]|0;l=f[l+116>>2]|0;if((e|0)!=(l|0)){m=t+4|0;j=a+832|0;k=w+4|0;do{g=f[e>>2]|0;i=g+116|0;if(!(f[g+196>>2]&131072)){f[x>>2]=f[i>>2];f[t>>2]=f[x>>2];IQa(w,c,t);g=f[g+120>>2]|0;f[t>>2]=f[(f[w>>2]|0)+8>>2];f[m>>2]=g;p1a(f[j>>2]|0,t,0,1);g=f[k>>2]|0;if(g|0)iOb(g)}else p1a(f[j>>2]|0,i,0,1);e=e+4|0}while((e|0)!=(l|0))}e=f[v+4>>2]|0;if(e|0)iOb(e);u=y;return}case 2:case 1:break;default:e=2}x=G0a(p,d+4|0)|0;b[x>>0]=e;u=y;return}function r1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+36|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+40>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(!(b[o+12>>0]|0)){sRa(n,f[(f[a+8>>2]|0)+232>>2]|0,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(NFa(e)|0){u=p;return}}YYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(b0a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function s1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+16|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+20>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(b[o+12>>0]|0){g=f[(f[a+8>>2]|0)+232>>2]|0;CRa(n,g,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(!(lFa(e,g,1,0)|0)){u=p;return}}ZYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(W$a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function t1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[b+4>>2]|0;g=l+-1640531527+(k<<6)+(k>>>2)^k;e=f[b+8>>2]|0;g=e+-1640531527+(g<<6)+(g>>>2)^g;h=f[a+4>>2]|0;if(!h){l=0;return l|0}d=h+-1|0;c=(d&h|0)==0;if(c)i=g&d;else if(g>>>0<h>>>0)i=g;else i=(g>>>0)%(h>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){l=0;return l|0}b=f[b>>2]|0;if(!b){l=0;return l|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(g|0);if(!(a|(c&d|0)==(i|0))){b=0;a=23;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(l|0))if((f[b+16>>2]|0)==(e|0)){a=23;break}b=f[b>>2]|0;if(!b){b=0;a=23;break}}if((a|0)==23)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(g|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(l|0))if((f[j+16>>2]|0)==(e|0)){b=j;a=23;break}}else{if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(i|0)){b=0;a=23;break}}j=f[j>>2]|0;if(!j){b=0;a=23;break}}if((a|0)==23)return b|0;return 0}function u1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;d=k+20|0;b=f[d>>2]|0;if(b|0){e=k+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{a=c+-4|0;f[e>>2]=a;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}sOb(k);return l|0}function v1a(a,b,c){a=a|0;b=b|0;c=c|0;q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,b,c);return}function w1a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;w=y+4|0;x=y;v=a+4|0;t=f[v>>2]|0;f[w>>2]=b;f[w+4>>2]=c;f[w+8>>2]=d;b=t1a(t+336|0,w)|0;t=b;if(!b){u=y;return}a=f[b+20>>2]|0;s=f[b+24>>2]|0;a:do if((a|0)!=(s|0)){l=e+(g<<2)|0;m=w+4|0;n=w+8|0;k=g<<2;o=k>>2;p=(o|0)==0;q=o>>>0>1073741823;r=w+8|0;i=(g|0)==0;j=((l+-4-e|0)>>>2)+1|0;if(!h)while(1){e=f[a>>2]|0;r=f[(f[e>>2]|0)+12>>2]|0;f[w>>2]=d;oh[r&1023](e,w);a=a+4|0;if((a|0)==(s|0))break a}while(1){c=f[a>>2]|0;g=f[(f[c>>2]|0)+8>>2]|0;f[w>>2]=0;f[m>>2]=0;f[n>>2]=0;if(!p){if(q)break;h=pOb(k)|0;f[m>>2]=h;f[w>>2]=h;f[r>>2]=h+(o<<2);if(!i){b=e;d=h;while(1){f[d>>2]=f[b>>2];b=b+4|0;if((b|0)==(l|0))break;else d=d+4|0}f[m>>2]=h+(j<<2)}}oh[g&1023](c,w);b=f[w>>2]|0;if(b|0){c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;if((a|0)==(s|0))break a}AMb(w)}while(0);v=(f[v>>2]|0)+336|0;f[x>>2]=t;f[w>>2]=f[x>>2];u1a(v,w)|0;u=y;return}function x1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n+4|0;e=n;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0){u=n;return}l=y1a(a+388|0,b)|0;k=l+4|0;a=f[k>>2]|0;if((f[l>>2]|0)!=(a|0)){f[e>>2]=a;f[m>>2]=f[e>>2];z1a(l,m,c,c+(d<<3)|0)|0;u=n;return}h=c+(d<<3)|0;f[m>>2]=0;j=m+4|0;f[j>>2]=0;f[m+8>>2]=0;b=d<<3;a=b>>3;if(!a){a=0;e=0}else{if(a>>>0>536870911)AMb(m);i=pOb(b)|0;f[j>>2]=i;f[m>>2]=i;f[m+8>>2]=i+(a<<3);e=i;if(!d)a=e;else{g=((b+-8|0)>>>3)+1|0;a=c;b=i;d=i;while(1){p=a;o=f[p+4>>2]|0;c=b;f[c>>2]=f[p>>2];f[c+4>>2]=o;a=a+8|0;d=d+8|0;if((a|0)==(h|0))break;else b=d}a=i+(g<<3)|0;f[j>>2]=a}}b=f[l>>2]|0;if(!b){d=l+8|0;b=e}else{a=f[k>>2]|0;if((a|0)!=(b|0))f[k>>2]=a+(~((a+-8-b|0)>>>3)<<3);sOb(b);d=l+8|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0;b=f[m>>2]|0;a=f[j>>2]|0}f[l>>2]=b;f[k>>2]=a;f[d>>2]=f[m+8>>2];u=n;return}function y1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;A1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function z1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;o=l+(h>>3<<3)|0;k=c;p=d-k|0;j=p>>3;if((p|0)<=0){p=o;return p|0}n=a+8|0;e=f[n>>2]|0;p=a+4|0;m=f[p>>2]|0;b=m;if((j|0)<=(e-b>>3|0)){h=b-o|0;b=h>>3;if((j|0)>(b|0)){g=c+(b<<3)|0;if((g|0)==(d|0))b=m;else{e=g;b=m;do{n=e;a=f[n+4>>2]|0;f[b>>2]=f[n>>2];f[b+4>>2]=a;e=e+8|0;b=(f[p>>2]|0)+8|0;f[p>>2]=b}while((e|0)!=(d|0))}if((h|0)>0)d=g;else{p=o;return p|0}}else b=m;h=b-(o+(j<<3))|0;i=h>>3;e=o+(i<<3)|0;if(e>>>0<m>>>0){g=b;do{l=e;n=f[l+4>>2]|0;a=g;f[a>>2]=f[l>>2];f[a+4>>2]=n;e=e+8|0;g=(f[p>>2]|0)+8|0;f[p>>2]=g}while(e>>>0<m>>>0)}if(i|0)cQb(b+(0-i<<3)|0,o|0,h|0)|0;b=d-k|0;if(!b){p=o;return p|0}cQb(o|0,c|0,b|0)|0;p=o;return p|0}b=(b-g>>3)+j|0;if(b>>>0>536870911)AMb(a);j=e-g|0;g=j>>2;g=j>>3>>>0<268435455?(g>>>0<b>>>0?b:g):536870911;j=o;b=h>>3;do if(!g)i=0;else if(g>>>0>536870911)vd();else{i=pOb(g<<3)|0;break}while(0);k=i+(b<<3)|0;e=k;i=i+(g<<3)|0;if((c|0)==(d|0))b=l;else{b=c;g=k;do{l=b;m=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=m;g=e+8|0;e=g;b=b+8|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(0-(g>>3)<<3)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[p>>2]|0)-j|0;if((g|0)>0){bQb(e|0,o|0,g|0)|0;e=e+(g>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=h;f[p>>2]=e;f[n>>2]=i;if(!b){p=k;return p|0}sOb(b);p=k;return p|0}function A1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){B1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;B1a(a,b);return}function B1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;a=f[(f[a+4>>2]|0)+364>>2]|0;if(!a)return;j=f[c>>2]|0;a:while(1){i=a;if((f[i+36>>2]|0)==(j|0))break;if((f[i+40>>2]|0)==(j|0))break;c=i+12|0;g=f[i+16>>2]|0;b:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&j;else if(j>>>0<g>>>0)h=j;else h=(j>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){if(d)while(1){g=f[c+4>>2]|0;d=(g|0)==(j|0);if(!(d|(g&e|0)==(h|0)))break b;if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c)break b}do{d=f[c+4>>2]|0;if((d|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break b}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);a=f[a>>2]|0;if(!a){k=25;break}}if((k|0)==25)return;b[i+44>>0]=1;return}function D1a(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0)return;b=i1a(a+408|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];f[b+20>>2]=f[c+20>>2];return}function E1a(a,b){a=a|0;b=b|0;return}function F1a(a){a=a|0;var b=0;f[a>>2]=39368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;K3a(a);sOb(a);return}function G1a(a){a=a|0;var b=0,c=0;f[a>>2]=39368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}K3a(b);sOb(b);sOb(a);return}function H1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;i=a+4|0;c=f[i>>2]|0;a=c+116|0;h=b[a>>0]|0;if(h&4){b[a>>0]=h&-5;lQa((f[c>>2]|0)+92|0);c=f[i>>2]|0}c=f[c>>2]|0;if(d>>>0<69&(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)){g=f[(f[i>>2]|0)+4>>2]|0;f[j>>2]=f[9952];CQa(g,j);u=k;return}if((e|0)!=-2){u=k;return}if(!(nYa(c)|0)){u=k;return}f[(f[i>>2]|0)+100>>2]=g;u=k;return}function I1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j+24|0;i=j;if((c|0)!=2){u=j;return}g=a+4|0;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;if(c&4){u=j;return}b[a>>0]=c|4;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;do if(c&8){b[a>>0]=c&-9;d=f[g>>2]|0;a=f[d>>2]|0;d=f[d+4>>2]|0;if((zSa(d)|0)<=0){Y8a(f[a+240>>2]|0);break}e=i+16|0;f[i>>2]=39772;f[i+4>>2]=a;f[e>>2]=i;b[h>>0]=1;a=d+8|0;c=f[a>>2]|0;if(c>>>0<(f[d+12>>2]|0)>>>0){f[c+16>>2]=c;h=f[e>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,c);h=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=h+32}else Qha(d+4|0,i,h);a=f[e>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);lQa((f[f[g>>2]>>2]|0)+104|0);u=j;return}function J1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;if(!c){u=g;return}do switch(c&-2113929217|0){case 1:{c=8;break}case 2:{c=5;break}case 3:{c=4;break}case 4:{c=6;break}case 5:{c=c>>>30|2;break}case 6:{c=9;break}case 7:{c=7;break}case 8:{c=1;break}case 9:{c=10;break}case 10:{c=0;break}case 11:{c=14;break}case 12:{c=16;break}default:{u=g;return}}while(0);a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,c);u=g;return}function K1a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+848|0;o=w+832|0;q=w+824|0;r=w+72|0;s=w+48|0;t=w+24|0;v=w;m=a+4|0;a=f[m>>2]|0;k=a+116|0;l=b[k>>0]|0;if(l&4){b[k>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=w;return}n=f[(f[m>>2]|0)+4>>2]|0;a=BQa(n)|0;f[o>>2]=a;f[o+4>>2]=j;ERa(q,n,o);a=f[q>>2]|0;if(!a){i8a(r,f[(f[f[m>>2]>>2]|0)+240>>2]|0);k=f[r>>2]|0;a=r+4|0;j=f[a>>2]|0;f[r>>2]=0;f[a>>2]=0;f[q>>2]=k;k=q+4|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){iOb(l);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(n,q,o)|0;a=f[q>>2]|0}else k=q+4|0;p[s>>3]=+p[d>>3];p[s+8>>3]=+p[d+8>>3];p[s+16>>3]=+p[d+16>>3];p[t>>3]=+p[e>>3];p[t+8>>3]=+p[e+8>>3];p[t+16>>3]=+p[e+16>>3];p[v>>3]=+p[g>>3];p[v+8>>3]=+p[g+8>>3];p[v+16>>3]=+p[g+16>>3];aAa(r,(c|0)==3?2:(c|0)!=1&1,s,t,v,h,i,0.0);o8a(a,r);a=f[k>>2]|0;if(a|0)iOb(a);u=w;return}function L1a(a,b,c,d,e,g,h){a=a|0;b=+b;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+48|0;m=p+32|0;l=p+24|0;k=p+16|0;o=p+8|0;n=p;i=a+4|0;j=f[(f[i>>2]|0)+4>>2]|0;a=BQa(j)|0;f[k>>2]=a;f[k+4>>2]=h;ERa(o,j,k);if(!(f[o>>2]|0)){i8a(m,f[(f[f[i>>2]>>2]|0)+240>>2]|0);q=f[m>>2]|0;a=m+4|0;r=f[a>>2]|0;f[m>>2]=0;f[a>>2]=0;f[o>>2]=q;q=o+4|0;h=f[q>>2]|0;f[q>>2]=r;if(h|0){iOb(h);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(j,o,k)|0}if(b>=0.0)q8a(f[o>>2]|0,b)|0;if(c>=0.0)r8a(f[o>>2]|0,c)|0;if(d>=0.0)s8a(f[o>>2]|0,d)|0;h=f[i>>2]|0;a=BQa(j)|0;do if(!g){f[n>>2]=0;f[n+4>>2]=0}else{if(!e){f[n>>2]=0;f[n+4>>2]=0;break}if((g|0)!=1){f[n>>2]=0;f[n+4>>2]=0;break}r=f[h+4>>2]|0;q=f[e>>2]|0;f[l>>2]=a;f[l+4>>2]=q;sRa(m,r,l);a=f[m>>2]|0;if(!a){f[n>>2]=0;f[n+4>>2]=0}else QFa(n,a);a=f[m+4>>2]|0;if(a|0)iOb(a);if(f[n>>2]|0)p8a(f[o>>2]|0,n)|0}while(0);a=f[n+4>>2]|0;if(a|0)iOb(a);a=f[o+4>>2]|0;if(!a){u=p;return}iOb(a);u=p;return}function M1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;f[i>>2]=g;Th[f[(f[a>>2]|0)+184>>2]&127](a,c,d,e,i,(b[(f[a+4>>2]|0)+116>>0]&64)!=0);u=h;return}function N1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;d=u;u=u+48|0;h=d+32|0;i=d;g=d+8|0;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[i>>2]=e;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[c>>2];f[g+16>>2]=f[c+4>>2];f[g+20>>2]=f[c+8>>2];f[h>>2]=f[i>>2];D1a(a,h,g);u=d;return}function O1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=u;u=u+32|0;g=h;if(!e){u=h;return}if(b[d+(e+-1)>>0]|0){u=h;return}e=d+e+-1|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;if((e|0)!=(d|0)){do{d=d3a(g,d,e)|0;if(!d)break;e3a(a,c,g)|0}while((d|0)!=(e|0));if((b[g+12+11>>0]|0)<0)sOb(f[g+12>>2]|0)}d=f[g>>2]|0;if(d|0){c=g+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{a=e+-24|0;f[c>>2]=a;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);e=f[c>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}u=h;return}function P1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=a+4|0;a=f[h>>2]|0;i=a+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[a>>2]|0)+92|0);a=f[h>>2]|0}j=f[(f[a>>2]|0)+240>>2]|0;fab(j,d,e,c,g);u9a(j);return}function Q1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;a=a+4|0;h=f[a>>2]|0;i=h+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=l;return}f[k>>2]=c;f[k+4>>2]=d;if(aRa(f[(f[a>>2]|0)+4>>2]|0,k,e,g)|0)s1a(f[(f[f[a>>2]>>2]|0)+244>>2]|0,k,0);u=l;return}function R1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if(!b){u=g;return}f[e>>2]=b;f[e+4>>2]=c;m1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,e,d&-134217729,d&134217728|0?1:2);u=g;return}function S1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+8|0;h=j+4|0;i=j;a=f[a+4>>2]|0;e=f[a>>2]|0;a=f[a+4>>2]|0;if((d|0)<11){switch(d|0){case 9:break;default:{u=j;return}}f[i>>2]=c;f[g>>2]=f[i>>2];oYa(e,g);u=j;return}if((d|0)<536870919){switch(d|0){case 11:break;default:{u=j;return}}f[h>>2]=c;f[g>>2]=f[h>>2];KQa(a,e,g)|0;u=j;return}else{switch(d|0){case 536870919:break;default:{u=j;return}}f[g>>2]=b;f[g+4>>2]=c;rRa(a,g)|0;u=j;return}}function T1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=e&268435456;if(!(h|b))return;do switch(e&-2113929217|0){case 1:{g=8;break}case 2:{g=5;break}case 3:{g=4;break}case 4:{g=6;break}case 5:{g=2;break}case 6:{g=9;break}case 7:{g=7;break}case 8:{g=1;break}case 9:{g=10;break}case 10:{g=0;break}case 11:{g=14;break}case 12:{g=16;break}default:return}while(0);g=MMa(g)|0;w1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,g,(h>>>28|e>>>24&2)^1,b,d,c,1);return}function U1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;k=l;i=l+8|0;a=f[a+4>>2]|0;g=f[a>>2]|0;j=f[g+240>>2]|0;switch(e|0){case 1:{a=f[a+4>>2]|0;f[h>>2]=b;f[h+4>>2]=c;zRa(k,a,h);a=f[k>>2]|0;if(a|0)if(Sg[f[(f[a>>2]|0)+24>>2]&255](a,d,1)|0){g=f[(f[k>>2]|0)+44>>2]|0;a=f[g+112>>2]|0;g=f[g+116>>2]|0;if((a|0)!=(g|0))do{AKa(f[a>>2]|0)|0;a=a+4|0}while((a|0)!=(g|0));Y8a(j)}a=f[k+4>>2]|0;if(a|0)iOb(a);u=l;return}case 3:{k=f[g+244>>2]|0;f[i>>2]=c;f[h>>2]=f[i>>2];S_a(k,d,h);u=l;return}default:{u=l;return}}}function V1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=u;u=u+32|0;h=g+20|0;i=g+16|0;j=g+12|0;m=g+8|0;l=g+4|0;k=g;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[m>>2]=b;f[l>>2]=c;f[k>>2]=d;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];c$a(a,e,j,i,h);u=g;return}function W1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;b=u;u=u+32|0;g=b+16|0;h=b+12|0;l=b+8|0;j=b+4|0;i=b;a=a+4|0;k=f[(f[a>>2]|0)+4>>2]|0;f[l>>2]=c;f[g>>2]=f[l>>2];CQa(k,g);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[j>>2]=c;f[i>>2]=d;f[h>>2]=f[j>>2];f[g>>2]=f[i>>2];U_a(a,e,h,g);u=b;return}function X1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;k=n+16|0;j=n;l=n+12|0;m=n+8|0;a=a+4|0;d=f[a>>2]|0;h=f[d>>2]|0;i=f[d+4>>2]|0;c=f[h+240>>2]|0;d=d+116|0;e=b[d>>0]|0;if(!(e&16)){e=BQa(i)|0;a=f[(f[a>>2]|0)+100>>2]|0;f[j>>2]=e;f[j+4>>2]=a;ERa(k,i,j);if(f[k>>2]|0)U9a(c,k,1);c=f[k+4>>2]|0;if(c|0)iOb(c)}else b[d>>0]=e&-65;j=f[h+244>>2]|0;Jkb(DSa(i)|0,j);f[l>>2]=g;f[k>>2]=f[l>>2];f[m>>2]=g;f[k>>2]=f[m>>2];h1a(j,k,12);u=n;return}function Y1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=a+4|0;a=f[e>>2]|0;g=a+116|0;h=b[g>>0]|0;if(h&4){b[g>>0]=h&-5;lQa((f[a>>2]|0)+92|0);a=f[e>>2]|0}c3a((f[a>>2]|0)+116|0,c,d);return}function Z1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+32|0;o=s+24|0;p=s+8|0;q=s;n=a+4|0;a=f[n>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(o,f[(f[n>>2]|0)+4>>2]|0,j);a=f[o>>2]|0;if(!a){l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39624;m=l+12|0;mLa(m);f[o>>2]=m;m=o+4|0;a=f[m>>2]|0;f[m>>2]=l;if(a|0)iOb(a);XQa(f[(f[n>>2]|0)+4>>2]|0,o,j)|0;a=f[o>>2]|0}mLa(p);tLa(p,a);h=f[p>>2]|0;if(h|0){j=p+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[p>>2]|0}sOb(h)}if(g|0){k=p+4|0;l=q+4|0;d=0;while(1){i=e+(d<<2)|0;j=d;do{j=j+1|0;m=j>>>0<g>>>0;if(!m){r=23;break}h=f[i>>2]|0}while((f[e+(j<<2)>>2]|0)==(h|0));if((r|0)==23){r=0;h=f[i>>2]|0}if((h|0)!=-1){f[p>>2]=c;f[k>>2]=h;vRa(q,f[(f[n>>2]|0)+4>>2]|0,p);if(f[q>>2]|0)nLa(a,d,j-d|0,q);h=f[l>>2]|0;if(h|0)iOb(h)}if(m)d=j;else break}}a=f[o+4>>2]|0;if(a|0)iOb(a)}u=s;return}function _1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;j=o+32|0;l=o+24|0;m=o+8|0;n=o;k=a+4|0;a=f[k>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=o;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(l,f[(f[k>>2]|0)+4>>2]|0,j);a=f[l>>2]|0;if(!a){i=pOb(24)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=39624;d=i+12|0;mLa(d);f[l>>2]=d;d=l+4|0;a=f[d>>2]|0;f[d>>2]=i;if(a|0)iOb(a);XQa(f[(f[k>>2]|0)+4>>2]|0,l,j)|0;a=f[l>>2]|0}mLa(m);tLa(m,a);h=f[m>>2]|0;if(h|0){j=m+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[m>>2]|0}sOb(h)}if(g|0){i=m+4|0;d=n+4|0;h=0;do{j=f[e+(h*12|0)+8>>2]|0;f[m>>2]=c;f[i>>2]=j;vRa(n,f[(f[k>>2]|0)+4>>2]|0,m);if(f[n>>2]|0)nLa(a,f[e+(h*12|0)>>2]|0,f[e+(h*12|0)+4>>2]|0,n);j=f[d>>2]|0;if(j|0)iOb(j);h=h+1|0}while((h|0)!=(g|0))}a=f[l+4>>2]|0;if(a|0)iOb(a)}u=o;return}function $1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+80|0;i=m+16|0;l=m+8|0;j=m;k=a+4|0;g=f[k>>2]|0;h=g+116|0;a=b[h>>0]|0;if(a&4){b[h>>0]=a&-5;lQa((f[g>>2]|0)+92|0)}if(!c){u=m;return}f[i>>2]=f[e>>2];f[i+16>>2]=f[e+12>>2];f[i+32>>2]=f[e+24>>2];f[i+48>>2]=f[e+36>>2];f[i+4>>2]=f[e+4>>2];f[i+20>>2]=f[e+16>>2];f[i+36>>2]=f[e+28>>2];f[i+52>>2]=f[e+40>>2];f[i+8>>2]=f[e+8>>2];f[i+24>>2]=f[e+20>>2];f[i+40>>2]=f[e+32>>2];f[i+56>>2]=f[e+44>>2];f[i+12>>2]=0;f[i+28>>2]=0;f[i+44>>2]=0;f[i+60>>2]=1065353216;f[l>>2]=c;f[l+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;IIa(j,i);g=UQa(g,j,l)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)o1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,l,0);u=m;return}function a2a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+24|0;p=s+16|0;q=s;n=a+4|0;a=f[n>>2]|0;j=a+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[r>>2]=0;o=r+4|0;f[o>>2]=0;f[r+8>>2]=0;if(!g)a=0;else{fEa(r,g);a=f[r>>2]|0}bQb(a|0,i|0,g*12|0)|0;i=h+(e<<2)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=h;a=e<<2;j=a>>2;if(j|0){if(j>>>0>1073741823)AMb(q);g=pOb(a)|0;f[m>>2]=g;f[q>>2]=g;f[q+8>>2]=g+(j<<2);if(e|0){k=i+-4|0;a=h;j=g;while(1){f[j>>2]=f[a>>2];a=a+4|0;if((a|0)==(i|0))break;else j=j+4|0}f[m>>2]=g+(((k-l|0)>>>2)+1<<2)}}jqb(p,r,q);a=f[q>>2]|0;if(a|0){j=f[m>>2]|0;if((j|0)!=(a|0))f[m>>2]=j+(~((j+-4-a|0)>>>2)<<2);sOb(a)}a=f[(f[n>>2]|0)+4>>2]|0;f[q>>2]=c;f[q+4>>2]=d;cRa(a,p,q)|0;a=f[p+4>>2]|0;if(a|0)iOb(a);a=f[r>>2]|0;if(a|0){j=f[o>>2]|0;if((j|0)!=(a|0))f[o>>2]=j+(~(((j+-12-a|0)>>>0)/12|0)*12|0);sOb(a)}u=s;return}function b2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+64|0;r=w+56|0;s=w+16|0;t=w+8|0;v=w;q=a+4|0;h=f[q>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=w;return}Rpb(r);a=f[e>>2]|0;i=f[e+4>>2]|0;if((a|0)!=(i|0)){j=s+24|0;k=s+16|0;l=s+4|0;m=t+4|0;n=v+4|0;o=t+4|0;p=v+4|0;do{Gpb(s);h=a+16|0;g=f[h>>2]|0;if(g&2){Jpb(s,1);g=f[h>>2]|0}if(g&1|0)Hpb(s,1);g=f[a+12>>2]|0;if(g|0){f[t>>2]=c;f[o>>2]=g;uRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Ipb(s,v);g=f[p>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0;e=f[a+4>>2]|0;if((g|0)!=(e|0))do{h=f[g>>2]|0;f[t>>2]=c;f[m>>2]=h;FRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Kpb(s,v);h=f[n>>2]|0;if(h|0)iOb(h);g=g+4|0}while((g|0)!=(e|0));eqb(f[r>>2]|0,s);g=f[j>>2]|0;if(g|0)iOb(g);g=f[k>>2]|0;if(g|0)iOb(g);g=f[s>>2]|0;if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0)){do{e=h+-8|0;f[l>>2]=e;h=f[h+-4>>2]|0;if(!h)h=e;else{iOb(h);h=f[l>>2]|0}}while((h|0)!=(g|0));g=f[s>>2]|0}sOb(g)}a=a+20|0}while((a|0)!=(i|0))}a=f[(f[q>>2]|0)+4>>2]|0;f[s>>2]=c;f[s+4>>2]=d;dRa(a,r,s)|0;a=f[r+4>>2]|0;if(a|0)iOb(a);u=w;return}function c2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+24|0;i=n+8|0;j=n;k=a+4|0;l=f[k>>2]|0;m=l+116|0;g=b[m>>0]|0;if(g&4){b[m>>0]=g&-5;lQa((f[l>>2]|0)+92|0)}if(!c){u=n;return}PHa(h);g=f[e+4>>2]|0;l=f[e+8>>2]|0;m=f[e+12>>2]|0;f[i>>2]=f[e>>2];f[i+4>>2]=g;f[i+8>>2]=l;f[i+12>>2]=m;_Ha(f[h>>2]|0,i);f[j>>2]=c;f[j+4>>2]=d;if(WQa(f[(f[k>>2]|0)+4>>2]|0,h,j)|0){n1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,j,0);I2a(f[k>>2]|0,a)}a=f[h+4>>2]|0;if(a|0)iOb(a);u=n;return}function d2a(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=+h;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+96|0;w=z+72|0;t=z+64|0;x=z+56|0;n=z+40|0;v=z+32|0;r=z+8|0;s=z;y=a+4|0;o=f[y>>2]|0;p=o+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[o>>2]|0)+92|0)}if(!c){u=z;return}PHa(x);o=f[e+4>>2]|0;p=f[e+8>>2]|0;q=f[e+12>>2]|0;f[n>>2]=f[e>>2];f[n+4>>2]=o;f[n+8>>2]=p;f[n+12>>2]=q;_Ha(f[x>>2]|0,n);$Ha(f[x>>2]|0,i);aIa(f[x>>2]|0,h);bIa(f[x>>2]|0,g);if((l|0)!=0&(m|0)!=0){DDa(w,f[l+8>>2]|0);m=f[l+4>>2]|0;if(m|0){f[t>>2]=c;f[t+4>>2]=m;uRa(v,f[(f[y>>2]|0)+4>>2]|0,t);m=f[v>>2]|0;if(m|0){e=f[x>>2]|0;f[r>>2]=f[m>>2];f[r+8>>2]=f[m+16>>2];f[r+16>>2]=f[m+48>>2];f[r+4>>2]=f[m+4>>2];f[r+12>>2]=f[m+20>>2];f[r+20>>2]=f[m+52>>2];YHa(e,r)}m=f[v+4>>2]|0;if(m|0)iOb(m)}l=f[l>>2]|0;f[t>>2]=c;f[t+4>>2]=l;sRa(v,f[(f[y>>2]|0)+4>>2]|0,t);if(f[v>>2]|0){Lwb(r);FDa(w,r);PFa(s,f[v>>2]|0,r);if(f[s>>2]|0){uIa(f[x>>2]|0,f[w+16>>2]|0);XHa(f[x>>2]|0,s)}m=f[s+4>>2]|0;if(m|0)iOb(m)}m=f[v+4>>2]|0;if(m|0)iOb(m)}m=f[y>>2]|0;do if(!k){f[v>>2]=0;f[v+4>>2]=0}else{if(!j){f[v>>2]=0;f[v+4>>2]=0;break}if((k|0)!=1){f[v>>2]=0;f[v+4>>2]=0;break}m=f[m+4>>2]|0;k=f[j>>2]|0;f[t>>2]=c;f[t+4>>2]=k;sRa(w,m,t);m=f[w>>2]|0;if(!m){f[v>>2]=0;f[v+4>>2]=0}else QFa(v,m);m=f[w+4>>2]|0;if(m|0)iOb(m);if(f[v>>2]|0)WHa(f[x>>2]|0,v)}while(0);m=f[v+4>>2]|0;if(m|0)iOb(m);f[w>>2]=c;f[w+4>>2]=d;if(WQa(f[(f[y>>2]|0)+4>>2]|0,x,w)|0){n1a(f[(f[f[y>>2]>>2]|0)+244>>2]|0,w,0);I2a(f[y>>2]|0,a)}m=f[x+4>>2]|0;if(m|0)iOb(m);u=z;return}function e2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,v){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;q=+q;r=+r;s=+s;t=+t;v=v|0;var w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+112|0;z=D+88|0;A=D+96|0;m=D+72|0;y=D+64|0;B=D+40|0;x=D+32|0;l=D+24|0;w=D;f[z>>2]=c;C=a+4|0;n=f[C>>2]|0;v=n+116|0;k=b[v>>0]|0;if(k&4){b[v>>0]=k&-5;lQa((f[n>>2]|0)+92|0)}if(!c){u=D;return}PHa(A);oIa(f[A>>2]|0,1);v=f[o+4>>2]|0;k=f[o+8>>2]|0;c=f[o+12>>2]|0;f[m>>2]=f[o>>2];f[m+4>>2]=v;f[m+8>>2]=k;f[m+12>>2]=c;_Ha(f[A>>2]|0,m);f[y>>2]=z;f[y+4>>2]=a;if(e|0){DDa(B,f[e+8>>2]|0);uIa(f[A>>2]|0,f[B+16>>2]|0);m=f[e+4>>2]|0;if(m|0){f[x>>2]=f[z>>2];f[x+4>>2]=m;uRa(l,f[(f[C>>2]|0)+4>>2]|0,x);m=f[l>>2]|0;if(m|0){o=f[A>>2]|0;f[w>>2]=f[m>>2];f[w+8>>2]=f[m+16>>2];f[w+16>>2]=f[m+48>>2];f[w+4>>2]=f[m+4>>2];f[w+12>>2]=f[m+20>>2];f[w+20>>2]=f[m+52>>2];YHa(o,w)}m=f[l+4>>2]|0;if(m|0)iOb(m)}Z2a(x,y,e);if(f[x>>2]|0)XHa(f[A>>2]|0,x);m=f[x+4>>2]|0;if(m|0)iOb(m)}if(g|0){Z2a(B,y,g);if(f[B>>2]|0)wIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if(h|0){Z2a(B,y,h);if(f[B>>2]|0)yIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if((i|0)!=0|(j|0)!=0){Z2a(B,y,i);if(f[B>>2]|0)xIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}qIa(f[A>>2]|0,q);rIa(f[A>>2]|0,r);f[B>>2]=f[z>>2];f[B+4>>2]=d;if(WQa(f[(f[C>>2]|0)+4>>2]|0,A,B)|0){n1a(f[(f[f[C>>2]>>2]|0)+244>>2]|0,B,0);I2a(f[C>>2]|0,a)}m=f[A+4>>2]|0;if(m|0)iOb(m);u=D;return}function f2a(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0;s=u;u=u+64|0;r=s;f[r>>2]=b;f[r+4>>2]=c;c=r+8|0;f[c>>2]=d;f[c+4>>2]=e;f[r+16>>2]=g;f[r+20>>2]=h;f[r+24>>2]=i;f[r+28>>2]=j;f[r+32>>2]=k;f[r+36>>2]=l;f[r+40>>2]=m;f[r+44>>2]=n;f[r+48>>2]=o;f[r+52>>2]=p;f[r+56>>2]=q;if(J2a(a,r)|0){u=s;return}a=f[a+4>>2]|0;m=a+108|0;b=f[m>>2]|0;if((b|0)==(f[a+112>>2]|0)){Y2a(a+104|0,r);u=s;return}else{a=r;l=b+64|0;do{f[b>>2]=f[a>>2];b=b+4|0;a=a+4|0}while((b|0)<(l|0));f[m>>2]=(f[m>>2]|0)+64;u=s;return}}function g2a(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;r=A+56|0;z=A+40|0;q=A+48|0;s=A+16|0;y=A+24|0;v=A+8|0;w=A;x=a+4|0;a=f[x>>2]|0;o=a+116|0;p=b[o>>0]|0;if(p&4){b[o>>0]=p&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=A;return}t=f[(f[x>>2]|0)+4>>2]|0;f[q>>2]=c;f[r>>2]=f[q>>2];IQa(z,t,r);a=f[z>>2]|0;if(a|0){f[s>>2]=d;f[y>>2]=i;f[y+4>>2]=j;f[y+8>>2]=k;f[y+12>>2]=m;f[r>>2]=f[s>>2];YFa(a,r,y)}f[r>>2]=c;f[r+4>>2]=d;LRa(y,t,r);o=v+4|0;p=w+4|0;if((e|0)!=-1){d=BQa(t)|0;f[v>>2]=d;f[o>>2]=e;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,0,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((g|0)!=-1){e=BQa(t)|0;f[v>>2]=e;f[o>>2]=g;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,1,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((h|0)!=-1){g=BQa(t)|0;f[v>>2]=g;f[o>>2]=h;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,2,w);a=f[p>>2]|0;if(a|0)iOb(a)}o=v+4|0;p=w+4|0;if(i|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=i;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,0,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(j|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=j;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,1,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(k|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=k;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,2,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(l|0){f[v>>2]=c;f[v+4>>2]=l;GRa(w,t,v);if(f[w>>2]|0)OKa(f[y>>2]|0,w);a=f[w+4>>2]|0;if(a|0)iOb(a)}if((m|0)!=-1){o=f[y>>2]|0;a=b[o+193>>0]|0;if(!(a&1)){HJa(o,1,(m&1|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&2)){HJa(o,2,(m&2|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&4))HJa(o,4,(m&4|0)!=0,0)|0}K2a(f[y>>2]|0,n);if(f[(f[y>>2]|0)+4>>2]|0)Y8a(f[(f[f[x>>2]>>2]|0)+240>>2]|0);a=f[y+4>>2]|0;if(a|0)iOb(a);a=f[z+4>>2]|0;if(a|0)iOb(a);u=A;return}function h2a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=+e;g=+g;h=+h;i=+i;j=j|0;var k=0,l=0,m=0;l=u;u=u+16|0;k=l+8|0;m=l;f[k>>2]=c;f[k+4>>2]=d;a=a+4|0;BRa(m,f[(f[a>>2]|0)+4>>2]|0,k);c=(f[m>>2]|0)==0;d=f[m+4>>2]|0;if(d|0)iOb(d);if(!c){u=l;return}m=V2a((f[a>>2]|0)+80|0,k)|0;n[m>>2]=e;n[m+4>>2]=g;n[m+8>>2]=h;n[m+12>>2]=i;b[m+16>>0]=(j|0)==1&1;u=l;return}function i2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+48|0;w=E+40|0;x=E+28|0;B=E+16|0;C=E+8|0;s=E;D=a+4|0;p=f[D>>2]|0;q=p+116|0;r=b[q>>0]|0;if(r&4){b[q>>0]=r&-5;lQa((f[p>>2]|0)+92|0)}if(!c){u=E;return}t=f[(f[D>>2]|0)+4>>2]|0;f[y>>2]=c;f[y+4>>2]=d;f[w>>2]=0;A=w+4|0;f[A>>2]=0;v=(e|0)!=0;do if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);if(!(f[B>>2]|0)){p=f[B+4>>2]|0;if(p|0)iOb(p);break}uMa(C,B);q=f[C>>2]|0;p=C+4|0;z=f[p>>2]|0;f[C>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}if(g|0){f[C>>2]=c;f[C+4>>2]=g;uRa(s,t,C);z=f[s>>2]|0;q=z;if(!z)p=s+4|0;else{r=f[w>>2]|0;p=s+4|0;n=f[p>>2]|0;if(n|0)gOb(n);f[r+36>>2]=q;z=r+40|0;q=f[z>>2]|0;f[z>>2]=n;if(q)iOb(q)}p=f[p>>2]|0;if(p|0)iOb(p)}p=f[B+4>>2]|0;if(p|0)iOb(p);z=26}else{tMa(x);q=f[x>>2]|0;p=x+4|0;z=f[p>>2]|0;f[x>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}JMa(f[(f[w>>2]|0)+44>>2]|0,t,0);z=f[w>>2]|0;f[x>>2]=f[n>>2];f[x+4>>2]=f[n+4>>2];f[x+8>>2]=f[n+8>>2];f[B>>2]=f[o>>2];f[B+4>>2]=f[o+4>>2];f[B+8>>2]=f[o+8>>2];KMa(f[z+44>>2]|0,x,B);z=26}while(0);if((z|0)==26){n=x+4|0;o=B+4|0;if((h|0)!=-1){f[x>>2]=c;f[n>>2]=h;vRa(B,t,x);h=f[B>>2]|0;p=h;if(h|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+4>>2]=p;h=q+8|0;p=f[h>>2]|0;f[h>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((i|0)!=-1){f[x>>2]=c;f[n>>2]=i;vRa(B,t,x);i=f[B>>2]|0;p=i;if(i|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+12>>2]=p;i=q+16|0;p=f[i>>2]|0;f[i>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((j|0)!=-1){f[x>>2]=c;f[n>>2]=j;vRa(B,t,x);j=f[B>>2]|0;p=j;if(j|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+20>>2]=p;j=q+24|0;p=f[j>>2]|0;f[j>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}f[x>>2]=k;f[x+4>>2]=l;f[x+8>>2]=m;n=B+4|0;o=C+4|0;if(!k)r=0;else{f[B>>2]=c;f[n>>2]=k;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);r=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p)}if(l){f[B>>2]=c;f[n>>2]=l;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);p=(f[C>>2]|0)!=0;q=f[o>>2]|0;if(q|0)iOb(q);r=r|p}if(!m){if(r)z=40}else{f[B>>2]=c;f[n>>2]=m;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);q=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p);if(r|q)z=40}if((z|0)==40){m=f[(f[D>>2]|0)+4>>2]|0;l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39568;k=l+12|0;f[k>>2]=f[x>>2];f[k+4>>2]=f[x+4>>2];f[k+8>>2]=f[x+8>>2];p=B+4|0;f[B>>2]=k;f[p>>2]=l;YQa(m,B,y)|0;p=f[p>>2]|0;if(p|0)iOb(p)}if(_Qa(t,w,y)|0){if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);p=f[D>>2]|0;if(!(b[(f[(f[B>>2]|0)+44>>2]|0)+148>>0]&2)){o=G2a(p+60|0,x)|0;g=G2a((f[D>>2]|0)+60|0,y)|0;y=f[o>>2]|0;p=y;if(!y){n=pOb(24)|0;f[n+4>>2]=0;f[n+8>>2]=0;f[n>>2]=39596;r=n+12|0;f[r>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[g>>2]=r;p=g+4|0;q=f[p>>2]|0;f[p>>2]=n;if(!q){p=n;q=n;z=55}else{iOb(q);p=f[p>>2]|0;r=f[g>>2]|0;q=p;if(p)z=55}if((z|0)==55)gOb(p);f[o>>2]=r;z=o+4|0;p=f[z>>2]|0;f[z>>2]=q;if(p|0)iOb(p);p=f[g>>2]|0;f[C>>2]=e;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=e;f[q>>2]=r+4}else H2a(p,C)}else{q=f[o+4>>2]|0;if(q|0)gOb(q);f[g>>2]=p;e=g+4|0;p=f[e>>2]|0;f[e>>2]=q;if(p|0)iOb(p)}p=f[g>>2]|0;f[C>>2]=d;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=d;f[q>>2]=r+4}else H2a(p,C)}else v1a(f[(f[p>>2]|0)+244>>2]|0,y,0);p=f[B+4>>2]|0;if(p|0)iOb(p)}I2a(f[D>>2]|0,a)}}p=f[A>>2]|0;if(p|0)iOb(p);u=E;return}function j2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+32|0;o=p+24|0;n=p+16|0;l=p;f[m>>2]=b;f[m+4>>2]=c;if(!b){u=p;return}if(!((d|0)!=0&g>>>0<e>>>0)){u=p;return}k=f[(f[a+4>>2]|0)+4>>2]|0;j=f[d+(g<<2)>>2]|0;f[n>>2]=b;f[n+4>>2]=j;zRa(o,k,n);if(f[o>>2]|0){h=d+(e<<2)|0;f[l>>2]=0;j=l+4|0;f[j>>2]=0;f[l+8>>2]=0;i=d;a=e<<2;c=a>>2;if(c|0){if(c>>>0>1073741823)AMb(l);g=pOb(a)|0;f[j>>2]=g;f[l>>2]=g;f[l+8>>2]=g+(c<<2);b=h+-4|0;a=d;c=g;while(1){f[c>>2]=f[a>>2];a=a+4|0;if((a|0)==(h|0))break;else c=c+4|0}f[j>>2]=g+(((b-i|0)>>>2)+1<<2)}zMa(n,k,l,o);a=f[l>>2]|0;if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}if(f[n>>2]|0)_Qa(k,n,m)|0;a=f[n+4>>2]|0;if(a|0)iOb(a)}a=f[o+4>>2]|0;if(a|0)iOb(a);u=p;return}function k2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;v=E+48|0;D=E+40|0;A=E+32|0;B=E+24|0;C=E+16|0;x=E+8|0;y=E;z=a+4|0;a=f[z>>2]|0;s=a+116|0;t=b[s>>0]|0;if(t&4){b[s>>0]=t&-5;lQa((f[a>>2]|0)+92|0)}if((c|0)==0|(g|0)==0|(h|0)==0){u=E;return}t=k+j|0;w=t+l|0;if(!w){u=E;return}f[v>>2]=c;f[v+4>>2]=d;zRa(D,f[(f[z>>2]|0)+4>>2]|0,v);if(f[D>>2]|0){switch(e&3){case 2:{a=2;s=8;break}case 1:{a=1;s=8;break}default:{a=0;s=9}}if((s|0)==8)if(e&4)s=9;if((s|0)==9)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[A>>2]=a|e&196608;a=lMa(A)|0;f[B>>2]=0;s=B+4|0;f[s>>2]=0;a=X(a,h)|0;if(yLa((f[(f[D>>2]|0)+44>>2]|0)+68|0,a,g,w,i)|0){deb((f[z>>2]|0)+12|0,a<<2,B,C,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[C>>2]|0,B)|0;a=f[(f[D>>2]|0)+44>>2]|0;f[a+108>>2]=h;pMa(a,0,j);pMa(f[(f[D>>2]|0)+44>>2]|0,1,k);pMa(f[(f[D>>2]|0)+44>>2]|0,2,l);qMa(f[(f[D>>2]|0)+44>>2]|0,0,0);qMa(f[(f[D>>2]|0)+44>>2]|0,1,j);qMa(f[(f[D>>2]|0)+44>>2]|0,2,t);IDa(f[(f[D>>2]|0)+44>>2]|0,0,m,n);IDa(f[(f[D>>2]|0)+44>>2]|0,1,o,p);IDa(f[(f[D>>2]|0)+44>>2]|0,2,q,r);f[x>>2]=0;a=x+4|0;f[a>>2]=0;deb((f[z>>2]|0)+36|0,w<<1,x,y,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[y>>2]|0,x)|0;nMa(f[(f[D>>2]|0)+44>>2]|0,x);oMa(f[(f[D>>2]|0)+44>>2]|0,f[y>>2]|0);a=f[a>>2]|0;if(a|0)iOb(a);l=f[(f[D>>2]|0)+44>>2]|0;f[l+52>>2]=f[A>>2];rMa(l,B,f[C>>2]|0);JMa(f[(f[D>>2]|0)+44>>2]|0,f[(f[z>>2]|0)+4>>2]|0,1);D2a(f[z>>2]|0,D);if(LMa(f[(f[D>>2]|0)+44>>2]|0,0,0,0)|0)u9a(f[(f[f[z>>2]>>2]|0)+240>>2]|0)}a=f[s>>2]|0;if(a|0)iOb(a)}a=f[D+4>>2]|0;if(a|0)iOb(a);u=E;return}function l2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;r=y+24|0;x=y+16|0;t=y+12|0;v=y+8|0;w=y;s=a+4|0;a=f[s>>2]|0;p=a+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=y;return}h=h+g|0;q=h+i|0;if(!q){u=y;return}f[r>>2]=c;f[r+4>>2]=d;zRa(x,f[(f[s>>2]|0)+4>>2]|0,r);a=f[x>>2]|0;do if(a|0){a=f[(f[a+44>>2]|0)+12>>2]|0;if(a|0)if(f[a>>2]|0)break;switch(e&3){case 2:{a=2;p=10;break}case 1:{a=1;p=10;break}default:{a=0;p=11}}if((p|0)==10)if(e&4)p=11;if((p|0)==11)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[t>>2]=a|e&196608;a=lMa(t)|0;if(xLa((f[(f[x>>2]|0)+44>>2]|0)+68|0,X(a,q)|0,0)|0){IDa(f[(f[x>>2]|0)+44>>2]|0,0,j,k);IDa(f[(f[x>>2]|0)+44>>2]|0,1,l,m);IDa(f[(f[x>>2]|0)+44>>2]|0,2,n,o);l=f[(f[x>>2]|0)+44>>2]|0;f[l+52>>2]=f[t>>2];f[l+108>>2]=q;qMa(l,0,0);qMa(f[(f[x>>2]|0)+44>>2]|0,1,g);qMa(f[(f[x>>2]|0)+44>>2]|0,2,h);pMa(f[(f[x>>2]|0)+44>>2]|0,0,0);pMa(f[(f[x>>2]|0)+44>>2]|0,1,0);pMa(f[(f[x>>2]|0)+44>>2]|0,2,0);f[v>>2]=0;f[w>>2]=0;l=w+4|0;f[l>>2]=0;deb((f[s>>2]|0)+12|0,X(q<<2,a)|0,w,v,64);rMa(f[(f[x>>2]|0)+44>>2]|0,w,f[v>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a)}}while(0);a=f[x+4>>2]|0;if(a|0)iOb(a);u=y;return}function m2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;j=s+8|0;r=s;q=a+4|0;h=f[q>>2]|0;i=h+116|0;a=b[i>>0]|0;if(a&4){b[i>>0]=a&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(e|0)==0|(g|0)==0){u=s;return}f[j>>2]=c;f[j+4>>2]=d;zRa(r,f[(f[q>>2]|0)+4>>2]|0,j);a=f[r>>2]|0;do if(a|0){a=f[a+44>>2]|0;h=f[a+12>>2]|0;if(h|0)if(f[h>>2]|0)break;h=lMa(a+52|0)|0;i=h<<2;a=(g>>>0)/(i>>>0)|0;if((X(a,i)|0)==(g|0)){c=f[(f[r>>2]|0)+44>>2]|0;d=f[c+108>>2]|0;j=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+24>>2]|0;m=f[c+28>>2]|0;n=f[c+32>>2]|0;p=m+l+n|0;o=d-p|0;o=a>>>0>o>>>0?o:a;if(o|0){a=j-l|0;a=a>>>0<o>>>0?a:o;t=o-a|0;j=k-j-m|0;j=j>>>0<t>>>0?j:t;m=t-j|0;n=d-k-n|0;pMa(c,0,a+l|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,1,(f[l+28>>2]|0)+j|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,2,(f[l+32>>2]|0)+(n>>>0<m>>>0?n:m)|0);BLa((f[(f[r>>2]|0)+44>>2]|0)+68|0,X(p,h)|0,X(o,h)|0,e)|0;n=f[f[(f[r>>2]|0)+44>>2]>>2]|0;oub(f[n>>2]|0,(f[n+8>>2]|0)+(X(p,i)|0)|0,g,e);if((o+p|0)>>>0>=d>>>0)JMa(f[(f[r>>2]|0)+44>>2]|0,f[(f[q>>2]|0)+4>>2]|0,1);a=f[(f[r>>2]|0)+44>>2]|0;if(b[a+148>>0]&2){D2a(f[q>>2]|0,r);a=f[(f[r>>2]|0)+44>>2]|0}if(LMa(a,p,o,0)|0)u9a(f[(f[f[q>>2]>>2]|0)+240>>2]|0)}}}while(0);a=f[r+4>>2]|0;if(a|0)iOb(a);u=s;return}function n2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+20|0;j=m+4|0;k=m+16|0;l=m;a=a+4|0;h=f[a>>2]|0;e=h+116|0;g=b[e>>0]|0;if(g&4){b[e>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(d|0)==0){u=m;return 0}h=pOb(72)|0;e=f[(f[a>>2]|0)+4>>2]|0;f[i>>2]=f[d+16>>2];f[i+4>>2]=f[d+20>>2];f[i+8>>2]=f[d+24>>2];f[j>>2]=f[d+28>>2];f[j+4>>2]=f[d+32>>2];f[j+8>>2]=f[d+36>>2];epb(h,e,d,i,j,f[d+8>>2]|0);A2a(f[a>>2]|0,d,h);e=f[(f[a>>2]|0)+4>>2]|0;f[k>>2]=c;f[l>>2]=h;f[i>>2]=f[k>>2];MRa(e,i,l)|0;e=f[l>>2]|0;f[l>>2]=0;if(!e){u=m;return 0}TFa(e);sOb(e);u=m;return 0}function o2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;m=h+4|0;l=h;k=f[(f[a+4>>2]|0)+4>>2]|0;f[m>>2]=e;e=BQa(k)|0;f[l>>2]=e;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];e=EQa(k,j,i)|0;Th[f[(f[a>>2]|0)+180>>2]&127](a,b,c,d,e,g?0:2);u=h;return}function p2a(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;m=v+36|0;t=v+40|0;s=v+24|0;p=v+16|0;q=v+8|0;n=v;f[m>>2]=g;o=a+4|0;a=f[o>>2]|0;g=a+116|0;l=b[g>>0]|0;if(l&4){b[g>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=v;return}kvb(t);hvb(s);if(((ODa(e,m,t,s,h,i,j)|0)+-1|0)>>>0>=4){f[p>>2]=c;f[p+4>>2]=d;sRa(q,f[(f[o>>2]|0)+4>>2]|0,p);a=f[q>>2]|0;c=(a|0)!=0;if(c)r=11;else{qFa(n,f[(f[o>>2]|0)+4>>2]|0);a=f[n>>2]|0;l=n+4|0;m=f[l>>2]|0;f[n>>2]=0;f[l>>2]=0;f[q>>2]=a;a=q+4|0;g=f[a>>2]|0;f[a>>2]=m;if(g|0){iOb(g);g=f[l>>2]|0;if(g|0)iOb(g)}if(TQa(f[(f[o>>2]|0)+4>>2]|0,q,p)|0){a=f[q>>2]|0;r=11}}if((r|0)==11){OFa(a,k);if(f[t>>2]|0)LFa(f[q>>2]|0,t);if(f[s>>2]|0)MFa(f[q>>2]|0,s);if(c){r=(f[o>>2]|0)+116|0;b[r>>0]=b[r>>0]|8}r1a(f[(f[f[o>>2]>>2]|0)+244>>2]|0,p,0);a=q+4|0}a=f[a>>2]|0;if(a|0)iOb(a)}a=f[s>>2]|0;f[s>>2]=0;if(a|0)tOb(a);a=f[t>>2]|0;f[t>>2]=0;if(a|0)tOb(a);u=v;return}function q2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;l=n+16|0;m=n+8|0;j=n;k=a+4|0;h=f[k>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=n;return}f[i>>2]=c;f[i+4>>2]=e;sRa(l,f[(f[k>>2]|0)+4>>2]|0,i);if(f[l>>2]|0){f[m>>2]=c;f[m+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;xFa(j,l);g=TQa(g,j,m)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)r1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,m,0)}a=f[l+4>>2]|0;if(a|0)iOb(a);u=n;return}function r2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,13);u=h;return}function s2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,15);u=h;return}function t2a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;g=k+8|0;i=k+4|0;j=k;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(e){f[g>>2]=b;f[h>>2]=f[g>>2];C1a(a,h);c=0;d=0}f[i>>2]=b;f[h>>2]=f[i>>2];x1a(a,h,c,d);f[j>>2]=b;f[h>>2]=f[j>>2];h1a(a,h,11);u=k;return}function u2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,17);u=c;return}function v2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=a+4|0;z2a(f[a>>2]|0);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,18);u=c;return}function w2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;m=s+24|0;l=s+20|0;o=s+16|0;p=s+12|0;q=s+8|0;r=s+4|0;n=s;a=a+4|0;i=f[a>>2]|0;j=i+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[i>>2]|0)+92|0)}if((d|0)==0|(e|0)==0){u=s;return}k=f[(f[a>>2]|0)+4>>2]|0;f[o>>2]=e;f[m>>2]=f[o>>2];CQa(k,m);f[p>>2]=d;f[q>>2]=e;f[l>>2]=f[p>>2];f[m>>2]=f[q>>2];if(!(JQa(k,c,l,m,g,h)|0)){u=s;return}q=f[(f[f[a>>2]>>2]|0)+244>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;f[m>>2]=d;f[m+4>>2]=e;oh[p&1023](q,m);q=(f[f[a>>2]>>2]|0)+152|0;f[r>>2]=d;f[n>>2]=e;f[l>>2]=f[r>>2];f[m>>2]=f[n>>2];ima(q,c,l,m);u9a(f[(f[f[a>>2]>>2]|0)+240>>2]|0);u=s;return}function x2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+832|0;s=B+820|0;v=B+808|0;z=B+800|0;A=B+48|0;w=B+24|0;x=B;y=a+4|0;a=f[y>>2]|0;m=a+116|0;o=b[m>>0]|0;if(o&4){b[m>>0]=o&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=B;return}c=(f[y>>2]|0)+116|0;b[c>>0]=b[c>>0]|16;if(g|0)$Ra(f[(f[y>>2]|0)+4>>2]|0,f[g>>2]|0);f[s>>2]=f[d>>2];m=s+4|0;f[m>>2]=f[d+4>>2];g=s+8|0;f[g>>2]=f[d+8>>2];f[v>>2]=f[e>>2];o=v+4|0;f[o>>2]=f[e+4>>2];d=v+8|0;f[d>>2]=f[e+8>>2];ZRa(f[(f[y>>2]|0)+4>>2]|0,s,v);if(h){c=f[y>>2]|0;h=f[c+4>>2]|0;c=f[(f[c>>2]|0)+240>>2]|0;a=BQa(h)|0;e=f[(f[y>>2]|0)+100>>2]|0;f[A>>2]=a;f[A+4>>2]=e;ERa(z,h,A);if(!(f[z>>2]|0))t=10;else{U9a(c,z,1);a=f[z>>2]|0;if(!a)t=10;else if(!(b[a+788>>0]&1))t=10}if((t|0)==10){r=+n[s>>2];q=+n[v>>2];if(!(r>q)){l=+n[m>>2];k=+n[o>>2];if(!(l>k)){j=+n[g>>2];i=+n[d>>2];if(!(j>i))if(!(r==q&l==k&j==i)){p[w>>3]=r;p[w+8>>3]=l;p[w+16>>3]=j;p[x>>3]=q;p[x+8>>3]=k;p[x+16>>3]=i;fAa(A,w,x,1);if(!(gAa(A,a9a(c)|0)|0)){X8a(c,A,1);if(gAa(A,a9a(c)|0)|0){t9a(c);y2a(c+48|0,A)}}}}}}a=f[z+4>>2]|0;if(a|0)iOb(a)}lQa((f[f[y>>2]>>2]|0)+20|0);u=B;return}function y2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function z2a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;f[a+100>>2]=0;h=a+72|0;if(f[h>>2]|0){g=a+68|0;c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+20>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[a+64>>2]|0;if(d|0){e=a+60|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=a+92|0;if(f[g>>2]|0){d=a+88|0;c=f[d>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);f[d>>2]=0;d=f[a+84>>2]|0;if(d|0){e=a+80|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}c=f[a+104>>2]|0;d=a+108|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);d=a+116|0;b[d>>0]=b[d>>0]&-128|64;ceb(i,34962,4194304,262144);f[a+12>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+16>>2]=h;h=a+20|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2]}else{iOb(d);c=f[c>>2]|0;h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if(c|0)iOb(c)}ceb(i,34963,4194304,262144);f[a+36>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+40>>2]=h;h=a+44|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];u=j;return}iOb(d);c=f[c>>2]|0;a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];if(!c){u=j;return}iOb(c);u=j;return}function A2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;o=r+12|0;p=r;q=c+12|0;n=b+40|0;h=b+44|0;B2a(q,((f[h>>2]|0)-(f[n>>2]|0)|0)/56|0);b=f[n>>2]|0;h=f[h>>2]|0;if((b|0)==(h|0)){u=r;return}i=a+4|0;j=o+4|0;k=o+8|0;l=p+4|0;m=p+8|0;n=c+16|0;g=c+20|0;do{c=f[i>>2]|0;f[o>>2]=f[b+16>>2];f[j>>2]=f[b+20>>2];f[k>>2]=f[b+24>>2];f[p>>2]=f[b+28>>2];f[l>>2]=f[b+32>>2];f[m>>2]=f[b+36>>2];d=b+8|0;e=f[n>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){epb(e,c,b,o,p,f[d>>2]|0);c=(f[n>>2]|0)+72|0;f[n>>2]=c}else{C2a(q,c,b,o,p,d);c=f[n>>2]|0}A2a(a,b,c+-72|0);b=b+56|0}while((b|0)!=(h|0));u=r;return}function B2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/72|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>59652323)vd();g=f[l>>2]|0;i=pOb(b*72|0)|0;h=i+(((g-d|0)/72|0)*72|0)|0;j=h;i=i+(b*72|0)|0;d=g;if((d|0)==(c|0)){e=j;b=g}else{e=j;b=h;do{d=d+-72|0;fpb(b+-72|0,d);b=e+-72|0;e=b}while((d|0)!=(c|0));b=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;d=b;if((c|0)!=(d|0))do{c=c+-72|0;TFa(c)}while((c|0)!=(d|0));if(!b)return;sOb(b);return}function C2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;i=f[a>>2]|0;j=((f[n>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);m=a+8|0;i=((f[m>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);i=k+(j*72|0)|0;j=i;l=k+(h*72|0)|0;epb(i,b,c,d,e,f[g>>2]|0);b=i+72|0;k=f[a>>2]|0;h=f[n>>2]|0;if((h|0)==(k|0)){i=j;j=k;h=k}else{do{h=h+-72|0;fpb(i+-72|0,h);i=j+-72|0;j=i}while((h|0)!=(k|0));i=j;j=f[a>>2]|0;h=f[n>>2]|0}f[a>>2]=i;f[n>>2]=b;f[m>>2]=l;i=j;if((h|0)!=(i|0))do{h=h+-72|0;TFa(h)}while((h|0)!=(i|0));if(!j)return;sOb(j);return}function D2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o+8|0;n=o;v1a(f[(f[a>>2]|0)+244>>2]|0,(f[b>>2]|0)+28|0,0);l=a+60|0;c=E2a(l,(f[b>>2]|0)+28|0)|0;if(!c){u=o;return}d=f[c+16>>2]|0;j=f[c+20>>2]|0;k=(j|0)==0;if(!k)gOb(j);c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){g=m+4|0;h=a+4|0;i=n+4|0;do{p=f[c>>2]|0;d=f[b>>2]|0;f[m>>2]=f[d+28>>2];f[g>>2]=p;if((p|0)!=(f[d+32>>2]|0)){zRa(n,f[h>>2]|0,m);d=f[n>>2]|0;if(d|0)v1a(f[(f[a>>2]|0)+244>>2]|0,d+28|0,0);d=f[i>>2]|0;if(d|0)iOb(d)}F2a(l,m)|0;c=c+4|0}while((c|0)!=(e|0))}if(k){u=o;return}iOb(j);u=o;return}function E2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function F2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=E2a(a,b)|0;if(!l){l=0;return l|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;b=a+12|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[l+20>>2]|0;if(b|0)iOb(b);sOb(l);l=1;return l|0}function G2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(24)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;f[j+16>>2]=0;f[j+20>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;Q2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function H2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function I2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;s=y+8|0;t=y;v=a+104|0;w=a+108|0;c=f[w>>2]|0;if((f[v>>2]|0)==(c|0)){u=y;return}x=a+4|0;k=s+4|0;l=t+4|0;m=s+4|0;n=t+4|0;o=s+4|0;p=t+4|0;q=s+4|0;r=t+4|0;while(1){g=f[x>>2]|0;i=f[(f[a>>2]|0)+244>>2]|0;j=c+-64|0;d=f[c+-48>>2]|0;f[s>>2]=f[j>>2];f[k>>2]=d;zRa(t,g,s);d=(f[t>>2]|0)==0;e=f[l>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,5)|0;if(d<<24>>24==1)h=8;else{c=d;h=24}}else h=8;do if((h|0)==8){h=0;d=f[c+-40>>2]|0;f[s>>2]=f[j>>2];f[m>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[n>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}d=f[c+-36>>2]|0;f[s>>2]=f[j>>2];f[o>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[p>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}c=f[c+-32>>2]|0;f[s>>2]=f[j>>2];f[q>>2]=c;vRa(t,g,s);c=(f[t>>2]|0)==0;d=f[r>>2]|0;if(d|0)iOb(d);if(c){c=B_a(i,s,3)|0;if(c<<24>>24!=1){h=24;break}}J2a(b,j)|0}while(0);if((h|0)==24)if(!(c<<24>>24)){h=26;break}c=(f[w>>2]|0)+-64|0;f[w>>2]=c;if((f[v>>2]|0)==(c|0)){h=26;break}}if((h|0)==26){u=y;return}}function J2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;t=x+56|0;w=x+48|0;g=x+40|0;v=x+32|0;l=x+16|0;m=x+8|0;k=x;s=a+4|0;a=f[s>>2]|0;d=a+116|0;e=b[d>>0]|0;if(e&4){b[d>>0]=e&-5;lQa((f[a>>2]|0)+92|0)}a=f[c>>2]|0;if(!a){w=1;u=x;return w|0}r=f[s>>2]|0;q=f[r+4>>2]|0;r=f[r>>2]|0;o=f[c+4>>2]|0;f[t>>2]=a;f[t+4>>2]=o;UIa(w,q);o=f[c+16>>2]|0;f[g>>2]=f[c>>2];f[g+4>>2]=o;zRa(v,q,g);do if(!(f[v>>2]|0))d=0;else{eJa(f[w>>2]|0,v);a=f[c+24>>2]|0;e=f[c+28>>2]|0;g=f[c+32>>2]|0;j=l+4|0;h=m+4|0;i=k+4|0;d=f[v>>2]|0;f[l>>2]=f[d+4>>2];d=f[d+8>>2]|0;f[j>>2]=d;if(d|0)gOb(d);if((a|0)==-1)p=19;else{f[m>>2]=f[c>>2];f[h>>2]=a;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=15;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=15;else{iOb(a);p=15}}if((p|0)==15)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=19;else a=1}if((p|0)==19){hJa(f[w>>2]|0,0,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+12>>2];a=f[a+16>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((e|0)==-1)p=96;else{f[m>>2]=f[c>>2];f[h>>2]=e;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=92;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=92;else{iOb(a);p=92}}if((p|0)==92)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=96;else a=1}if((p|0)==96){hJa(f[w>>2]|0,1,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+20>>2];a=f[a+24>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((g|0)==-1)p=113;else{f[m>>2]=f[c>>2];f[h>>2]=g;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))d=1;else p=109;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=109;else{iOb(a);p=109}}if((p|0)==109)d=0;a=f[i>>2]|0;if(a|0)iOb(a);if(!d)p=113;else d=1}if((p|0)==113){hJa(f[w>>2]|0,2,l);d=0}a=f[j>>2]|0;if(a|0)iOb(a);if(!d){i=f[c+36>>2]|0;f[l>>2]=i;j=f[c+40>>2]|0;f[l+4>>2]=j;o=f[c+44>>2]|0;f[l+8>>2]=o;if(i|j|o|0){o=f[v>>2]|0;if((Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0)>>>0>1){o=f[(f[s>>2]|0)+4>>2]|0;j=pOb(24)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=39568;i=j+12|0;f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];a=m+4|0;f[m>>2]=i;f[a>>2]=j;ZQa(o,m,t)|0;a=f[a>>2]|0;if(a|0)iOb(a)}}a=f[v>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](k,a);xRa(m,q,k);a=f[m>>2]|0;d=f[w>>2]|0;if(!a)vKa(d,l,258736,258736)|0;else vKa(d,l,a,258736)|0;a=f[m+4>>2]|0;if(a|0)iOb(a);o=f[c+20>>2]|0;f[l>>2]=f[c>>2];f[l+4>>2]=o;uRa(m,q,l);if(f[m>>2]|0)pJa(f[w>>2]|0,0,m);a=f[m+4>>2]|0;if(a|0)iOb(a);a=f[c+48>>2]|0;if(a|0){f[l>>2]=f[c>>2];f[l+4>>2]=a;HRa(m,q,l);if(f[m>>2]|0)OKa(f[w>>2]|0,m);a=f[m+4>>2]|0;if(a|0)iOb(a)}m=c+52|0;HJa(f[w>>2]|0,1,(f[m>>2]&1|0)!=0,0)|0;HJa(f[w>>2]|0,2,(f[m>>2]&2|0)!=0,0)|0;HJa(f[w>>2]|0,4,(f[m>>2]&4|0)!=0,0)|0;K2a(f[w>>2]|0,f[c+56>>2]|0);m=L2a((f[s>>2]|0)+80|0,t)|0;if(m|0){UKa(f[w>>2]|0,b[m+32>>0]|0,m+16|0,+n[m+28>>2]);o=f[s>>2]|0;g=f[o+84>>2]|0;a=f[m+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;do if(i)k=h&a;else{if(a>>>0<g>>>0){k=a;break}k=(a>>>0)%(g>>>0)|0}while(0);j=o+80|0;d=(f[j>>2]|0)+(k<<2)|0;l=f[d>>2]|0;while(1){a=f[l>>2]|0;if((a|0)==(m|0))break;else l=a}do if((l|0)==(o+88|0))p=56;else{a=f[l+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)!=(k|0)){p=56;break}e=m}while(0);do if((p|0)==56){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)==(k|0)){e=m;break}}f[d>>2]=0;e=m}while(0);d=f[e>>2]|0;a=d;do if(d){d=f[d+4>>2]|0;do if(i)d=d&h;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);if((d|0)==(k|0))break;f[(f[j>>2]|0)+(d<<2)>>2]=l;a=f[m>>2]|0}while(0);f[l>>2]=a;f[e>>2]=0;p=o+92|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(m)}if(!($Qa(q,w,t,c+8|0)|0)){d=1;break}c=(b[(f[(f[(f[w>>2]|0)+4>>2]|0)+44>>2]|0)+148>>0]&2)!=0;p1a(f[r+244>>2]|0,t,0,c);if(!c){d=1;break}if(b[r+229>>0]|0)if(!(f[(f[w>>2]|0)+196>>2]&16777216)){d=1;break}a=(f[s>>2]|0)+116|0;d=b[a>>0]|0;if(!(d&32)){b[a>>0]=d|32;lQa(r+212|0)}u9a(f[r+240>>2]|0);d=1}else d=0}else d=0}else d=0}while(0);a=f[v+4>>2]|0;if(a|0)iOb(a);a=f[w+4>>2]|0;if(a|0)iOb(a);w=d;u=x;return w|0}function K2a(a,b){a=a|0;b=b|0;if(b&1|0)aJa(a,1);if(b&4|0)bJa(a,1);if(b&8|0)rJa(a,1);if(b&16|0)sJa(a,1);if(b&32|0)vJa(a,1);if(b&64|0)xJa(a,1);if(b&2048|0)yJa(a,1);if(b&8192|0)zJa(a,1);if(b&16384|0)BJa(a,1);if(b&32768|0)AJa(a,1);if(b&256|0)tJa(a,1);if(b&512|0)uJa(a,1);if(!(b&4096))return;IJa(a,7);return}function L2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function M2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function N2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function O2a(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function P2a(a){a=a|0;sOb(a);return}function Q2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){R2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;R2a(a,b);return}function R2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function S2a(a){a=a|0;aOb(a);sOb(a);return}function T2a(a){a=a|0;return}function U2a(a){a=a|0;sOb(a);return}function V2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(36)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;i=j+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;W2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function W2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){X2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;X2a(a,b);return}function X2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Y2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;l=f[a>>2]|0;m=(f[i>>2]|0)-l|0;d=m>>6;c=d+1|0;if(c>>>0>67108863)AMb(a);n=a+8|0;g=(f[n>>2]|0)-l|0;h=g>>5;c=g>>6>>>0<33554431?(h>>>0<c>>>0?c:h):67108863;do if(!c){j=0;k=0}else if(c>>>0>67108863)vd();else{k=pOb(c<<6)|0;j=k;break}while(0);h=j+(d<<6)|0;e=j+(c<<6)|0;g=h;c=b;d=g+64|0;do{f[g>>2]=f[c>>2];g=g+4|0;c=c+4|0}while((g|0)<(d|0));if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=j;f[i>>2]=h+64;f[n>>2]=e;if(!l)return;sOb(l);return}function Z2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+64|0;d=h+40|0;i=h+32|0;e=h+24|0;g=h;j=f[b+4>>2]|0;DDa(d,f[c+8>>2]|0);c=f[c>>2]|0;f[i>>2]=f[f[b>>2]>>2];f[i+4>>2]=c;sRa(e,f[(f[j+4>>2]|0)+4>>2]|0,i);if(!(f[e>>2]|0)){b=f[e+4>>2]|0;if(b|0)iOb(b);f[a>>2]=0;f[a+4>>2]=0;u=h;return}else{Lwb(g);FDa(d,g);PFa(a,f[e>>2]|0,g);b=f[e+4>>2]|0;if(b|0)iOb(b);u=h;return}}function _2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function $2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function a3a(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-16|0;f[d>>2]=a;c=f[c+-12>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function b3a(a){a=a|0;sOb(a);return}function c3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function d3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=a+12|0;k=j+11|0;if((b[k>>0]|0)<0){b[f[j>>2]>>0]=0;f[a+16>>2]=0}else{b[j>>0]=0;b[k>>0]=0}h=f[a>>2]|0;i=a+4|0;e=f[i>>2]|0;if((e|0)!=(h|0))do{g=e+-24|0;f[i>>2]=g;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);e=f[i>>2]|0}while((e|0)!=(h|0));f[l>>2]=c;if((c|0)==(d|0)){l=0;u=m;return l|0}e=c+1|0;f[l>>2]=e;if((b[c>>0]|0)!=60){l=0;u=m;return l|0}a:do if((e|0)==(d|0))e=d;else while(1){c=(lAb(b[e>>0]|0)|0)<<24;if(!((c|0)==1593835520|(c+-1610612737|0)>>>0<452984831))break a;c=e;e=e+1|0;f[l>>2]=e;LOb(j,b[c>>0]|0);if((e|0)==(d|0)){e=d;break}}while(0);g=b[k>>0]|0;if(g<<24>>24<0)g=f[a+16>>2]|0;else g=g&255;if((e|0)==(d|0)|(g|0)==0){l=0;u=m;return l|0}switch(b[e>>0]|0){case 32:{e=e+1|0;f[l>>2]=e;break}case 62:break;default:{l=0;u=m;return l|0}}if((e|0)==(d|0)){l=0;u=m;return l|0}while(1){k=(lAb(b[e>>0]|0)|0)<<24;if(!((k|0)==1593835520|(k+-1610612737|0)>>>0<452984831)){g=25;break}if(!(z3a(a,l,d)|0)){e=0;g=27;break}e=f[l>>2]|0;if((e|0)==(d|0)){e=0;g=27;break}}if((g|0)==25){if((b[e>>0]|0)!=62){l=0;u=m;return l|0}d=e+1|0;f[l>>2]=d;l=d;u=m;return l|0}else if((g|0)==27){u=m;return e|0}return 0}function e3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=d+12|0;h=j+11|0;g=b[h>>0]|0;i=d+16|0;e=f[i>>2]|0;do if(((g<<24>>24<0?e:g&255)|0)==24){if(MOb(j,0,-1,191518,24)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;a:do if((e|0)==(g|0))e=0;else{while(1){l=b[e+11>>0]|0;if(((l<<24>>24<0?f[e+4>>2]|0:l&255)|0)==5)if(!(MOb(e,0,-1,191543,5)|0))break;e=e+24|0;if((e|0)==(g|0)){e=0;break a}}e=$Ob(e+12|0,0,10)|0}while(0);f3a((f[f[a+4>>2]>>2]|0)+32|0,c,e);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==14){if(MOb(j,0,-1,191549,14)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}c=(f[f[a+4>>2]>>2]|0)+56|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==13){if(MOb(j,0,-1,191564,13)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;if((e|0)==(g|0)){l=1;u=m;return l|0}while(1){d=b[e+11>>0]|0;if(((d<<24>>24<0?f[e+4>>2]|0:d&255)|0)==4)if(!(MOb(e,0,-1,191578,4)|0))break;e=e+24|0;if((e|0)==(g|0)){e=1;k=55;break}}if((k|0)==55){u=m;return e|0}e=e+12|0;j=(f[f[a+4>>2]>>2]|0)+80|0;if((b[e+11>>0]|0)<0)e=f[e>>2]|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(e)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){h=l+11|0;b[h>>0]=i;if(!i){g=l;e=h}else{g=l;k=31}}else{h=i+16&-16;g=pOb(h)|0;f[l>>2]=g;f[l+8>>2]=h|-2147483648;f[l+4>>2]=i;h=l+11|0;k=31}if((k|0)==31){bQb(g|0,e|0,i|0)|0;e=h}b[g+i>>0]=0;i3a(j,c,l);if((b[e>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==11){if(MOb(j,0,-1,247514,11)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}y$a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==17){if(MOb(j,0,-1,191583,17)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&2){l=1;u=m;return l|0}b[g>>0]=h|2;c=f[f[e>>2]>>2]|0;gh[f[(f[c>>2]|0)+16>>2]&2047](c);c=(f[f[e>>2]>>2]|0)+68|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==8){if(MOb(j,0,-1,191601,8)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&1){l=1;u=m;return l|0}b[g>>0]=h|1;c=(f[f[e>>2]>>2]|0)+44|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);if(((g<<24>>24<0?e:g&255)|0)==11){l=(MOb(j,0,-1,191610,11)|0)==0;u=m;return l|0}else{l=0;u=m;return l|0}return 0}function f3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function g3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;k=m;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;l=a+11|0;b[l>>0]=1;b[a>>0]=123;b[a+1>>0]=0;h=f[c>>2]|0;i=f[c+4>>2]|0;if((h|0)==(i|0))c=1;else{j=k+11|0;d=k+4|0;e=k+11|0;g=k+4|0;c=h;do{LOb(a,34);j3a(k,c);h=b[j>>0]|0;n=h<<24>>24<0;JOb(a,n?f[k>>2]|0:k,n?f[d>>2]|0:h&255)|0;if((b[j>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,191622)|0;j3a(k,c+12|0);n=b[e>>0]|0;h=n<<24>>24<0;JOb(a,h?f[k>>2]|0:k,h?f[g>>2]|0:n&255)|0;if((b[e>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,247179)|0;c=c+24|0}while((c|0)!=(i|0));c=b[l>>0]|0;if(c<<24>>24<0){l=a+4|0;n=(f[l>>2]|0)+-1|0;f[l>>2]=n;n=(f[a>>2]|0)+n|0;b[n>>0]=0;LOb(a,125);u=m;return}}n=(c&255)+-1|0;b[l>>0]=n;n=a+n|0;b[n>>0]=0;LOb(a,125);u=m;return}function h3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function i3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n;e=f[a>>2]|0;m=a+4|0;j=f[m>>2]|0;if((e|0)==(j|0)){u=n;return}k=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,d);if(b[e+24>>0]|0){f[k>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[k>>2]|0;do if(!g){f[h>>2]=0;l=15}else if((i|0)==(g|0)){f[h>>2]=e;l=f[k>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,e);l=15;break}else{f[h>>2]=g;f[k>>2]=0;g=0;h=0;break}while(0);if((l|0)==15){l=0;h=f[k>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(j|0));e=f[m>>2]|0;if((f[a>>2]|0)==(e|0)){u=n;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{l=30;break}e=e+-32|0;while(1){l=g+-32|0;f[m>>2]=l;if((l|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[m>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){l=30;break}}if((l|0)==30){u=n;return}}function j3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+160|0;i=m+136|0;j=m;k=j+4|0;f[j>>2]=15100;l=j+56|0;f[l>>2]=15120;tEb(j+56|0,k);f[j+128>>2]=0;f[j+132>>2]=-1;f[j>>2]=39656;f[j+56>>2]=39676;xEb(k);f[k>>2]=39692;h=j+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[j+52>>2]=16;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k3a(k,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);e=b[c+11>>0]|0;g=e<<24>>24<0;d=g?f[c>>2]|0:c;e=g?f[c+4>>2]|0:e&255;g=d+e|0;a:do if(e|0)while(1){c=b[d>>0]|0;e=c<<24>>24;b:do switch(e|0){case 34:{m3a(j,191626,2)|0;break}case 92:{m3a(j,191629,2)|0;break}case 8:{m3a(j,191632,2)|0;break}case 12:{m3a(j,191635,2)|0;break}case 10:{m3a(j,191638,2)|0;break}case 13:{m3a(j,191641,2)|0;break}case 9:{m3a(j,191644,2)|0;break}default:if((c&255)<32){c=m3a(j,191647,2)|0;n=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[n>>2]=f[n>>2]&-75|8;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+12>>2]=4;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+76>>2]=48;JEb(c,e)|0;break b}else{b[i>>0]=c;m3a(j,i,1)|0;break b}}while(0);d=d+1|0;if((d|0)==(g|0))break a}while(0);l3a(a,k);f[j>>2]=39656;f[l>>2]=39676;f[k>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(k);kEb(j,39752);jDb(l);u=m;return}sOb(f[h>>2]|0);oDb(k);kEb(j,39752);jDb(l);u=m;return}function k3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+32|0;AOb(e,c)|0;i=a+44|0;f[i>>2]=0;j=a+48|0;h=f[j>>2]|0;if(h&8|0){c=b[e+11>>0]|0;if(c<<24>>24<0){c=f[e>>2]|0;d=c;g=c;c=c+(f[a+36>>2]|0)|0}else{d=e;g=e;c=e+(c&255)|0}f[i>>2]=c;f[a+8>>2]=d;f[a+12>>2]=g;f[a+16>>2]=c}if(!(h&16))return;d=e+11|0;c=b[d>>0]|0;if(c<<24>>24<0){g=f[a+36>>2]|0;f[i>>2]=(f[e>>2]|0)+g;c=(f[a+40>>2]&2147483647)+-1|0}else{g=c&255;f[i>>2]=e+g;c=10}GOb(e,c,0);c=b[d>>0]|0;if(c<<24>>24<0){e=f[e>>2]|0;c=f[a+36>>2]|0}else c=c&255;d=a+24|0;f[d>>2]=e;f[a+20>>2]=e;f[a+28>>2]=e+c;if(!(f[j>>2]&3))return;f[d>>2]=e+g;return}function l3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[c+48>>2]|0;if(d&16|0){d=c+44|0;e=f[d>>2]|0;g=f[c+24>>2]|0;if(e>>>0<g>>>0){f[d>>2]=g;e=g}d=f[c+20>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=e-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{h=c+16&-16;g=pOb(h)|0;f[a>>2]=g;f[a+8>>2]=h|-2147483648;f[a+4>>2]=c;a=g}if((d|0)!=(e|0)){g=a;while(1){b[g>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(e|0))break;else g=g+1|0}a=a+c|0}b[a>>0]=0;return}if(!(d&8)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}d=f[c+8>>2]|0;g=f[c+16>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=g-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{e=c+16&-16;h=pOb(e)|0;f[a>>2]=h;f[a+8>>2]=e|-2147483648;f[a+4>>2]=c;a=h}if((d|0)!=(g|0)){e=a;while(1){b[e>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(g|0))break;else e=e+1|0}a=a+c|0}b[a>>0]=0;return}function m3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+12|0;k=m;l=m+8|0;BEb(k,a);if(!(b[k>>0]|0)){CEb(k);u=m;return a|0}j=(f[a>>2]|0)+-12|0;f[l>>2]=f[a+(f[j>>2]|0)+24>>2];j=a+(f[j>>2]|0)|0;g=c+d|0;h=(f[j+4>>2]&176|0)==32?g:c;e=j+76|0;d=f[e>>2]|0;if((d|0)==-1){vEb(i,j);d=XFb(i,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,32)|0;YFb(i);d=d<<24>>24;f[e>>2]=d}f[i>>2]=f[l>>2];if(n3a(i,c,h,g,j,d&255)|0){CEb(k);u=m;return a|0}l=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(l,f[l+16>>2]|5);CEb(k);u=m;return a|0}function n3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;m=o;n=f[a>>2]|0;if(!n){n=0;u=o;return n|0}i=c;j=e-i|0;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;g=k-i|0;if((g|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,c,g)|0)!=(g|0)){f[a>>2]=0;n=0;u=o;return n|0}do if((j|0)>0){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;if(j>>>0<11){c=m+11|0;b[c>>0]=j;g=m;i=m}else{c=j+16&-16;g=pOb(c)|0;f[m>>2]=g;f[m+8>>2]=c|-2147483648;f[m+4>>2]=j;c=m+11|0;i=m}dQb(g|0,h|0,j|0)|0;b[g+j>>0]=0;if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,(b[c>>0]|0)<0?f[i>>2]|0:m,j)|0)==(j|0)){if((b[c>>0]|0)<0)sOb(f[i>>2]|0);break}f[a>>2]=0;if((b[c>>0]|0)<0)sOb(f[i>>2]|0);n=0;u=o;return n|0}while(0);e=e-k|0;if((e|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,d,e)|0)!=(e|0)){f[a>>2]=0;n=0;u=o;return n|0}f[l>>2]=0;u=o;return n|0}function o3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);return}function p3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);sOb(a);return}function q3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=c+44|0;j=f[i>>2]|0;m=c+24|0;n=f[m>>2]|0;k=n;if(j>>>0<n>>>0){f[i>>2]=n;l=k}else l=j;i=h&24;a:do if(!i){j=-1;i=-1}else if((g|0)==1&(i|0)==24){j=-1;i=-1}else{b:do switch(g|0){case 0:{i=0;j=0;break}case 1:if(!(h&8)){j=k-(f[c+20>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}else{j=(f[c+12>>2]|0)-(f[c+8>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}case 2:{i=c+32|0;if((b[i+11>>0]|0)<0)i=f[i>>2]|0;j=l-i|0;i=j;j=((j|0)<0)<<31>>31;break}default:{j=-1;i=-1;break a}}while(0);j=QPb(i|0,j|0,d|0,e|0)|0;i=I;if((i|0)<0){j=-1;i=-1}else{k=c+32|0;if((b[k+11>>0]|0)<0)k=f[k>>2]|0;e=l-k|0;d=((e|0)<0)<<31>>31;if((i|0)>(d|0)|(i|0)==(d|0)&j>>>0>e>>>0){j=-1;i=-1}else{k=h&8;if(!((j|0)==0&(i|0)==0)){if(k|0)if(!(f[c+12>>2]|0)){j=-1;i=-1;break}if((h&16|0)!=0&(n|0)==0){j=-1;i=-1;break}}if(k|0){f[c+12>>2]=(f[c+8>>2]|0)+j;f[c+16>>2]=l}if(h&16)f[m>>2]=(f[c+20>>2]|0)+j}}}while(0);n=a;f[n>>2]=0;f[n+4>>2]=0;a=a+8|0;f[a>>2]=j;f[a+4>>2]=i;return}function r3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=c+8|0;Th[f[(f[b>>2]|0)+16>>2]&127](a,b,f[c>>2]|0,f[c+4>>2]|0,0,d);return}function s3a(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;d=f[b>>2]|0;c=f[a+24>>2]|0;if(d>>>0<c>>>0){f[b>>2]=c;d=c}if(!(f[a+48>>2]&8)){a=-1;return a|0}b=a+16|0;c=f[b>>2]|0;if(c>>>0<d>>>0){f[b>>2]=d;c=d}b=f[a+12>>2]|0;if(b>>>0>=c>>>0){a=-1;return a|0}a=h[b>>0]|0;return a|0}function t3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+44|0;d=f[e>>2]|0;g=f[a+24>>2]|0;if(d>>>0<g>>>0){f[e>>2]=g;d=g}h=a+12|0;e=f[h>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){c=-1;return c|0}if((c|0)==-1){f[h>>2]=e+-1;f[a+16>>2]=d;c=0;return c|0}if(!(f[a+48>>2]&16)){g=c&255;e=e+-1|0;if((b[e>>0]|0)!=g<<24>>24){c=-1;return c|0}}else{g=c&255;e=e+-1|0}f[h>>2]=e;f[a+16>>2]=d;b[e>>0]=g;return c|0}function u3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;o=t;if((c|0)==-1){s=0;u=t;return s|0}p=a+12|0;q=a+8|0;r=(f[p>>2]|0)-(f[q>>2]|0)|0;s=a+24|0;k=f[s>>2]|0;m=a+28|0;d=f[m>>2]|0;if((k|0)==(d|0)){j=a+48|0;if(!(f[j>>2]&16)){s=-1;u=t;return s|0}h=a+20|0;i=f[h>>2]|0;n=a+44|0;l=(f[n>>2]|0)-i|0;g=a+32|0;LOb(g,0);d=g+11|0;if((b[d>>0]|0)<0)e=(f[a+40>>2]&2147483647)+-1|0;else e=10;GOb(g,e,0);d=b[d>>0]|0;if(d<<24>>24<0){e=f[g>>2]|0;d=f[a+36>>2]|0}else{e=g;d=d&255}d=e+d|0;f[h>>2]=e;f[m>>2]=d;k=e+(k-i)|0;f[s>>2]=k;e=e+l|0;f[n>>2]=e;l=n;g=n;i=d}else{e=a+44|0;l=e;j=a+48|0;g=e;e=f[e>>2]|0;i=d}h=k+1|0;f[o>>2]=h;e=f[(h>>>0<e>>>0?g:o)>>2]|0;f[l>>2]=e;if(f[j>>2]&8|0){d=a+32|0;if((b[d+11>>0]|0)<0)d=f[d>>2]|0;f[q>>2]=d;f[p>>2]=d+r;f[a+16>>2]=e}if((k|0)==(i|0)){s=Rg[f[(f[a>>2]|0)+52>>2]&255](a,c&255)|0;u=t;return s|0}else{f[s>>2]=h;b[k>>0]=c;s=c&255;u=t;return s|0}return 0}function v3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function w3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function x3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function y3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function z3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=a+4|0;g=f[e>>2]|0;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=(f[e>>2]|0)+24|0;f[e>>2]=g}else{A3a(a);g=f[e>>2]|0}e=g+-24|0;i=g+-12|0;a=f[c>>2]|0;a:do if((a|0)==(d|0))h=d;else while(1){h=(lAb(b[a>>0]|0)|0)<<24;if(!((h|0)==1593835520|(h+-1610612737|0)>>>0<452984831)){h=a;break a}f[c>>2]=a+1;LOb(e,b[a>>0]|0);a=f[c>>2]|0;if((a|0)==(d|0)){h=d;break}}while(0);a=b[e+11>>0]|0;if(a<<24>>24<0)a=f[g+-20>>2]|0;else a=a&255;if((a|0)==0|(h|0)==(d|0)){c=0;return c|0}a=h+1|0;f[c>>2]=a;if((b[h>>0]|0)!=61){c=0;return c|0}e=B3a(a,d,i)|0;f[c>>2]=e;if((e|0)==0|(e|0)==(d|0)){c=0;return c|0}a=b[e>>0]|0;if(a<<24>>24==32){f[c>>2]=e+1;c=1;return c|0}else{c=a<<24>>24==62;return c|0}return 0}function A3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;d=f[a>>2]|0;i=(k-d|0)/24|0;e=i+1|0;c=d;g=k;if(e>>>0>178956970)AMb(a);m=a+8|0;d=((f[m>>2]|0)-d|0)/24|0;h=d<<1;h=d>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)j=0;else if(h>>>0>178956970)vd();else{j=pOb(h*24|0)|0;break}while(0);d=j+(i*24|0)|0;e=d;h=j+(h*24|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;i=d+24|0;if((g|0)==(c|0))g=k;else{do{j=d+-24|0;k=g;g=g+-24|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;j=d+-12|0;k=k+-12|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;d=e+-24|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((c|0)!=(e|0))do{d=c+-12|0;c=c+-24|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function B3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[d+4>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if((a|0)==(c|0)){d=0;return d|0}e=a+1|0;i=b[a>>0]|0;switch(i<<24>>24){case 39:case 34:break;default:{d=0;return d|0}}if((e|0)==(c|0)){d=0;return d|0}a:while(1){a=b[e>>0]|0;b:do if(a<<24>>24==92){a=e+1|0;if((a|0)==(c|0)){e=0;a=29;break a}switch(b[a>>0]|0){case 34:{LOb(d,34);e=a;break b}case 8:{LOb(d,8);e=a;break b}case 12:{LOb(d,12);e=a;break b}case 10:{LOb(d,10);e=a;break b}case 13:{LOb(d,13);e=a;break b}case 9:{LOb(d,9);e=a;break b}case 92:{LOb(d,92);e=a;break b}case 117:{a=e+2|0;if((a|0)==(c|0)){e=0;a=29;break a}h=b[a>>0]|0;a=h<<24>>24;if((h+-48&255)<10)a=a+65488&65535;else{a=sAb(a)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=(a&255)+65461|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+3|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+4|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);e=e+5|0;if((e|0)==(c|0)){e=0;a=29;break a}j=b[e>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);break b}default:{e=0;a=29;break a}}}else{if(a<<24>>24==i<<24>>24){a=9;break a}if(a<<24>>24<32){e=0;a=29;break a}LOb(d,a)}while(0);e=e+1|0;if((e|0)==(c|0)){e=0;a=29;break}}if((a|0)==9){j=e+1|0;return j|0}else if((a|0)==29)return e|0;return 0}function C3a(a){a=a|0;sOb(a);return}function D3a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return b|0}function E3a(a,b){a=a|0;b=b|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return}function F3a(a){a=a|0;return}function G3a(a){a=a|0;sOb(a);return}function H3a(a){a=a|0;Y8a(f[(f[a+4>>2]|0)+240>>2]|0);return}function I3a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==191786?a+4|0:0)|0}function J3a(a){a=a|0;return 15176}function K3a(a){a=a|0;var b=0,c=0,d=0;b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b)}b=f[a+88>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+80|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function L3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function M3a(a,b){a=a|0;b=b|0;var c=0;f[a>>2]=39368;c=pOb(120)|0;f[c>>2]=b;f[c+4>>2]=f[b+232>>2];b=f[b+236>>2]|0;f[c+8>>2]=b;if(b|0)gOb(b);ceb(c+12|0,34962,4194304,262144);ceb(c+36|0,34963,4194304,262144);b=c+60|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+76>>2]=1.0;b=c+80|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+96>>2]=1.0;f[c+104>>2]=0;f[c+108>>2]=0;f[c+112>>2]=0;z2a(c);f[a+4>>2]=c;return}function N3a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;a=i+8|0;h=i;d=f[d>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;eRa(h,f[b+232>>2]|0,a,e,g);if(f[h>>2]|0){g=f[b+244>>2]|0;xh[f[(f[g>>2]|0)+16>>2]&127](g,a,0)}a=f[h+4>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function O3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;f[a>>2]=39820;c=f[a+2956>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);i=a+2948|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);h=a+2852|0;c=f[h>>2]|0;if(c|0){i=a+2856|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+2648>>2]|0;if(c|0){d=a+2652|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+2636>>2]|0;if(c|0){d=a+2640|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}i=a+2632|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=a+100|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+88|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+40|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+12|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function P3a(a){a=a|0;O3a(a);sOb(a);return}function Q3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0.0,Y=0.0;S=u;u=u+1136|0;R=S+1080|0;D=S+1072|0;O=S+48|0;B=S+1112|0;E=S;P=gDb()|0;Q=I;wqb(B);l=a9a(AQa(c)|0)|0;M=IAa(l)|0;p[a+2664>>3]=+p[M>>3];p[a+2672>>3]=+p[M+8>>3];p[a+2680>>3]=+p[M+16>>3];p[a+2688>>3]=+p[M+24>>3];p[a+2696>>3]=+p[M+32>>3];p[a+2704>>3]=+p[M+40>>3];p[a+2712>>3]=+p[M+48>>3];p[a+2720>>3]=+p[M+56>>3];p[a+2728>>3]=+p[M+64>>3];p[a+2736>>3]=+p[M+72>>3];p[a+2744>>3]=+p[M+80>>3];p[a+2752>>3]=+p[M+88>>3];p[a+2760>>3]=+p[M+96>>3];p[a+2768>>3]=+p[M+104>>3];p[a+2776>>3]=+p[M+112>>3];p[a+2784>>3]=+p[M+120>>3];T=+p[l+32>>3];M=a+2792|0;p[M>>3]=T;g=+p[l+40>>3];N=a+2800|0;p[N>>3]=g;i=+p[l+48>>3];F=a+2808|0;p[F>>3]=i;V=+p[l+56>>3];G=a+2816|0;p[G>>3]=V;U=+p[l+64>>3];H=a+2824|0;p[H>>3]=U;j=+p[l+72>>3];J=a+2832|0;p[J>>3]=j;T=V-T;g=U-g;i=j-i;j=+L(+(T*T+(g*g+i*i)));p[a+2888>>3]=T/j;p[a+2896>>3]=g/j;p[a+2904>>3]=i/j;K=a+2848|0;b[K>>0]=b[l>>0]|0;n[a+2840>>2]=+n[B+8>>2]-+n[B>>2];n[a+2844>>2]=+n[B+12>>2]-+n[B+4>>2];B=a+2852|0;l=f[B>>2]|0;C=a+2856|0;d=f[C>>2]|0;if((d|0)!=(l|0))do{e=d+-12|0;f[C>>2]=e;k=f[e>>2]|0;if(!k)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-k|0)>>>5)<<5);sOb(k);d=f[C>>2]|0}}while((d|0)!=(l|0));v5a(B);z=YRa(c)|0;d=f[z>>2]|0;z=f[z+4>>2]|0;a:do if((d|0)!=(z|0)){A=a+2860|0;while(1){x=f[d>>2]|0;v=d+4|0;y=f[v>>2]|0;l=y;k=x;if((x|0)!=(y|0)){e=f[C>>2]|0;if(e>>>0<(f[A>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;w=e+12|0;f[C>>2]=w;e=l}else{w5a(B);w=f[C>>2]|0;k=f[d>>2]|0;e=f[v>>2]|0}y=w+-12|0;e=e-k|0;k=e>>5;x=w+-4|0;s=f[y>>2]|0;q=s;if((f[x>>2]|0)-s>>5>>>0<k>>>0){t=w+-8|0;if(k>>>0>134217727)break;l=f[t>>2]|0;o=pOb(e)|0;m=o+(l-s>>5<<5)|0;r=m;o=o+(k<<5)|0;e=l;if((e|0)==(q|0))e=r;else{l=e+-32|0;k=m;while(1){W=e;e=e+-32|0;p[k+-32>>3]=+p[e>>3];p[k+-24>>3]=+p[W+-24>>3];p[k+-16>>3]=+p[W+-16>>3];p[k+-8>>3]=+p[W+-8>>3];if((e|0)==(q|0))break;else k=k+-32|0}e=m+(~((l-s|0)>>>5)<<5)|0}f[y>>2]=e;f[t>>2]=r;f[x>>2]=o;if(s|0)sOb(s)}k=f[d>>2]|0;m=f[v>>2]|0;if((k|0)!=(m|0)){l=w+-8|0;e=f[l>>2]|0;do{if(e>>>0<(f[x>>2]|0)>>>0){e=e+32|0;f[l>>2]=e}else{x5a(y);e=f[l>>2]|0}p[e+-32>>3]=+p[k>>3];p[e+-24>>3]=+p[k+8>>3];p[e+-16>>3]=+p[k+16>>3];p[e+-8>>3]=+p[k+24>>3];k=k+32|0}while((k|0)!=(m|0))}}d=d+12|0;if((d|0)==(z|0))break a}vd()}while(0);if(CEa(c,E)|0){e=E+24|0;k=E;l=E+32|0;m=E+8|0;o=E+40|0;d=E+16|0}else{p[E>>3]=-1.0;m=E+8|0;p[m>>3]=-1.0;d=E+16|0;p[d>>3]=-1.0;e=E+24|0;p[e>>3]=1.0;l=E+32|0;p[l>>3]=1.0;o=E+40|0;p[o>>3]=1.0;XAb(O,1024,194680,D)|0;k=m3a(260024,O,pAb(O)|0)|0;vEb(D,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);W=XFb(D,260896)|0;W=Rg[f[(f[W>>2]|0)+28>>2]&255](W,10)|0;YFb(D);OEb(k,W)|0;AEb(k)|0;k=E}U=+p[e>>3]-+p[k>>3];p[O>>3]=U;W=O+8|0;g=+p[l>>3]-+p[m>>3];p[W>>3]=g;V=+p[o>>3]-+p[d>>3];p[O+16>>3]=V;g=U<g?+p[W>>3]:+p[O>>3];g=g<V?V:g;p[a+2912>>3]=g;switch(b[K>>0]|0){case 1:{U=g*1.0e10;X=+p[G>>3];i=+p[M>>3]-X;T=+p[H>>3];V=+p[N>>3]-T;Y=+p[J>>3];j=+p[F>>3]-Y;g=+L(+(i*i+(V*V+j*j)));j=Y+U*(j/g);i=X+U*(i/g);g=T+U*(V/g);break}case 0:{j=+p[F>>3];i=+p[M>>3];g=+p[N>>3];break}default:{W=JEb(m3a(260024,194719,40)|0,h[K>>0]|0)|0;vEb(O,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);K=XFb(O,260896)|0;K=Rg[f[(f[K>>2]|0)+28>>2]&255](K,10)|0;YFb(O);OEb(W,K)|0;AEb(W)|0;j=+p[F>>3];i=+p[M>>3];g=+p[N>>3]}}p[a+2864>>3]=i;p[a+2872>>3]=g;p[a+2880>>3]=j;y5a(a,c);d=gDb()|0;e=I;if(!(b[a+121>>0]|0)){u=S;return}M=RPb(d|0,e|0,P|0,Q|0)|0;M=UPb(M|0,I|0,1e6,0)|0;N=f[a+2936>>2]|0;c=f[a+2940>>2]|0;P=f[a+2928>>2]|0;Q=f[a+2932>>2]|0;W=f[a+2944>>2]|0;a=R;f[a>>2]=M;f[a+4>>2]=I;f[R+8>>2]=N;f[R+12>>2]=c;f[R+16>>2]=P;f[R+20>>2]=Q;f[R+24>>2]=W;XAb(O,1024,194760,R)|0;W=m3a(260024,O,pAb(O)|0)|0;vEb(R,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);Q=XFb(R,260896)|0;Q=Rg[f[(f[Q>>2]|0)+28>>2]&255](Q,10)|0;YFb(R);OEb(W,Q)|0;AEb(W)|0;u=S;return}function R3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;d=gDb()|0;c=a+2920|0;f[c>>2]=d;f[c+4>>2]=I;c=a+8|0;d=pOb(148)|0;f[d>>2]=c;g=d+4|0;h=d+60|0;i=d+8|0;f[g>>2]=15100;f[h>>2]=15120;tEb(h,i);f[d+132>>2]=0;f[d+136>>2]=-1;f[g>>2]=39656;f[h>>2]=39676;xEb(i);f[i>>2]=39692;h=d+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+56>>2]=16;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;k3a(i,e);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=pOb(272)|0;f[e>>2]=d;U3a(i,e,a+2664|0,a+2636|0,a+2648|0,a+2948|0,c);h=f[e>>2]|0;f[e>>2]=0;if(h|0){c=h+4|0;f[c>>2]=39656;d=h+60|0;f[d>>2]=39676;e=h+8|0;f[e>>2]=39692;g=h+40|0;if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);oDb(e);kEb(c,39752);jDb(d);sOb(h)}c=a+2632|0;d=f[c>>2]|0;f[c>>2]=i;if(!d){a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);i=f[c>>2]|0;a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}function S3a(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;e=gDb()|0;e=QPb(e|0,I|0,1e9,0)|0;d=c;f[d>>2]=e;f[d+4>>2]=I;a=f[a+2632>>2]|0;a=Rg[f[(f[a>>2]|0)+12>>2]&255](a,c)|0;u=b;return a|0}function T3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+1040|0;e=g;d=g+8|0;h=c+2632|0;i=f[h>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](a,i);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);if(!(b[c+121>>0]|0)){u=g;return}h=gDb()|0;i=c+2920|0;i=RPb(h|0,I|0,f[i>>2]|0,f[i+4>>2]|0)|0;i=UPb(i|0,I|0,1e6,0)|0;p[e>>3]=(+(i>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192106,e)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(e,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);h=XFb(e,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(e);OEb(i,h)|0;AEb(i)|0;u=g;return}function U3a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;f[a>>2]=39852;f[a+4>>2]=i;f[a+8>>2]=d;m=f[c>>2]|0;f[c>>2]=0;f[a+12>>2]=m;m=a+16|0;f[m>>2]=1e3;f[m+4>>2]=0;m=gDb()|0;m=QPb(m|0,I|0,1e9,0)|0;j=a+24|0;f[j>>2]=m;f[j+4>>2]=I;j=gDb()|0;m=a+32|0;f[m>>2]=j;f[m+4>>2]=I;m=a+40|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;b[m+12>>0]=0;m=f[h>>2]|0;f[h>>2]=0;j=h+4|0;i=f[j>>2]|0;f[j>>2]=0;f[a+56>>2]=m;f[a+60>>2]=i;j=a+64|0;k=h+8|0;c=f[k>>2]|0;f[j>>2]=c;l=h+12|0;d=f[l>>2]|0;f[a+68>>2]=d;f[a+72>>2]=f[h+16>>2];h=m;if(d|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;f[h+(c<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}i=a+80|0;c=a+164|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;i=a+104|0;h=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));n[c>>2]=1.0;c=a+212|0;f[c>>2]=0;d=a+216|0;f[d>>2]=0;f[a+220>>2]=0;i=a+168|0;h=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));f[c>>2]=f[e>>2];i=e+4|0;f[d>>2]=f[i>>2];h=e+8|0;f[a+220>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[e>>2]=0;i=a+224|0;f[i>>2]=0;h=a+228|0;f[h>>2]=0;f[a+232>>2]=0;f[i>>2]=f[g>>2];i=g+4|0;f[h>>2]=f[i>>2];h=g+8|0;f[a+232>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[g>>2]=0;i=a+236|0;h=i+36|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));return}function V3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;f[a>>2]=39852;c=f[a+260>>2]|0;if(c|0){d=a+264|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}c=f[a+248>>2]|0;if(c|0){d=a+252|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+224>>2]|0;if(c|0){d=a+228|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+212>>2]|0;if(c|0){d=a+216|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}h=a+196|0;c=f[h>>2]|0;if(c|0){i=a+200|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}k=a+184|0;c=f[k>>2]|0;if(c|0){l=a+188|0;d=f[l>>2]|0;if((d|0)!=(c|0)){e=d;while(1){j=e+-12|0;f[l>>2]=j;d=f[j>>2]|0;if(!d)d=j;else{i=e+-8|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=f[l>>2]|0}if((d|0)==(c|0))break;else e=d}c=f[k>>2]|0}sOb(c)}o=a+148|0;t4a(o,f[a+156>>2]|0);c=f[o>>2]|0;f[o>>2]=0;if(c|0)sOb(c);o=a+136|0;c=f[o>>2]|0;f[o>>2]=0;if(c|0){d=f[c>>2]|0;f[c>>2]=0;if(d|0){l4a(d);sOb(d)}sOb(c)}n=a+96|0;o=f[n>>2]|0;f[n>>2]=0;if(o|0){m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=o+20|0;d=0}else{k=o+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;p=64;break}case 2:{d=512;p=64;break}default:{}}if((p|0)==64)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o)}p=a+92|0;h=f[p>>2]|0;f[p>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}p=a+88|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0){W6a(c);sOb(c)}c=f[a+64>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{p=d;d=f[d>>2]|0;sOb(p)}while((d|0)!=0);p=e+20|0;d=f[p>>2]|0;f[p>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);p=a+56|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0)sOb(c);a=a+12|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;d=c+4|0;f[d>>2]=39656;e=c+60|0;f[e>>2]=39676;g=c+8|0;f[g>>2]=39692;h=c+40|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);kEb(d,39752);jDb(e);sOb(c);return}function W3a(a){a=a|0;V3a(a);sOb(a);return}function X3a(a){a=a|0;b[a+52>>0]=0;f[a+44>>2]=943;f[a+48>>2]=0;return}function Y3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+44|0;g=a+48|0;h=a+52|0;do{d=f[e>>2]|0;k=f[g>>2]|0;i=a+(k>>1)|0;if(k&1)d=f[(f[i>>2]|0)+d>>2]|0;oh[d&1023](i,c);if(b[h>>0]|0){d=1;j=8;break}i=gDb()|0;l=I;k=c;d=f[k+4>>2]|0}while((l|0)<(d|0)|((l|0)==(d|0)?i>>>0<(f[k>>2]|0)>>>0:0));if((j|0)==8)return d|0;l=(b[h>>0]|0)!=0;return l|0}function Z3a(a,b){a=a|0;b=b|0;l3a(a,(f[b+12>>2]|0)+8|0);return}function _3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0;x=u;u=u+1072|0;t=x+44|0;w=x+8|0;d=x;v=x+48|0;r=x+24|0;s=a+4|0;c=f[s>>2]|0;if(!(b[c+16>>0]|0)){if(!(b[c+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}XAb(v,1024,192149,d)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}o=gDb()|0;q=a+32|0;d=q;f[d>>2]=o;f[d+4>>2]=I;y=+p[(f[a+8>>2]|0)+248>>3]*1.0e-08;p[a+80>>3]=y<1.0e-06?y:1.0e-06;d=f[a+64>>2]|0;if(!d)g=0;else{l=a+228|0;m=a+232|0;o=a+224|0;c=0;do{e=d;k=e+8|0;e=f[e+28>>2]|0;if(e)do{g=e;if(a4a(a,g+64|0)|0){h=g+8|0;i=g+32|0;j=f[l>>2]|0;if(j>>>0<(f[m>>2]|0)>>>0){p[j>>3]=+p[h>>3];p[j+8>>3]=+p[g+16>>3];p[j+16>>3]=+p[g+24>>3];p[j+24>>3]=+p[i>>3];p[j+32>>3]=+p[g+40>>3];p[j+40>>3]=+p[g+48>>3];j=j+48|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[l>>2]=(f[l>>2]|0)+64}else b4a(o,h,i,k);c=c+1|0}e=f[e>>2]|0}while((e|0)!=0);d=f[d>>2]|0}while((d|0)!=0);g=c}f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;n[r+16>>2]=1.0;b[t>>0]=b[v>>0]|0;$3a(a+56|0,r,t);c=f[r+8>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{o=d;d=f[d>>2]|0;sOb(o)}while((d|0)!=0);o=e+20|0;d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);c=f[r>>2]|0;f[r>>2]=0;if(c|0)sOb(c);s=f[s>>2]|0;c=gDb()|0;d=I;if(!(b[s+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}s=q;s=RPb(c|0,d|0,f[s>>2]|0,f[s+4>>2]|0)|0;s=UPb(s|0,I|0,1e6,0)|0;f[w>>2]=g;p[w+8>>3]=(+(s>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(v,1024,192175,w)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}function $3a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+12|0;if(f[h>>2]|0){g=a+8|0;c=f[g>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);f[g>>2]=0;d=f[a+4>>2]|0;if(d|0){c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}i=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=i;if(c|0)sOb(c);i=b+4|0;d=a+4|0;f[d>>2]=f[i>>2];f[i>>2]=0;i=b+12|0;e=f[i>>2]|0;f[h>>2]=e;f[a+16>>2]=f[b+16>>2];g=b+8|0;c=f[g>>2]|0;h=a+8|0;f[h>>2]=c;if(!e)return;c=f[c+4>>2]|0;d=f[d>>2]|0;e=d+-1|0;if(!(e&d))c=e&c;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=h;f[g>>2]=0;f[i>>2]=0;return}function a4a(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0;if((f[c+144>>2]|0)==1){a=1;return a|0}q=+p[c+32>>3];k=+p[c+8>>3];t=q-k;s=+p[c+40>>3];i=+p[c+64>>3]-s;d=+p[c+16>>3];s=s-d;q=+p[c+56>>3]-q;g=t*i-s*q;l=+p[c+24>>3];j=+p[c+48>>3]-l;h=+p[c>>3];l=l-h;i=s*j-i*l;j=q*l-t*j;t=+p[c+104>>3];l=+p[c+80>>3];q=t-l;s=+p[c+112>>3];r=+p[c+136>>3]-s;n=+p[c+88>>3];s=s-n;t=+p[c+128>>3]-t;o=+p[c+96>>3];u=+p[c+120>>3]-o;m=+p[c+72>>3];o=o-m;c=f[a+8>>2]|0;if((b[c+184>>0]|0)==1){n=+p[c+224>>3];h=+p[c+232>>3];d=+p[c+240>>3];i=g*n+(i*h+j*d);g=n}else{w=+p[c+200>>3];x=+p[c+208>>3];v=+p[c+216>>3];i=g*(h-w)+(i*(k-x)+j*(d-v));h=l-x;g=m-w;d=n-v}d=(q*r-s*t)*g+((t*o-q*u)*d+(s*u-r*o)*h);if(!(i>=0.0)){x=+K(+(0.0-i));e=x<+p[a+80>>3]&1}else e=1;if(!(d>=0.0)){x=+K(+(0.0-d));c=x<+p[a+80>>3]&1}else c=1;a=(e|0)!=(c|0);return a|0}function b4a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=a+4|0;e=f[q>>2]|0;g=f[a>>2]|0;k=e-g>>6;i=k+1|0;n=g;h=e;if(i>>>0>67108863)AMb(a);o=a+8|0;l=(f[o>>2]|0)-g|0;m=l>>5;i=l>>6>>>0<33554431?(m>>>0<i>>>0?i:m):67108863;do if(!i)j=0;else if(i>>>0>67108863)vd();else{j=pOb(i<<6)|0;break}while(0);l=j+(k<<6)|0;g=l;m=j+(i<<6)|0;p[l>>3]=+p[b>>3];p[j+(k<<6)+8>>3]=+p[b+8>>3];p[j+(k<<6)+16>>3]=+p[b+16>>3];p[j+(k<<6)+24>>3]=+p[c>>3];p[j+(k<<6)+32>>3]=+p[c+8>>3];p[j+(k<<6)+40>>3]=+p[c+16>>3];i=j+(k<<6)+48|0;f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];i=l+64|0;if((h|0)!=(n|0)){e=l;do{k=h;h=h+-64|0;p[e+-64>>3]=+p[h>>3];p[e+-56>>3]=+p[k+-56>>3];p[e+-48>>3]=+p[k+-48>>3];p[e+-40>>3]=+p[k+-40>>3];p[e+-32>>3]=+p[k+-32>>3];p[e+-24>>3]=+p[k+-24>>3];l=e+-16|0;k=k+-16|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];e=g+-64|0;g=e}while((h|0)!=(n|0));e=f[a>>2]|0}f[a>>2]=g;f[q>>2]=i;f[o>>2]=m;if(!e)return;sOb(e);return}function c4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+1040|0;h=i;e=i+8|0;d=gDb()|0;g=a+32|0;f[g>>2]=d;f[g+4>>2]=I;g=a+4|0;V6a(e,f[g>>2]|0,f[a+8>>2]|0);d=a+88|0;j=f[e>>2]|0;f[e>>2]=0;c=f[d>>2]|0;f[d>>2]=j;if(!c)f[e>>2]=0;else{W6a(c);sOb(c);c=f[e>>2]|0;f[e>>2]=0;if(c|0){W6a(c);sOb(c)}}if(b[(f[g>>2]|0)+112>>0]|0){p[h>>3]=+p[(f[d>>2]|0)+32>>3];XAb(e,1024,192226,h)|0;j=m3a(260024,e,pAb(e)|0)|0;vEb(h,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(j,g)|0;AEb(j)|0}j=a+212|0;g=pOb(136)|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=f[j>>2];h=a+216|0;f[g+28>>2]=f[h>>2];e=a+220|0;f[g+32>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[j>>2]=0;f[g+36>>2]=0;f[g+112>>2]=0;f[g+116>>2]=0;f[g+120>>2]=0;b[g+128>>0]=0;j=a+92|0;h=f[j>>2]|0;f[j>>2]=g;if(!h){h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h);h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}function d4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+4|0;b=f[i>>2]|0;k=a+16|0;c=f[k>>2]|0;d=b+(c>>>8<<2)|0;j=a+8|0;if((f[j>>2]|0)==(b|0)){h=0;g=a+20|0;b=0}else{g=a+20|0;h=c+(f[g>>2]|0)|0;h=(f[b+(h>>>8<<2)>>2]|0)+((h&255)<<4)|0;b=(f[d>>2]|0)+((c&255)<<4)|0}e=d;a:while(1){do{if((h|0)==(b|0))break a;a=f[b+4>>2]|0;if(a|0){c=b+8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}b=b+16|0}while((b-(f[e>>2]|0)|0)!=4096);b=e+4|0;e=b;b=f[b>>2]|0}f[g>>2]=0;a=f[i>>2]|0;b=(f[j>>2]|0)-a>>2;if(b>>>0>2)do{sOb(f[a>>2]|0);a=(f[i>>2]|0)+4|0;f[i>>2]=a;b=(f[j>>2]|0)-a>>2}while(b>>>0>2);switch(b|0){case 1:{b=128;break}case 2:{b=256;break}default:return}f[k>>2]=b;return}function e4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+1088|0;i=n+48|0;k=n+40|0;h=n+16|0;e=n;m=n+64|0;j=a+88|0;l=a+92|0;o=Y6a(f[j>>2]|0,f[l>>2]|0,c)|0;g=a+4|0;d=f[g>>2]|0;c=(b[d+112>>0]|0)!=0;if(!o){if(!c){u=n;return}d=gDb()|0;e=I;c=a+24|0;o=c;l=f[o+4>>2]|0;if(!((l|0)<(e|0)|((l|0)==(e|0)?(f[o>>2]|0)>>>0<d>>>0:0))){u=n;return}o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;a=c;f[a>>2]=o;f[a+4>>2]=I;a=f[j>>2]|0;o=f[a+24>>2]|0;a=f[a+8>>2]|0;f[i>>2]=a;f[i+4>>2]=o;p[i+8>>3]=+(a>>>0)/+(o>>>0)*100.0;XAb(m,1024,192261,i)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(i,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);a=XFb(i,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(i);OEb(o,a)|0;AEb(o)|0;u=n;return}if(c){o=f[j>>2]|0;d=f[o+24>>2]|0;o=f[o+8>>2]|0;f[e>>2]=o;f[e+4>>2]=d;p[e+8>>3]=+(o>>>0)/+(d>>>0)*100.0;XAb(m,1024,192261,e)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(e,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(e,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(e);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=f[j>>2]|0;if(b[d+113>>0]|0){i=f[c+8>>2]|0;j=f[c+12>>2]|0;o=f[c+16>>2]|0;d=f[c+20>>2]|0;f[h>>2]=f[c+4>>2];f[h+4>>2]=i;f[h+8>>2]=j;f[h+12>>2]=o;f[h+16>>2]=d;XAb(m,1024,192314,h)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(h,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(h,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(h);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=gDb()|0;if(b[d+112>>0]|0){o=a+32|0;o=RPb(c|0,I|0,f[o>>2]|0,f[o+4>>2]|0)|0;o=UPb(o|0,I|0,1e6,0)|0;p[k>>3]=(+(o>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(m,1024,192391,k)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(k,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);m=XFb(k,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,10)|0;YFb(k);OEb(o,m)|0;AEb(o)|0}h=f[l>>2]|0;f[l>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}f[a+44>>2]=946;f[a+48>>2]=0;u=n;return}function f4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h+1024|0;g=h;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,192419,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}e=f[a+12>>2]|0;i=(f[a+8>>2]|0)+176|0;p[g>>3]=-32767.0;p[g+8>>3]=-32767.0;p[g+16>>3]=65534.0;p[g+24>>3]=65534.0;g4a(e,i,g,c+4|0);f[a+44>>2]=947;f[a+48>>2]=0;u=h;return}function g4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;f[a+140>>2]=f[c>>2];j=c+4|0;f[a+144>>2]=f[j>>2];g=+n[c>>2];h=+n[j>>2];j=a+4|0;if(b[f[a>>2]>>0]|0){i=m3a(j,194226,54)|0;b[k>>0]=10;m3a(i,k,1)|0}a=m3a(m3a(NEb(m3a(m3a(NEb(m3a(m3a(m3a(m3a(m3a(m3a(m3a(j,194281,4)|0,194286,14)|0,194301,19)|0,194321,35)|0,194357,43)|0,194401,45)|0,194447,8)|0,g)|0,193077,1)|0,194456,9)|0,h)|0,193077,1)|0,194466,10)|0;a=m3a(JEb(a,~~+p[d>>3])|0,193056,1)|0;c=d+8|0;a=m3a(JEb(a,~~+p[c>>3])|0,193056,1)|0;a=m3a(JEb(a,~~+p[d+16>>3])|0,193056,1)|0;a=m3a(m3a(m3a(m3a(JEb(a,~~+p[d+24>>3])|0,193077,1)|0,194477,27)|0,194505,37)|0,193142,1)|0;b[k>>0]=10;m3a(a,k,1)|0;a=e+11|0;m=b[a>>0]|0;i=e+4|0;if(!((m<<24>>24<0?f[i>>2]|0:m&255)|0)){u=l;return}j=m3a(m3a(j,194543,5)|0,194549,4)|0;j=m3a(m3a(JEb(j,~~+p[d>>3])|0,193077,1)|0,194554,4)|0;j=m3a(m3a(m3a(JEb(j,~~+p[c>>3])|0,193077,1)|0,194559,27)|0,193174,7)|0;m=b[a>>0]|0;d=m<<24>>24<0;m=m3a(m3a(m3a(j,d?f[e>>2]|0:e,d?f[i>>2]|0:m&255)|0,193077,1)|0,194587,2)|0;b[k>>0]=10;m3a(m,k,1)|0;u=l;return}function h4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;d=r;c=r+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192430,d)|0;q=m3a(260024,c,pAb(c)|0)|0;vEb(d,q+(f[(f[q>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(q,n)|0;AEb(q)|0}p[a+104>>3]=1797693134862315708145274.0e284;p[a+112>>3]=-1797693134862315708145274.0e284;m=a+120|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;q=m+32|0;n=a+96|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;b[q+24>>0]=0;q=f[n>>2]|0;f[n>>2]=m;if(!q){q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}m=q+4|0;c=f[m>>2]|0;l=q+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=q+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=q+20|0;d=0}else{k=q+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;o=17;break}case 2:{d=512;o=17;break}default:{}}if((o|0)==17)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[q>>2]|0;if(c|0)sOb(c);sOb(q);q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}function i4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0;s=u;u=u+32|0;r=s;q=r+16|0;f[r>>2]=39880;f[r+4>>2]=a;f[q>>2]=r;c=a+96|0;if(j4a(f[a+88>>2]|0,f[c>>2]|0,r,b)|0){v=+p[a+104>>3];t=(+p[a+112>>3]-v)*.5;p[a+128>>3]=-(v+t);p[a+120>>3]=32767.0/t;o=f[c>>2]|0;f[c>>2]=0;if(o|0){l=o+4|0;b=f[l>>2]|0;k=o+16|0;c=f[k>>2]|0;e=b+(c>>>9<<2)|0;n=o+8|0;d=f[n>>2]|0;g=d;h=b;if((d|0)==(b|0)){i=0;j=o+20|0;c=0}else{j=o+20|0;i=(f[j>>2]|0)+c|0;i=(f[b+(i>>>9<<2)>>2]|0)+((i&511)<<3)|0;c=(f[e>>2]|0)+((c&511)<<3)|0}a:while(1){do{if((i|0)==(c|0))break a;c=c+8|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[j>>2]=0;c=g-h>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[n>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=256;m=16;break}case 2:{c=512;m=16;break}default:{}}if((m|0)==16)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[n>>2]|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[o>>2]|0;if(b|0)sOb(b);sOb(o)}f[a+44>>2]=949;f[a+48>>2]=0}b=f[q>>2]|0;if((r|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);u=s;return}if(!b){u=s;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);u=s;return}function j4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;s=c+56|0;if(b[s>>0]|0){t=1;return t|0}t=c+24|0;g=f[t>>2]|0;if(!g){g=f[a>>2]|0;f[t>>2]=g;if(!g){b[s>>0]=1;t=1;return t|0}}o=c+32|0;q=c+40|0;r=c+48|0;j=d+16|0;k=c+20|0;l=c+16|0;m=c+4|0;n=c+8|0;a:while(1){b:do if(!(+p[g+24>>3]+(+p[g>>3]*+p[o>>3]+(+p[g+8>>3]*+p[q>>3]+ +p[g+16>>3]*+p[r>>3]))<0.0)){if(f[g+44>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=1;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+44|0;i=39;break}a=f[j>>2]|0;if(!a){i=12;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+48>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=16;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=18;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}else{if(f[g+48>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=0;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+48|0;i=39;break}a=f[j>>2]|0;if(!a){i=28;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+44>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=32;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=34;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}while(0);if((i|0)==39){i=0;h=f[g>>2]|0;f[t>>2]=h;if(!h)break}d=gDb()|0;u=I;h=e;a=f[h+4>>2]|0;g=f[t>>2]|0;if(!((u|0)<(a|0)|((u|0)==(a|0)?d>>>0<(f[h>>2]|0)>>>0:0))){i=41;break}}if((i|0)==12)vd();else if((i|0)==16)f[t>>2]=0;else if((i|0)==18)vd();else if((i|0)==28)vd();else if((i|0)==32)f[t>>2]=0;else if((i|0)==34)vd();else if((i|0)==41)if(g|0){u=0;return u|0}b[s>>0]=1;u=1;return u|0}function k4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;e=r;c=r+8|0;d=a+4|0;if(b[(f[d>>2]|0)+112>>0]|0){f[e>>2]=f[(f[a+88>>2]|0)+8>>2];XAb(c,1024,192453,e)|0;o=m3a(260024,c,pAb(c)|0)|0;vEb(e,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(e,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(e);OEb(o,n)|0;AEb(o)|0}e=gDb()|0;c=a+32|0;f[c>>2]=e;f[c+4>>2]=I;d=f[d>>2]|0;c=pOb(88)|0;f[c>>2]=0;f[c+4>>2]=-32767;f[c+8>>2]=-32767;f[c+12>>2]=32767;f[c+16>>2]=32767;f[c+20>>2]=200;f[c+24>>2]=0;f[c+28>>2]=0;f[c+32>>2]=-1;e=c+36|0;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[c+84>>2]=d;d=a+136|0;e=f[d>>2]|0;f[d>>2]=c;if(e){c=f[e>>2]|0;f[e>>2]=0;if(c|0){l4a(c);sOb(c)}sOb(e);c=f[d>>2]|0}z7a(c,15);n=f[a+8>>2]|0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;p[m+32>>3]=+p[n+200>>3];p[m+40>>3]=+p[n+208>>3];p[m+48>>3]=+p[n+216>>3];b[m+56>>0]=0;n=a+96|0;o=f[n>>2]|0;f[n>>2]=m;if(!o){o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;j=e;k=c;if((e|0)==(c|0)){d=0;h=0;i=o+20|0}else{i=o+20|0;h=(f[i>>2]|0)+d|0;d=(f[g>>2]|0)+((d&511)<<3)|0;h=(f[c+(h>>>9<<2)>>2]|0)+((h&511)<<3)|0}a:while(1){do{if((h|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[i>>2]=0;d=j-k>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;q=21;break}case 2:{d=512;q=21;break}default:{}}if((q|0)==21)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o);o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}function l4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+40|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}g=a+28|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}g=a+24|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}h=a+20|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(b)}a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}sOb(b);return}function m4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+2112|0;j=m+1056|0;e=m+1048|0;d=m+24|0;h=m+1080|0;i=m+1072|0;l=m;f[i>>2]=a;k=l+16|0;f[l>>2]=39924;f[l+4>>2]=a;f[l+8>>2]=i;f[k>>2]=l;i=a+88|0;n=j4a(f[i>>2]|0,f[a+96>>2]|0,l,c)|0;g=a+4|0;c=(b[(f[g>>2]|0)+112>>0]|0)!=0;if(n){if(c){j=f[(f[i>>2]|0)+8>>2]|0;n=f[a+140>>2]|0;f[d>>2]=n;f[d+4>>2]=j;p[d+8>>3]=+(n>>>0)/+(j>>>0)*100.0;XAb(h,1024,192495,d)|0;j=m3a(260024,h,pAb(h)|0)|0;vEb(d,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(j,n)|0;AEb(j)|0;j=gDb()|0;n=a+32|0;n=RPb(j|0,I|0,f[n>>2]|0,f[n+4>>2]|0)|0;n=UPb(n|0,I|0,1e6,0)|0;p[e>>3]=(+(n>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192551,e)|0;n=m3a(260024,d,pAb(d)|0)|0;vEb(e,n+(f[(f[n>>2]|0)+-12>>2]|0)|0);j=XFb(e,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(e);OEb(n,j)|0;AEb(n)|0}c=f[i>>2]|0;f[i>>2]=0;if(c|0){W6a(c);sOb(c)}f[a+44>>2]=951;f[a+48>>2]=0}else if(c){d=gDb()|0;e=I;c=a+24|0;n=c;o=f[n+4>>2]|0;if((o|0)<(e|0)|((o|0)==(e|0)?(f[n>>2]|0)>>>0<d>>>0:0)){o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;f[c>>2]=o;f[c+4>>2]=I;c=f[(f[i>>2]|0)+8>>2]|0;if(b[(f[g>>2]|0)+112>>0]|0){o=f[a+140>>2]|0;f[j>>2]=o;f[j+4>>2]=c;p[j+8>>3]=+(o>>>0)/+(c>>>0)*100.0;XAb(h,1024,192495,j)|0;o=m3a(260024,h,pAb(h)|0)|0;vEb(j,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(j,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(j);OEb(o,n)|0;AEb(o)|0}}}c=f[k>>2]|0;if((l|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);u=m;return}if(!c){u=m;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=m;return}function n4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+1040|0;i=j+8|0;h=j;d=j+16|0;e=a+4|0;g=f[e>>2]|0;do if(b[g+112>>0]|0){c=f[a+160>>2]|0;if(!(b[g+64>>0]|0)){f[i>>2]=c;XAb(d,1024,192630,i)|0;h=m3a(260024,d,pAb(d)|0)|0;vEb(i,h+(f[(f[h>>2]|0)+-12>>2]|0)|0);g=XFb(i,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(i);OEb(h,g)|0;AEb(h)|0;break}else{f[h>>2]=c;XAb(d,1024,192584,h)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(h,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(i,g)|0;AEb(i)|0;break}}while(0);h=gDb()|0;i=a+32|0;f[i>>2]=h;f[i+4>>2]=I;i=f[e>>2]|0;o4a(f[a+12>>2]|0,+p[i+72>>3],i+80|0,i+92|0);f[a+168>>2]=f[a+156>>2];i=gDb()|0;h=I;g=a+16|0;g=WPb(f[g>>2]|0,f[g+4>>2]|0,1e6,0)|0;h=QPb(g|0,I|0,i|0,h|0)|0;i=a+24|0;f[i>>2]=h;f[i+4>>2]=I;f[a+44>>2]=952;f[a+48>>2]=0;u=j;return}function o4a(a,c,d,e){a=a|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;a=a+4|0;m3a(a,193058,2)|0;g=e+11|0;k=b[g>>0]|0;h=e+4|0;if((k<<24>>24<0?f[h>>2]|0:k&255)|0){l=m3a(a,193174,7)|0;k=b[g>>0]|0;g=k<<24>>24<0;m3a(m3a(l,g?f[e>>2]|0:e,g?f[h>>2]|0:k&255)|0,193077,1)|0}e=m3a(m3a(NEb(m3a(a,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;l=b[d+11>>0]|0;k=l<<24>>24<0;l=m3a(m3a(m3a(m3a(e,k?f[d>>2]|0:d,k?f[d+4>>2]|0:l&255)|0,193077,1)|0,193219,40)|0,193142,1)|0;b[i>>0]=10;m3a(l,i,1)|0;u=j;return}function p4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0;L=u;u=u+1296|0;H=L+24|0;G=L+16|0;F=L;K=L+264|0;B=L+248|0;C=L+188|0;D=L+40|0;E=a+168|0;J=a+148|0;d=f[E>>2]|0;do if(!d)if(!(b[(f[a+4>>2]|0)+112>>0]|0))d=43;else d=44;else{k=a+172|0;l=a+4|0;m=B+4|0;o=B+8|0;q=B+12|0;r=a+12|0;s=K+11|0;t=B+4|0;v=B+8|0;w=C+48|0;x=C+52|0;y=C+56|0;z=D+76|0;A=D+76|0;while(1){f[k>>2]=(f[k>>2]|0)+1;i=d+20|0;e=f[l>>2]|0;j=e+92|0;g=b[j+11>>0]|0;if(g<<24>>24<0)e=f[e+96>>2]|0;else e=g&255;if(!e){j=d+16|0;O=+(h[j+1>>0]|0)*.003921568859368563;N=+(h[j+2>>0]|0)*.003921568859368563;M=+(h[j+3>>0]|0)*.003921568859368563;n[B>>2]=+(h[j>>0]|0)*.003921568859368563;n[m>>2]=O;n[o>>2]=N;n[q>>2]=M;xqb(K,B)}else xOb(K,j);if(!(b[(f[l>>2]|0)+64>>0]|0)){e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{r4a(f[r>>2]|0,d,K);d=d+12|0}while((d|0)!=(g|0))}}else{f[B>>2]=0;f[t>>2]=0;f[v>>2]=0;Vmb(C);f[C>>2]=39968;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;Xmb(D,0);e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{Wmb(z,d,0,1)|0;d=d+12|0}while((d|0)!=(g|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);mnb(B,1.415);q4a(D,40996);Tlb(z);Xmb(D,0);d=f[B>>2]|0;e=f[t>>2]|0;if((d|0)!=(e|0)){do{Vlb(A,d,0,1)|0;d=d+12|0}while((d|0)!=(e|0));i=f[B>>2]|0;d=f[t>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[t>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[t>>2]|0}}while((d|0)!=(i|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);q4a(D,40996);Tlb(A);if((f[B>>2]|0)!=(f[t>>2]|0))r4a(f[r>>2]|0,B,K);s4a(C);d=f[B>>2]|0;if(d|0){e=f[t>>2]|0;if((e|0)!=(d|0)){g=e;while(1){e=g+-12|0;f[t>>2]=e;i=f[e>>2]|0;if(i){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~((g+-8-i|0)>>>3)<<3);sOb(i);e=f[t>>2]|0}if((e|0)==(d|0))break;else g=e}d=f[B>>2]|0}sOb(d)}}e=f[f[E>>2]>>2]|0;f[E>>2]=e;e=(e|0)==0;if(e)d=1;else{d=gDb()|0;i=I;j=c;g=f[j+4>>2]|0;d=(g|0)<(i|0)|((g|0)==(i|0)?(f[j>>2]|0)>>>0<d>>>0:0)}if((b[s>>0]|0)<0)sOb(f[K>>2]|0);if(d)break;d=f[E>>2]|0}d=(b[(f[l>>2]|0)+112>>0]|0)!=0;if(e)if(d){d=44;break}else{d=43;break}if(!d){u=L;return}e=gDb()|0;g=I;d=a+24|0;J=d;G=f[J+4>>2]|0;if(!((G|0)<(g|0)|((G|0)==(g|0)?(f[J>>2]|0)>>>0<e>>>0:0))){u=L;return}G=a+16|0;G=WPb(f[G>>2]|0,f[G+4>>2]|0,1e6,0)|0;G=QPb(G|0,I|0,e|0,g|0)|0;J=d;f[J>>2]=G;f[J+4>>2]=I;J=f[a+160>>2]|0;a=f[a+172>>2]|0;f[H>>2]=a;f[H+4>>2]=J;p[H+8>>3]=+(a>>>0)/+(J>>>0)*100.0;XAb(K,1024,192666,H)|0;K=m3a(260024,K,pAb(K)|0)|0;vEb(H,K+(f[(f[K>>2]|0)+-12>>2]|0)|0);a=XFb(H,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(H);OEb(K,a)|0;AEb(K)|0;u=L;return}while(0);if((d|0)==43)g=a+160|0;else if((d|0)==44){g=a+160|0;H=f[g>>2]|0;E=f[a+172>>2]|0;f[F>>2]=E;f[F+4>>2]=H;p[F+8>>3]=+(E>>>0)/+(H>>>0)*100.0;XAb(K,1024,192666,F)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(F,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);E=XFb(F,260896)|0;E=Rg[f[(f[E>>2]|0)+28>>2]&255](E,10)|0;YFb(F);OEb(H,E)|0;AEb(H)|0;F=gDb()|0;H=a+32|0;H=RPb(F|0,I|0,f[H>>2]|0,f[H+4>>2]|0)|0;H=UPb(H|0,I|0,1e6,0)|0;p[G>>3]=(+(H>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(K,1024,192730,G)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(G,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);F=XFb(G,260896)|0;F=Rg[f[(f[F>>2]|0)+28>>2]&255](F,10)|0;YFb(G);OEb(H,F)|0;AEb(H)|0}if(f[g>>2]|0){e=a+156|0;t4a(J,f[e>>2]|0);f[e>>2]=0;e=f[a+152>>2]|0;if(e|0){d=0;do{f[(f[J>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}J=m3a((f[a+12>>2]|0)+4|0,192764,4)|0;b[K>>0]=10;m3a(J,K,1)|0;f[a+44>>2]=953;f[a+48>>2]=0;u=L;return}function q4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=f[b>>2]|0;f[a>>2]=d;f[a+(f[d+-12>>2]|0)>>2]=f[b+4>>2];d=a+44|0;c=a+52|0;if(f[c>>2]|0){b=f[a+48>>2]|0;e=(f[d>>2]|0)+4|0;g=f[b>>2]|0;f[g+4>>2]=f[e>>2];f[f[e>>2]>>2]=g;f[c>>2]=0;if((b|0)!=(d|0))do{g=b;b=f[b+4>>2]|0;sOb(g)}while((b|0)!=(d|0))}b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function r4a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;h=a+4|0;m3a(h,193168,5)|0;a=d+11|0;g=b[a>>0]|0;e=d+4|0;if((g<<24>>24<0?f[e>>2]|0:g&255)|0){k=m3a(h,193174,7)|0;g=b[a>>0]|0;a=g<<24>>24<0;m3a(m3a(k,a?f[d>>2]|0:d,a?f[e>>2]|0:g&255)|0,193077,1)|0}m3a(h,193182,4)|0;a=f[c>>2]|0;g=f[c+4>>2]|0;if((a|0)==(g|0)){k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}do{e=f[a>>2]|0;c=f[a+4>>2]|0;if((e|0)!=(c|0)){d=0;do{if(!(d<<24>>24)){m3a(h,193191,3)|0;d=1}else m3a(h,193054,1)|0;k=m3a(JEb(h,f[e>>2]|0)|0,193056,1)|0;JEb(k,0-(f[e+4>>2]|0)|0)|0;e=e+8|0}while((e|0)!=(c|0))}m3a(h,193187,3)|0;a=a+12|0}while((a|0)!=(g|0));k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}function s4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39968;Umb(a);b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function t4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!b)return;do{l=b;b=f[b>>2]|0;j=l+20|0;a=f[j>>2]|0;if(a|0){k=l+24|0;c=f[k>>2]|0;if((c|0)!=(a|0)){d=c;while(1){c=d+-12|0;f[k>>2]=c;i=f[c>>2]|0;if(i){h=d+-8|0;d=f[h>>2]|0;if((d|0)==(i|0))c=i;else{do{e=d+-12|0;f[h>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[h>>2]|0}}while((d|0)!=(i|0));c=f[c>>2]|0}sOb(c);c=f[k>>2]|0}if((c|0)==(a|0))break;else d=c}a=f[j>>2]|0}sOb(a)}sOb(l)}while((b|0)!=0);return}function u4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+1040|0;c=h+8|0;g=h;d=h+16|0;e=f[a+4>>2]|0;if(!(b[e+17>>0]|0))if(!(b[e+112>>0]|0))c=955;else{XAb(d,1024,192808,c)|0;g=m3a(260024,d,pAb(d)|0)|0;vEb(c,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(c,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(c);OEb(g,e)|0;AEb(g)|0;c=955}else{c=a+224|0;if(b[e+112>>0]|0){f[g>>2]=(f[a+228>>2]|0)-(f[c>>2]|0)>>6;XAb(d,1024,192769,g)|0;e=m3a(260024,d,pAb(d)|0)|0;vEb(g,e+(f[(f[e>>2]|0)+-12>>2]|0)|0);d=XFb(g,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(g);OEb(e,d)|0;AEb(e)|0}e=gDb()|0;g=a+32|0;f[g>>2]=e;f[g+4>>2]=I;f[a+208>>2]=f[c>>2];c=954}f[a+44>>2]=c;f[a+48>>2]=0;e=gDb()|0;g=I;d=a+16|0;d=WPb(f[d>>2]|0,f[d+4>>2]|0,1e6,0)|0;g=QPb(d|0,I|0,e|0,g|0)|0;a=a+24|0;f[a>>2]=g;f[a+4>>2]=I;u=h;return}function v4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0,fa=0;H=u;u=u+1152|0;C=H+1112|0;z=H+1104|0;y=H+1088|0;A=H+64|0;w=H+1140|0;E=H+1128|0;x=H;f[w>>2]=a;f[E>>2]=0;G=E+4|0;f[G>>2]=0;f[E+8>>2]=0;B=a+224|0;F=a+228|0;g=a+208|0;d=f[g>>2]|0;do if((d|0)==(f[F>>2]|0))D=11;else{h=a+8|0;i=A+8|0;j=A+16|0;k=A+24|0;l=A+32|0;m=A+40|0;n=A+48|0;o=x+8|0;q=x+16|0;r=x+24|0;s=x+32|0;t=x+40|0;v=x+48|0;while(1){e=f[h>>2]|0;da=+p[d>>3];ca=+p[d+8>>3];ba=+p[d+16>>3];Q=+p[d+24>>3];p[k>>3]=Q;O=+p[d+32>>3];M=+p[d+40>>3];d=d+48|0;f[n>>2]=f[d>>2];f[n+4>>2]=f[d+4>>2];f[n+8>>2]=f[d+8>>2];Y=+p[e>>3];X=+p[e+32>>3];W=+p[e+64>>3];U=+p[e+8>>3];T=+p[e+40>>3];S=+p[e+72>>3];P=+p[e+16>>3];N=+p[e+48>>3];L=+p[e+80>>3];$=+p[e+24>>3];_=+p[e+56>>3];Z=+p[e+88>>3];V=+p[e+96>>3];R=+p[e+104>>3];K=+p[e+112>>3];J=+p[e+120>>3];aa=1.0/(da*$+ca*_+ba*Z+J);p[A>>3]=(da*Y+ca*X+ba*W+V)*aa;p[i>>3]=(da*U+ca*T+ba*S+R)*aa;p[j>>3]=(da*P+ca*N+ba*L+K)*aa;J=1.0/(Q*$+O*_+M*Z+J);p[k>>3]=(Q*Y+O*X+M*W+V)*J;p[l>>3]=(Q*U+O*T+M*S+R)*J;p[m>>3]=(Q*P+O*N+M*L+K)*J;if(!(uqb(A,E)|0)){e=f[E>>2]|0;p[x>>3]=+p[e>>3];p[o>>3]=+p[e+8>>3];p[q>>3]=+p[e+16>>3];p[r>>3]=+p[e+24>>3];p[s>>3]=+p[e+32>>3];p[t>>3]=+p[e+40>>3];f[v>>2]=f[n>>2];f[v+4>>2]=f[n+4>>2];f[v+8>>2]=f[n+8>>2];x4a(w,x)}d=f[E>>2]|0;e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);e=(f[g>>2]|0)+64|0;f[g>>2]=e;if((e|0)==(f[F>>2]|0)){D=10;break}e=gDb()|0;ea=I;d=c;fa=f[d+4>>2]|0;if((fa|0)<(ea|0)|((fa|0)==(ea|0)?(f[d>>2]|0)>>>0<e>>>0:0))break;d=f[g>>2]|0}if((D|0)==10){D=11;break}e=gDb()|0;c=I;d=a+24|0;fa=d;ea=f[fa+4>>2]|0;if((ea|0)<(c|0)|((ea|0)==(c|0)?(f[fa>>2]|0)>>>0<e>>>0:0)){ea=a+16|0;ea=WPb(f[ea>>2]|0,f[ea+4>>2]|0,1e6,0)|0;ea=QPb(ea|0,I|0,e|0,c|0)|0;fa=d;f[fa>>2]=ea;f[fa+4>>2]=I;fa=(f[F>>2]|0)-(f[B>>2]|0)>>6;ea=f[a+176>>2]|0;f[C>>2]=ea;f[C+4>>2]=fa;p[C+8>>3]=+(ea>>>0)/+(fa>>>0)*100.0;XAb(A,1024,192866,C)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(C,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(C,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(C);OEb(fa,ea)|0;AEb(fa)|0}}while(0);if((D|0)==11){if(b[(f[a+4>>2]|0)+112>>0]|0){ea=(f[F>>2]|0)-(f[B>>2]|0)>>6;fa=f[a+176>>2]|0;f[y>>2]=fa;f[y+4>>2]=ea;p[y+8>>3]=+(fa>>>0)/+(ea>>>0)*100.0;XAb(A,1024,192866,y)|0;ea=m3a(260024,A,pAb(A)|0)|0;vEb(y,ea+(f[(f[ea>>2]|0)+-12>>2]|0)|0);fa=XFb(y,260896)|0;fa=Rg[f[(f[fa>>2]|0)+28>>2]&255](fa,10)|0;YFb(y);OEb(ea,fa)|0;AEb(ea)|0;ea=gDb()|0;fa=a+32|0;fa=RPb(ea|0,I|0,f[fa>>2]|0,f[fa+4>>2]|0)|0;fa=UPb(fa|0,I|0,1e6,0)|0;p[z>>3]=(+(fa>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(A,1024,192919,z)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(z,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(z,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(z);OEb(fa,ea)|0;AEb(fa)|0}d=f[B>>2]|0;e=f[F>>2]|0;if((e|0)!=(d|0))f[F>>2]=e+(~((e+-64-d|0)>>>6)<<6);f[a+44>>2]=956;f[a+48>>2]=0}d=f[E>>2]|0;if(!d){u=H;return}e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=H;return}function w4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+1040|0;d=e;c=e+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192844,d)|0;g=m3a(260024,c,pAb(c)|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);h=XFb(d,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(d);OEb(g,h)|0;AEb(g)|0}h=m3a((f[a+12>>2]|0)+4|0,192859,6)|0;b[c>>0]=10;m3a(h,c,1)|0;b[a+52>>0]=1;u=e;return}function x4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+12|0;g=i;c=f[a>>2]|0;e=c+176|0;f[e>>2]=(f[e>>2]|0)+1;C4a(h,b,+p[c+128>>3],+p[c+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;do if(E7a(f[c+136>>2]|0,h,g)|0){d=c+180|0;f[d>>2]=(f[d>>2]|0)+1}else{a=c+188|0;b=f[a>>2]|0;if((b|0)==(f[c+192>>2]|0)){E4a(c+184|0,g);break}else{D4a(b,g);f[a>>2]=(f[a>>2]|0)+12;break}}while(0);a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function y4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;m=n+8|0;c=n;l=n+16|0;j=a+4|0;if(b[(f[j>>2]|0)+112>>0]|0){XAb(l,1024,192953,c)|0;k=m3a(260024,l,pAb(l)|0)|0;vEb(c,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);i=XFb(c,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(c);OEb(k,i)|0;AEb(k)|0}d=gDb()|0;k=a+32|0;i=k;f[i>>2]=d;f[i+4>>2]=I;Cqb(l,a+184|0);i=a+196|0;d=f[i>>2]|0;if(!d){c=a+200|0;d=a+204|0}else{c=a+200|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[c>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[i>>2]|0}sOb(d);d=a+204|0;f[d>>2]=0;f[c>>2]=0;f[i>>2]=0}f[i>>2]=f[l>>2];f[c>>2]=f[l+4>>2];f[d>>2]=f[l+8>>2];j=f[j>>2]|0;c=gDb()|0;d=I;if(!(b[j+112>>0]|0)){m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}k=RPb(c|0,d|0,f[k>>2]|0,f[k+4>>2]|0)|0;k=UPb(k|0,I|0,1e6,0)|0;p[m>>3]=(+(k>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(l,1024,192974,m)|0;l=m3a(260024,l,pAb(l)|0)|0;vEb(m,l+(f[(f[l>>2]|0)+-12>>2]|0)|0);k=XFb(m,260896)|0;k=Rg[f[(f[k>>2]|0)+28>>2]&255](k,10)|0;YFb(m);OEb(l,k)|0;AEb(l)|0;m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}function z4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h;g=h+8|0;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,193013,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}i=a+12|0;A4a(f[i>>2]|0,+p[c+24>>3],c+32|0);B4a(f[i>>2]|0,a+196|0);i=m3a((f[i>>2]|0)+4|0,192764,4)|0;b[g>>0]=10;m3a(i,g,1)|0;f[a+44>>2]=955;f[a+48>>2]=0;u=h;return}function A4a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;i=m3a(m3a(NEb(m3a(m3a(a+4|0,193058,2)|0,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;a=b[d+11>>0]|0;h=a<<24>>24<0;d=m3a(m3a(m3a(m3a(i,h?f[d>>2]|0:d,h?f[d+4>>2]|0:a&255)|0,193077,1)|0,193089,52)|0,193142,1)|0;b[g>>0]=10;m3a(d,g,1)|0;u=e;return}function B4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;d=f[c>>2]|0;h=f[c+4>>2]|0;if((d|0)==(h|0)){u=j;return}g=a+4|0;do{m3a(g,193031,18)|0;c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){a=0;do{if(!(a<<24>>24))a=1;else m3a(g,193054,1)|0;k=m3a(JEb(g,f[c>>2]|0)|0,193056,1)|0;JEb(k,0-(f[c+4>>2]|0)|0)|0;c=c+8|0}while((c|0)!=(e|0))}k=m3a(g,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;d=d+12|0}while((d|0)!=(h|0));u=j;return}function C4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+16|0;g=i;f[a>>2]=0;h=a+4|0;f[h>>2]=0;f[a+8>>2]=0;l=ZCb(+p[b>>3]*32767.0)|0;j=ZCb(+p[b+8>>3]*32767.0)|0;e=ZCb((+p[b+16>>3]+c)*d)|0;e=(e|0)<32767?e:32767;f[g>>2]=l;f[g+4>>2]=j;f[g+8>>2]=(e|0)>-32767?e:-32767;F4a(a,g);e=f[h>>2]|0;j=f[a+8>>2]|0;l=ZCb(+p[b+24>>3]*32767.0)|0;k=ZCb(+p[b+32>>3]*32767.0)|0;b=ZCb((+p[b+40>>3]+c)*d)|0;b=(b|0)<32767?b:32767;f[g>>2]=l;f[g+4>>2]=k;f[g+8>>2]=(b|0)>-32767?b:-32767;if(e>>>0<j>>>0){f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[h>>2]=(f[h>>2]|0)+12;u=i;return}else{F4a(a,g);u=i;return}}function D4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;e=b+4|0;c=(f[e>>2]|0)-(f[b>>2]|0)|0;d=(c|0)/12|0;if(!c)return;if(d>>>0>357913941)AMb(a);g=pOb(c)|0;f[j>>2]=g;f[a>>2]=g;f[a+8>>2]=g+(d*12|0);c=f[b>>2]|0;i=f[e>>2]|0;if((c|0)==(i|0))return;else h=c;while(1){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;b=h+4|0;c=(f[b>>2]|0)-(f[h>>2]|0)|0;a=c>>3;if(a|0){if(a>>>0>536870911){c=7;break}d=pOb(c)|0;f[e>>2]=d;f[g>>2]=d;f[g+8>>2]=d+(a<<3);a=f[h>>2]|0;c=(f[b>>2]|0)-a|0;if((c|0)>0){bQb(d|0,a|0,c|0)|0;f[e>>2]=d+(c>>>3<<3)}}h=h+12|0;c=(f[j>>2]|0)+12|0;f[j>>2]=c;if((h|0)==(i|0)){c=11;break}else g=c}if((c|0)==7)AMb(g);else if((c|0)==11)return}function E4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/12|0;d=e+1|0;if(d>>>0>357913941)AMb(a);j=a+8|0;k=((f[j>>2]|0)-c|0)/12|0;c=k<<1;c=k>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(e*12|0)|0;e=d;h=g+(c*12|0)|0;D4a(d,b);b=d+12|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){c=e;k=g;d=g}else{do{k=d+-12|0;l=c;c=c+-12|0;f[k>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[k>>2]=f[c>>2];k=l+-8|0;f[m>>2]=f[k>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(g|0));c=e;k=f[a>>2]|0;d=f[i>>2]|0}f[a>>2]=c;f[i>>2]=b;f[j>>2]=h;a=k;if((d|0)!=(a|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){b=d+-8|0;d=f[b>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[b>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[b>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(a|0))}if(!k)return;sOb(k);return}function F4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function G4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function H4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function I4a(a){a=a|0;s4a(a);sOb(a);return}function J4a(a){a=a|0;return}function K4a(a){a=a|0;sOb(a);return}function L4a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=39924;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function M4a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=39924;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function N4a(a){a=a|0;return}function O4a(a){a=a|0;sOb(a);return}function P4a(a,b){a=a|0;b=b|0;S4a(a+4|0,b);return}function Q4a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193260?a+4|0:0)|0}function R4a(a){a=a|0;return 15304}function S4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;C=F;i=f[a>>2]|0;D=i+260|0;c=f[D>>2]|0;E=i+264|0;d=f[E>>2]|0;g=c;if((d|0)==(c|0))e=c;else{e=d+(~(((d+-88-g|0)>>>0)/88|0)*88|0)|0;f[E>>2]=e;d=e}h=f[b+32>>2]|0;B=f[b+36>>2]|0;if((h|0)!=(B|0)){m=i+8|0;n=i+236|0;o=i+248|0;q=i+268|0;r=C+8|0;s=C+16|0;t=C+24|0;v=C+32|0;w=C+40|0;x=C+48|0;y=C+56|0;z=C+64|0;A=C+72|0;l=i+240|0;do{T4a(C,h,f[m>>2]|0);do if(tqb(C,n,o)|0){e=f[l>>2]|0;k=f[n>>2]|0;c=k;if((e|0)==(k|0))d=e;else{k=0;do{d=c+(k*24|0)|0;e=k+1|0;g=c+(e*24|0)|0;b=k+2|0;i=c+(b*24|0)|0;j=f[E>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){p[j>>3]=+p[d>>3];p[j+8>>3]=+p[c+(k*24|0)+8>>3];p[j+16>>3]=+p[c+(k*24|0)+16>>3];p[j+24>>3]=+p[g>>3];p[j+32>>3]=+p[c+(e*24|0)+8>>3];p[j+40>>3]=+p[c+(e*24|0)+16>>3];p[j+48>>3]=+p[i>>3];p[j+56>>3]=+p[c+(b*24|0)+8>>3];p[j+64>>3]=+p[c+(b*24|0)+16>>3];j=j+72|0;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88}else U4a(D,d,g,i,A);k=k+3|0;d=f[l>>2]|0;e=f[n>>2]|0;c=e}while(k>>>0<((d-e|0)/24|0)>>>0)}if((c|0)!=(d|0))f[l>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0)}else{c=f[E>>2]|0;if((c|0)==(f[q>>2]|0)){V4a(D,C);break}else{p[c>>3]=+p[C>>3];p[c+8>>3]=+p[r>>3];p[c+16>>3]=+p[s>>3];p[c+24>>3]=+p[t>>3];p[c+32>>3]=+p[v>>3];p[c+40>>3]=+p[w>>3];p[c+48>>3]=+p[x>>3];p[c+56>>3]=+p[y>>3];p[c+64>>3]=+p[z>>3];k=c+72|0;f[k>>2]=f[A>>2];f[k+4>>2]=f[A+4>>2];f[k+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88;break}}while(0);h=h+88|0}while((h|0)!=(B|0));d=f[E>>2]|0;g=f[D>>2]|0;c=g;e=d}if(((d-g|0)/88|0)>>>0>1){W4a(c,e,C);c=f[D>>2]|0;e=f[E>>2]|0}if((c|0)==(e|0)){u=F;return}d=a+4|0;do{X4a(f[d>>2]|0,c);c=c+88|0}while((c|0)!=(e|0));u=F;return}function T4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,L=0;K=+p[b>>3];J=+p[b+8>>3];I=+p[b+16>>3];F=+p[b+24>>3];H=a+24|0;p[H>>3]=F;i=+p[b+32>>3];G=a+32|0;p[G>>3]=i;k=+p[b+40>>3];E=a+40|0;p[E>>3]=k;D=b+48|0;t=a+48|0;p[t>>3]=+p[D>>3];C=b+56|0;n=a+56|0;p[n>>3]=+p[C>>3];B=b+64|0;d=a+64|0;p[d>>3]=+p[B>>3];L=a+72|0;b=b+72|0;f[L>>2]=f[b>>2];f[L+4>>2]=f[b+4>>2];f[L+8>>2]=f[b+8>>2];x=+p[c>>3];w=+p[c+32>>3];v=+p[c+64>>3];s=+p[c+8>>3];r=+p[c+40>>3];q=+p[c+72>>3];l=+p[c+16>>3];j=+p[c+48>>3];h=+p[c+80>>3];A=+p[c+24>>3];z=+p[c+56>>3];y=+p[c+88>>3];u=+p[c+96>>3];o=+p[c+104>>3];g=+p[c+112>>3];e=+p[c+120>>3];m=1.0/(K*A+J*z+I*y+e);p[a>>3]=(x*K+w*J+v*I+u)*m;p[a+8>>3]=(K*s+J*r+I*q+o)*m;p[a+16>>3]=(K*l+J*j+I*h+g)*m;m=1.0/(F*A+i*z+k*y+e);p[H>>3]=(x*F+w*i+v*k+u)*m;p[G>>3]=(F*s+i*r+k*q+o)*m;p[E>>3]=(F*l+i*j+k*h+g)*m;m=+p[D>>3];k=+p[C>>3];i=+p[B>>3];e=1.0/(m*A+k*z+i*y+e);p[t>>3]=(x*m+w*k+v*i+u)*e;p[n>>3]=(m*s+k*r+i*q+o)*e;p[d>>3]=(m*l+k*j+i*h+g)*e;return}function U4a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function V4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];p[h+(i*88|0)+24>>3]=+p[b+24>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];p[h+(i*88|0)+48>>3]=+p[b+48>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[i+-80>>3];p[c+-72>>3]=+p[i+-72>>3];p[c+-64>>3]=+p[i+-64>>3];p[c+-56>>3]=+p[i+-56>>3];p[c+-48>>3]=+p[i+-48>>3];p[c+-40>>3]=+p[i+-40>>3];p[c+-32>>3]=+p[i+-32>>3];p[c+-24>>3]=+p[i+-24>>3];j=c+-16|0;i=i+-16|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function W4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0;w=0;x=u;u=u+2096|0;a:while(1){k=b;l=b+-88|0;m=b+-80|0;o=b+-72|0;q=b+-64|0;r=b+-56|0;s=b+-48|0;g=b+-40|0;h=b+-32|0;i=b+-24|0;j=b+-16|0;d=a;while(1){e=d;f[x+48>>2]=c;f[x+56>>2]=d;f[x+104>>2]=b;f[x+112>>2]=e;f[x+232>>2]=t;f[x+680>>2]=g;f[x+728>>2]=h;f[x+816>>2]=i;f[x+880>>2]=j;f[x+1672>>2]=v;f[x+1720>>2]=k;f[x+1768>>2]=l;f[x+1784>>2]=m;f[x+1808>>2]=o;f[x+1848>>2]=q;f[x+1920>>2]=r;f[x+1976>>2]=s;f[x+2016>>2]=w;f[x+2024>>2]=0;f[x+2028>>2]=0;$4a(x);d=f[x+56>>2]|0;e=f[x+112>>2]|0;t=f[x+232>>2]|0;v=f[x+1672>>2]|0;w=f[x+2016>>2]|0;G=f[x+2024>>2]|0;D=f[x+2028>>2]|0;H=+n[x+2028>>2];f[x+2024>>2]=0;f[x+2028>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((w|0)==44){w=0;W4a(t+88|0,b,c);a=e;b=t;continue}else if((w|0)==45){w=0;if(v){w=46;break}else{a=e;b=t;continue}}}if((w|0)==5){y=+sqb(l);if(!(y<+sqb(e))){u=x;return}L=e+8|0;a=e+16|0;J=+p[e>>3];I=+p[L>>3];F=+p[a>>3];b=e+24|0;d=e+32|0;k=e+40|0;E=+p[b>>3];C=+p[d>>3];B=+p[k>>3];t=e+48|0;c=e+56|0;v=e+64|0;A=+p[t>>3];z=+p[c>>3];y=+p[v>>3];w=e+72|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];K=+p[l>>3];p[l>>3]=J;p[e>>3]=K;K=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=K;K=+p[o>>3];p[o>>3]=+p[a>>3];p[a>>3]=K;K=+p[q>>3];p[q>>3]=+p[b>>3];p[b>>3]=K;K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;K=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=K;K=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=K;p[c>>3]=+p[h>>3];p[v>>3]=+p[i>>3];f[w>>2]=f[j>>2];f[w+4>>2]=f[j+4>>2];f[w+8>>2]=f[j+8>>2];p[l>>3]=J;p[m>>3]=I;p[o>>3]=F;p[q>>3]=E;p[r>>3]=C;p[s>>3]=B;p[g>>3]=A;p[h>>3]=z;p[i>>3]=y;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];u=x;return}else if((w|0)==7){d5a(e,e+88|0,l,c)|0;u=x;return}else if((w|0)==8){e5a(e,e+88|0,e+176|0,l,c)|0;u=x;return}else if((w|0)==9){f5a(e,e+88|0,e+176|0,e+264|0,l,c)|0;u=x;return}else if((w|0)==11){g5a(e,b,c);u=x;return}else if((w|0)==46){u=x;return}}function X4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+24|0;g=i+12|0;c=i;a=f[a>>2]|0;e=a+140|0;f[e>>2]=(f[e>>2]|0)+1;Y4a(h,b,+p[a+128>>3],+p[a+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;if(B7a(f[a+136>>2]|0,h,g)|0){d=a+144|0;f[d>>2]=(f[d>>2]|0)+1}else{b=b+72|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];a=a5a(a+148|0,c)|0;b=a+4|0;c=f[b>>2]|0;if((c|0)==(f[a+8>>2]|0))E4a(a,g);else{D4a(c,g);f[b>>2]=(f[b>>2]|0)+12}}a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function Y4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+16|0;h=j;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;k=ZCb(+p[b>>3]*32767.0)|0;e=ZCb(+p[b+8>>3]*32767.0)|0;g=ZCb((+p[b+16>>3]+c)*d)|0;g=(g|0)<32767?g:32767;f[h>>2]=k;f[h+4>>2]=e;f[h+8>>2]=(g|0)>-32767?g:-32767;g=a+8|0;F4a(a,h);e=f[i>>2]|0;k=f[g>>2]|0;n=ZCb(+p[b+24>>3]*32767.0)|0;m=ZCb(+p[b+32>>3]*32767.0)|0;l=ZCb((+p[b+40>>3]+c)*d)|0;l=(l|0)<32767?l:32767;f[h>>2]=n;f[h+4>>2]=m;f[h+8>>2]=(l|0)>-32767?l:-32767;if(e>>>0<k>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];e=(f[i>>2]|0)+12|0;f[i>>2]=e}else{F4a(a,h);e=f[i>>2]|0}l=ZCb(+p[b+48>>3]*32767.0)|0;m=ZCb(+p[b+56>>3]*32767.0)|0;n=ZCb((+p[b+64>>3]+c)*d)|0;n=(n|0)<32767?n:32767;f[h>>2]=l;f[h+4>>2]=m;f[h+8>>2]=(n|0)>-32767?n:-32767;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[i>>2]=(f[i>>2]|0)+12;u=j;return}else{F4a(a,h);u=j;return}}function Z4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=f[a+656>>2]|0;C=f[a+1200>>2]|0;i=f[a+1232>>2]|0;y=f[a+2352>>2]|0;F=f[a+3104>>2]|0;a:{b:while(1){G=H;g=f[(G+16|0)>>2]|0;c:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(G+12|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){if(!((g+-1|0)&g))while(1){D=f[d+4>>2]|0;e=(D|0)==(i|0);if(!(e|(D&(g+-1|0)|0)==(h|0)))break c;if(e)if((f[d+8>>2]|0)==(i|0)){D=d;break b}d=f[d>>2]|0;if(!d)break c}do{e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){D=d;break b}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break c}d=f[d>>2]|0}while((d|0)!=0)}}}while(0);H=f[H>>2]|0;if(!H){f[a+3144>>2]=2;f[a+3148>>2]=8;break a}}r=f[G+8>>2]|0;r=Kkb(DSa(y)|0,r)|0;g=f[(C+392|0)>>2]|0;d:do if(!g)A=0;else{if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(C+388|0)>>2]|0)+(h<<2)>>2]|0;if(!d)A=0;else{d=f[d>>2]|0;if(!d)A=0;else{if(!((g+-1|0)&g))while(1){A=f[d+4>>2]|0;e=(A|0)==(i|0);if(!(e|(A&(g+-1|0)|0)==(h|0))){A=0;break d}if(e)if((f[d+8>>2]|0)==(i|0)){A=d;break d}d=f[d>>2]|0;if(!d){A=0;break d}}while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){A=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){A=0;break d}}d=f[d>>2]|0;if(!d){A=0;break}}}}}while(0);do{d=1;if(d){d=0;if(!r)F=402;else d=1}if(d)if(1){u=1;if(u){u=0;if(!(b[G+44>>0]|0)){s=A+12|0;d=f[s>>2]|0;t=A+16|0;q=f[t>>2]|0;if((d|0)==(q|0)){c=pOb(8)|0;f[(a+8|0)>>2]=c;f[(a+8|0)+8>>2]=c+8|0;f[c>>2]=0;f[c+4>>2]=-1;f[((a+8|0)+4|0)>>2]=c+8|0;c=f[D+12>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,a+8|0);c=f[(a+8|0)>>2]|0;if(c|0){d=f[((a+8|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+8|0)+4|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}break}p=0;while(1){if(!(b[(r+15|0)>>0]|0))F=345;else if(FSa(y,d,b[(r+14|0)>>0]|0)|0)F=345;else F=385;e:do if((F|0)==345){F=0;l=f[d>>2]|0;m=f[d+4>>2]|0;i=f[(r+36|0)>>2]|0;f:do if(!i)e=0;else{if(!((i+-1|0)&i))e=(m+-1640531527+(l<<6)+(l>>>2)^l)&(i+-1|0);else if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<i>>>0)e=m+-1640531527+(l<<6)+(l>>>2)^l;else e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(i>>>0)|0;g=f[(f[(r+32|0)>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(!((i+-1|0)&i))while(1){o=f[g+4>>2]|0;if(!((o|0)==(m+-1640531527+(l<<6)+(l>>>2)^l|0)|(o&(i+-1|0)|0)==(e|0)))break f;if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0;if(!g)break f}do{h=f[g+4>>2]|0;if((h|0)!=(m+-1640531527+(l<<6)+(l>>>2)^l|0)){if(h>>>0>=i>>>0)h=(h>>>0)%(i>>>0)|0;if((h|0)!=(e|0))break f}if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0}while((g|0)!=0)}}}while(0);o=pOb(16)|0;g=d;h=f[g+4>>2]|0;f[(o+8|0)>>2]=f[g>>2];f[(o+8|0)+4>>2]=h;f[o+4>>2]=m+-1640531527+(l<<6)+(l>>>2)^l;f[o>>2]=0;j=+(((f[(r+44|0)>>2]|0)+1|0)>>>0);k=+n[(r+48|0)>>2];do if((i|0)==0|k*+(i>>>0)<j){e=~~+W(+(j/k))>>>0;vza(r+32|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<e>>>0?e:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);e=f[(r+36|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(m+-1640531527+(l<<6)+(l>>>2)^l);break}if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<e>>>0){h=e;e=m+-1640531527+(l<<6)+(l>>>2)^l}else{h=e;e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(e>>>0)|0}}else h=i;while(0);e=(f[(r+32|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[o>>2]=f[(r+40|0)>>2];f[(r+40|0)>>2]=o;f[e>>2]=r+40|0;e=f[o>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;do if(!(g&h))e=e&g;else{if(e>>>0<h>>>0)break;e=(e>>>0)%(h>>>0)|0}while(0);v=(f[(r+32|0)>>2]|0)+(e<<2)|0;F=377}}else{f[o>>2]=f[g>>2];v=g;F=377}if((F|0)==377){F=0;f[v>>2]=o}f[(r+44|0)>>2]=(f[(r+44|0)>>2]|0)+1;KRa(a+8|0,y,d);e=f[(a+8|0)>>2]|0;if(!e)F=381;else if((f[(e+200|0)>>2]&-268435456|0)==0&0==0)if(!(f[e+196>>2]&33554456))F=381;else x=25;else x=25;if((F|0)==381){F=0;x=0}e=f[((a+8|0)+4|0)>>2]|0;if(e|0)iOb(e);if((x&31)==25)F=385;else w=p}while(0);if((F|0)==385){F=0;w=d;f[w>>2]=0;f[w+4>>2]=-1;w=1}d=d+8|0;if((d|0)==(q|0))break;else p=w}g:do if(w){e=f[s>>2]|0;d=f[t>>2]|0;h:do if((e|0)!=(d|0))while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1)break h;e=e+8|0;if((e|0)==(d|0))break g}while(0);if((e|0)!=(d|0)){g=e+8|0;if((g|0)==(d|0))c=e;else{h=e;i=e;while(1){if(!(f[g>>2]|0))if((f[i+12>>2]|0)==-1){c=h;z=e}else F=396;else F=396;if((F|0)==396){F=0;y=g;c=f[y+4>>2]|0;z=e;f[z>>2]=f[y>>2];f[z+4>>2]=c;z=e+8|0;c=z}e=g+8|0;if((e|0)==(d|0))break;else{i=g;g=e;h=c;e=z}}d=f[t>>2]|0}if((d|0)!=(c|0))f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3)}}while(0);z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+8>>2]&1023](z,s)}else u=1}if(u)if(1)F=402}}while(0);if((F|0)==402){z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+12>>2]&1023](z,a+8|0)}e=f[(C+392|0)>>2]|0;c=f[A+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(C+388|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(A|0))break;else i=c}if((i|0)==(C+396|0))F=416;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))B=A;else F=416}do if((F|0)==416){c=f[A>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){B=A;break}}f[d>>2]=0;B=A}while(0);c=f[B>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(C+388|0)>>2]|0)+(d<<2)>>2]=i;c=f[A>>2]|0}}f[i>>2]=c;f[B>>2]=0;f[(C+400|0)>>2]=(f[(C+400|0)>>2]|0)+-1;if(A|0){c=f[A+12>>2]|0;if(c|0){d=A+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(A)}e=f[(G+16|0)>>2]|0;c=f[D+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(G+12|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(D|0))break;else i=c}if((i|0)==(G+20|0))F=449;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))E=D;else F=449}do if((F|0)==449){c=f[D>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){E=D;break}}f[d>>2]=0;E=D}while(0);c=f[E>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(G+12|0)>>2]|0)+(d<<2)>>2]=i;c=f[D>>2]|0}}f[i>>2]=c;f[E>>2]=0;f[(G+24|0)>>2]=(f[(G+24|0)>>2]|0)+-1;G=D+12|0;c=f[G>>2]|0;f[G>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(D)}f[a+656>>2]=H;f[a+3104>>2]=F}function _4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;o=f[a+48>>2]|0;B=f[a+1200>>2]|0;v=f[a+1232>>2]|0;w=f[a+2352>>2]|0;x=f[a+3104>>2]|0;C=f[a+3112>>2]|0;u=f[a+3120>>2]|0;a:{if(C){C=0;switch(u|0){case 16:{g=f[(B+280|0)>>2]|0;b:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+276|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){c:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0)))break b;if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break c}d=f[d>>2]|0;if(!d)break b}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break c}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break b}d=f[d>>2]|0;if(!d)break b}while(0);h=i1a(B+408|0,a)|0;l=k+12|0;g=f[l>>2]|0;d=f[(f[g>>2]|0)+8>>2]|0;f[(a+8|0)>>2]=f[h>>2];f[(a+8|0)+4>>2]=f[h+4>>2];f[(a+8|0)+8>>2]=f[h+8>>2];f[(a+8|0)+12>>2]=f[h+12>>2];f[(a+8|0)+16>>2]=f[h+16>>2];f[(a+8|0)+20>>2]=f[h+20>>2];oh[d&1023](g,a+8|0);g=f[(B+280|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+276|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+284|0))x=104;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))m=k;else x=104}do if((x|0)==104){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){m=k;break}}f[e>>2]=0;m=k}while(0);d=f[m>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+276|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[m>>2]=0;f[(B+288|0)>>2]=(f[(B+288|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}while(0);j1a(B+408|0,a)|0;break}default:C=1}}if(C){C=0;switch(u|0){case 12:{g=f[(B+260|0)>>2]|0;if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+256|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){d:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0))){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break d}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}while(0);l=k+12|0;g=f[l>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,a+8|0);g=f[(B+260|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+256|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+264|0))x=153;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))n=k;else x=153}do if((x|0)==153){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){n=k;break}}f[e>>2]=0;n=k}while(0);d=f[n>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+256|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[n>>2]=0;f[(B+268|0)>>2]=(f[(B+268|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}break}default:C=1}}if(C){C=0;switch(u|0){case 18:{i=zQa(w)|0;e=f[(B+316|0)>>2]|0;f[(B+316|0)>>2]=0;f[(a+8|0)>>2]=e;h=f[(B+320|0)>>2]|0;f[(B+320|0)>>2]=0;f[((a+8|0)+4|0)>>2]=h;d=f[(B+324|0)>>2]|0;f[(B+324|0)>>2]=0;f[((a+8|0)+8|0)>>2]=d;p=f[(B+328|0)>>2]|0;f[(B+328|0)>>2]=0;f[((a+8|0)+12|0)>>2]=p;n=f[(B+332|0)>>2]|0;f[(B+332|0)>>2]=1065353216;f[(a+8|0)+16>>2]=n;if(p|0){d=f[d+4>>2]|0;if(!((h+-1|0)&h))d=d&(h+-1|0);else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[e+(d<<2)>>2]=(a+8|0)+8|0}e:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&v;else if(h>>>0>v>>>0)g=v;else g=(v>>>0)%(h>>>0)|0;d=f[(f[(a+8|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){f:do if(!((h+-1|0)&h))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(h+-1|0)|0)==(g|0)))break e;if(e)if((f[d+8>>2]|0)==(v|0)){p=d;break f}d=f[d>>2]|0;if(!d)break e}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){p=d;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break e}d=f[d>>2]|0;if(!d)break e}while(0);d=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;x=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;I$a(f[(o+4|0)>>2]|0,o,x);if(!x)f[o+12>>2]=0;n=p+16|0;m=p+36|0;MQa(w,i,f[p+20>>2]|0,f[n>>2]|0,f[p+40>>2]|0,f[m>>2]|0,d);o=p+12|0;h=f[o>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,a+4|0);h=f[p>>2]|0;j=f[((a+8|0)+4|0)>>2]|0;d=f[p+4>>2]|0;k=((j+-1|0)&j|0)==0;if(k)l=(j+-1|0)&d;else if(d>>>0<j>>>0)l=d;else l=(d>>>0)%(j>>>0)|0;g=(f[(a+8|0)>>2]|0)+(l<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(p|0))break;else i=d}if((i|0)==((a+8|0)+8|0|0))x=208;else{d=f[i+4>>2]|0;if(k)d=d&(j+-1|0);else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(l|0)){q=h;x=216}else x=208}do if((x|0)==208){if(h|0){d=f[h+4>>2]|0;if(k)e=d&(j+-1|0);else if(d>>>0<j>>>0)e=d;else e=(d>>>0)%(j>>>0)|0;if((e|0)==(l|0)){t=h;r=d;x=218;break}}f[g>>2]=0;q=f[p>>2]|0;x=216}while(0);if((x|0)==216){d=q;if(!q)s=d;else{t=d;r=f[q+4>>2]|0;x=218}}if((x|0)==218){if(k)d=r&(j+-1|0);else if(r>>>0<j>>>0)d=r;else d=(r>>>0)%(j>>>0)|0;if((d|0)==(l|0))s=t;else{f[(f[(a+8|0)>>2]|0)+(d<<2)>>2]=i;s=f[p>>2]|0}}f[i>>2]=s;f[p>>2]=0;f[((a+8|0)+12|0)>>2]=(f[((a+8|0)+12|0)>>2]|0)+-1;g=p+44|0;d=f[g>>2]|0;h=p+48|0;if((d|0)==(f[h>>2]|0)){e=f[m>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}g=p+24|0;d=f[g>>2]|0;h=p+28|0;if((d|0)==(f[h>>2]|0)){e=f[n>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[o>>2]|0;f[o>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(p)}}}while(0);d=f[((a+8|0)+8|0)>>2]|0;if(d){do{t=f[d+12>>2]|0;oh[f[(f[t>>2]|0)+16>>2]&1023](t,1);d=f[d>>2]|0}while((d|0)!=0);d=f[((a+8|0)+8|0)>>2]|0}MYa(d);d=f[(a+8|0)>>2]|0;f[(a+8|0)>>2]=0;if(d|0)sOb(d);break}default:C=1}}if(C){C=0;switch(u|0){case 13:{d=f[B+364>>2]|0;if(d|0){while(1){e=d;if((f[e+36>>2]|0)==(v|0))break;d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}if(b[e+44>>0]|0){B=f[e+32>>2]|0;oh[f[(f[B>>2]|0)+12>>2]&1023](B,a+8|0);f[a+3152>>2]=2;f[a+3156>>2]=12;break a}t=f[e+8>>2]|0;f[(a+8|0)>>2]=t;t=(Kkb(DSa(w)|0,t)|0)==0;d=f[e+32>>2]|0;if(t)oh[f[(f[d>>2]|0)+12>>2]&1023](d,a+4|0);else oh[f[(f[d>>2]|0)+8>>2]&1023](d,a+8|0)}break}default:C=1}}if(C){C=0;switch(u|0){case 15:{d=f[B+364>>2]|0;if(d|0){m=d;while(1){n=m;if((f[n+40>>2]|0)==(v|0))break;d=f[m>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}else m=d}zkb(w,f[n+8>>2]|0);i=f[n>>2]|0;k=f[B+360>>2]|0;d=f[n+4>>2]|0;l=((k+-1|0)&k|0)==0;if(l)d=(k+-1|0)&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;h=(f[(B+356|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(n|0))break;else j=e}if((j|0)==(B+364|0))x=270;else{e=f[j+4>>2]|0;if(l)e=e&(k+-1|0);else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){y=i;x=278}else x=270}do if((x|0)==270){if(i|0){e=f[i+4>>2]|0;if(l)g=e&(k+-1|0);else if(e>>>0<k>>>0)g=e;else g=(e>>>0)%(k>>>0)|0;if((g|0)==(d|0)){A=i;c=e;x=280;break}}f[h>>2]=0;y=f[n>>2]|0;x=278}while(0);if((x|0)==278){e=y;if(!y)z=e;else{A=e;c=f[y+4>>2]|0;x=280}}if((x|0)==280){if(l)c=c&(k+-1|0);else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)==(d|0))z=A;else{f[(f[(B+356|0)>>2]|0)+(c<<2)>>2]=j;z=f[m>>2]|0}}f[j>>2]=z;f[n>>2]=0;f[(B+368|0)>>2]=(f[(B+368|0)>>2]|0)+-1;c=f[(n+32|0)>>2]|0;f[(n+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[n+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(n+12|0)>>2]|0;f[(n+12|0)>>2]=0;if(c|0)sOb(c);sOb(m)}break}default:C=1}}}f[a+3104>>2]=x;f[a+3112>>2]=C}function $4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;z=f[a+48>>2]|0;w=f[a+56>>2]|0;x=f[a+104>>2]|0;y=f[a+112>>2]|0;c=f[a+232>>2]|0;k=f[a+680>>2]|0;l=f[a+728>>2]|0;m=f[a+816>>2]|0;n=f[a+880>>2]|0;A=f[a+1672>>2]|0;B=f[a+1720>>2]|0;o=f[a+1768>>2]|0;q=f[a+1784>>2]|0;r=f[a+1808>>2]|0;t=f[a+1848>>2]|0;u=f[a+1920>>2]|0;v=f[a+1976>>2]|0;C=f[a+2016>>2]|0;a:{b:while(1){i=y;switch((B-i|0|0)/88|0|0){case 2:{C=5;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 3:{C=7;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 4:{C=8;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 5:{C=9;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 1:case 0:{C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}default:{}}if((B-i|0|0)<616){C=11;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}h=y+((((B-i|0)>>>0)/176|0)*88|0)|0;if((B-i|0|0)>87912)e=f5a(y,y+((((B-i|0)>>>0)/352|0)*88|0)|0,h,h+((((B-i|0)>>>0)/352|0)*88|0)|0,o,z)|0;else e=d5a(y,h,o,z)|0;D=+sqb(y);if(D<+sqb(h)){d=o;b=e;break}else j=o;while(1){s=j+-88|0;if((y|0)==(s|0))break;D=+sqb(s);if(D<+sqb(h)){C=29;break b}else j=s}e=y+88|0;D=+sqb(y);if(!(D<+sqb(o))){if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}while(1){D=+sqb(y);if(D<+sqb(e))break;e=e+88|0;if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}}S=e+8|0;R=e+16|0;L=+p[e>>3];K=+p[S>>3];J=+p[R>>3];Q=e+24|0;P=e+32|0;O=e+40|0;I=+p[Q>>3];H=+p[P>>3];G=+p[O>>3];M=e+48|0;g=e+56|0;h=e+64|0;F=+p[M>>3];E=+p[g>>3];D=+p[h>>3];i=e+72|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];N=+p[o>>3];p[o>>3]=L;p[e>>3]=N;N=+p[q>>3];p[q>>3]=+p[S>>3];p[S>>3]=N;N=+p[r>>3];p[r>>3]=+p[R>>3];p[R>>3]=N;N=+p[t>>3];p[t>>3]=+p[Q>>3];p[Q>>3]=N;N=+p[u>>3];p[u>>3]=+p[P>>3];p[P>>3]=N;N=+p[v>>3];p[v>>3]=+p[O>>3];p[O>>3]=N;N=+p[k>>3];p[k>>3]=+p[M>>3];p[M>>3]=N;p[g>>3]=+p[l>>3];p[h>>3]=+p[m>>3];f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];p[o>>3]=L;p[q>>3]=K;p[r>>3]=J;p[t>>3]=I;p[u>>3]=H;p[v>>3]=G;p[k>>3]=F;p[l>>3]=E;p[m>>3]=D;f[n>>2]=f[a>>2];f[n+4>>2]=f[a+4>>2];f[n+8>>2]=f[a+8>>2];e=e+88|0}if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}else g=o;while(1){while(1){N=+sqb(y);i=e+88|0;if(N<+sqb(e))break;else e=i}while(1){h=g+-88|0;N=+sqb(y);if(N<+sqb(h))g=h;else break}if(e>>>0>=h>>>0){y=e;continue b}M=e+8|0;O=e+16|0;E=+p[e>>3];F=+p[M>>3];G=+p[O>>3];P=e+24|0;Q=e+32|0;R=e+40|0;H=+p[P>>3];I=+p[Q>>3];J=+p[R>>3];S=e+48|0;W=e+56|0;V=e+64|0;K=+p[S>>3];L=+p[W>>3];N=+p[V>>3];U=e+72|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];D=+p[h>>3];p[h>>3]=E;p[e>>3]=D;T=g+-80|0;D=+p[T>>3];p[T>>3]=+p[M>>3];p[M>>3]=D;M=g+-72|0;D=+p[M>>3];p[M>>3]=+p[O>>3];p[O>>3]=D;O=g+-64|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=g+-56|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=g+-48|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=g+-40|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=g+-32|0;p[W>>3]=+p[S>>3];e=g+-24|0;p[V>>3]=+p[e>>3];g=g+-16|0;f[U>>2]=f[g>>2];f[U+4>>2]=f[g+4>>2];f[U+8>>2]=f[g+8>>2];p[h>>3]=E;p[T>>3]=F;p[M>>3]=G;p[O>>3]=H;p[P>>3]=I;p[Q>>3]=J;p[R>>3]=K;p[S>>3]=L;p[e>>3]=N;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];g=h;e=i}}if((C|0)==29){C=0;R=y+8|0;S=y+16|0;E=+p[y>>3];F=+p[R>>3];G=+p[S>>3];T=y+24|0;U=y+32|0;V=y+40|0;H=+p[T>>3];I=+p[U>>3];J=+p[V>>3];W=y+48|0;b=y+56|0;d=y+64|0;K=+p[W>>3];L=+p[b>>3];N=+p[d>>3];P=y+72|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];D=+p[s>>3];p[s>>3]=E;p[y>>3]=D;Q=j+-80|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=j+-72|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=j+-64|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=j+-56|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=j+-48|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=j+-40|0;D=+p[V>>3];p[V>>3]=+p[W>>3];p[W>>3]=D;W=j+-32|0;p[b>>3]=+p[W>>3];b=j+-24|0;p[d>>3]=+p[b>>3];d=j+-16|0;f[P>>2]=f[d>>2];f[P+4>>2]=f[d+4>>2];f[P+8>>2]=f[d+8>>2];p[s>>3]=E;p[Q>>3]=F;p[R>>3]=G;p[S>>3]=H;p[T>>3]=I;p[U>>3]=J;p[V>>3]=K;p[W>>3]=L;p[b>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];d=s;b=e+1|0}c=y+88|0;c:do if(c>>>0<d>>>0)while(1){while(1){N=+sqb(c);g=c+88|0;if(N<+sqb(h))c=g;else break}while(1){e=d+-88|0;N=+sqb(e);if(N<+sqb(h))break;else d=e}if(c>>>0>e>>>0){d=h;break c}Q=c+8|0;R=c+16|0;E=+p[c>>3];F=+p[Q>>3];G=+p[R>>3];S=c+24|0;T=c+32|0;U=c+40|0;H=+p[S>>3];I=+p[T>>3];J=+p[U>>3];V=c+48|0;W=c+56|0;M=c+64|0;K=+p[V>>3];L=+p[W>>3];N=+p[M>>3];O=c+72|0;f[a>>2]=f[O>>2];f[a+4>>2]=f[O+4>>2];f[a+8>>2]=f[O+8>>2];D=+p[e>>3];p[e>>3]=E;p[c>>3]=D;P=d+-80|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+-72|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+-64|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+-56|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+-48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+-40|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=d+-32|0;p[W>>3]=+p[V>>3];W=d+-24|0;p[M>>3]=+p[W>>3];d=d+-16|0;f[O>>2]=f[d>>2];f[O+4>>2]=f[d+4>>2];f[O+8>>2]=f[d+8>>2];p[e>>3]=E;p[P>>3]=F;p[Q>>3]=G;p[R>>3]=H;p[S>>3]=I;p[T>>3]=J;p[U>>3]=K;p[V>>3]=L;p[W>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?e:h;d=e;c=g;b=b+1|0}else d=h;while(0);if((c|0)!=(d|0)){N=+sqb(d);if(N<+sqb(c)){P=c+8|0;Q=c+16|0;E=+p[c>>3];F=+p[P>>3];G=+p[Q>>3];R=c+24|0;S=c+32|0;T=c+40|0;H=+p[R>>3];I=+p[S>>3];J=+p[T>>3];U=c+48|0;V=c+56|0;W=c+64|0;K=+p[U>>3];L=+p[V>>3];N=+p[W>>3];M=c+72|0;f[a>>2]=f[M>>2];f[a+4>>2]=f[M+4>>2];f[a+8>>2]=f[M+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;O=d+8|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=d+16|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+24|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+32|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+40|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+56|0;p[V>>3]=+p[U>>3];V=d+64|0;p[W>>3]=+p[V>>3];W=d+72|0;f[M>>2]=f[W>>2];f[M+4>>2]=f[W+4>>2];f[M+8>>2]=f[W+8>>2];p[d>>3]=E;p[O>>3]=F;p[P>>3]=G;p[Q>>3]=H;p[R>>3]=I;p[S>>3]=J;p[T>>3]=K;p[U>>3]=L;p[V>>3]=N;f[W>>2]=f[a>>2];f[W+4>>2]=f[a+4>>2];f[W+8>>2]=f[a+8>>2];b=b+1|0}}if(!b){A=h5a(y,c,z)|0;b=c+88|0;if(h5a(b,x,z)|0){C=45;f[a+2024>>2]=1;break a}if(A){w=b;f[a+2024>>2]=3;break a}}W=c;if(((W-i|0)/88|0|0)>=((B-W|0)/88|0|0)){C=44;f[a+2024>>2]=1;break a}W4a(y,c,z);w=c+88|0}f[a+56>>2]=w;f[a+112>>2]=y;f[a+232>>2]=c;f[a+1672>>2]=A;f[a+2016>>2]=C}
+function sua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);uJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function tua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34848;mma(d,b,c,0);return}function uua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&67108864|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function wua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,16,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(q|0){h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);vJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(!a){c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=s;return}}u9a(f[i+240>>2]|0);u=s;return}function xua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34880;mma(d,b,c,0);return}function yua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function zua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Aua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,32,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(!q){u=s;return}h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);xJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(a){u=s;return}c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);u=s;return}function Bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34912;mma(d,b,c,0);return}function Cua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&64|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Eua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);yJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function Fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34944;mma(d,b,c,0);return}function Gua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8192|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Iua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);zJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){s9a(a);u=k;return}}u9a(a);u=k;return}function Jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34976;mma(d,b,c,0);return}function Kua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16384|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Mua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);AJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){Y8a(a);u=k;return}}u9a(a);u=k;return}function Nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35008;mma(d,b,c,0);return}function Oua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32768|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Qua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i;a=b+4|0;if(!(f[a>>2]|0)){u=i;return}h=(Bla()|0)+232|0;h=f[h>>2]|0;ySa(h)|0;b=f[b>>2]|0;e=f[a>>2]|0;d=b+(e<<3)|0;if(!e){u=i;return}e=g+4|0;do{LRa(g,h,b);a=f[g>>2]|0;if(a|0)BJa(a,c);a=f[e>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(d|0));u=i;return}function Rua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35040;mma(d,b,c,0);return}function Sua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&65536|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Uua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r+12|0;q=r;k=Bla()|0;l=f[k+232>>2]|0;o=f[k+244>>2]|0;a=f[b>>2]|0;m=b+4|0;j=f[m>>2]|0;h=a+(j<<3)|0;if(!j){a=f[k+240>>2]|0;n=10}else{i=c?7:0;j=p+4|0;d=1;while(1){LRa(p,l,a);e=f[p>>2]|0;if(!(f[e+4>>2]|0))g=d;else{g=e+200|0;g=d&((f[g>>2]&-268435456|0)!=0|0!=0)}IJa(e,i);d=f[j>>2]|0;if(d|0)iOb(d);a=a+8|0;if((a|0)==(h|0))break;else d=g}a=f[k+240>>2]|0;if(g)n=10;else{Jkb(DSa(l)|0,o);Y8a(a)}}if((n|0)==10)u9a(a);g=f[b>>2]|0;e=f[m>>2]|0;h=g+(e<<3)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=q+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(q);k=pOb(a)|0;f[m>>2]=k;f[q>>2]=k;a=k+(d<<3)|0;b=q+8|0;f[b>>2]=a;l=k;if(!e){i=b;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){i=a;n=f[i+4>>2]|0;j=d;f[j>>2]=f[i>>2];f[j+4>>2]=n;a=a+8|0;j=e+8|0;f[m>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=b;g=k;e=j;h=l;d=j;a=f[b>>2]|0}}f[p>>2]=(g|0)==(e|0)?0:g;f[p+4>>2]=e-g>>3;g=p+12|0;f[p+8>>2]=h;f[g>>2]=d;f[p+16>>2]=a;f[i>>2]=0;f[m>>2]=0;f[q>>2]=0;n$a(o,p,8,c);e=p+8|0;a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){d=f[p>>2]|0;if(d){tOb(d);a=f[e>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if(!a){u=r;return}d=f[m>>2]|0;if((d|0)!=(a|0))f[m>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function Vua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35072;mma(d,b,c,0);return}function Wua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xua(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&56)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Yua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;g=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{h=j+4|0;i=(c&1)<<7;b=0;d=1;e=a;do{LRa(j,l,e);a=f[j>>2]|0;if(a){n=a+200|0;d=d&((f[n>>2]&-268435456|0)!=0|0!=0);n=a+196|0;a=f[n>>2]|0;f[n>>2]=i|a&134217087|a&-134217728|512;b=b|(a&128|0)!=0}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));a=f[k+240>>2]|0;if(!d)if(b^1|c){r9a(a);u=m;return}else{s9a(a);u=m;return}}u9a(a);u=m;return}function Zua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=c+4|0;oB(i,f[h>>2]|0);b=f[c>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){KRa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&128|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _ua(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+16|0;e=g;if(d>>>0<3){e=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=h;f[e>>2]=35104;f[e+8>>2]=d;mma(e,b,c,0);u=g;return}a=f[a>>2]|0;h=f[(f[a>>2]|0)+12>>2]|0;f[e>>2]=0;c=e+4|0;f[c>>2]=0;f[e+8>>2]=0;oh[h&1023](a,e);a=f[e>>2]|0;if(a|0){b=f[c>>2]|0;if((b|0)!=(a|0))f[c>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}u=g;return}function $ua(a){a=a|0;var b=0;f[a>>2]=35136;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ava(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+32|0;l=r+16|0;m=r+8|0;n=r;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[l>>2]=0;q=l+4|0;f[q>>2]=0;f[l+8>>2]=0;c=f[b>>2]|0;k=f[b+4>>2]|0;e=c+(k<<3)|0;if(k|0){g=n+4|0;h=l+8|0;i=m+4|0;j=n+4|0;k=a+8|0;do{ARa(m,o,c);b=f[m>>2]|0;if(!b){b=0;p=16}else{s=f[k>>2]|0;d=f[b+72+(s<<3)>>2]|0;b=f[b+72+(s<<3)+4>>2]|0;if(!b)b=0;else gOb(b);if(!d)p=16;else{d=f[d+116>>2]|0;f[n>>2]=f[c>>2];f[j>>2]=d;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){v=n;t=f[v+4>>2]|0;s=d;f[s>>2]=f[v>>2];f[s+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}}if((p|0)==16){p=0;f[n>>2]=0;f[g>>2]=-1;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=n;t=f[s+4>>2]|0;v=d;f[v>>2]=f[s>>2];f[v+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}if(b|0)iOb(b);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,l);b=f[l>>2]|0;if(!b){u=r;return}c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=r;return}function cva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function dva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function fva(a){a=a|0;yf()}function gva(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+32|0;b=g;if(d>>>0>=3){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,b);u=g;return}h=pOb(32)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=35168;f[h+8>>2]=f[c>>2];f[h+12>>2]=f[c+4>>2];a=c+8|0;f[h+16>>2]=f[a>>2];i=c+12|0;f[h+20>>2]=f[i>>2];j=c+16|0;f[h+24>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;f[c>>2]=0;f[h+28>>2]=d;c=pOb(8)|0;f[c>>2]=34512;f[c+4>>2]=h;h=pOb(8)|0;a=f[e+4>>2]|0;d=h;f[d>>2]=f[e>>2];f[d+4>>2]=a;d=h+8|0;f[b>>2]=h;f[b+4>>2]=1;a=b+12|0;f[b+8>>2]=h;f[a>>2]=d;f[b+16>>2]=d;Hra(c,b);c=f[b+8>>2]|0;d=f[a>>2]|0;e=(c|0)==(d|0);if(e){b=f[b>>2]|0;if(b|0)tOb(b)}if(c|0){if(!e)f[a>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}u=g;return}function hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function iva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;q=r+24|0;p=r;n=Bla()|0;o=f[n+232>>2]|0;tRa(q,o,c);if(!(f[q>>2]|0)){a=f[a+4>>2]|0;n=f[(f[a>>2]|0)+12>>2]|0;o=p+4|0;f[o>>2]=0;e=p+8|0;f[e>>2]=0;f[p+12>>2]=0;b[p>>0]=1;l=c;m=f[l+4>>2]|0;c=p+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](a,p);c=f[o>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}else{m=a+8|0;l=a+12|0;do if(f[l>>2]|0){h=ySa(o)|0;c=f[m>>2]|0;k=f[l>>2]|0;i=c+(k<<3)|0;if(!k){a1a(f[n+244>>2]|0,0,c);break}j=p+4|0;k=a+28|0;d=1;e=1;while(1){ARa(p,o,c);g=f[p>>2]|0;if(!g)g=d;else{if(d){d=g+200|0;d=(f[d>>2]&-268435456|0)!=0|0!=0}else d=0;if(e)e=(b[g+192>>0]&7)==0;else e=0;pJa(g,f[k>>2]|0,q);wDa(h,g);g=d}d=f[j>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(i|0))break;else d=g}d=f[n+244>>2]|0;a1a(d,f[l>>2]|0,f[m>>2]|0);if(!e){c=f[n+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(o)|0,d);v9a(c);break}}}while(0);o=pOb(4)|0;f[o>>2]=35200;mma(o,0,m,0);o=f[a+4>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}c=f[q+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function kva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+32|0;g=e;h=f[a+4>>2]|0;i=f[(f[h>>2]|0)+12>>2]|0;a=g+4|0;f[a>>2]=0;d=g+8|0;f[d>>2]=0;f[g+12>>2]=0;b[g>>0]=1;k=c;j=f[k+4>>2]|0;c=g+16|0;f[c>>2]=f[k>>2];f[c+4>>2]=j;oh[i&1023](h,g);a=f[a>>2]|0;if(!a){u=e;return}c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=e;return}function lva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mva(a){a=a|0;return}function nva(a){a=a|0;sOb(a);return}function ova(a,b){a=a|0;b=b|0;a=(Bla()|0)+244|0;t$a(f[a>>2]|0,b);return}function pva(a,b){a=a|0;b=b|0;return}function qva(a,b){a=a|0;b=b|0;return}function rva(a){a=a|0;return 1}function sva(a){a=a|0;var b=0;f[a>>2]=35232;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function tva(a){a=a|0;yf()}function uva(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;k=q+8|0;l=q;if(d>>>0>=3){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);u=q;return}m=c+4|0;if(f[m>>2]|0){n=Bla()|0;o=f[n+232>>2]|0;g=ySa(o)|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;b=f[c>>2]|0;j=f[m>>2]|0;i=b+(j<<3)|0;if(!j){h=1;g=0}else{j=l+4|0;h=1;do{KRa(l,o,b);e=f[l>>2]|0;if(e){r=e+200|0;h=h&((f[r>>2]&-268435456|0)!=0|0!=0);pJa(e,d,k);wDa(g,e)}e=f[j>>2]|0;if(e|0)iOb(e);b=b+8|0}while((b|0)!=(i|0));g=f[m>>2]|0;b=f[c>>2]|0}e=f[n+244>>2]|0;a1a(e,g,b);b=f[n+240>>2]|0;if(h)u9a(b);else{Jkb(DSa(o)|0,e);v9a(b)}b=f[p>>2]|0;if(b|0)iOb(b)}r=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[r+4>>2]=p;f[r>>2]=35264;mma(r,0,c,0);u=q;return}function vva(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function wva(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function xva(a,b){a=a|0;b=b|0;return}function yva(a,b){a=a|0;b=b|0;return}function zva(a){a=a|0;return 1}function Ava(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=0;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Bva(a){a=a|0;var b=0;f[a>>2]=35328;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Cva(a){a=a|0;var b=0,c=0;f[a>>2]=35328;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Fva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Gva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Iva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+64|0;d=i+32|0;e=i+24|0;g=i;j=(Bla()|0)+232|0;ARa(e,f[j>>2]|0,c);c=f[e>>2]|0;if(!c)h=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))h=4;else{cEa(g,c,b[a+28>>0]|0,f[a+8>>2]|0,f[a+12>>2]|0);k=f[g>>2]|0;f[g>>2]=f[d>>2];f[d>>2]=k;k=g+4|0;j=f[k>>2]|0;c=d+4|0;f[k>>2]=f[c>>2];f[c>>2]=j;c=g+8|0;j=f[c>>2]|0;k=d+8|0;f[c>>2]=f[k>>2];f[k>>2]=j;k=d+12|0;j=g+12|0;c=f[j>>2]|0;f[j>>2]=f[k>>2];f[k>>2]=c;k=g+16|0;c=f[k>>2]|0;j=d+16|0;f[k>>2]=f[j>>2];f[j>>2]=c;f[d+20>>2]=f[g+20>>2]}if((h|0)==4){f[d>>2]=1065353216;f[d+4>>2]=1065353216;f[d+8>>2]=1065353216;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);c=f[e+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Jva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Kva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Lva(a){a=a|0;return 0}function Mva(a){a=a|0;var b=0;f[a>>2]=35360;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Nva(a){a=a|0;yf()}function Ova(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=1;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Pva(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=2;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Qva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;e=pOb(28)|0;d=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=d;f[e>>2]=35392;f[e+8>>2]=f[b>>2];f[e+12>>2]=f[b+4>>2];d=b+8|0;f[e+16>>2]=f[d>>2];a=b+12|0;f[e+20>>2]=f[a>>2];i=b+16|0;f[e+24>>2]=f[i>>2];f[i>>2]=0;f[a>>2]=0;f[d>>2]=0;f[b>>2]=0;d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=e;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Rva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Sva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;e=(Bla()|0)+232|0;ARa(h,f[e>>2]|0,c);c=f[h>>2]|0;do if(!c){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[a&1023](c,g);c=f[g>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}}else{c=f[c+4>>2]|0;d=f[a+4>>2]|0;e=f[(f[d>>2]|0)+8>>2]|0;if(!(b[(f[c+44>>2]|0)+148>>0]&2)){f[g>>2]=0;a=g+4|0;f[a>>2]=0;f[g+8>>2]=0;oh[e&1023](d,g);c=f[g>>2]|0;if(c|0){d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}break}else{dEa(g,c,f[a+8>>2]|0,f[a+12>>2]|0);oh[e&1023](d,g);e=f[g>>2]|0;if(e|0){c=g+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}break}}while(0);c=f[h+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Uva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Vva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wva(a){a=a|0;var b=0;f[a>>2]=35424;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Xva(a){a=a|0;yf()}function Yva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=b;j=f[i>>2]|0;i=f[i+4>>2]|0;b=c;e=f[b>>2]|0;b=f[b+4>>2]|0;d=pOb(16)|0;c=d;f[c>>2]=j;f[c+4>>2]=i;c=d+8|0;f[c>>2]=e;f[c+4>>2]=b;c=pOb(8)|0;b=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=b;f[c>>2]=35456;f[g>>2]=d;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=d;f[b>>2]=d+16;f[g+16>>2]=d+16;mma(c,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Zva(a){a=a|0;var b=0;f[a>>2]=35488;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function _va(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function $va(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{a=f[a+4>>2]|0;l=f[(f[a>>2]|0)+8>>2]|0;SDa(i,e,c,d);oh[l&1023](a,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function awa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function bwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function cwa(a){a=a|0;yf()}function dwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;g=h;k=b;l=f[k>>2]|0;k=f[k+4>>2]|0;b=d;j=f[b>>2]|0;b=f[b+4>>2]|0;i=pOb(16)|0;d=i;f[d>>2]=l;f[d+4>>2]=k;d=i+8|0;f[d>>2]=j;f[d+4>>2]=b;d=pOb(16)|0;b=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=b;f[d>>2]=35520;f[d+8>>2]=c;f[d+12>>2]=e;f[g>>2]=i;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=i;f[b>>2]=i+16;f[g+16>>2]=i+16;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function ewa(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{l=f[a+4>>2]|0;m=f[(f[l>>2]|0)+8>>2]|0;XDa(i,e,c,f[a+8>>2]|0,d,f[a+12>>2]|0);oh[m&1023](l,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function gwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(138,a,b,c,d);return}function hwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=pOb(64)|0;j=f[b>>2]|0;f[b>>2]=0;f[i+4>>2]=j;f[i>>2]=35552;f[i+8>>2]=a;f[i+12>>2]=d;p[i+16>>3]=+p[e>>3];p[i+24>>3]=+p[e+8>>3];p[i+32>>3]=+p[e+16>>3];p[i+40>>3]=+p[e+24>>3];p[i+48>>3]=+p[e+32>>3];p[i+56>>3]=+p[e+40>>3];d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=i;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function iwa(a){a=a|0;var b=0;f[a>>2]=35584;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jwa(a){a=a|0;var b=0,c=0;f[a>>2]=35584;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function kwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+112|0;h=j+104|0;i=j+48|0;d=j;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(h,e,c);c=f[h>>2]|0;if(!c)g=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=4;else{k=f[a+4>>2]|0;l=f[(f[k>>2]|0)+8>>2]|0;n=f[a+8>>2]|0;m=f[a+12>>2]|0;p[d>>3]=+p[a+16>>3];p[d+8>>3]=+p[a+24>>3];p[d+16>>3]=+p[a+32>>3];p[d+24>>3]=+p[a+40>>3];p[d+32>>3]=+p[a+48>>3];p[d+40>>3]=+p[a+56>>3];Lh[n&255](i,e,c,m,d);oh[l&1023](k,i)}if((g|0)==4){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;d=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[d>>3]=C;oh[a&1023](c,i)}c=f[h+4>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function lwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function mwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function nwa(a){a=a|0;yf()}function owa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(139,a,b,c,d);return}function pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35616;mma(d,b,c,0);return}function qwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;q=s+8|0;m=s;p=Bla()|0;r=f[p+232>>2]|0;n=ySa(r)|0;d=f[c>>2]|0;o=c+4|0;l=f[o>>2]|0;j=d+(l<<3)|0;if(!l){i=1;h=1;g=0}else{k=q+4|0;l=m+4|0;i=1;h=1;do{ARa(q,r,d);g=f[q>>2]|0;if(g){if(i){i=g+200|0;i=(f[i>>2]&-268435456|0)!=0|0!=0}else i=0;if(h)h=(b[g+192>>0]&7)==0;else h=0;f[m>>2]=0;f[l>>2]=0;pJa(g,2,m);e=f[l>>2]|0;if(e|0)iOb(e);wDa(n,g)}e=f[k>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(j|0));g=f[o>>2]|0;d=f[c>>2]|0}e=f[p+244>>2]|0;a1a(e,g,d);t$a(e,c);if(h){r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}d=f[p+240>>2]|0;if(i){u9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}else{Jkb(DSa(r)|0,e);v9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}}function swa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35648;mma(d,b,c,0);return}function twa(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=u;u=u+32|0;n=q+16|0;j=q+8|0;k=q;o=Bla()|0;l=f[o+232>>2]|0;o=f[o+244>>2]|0;f[n>>2]=0;p=n+4|0;f[p>>2]=0;f[n+8>>2]=0;c=f[b>>2]|0;m=b+4|0;i=f[m>>2]|0;e=c+(i<<3)|0;if(!i){c=0;d=0}else{g=k+4|0;h=n+8|0;i=j+4|0;do{ARa(j,l,c);d=f[j>>2]|0;if(!d){f[k>>2]=0;f[g>>2]=-1;d=f[p>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=k;r=f[s+4>>2]|0;f[d>>2]=f[s>>2];f[d+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}else vwa(n,k)}else{NJa(k,d,l);d=f[p>>2]|0;if((d|0)==(f[h>>2]|0))RF(n,k);else{t=k;r=f[t+4>>2]|0;s=d;f[s>>2]=f[t>>2];f[s+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}}d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0));c=f[n>>2]|0;d=f[p>>2]|0}b1a(o,d-c>>3,c);a1a(o,f[m>>2]|0,f[b>>2]|0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,n);c=f[n>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=q;return}function vwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wwa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r+8|0;l=r;o=Bla()|0;q=f[o+232>>2]|0;m=ySa(q)|0;IIa(p,e);vSa(q,p);e=f[d>>2]|0;n=d+4|0;k=f[n>>2]|0;j=e+(k<<3)|0;if(!k){g=1;c=1}else{k=l+4|0;g=1;c=1;do{LRa(l,q,e);i=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(g){g=i+200|0;g=(f[g>>2]&-268435456|0)!=0|0!=0}else g=0;if(c)c=(b[i+192>>0]&7)==0;else c=0;pJa(i,2,p);wDa(m,i);e=e+8|0}while((e|0)!=(j|0))}e=f[o+244>>2]|0;b1a(e,1,(f[p>>2]|0)+112|0);a1a(e,f[n>>2]|0,f[d>>2]|0);do if(!c){c=f[o+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(q)|0,e);v9a(c);break}}while(0);c=pOb(8)|0;q=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=q;f[c>>2]=35680;mma(c,0,d,0);c=f[p+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function xwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function ywa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function zwa(a,b){a=a|0;b=b|0;return}function Awa(a,b){a=a|0;b=b|0;return}function Bwa(a){a=a|0;return 1}function Cwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;g=f[c>>2]|0;m=c+4|0;Dwa(g,g+(f[m>>2]<<3)|0,n);g=f[c>>2]|0;e=f[m>>2]|0;l=g+(e<<3)|0;a:do switch(e|0){case 0:{h=g;k=6;break}case 1:{h=l;e=1;break}default:{h=g;i=g+8|0;j=f[g>>2]|0;while(1){o=j;j=f[i>>2]|0;if((o|0)==(j|0))if((f[h+4>>2]|0)==(f[h+12>>2]|0)){k=6;break a}h=i+8|0;if((h|0)==(l|0)){h=l;break}else{o=i;i=h;h=o}}}}while(0);if((k|0)==6)if((h|0)==(l|0))h=l;else{e=h+8|0;b:while(1){i=h+4|0;do{g=e;e=e+8|0;if((e|0)==(l|0))break b;if((f[h>>2]|0)!=(f[e>>2]|0))break}while((f[i>>2]|0)==(f[g+12>>2]|0));o=h+8|0;i=e;j=f[i+4>>2]|0;k=o;f[k>>2]=f[i>>2];f[k+4>>2]=j;h=o}h=h+8|0;g=f[c>>2]|0;e=f[m>>2]|0}f[m>>2]=e-(g+(e<<3)-h>>3);o=pOb(72)|0;m=f[a>>2]|0;f[a>>2]=0;f[o+4>>2]=m;f[o>>2]=35712;f[o+8>>2]=f[d>>2];f[o+12>>2]=f[d+4>>2];f[o+16>>2]=f[d+8>>2];f[o+20>>2]=f[d+12>>2];f[o+24>>2]=f[d+16>>2];f[o+28>>2]=f[d+20>>2];f[o+32>>2]=f[d+24>>2];f[o+36>>2]=f[d+28>>2];f[o+40>>2]=f[d+32>>2];f[o+44>>2]=f[d+36>>2];f[o+48>>2]=f[d+40>>2];f[o+52>>2]=f[d+44>>2];f[o+56>>2]=f[d+48>>2];f[o+60>>2]=f[d+52>>2];f[o+64>>2]=f[d+56>>2];f[o+68>>2]=f[d+60>>2];mma(o,b,c,0);u=n;return}function Dwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=Nwa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=Pwa(a,i,c)|0;e=i+8|0;if(Pwa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}Dwa(a,i,c);a=i+8|0}if((q|0)==105){q=0;Dwa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){Mwa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){Nwa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){Owa(a,b,c);return}else if((q|0)==107)return}function Ewa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0;ea=u;u=u+192|0;da=ea+160|0;ca=ea+152|0;Y=ea+144|0;P=ea+80|0;V=ea;W=ea+72|0;$=Bla()|0;aa=f[$+232>>2]|0;X=ySa(aa)|0;Gwa(da,f[64601]|0);ba=f[$+244>>2]|0;d=f[c>>2]|0;Z=c+4|0;U=f[Z>>2]|0;j=d+(U<<3)|0;if(!U){e=1;g=1;_=4}else{k=ca+4|0;l=a+8|0;m=V+4|0;n=V+8|0;o=V+12|0;p=P+4|0;q=V+16|0;r=P+8|0;s=V+20|0;t=P+12|0;v=V+24|0;w=P+16|0;x=V+28|0;y=P+20|0;z=V+32|0;A=P+24|0;B=V+36|0;C=P+28|0;D=V+40|0;E=P+32|0;F=V+44|0;G=P+36|0;H=V+48|0;I=P+40|0;J=V+52|0;K=P+44|0;L=V+56|0;M=P+48|0;N=V+60|0;O=P+52|0;Q=V+64|0;R=P+56|0;S=V+68|0;T=P+60|0;U=W+4|0;e=1;g=1;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h){if(e){e=h+200|0;e=(f[e>>2]&-268435456|0)!=0|0!=0}else e=0;if(g)g=(b[h+192>>0]&7)==0;else g=0;f[Y>>2]=f[h+96>>2];i=Hwa(da,Y)|0;if(!(f[i>>2]|0)){fa=f[Y>>2]|0;f[V>>2]=l;f[m>>2]=fa;gma(n,V)|0;f[P>>2]=f[n>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[t>>2]=f[s>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];f[A>>2]=f[z>>2];f[C>>2]=f[B>>2];f[E>>2]=f[D>>2];f[G>>2]=f[F>>2];f[I>>2]=f[H>>2];f[K>>2]=f[J>>2];f[M>>2]=f[L>>2];f[O>>2]=f[N>>2];f[R>>2]=f[Q>>2];f[T>>2]=f[S>>2];IIa(W,P);fa=f[W>>2]|0;ga=f[U>>2]|0;f[W>>2]=0;f[U>>2]=0;f[i>>2]=fa;fa=i+4|0;h=f[fa>>2]|0;f[fa>>2]=ga;if(h|0)iOb(h);h=f[U>>2]|0;if(h|0)iOb(h);vSa(aa,i);b1a(ba,1,(f[i>>2]|0)+112|0)}}h=f[k>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(j|0));d=f[c>>2]|0;ga=f[Z>>2]|0;i=d+(ga<<3)|0;if(!ga)_=4;else{j=ca+4|0;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h|0){f[Y>>2]=f[h+96>>2];pJa(h,2,Hwa(da,Y)|0);wDa(X,h)}h=f[j>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(i|0));l=e;k=da;e=f[Z>>2]|0;d=f[c>>2]|0}}if((_|0)==4){l=e;k=da;e=0}a1a(ba,e,d);t$a(ba,c);j=da+12|0;if(f[j>>2]|0){i=da+8|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;h=f[e+16>>2]|0;if(h|0)iOb(h);sOb(e)}while((d|0)!=0);f[i>>2]=0;e=f[da+4>>2]|0;if(e|0){d=0;do{f[(f[da>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[j>>2]=0}do if(!g){d=f[$+240>>2]|0;if(l){u9a(d);break}else{Jkb(DSa(aa)|0,ba);v9a(d);break}}while(0);d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+8>>2]&1023](d,ca);d=f[da+20>>2]|0;if(d|0)Iwa(d,k);d=f[da+8>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[da>>2]|0;f[da>>2]=0;if(!d){u=ea;return}sOb(d);u=ea;return}function Gwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}d=f[64603]|0;if((f[64602]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64603]|0;h=d+-20|0;do{i=d+-20|0;f[64603]=i;d=f[d+-12>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);d=f[64603]|0}while((d|0)!=(h|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function Hwa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(20)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+16>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Kwa(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Iwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=c+4|0;d=f[i>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){g=c+8|0;a=f[g>>2]|0;if(!a){f[g>>2]=0;h=9}else{do{d=a;a=f[a>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((a|0)!=0);a=f[i>>2]|0;f[g>>2]=0;if(a|0){d=a;h=9}}if((h|0)==9){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}a=f[64603]|0;if(a>>>0>=(f[64604]|0)>>>0){Jwa(258408,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[i>>2]|0;f[i>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64603]=(f[64603]|0)+20;return}function Jwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;h=m;e=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;h=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;g=h;if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-20|0;if(c|0)do{d=c;c=f[c>>2]|0;b=f[d+16>>2]|0;if(b|0)iOb(b);sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Kwa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Lwa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Lwa(a,b);return}function Lwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Mwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function Nwa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=Mwa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function Owa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function Pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{Mwa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{Nwa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function Qwa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0;o=u;u=u+32|0;p=o+20|0;n=o;c=pOb(116)|0;l=EDa(i,j,k,l,m)|0;k=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=k;f[c>>2]=35744;f[c+8>>2]=f[d>>2];f[c+12>>2]=f[d+4>>2];k=d+8|0;f[c+16>>2]=f[k>>2];j=d+12|0;f[c+20>>2]=f[j>>2];i=d+16|0;f[c+24>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;f[d>>2]=0;f[c+28>>2]=f[h>>2];f[c+32>>2]=f[h+4>>2];f[c+36>>2]=f[h+8>>2];f[c+40>>2]=f[h+12>>2];f[c+44>>2]=f[h+16>>2];f[c+48>>2]=f[h+20>>2];f[c+52>>2]=f[h+24>>2];f[c+56>>2]=f[h+28>>2];f[c+60>>2]=f[h+32>>2];f[c+64>>2]=f[h+36>>2];f[c+68>>2]=f[h+40>>2];f[c+72>>2]=f[h+44>>2];f[c+76>>2]=f[h+48>>2];f[c+80>>2]=f[h+52>>2];f[c+84>>2]=f[h+56>>2];f[c+88>>2]=f[h+60>>2];DDa(c+92|0,l);b[c+112>>0]=e;l=pOb(8)|0;f[l>>2]=35776;f[l+4>>2]=c;k=pOb(8)|0;j=g;d=f[j+4>>2]|0;c=k;f[c>>2]=f[j>>2];f[c+4>>2]=d;c=k+8|0;f[n>>2]=k;f[n+4>>2]=1;d=n+12|0;f[n+8>>2]=k;f[d>>2]=c;f[n+16>>2]=c;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[p>>2]=l;J0a(c,p,n,1);c=f[p>>2]|0;f[p>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);m=n+8|0;c=f[m>>2]|0;if((c|0)==(f[d>>2]|0)){a=f[n>>2]|0;if(a){tOb(a);c=f[m>>2]|0}}if(!c){u=o;return}a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c);u=o;return}function Rwa(a){a=a|0;var b=0;f[a>>2]=35776;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Swa(a){a=a|0;var b=0,c=0;f[a>>2]=35776;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Twa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Vwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Xwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ywa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=u;u=u+80|0;z=C+64|0;y=C;B=C+56|0;v=C+32|0;A=C+24|0;w=Bla()|0;x=f[w+232>>2]|0;sRa(B,x,c);Lwb(v);g=a+92|0;FDa(g,v);PFa(A,f[B>>2]|0,v);if(!(f[A>>2]|0)){b[z>>0]=1;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,z)}else{c=f[a+8>>2]|0;v=f[a+12>>2]|0;h=c+(v<<3)|0;if(!v)d=1;else{i=z+4|0;j=a+112|0;k=a+28|0;l=a+44|0;m=y+8|0;n=a+76|0;o=y+16|0;p=a+32|0;q=y+4|0;r=a+48|0;s=y+12|0;t=a+80|0;v=y+20|0;d=1;do{LRa(z,x,c);e=f[z>>2]|0;if(e){if(f[e+4>>2]|0){D=e+200|0;d=d&((f[D>>2]&-268435456|0)!=0|0!=0)}XKa(e,b[j>>0]|0,A)|0;D=b[j>>0]|0;f[y>>2]=f[k>>2];f[m>>2]=f[l>>2];f[o>>2]=f[n>>2];f[q>>2]=f[p>>2];f[s>>2]=f[r>>2];f[v>>2]=f[t>>2];ZKa(e,D,y)|0;GDa(g,e,b[j>>0]|0)|0}e=f[i>>2]|0;if(e|0)iOb(e);c=c+8|0}while((c|0)!=(h|0))}do if((zSa(x)|0)>0){e=y+16|0;f[y>>2]=35808;f[y+4>>2]=w;b[y+8>>0]=d&1;f[e>>2]=y;b[z>>0]=1;c=x+8|0;d=f[c>>2]|0;if(d>>>0<(f[x+12>>2]|0)>>>0){f[d+16>>2]=d;D=f[e>>2]|0;oh[f[(f[D>>2]|0)+12>>2]&1023](D,d);D=f[c>>2]|0;b[d+24>>0]=1;f[c>>2]=D+32}else Qha(x+4|0,y,z);c=f[e>>2]|0;if((y|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c)}else{c=f[w+240>>2]|0;if(d){u9a(c);break}else{Y8a(c);break}}while(0);D=f[a+4>>2]|0;oh[f[(f[D>>2]|0)+8>>2]&1023](D,z)}c=f[A+4>>2]|0;if(c|0)iOb(c);c=f[B+4>>2]|0;if(!c){u=C;return}iOb(c);u=C;return}function Zwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;b[e>>0]=0;h=c;g=f[h+4>>2]|0;c=e+4|0;f[c>>2]=f[h>>2];f[c+4>>2]=g;c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,e);u=d;return}function _wa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function $wa(a){a=a|0;return 0}function axa(a){a=a|0;sOb(a);return}function bxa(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=35808;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function cxa(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=35808;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function dxa(a){a=a|0;return}function exa(a){a=a|0;sOb(a);return}function fxa(a){a=a|0;var c=0;c=f[(f[a+4>>2]|0)+240>>2]|0;if(!(b[a+8>>0]|0)){Y8a(c);return}else{u9a(c);return}}function gxa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==182944?a+4|0:0)|0}function hxa(a){a=a|0;return 13960}function ixa(a){a=a|0;var b=0;f[a>>2]=35852;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jxa(a){a=a|0;yf()}function kxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i){u=m;return}i=j+4|0;b=1;e=0;g=a;do{KRa(j,l,g);d=f[j>>2]|0;if(d){if(!(f[d+4>>2]|0))a=b;else{a=d+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}e=e|(YKa(d,c)|0);e=e|(_Ka(f[j>>2]|0,c)|0);e=e|(aLa(f[j>>2]|0,c)|0);b=a}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));if(!e){u=m;return}a=f[k+240>>2]|0;if(b){u9a(a);u=m;return}else{Y8a(a);u=m;return}}function lxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=aKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function mxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=bKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function nxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);OJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h)if(g){r9a(a);u=n;return}else{s9a(a);u=n;return}}u9a(a);u=n;return}function oxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);TJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h){Y8a(a);u=n;return}}u9a(a);u=n;return}function pxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,3)|0;if(k&p){lKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}s9a(f[m+240>>2]|0);u=o;return}function qxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,9)|0;if(k&p){nKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}Y8a(f[m+240>>2]|0);u=o;return}function rxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&56|0)==0&0==0)){sKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}s9a(f[j+240>>2]|0);u=l;return}function sxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&3584|0)==0&0==0)){tKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}Y8a(f[j+240>>2]|0);u=l;return}function txa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;m=Bla()|0;l=f[m+232>>2]|0;d=f[b>>2]|0;j=f[b+4>>2]|0;i=d+(j<<3)|0;do if(j|0){j=k+4|0;g=0;h=1;do{ARa(k,l,d);e=f[k>>2]|0;if(e){e=f[e+4>>2]|0;if(Sg[f[(f[e>>2]|0)+24>>2]&255](e,c,0)|0){AKa(f[k>>2]|0)|0;e=(f[k>>2]|0)+200|0;g=1;h=h&((f[e>>2]&-268435456|0)!=0|0!=0)}}e=f[j>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(i|0));if(g){d=f[m+240>>2]|0;if(h){u9a(d);break}else{Y8a(d);break}}}while(0);i$a(f[m+244>>2]|0,a,b,c);u=n;return}function uxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;e=f[b>>2]|0;h=f[b+4>>2]|0;g=e+(h<<3)|0;if(!h){a=0;d=1}else{h=i+4|0;a=0;d=1;do{LRa(i,k,e);b=f[i>>2]|0;if(f[b+4>>2]|0){m=b+200|0;d=d&((f[m>>2]&-268435456|0)!=0|0!=0)}a=a|(_Ia(b,c)|0);b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=(c|0)!=0;if(b|d^1){m=DSa(k)|0;Jkb(m,f[j+244>>2]|0)}if(!a){u=l;return}a=f[j+240>>2]|0;if(b&d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function vxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(PKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{Y8a(a);u=n;return}}function wxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(QKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function xxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[a>>2]=0;p=a+4|0;f[p>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;k=a+8|0;if(!b){u=q;return}if(b>>>0>1073741823)vd();i=pOb(b<<2)|0;f[a>>2]=i;f[p>>2]=i;f[k>>2]=i+(b<<2);c=f[c>>2]|0;i=c+(b<<3)|0;j=l+4|0;d=d&255;g=1<<d&7;do{KRa(l,o,c);b=f[l>>2]|0;if(!b){n[m>>2]=-1.0;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){f[b>>2]=-1082130432;f[p>>2]=b+4}else LB(a,m)}else{r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,34)|0;if(!(g&r))e=-1.0;else e=+n[b+180+(d<<2)>>2];n[m>>2]=e;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){n[b>>2]=e;f[p>>2]=b+4}else LB(a,m)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));u=q;return}function yxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35884;b[g+8>>0]=e;mma(g,c,d,0);return}function zxa(a){a=a|0;var b=0;f[a>>2]=35916;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Axa(a){a=a|0;var b=0,c=0;f[a>>2]=35916;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bxa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;k=q+12|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>1073741823)vd();g=pOb(d<<2)|0;f[k>>2]=g;f[p>>2]=g;f[j>>2]=g+(d<<2);c=f[c>>2]|0;g=c+(d<<3)|0;h=a+8|0;i=m+4|0;d=c;do{ARa(m,o,d);e=+RKa(f[m>>2]|0,b[h>>0]|0);n[l>>2]=e;c=f[p>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){n[c>>2]=e;f[p>>2]=c+4}else LB(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(g|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=q;return}function Cxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Dxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Exa(a){a=a|0;yf()}function Fxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35948;b[g+8>>0]=e;mma(g,c,d,0);return}function Gxa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;k=p+8|0;l=p;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;o=k+8|0;f[o>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(j|0){i=l+4|0;j=a+8|0;while(1){ARa(l,m,d);c=f[l>>2]|0;e=f[i>>2]|0;if(e|0)iOb(e);g=!(+RKa(c,b[j>>0]|0)<1.0);c=f[n>>2]|0;e=f[o>>2]|0;if((c|0)==(e<<5|0)){if((c+1|0)<0)break;e=e<<6;q=c+32&-32;oB(k,c>>>0<1073741823?(e>>>0<q>>>0?q:e):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;e=(f[k>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(g)c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;d=d+8|0;if((d|0)==(h|0))break a}AMb(k)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}sOb(c);u=p;return}function Ixa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=u;u=u+32|0;i=h+20|0;g=h;j=pOb(12)|0;k=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=k;f[j>>2]=35980;b[j+8>>0]=c;b[j+9>>0]=d;d=pOb(8)|0;f[d>>2]=36012;f[d+4>>2]=j;c=pOb(8)|0;j=e;e=f[j+4>>2]|0;a=c;f[a>>2]=f[j>>2];f[a+4>>2]=e;a=c+8|0;f[g>>2]=c;f[g+4>>2]=1;e=g+12|0;f[g+8>>2]=c;f[e>>2]=a;f[g+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=d;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);d=g+8|0;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(!a){u=h;return}c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Jxa(a){a=a|0;var b=0;f[a>>2]=36012;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Kxa(a){a=a|0;var b=0,c=0;f[a>>2]=36012;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Mxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Nxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Oxa(a){a=a|0;var b=0;f[a>>2]=36044;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Pxa(a){a=a|0;var b=0,c=0;f[a>>2]=36044;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Qxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;k=Bla()|0;g=f[k+232>>2]|0;k=f[k+240>>2]|0;h=b[a+8>>0]|0;d=b[a+9>>0]|0;e=f[k+236+((h&255)*24|0)+((d&255)<<3)>>2]|0;if(!e)i=4;else if((f[e+204>>2]|0)==(f[c>>2]|0)){if((f[e+208>>2]|0)!=(f[c+4>>2]|0))i=4}else i=4;if((i|0)==4){vRa(j,g,c);hab(k,h,d,j);c=f[j+4>>2]|0;if(c|0)iOb(c);if((b[k+226>>0]|0)==3)Y8a(k)}k=f[a+4>>2]|0;oh[f[(f[k>>2]|0)+8>>2]&1023](k,j);u=l;return}function Rxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Sxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Txa(a){a=a|0;return 0}function Uxa(a){a=a|0;yf()}function Vxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+240|0;e=f[e>>2]|0;if(!(f[e+236+((a&255)*24|0)+((c&255)<<3)>>2]|0)){u=g;return}f[d>>2]=0;h=d+4|0;f[h>>2]=0;hab(e,a,c,d);a=f[h>>2]|0;if(a|0)iOb(a);if((b[e+226>>0]|0)!=3){u=g;return}Y8a(e);u=g;return}function Wxa(a,c){a=a|0;c=+c;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(+n[d+284+((a&255)<<2)>>2]!=c))return;iab(d,a,c);if((b[d+226>>0]|0)!=3)return;Y8a(d);return}function Xxa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+296>>0]|0)==a<<24>>24)return;jab(c,a);if((b[c+226>>0]|0)!=3)return;t9a(c);return}function Yxa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;e=f[c>>2]|0;i=f[c+4>>2]|0;h=e+(i<<3)|0;if(!i){c=0;a=1}else{i=j+4|0;c=0;a=1;g=e;do{LRa(j,k,g);e=f[j>>2]|0;if(e){n=e+200|0;a=a&((f[n>>2]&-268435456|0)!=0|0!=0);if((f[e+196>>2]&2097152|0)!=0^d){CJa(e,d);c=1}}e=f[i>>2]|0;if(e|0)iOb(e);g=g+8|0}while((g|0)!=(h|0))}g=f[l+240>>2]|0;if(a|((b[g+226>>0]|0)!=3|c^1)){u=m;return}if(!d){Y8a(g);u=m;return}c=f[g+236>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+244>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+252>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){r9a(g);$8a(g,1);u=m;return}}}}}}Y8a(g);u=m;return}function Zxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);DJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _xa(a,c){a=+a;c=c|0;var d=0,e=0,g=0.0;e=(Bla()|0)+240|0;e=f[e>>2]|0;g=+p[e+304>>3];d=b[e+312>>0]|0;if(g==a?d<<24>>24==c<<24>>24:0)return;if(g<a?1:d<<24>>24!=c<<24>>24){d=f[e+72>>2]|0;gh[f[(f[d>>2]|0)+80>>2]&2047](d)}H9a(e,a,c);v9a(e);return}function $xa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+313>>0]|0)==a<<24>>24)return;I9a(c,a);Y8a(c);return}function aya(){var a=0;a=(Bla()|0)+240|0;return +(+p[(f[a>>2]|0)+304>>3])}function bya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+312>>0]|0}function cya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+313>>0]|0}function dya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!((Qab(b)|0)^a))return;Pab(b,a);u9a(b);return}function eya(){var a=0;a=(Bla()|0)+240|0;return Qab(f[a>>2]|0)|0}function fya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Rab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function gya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Tab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function hya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Vab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function iya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Xab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function jya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Zab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function kya(){var a=0;a=(Bla()|0)+240|0;return Sab(f[a>>2]|0)|0}function lya(){var a=0;a=(Bla()|0)+240|0;return +(+Uab(f[a>>2]|0))}function mya(){var a=0;a=(Bla()|0)+240|0;return +(+Wab(f[a>>2]|0))}function nya(){var a=0;a=(Bla()|0)+240|0;return +(+Yab(f[a>>2]|0))}function oya(){var a=0;a=(Bla()|0)+240|0;return +(+_ab(f[a>>2]|0))}function pya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=(f[b>>2]|0)+230|0;a=(j[b>>1]|j[b+2>>1]<<16)&-65537|(a&1)<<16;d[b>>1]=a;d[b+2>>1]=a>>>16;return}function qya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{i=j+4|0;b=1;g=a;do{LRa(j,l,g);a=f[j>>2]|0;if(a){n=a+200|0;b=b&((f[n>>2]&-268435456|0)!=0|0!=0);UKa(a,c,d,e)}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));a=f[k+240>>2]|0;if(!b){n=DSa(l)|0;Jkb(n,f[k+244>>2]|0);Y8a(a);u=m;return}}u9a(a);u=m;return}function rya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;h=Bla()|0;i=f[h+232>>2]|0;a=f[b>>2]|0;d=f[b+4>>2]|0;e=a+(d<<3)|0;if(!d)a=f[h+240>>2]|0;else{d=g+4|0;b=1;c=a;do{KRa(g,i,c);a=f[g>>2]|0;if(a){k=a+200|0;b=b&((f[k>>2]&-268435456|0)!=0|0!=0);VKa(a)}a=f[d>>2]|0;if(a|0)iOb(a);c=c+8|0}while((c|0)!=(e|0));a=f[h+240>>2]|0;if(!b){k=DSa(i)|0;Jkb(k,f[h+244>>2]|0);Y8a(a);u=j;return}}u9a(a);u=j;return}function sya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=36076;mma(d,b,c,0);return}function tya(a){a=a|0;var b=0;f[a>>2]=36108;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function uya(a){a=a|0;var b=0,c=0;f[a>>2]=36108;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0;y=u;u=u+48|0;r=y+32|0;s=y+24|0;t=y;v=(Bla()|0)+232|0;v=f[v>>2]|0;f[r>>2]=0;x=r+4|0;f[x>>2]=0;f[r+8>>2]=0;d=f[c+4>>2]|0;q=r+8|0;if(d|0){if(d>>>0>214748364)vd();e=pOb(d*20|0)|0;g=e;f[r>>2]=g;f[x>>2]=g;f[q>>2]=e+(d*20|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=t+4|0;h=t+8|0;i=t+12|0;j=t+16|0;k=s+4|0;l=t+4|0;m=t+8|0;o=t+12|0;p=t+16|0;d=c;do{ARa(s,v,d);c=f[s>>2]|0;if(!c)w=16;else if(!(f[c+196>>2]&134217728))w=16;else{A=f[c+104>>2]|0;f[t>>2]=f[A+300>>2];f[l>>2]=f[A+304>>2];f[m>>2]=f[A+308>>2];z=+WKa(c);n[o>>2]=z;b[p>>0]=b[(f[(f[s>>2]|0)+104>>2]|0)+364>>0]&1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=f[t>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];A=c+12|0;f[A>>2]=f[o>>2];b[A+4>>0]=b[o+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}if((w|0)==16){w=0;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;b[j>>0]=1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=0;f[c+4>>2]=f[g>>2];f[c+8>>2]=f[h>>2];A=c+12|0;f[A>>2]=f[i>>2];b[A+4>>0]=b[i+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}c=f[k>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);sOb(c);u=y;return}function wya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function xya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function yya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function zya(a){a=a|0;yf()}function Aya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(SKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Bya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(TKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Cya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;o=s+16|0;p=s;q=(Bla()|0)+232|0;q=f[q>>2]|0;f[m>>2]=0;r=m+4|0;f[r>>2]=0;f[m+8>>2]=0;b=f[c+4>>2]|0;l=m+8|0;if(b|0){if(b>>>0>357913941)vd();e=pOb(b*12|0)|0;g=e;f[m>>2]=g;f[r>>2]=g;f[l>>2]=e+(b*12|0);c=f[c>>2]|0;e=c+(b<<3)|0;g=p+4|0;h=p+8|0;i=o+4|0;j=p+4|0;k=p+8|0;d=d&255;do{KRa(o,q,c);b=f[o>>2]|0;if(!b){n[p>>2]=-1.0;n[g>>2]=-1.0;n[h>>2]=-1.0;b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}else{if(!(f[b+196>>2]&8388608)){n[p>>2]=-1.0;n[j>>2]=-1.0;n[k>>2]=-1.0}else{b=(f[b+104>>2]|0)+328+(d*12|0)|0;f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2]}b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,m);b=f[m>>2]|0;if(!b){u=s;return}c=f[r>>2]|0;if((c|0)!=(b|0))f[r>>2]=c+(~(((c+-12-b|0)>>>0)/12|0)*12|0);sOb(b);u=s;return}function Dya(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=36140;b[g+8>>0]=e;mma(g,c,d,0);return}function Eya(a){a=a|0;var b=0;f[a>>2]=36172;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Fya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Gya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+48|0;s=A+32|0;t=A+24|0;v=A+12|0;w=A;x=(Bla()|0)+232|0;x=f[x>>2]|0;f[s>>2]=0;z=s+4|0;f[z>>2]=0;f[s+8>>2]=0;d=f[c+4>>2]|0;r=s+8|0;if(d|0){if(d>>>0>357913941)vd();i=pOb(d*12|0)|0;j=i;f[s>>2]=j;f[z>>2]=j;f[r>>2]=i+(d*12|0);i=f[c>>2]|0;j=i+(d<<3)|0;k=a+8|0;l=v+4|0;m=v+8|0;o=w+4|0;p=w+8|0;q=t+4|0;do{ARa(t,x,i);d=f[t>>2]|0;do if(!(f[d+196>>2]&8388608)){n[v>>2]=-1.0;n[l>>2]=-1.0;n[m>>2]=-1.0;y=16}else{g=(f[d+104>>2]|0)+328+((h[k>>0]|0)*12|0)|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];if(!(+n[v>>2]>=0.0))y=16;else{c=f[z>>2]|0;if((c|0)==(f[r>>2]|0)){Jya(s,v);break}else{f[c>>2]=f[v>>2];f[c+4>>2]=f[v+4>>2];f[c+8>>2]=f[v+8>>2];f[z>>2]=(f[z>>2]|0)+12;break}}}while(0);if((y|0)==16){y=0;e=b[k>>0]|0;g=d+12+((e&255)<<3)|0;c=f[g>>2]|0;if(!c){fKa(d,e);c=f[g>>2]|0}f[w>>2]=f[c+152>>2];f[o>>2]=f[c+156>>2];f[p>>2]=f[c+160>>2];c=f[z>>2]|0;if(c>>>0<(f[r>>2]|0)>>>0){f[c>>2]=f[w>>2];f[c+4>>2]=f[w+4>>2];f[c+8>>2]=f[w+8>>2];f[z>>2]=(f[z>>2]|0)+12}else XI(s,w)}c=f[q>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(j|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,s);c=f[s>>2]|0;if(!c){u=A;return}d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=A;return}function Hya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Iya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Jya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Kya(a){a=a|0;yf()}function Lya(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;n=Bla()|0;o=f[n+232>>2]|0;h=f[b>>2]|0;l=f[b+4>>2]|0;k=h+(l<<3)|0;if(!l){u=p;return}l=m+4|0;a=0;b=1;do{LRa(m,o,h);i=f[m>>2]|0;j=f[l>>2]|0;if(j|0)iOb(j);if(VJa(i,c,d,e,g)|0){j=i+200|0;a=1;b=b&((f[j>>2]&-268435456|0)!=0|0!=0)}h=h+8|0}while((h|0)!=(k|0));if(!a){u=p;return}a=f[n+240>>2]|0;if(b){u9a(a);u=p;return}else{t9a(a);u=p;return}}function Mya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j){u=n;return}j=k+4|0;b=0;g=1;h=a;do{KRa(k,m,h);a=f[k>>2]|0;if(a)if(ZJa(a,c,d,e)|0){a=(f[k>>2]|0)+200|0;b=1;g=g&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[j>>2]|0;if(a|0)iOb(a);h=h+8|0}while((h|0)!=(i|0));if(!b){u=n;return}a=f[l+240>>2]|0;if(g){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Nya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(pKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Oya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;m=q+16|0;o=q;p=(Bla()|0)+232|0;p=f[p>>2]|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;l=a+8|0;if(!b){u=q;return}if(b>>>0>357913941)vd();g=pOb(b*12|0)|0;h=g;f[a>>2]=h;f[k>>2]=h;f[l>>2]=g+(b*12|0);c=f[c>>2]|0;g=c+(b<<3)|0;h=o+4|0;i=o+8|0;j=m+4|0;do{KRa(m,p,c);b=f[m>>2]|0;if(!b){n[o>>2]=-1.0;n[h>>2]=-1.0;n[i>>2]=-1.0;b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}else{cKa(o,b,d,e);b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(g|0));u=q;return}function Pya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=pOb(16)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=36204;b[h+8>>0]=e;f[h+12>>2]=g;mma(h,c,d,0);return}function Qya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;k=p+20|0;l=p+8|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[k>>2]=0;o=k+4|0;f[o>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>357913941)vd();e=pOb(d*12|0)|0;g=e;f[k>>2]=g;f[o>>2]=g;f[j>>2]=e+(d*12|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=a+8|0;h=a+12|0;i=m+4|0;d=c;do{ARa(m,n,d);eKa(l,f[m>>2]|0,b[g>>0]|0,f[h>>2]|0);c=f[o>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];f[o>>2]=(f[o>>2]|0)+12}else XI(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=p;return}function Sya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+32|0;v=A+16|0;w=A;x=Bla()|0;y=f[x+232>>2]|0;a=f[c>>2]|0;t=f[c+4>>2]|0;o=a+(t<<3)|0;if(!t){u=A;return}p=v+4|0;q=d+4|0;r=w+4|0;s=w+8|0;t=w+8|0;c=1;j=0;m=a;while(1){LRa(v,y,m);i=f[v>>2]|0;if(!i){l=j;n=c}else{if(!(f[i+4>>2]|0))k=c;else{k=i+200|0;k=c&((f[k>>2]&-268435456|0)!=0|0!=0)}a=f[d>>2]|0;c=f[q>>2]|0;h=a+c|0;f[w>>2]=0;f[r>>2]=0;f[s>>2]=0;if(c|0){if((c|0)<0){z=9;break}n=pOb(c)|0;f[r>>2]=n;f[w>>2]=n;f[t>>2]=n+c;c=n;do{b[c>>0]=b[a>>0]|0;a=a+1|0;c=(f[r>>2]|0)+1|0;f[r>>2]=c}while((a|0)!=(h|0))}a=j|(bLa(i,w,e,g)|0);c=f[w>>2]|0;if(c|0){if((f[r>>2]|0)!=(c|0))f[r>>2]=c;sOb(c)}l=a;n=k}a=f[p>>2]|0;if(a|0)iOb(a);m=m+8|0;if((m|0)==(o|0))break;else{c=n;j=l}}if((z|0)==9)AMb(w);if(!l){u=A;return}a=f[x+240>>2]|0;if(n){u9a(a);u=A;return}else{t9a(a);u=A;return}}function Tya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;b=1;d=0;e=a;do{KRa(i,k,e);c=f[i>>2]|0;if(c){if(!(f[c+4>>2]|0))a=b;else{a=c+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}d=d|(cLa(c)|0);b=a}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(!d){u=l;return}a=f[j+240>>2]|0;if(b){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Uya(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j+24|0;i=j;c=f[a>>2]|0;f[a>>2]=0;a=c;h=pOb(16)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=36236;f[h+12>>2]=a;e=(Bla()|0)+232|0;e=f[e>>2]|0;gOb(h);if((zSa(e)|0)<=0){oh[f[(f[c>>2]|0)+8>>2]&1023](c,g);iOb(h);iOb(h);u=j;return}d=i+16|0;f[i>>2]=36264;f[i+4>>2]=a;f[i+8>>2]=h;f[d>>2]=i;b[g>>0]=1;a=e+8|0;c=f[a>>2]|0;if(c>>>0<(f[e+12>>2]|0)>>>0){f[c+16>>2]=c;g=f[d>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,c);g=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=g+32}else Qha(e+4|0,i,g);a=f[d>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);iOb(h);u=j;return}function Vya(a){a=a|0;f[a>>2]=36264;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function Wya(a){a=a|0;var b=0;f[a>>2]=36264;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function Xya(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return b|0;gOb(a);return b|0}function Yya(a,b){a=a|0;b=b|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return;gOb(a);return}function Zya(a){a=a|0;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function _ya(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function $ya(a){a=a|0;var b=0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function aza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==187966?a+4|0:0)|0}function bza(a){a=a|0;return 14336}function cza(a){a=a|0;aOb(a);sOb(a);return}function dza(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function eza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==188283?a+12|0:0)|0}function fza(a){a=a|0;sOb(a);return}function gza(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=K9a(b)|0;if(+n[c>>2]==+n[a>>2])if(+n[c+4>>2]==+n[a+4>>2])if(!(+n[c+8>>2]!=+n[a+8>>2]))return;L9a(b,a);t9a(b);return}function hza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(M9a(a)|0))return;Y8a(a);return}function iza(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,t=0.0,v=0.0;p=u;u=u+48|0;l=p+8|0;m=p;o=(Bla()|0)+240|0;o=f[o>>2]|0;f[l>>2]=1058256454;i=l+4|0;f[i>>2]=1058256454;j=l+8|0;f[j>>2]=1058256454;n[l+12>>2]=1.0;n[l+16>>2]=1.0;n[l+20>>2]=1.0;k=l+28|0;h=f[65704]|0;f[65704]=h+1;f[k>>2]=h;b[l+24>>0]=c;b[l+25>>0]=d;if(!(c<<24>>24)){v=+n[e>>2];t=+n[e+4>>2];r=+n[e+8>>2];q=+L(+(v*v+(t*t+r*r)));d=(n[s>>2]=v/q,f[s>>2]|0);h=(n[s>>2]=t/q,f[s>>2]|0);c=(n[s>>2]=r/q,f[s>>2]|0)}else{d=f[e>>2]|0;h=f[e+4>>2]|0;c=f[e+8>>2]|0}f[l>>2]=d;f[i>>2]=h;f[j>>2]=c;j=l+12|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];if(N9a(o,l)|0){Y8a(o);o=f[a>>2]|0;l=f[(f[o>>2]|0)+8>>2]|0;f[m>>2]=f[k>>2];oh[l&1023](o,m);u=p;return}else{o=f[a>>2]|0;l=f[(f[o>>2]|0)+12>>2]|0;b[m>>0]=0;oh[l&1023](o,m);u=p;return}}function jza(a){a=a|0;var b=0,c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;f[e>>2]=f[a>>2];f[d>>2]=f[e>>2];if(!(P9a(b,d)|0)){u=c;return}Y8a(b);u=c;return}function kza(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0;k=u;u=u+32|0;g=k+16|0;h=k;i=k+4|0;j=(Bla()|0)+240|0;j=f[j>>2]|0;f[h>>2]=f[a>>2];if(!(b<<24>>24)){p=+n[d>>2];o=+n[d+4>>2];m=+n[d+8>>2];l=+L(+(p*p+(o*o+m*m)));n[i>>2]=p/l;n[i+4>>2]=o/l;n[i+8>>2]=m/l}else{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2]};f[g>>2]=f[h>>2];if(!(Q9a(j,g,b,c,i,e)|0)){u=k;return}Y8a(j);u=k;return}function lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!($ab(b,a)|0))return;u9a(b);return}function mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(abb(b,a)|0))return;u9a(b);return}function nza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(bbb(b,a)|0))return;u9a(b);return}function oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(cbb(b,a)|0))return;u9a(b);return}function pza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(dbb(b,a)|0))return;u9a(b);return}function qza(a,b){a=a|0;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(ebb(c,a,b)|0))return;u9a(c);return}function rza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(fbb(c,a,b)|0))return;u9a(c);return}function sza(a,b,c){a=a|0;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(gbb(d,a,b,c)|0))return;u9a(d);return}function tza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+20|0;g=i;d=a+4|0;if(!(f[d>>2]|0)){u=i;return}e=b+4|0;if(!(f[e>>2]|0)){u=i;return}c=(Bla()|0)+240|0;c=f[c>>2]|0;a=f[a>>2]|0;uza(h,a,a+(f[d>>2]<<3)|0);d=f[b>>2]|0;uza(g,d,d+(f[e>>2]<<3)|0);if(hbb(c,h,g)|0)Y8a(c);a=f[g+8>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);a=f[h+8>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;sOb(g)}while((a|0)!=0);a=f[h>>2]|0;f[h>>2]=0;if(a|0)sOb(a);u=i;return}function uza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;s=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[s>>2]=1.0;if((b|0)==(c|0))return;t=a+4|0;u=a+12|0;v=a+8|0;d=0;e=0;do{o=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(o<<6)+(o>>>2)^o;p=(d|0)==0;a:do if(p){i=0;r=22}else{l=d+-1|0;k=(l&d|0)==0;if(k)i=q&l;else if(q>>>0<d>>>0)i=q;else i=(q>>>0)%(d>>>0)|0;j=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!j)r=22;else{j=f[j>>2]|0;if(!j)r=22;else{if(k)while(1){k=f[j+4>>2]|0;if(!((k|0)==(q|0)|(k&l|0)==(i|0))){r=22;break a}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break a}}while(1){k=f[j+4>>2]|0;if((k|0)!=(q|0)){if(k>>>0>=d>>>0)k=(k>>>0)%(d>>>0)|0;if((k|0)!=(i|0)){r=22;break a}}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break}}}}}while(0);if((r|0)==22){r=0;k=pOb(16)|0;l=b;m=f[l+4>>2]|0;o=k+8|0;f[o>>2]=f[l>>2];f[o+4>>2]=m;f[k+4>>2]=q;f[k>>2]=0;g=+((e+1|0)>>>0);h=+n[s>>2];do if(p|h*+(d>>>0)<g){d=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;e=~~+W(+(g/h))>>>0;vza(a,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&q;break}if(q>>>0<d>>>0){j=d;d=q}else{j=d;d=(q>>>0)%(d>>>0)|0}}else{j=d;d=i}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[k>>2]=f[v>>2];f[v>>2]=k;f[e>>2]=v;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=35}}else{f[k>>2]=f[d>>2];r=35}if((r|0)==35){r=0;f[d>>2]=k}e=(f[u>>2]|0)+1|0;f[u>>2]=e;d=j}b=b+8|0}while((b|0)!=(c|0));return}function vza(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wza(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wza(a,b);return}function wza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function xza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(kbb(a)|0))return;Y8a(a);return}function yza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;lbb(d,a,b,c);if(!(_8a(d)|0))return;t9a(d);return}function zza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(mbb(b,a)|0))return;u9a(b);return}function Aza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(nbb(b,a)|0))return;u9a(b);return}function Bza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Abb(c,a,b)|0))return;u9a(c);return}function Cza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Cbb(b,a)|0))return;u9a(b);return}function Dza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Dbb(b,a)|0))return;u9a(b);return}function Eza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Bbb(b,a)|0))return;u9a(b);return}function Fza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ebb(b,a)|0))return;u9a(b);return}function Gza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Fbb(b,a)|0))return;u9a(b);return}function Hza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Gbb(f[b>>2]|0,a)|0;return}function Iza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Hbb(b,a)|0))return;u9a(b);return}function Jza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ibb(b,a)|0))return;u9a(b);return}function Kza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Jbb(b,a)|0))return;u9a(b);return}function Lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Kbb(b,a)|0))return;u9a(b);return}function Mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Lbb(b,a)|0))return;u9a(b);return}function Nza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Mbb(b,a)|0))return;u9a(b);return}function Oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Nbb(b,a)|0))return;u9a(b);return}function Pza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Obb(b,a)|0))return;u9a(b);return}function Qza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Pbb(b,a)|0))return;u9a(b);return}function Rza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Qbb(b,a)|0))return;u9a(b);return}function Sza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Rbb(b,a)|0))return;if(a){t9a(b);return}else{u9a(b);return}}function Tza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Sbb(b,a)|0))return;u9a(b);return}function Uza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Tbb(b,a)|0))return;u9a(b);return}function Vza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ubb(b,a)|0))return;u9a(b);return}function Wza(a,b){a=+a;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Vbb(c,a,b)|0))return;u9a(c);return}function Xza(a,b,c){a=+a;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(Wbb(d,a,b,c)|0))return;t9a(d);return}function Yza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Xbb(f[b>>2]|0,a)|0;return}function Zza(a){a=a|0;var b=0;b=(Bla()|0)+232|0;CSa(f[b>>2]|0,a);return}function _za(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;Zbb(a,f[c>>2]|0,f[b>>2]|0,f[b+4>>2]|0);return}function $za(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=(Bla()|0)+240|0;h=f[h>>2]|0;b=f[a>>2]|0;d=f[a+4>>2]|0;e=b+(d*24|0)|0;f[g>>2]=0;i=g+4|0;f[i>>2]=0;f[g+8>>2]=0;a=d*24|0;c=(a|0)/24|0;if(a|0){if(c>>>0>178956970)AMb(g);a=pOb(a)|0;f[i>>2]=a;f[g>>2]=a;f[g+8>>2]=a+(c*24|0);if(d|0){do{p[a>>3]=+p[b>>3];p[a+8>>3]=+p[b+8>>3];p[a+16>>3]=+p[b+16>>3];b=b+24|0;a=a+24|0}while((b|0)!=(e|0));f[i>>2]=a}}Ybb(h,g);a=f[g>>2]|0;if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~(((b+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=j;return}function aAa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,u=0.0,v=0.0;b[a>>0]=c;n=+p[d>>3];p[a+32>>3]=n;o=+p[d+8>>3];p[a+40>>3]=o;q=+p[d+16>>3];p[a+48>>3]=q;k=+p[e>>3];p[a+56>>3]=k;l=+p[e+8>>3];p[a+64>>3]=l;m=+p[e+16>>3];p[a+72>>3]=m;p[a+80>>3]=1.0;r=a+88|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+120>>3]=1.0;r=a+128|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+160>>3]=1.0;r=a+168|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+200>>3]=1.0;r=a+224|0;p[r>>3]=.01;f[a+732>>2]=1;f[a+736>>2]=1;s=a+744|0;t=b[s>>0]&-64;b[s>>0]=t;k=n-k;l=o-l;m=q-m;q=+L(+(k*k+(l*l+m*m)));c=q<1.0e-20;if(c){k=0.0;l=0.0;n=1.0}else{k=k/q;l=l/q;n=m/q}o=+p[g>>3];m=+p[g+8>>3];v=+p[g+16>>3];u=k*o+(l*m+n*v);o=o-k*u;m=m-l*u;k=v-n*u;l=+L(+(o*o+(m*m+k*k)));if(l>1.0e-20){p[a+8>>3]=o/l;p[a+16>>3]=m/l;p[a+24>>3]=k/l;b[s>>0]=t}e=a+208|0;p[e>>3]=1.0;g=a+216|0;p[g>>3]=1.0;k=c?1.0:1.0/q;d=a+232|0;p[d>>3]=k;c=a+240|0;p[c>>3]=k;b[s>>0]=t;if(!(h<=0.0)){u=+K(+h);p[e>>3]=u;v=+K(+(!(i<=0.0)?i:h));p[g>>3]=v;p[d>>3]=u*k;p[c>>3]=v*k;b[s>>0]=t}k=!(j<=0.0)?j:.01;if(k==.01)return;p[r>>3]=k;b[s>>0]=t;return}function bAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];g=+p[a+48>>3]-+p[a+72>>3];h=+L(+(d*d+(e*e+g*g)));if(h<1.0e-20){f=0.0;e=0.0;d=1.0}else{f=d/h;e=e/h;d=g/h}g=+p[c>>3];j=+p[c+8>>3];i=+p[c+16>>3];h=f*g+(e*j+d*i);g=g-f*h;f=j-e*h;d=i-d*h;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))return;p[a+8>>3]=g/e;p[a+16>>3]=f/e;p[a+24>>3]=d/e;a=a+744|0;b[a>>0]=b[a>>0]&-60;return}function cAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0;if(c<=0.0)return;e=+K(+c);p[a+208>>3]=e;d=+K(+(!(d<=0.0)?d:c));p[a+216>>3]=d;g=+p[a+32>>3]-+p[a+56>>3];f=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(g*g+(f*f+c*c)));c=c<1.0e-20?1.0:1.0/c;p[a+232>>3]=e*c;p[a+240>>3]=c*d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function dAa(a,c){a=a|0;c=+c;var d=0;c=!(c<=0.0)?c:.01;d=a+224|0;if(+p[d>>3]==c)return;p[d>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function eAa(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+80|0;e=b+48|0;d=b+24|0;c=b;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[e+16>>3]=5.0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;p[c>>3]=0.0;p[c+8>>3]=1.0;p[c+16>>3]=0.0;aAa(a,1,e,d,c,2.0,2.0,.01);u=b;return}function fAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;e=u;u=u+80|0;h=e+48|0;i=e+24|0;g=e;l=+p[c>>3];o=+p[b>>3];r=l-o;k=+p[c+8>>3];n=+p[b+8>>3];q=k-n;j=+p[c+16>>3];m=+p[b+16>>3];f=j-m;f=+L(+(r*r+(q*q+f*f)));l=o*.5+l*.5;p[h>>3]=l;k=n*.5+k*.5;p[h+8>>3]=k;j=m*.5+j*.5;p[h+16>>3]=j;p[i>>3]=l;p[i+8>>3]=k;p[i+16>>3]=f+j;p[g>>3]=0.0;p[g+8>>3]=1.0;p[g+16>>3]=0.0;aAa(a,d,i,h,g,f,f,0.0);u=e;return}function gAa(a,c){a=a|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if((b[a>>0]|0)==(b[c>>0]|0))if(+p[a+8>>3]==+p[c+8>>3])if(+p[a+16>>3]==+p[c+16>>3])if(+p[a+24>>3]==+p[c+24>>3])if(+p[a+32>>3]==+p[c+32>>3])if(+p[a+40>>3]==+p[c+40>>3])if(+p[a+48>>3]==+p[c+48>>3])if(+p[a+56>>3]==+p[c+56>>3])if(+p[a+64>>3]==+p[c+64>>3])if(+p[a+72>>3]==+p[c+72>>3]){f[d>>2]=a+80;f[d+4>>2]=c+80;if(hAa(d)|0)if(+p[a+208>>3]==+p[c+208>>3])if(+p[a+216>>3]==+p[c+216>>3])a=+p[a+224>>3]==+p[c+224>>3];else a=0;else a=0;else a=0}else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;u=e;return a|0}function hAa(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(!(+p[b>>3]==+p[a>>3])){b=0;return b|0}if(!(+p[b+8>>3]==+p[a+8>>3])){b=0;return b|0}if(!(+p[b+16>>3]==+p[a+16>>3])){b=0;return b|0}if(!(+p[b+24>>3]==+p[a+24>>3])){b=0;return b|0}if(!(+p[b+32>>3]==+p[a+32>>3])){b=0;return b|0}if(!(+p[b+40>>3]==+p[a+40>>3])){b=0;return b|0}if(!(+p[b+48>>3]==+p[a+48>>3])){b=0;return b|0}if(!(+p[b+56>>3]==+p[a+56>>3])){b=0;return b|0}if(!(+p[b+64>>3]==+p[a+64>>3])){b=0;return b|0}if(!(+p[b+72>>3]==+p[a+72>>3])){b=0;return b|0}if(!(+p[b+80>>3]==+p[a+80>>3])){b=0;return b|0}if(!(+p[b+88>>3]==+p[a+88>>3])){b=0;return b|0}if(!(+p[b+96>>3]==+p[a+96>>3])){b=0;return b|0}if(!(+p[b+104>>3]==+p[a+104>>3])){b=0;return b|0}if(!(+p[b+112>>3]==+p[a+112>>3])){b=0;return b|0}b=+p[b+120>>3]==+p[a+120>>3];return b|0}function iAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,u=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;q=a+744|0;s=b[q>>0]|0;t=s&-60;b[q>>0]=t;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];r=+L(+(d*d+(e*e+f*f)));do if(r>1.0e-20){m=d/r;n=e/r;o=f/r;j=+p[c+8>>3];k=+p[c+16>>3];l=o*j-n*k;d=+p[c>>3];e=m*k-o*d;f=n*d-m*j;g=+L(+(l*l+(e*e+f*f)));if(g>.0001){D=l/g;A=e/g;e=f/g;f=m*d+(n*j+o*k);w=g*D;y=g*A;C=g*e;d=1.0-f;j=D*d;k=d*A;B=A*j;z=e*j;v=e*k;c=a+8|0;x=+p[c>>3];h=a+16|0;g=+p[h>>3];i=a+24|0;l=+p[i>>3];j=(f+D*j)*x+(B-C)*g+(y+z)*l;k=(C+B)*x+(f+A*k)*g+(v-w)*l;l=(z-y)*x+(w+v)*g+(f+e*(d*e))*l;u=r<1.0e-20;d=u?0.0:m;e=u?0.0:n;g=u?1.0:o;f=j*d+(k*e+l*g);d=j-d*f;e=k-e*f;f=l-g*f;g=+L(+(d*d+(e*e+f*f)));if(!(g>1.0e-20))break;p[c>>3]=d/g;p[h>>3]=e/g;p[i>>3]=f/g;b[q>>0]=t;break}else{c=a+8|0;g=+p[c>>3];h=a+16|0;f=+p[h>>3];i=a+24|0;e=+p[i>>3];d=m*g+(n*f+o*e);g=g-m*d;f=f-n*d;d=e-o*d;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))break;p[c>>3]=g/e;p[h>>3]=f/e;p[i>>3]=d/e;b[q>>0]=t;break}}while(0);if(b[a>>0]|0)return;b[q>>0]=s&-64;p[a+208>>3]=r*+p[a+232>>3];p[a+216>>3]=r*+p[a+240>>3];return}function jAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+32|0;d=+p[j>>3];k=+p[b>>3];l=a+40|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+48>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=d-+p[a+56>>3];c=c-+p[a+64>>3];h=a+48|0;d=+p[h>>3]-+p[a+72>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function kAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+56|0;d=+p[j>>3];k=+p[b>>3];l=a+64|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+72>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=+p[a+32>>3]-d;c=+p[a+40>>3]-c;h=a+72|0;d=+p[a+48>>3]-+p[h>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function lAa(a,c){a=a|0;c=c|0;if((b[a>>0]|0)==c<<24>>24)return;b[a>>0]=c;c=a+744|0;b[c>>0]=b[c>>0]&-29;return}function mAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c<=0.0)return;d=+K(+c);p[a+208>>3]=d;p[a+216>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:1.0/c);p[a+232>>3]=c;p[a+240>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function nAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0;if(c==0.0)return;c=+K(+c);c=+P(+((c<179.0?c:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=c;p[a+240>>3]=c;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];d=+p[a+48>>3]-+p[a+72>>3];d=+L(+(f*f+(e*e+d*d)));d=c*(d<1.0e-20?1.0:d);p[a+208>>3]=d;p[a+216>>3]=d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function oAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c==0.0)return;d=+K(+c);d=+P(+((d<179.0?d:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=d;p[a+240>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:c);p[a+208>>3]=c;p[a+216>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function pAa(a){a=a|0;return +(+p[a+224>>3])}function qAa(a,c,d,e){a=a|0;c=+c;d=+d;e=+e;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0.0,z=0.0,A=0,B=0;w=a+32|0;x=a+56|0;y=+p[w>>3];z=+p[x>>3];f=y-z;A=a+40|0;o=a+64|0;q=+p[A>>3];r=+p[o>>3];g=q-r;s=a+48|0;t=a+72|0;u=+p[s>>3];v=+p[t>>3];h=u-v;i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){n=0.0;m=0.0;i=1.0}else{n=f/i;m=g/i;i=h/i}j=+p[a+16>>3];k=+p[a+24>>3];l=+p[a+8>>3];B=e!=0.0;g=B?0.0-n*e:0.0;h=B?0.0-m*e:0.0;f=B?0.0-i*e:0.0;if(d!=0.0){g=g+l*d;h=h+j*d;f=f+k*d}B=c!=0.0;e=B?(i*j-m*k)*c+g:g;d=B?(n*k-i*l)*c+h:h;c=B?(m*l-n*j)*c+f:f;p[w>>3]=e+y;p[A>>3]=d+q;p[s>>3]=c+u;p[x>>3]=e+z;p[o>>3]=d+r;p[t>>3]=c+v;B=a+744|0;b[B>>0]=b[B>>0]&-60;return}function rAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+32|0;s=+p[a+56>>3];e=+p[r>>3]-s;t=a+40|0;n=+p[a+64>>3];f=+p[t>>3]-n;o=a+48|0;q=+p[a+72>>3];g=+p[o>>3]-q;h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+-d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function sAa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0.0,I=0.0;r=a+56|0;v=+p[r>>3];l=a+64|0;q=+p[l>>3];e=a+72|0;k=+p[e>>3];A=a+32|0;E=+p[A>>3]-v;p[A>>3]=E;y=a+40|0;D=+p[y>>3]-q;p[y>>3]=D;w=a+48|0;C=+p[w>>3]-k;p[w>>3]=C;i=v-v;p[r>>3]=i;g=q-q;p[l>>3]=g;f=k-k;p[e>>3]=f;H=+p[c>>3];x=+p[c+8>>3];h=+p[c+16>>3];B=+L(+(H*H+(x*x+h*h)));H=H/B;x=x/B;B=h/B;h=+O(+d);I=h*H;j=h*x;h=h*B;z=+N(+d);d=1.0-z;u=H*d;n=x*d;o=x*u;t=o-h;o=h+o;h=B*u;s=j+h;j=h-j;h=B*n;m=h-I;h=I+h;u=z+H*u;n=z+x*n;d=z+B*(B*d);B=C*s+(E*u+D*t);z=C*m+(E*o+D*n);x=C*d+(E*j+D*h);G=a+8|0;E=E+ +p[G>>3];F=a+16|0;D=D+ +p[F>>3];c=a+24|0;C=C+ +p[c>>3];p[G>>3]=u*E+t*D+s*C-B;p[F>>3]=o*E+n*D+m*C-z;p[c>>3]=j*E+h*D+d*C-x;p[A>>3]=v+B;p[y>>3]=q+z;p[w>>3]=k+x;p[r>>3]=v+(u*i+t*g+s*f);p[l>>3]=q+(o*i+n*g+m*f);p[e>>3]=k+(j*i+h*g+d*f);c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function tAa(a,c,d,e){a=a|0;c=c|0;d=+d;e=+e;var f=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0,r=0.0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0.0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0;q=a+32|0;y=+p[q>>3]-+p[c>>3];p[q>>3]=y;n=a+40|0;i=c+8|0;w=+p[n>>3]-+p[i>>3];p[n>>3]=w;l=a+48|0;g=c+16|0;u=+p[l>>3]-+p[g>>3];p[l>>3]=u;j=a+56|0;J=+p[j>>3]-+p[c>>3];p[j>>3]=J;h=a+64|0;I=+p[h>>3]-+p[i>>3];p[h>>3]=I;f=a+72|0;H=+p[f>>3]-+p[g>>3];p[f>>3]=H;D=a+8|0;F=+p[D>>3];z=a+16|0;r=+p[z>>3];s=a+24|0;t=+p[s>>3];C=H-u;B=I-w;E=r*C-t*B;m=J-y;C=t*m-F*C;m=F*B-r*m;B=+L(+(E*E+(C*C+m*m)));x=d*.5;A=+N(+x);x=+O(+x);F=F*x;r=r*x;x=t*x;t=e*.5;v=+N(+t);t=+O(+t);E=E/B*t;C=C/B*t;t=m/B*t;B=A*v-F*E-r*C-x*t;m=r*t+(F*v+A*E)-x*C;o=x*E+(r*v+A*C)-F*t;E=F*C+(x*v+A*t)-r*E;r=m*2.0;t=o*2.0;A=E*2.0;v=B*r;x=B*t;B=B*A;r=m*r;C=m*t;m=m*A;t=o*t;o=o*A;A=E*A;E=1.0-(t+A);F=C-B;G=m+x;B=C+B;A=1.0-(r+A);C=o-v;x=m-x;v=o+v;t=1.0-(r+t);r=u*G+(w*F+y*E);o=u*C+(y*B+w*A);m=y*x+w*v+u*t;k=H*G+(I*F+J*E);d=H*C+(J*B+I*A);e=J*x+I*v+H*t;y=y+ +p[D>>3];w=w+ +p[z>>3];u=u+ +p[s>>3];p[q>>3]=r;p[n>>3]=o;p[l>>3]=m;p[j>>3]=k;p[h>>3]=d;p[f>>3]=e;p[D>>3]=u*G+(w*F+y*E)-r;p[z>>3]=u*C+(y*B+w*A)-o;p[s>>3]=y*x+w*v+u*t-m;p[q>>3]=r+ +p[c>>3];p[n>>3]=o+ +p[i>>3];p[l>>3]=m+ +p[g>>3];p[j>>3]=k+ +p[c>>3];p[h>>3]=d+ +p[i>>3];p[f>>3]=e+ +p[g>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function uAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+56|0;s=+p[a+32>>3];e=s-+p[r>>3];t=a+64|0;n=+p[a+40>>3];f=n-+p[t>>3];o=a+72|0;q=+p[a+48>>3];g=q-+p[o>>3];h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+-c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function vAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;if(c==0.0)return;f=+p[a+32>>3]-+p[a+56>>3];g=+p[a+40>>3]-+p[a+64>>3];h=+p[a+48>>3]-+p[a+72>>3];i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){j=0.0;g=0.0;f=1.0}else{j=f/i;g=g/i;f=h/i}v=+O(+c);m=j*v;n=g*v;v=f*v;s=+N(+c);r=1.0-s;i=j*r;h=g*r;u=g*i;o=f*i;l=f*h;d=a+8|0;q=+p[d>>3];e=a+16|0;c=+p[e>>3];k=a+24|0;t=+p[k>>3];i=t*(n+o)+(q*(s+j*i)+c*(u-v));h=t*(l-m)+(q*(v+u)+c*(s+g*h));l=t*(s+f*(f*r))+(q*(o-n)+c*(m+l));c=j*i+(g*h+f*l);i=i-j*c;h=h-g*c;f=l-f*c;g=+L(+(i*i+(h*h+f*f)));if(g>1.0e-20){p[d>>3]=i/g;p[e>>3]=h/g;p[k>>3]=f/g;d=a+744|0;e=b[d>>0]&-60;b[d>>0]=e}else{e=a+744|0;d=e;e=b[e>>0]|0}b[d>>0]=e&-60;return}function wAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0;if(c<=0.0)return;f=1.0/c;d=a+208|0;c=f*+p[d>>3];e=a+216|0;f=f*+p[e>>3];if(c<=0.0)return;g=+K(+c);p[d>>3]=g;c=+K(+(!(f<=0.0)?f:c));p[e>>3]=c;i=+p[a+32>>3]-+p[a+56>>3];h=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];f=+L(+(i*i+(h*h+f*f)));f=f<1.0e-20?1.0:1.0/f;p[a+232>>3]=g*f;p[a+240>>3]=c*f;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function xAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0;v=u;u=u+528|0;o=v+400|0;q=v+272|0;r=v+136|0;s=v;t=+p[b+32>>3];c=t-+p[b+56>>3];m=+p[b+40>>3];e=m-+p[b+64>>3];n=+p[b+48>>3];g=n-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}p[o>>3]=g;p[o+32>>3]=i;p[o+64>>3]=j;p[o+96>>3]=0.0;p[o+8>>3]=h;p[o+40>>3]=d;p[o+72>>3]=e;p[o+104>>3]=0.0;p[o+16>>3]=l;p[o+48>>3]=k;p[o+80>>3]=c;p[o+112>>3]=0.0;p[o+24>>3]=0.0;p[o+56>>3]=0.0;p[o+88>>3]=0.0;p[o+120>>3]=1.0;p[q>>3]=1.0;w=q+8|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+32>>3]=0.0;p[q+40>>3]=1.0;p[q+48>>3]=0.0;w=q+64|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+80>>3]=1.0;p[q+96>>3]=-t;p[q+104>>3]=-m;p[q+112>>3]=-n;p[q+24>>3]=0.0;p[q+56>>3]=0.0;p[q+88>>3]=0.0;p[q+120>>3]=1.0;f[r>>2]=o;f[r+4>>2]=q;q=r+8|0;yAa(q,r)|0;f[s>>2]=q;f[s+4>>2]=b+80;r=s+8|0;yAa(r,s)|0;p[a>>3]=+p[r>>3];p[a+8>>3]=+p[s+16>>3];p[a+16>>3]=+p[s+24>>3];p[a+24>>3]=+p[s+32>>3];p[a+32>>3]=+p[s+40>>3];p[a+40>>3]=+p[s+48>>3];p[a+48>>3]=+p[s+56>>3];p[a+56>>3]=+p[s+64>>3];p[a+64>>3]=+p[s+72>>3];p[a+72>>3]=+p[s+80>>3];p[a+80>>3]=+p[s+88>>3];p[a+88>>3]=+p[s+96>>3];p[a+96>>3]=+p[s+104>>3];p[a+104>>3]=+p[s+112>>3];p[a+112>>3]=+p[s+120>>3];p[a+120>>3]=+p[s+128>>3];u=v;return}function yAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;p[a>>3]=+p[e>>3]*+p[c>>3]+ +p[e+32>>3]*+p[c+8>>3]+ +p[e+64>>3]*+p[c+16>>3]+ +p[e+96>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+8>>3]=+p[c+8>>3]*+p[e>>3]+ +p[c+40>>3]*+p[e+8>>3]+ +p[c+72>>3]*+p[e+16>>3]+ +p[c+104>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+16>>3]=+p[e+16>>3]*+p[c>>3]+ +p[e+48>>3]*+p[c+8>>3]+ +p[e+80>>3]*+p[c+16>>3]+ +p[e+112>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+24>>3]=+p[c+24>>3]*+p[e>>3]+ +p[c+56>>3]*+p[e+8>>3]+ +p[c+88>>3]*+p[e+16>>3]+ +p[c+120>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+32>>3]=+p[e>>3]*+p[c+32>>3]+ +p[e+32>>3]*+p[c+40>>3]+ +p[e+64>>3]*+p[c+48>>3]+ +p[e+96>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+40>>3]=+p[c+8>>3]*+p[e+32>>3]+ +p[c+40>>3]*+p[e+40>>3]+ +p[c+72>>3]*+p[e+48>>3]+ +p[c+104>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+48>>3]=+p[e+16>>3]*+p[c+32>>3]+ +p[e+48>>3]*+p[c+40>>3]+ +p[e+80>>3]*+p[c+48>>3]+ +p[e+112>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+56>>3]=+p[c+24>>3]*+p[e+32>>3]+ +p[c+56>>3]*+p[e+40>>3]+ +p[c+88>>3]*+p[e+48>>3]+ +p[c+120>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+64>>3]=+p[e>>3]*+p[c+64>>3]+ +p[e+32>>3]*+p[c+72>>3]+ +p[e+64>>3]*+p[c+80>>3]+ +p[e+96>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+72>>3]=+p[c+8>>3]*+p[e+64>>3]+ +p[c+40>>3]*+p[e+72>>3]+ +p[c+72>>3]*+p[e+80>>3]+ +p[c+104>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+80>>3]=+p[e+16>>3]*+p[c+64>>3]+ +p[e+48>>3]*+p[c+72>>3]+ +p[e+80>>3]*+p[c+80>>3]+ +p[e+112>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+88>>3]=+p[c+24>>3]*+p[e+64>>3]+ +p[c+56>>3]*+p[e+72>>3]+ +p[c+88>>3]*+p[e+80>>3]+ +p[c+120>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+96>>3]=+p[e>>3]*+p[c+96>>3]+ +p[e+32>>3]*+p[c+104>>3]+ +p[e+64>>3]*+p[c+112>>3]+ +p[e+96>>3]*+p[c+120>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+104>>3]=+p[c+8>>3]*+p[e+96>>3]+ +p[c+40>>3]*+p[e+104>>3]+ +p[c+72>>3]*+p[e+112>>3]+ +p[c+104>>3]*+p[e+120>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+112>>3]=+p[e+16>>3]*+p[c+96>>3]+ +p[e+48>>3]*+p[c+104>>3]+ +p[e+80>>3]*+p[c+112>>3]+ +p[e+112>>3]*+p[c+120>>3];c=f[b>>2]|0;b=f[d>>2]|0;p[a+120>>3]=+p[c+24>>3]*+p[b+96>>3]+ +p[c+56>>3]*+p[b+104>>3]+ +p[c+88>>3]*+p[b+112>>3]+ +p[c+120>>3]*+p[b+120>>3];return a|0}function zAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0.0,ba=0.0;z=u;u=u+784|0;q=z+656|0;r=z+528|0;t=z+400|0;v=z+272|0;w=z+136|0;x=z;y=b+32|0;c=+p[y>>3]-+p[b+56>>3];m=b+40|0;e=+p[m>>3]-+p[b+64>>3];o=b+48|0;g=+p[o>>3]-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}S=r+40|0;V=r+8|0;O=r+24|0;f[O>>2]=0;f[O+4>>2]=0;O=r+80|0;R=r+48|0;U=r+56|0;f[U>>2]=0;f[U+4>>2]=0;U=r+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[r+120>>3]=1.0;U=t+24|0;f[U>>2]=0;f[U+4>>2]=0;U=t+56|0;f[U>>2]=0;f[U+4>>2]=0;U=t+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[t+120>>3]=1.0;M=+p[b+80>>3];p[r>>3]=M;B=+p[b+88>>3];p[V>>3]=B;K=+p[b+96>>3];U=r+16|0;p[U>>3]=K;C=+p[b+112>>3];T=r+32|0;p[T>>3]=C;N=+p[b+120>>3];p[S>>3]=N;A=+p[b+128>>3];p[R>>3]=A;I=+p[b+144>>3];Q=r+64|0;p[Q>>3]=I;J=+p[b+152>>3];P=r+72|0;p[P>>3]=J;F=+p[b+160>>3];p[O>>3]=F;ba=N*F-A*J;aa=A*I-C*F;E=C*J-N*I;D=1.0/(M*ba+(K*E+B*aa));p[t>>3]=ba*D;p[t+32>>3]=aa*D;p[t+64>>3]=E*D;p[t+8>>3]=(K*J-B*F)*D;p[t+40>>3]=(M*F-K*I)*D;p[t+72>>3]=(B*I-M*J)*D;p[t+16>>3]=(B*A-K*N)*D;p[t+48>>3]=(K*C-M*A)*D;p[t+80>>3]=(M*N-B*C)*D;p[v>>3]=1.0;_=v+40|0;$=v+8|0;f[$>>2]=0;f[$+4>>2]=0;f[$+8>>2]=0;f[$+12>>2]=0;f[$+16>>2]=0;f[$+20>>2]=0;f[$+24>>2]=0;f[$+28>>2]=0;p[_>>3]=1.0;Y=v+80|0;Z=v+48|0;f[Z>>2]=0;f[Z+4>>2]=0;f[Z+8>>2]=0;f[Z+12>>2]=0;f[Z+16>>2]=0;f[Z+20>>2]=0;f[Z+24>>2]=0;f[Z+28>>2]=0;p[Y>>3]=1.0;W=v+120|0;X=v+88|0;H=X;f[H>>2]=0;f[H+4>>2]=0;p[W>>3]=1.0;H=v+96|0;p[H>>3]=+p[b+176>>3]-+p[y>>3];G=v+104|0;p[G>>3]=+p[b+184>>3]-+p[m>>3];m=v+112|0;p[m>>3]=+p[b+192>>3]-+p[o>>3];f[x>>2]=t;f[x+4>>2]=v;y=x+8|0;yAa(y,x)|0;f[w>>2]=y;f[w+4>>2]=r;yAa(q,w)|0;p[v>>3]=+p[q>>3];p[$>>3]=+p[q+8>>3];p[v+16>>3]=+p[q+16>>3];p[v+24>>3]=+p[q+24>>3];p[v+32>>3]=+p[q+32>>3];p[_>>3]=+p[q+40>>3];p[Z>>3]=+p[q+48>>3];p[v+56>>3]=+p[q+56>>3];p[v+64>>3]=+p[q+64>>3];p[v+72>>3]=+p[q+72>>3];p[Y>>3]=+p[q+80>>3];p[X>>3]=+p[q+88>>3];D=+p[q+96>>3];p[H>>3]=D;C=+p[q+104>>3];p[G>>3]=C;B=+p[q+112>>3];p[m>>3]=B;p[W>>3]=+p[q+120>>3];n[q>>2]=D;v=q+4|0;n[v>>2]=C;x=q+8|0;n[x>>2]=B;f[w+12>>2]=0;f[w+28>>2]=0;y=w+60|0;o=w+44|0;f[o>>2]=0;n[y>>2]=1.0;B=+p[r>>3];C=+p[V>>3];D=+p[U>>3];N=+p[T>>3];M=+p[S>>3];A=+p[R>>3];K=+p[Q>>3];J=+p[P>>3];I=+p[O>>3];F=g*B+i*C+j*D;n[w>>2]=F;E=h*B+d*C+e*D;n[w+4>>2]=E;D=l*B+k*C+c*D;n[w+8>>2]=D;C=g*N+i*M+j*A;n[w+16>>2]=C;B=h*N+d*M+e*A;n[w+20>>2]=B;A=l*N+k*M+c*A;n[w+24>>2]=A;i=g*K+i*J+j*I;n[w+32>>2]=i;j=h*K+d*J+e*I;n[w+36>>2]=j;k=l*K+k*J+c*I;n[w+40>>2]=k;t=f[q>>2]|0;f[w+48>>2]=t;v=f[v>>2]|0;f[w+52>>2]=v;x=f[x>>2]|0;f[w+56>>2]=x;g=+p[H>>3]-(f[s>>2]=t,+n[s>>2]);n[w+12>>2]=g;h=+p[G>>3]-(f[s>>2]=v,+n[s>>2]);n[w+28>>2]=h;l=+p[m>>3]-(f[s>>2]=x,+n[s>>2]);n[o>>2]=l;n[a>>2]=F;n[a+4>>2]=E;n[a+8>>2]=D;n[a+12>>2]=g;n[a+16>>2]=C;n[a+20>>2]=B;n[a+24>>2]=A;n[a+28>>2]=h;n[a+32>>2]=i;n[a+36>>2]=j;n[a+40>>2]=k;n[a+44>>2]=l;f[a+48>>2]=t;f[a+52>>2]=v;f[a+56>>2]=x;f[a+60>>2]=f[y>>2];u=z;return}function AAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0.0,n=0,o=0,q=0,r=0;r=u;u=u+16|0;k=r+8|0;n=r;h=+p[c+208>>3];if(!(h<=0.0)){i=+p[c+216>>3];if(!(i<=0.0)){l=+p[c+32>>3]-+p[c+56>>3];m=+p[c+40>>3]-+p[c+64>>3];d=+p[c+48>>3]-+p[c+72>>3];d=+L(+(l*l+(m*m+d*d)));if(d<1.0e-20){p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}g=1.0/d;p[k>>3]=1.0;p[n>>3]=1.0;o=b[c>>0]|0;if(o<<24>>24==2){e=-g;g=+p[c+224>>3];d=2.0/i;h=2.0/h;q=13}else{d=+(f[c+736>>2]|0)/+(f[c+732>>2]|0);e=i/h;if(!(d<=e)){j=n;d=e/d}else{j=k;d=d/e}p[j>>3]=d;h=+p[k>>3]*2.0/h;d=+p[n>>3]*2.0/i;e=-g;g=+p[c+224>>3];if(!(o<<24>>24)){m=e;l=e;g=g*-2.0;i=0.0;e=h}else q=13}if((q|0)==13){m=g*e;l=0.0;g=0.0-g;i=1.0;e=h}o=a+8|0;c=a+48|0;q=a+96|0;p[a>>3]=e;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+28>>2]=0;p[a+40>>3]=d;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[a+80>>3]=m;p[a+88>>3]=l;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;p[a+112>>3]=g;p[a+120>>3]=i;u=r;return}}p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}function BAa(a){a=a|0;var c=0,d=0,e=0,f=0,g=0.0,h=0;e=u;u=u+128|0;c=e;d=a+744|0;if(b[d>>0]&1){d=0;u=e;return d|0}xAa(c,a);g=+p[c>>3];f=a+248|0;p[c>>3]=+p[f>>3];p[f>>3]=g;f=c+8|0;g=+p[f>>3];h=a+256|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+16|0;g=+p[h>>3];f=a+264|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+24|0;g=+p[f>>3];h=a+272|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+32|0;g=+p[h>>3];f=a+280|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+40|0;g=+p[f>>3];h=a+288|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+48|0;g=+p[h>>3];f=a+296|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+56|0;g=+p[f>>3];h=a+304|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+64|0;g=+p[h>>3];f=a+312|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+72|0;g=+p[f>>3];h=a+320|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+80|0;g=+p[h>>3];f=a+328|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+88|0;g=+p[f>>3];h=a+336|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+96|0;g=+p[h>>3];f=a+344|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+104|0;g=+p[f>>3];h=a+352|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+112|0;g=+p[h>>3];f=a+360|0;p[h>>3]=+p[f>>3];p[f>>3]=g;p[a+368>>3]=+p[c+120>>3];b[d>>0]=b[d>>0]|1;d=1;u=e;return d|0}function CAa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+64|0;c=e;d=a+744|0;if(b[d>>0]&2){d=0;u=e;return d|0}zAa(c,a);g=a+376|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=c+4|0;h=f[g>>2]|0;i=a+380|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+8|0;h=f[i>>2]|0;g=a+384|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+12|0;h=f[g>>2]|0;i=a+388|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+16|0;h=f[i>>2]|0;g=a+392|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+20|0;h=f[g>>2]|0;i=a+396|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+24|0;h=f[i>>2]|0;g=a+400|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+28|0;h=f[g>>2]|0;i=a+404|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+32|0;h=f[i>>2]|0;g=a+408|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+36|0;h=f[g>>2]|0;i=a+412|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+40|0;h=f[i>>2]|0;g=a+416|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+44|0;h=f[g>>2]|0;i=a+420|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+48|0;h=f[i>>2]|0;g=a+424|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+52|0;h=f[g>>2]|0;i=a+428|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+56|0;h=f[i>>2]|0;g=a+432|0;f[i>>2]=f[g>>2];f[g>>2]=h;f[a+436>>2]=f[c+60>>2];b[d>>0]=b[d>>0]|2;d=1;u=e;return d|0}function DAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+128|0;h=k;i=a+744|0;j=b[i>>0]|0;e=b[a>>0]|0;if(!(j&4)){f[a+732>>2]=c;f[a+736>>2]=d;if(e<<24>>24!=2)g=7}else{if(e<<24>>24==2){j=0;u=k;return j|0}e=a+732|0;if((f[e>>2]|0)==(c|0))if((f[a+736>>2]|0)==(d|0)){j=0;u=k;return j|0}f[e>>2]=c;f[a+736>>2]=d;g=7}if((g|0)==7)b[i>>0]=j&-29;AAa(h,a);l=+p[h>>3];j=a+440|0;p[h>>3]=+p[j>>3];p[j>>3]=l;j=h+8|0;l=+p[j>>3];d=a+448|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+16|0;l=+p[d>>3];j=a+456|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+24|0;l=+p[j>>3];d=a+464|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+32|0;l=+p[d>>3];j=a+472|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+40|0;l=+p[j>>3];d=a+480|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+48|0;l=+p[d>>3];j=a+488|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+56|0;l=+p[j>>3];d=a+496|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+64|0;l=+p[d>>3];j=a+504|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+72|0;l=+p[j>>3];d=a+512|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+80|0;l=+p[d>>3];j=a+520|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+88|0;l=+p[j>>3];d=a+528|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+96|0;l=+p[d>>3];j=a+536|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+104|0;l=+p[j>>3];d=a+544|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+112|0;l=+p[d>>3];j=a+552|0;p[d>>3]=+p[j>>3];p[j>>3]=l;p[a+560>>3]=+p[h+120>>3];b[i>>0]=b[i>>0]|4;j=1;u=k;return j|0}function EAa(a){a=a|0;BAa(a)|0;return a+248|0}function FAa(a){a=a|0;CAa(a)|0;return a+376|0}function GAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);DAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a+440|0}function HAa(a,b,c){a=a|0;b=b|0;c=c|0;DAa(a,b,c)|0;return a+440|0}function IAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);a=JAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a|0}function JAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+272|0;e=i+136|0;g=i;h=a+744|0;if(b[h>>0]&8)if(!(DAa(a,c,d)|0))if(!(BAa(a)|0)){h=a+568|0;u=i;return h|0}DAa(a,c,d)|0;BAa(a)|0;f[g>>2]=a+440;f[g+4>>2]=a+248;yAa(e,g)|0;p[a+568>>3]=+p[e>>3];p[a+576>>3]=+p[e+8>>3];p[a+584>>3]=+p[e+16>>3];p[a+592>>3]=+p[e+24>>3];p[a+600>>3]=+p[e+32>>3];p[a+608>>3]=+p[e+40>>3];p[a+616>>3]=+p[e+48>>3];p[a+624>>3]=+p[e+56>>3];p[a+632>>3]=+p[e+64>>3];p[a+640>>3]=+p[e+72>>3];p[a+648>>3]=+p[e+80>>3];p[a+656>>3]=+p[e+88>>3];p[a+664>>3]=+p[e+96>>3];p[a+672>>3]=+p[e+104>>3];p[a+680>>3]=+p[e+112>>3];p[a+688>>3]=+p[e+120>>3];b[h>>0]=b[h>>0]|8;h=a+568|0;u=i;return h|0}function KAa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0;d=u;u=u+160|0;i=d+24|0;m=d;Kha(m);LAa(JAa(b,f[m>>2]|0,f[m+4>>2]|0)|0,i);f[i+128>>2]=c;l=+p[c>>3];k=+p[c+8>>3];j=+p[c+16>>3];h=l*+p[i+8>>3]+k*+p[i+40>>3]+j*+p[i+72>>3]+ +p[i+104>>3];g=l*+p[i+16>>3]+k*+p[i+48>>3]+j*+p[i+80>>3]+ +p[i+112>>3];e=1.0/(l*+p[i+24>>3]+k*+p[i+56>>3]+j*+p[i+88>>3]+ +p[i+120>>3]);p[a>>3]=(+p[i>>3]*l+ +p[i+32>>3]*k+ +p[i+64>>3]*j+ +p[i+96>>3])*e;p[a+8>>3]=h*e;p[a+16>>3]=g*e;u=d;return}function LAa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+40|0;G=a+80|0;n=+p[G>>3];h=a+120|0;g=+p[h>>3];J=a+112|0;B=+p[J>>3];o=a+88|0;x=+p[o>>3];E=a+48|0;f=a+104|0;C=+p[f>>3];F=a+72|0;d=+p[F>>3];i=a+56|0;p[b>>3]=+p[i>>3]*(B*d-n*C)+(+p[H>>3]*(n*g-B*x)+ +p[E>>3]*(x*C-g*d));d=+p[J>>3];y=a+24|0;g=+p[y>>3];z=a+16|0;C=+p[z>>3];x=+p[h>>3];A=a+8|0;B=+p[A>>3];n=+p[f>>3];w=b+8|0;p[w>>3]=-(+p[o>>3]*(C*n-d*B)+(+p[F>>3]*(d*g-C*x)+ +p[G>>3]*(x*B-g*n)));n=+p[z>>3];g=+p[i>>3];B=+p[E>>3];x=+p[y>>3];C=+p[H>>3];d=+p[A>>3];v=b+16|0;p[v>>3]=+p[h>>3]*(B*d-n*C)+(+p[f>>3]*(n*g-B*x)+ +p[J>>3]*(x*C-g*d));d=+p[E>>3];g=+p[o>>3];C=+p[G>>3];x=+p[i>>3];B=+p[F>>3];n=+p[H>>3];u=b+24|0;p[u>>3]=-(+p[y>>3]*(C*n-d*B)+(+p[A>>3]*(d*g-C*x)+ +p[z>>3]*(x*B-g*n)));D=a+64|0;n=+p[D>>3];g=+p[f>>3];I=a+96|0;B=+p[I>>3];x=+p[F>>3];c=a+32|0;C=+p[h>>3];d=+p[o>>3];m=b+64|0;p[m>>3]=+p[H>>3]*(B*d-n*C)+(+p[i>>3]*(n*g-B*x)+ +p[c>>3]*(x*C-g*d));d=+p[I>>3];g=+p[A>>3];C=+p[a>>3];x=+p[f>>3];B=+p[y>>3];n=+p[h>>3];l=b+72|0;p[l>>3]=-(+p[F>>3]*(C*n-d*B)+(+p[o>>3]*(d*g-C*x)+ +p[D>>3]*(x*B-g*n)));n=+p[a>>3];g=+p[H>>3];B=+p[c>>3];x=+p[A>>3];C=+p[i>>3];d=+p[y>>3];k=b+80|0;p[k>>3]=+p[f>>3]*(B*d-n*C)+(+p[h>>3]*(n*g-B*x)+ +p[I>>3]*(x*C-g*d));d=+p[c>>3];g=+p[F>>3];C=+p[D>>3];x=+p[H>>3];B=+p[o>>3];n=+p[i>>3];j=b+88|0;p[j>>3]=-(+p[A>>3]*(C*n-d*B)+(+p[y>>3]*(d*g-C*x)+ +p[a>>3]*(x*B-g*n)));n=+p[o>>3];g=+p[I>>3];B=+p[h>>3];x=+p[D>>3];C=+p[J>>3];d=+p[G>>3];s=b+32|0;p[s>>3]=-(+p[c>>3]*(B*d-n*C)+(+p[E>>3]*(n*g-B*x)+ +p[i>>3]*(x*C-g*d)));d=+p[h>>3];g=+p[a>>3];C=+p[y>>3];x=+p[I>>3];B=+p[z>>3];n=+p[J>>3];r=b+40|0;p[r>>3]=+p[D>>3]*(C*n-d*B)+(+p[G>>3]*(d*g-C*x)+ +p[o>>3]*(x*B-g*n));n=+p[y>>3];g=+p[c>>3];B=+p[i>>3];x=+p[a>>3];C=+p[E>>3];d=+p[z>>3];q=b+48|0;p[q>>3]=-(+p[I>>3]*(B*d-n*C)+(+p[J>>3]*(n*g-B*x)+ +p[h>>3]*(x*C-g*d)));d=+p[i>>3];g=+p[D>>3];C=+p[o>>3];x=+p[c>>3];B=+p[G>>3];n=+p[E>>3];o=b+56|0;p[o>>3]=+p[a>>3]*(C*n-d*B)+(+p[z>>3]*(d*g-C*x)+ +p[y>>3]*(x*B-g*n));n=+p[F>>3];g=+p[J>>3];B=+p[f>>3];x=+p[G>>3];C=+p[I>>3];d=+p[D>>3];d=-(+p[E>>3]*(B*d-n*C)+(+p[c>>3]*(n*g-B*x)+ +p[H>>3]*(x*C-g*d)));i=b+96|0;p[i>>3]=d;g=+p[f>>3];C=+p[z>>3];x=+p[A>>3];B=+p[J>>3];n=+p[a>>3];t=+p[I>>3];h=b+104|0;p[h>>3]=+p[G>>3]*(x*t-g*n)+(+p[D>>3]*(g*C-x*B)+ +p[F>>3]*(B*n-C*t));t=+p[A>>3];C=+p[E>>3];n=+p[H>>3];B=+p[z>>3];x=+p[c>>3];g=+p[a>>3];g=-(+p[J>>3]*(n*g-t*x)+(+p[I>>3]*(t*C-n*B)+ +p[f>>3]*(B*x-C*g)));f=b+112|0;p[f>>3]=g;C=+p[H>>3];x=+p[G>>3];B=+p[F>>3];n=+p[E>>3];t=+p[D>>3];e=+p[c>>3];e=+p[z>>3]*(B*e-C*t)+(+p[a>>3]*(C*x-B*n)+ +p[A>>3]*(n*t-x*e));c=b+120|0;p[c>>3]=e;x=+p[b>>3];t=+p[s>>3];n=+p[m>>3];d=+p[a>>3]*x+ +p[A>>3]*t+(+p[z>>3]*n+ +p[y>>3]*d);p[b>>3]=x/d;p[w>>3]=+p[w>>3]/d;p[v>>3]=+p[v>>3]/d;p[u>>3]=+p[u>>3]/d;p[s>>3]=t/d;p[r>>3]=+p[r>>3]/d;p[q>>3]=+p[q>>3]/d;p[o>>3]=+p[o>>3]/d;p[m>>3]=n/d;p[l>>3]=+p[l>>3]/d;p[k>>3]=+p[k>>3]/d;p[j>>3]=+p[j>>3]/d;p[i>>3]=+p[i>>3]/d;p[h>>3]=+p[h>>3]/d;p[f>>3]=g/d;p[c>>3]=e/d;return}function MAa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;Kha(d);NAa(a,b,f[d>>2]|0,f[d+4>>2]|0);u=c;return}function NAa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0,k=0.0,l=0.0;h=a+732|0;i=a+736|0;if((f[h>>2]|0)==(d|0)){if((f[i>>2]|0)!=(e|0))j=3}else j=3;if((j|0)==3){f[h>>2]=d;f[i>>2]=e;if((b[a>>0]|0)!=2){j=a+744|0;b[j>>0]=b[j>>0]&-29}}i=a+744|0;if(!(b[i>>0]&16)){DAa(a,d,e)|0;k=+p[a+440>>3];l=+p[a+448>>3];g=+p[a+456>>3];g=+L(+(k*k+(l*l+g*g)));h=b[a>>0]|0;if(h<<24>>24!=2){k=+(e|0)/+(d|0);l=+p[a+216>>3]/+p[a+208>>3];if(k<=l)g=g*(l/k)}l=1.0/g;n[a+740>>2]=l;b[i>>0]=b[i>>0]|16;g=l;i=(n[s>>2]=l,f[s>>2]|0)}else{i=f[a+740>>2]|0;g=(f[s>>2]=i,+n[s>>2]);h=b[a>>0]|0}if(!(h<<24>>24)){e=JAa(a,d,e)|0;g=(+n[c+48>>2]*+p[e+24>>3]+ +n[c+52>>2]*+p[e+56>>3]+(+n[c+56>>2]*+p[e+88>>3]+ +n[c+60>>2]*+p[e+120>>3]))*(f[s>>2]=i,+n[s>>2])}n[c>>2]=g*+n[c>>2];e=c+4|0;n[e>>2]=g*+n[e>>2];e=c+8|0;n[e>>2]=g*+n[e>>2];e=c+16|0;n[e>>2]=g*+n[e>>2];e=c+20|0;n[e>>2]=g*+n[e>>2];e=c+24|0;n[e>>2]=g*+n[e>>2];e=c+32|0;n[e>>2]=g*+n[e>>2];e=c+36|0;n[e>>2]=g*+n[e>>2];c=c+40|0;n[c>>2]=g*+n[c>>2];return}function OAa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0;c=a+744|0;if(b[c>>0]&32)return;BAa(a)|0;h=+p[a+248>>3];f=+p[a+256>>3];m=+p[a+264>>3];e=+p[a+280>>3];g=+p[a+288>>3];l=+p[a+296>>3];j=+p[a+312>>3];i=+p[a+320>>3];o=+p[a+328>>3];r=g*o-l*i;q=l*j-e*o;k=e*i-g*j;d=1.0/(h*r+(m*k+f*q));n[a+696>>2]=r*d;n[a+700>>2]=(m*i-f*o)*d;n[a+704>>2]=(f*l-m*g)*d;n[a+708>>2]=q*d;n[a+712>>2]=(h*o-m*j)*d;n[a+716>>2]=(m*e-h*l)*d;n[a+720>>2]=k*d;n[a+724>>2]=(f*j-h*i)*d;n[a+728>>2]=(h*g-f*e)*d;b[c>>0]=b[c>>0]|32;return}function PAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+16|0;u=+n[w>>2];v=b+20|0;t=+n[v>>2];r=b+24|0;s=+n[r>>2];m=b+32|0;g=+n[m>>2];i=b+36|0;e=+n[i>>2];a=b+40|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function QAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+12|0;u=+n[w>>2];v=b+16|0;t=+n[v>>2];r=b+20|0;s=+n[r>>2];m=b+24|0;g=+n[m>>2];i=b+28|0;e=+n[i>>2];a=b+32|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function RAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0.0,D=0.0;if((c|0)>(d|0)){f=1.0;e=+(d|0)/+(c|0)}else{f=(d|0)>(c|0)?+(c|0)/+(d|0):1.0;e=1.0}D=+n[b>>2];A=b+4|0;C=+n[A>>2];y=C*0.0;w=b+8|0;x=+n[w>>2];B=x*0.0;z=D*0.0;u=b+16|0;v=+n[u>>2];r=b+20|0;t=+n[r>>2];p=t*0.0;m=b+24|0;o=+n[m>>2];s=o*0.0;q=v*0.0;a=b+32|0;l=+n[a>>2];c=b+36|0;k=+n[c>>2];h=k*0.0;d=b+40|0;g=+n[d>>2];j=g*0.0;i=l*0.0;n[b>>2]=e*D+y+B;n[A>>2]=z+C*f+B;n[w>>2]=z+y+x;n[u>>2]=e*v+p+s;n[r>>2]=q+f*t+s;n[m>>2]=q+p+o;n[a>>2]=e*l+h+j;n[c>>2]=i+f*k+j;n[d>>2]=i+h+g;return}function SAa(a,b){a=a|0;b=b|0;var c=0;a=u;u=u+32|0;c=a;Kha(c);RAa(0,b,f[c>>2]|0,f[c+4>>2]|0);u=a;return}function TAa(a,b,c){a=a|0;b=+b;c=+c;b=b*.5;c=c*.5;p[a>>3]=b;p[a+32>>3]=0.0;p[a+64>>3]=0.0;p[a+96>>3]=b;p[a+8>>3]=0.0;p[a+40>>3]=c;p[a+72>>3]=0.0;p[a+104>>3]=c;p[a+16>>3]=0.0;p[a+48>>3]=0.0;p[a+80>>3]=.5;p[a+112>>3]=.5;p[a+24>>3]=0.0;p[a+56>>3]=0.0;p[a+88>>3]=0.0;p[a+120>>3]=1.0;return}function UAa(a,c){a=a|0;c=c|0;p[a+80>>3]=+p[c>>3];p[a+88>>3]=+p[c+8>>3];p[a+96>>3]=+p[c+16>>3];p[a+104>>3]=+p[c+24>>3];p[a+112>>3]=+p[c+32>>3];p[a+120>>3]=+p[c+40>>3];p[a+128>>3]=+p[c+48>>3];p[a+136>>3]=+p[c+56>>3];p[a+144>>3]=+p[c+64>>3];p[a+152>>3]=+p[c+72>>3];p[a+160>>3]=+p[c+80>>3];p[a+168>>3]=+p[c+88>>3];p[a+176>>3]=+p[c+96>>3];p[a+184>>3]=+p[c+104>>3];p[a+192>>3]=+p[c+112>>3];p[a+200>>3]=+p[c+120>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function VAa(){if(!(b[257160]|0))MPb(257160)|0;f[64605]=262922;if(!(b[257168]|0))MPb(257168)|0;f[64606]=262923;if(b[257144]|0){f[64607]=262921;return}if(!(MPb(257144)|0)){f[64607]=262921;return}f[64607]=262921;return}function WAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}d=f[64609]|0;if((f[64608]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=a+12|0;f[i>>2]=c;return}g=d+-12|0;h=f[g>>2]|0;j=d+-8|0;i=f[j>>2]|0;d=d+-4|0;e=f[d>>2]|0;f[d>>2]=0;f[j>>2]=0;f[g>>2]=0;d=f[64609]|0;g=d+-12|0;do{d=d+-12|0;f[64609]=d;if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0);d=f[64609]|0}}while((d|0)!=(g|0));f[a>>2]=h;f[a+4>>2]=i;f[a+8>>2]=e;j=a+12|0;f[j>>2]=c;return}function XAa(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;c=a+4|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{f[c>>2]=a+-20;b=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,b);if(f[b>>2]|0){XAa(b);sOb(f[b>>2]|0)}a=f[c>>2]|0}while((a|0)!=(d|0));return}function YAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=c+8|0;h=f[c>>2]|0;e=h;if((f[g>>2]|0)==(h|0))return;h=c+4|0;a=f[h>>2]|0;if((a|0)!=(e|0))do{f[h>>2]=a+-20;d=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}a=f[h>>2]|0}while((a|0)!=(e|0));if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}a=f[64609]|0;if(a>>>0<(f[64610]|0)>>>0){f[a>>2]=0;e=a+4|0;f[e>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[e>>2]=f[h>>2];f[a+8>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[64609]=a+12;return}else{ZAa(258432,c);return}}function ZAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;e=b;c=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));d=e;e=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=g;f[k>>2]=i;d=e;if((c|0)!=(d|0))do{c=c+-12|0;if(f[c>>2]|0){XAa(c);sOb(f[c>>2]|0)}}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function _Aa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+12|0;c=f[h>>2]|0;if(c|0)YAa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{f[c>>2]=e+-20;g=e+-16|0;e=f[e+-4>>2]|0;if(e|0)YAa(e,g);if(f[g>>2]|0){XAa(g);sOb(f[g>>2]|0)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];g=b+8|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[h>>2]=f[b>>2];f[b>>2]=0;return}function $Aa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}e=f[64624]|0;if((f[64623]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64624]|0;j=h+-12|0;while(1){e=h+-12|0;f[64624]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-16-i|0)>>>4)<<4);sOb(i);e=f[64624]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function aBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}e=f[64621]|0;if((f[64620]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64621]|0;j=h+-12|0;while(1){e=h+-12|0;f[64621]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64621]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function bBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}e=f[64618]|0;if((f[64617]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64618]|0;j=h+-12|0;while(1){e=h+-12|0;f[64618]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64618]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function cBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}e=f[64615]|0;if((f[64614]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64615]|0;j=h+-12|0;while(1){e=h+-12|0;f[64615]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64615]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function dBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}e=f[64612]|0;if((f[64611]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64612]|0;j=h+-12|0;while(1){e=h+-12|0;f[64612]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64612]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function eBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+16|0;s=z;x=z+36|0;y=z+32|0;h=z+40|0;f[x>>2]=b;f[y>>2]=c;d=a+36|0;e=a+40|0;c=f[e>>2]|0;t=c-(f[d>>2]|0)>>2;v=a+20|0;w=a+24|0;b=(f[w>>2]|0)-(f[v>>2]|0)>>4;f[h>>2]=b;if((f[a+44>>2]|0)==(c|0))fBa(d,h);else{f[c>>2]=b;f[e>>2]=c+4}n=a+56|0;o=f[n>>2]|0;if(o>>>0<(f[a+60>>2]|0)>>>0){e=f[x>>2]|0;b=f[y>>2]|0;p[o+24>>3]=-1.0;g=+p[e>>3];p[q>>3]=g;m=+p[e+8>>3];h=q+8|0;p[h>>3]=m;p[s>>3]=g;i=s+8|0;p[i>>3]=m;if(b>>>0>1){c=1;while(1){j=+p[e+(c<<4)>>3];if(j<g){d=q;r=9}else if(j>+p[s>>3]){d=s;r=9}if((r|0)==9){r=0;p[d>>3]=j}g=+p[e+(c<<4)+8>>3];if(g<+p[h>>3]){d=q;r=12}else if(g>+p[i>>3]){d=s;r=12}if((r|0)==12){r=0;p[d+8>>3]=g}c=c+1|0;if((c|0)==(b|0))break;g=+p[q>>3]}l=+p[q>>3];k=+p[s>>3];j=+p[h>>3];g=+p[i>>3]}else{l=g;k=g;j=m;g=m}m=(k-l)*.5;k=(g-j)*.5;p[o>>3]=l+m;p[o+8>>3]=j+k;p[o+16>>3]=k*k+m*m;f[n>>2]=o+32}else{gBa(a+52|0,x,y);b=f[y>>2]|0}if(!b){hBa(a,a,t);u=z;return}i=a+28|0;h=0;do{c=f[x>>2]|0;d=c+(h<<4)|0;e=f[w>>2]|0;if((e|0)==(f[i>>2]|0)){iBa(v,d);b=f[y>>2]|0}else{p[e>>3]=+p[d>>3];p[e+8>>3]=+p[c+(h<<4)+8>>3];f[w>>2]=e+16}h=h+1|0}while(h>>>0<b>>>0);hBa(a,a,t);u=z;return}function fBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function gBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;r=C+16|0;t=C;B=a+4|0;d=f[B>>2]|0;i=f[a>>2]|0;w=d-i>>5;e=w+1|0;z=i;g=d;if(e>>>0>134217727)AMb(a);A=a+8|0;y=(f[A>>2]|0)-i|0;i=y>>4;i=y>>5>>>0<67108863?(i>>>0<e>>>0?e:i):134217727;do if(!i)v=0;else if(i>>>0>134217727)vd();else{v=pOb(i<<5)|0;break}while(0);x=v+(w<<5)|0;e=x;y=v+(i<<5)|0;n=f[b>>2]|0;c=f[c>>2]|0;p[v+(w<<5)+24>>3]=-1.0;h=+p[n>>3];p[r>>3]=h;m=+p[n+8>>3];o=r+8|0;p[o>>3]=m;p[t>>3]=h;q=t+8|0;p[q>>3]=m;if(c>>>0>1){i=1;while(1){j=+p[n+(i<<4)>>3];if(j<h){b=r;s=11}else if(j>+p[t>>3]){b=t;s=11}if((s|0)==11){s=0;p[b>>3]=j}h=+p[n+(i<<4)+8>>3];if(h<+p[o>>3]){b=r;s=14}else if(h>+p[q>>3]){b=t;s=14}if((s|0)==14){s=0;p[b+8>>3]=h}i=i+1|0;if((i|0)==(c|0))break;h=+p[r>>3]}l=+p[r>>3];k=+p[t>>3];j=+p[o>>3];h=+p[q>>3]}else{l=h;k=h;j=m;h=m}m=(k-l)*.5;k=(h-j)*.5;p[x>>3]=l+m;p[v+(w<<5)+8>>3]=j+k;p[v+(w<<5)+16>>3]=k*k+m*m;i=x+32|0;if((g|0)!=(z|0)){d=x;do{w=g;g=g+-32|0;p[d+-32>>3]=+p[g>>3];p[d+-24>>3]=+p[w+-24>>3];x=d+-16|0;w=w+-16|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];f[x+12>>2]=f[w+12>>2];d=e+-32|0;e=d}while((g|0)!=(z|0));d=f[a>>2]|0}f[a>>2]=e;f[B>>2]=i;f[A>>2]=y;if(!d){u=C;return}sOb(d);u=C;return}function hBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;j=p;l=p+4|0;f[j>>2]=c;f[l>>2]=-1;o=l+4|0;WAa(o,f[64605]|0);m=b+4|0;e=f[m>>2]|0;n=b+8|0;g=f[n>>2]|0;if((e|0)==(g|0)){d=e;c=e}else{h=l+8|0;i=l+12|0;d=e;while(1){if(jBa(a,c,f[d>>2]|0)|0){if((f[l>>2]|0)==-1)f[l>>2]=f[j>>2];c=f[h>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=f[d>>2];q=c+4|0;e=d+4|0;f[q>>2]=0;r=c+8|0;f[r>>2]=0;f[c+12>>2]=0;f[q>>2]=f[e>>2];q=d+8|0;f[r>>2]=f[q>>2];r=d+12|0;f[c+12>>2]=f[r>>2];f[r>>2]=0;f[q>>2]=0;f[e>>2]=0;e=d+16|0;f[c+16>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=(f[h>>2]|0)+20}else kBa(o,d);f[d>>2]=-1}d=d+20|0;if((d|0)==(g|0))break;c=f[j>>2]|0}d=f[m>>2]|0;c=f[n>>2]|0}e=(d|0)==(c|0);a:do if((f[l>>2]|0)==-1){do if(!e){while(1){if(jBa(a,f[d>>2]|0,f[j>>2]|0)|0){k=41;break}d=d+20|0;if((d|0)==(c|0)){k=42;break}}if((k|0)==41){hBa(a,d,f[j>>2]|0);break a}else if((k|0)==42){c=f[n>>2]|0;break}}while(0);if(c>>>0<(f[b+12>>2]|0)>>>0){f[c>>2]=f[j>>2];WAa(c+4|0,f[64605]|0);f[n>>2]=(f[n>>2]|0)+20;break}else{lBa(m,j);break}}else{do if(e)g=c;else{e=d;while(1){if((f[e>>2]|0)==-1)break;e=e+20|0;if((e|0)==(c|0)){k=19;break}}if((k|0)==19){g=c;break}g=e;if((e|0)!=(c|0)){d=g;b:while(1){do{h=d;e=h+20|0;d=e;if((e|0)==(c|0))break b;e=f[e>>2]|0}while((e|0)==-1);r=g;f[r>>2]=e;_Aa(r+4|0,h+24|0);g=r+20|0}d=f[m>>2]|0;c=f[n>>2]|0}}while(0);d=d+(((g-d|0)/20|0)*20|0)|0;if((c|0)==(g|0))d=c;else{e=d+(((c-g|0)/20|0)*20|0)|0;if((e|0)!=(c|0)){do{f[d>>2]=f[e>>2];_Aa(d+4|0,e+4|0);e=e+20|0;d=d+20|0}while((e|0)!=(c|0));c=f[n>>2]|0}if((c|0)==(d|0))d=c;else do{f[n>>2]=c+-20;e=c+-16|0;c=f[c+-4>>2]|0;if(c|0)YAa(c,e);if(f[e>>2]|0){XAa(e);sOb(f[e>>2]|0)}c=f[n>>2]|0}while((c|0)!=(d|0))}if(d>>>0<(f[b+12>>2]|0)>>>0){f[d>>2]=f[l>>2];r=d+4|0;f[r>>2]=0;q=d+8|0;f[q>>2]=0;f[d+12>>2]=0;f[r>>2]=f[o>>2];r=l+8|0;f[q>>2]=f[r>>2];q=l+12|0;f[d+12>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[o>>2]=0;r=l+16|0;f[d+16>>2]=f[r>>2];f[r>>2]=0;f[n>>2]=(f[n>>2]|0)+20;break}else{kBa(m,l);break}}while(0);d=f[l+16>>2]|0;if(d|0)YAa(d,o);if(!(f[o>>2]|0)){u=p;return}XAa(o);sOb(f[o>>2]|0);u=p;return}function iBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function jBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0;e=f[a+52>>2]|0;j=+p[e+(b<<5)>>3]-+p[e+(c<<5)>>3];i=+p[e+(b<<5)+8>>3]-+p[e+(c<<5)+8>>3];d=e+(b<<5)+24|0;g=+p[d>>3];if(g==-1.0){h=+L(+(+p[e+(b<<5)+16>>3]));p[d>>3]=h}else h=g;d=e+(c<<5)+24|0;g=+p[d>>3];if(g==-1.0){g=+L(+(+p[e+(c<<5)+16>>3]));p[d>>3]=g}h=h+g;if(!(j*j+i*i<=h*h)){a=0;return a|0}l=f[a+36>>2]|0;e=f[l+(b<<2)>>2]|0;k=f[a+20>>2]|0;o=k+(e<<4)|0;n=f[l+(c<<2)>>2]|0;q=k+(n<<4)|0;m=(f[a+40>>2]|0)-l>>2;d=b+1|0;b=k;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;k=d-e|0;d=c+1|0;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;e=d-n|0;if(!k){a=0;return a|0}else d=0;while(1){if(Cib(q,e,o+(d<<4)|0)|0){d=1;e=15;break}d=d+1|0;if(d>>>0>=k>>>0){d=0;e=15;break}}if((e|0)==15)return d|0;return 0}function kBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+12>>2]=0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];m=b+12|0;f[g+(h*20|0)+12>>2]=f[m>>2];f[m>>2]=0;f[l>>2]=0;f[c>>2]=0;b=b+16|0;f[g+(h*20|0)+16>>2]=f[b>>2];f[b>>2]=0;h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{m=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];g=d+-16|0;l=m+-16|0;f[g>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[g>>2]=f[l>>2];g=m+-12|0;f[n>>2]=f[g>>2];n=m+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[g>>2]=0;f[l>>2]=0;m=m+-4|0;f[d+-4>>2]=f[m>>2];f[m>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function lBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];WAa(g+(h*20|0)+4|0,f[64605]|0);h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{g=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];m=d+-16|0;l=g+-16|0;f[m>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[m>>2]=f[l>>2];m=g+-12|0;f[n>>2]=f[m>>2];n=g+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[l>>2]=0;g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function mBa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0;D=u;u=u+32|0;C=D;h=f[c>>2]|0;i=f[a+36>>2]|0;j=f[i+(h<<2)>>2]|0;g=f[a+20>>2]|0;z=g+(j<<4)|0;h=h+1|0;if(((f[a+40>>2]|0)-i>>2|0)==(h|0))g=(f[a+24>>2]|0)-g>>4;else g=f[i+(h<<2)>>2]|0;A=g-j|0;i=a+68|0;j=a+72|0;h=f[j>>2]|0;B=(h-(f[i>>2]|0)|0)/24|0;a:do if(A|0){k=b+32|0;l=b+56|0;n=b+80|0;o=b+40|0;q=b+64|0;r=b+88|0;s=C+8|0;t=b+48|0;v=b+72|0;w=b+96|0;x=C+16|0;y=a+76|0;g=0;while(1){G=z+(g<<4)|0;F=+p[G>>3];E=+p[G+8>>3];m=+p[k>>3]+F*+p[l>>3]+E*+p[n>>3];p[C>>3]=m;p[s>>3]=+p[o>>3]+F*+p[q>>3]+E*+p[r>>3];p[x>>3]=+p[t>>3]+F*+p[v>>3]+E*+p[w>>3];if(h>>>0<(f[y>>2]|0)>>>0){p[h>>3]=m;p[h+8>>3]=+p[s>>3];p[h+16>>3]=+p[x>>3];f[j>>2]=h+24}else oBa(i,C);g=g+1|0;if((g|0)==(A|0))break a;h=f[j>>2]|0}}while(0);j=a+84|0;g=d?0-A|0:A;f[C>>2]=g;k=a+88|0;h=f[k>>2]|0;l=a+92|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=g;f[k>>2]=h+4}else pBa(j,C);if((A|0)>0){g=0;do{i=g+B|0;f[C>>2]=i;h=f[k>>2]|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=i;f[k>>2]=h+4}else pBa(j,C);g=g+1|0}while((g|0)!=(A|0))}g=f[c+4>>2]|0;i=f[c+8>>2]|0;if((g|0)==(i|0)){u=D;return}h=d^1;do{mBa(a,b,g,h,e);g=g+20|0}while((g|0)!=(i|0));u=D;return}function nBa(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;h=a+4|0;l=f[h>>2]|0;g=a+8|0;b=f[g>>2]|0;if(l>>>0<b>>>0){p[l>>3]=+p[c>>3];p[l+8>>3]=+p[c+8>>3];p[l+16>>3]=+p[c+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,c);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[d>>3];p[l+8>>3]=+p[d+8>>3];p[l+16>>3]=+p[d+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,d);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[e>>3];p[l+8>>3]=+p[e+8>>3];p[l+16>>3]=+p[e+16>>3];f[h>>2]=l+24;return}else{oBa(a,e);return}}function oBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function pBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function qBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;rBa(a)|0;c=a+1235|0;if((b[c>>0]|0)!=1){b[c>>0]=1;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,1,f[a+1352>>2]|0)}}c=f[a+1348>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1340|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1328>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1320|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1308>>2]|0;if(c|0){d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1296>>2]|0;if(c|0){d=a+1300|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1284>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1276|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1264>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1256|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1244>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1236|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1216>>2]|0;if(c|0){d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1204>>2]|0;if(c|0){d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}d=f[a+1192>>2]|0;if(d|0){e=a+1196|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}c=f[a+1180>>2]|0;if(c|0){d=a+1184|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}e=f[a+1168>>2]|0;if(e|0){c=a+1172|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e)}c=f[a+1156>>2]|0;if(c|0){d=a+1160|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1144>>2]|0;if(c|0){d=a+1148|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1132>>2]|0;if(c|0){d=a+1136|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}h=a+1120|0;c=f[h>>2]|0;if(c|0){i=a+1124|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)tBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+1108>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1100|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1088>>2]|0;if(c|0){d=a+1092|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}c=f[a+1076>>2]|0;if(c|0){d=a+1080|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}h=a+1064|0;c=f[h>>2]|0;if(c|0){i=a+1068|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)uBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+16>>2]|0;if(c|0)iOb(c);c=f[a+8>>2]|0;if(!c)return;iOb(c);return}function rBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+1228|0;if(!(f[c>>2]|0)){a=0;return a|0}f[c>>2]=0;b[a+1233>>0]=0;xBa(a);g=f[a+1064>>2]|0;h=a+1068|0;c=f[h>>2]|0;if((c|0)!=(g|0))do{d=c+-16|0;f[h>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[h>>2]|0}while((c|0)!=(g|0));a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);return a|0}function sBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o;k=o+24|0;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=c&1;h=j+16|0;do{g=e+16|0;c=f[g>>2]|0;if(c|0){b[j>>0]=i;f[k>>2]=d;xh[f[(f[c>>2]|0)+24>>2]&127](c,j,k);if(b[e+24>>0]|0){f[h>>2]=0;c=f[g>>2]|0;if((e|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[g>>2]=0;c=f[h>>2]|0;do if(!c){f[g>>2]=0;m=15}else if((j|0)==(c|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=c;f[h>>2]=0;c=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;c=g}if((j|0)==(c|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));c=f[n>>2]|0;if((f[a>>2]|0)==(c|0)){u=o;return}while(1){if(!(f[c+-16>>2]|0)){e=c;g=0;h=0}else{m=30;break}c=c+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(c|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(c|0)){m=30;break}}if((m|0)==30){u=o;return}}function tBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}a=f[64621]|0;if(a>>>0<(f[64622]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64621]=a+12;return}else{wBa(258480,c);return}}function uBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}a=f[64627]|0;if(a>>>0<(f[64628]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64627]=a+12;return}else{vBa(258504,c);return}}function vBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function wBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function xBa(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+1332|0;if(f[e>>2]|0){c=a+1328|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1324>>2]|0;if(c|0){d=a+1320|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}b=f[a+1308>>2]|0;c=a+1312|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+1248|0;if(f[e>>2]|0){c=a+1244|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1240>>2]|0;if(c|0){d=a+1236|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1268|0;if(f[e>>2]|0){c=a+1264|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1260>>2]|0;if(c|0){d=a+1256|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1288|0;if(f[e>>2]|0){c=a+1284|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1280>>2]|0;if(c|0){d=a+1276|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}c=a+1348|0;b=f[c>>2]|0;if(b|0)do{kJa(f[b+8>>2]|0);b=f[b>>2]|0}while((b|0)!=0);e=a+1352|0;if(!(f[e>>2]|0))return;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+1344>>2]|0;if(d|0){c=a+1340|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yBa(a){a=a|0;var c=0,d=0;c=rBa(a)|0;d=a+1235|0;if((b[d>>0]|0)==1)return c|0;b[d>>0]=1;if(!(b[a+1234>>0]|0))return c|0;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return c|0}function zBa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;f[a>>2]=c;c=a+4|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;eAa(a+24|0);c=a+776|0;n[c>>2]=-1.0;n[a+780>>2]=0.0;n[a+784>>2]=0.0;n[a+788>>2]=1.0;n[a+792>>2]=0.0;n[a+796>>2]=-1.0;n[a+800>>2]=0.0;n[a+804>>2]=1.0;n[a+808>>2]=0.0;n[a+812>>2]=0.0;n[a+816>>2]=-1.0;n[a+820>>2]=1.0;f[a+824>>2]=1065353216;f[a+828>>2]=0;f[a+832>>2]=0;f[a+836>>2]=1065353216;f[a+840>>2]=0;f[a+844>>2]=1065353216;f[a+848>>2]=0;f[a+852>>2]=1065353216;f[a+856>>2]=0;f[a+860>>2]=0;f[a+864>>2]=1065353216;f[a+868>>2]=1065353216;ABa(c);b[a+1040>>0]=0;c=a+1116|0;g=a+1048|0;h=g+68|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;c=a+1120|0;e=a+1235|0;g=c;h=g+112|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));d[c+112>>1]=0;b[c+114>>0]=0;b[e>>0]=1;c=a+1236|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1252>>2]=1.0;c=a+1256|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1272>>2]=1.0;c=a+1276|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1292>>2]=1.0;c=a+1336|0;g=a+1296|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;h=a+1340|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[a+1356>>2]=1.0;a=a+1360|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function ABa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+12|0;n[v>>2]=-+n[v>>2];b=+n[a>>2];c=+K(+b);n[a+96>>2]=c;v=a+4|0;c=+n[v>>2];d=+K(+c);n[a+100>>2]=d;u=a+8|0;d=+n[u>>2];g=+K(+d);n[a+104>>2]=g;n[a+168>>2]=b>=0.0?1.0:-1.0;n[a+172>>2]=c>=0.0?1.0:-1.0;n[a+176>>2]=d>=0.0?1.0:-1.0;t=a+28|0;n[t>>2]=-+n[t>>2];t=a+16|0;d=+n[t>>2];c=+K(+d);n[a+108>>2]=c;s=a+20|0;c=+n[s>>2];b=+K(+c);n[a+112>>2]=b;r=a+24|0;b=+n[r>>2];g=+K(+b);n[a+116>>2]=g;n[a+180>>2]=d>=0.0?1.0:-1.0;n[a+184>>2]=c>=0.0?1.0:-1.0;n[a+188>>2]=b>=0.0?1.0:-1.0;q=a+44|0;n[q>>2]=-+n[q>>2];q=a+32|0;b=+n[q>>2];c=+K(+b);n[a+120>>2]=c;p=a+36|0;c=+n[p>>2];d=+K(+c);n[a+124>>2]=d;o=a+40|0;d=+n[o>>2];g=+K(+d);n[a+128>>2]=g;n[a+192>>2]=b>=0.0?1.0:-1.0;n[a+196>>2]=c>=0.0?1.0:-1.0;n[a+200>>2]=d>=0.0?1.0:-1.0;m=a+60|0;n[m>>2]=-+n[m>>2];m=a+48|0;d=+n[m>>2];c=+K(+d);n[a+132>>2]=c;l=a+52|0;c=+n[l>>2];b=+K(+c);n[a+136>>2]=b;k=a+56|0;b=+n[k>>2];g=+K(+b);n[a+140>>2]=g;n[a+204>>2]=d>=0.0?1.0:-1.0;n[a+208>>2]=c>=0.0?1.0:-1.0;n[a+212>>2]=b>=0.0?1.0:-1.0;j=a+76|0;n[j>>2]=-+n[j>>2];j=a+64|0;b=+n[j>>2];c=+K(+b);n[a+144>>2]=c;i=a+68|0;c=+n[i>>2];d=+K(+c);n[a+148>>2]=d;h=a+72|0;d=+n[h>>2];g=+K(+d);n[a+152>>2]=g;n[a+216>>2]=b>=0.0?1.0:-1.0;n[a+220>>2]=c>=0.0?1.0:-1.0;n[a+224>>2]=d>=0.0?1.0:-1.0;w=a+92|0;n[w>>2]=-+n[w>>2];d=+n[a+80>>2];c=+K(+d);n[a+156>>2]=c;c=+n[a+84>>2];b=+K(+c);n[a+160>>2]=b;b=+n[a+88>>2];g=+K(+b);n[a+164>>2]=g;n[a+228>>2]=d>=0.0?1.0:-1.0;n[a+232>>2]=c>=0.0?1.0:-1.0;n[a+236>>2]=b>=0.0?1.0:-1.0;g=+n[a>>2];f=+n[v>>2];e=+n[u>>2];e=g*g+(f*f+e*e);n[a+240>>2]=e==0.0?0.0:1.0/e;e=+n[t>>2];f=+n[s>>2];g=+n[r>>2];g=e*e+(f*f+g*g);n[a+244>>2]=g==0.0?0.0:1.0/g;g=+n[q>>2];f=+n[p>>2];e=+n[o>>2];e=g*g+(f*f+e*e);n[a+248>>2]=e==0.0?0.0:1.0/e;e=+n[m>>2];f=+n[l>>2];g=+n[k>>2];g=e*e+(f*f+g*g);n[a+252>>2]=g==0.0?0.0:1.0/g;g=+n[j>>2];f=+n[i>>2];e=+n[h>>2];e=g*g+(f*f+e*e);n[a+256>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+260>>2]=b==0.0?0.0:1.0/b;return}function BBa(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0;w=u;u=u+32|0;k=w+8|0;s=w;t=YRa(f[a>>2]|0)|0;b=f[t>>2]|0;t=f[t+4>>2]|0;if((b|0)==(t|0)){u=w;return}v=a+1068|0;l=a+1072|0;m=k+4|0;n=k+8|0;o=k+12|0;q=k+8|0;r=k+16|0;j=a+1064|0;do{e=b+4|0;if((f[b>>2]|0)!=(f[e>>2]|0)){CBa(k,f[64607]|0);a=f[v>>2]|0;if(a>>>0<(f[l>>2]|0)>>>0){f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;f[a>>2]=f[k>>2];f[i>>2]=f[m>>2];f[a+8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[k>>2]=0;f[a+12>>2]=f[o>>2];f[o>>2]=0;f[v>>2]=(f[v>>2]|0)+16}else{DBa(j,k);a=f[o>>2]|0;if(a|0)uBa(a,k)}a=f[k>>2]|0;if(a|0){c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a)}a=f[v>>2]|0;i=a+-16|0;c=f[b>>2]|0;g=f[e>>2]|0;if((c|0)!=(g|0)){h=a+-12|0;e=a+-8|0;a=c;do{d=+p[a>>3];z=+p[a+8>>3];y=+p[a+16>>3];x=1.0/+L(+(d*d+(z*z+y*y)));d=d*x;p[k>>3]=d;p[q>>3]=z*x;p[r>>3]=y*x;p[s>>3]=x*+p[a+24>>3];c=f[h>>2]|0;if(c>>>0<(f[e>>2]|0)>>>0){p[c>>3]=d;p[c+8>>3]=+p[q>>3];p[c+16>>3]=+p[r>>3];p[c+24>>3]=+p[s>>3];f[h>>2]=c+32}else EBa(i,k,s);a=a+32|0}while((a|0)!=(g|0))}}b=b+12|0}while((b|0)!=(t|0));u=w;return}function CBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}e=f[64627]|0;if((f[64626]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64627]|0;j=h+-12|0;while(1){e=h+-12|0;f[64627]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64627]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function DBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)uBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function EBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;e=f[m>>2]|0;n=f[a>>2]|0;i=e-n>>5;d=i+1|0;k=n;if(d>>>0>134217727)AMb(a);l=a+8|0;j=(f[l>>2]|0)-n|0;g=j>>4;g=j>>5>>>0<67108863?(g>>>0<d>>>0?d:g):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);d=h+(i<<5)|0;j=h+(g<<5)|0;p[d>>3]=+p[b>>3];p[h+(i<<5)+8>>3]=+p[b+8>>3];p[h+(i<<5)+16>>3]=+p[b+16>>3];p[h+(i<<5)+24>>3]=+p[c>>3];c=d+32|0;if((e|0)!=(k|0)){b=e+-32-n|0;g=d;while(1){i=e;e=e+-32|0;p[g+-32>>3]=+p[e>>3];p[g+-24>>3]=+p[i+-24>>3];p[g+-16>>3]=+p[i+-16>>3];p[g+-8>>3]=+p[i+-8>>3];if((e|0)==(k|0))break;else g=g+-32|0}d=d+(~(b>>>5)<<5)|0}f[a>>2]=d;f[m>>2]=c;f[l>>2]=j;if(!n)return;sOb(n);return}function FBa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;t=u;u=u+272|0;s=t;if(!(f[c>>2]|0))if(!(f[d>>2]|0)){h=rBa(a)|0;g=a+1235|0;if((b[g>>0]|0)==1){a=h;u=t;return a|0}b[g>>0]=1;if(!(b[a+1234>>0]|0)){a=h;u=t;return a|0}s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,1,f[a+1352>>2]|0);a=h;u=t;return a|0}if(e<0.0){h=f[a>>2]|0;if(g)xEa(h,1,0,0,s);else _Ra(h,s,s+12|0)|0;i=+n[s>>2];j=+n[s+12>>2];if(!(i<=j))e=0.0;else{k=+n[s+4>>2];l=+n[s+16>>2];if(!(k<=l))e=0.0;else{m=+n[s+8>>2];o=+n[s+20>>2];if(!(m<=o))e=0.0;else{j=j-i;l=l-k;o=o-m;e=+L(+(j*j+(l*l+o*o)))/-e}}}}e=e>0.0?e:0.0;q=a+1228|0;h=f[q>>2]|0;switch(h|0){case 1:{f[q>>2]=2;r=16;break}case 2:{r=16;break}default:g=0}if((r|0)==16){if((f[c>>2]|0)==(f[a+4>>2]|0))if((f[d>>2]|0)==(f[a+12>>2]|0))if(!(e!=+p[a+1048>>3])){a=0;u=t;return a|0}g=rBa(a)|0;h=f[q>>2]|0}if(h|0){a=g;u=t;return a|0}h=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[a+4>>2]=h;c=a+8|0;h=f[c>>2]|0;f[c>>2]=g;if(h|0)iOb(h);h=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[a+12>>2]=h;d=a+16|0;h=f[d>>2]|0;f[d>>2]=g;if(h|0)iOb(h);b[a+1040>>0]=e!=0.0&1;p[a+1048>>3]=e;h=a+24|0;bR(h,a9a(AQa(f[a>>2]|0)|0)|0)|0;h=IAa(h)|0;D=+p[h>>3];z=+p[h+8>>3];v=+p[h+16>>3];e=+p[h+24>>3];C=+p[h+32>>3];y=+p[h+40>>3];i=+p[h+48>>3];j=+p[h+56>>3];B=+p[h+64>>3];x=+p[h+72>>3];k=+p[h+80>>3];l=+p[h+88>>3];A=+p[h+96>>3];w=+p[h+104>>3];m=+p[h+112>>3];o=+p[h+120>>3];n[s>>2]=e-D;n[s+4>>2]=j-C;n[s+8>>2]=l-B;n[s+12>>2]=o-A;n[s+16>>2]=e-z;n[s+20>>2]=j-y;n[s+24>>2]=l-x;n[s+28>>2]=o-w;n[s+32>>2]=e-v;n[s+36>>2]=j-i;n[s+40>>2]=l-k;n[s+44>>2]=o-m;n[s+48>>2]=D+e;n[s+52>>2]=C+j;n[s+56>>2]=B+l;n[s+60>>2]=A+o;n[s+64>>2]=z+e;n[s+68>>2]=y+j;n[s+72>>2]=x+l;n[s+76>>2]=w+o;n[s+80>>2]=v+e;n[s+84>>2]=i+j;n[s+88>>2]=k+l;n[s+92>>2]=m+o;ABa(s);GBa(a+776|0,s)|0;f[q>>2]=2;h=a+1235|0;if(b[h>>0]|0){b[h>>0]=0;if(b[a+1234>>0]|0){s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,0,f[a+1352>>2]|0)}}h=a+1232|0;if(!(b[h>>0]|0)){b[h>>0]=1;Hha(939,a,4)}a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);u=t;return a|0}function GBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=c;c=b+4|0;e=f[c>>2]|0;d=a+4|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+8|0;e=f[d>>2]|0;c=a+8|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+12|0;e=f[c>>2]|0;d=a+12|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+16|0;e=b+16|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+20|0;c=f[d>>2]|0;e=a+20|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+24|0;c=f[e>>2]|0;d=a+24|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+28|0;c=f[d>>2]|0;e=a+28|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+32|0;c=b+32|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+36|0;d=f[e>>2]|0;c=a+36|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+40|0;d=f[c>>2]|0;e=a+40|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+44|0;d=f[e>>2]|0;c=a+44|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+48|0;d=b+48|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+52|0;e=f[c>>2]|0;d=a+52|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+56|0;e=f[d>>2]|0;c=a+56|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+60|0;e=f[c>>2]|0;d=a+60|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+64|0;e=b+64|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+68|0;c=f[d>>2]|0;e=a+68|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+72|0;c=f[e>>2]|0;d=a+72|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+76|0;c=f[d>>2]|0;e=a+76|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+80|0;c=b+80|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+84|0;d=f[e>>2]|0;c=a+84|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+88|0;d=f[c>>2]|0;e=a+88|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+92|0;d=f[e>>2]|0;c=a+92|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+96|0;d=b+96|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+100|0;e=f[c>>2]|0;d=a+100|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+104|0;e=f[d>>2]|0;c=a+104|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+108|0;e=b+108|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+112|0;d=f[c>>2]|0;e=a+112|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+116|0;d=f[e>>2]|0;c=a+116|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+120|0;d=b+120|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+124|0;e=f[c>>2]|0;d=a+124|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+128|0;e=f[d>>2]|0;c=a+128|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+132|0;e=b+132|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+136|0;d=f[c>>2]|0;e=a+136|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+140|0;d=f[e>>2]|0;c=a+140|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+144|0;d=b+144|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+148|0;e=f[c>>2]|0;d=a+148|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+152|0;e=f[d>>2]|0;c=a+152|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+156|0;e=b+156|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+160|0;d=f[c>>2]|0;e=a+160|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+164|0;d=f[e>>2]|0;c=a+164|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+168|0;d=b+168|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+172|0;e=f[c>>2]|0;d=a+172|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+176|0;e=f[d>>2]|0;c=a+176|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+180|0;e=b+180|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+184|0;d=f[c>>2]|0;e=a+184|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+188|0;d=f[e>>2]|0;c=a+188|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+192|0;d=b+192|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+196|0;e=f[c>>2]|0;d=a+196|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+200|0;e=f[d>>2]|0;c=a+200|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+204|0;e=b+204|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+208|0;d=f[c>>2]|0;e=a+208|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+212|0;d=f[e>>2]|0;c=a+212|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+216|0;d=b+216|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+220|0;e=f[c>>2]|0;d=a+220|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+224|0;e=f[d>>2]|0;c=a+224|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+228|0;e=b+228|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+232|0;d=f[c>>2]|0;e=a+232|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+236|0;d=f[e>>2]|0;c=a+236|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+240|0;b=b+240|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];return a|0}function HBa(a,b){a=a|0;b=b|0;if(!a)return;IBa(b);return}function IBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0;j=a+1232|0;b[j>>0]=0;switch(f[a+1228>>2]|0){case 1:{b[j>>0]=1;Hha(939,a,4);return}case 0:return;default:{k=+Gha();g=a+1360|0;p[g>>3]=k;h=a+1368|0;p[h>>3]=k+20.0;c=a+1233|0;do if(!(b[c>>0]|0)){e=JBa(a)|0;b[c>>0]=e&1;if(e){k=+Gha();p[g>>3]=k;if(!(k>=+p[h>>3]))break}c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}while(0);if(!(KBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}c=a+1308|0;d=a+1312|0;while(1){e=f[d>>2]|0;if((f[c>>2]|0)==(e|0))break;l=e+-4|0;e=f[l>>2]|0;f[d>>2]=l;MBa(a,XFa(e)|0);k=+Gha();p[g>>3]=k;if(k>=+p[h>>3]){i=26;break}}if((i|0)==26){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(NBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(OBa(a,a+1256|0)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}l=OBa(a,a+1276|0)|0;c=a+1235|0;d=b[c>>0]|0;if(l){if(d<<24>>24==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,1,f[a+1352>>2]|0);return}if(d<<24>>24){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}}}function JBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;m=z+24|0;l=z+20|0;k=z+16|0;o=z+12|0;q=z+8|0;r=z+28|0;s=z+4|0;t=z;c=f[a+1308>>2]|0;d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);g=a+1332|0;if(f[g>>2]|0){d=a+1328|0;c=f[d>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);f[d>>2]=0;d=f[a+1324>>2]|0;if(d|0){e=a+1320|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}x=(AQa(f[a>>2]|0)|0)+224|0;if(!(b[x>>0]&1)){a=1;u=z;return a|0}BBa(a);c=a+1064|0;j=a+1068|0;if((f[c>>2]|0)==(f[j>>2]|0)){a=1;u=z;return a|0}rSa(f[a>>2]|0);i=+Gha();p[a+1360>>3]=i;if(i>=+p[a+1368>>3]){g=f[c>>2]|0;c=f[j>>2]|0;if((c|0)==(g|0)){a=0;u=z;return a|0}do{d=c+-16|0;f[j>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[j>>2]|0}while((c|0)!=(g|0));c=0;u=z;return c|0}x=tSa(f[a>>2]|0)|0;c=f[a>>2]|0;a:do if(x){c=(IRa(c)|0)+8|0;c=f[c>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;if(c|0)c:while(1){do{e=d+12|0;d:do if($Ca(a,f[e>>2]|0)|0){l=f[e>>2]|0;m=l;r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[t>>2]|0;q=(o|0)==0;e:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=r&k;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if(!((j|0)==(r|0)|(j&k|0)==(e|0)))break e;if((f[g+8>>2]|0)==(l|0))break d}while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break e}if((f[g+8>>2]|0)==(l|0))break d}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(s,e>>>0<g>>>0?g:e);e=f[t>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;do if(!(g&j))e=e&g;else{if(e>>>0<j>>>0)break;e=(e>>>0)%(j>>>0)|0}while(0);e=(f[s>>2]|0)+(e<<2)|0;y=58}}else{f[k>>2]=f[e>>2];y=58}if((y|0)==58){y=0;f[e>>2]=k}f[v>>2]=(f[v>>2]|0)+1}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}else{e=gSa(c)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=aDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];bDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{eDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));e=FQa(f[a>>2]|0)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=cDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];dDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));r=fSa(f[a>>2]|0)|0;c=f[r>>2]|0;r=f[r+4>>2]|0;if((c|0)!=(r|0)){s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;do{k=f[c>>2]|0;l=k;f:do if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[t>>2]|0;o=(m|0)==0;g:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&q;else if(q>>>0<m>>>0)d=q;else d=(q>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if(!((g|0)==(q|0)|(g&j|0)==(d|0)))break g;if((f[e+8>>2]|0)==(k|0))break f}while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if((g|0)!=(q|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break g}if((f[e+8>>2]|0)==(k|0))break f}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(s,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&q;break}if(q>>>0<d>>>0){g=d;d=q}else{g=d;d=(q>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[s>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[j>>2]=f[x>>2];f[x>>2]=j;f[e>>2]=x;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;do if(!(e&g))d=d&e;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);d=(f[s>>2]|0)+(d<<2)|0;y=105}}else{f[j>>2]=f[d>>2];y=105}if((y|0)==105){y=0;f[d>>2]=j}f[v>>2]=(f[v>>2]|0)+1}while(0);c=c+4|0}while((c|0)!=(r|0))}}while(0);if(!(b[a+1040>>0]|0)){a=1;u=z;return a|0}p[a+1056>>3]=1.0/+p[a+1048>>3];a=1;u=z;return a|0}function KBa(a){a=a|0;var b=0,c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;x=a+1324|0;y=a+1320|0;z=a+1328|0;A=a+1332|0;B=a+1236|0;C=a+1240|0;D=a+1248|0;t=a+1252|0;u=a+1244|0;v=a+1360|0;w=a+1368|0;s=f[a+1328>>2]|0;while(1){g=s;if(!s){b=1;r=63;break}q=f[s+8>>2]|0;m=s;o=s;s=f[m>>2]|0;h=f[x>>2]|0;b=f[g+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&b;else if(b>>>0<h>>>0)k=b;else k=(b>>>0)%(h>>>0)|0;c=(f[y>>2]|0)+(k<<2)|0;l=f[c>>2]|0;while(1){b=f[l>>2]|0;if((b|0)==(g|0))break;else l=b}if((l|0)==(z|0))r=16;else{b=f[l+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(k|0))r=16}do if((r|0)==16){r=0;b=f[g>>2]|0;if(b|0){b=f[b+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(k|0))break}f[c>>2]=0}while(0);c=f[g>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(k|0)){f[(f[y>>2]|0)+(c<<2)>>2]=l;b=f[m>>2]|0}}f[l>>2]=b;f[g>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(o);a:do if($Ca(a,q)|0){i=q;l=X(i,1540483477)|0;l=(X(l>>>24^l,1540483477)|0)^1866966612;l=X(l>>>13^l,1540483477)|0;l=l>>>15^l;j=f[C>>2]|0;k=(j|0)==0;b:do if(k)b=0;else{h=j+-1|0;g=(h&j|0)==0;if(g)b=h&l;else if(l>>>0<j>>>0)b=l;else b=(l>>>0)%(j>>>0)|0;c=f[(f[B>>2]|0)+(b<<2)>>2]|0;if(c){if(g)while(1){c=f[c>>2]|0;if(!c)break b;o=f[c+4>>2]|0;if(!((o|0)==(l|0)|(o&h|0)==(b|0)))break b;if((f[c+8>>2]|0)==(q|0))break a}while(1){c=f[c>>2]|0;if(!c)break b;g=f[c+4>>2]|0;if((g|0)!=(l|0)){if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(b|0))break b}if((f[c+8>>2]|0)==(q|0))break a}}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=l;f[h>>2]=0;d=+(((f[D>>2]|0)+1|0)>>>0);e=+n[t>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WCa(B,b>>>0<c>>>0?c:b);b=f[C>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&l;break}if(l>>>0<b>>>0){g=b;b=l}else{g=b;b=(l>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[B>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[h>>2]=f[u>>2];f[u>>2]=h;f[c>>2]=u;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[B>>2]|0)+(b<<2)|0;r=60}}else{f[h>>2]=f[b>>2];r=60}if((r|0)==60){r=0;f[b>>2]=h}f[D>>2]=(f[D>>2]|0)+1}while(0);e=+Gha();p[v>>3]=e;if(e>=+p[w>>3]){b=0;r=63;break}}if((r|0)==63)return b|0;return 0}function LBa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=a+1296|0;u=a+1300|0;v=a+1360|0;w=a+1368|0;x=a+1236|0;y=a+1240|0;z=a+1248|0;A=a+1252|0;B=a+1244|0;while(1){b=f[u>>2]|0;if((f[t>>2]|0)==(b|0)){b=1;r=39;break}b=b+-4|0;s=f[b>>2]|0;f[u>>2]=b;b=f[s+4>>2]|0;s=f[s+8>>2]|0;if((b|0)!=(s|0))do{k=f[b>>2]|0;l=k;a:do if(0==0?((h[k+200+4>>0]|0)&3|0)==1:0)if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[y>>2]|0;o=(m|0)==0;b:do if(o)c=0;else{j=m+-1|0;i=(j&m|0)==0;if(i)c=j&q;else if(q>>>0<m>>>0)c=q;else c=(q>>>0)%(m>>>0)|0;d=f[(f[x>>2]|0)+(c<<2)>>2]|0;if(d){if(i)while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if(!((i|0)==(q|0)|(i&j|0)==(c|0)))break b;if((f[d+8>>2]|0)==(k|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if((i|0)!=(q|0)){if(i>>>0>=m>>>0)i=(i>>>0)%(m>>>0)|0;if((i|0)!=(c|0))break b}if((f[d+8>>2]|0)==(k|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;e=+(((f[z>>2]|0)+1|0)>>>0);g=+n[A>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(x,c>>>0<d>>>0?d:c);c=f[y>>2]|0;d=c+-1|0;if(!(d&c)){i=c;c=d&q;break}if(q>>>0<c>>>0){i=c;c=q}else{i=c;c=(q>>>0)%(c>>>0)|0}}else i=m;while(0);d=(f[x>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[j>>2]=f[B>>2];f[B>>2]=j;f[d>>2]=B;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;c=(f[x>>2]|0)+(c<<2)|0;r=36}}else{f[j>>2]=f[c>>2];r=36}if((r|0)==36){r=0;f[c>>2]=j}f[z>>2]=(f[z>>2]|0)+1}while(0);b=b+4|0}while((b|0)!=(s|0));g=+Gha();p[v>>3]=g;if(g>=+p[w>>3]){b=0;r=39;break}}if((r|0)==39)return b|0;return 0}function MBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;o=q+40|0;c=q;Xib(c,b);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;if((d|0)==(i|0)){u=q;return}k=+p[c>>3];l=+p[c+8>>3];m=+p[c+16>>3];j=+p[c+24>>3];c=0;a:do{e=f[d>>2]|0;h=f[d+4>>2]|0;b:do if((e|0)!=(h|0)){g=2;do{s=+p[e+24>>3]+(k*+p[e>>3]+(l*+p[e+8>>3]+m*+p[e+16>>3]));r=!(s*s>=j)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));switch(g|0){case 2:{n=17;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if((n|0)==17){u=q;return}if(!c){u=q;return}c=f[b+12>>2]|0;d=f[b+16>>2]|0;if((c|0)!=(d|0))do{MBa(a,c);c=c+72|0}while((c|0)!=(d|0));c=f[b+24>>2]|0;g=f[b+28>>2]|0;if((c|0)==(g|0)){u=q;return}h=a+1300|0;i=a+1304|0;e=a+1296|0;do{f[o>>2]=c;d=f[h>>2]|0;if(d>>>0<(f[i>>2]|0)>>>0){f[d>>2]=c;f[h>>2]=(f[h>>2]|0)+4}else _Ca(e,o);c=c+20|0}while((c|0)!=(g|0));u=q;return}function NBa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;M=u;u=u+272|0;d=M;b=AQa(f[a>>2]|0)|0;c=a+24|0;if(gAa(c,a9a(b)|0)|0){b=a+1360|0;c=a+1368|0;e=a+776|0}else{bR(c,a9a(b)|0)|0;e=IAa(c)|0;aa=+p[e>>3];Y=+p[e+8>>3];S=+p[e+16>>3];R=+p[e+24>>3];$=+p[e+32>>3];V=+p[e+40>>3];Q=+p[e+48>>3];P=+p[e+56>>3];_=+p[e+64>>3];U=+p[e+72>>3];O=+p[e+80>>3];N=+p[e+88>>3];Z=+p[e+96>>3];T=+p[e+104>>3];g=+p[e+112>>3];h=+p[e+120>>3];n[d>>2]=R-aa;n[d+4>>2]=P-$;n[d+8>>2]=N-_;n[d+12>>2]=h-Z;n[d+16>>2]=R-Y;n[d+20>>2]=P-V;n[d+24>>2]=N-U;n[d+28>>2]=h-T;n[d+32>>2]=R-S;n[d+36>>2]=P-Q;n[d+40>>2]=N-O;n[d+44>>2]=h-g;n[d+48>>2]=aa+R;n[d+52>>2]=$+P;n[d+56>>2]=_+N;n[d+60>>2]=Z+h;n[d+64>>2]=Y+R;n[d+68>>2]=V+P;n[d+72>>2]=U+N;n[d+76>>2]=T+h;n[d+80>>2]=S+R;n[d+84>>2]=Q+P;n[d+88>>2]=O+N;n[d+92>>2]=g+h;ABa(d);e=a+776|0;GBa(e,d)|0;YCa(a,a+1256|0);YCa(a,a+1276|0);h=+Gha();b=a+1360|0;p[b>>3]=h;c=a+1368|0;if(h>=+p[c>>3]){L=0;u=M;return L|0}}v=a+1240|0;w=a+1236|0;x=a+1244|0;y=a+1248|0;z=a+1256|0;A=a+1260|0;B=a+1268|0;C=a+1272|0;D=a+1256|0;E=a+1264|0;F=a+1276|0;G=a+1280|0;H=a+1288|0;I=a+1292|0;J=a+1276|0;K=a+1284|0;t=f[a+1244>>2]|0;while(1){i=t;if(!t){b=1;L=101;break}s=f[t+8>>2]|0;q=t;r=t;t=f[q>>2]|0;j=f[v>>2]|0;d=f[i+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&d;else if(d>>>0<j>>>0)m=d;else m=(d>>>0)%(j>>>0)|0;a=(f[w>>2]|0)+(m<<2)|0;o=f[a>>2]|0;while(1){d=f[o>>2]|0;if((d|0)==(i|0))break;else o=d}if((o|0)==(x|0))L=19;else{d=f[o+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(m|0))L=19}do if((L|0)==19){L=0;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(m|0))break}f[a>>2]=0}while(0);a=f[i>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(l)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(m|0)){f[(f[w>>2]|0)+(a<<2)>>2]=o;d=f[q>>2]|0}}f[o>>2]=d;f[i>>2]=0;f[y>>2]=(f[y>>2]|0)+-1;sOb(r);a=s+200|0;d=f[a>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(s);d=f[a>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(s);m=s;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;a:do if(ZCa(e,s+168|0,+n[s+152>>2])|0){k=f[A>>2]|0;l=(k|0)==0;b:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[D>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break b;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break b;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break b;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break b}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[B>>2]|0)+1|0)>>>0);h=+n[C>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(z,d>>>0<a>>>0?a:d);d=f[A>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[D>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[E>>2];f[E>>2]=j;f[a>>2]=E;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[D>>2]|0)+(d<<2)|0;L=67}}else{f[j>>2]=f[d>>2];L=67}if((L|0)==67){L=0;f[d>>2]=j}f[B>>2]=(f[B>>2]|0)+1}else{k=f[G>>2]|0;l=(k|0)==0;c:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[J>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break c;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break c;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break c;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break c}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[H>>2]|0)+1|0)>>>0);h=+n[I>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(F,d>>>0<a>>>0?a:d);d=f[G>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[J>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[K>>2];f[K>>2]=j;f[a>>2]=K;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[J>>2]|0)+(d<<2)|0;L=98}}else{f[j>>2]=f[d>>2];L=98}if((L|0)==98){L=0;f[d>>2]=j}f[H>>2]=(f[H>>2]|0)+1}while(0);aa=+Gha();p[b>>3]=aa;if(aa>=+p[c>>3]){b=0;L=101;break}}if((L|0)==101){u=M;return b|0}return 0}function OBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0;r=AQa(f[a>>2]|0)|0;s=b+4|0;t=b+8|0;u=b+12|0;v=a+1360|0;o=a+1368|0;m=f[b+8>>2]|0;while(1){e=m;if(!m){w=32;break}q=f[m+8>>2]|0;l=m;n=m;m=f[l>>2]|0;g=f[s>>2]|0;c=f[e+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;if(i)j=h&c;else if(c>>>0<g>>>0)j=c;else j=(c>>>0)%(g>>>0)|0;d=(f[b>>2]|0)+(j<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(e|0))break;else k=c}if((k|0)==(t|0))w=16;else{c=f[k+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(j|0))w=16}do if((w|0)==16){w=0;c=f[e>>2]|0;if(c|0){c=f[c+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(j|0))break}f[d>>2]=0}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(i)d=d&h;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){f[(f[b>>2]|0)+(d<<2)>>2]=k;c=f[l>>2]|0}}f[k>>2]=c;f[e>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;sOb(n);PBa(a,q);x=+Gha();p[v>>3]=x;if(x>=+p[o>>3]){w=31;break}}if((w|0)==31){u9a(r);w=0;return w|0}else if((w|0)==32){u9a(r);w=1;return w|0}return 0}
+function B_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a=f[a+4>>2]|0;i=f[c>>2]|0;h=f[a+780>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(h>>>0>i>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;a=f[(f[a+776>>2]|0)+(j<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}a:do if(e){while(1){h=f[a+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(j|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(i|0)){k=a;break a}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(i|0)){if((f[a+8>>2]|0)==(i|0)){k=a;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(j|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=b[k+12>>0]|0;if((a&255)>1){r=a;return r|0}j=f[c+4>>2]|0;switch(d|0){case 5:{a=k+56|0;h=f[k+60>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}b:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){q=a;break b}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){q=a;break b}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=q+8+5|0;break}case 3:{a=k+76|0;h=f[k+80>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}c:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){p=a;break c}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){p=a;break c}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=p+12|0;break}case 4:{a=k+96|0;h=f[k+100>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}d:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break d}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break d}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=o+12|0;break}case 1:{a=k+136|0;h=f[k+140>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}e:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){n=a;break e}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){n=a;break e}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=n+12|0;break}case 7:{a=k+116|0;h=f[k+120>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}f:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){m=a;break f}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){m=a;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=m+12|0;break}case 8:{a=k+36|0;h=f[k+40>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}g:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){l=a;break g}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){l=a;break g}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=l+8+5|0;break}case 10:{a=k+16|0;h=f[k+20>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}h:do if(e){while(1){q=f[a+4>>2]|0;e=(q|0)==(j|0);if(!(e|(q&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){r=a;break h}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){r=a;break h}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=r+8+5|0;break}default:{r=3;return r|0}}a=b[a>>0]|0;if((a&255)<3)return 197120>>>((a&255)<<3&16777215)&255|0;else{r=3;return r|0}return 0}function C_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;f_a(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;f_a(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function D_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;qZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;qZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function E_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;yZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;yZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function F_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;GZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;GZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function G_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;OZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;OZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function H_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;WZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;WZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function I_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;j=m;f[j>>2]=0;l=j+4|0;f[l>>2]=0;f[j+8>>2]=0;d=f[c>>2]|0;h=f[c+4>>2]|0;i=d+(h<<3)|0;a:do if(!h)k=9;else{g=c+20|0;h=j+8|0;do{b:do switch((K_a(a,b,f[g>>2]|0,d)|0)<<24>>24){case 0:{g=0;break a}case 3:{e=f[l>>2]|0;if((e|0)==(f[h>>2]|0)){b_a(j,d);break b}else{o=d;n=f[o+4>>2]|0;f[e>>2]=f[o>>2];f[e+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(i|0));if((f[j>>2]|0)==(f[l>>2]|0))k=9;else{L_a(c+24|0,j,c);g=1}}while(0);if((k|0)==9){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[j>>2]|0;if(!d){u=m;return g|0}e=f[l>>2]|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=m;return g|0}function J_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if((b|0)==(c|0))return;j=a+4|0;i=f[j>>2]|0;if((i|0)==(c|0)){g=b;a=c}else{do{f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];h=c+8|0;g=b+8|0;a=f[g>>2]|0;e=b+12|0;if(!a)a=b+16|0;else{d=f[e>>2]|0;if((d|0)!=(a|0))f[e>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);a=b+16|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[h>>2];g=c+12|0;f[e>>2]=f[g>>2];e=c+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[b+20>>2]=f[c+20>>2];a=c+24|0;h=b+24|0;g=f[a>>2]|0;f[a>>2]=0;a=f[h>>2]|0;f[h>>2]=g;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=c+28|0;b=b+28|0}while((c|0)!=(i|0));g=b;a=f[j>>2]|0}if((a|0)==(g|0))return;do{c=a+-28|0;f[j>>2]=c;i=a+-4|0;b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=a+-20|0;d=f[b>>2]|0;e=a+-16|0;if((d|0)==(f[e>>2]|0)){a=f[c>>2]|0;if(!a)a=d;else{tOb(a);a=f[b>>2]|0}}else a=d;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[j>>2]|0}while((a|0)!=(g|0));return}function K_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;i=l;k=(d&1|0)==0;f[i>>2]=f[e>>2];f[j>>2]=f[i>>2];d=mSa(c,j)|0;if(!d){e=0;u=l;return e|0}i=f[e+4>>2]|0;h=f[d+24>>2]|0;a:do if(h|0){g=h+-1|0;c=(g&h|0)==0;if(c)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;d=f[(f[d+20>>2]|0)+(j<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(c)while(1){h=f[d+4>>2]|0;c=(i|0)==(h|0);if(!(c|(h&g|0)==(j|0)))break a;if(c)if((f[d+8>>2]|0)==(i|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){c=f[d+4>>2]|0;if((i|0)==(c|0)){if((f[d+8>>2]|0)==(i|0))break b}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(j|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);d=f[d+16>>2]|0;if(d|0){if(k){e=1;u=l;return e|0}d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2){e=1;u=l;return e|0}e=0;u=l;return e|0}}}}while(0);e=B_a(a,e,5)|0;u=l;return e|0}function L_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;cFa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;cFa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function M_a(a){a=a|0;var b=0,c=0;b=a+12|0;if((f[b>>2]|0)!=2)return;c=a+4|0;fZa(f[c>>2]|0,a,f[(f[a+8>>2]|0)+232>>2]|0);if((f[b>>2]|0)!=2)return;gZa(f[c>>2]|0,0);return}function N_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+4|0;m=p;o=f[(f[a+8>>2]|0)+232>>2]|0;e=f[b>>2]|0;f[m>>2]=e;f[n>>2]=f[m>>2];if(!(LQa(o,n)|0)){u=p;return}m=f[a+4>>2]|0;i=f[m+780>>2]|0;a:do if(i|0){j=i+-1|0;k=(j&i|0)==0;if(k)d=j&e;else if(i>>>0>e>>>0)d=e;else d=(e>>>0)%(i>>>0)|0;l=m+776|0;g=f[l>>2]|0;b=f[g+(d<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(k)while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&j|0)==(d|0)))break a;if(c)if((f[b+8>>2]|0)==(e|0)){n=b;break b}b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){n=b;break b}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(d|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);if(k)e=j&e;else if(i>>>0<=e>>>0)e=(e>>>0)%(i>>>0)|0;c=g+(e<<2)|0;g=f[c>>2]|0;while(1){b=f[g>>2]|0;if((b|0)==(n|0))break;else g=b}if((g|0)==(m+784|0))h=33;else{b=f[g+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0))d=n;else h=33}do if((h|0)==33){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0)){d=n;break}}f[c>>2]=0;d=n}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(k)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(e|0)){f[(f[l>>2]|0)+(c<<2)>>2]=g;b=f[n>>2]|0}}f[g>>2]=b;f[d>>2]=0;b=m+788|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[n+144>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+136|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+124>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+116|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+104>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+96|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+84>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+76|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+64>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+56|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+44>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+36|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+24>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+16|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);sOb(n)}}}while(0);n=f[(f[a>>2]|0)+28>>2]|0;o=ORa(o)|0;oh[n&1023](a,o);u=p;return}function O_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+232>>2]|0;g=f[a+4>>2]|0;switch(b|0){case 0:{b=f[g+8>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{w_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+20>>2]|0;c=f[g+24>>2]|0;if((b|0)!=(c|0))do{w_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));CYa(g);return}case 1:{e=g+32|0;b=f[g+40>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{v_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+52>>2]|0;c=f[g+56>>2]|0;if((b|0)!=(c|0))do{v_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));DYa(e);return}case 2:{e=g+64|0;b=f[g+72>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+84>>2]|0;c=f[g+88>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);e=g+96|0;b=f[g+104>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+116>>2]|0;c=f[g+120>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);return}case 8:{e=g+224|0;b=f[g+232>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{t_a(a,h,c);c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+244>>2]|0;c=f[g+248>>2]|0;if((b|0)!=(c|0))do{t_a(a,h,b);b=b+28|0}while((b|0)!=(c|0));LYa(e);return}case 4:{e=g+128|0;b=f[g+136>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{q_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+148>>2]|0;c=f[g+152>>2]|0;if((b|0)!=(c|0))do{q_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));FYa(e);return}case 6:{e=g+160|0;b=f[g+168>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{s_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+180>>2]|0;c=f[g+184>>2]|0;if((b|0)!=(c|0))do{s_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));GYa(e);return}case 7:{e=g+192|0;b=f[g+200>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{u_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+212>>2]|0;c=f[g+216>>2]|0;if((b|0)!=(c|0))do{u_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));KYa(e);return}default:return}}function P_a(a){a=a|0;var b=0,c=0;c=f[(f[a+8>>2]|0)+232>>2]|0;b=f[a+4>>2]|0;Q_a(b,a,c,b+64|0);Q_a(b,a,c,b+96|0);return}function Q_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;a=f[d+8>>2]|0;if(a|0){s=d+4|0;t=d+8|0;u=d+12|0;do{q=a;r=q+12|0;e=f[r>>2]|0;h=q+16|0;g=f[h>>2]|0;if((e|0)!=(g|0))do{if(!(f[e+20>>2]&1))I_a(b,c,e)|0;e=e+28|0}while((e|0)!=(g|0));R_a(r);o=a;p=a;a=f[o>>2]|0;if((f[r>>2]|0)==(f[h>>2]|0)){e=f[q>>2]|0;j=f[s>>2]|0;g=f[q+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&g;else if(g>>>0<j>>>0)m=g;else m=(g>>>0)%(j>>>0)|0;i=(f[d>>2]|0)+(m<<2)|0;n=f[i>>2]|0;while(1){g=f[n>>2]|0;if((g|0)==(q|0))break;else n=g}if((n|0)==(t|0))h=20;else{g=f[n+4>>2]|0;if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)==(m|0)){g=e;h=28}else h=20}do if((h|0)==20){if(e|0){g=f[e+4>>2]|0;if(l)h=g&k;else if(g>>>0<j>>>0)h=g;else h=(g>>>0)%(j>>>0)|0;if((h|0)==(m|0)){h=30;break}}f[i>>2]=0;g=f[q>>2]|0;h=28}while(0);if((h|0)==28){h=0;e=g;if(g){g=f[g+4>>2]|0;h=30}}if((h|0)==30){if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(m|0)){f[(f[d>>2]|0)+(g<<2)>>2]=n;e=f[o>>2]|0}}f[n>>2]=e;f[q>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;UYa(r);sOb(p)}}while((a|0)!=0)}g=d+20|0;a=f[g>>2]|0;e=f[d+24>>2]|0;if((a|0)==(e|0)){R_a(g);return}do{if(!(f[a+20>>2]&1))I_a(b,c,a)|0;a=a+28|0}while((a|0)!=(e|0));R_a(g);return}function R_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;b=f[a>>2]|0;m=a+4|0;n=f[m>>2]|0;a:do if((b|0)!=(n|0)){do{if(!(f[b+20>>2]&1))break a;b=b+28|0}while((b|0)!=(n|0));m=n;J_a(a,n,m);return}while(0);c=b;if((b|0)==(n|0)){m=c;J_a(a,m,n);return}else b=c;b:while(1){k=b;do{j=k;i=j+28|0;k=i;if((i|0)==(n|0))break b;d=j+48|0;b=f[d>>2]|0}while(!(b&1|0));l=c;f[c>>2]=f[i>>2];f[l+4>>2]=f[j+32>>2];g=j+36|0;h=l+8|0;c=f[h>>2]|0;e=l+12|0;if(!c)c=l+16|0;else{b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);c=l+16|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0;b=f[d>>2]|0}f[h>>2]=f[g>>2];h=j+40|0;f[e>>2]=f[h>>2];e=j+44|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[l+20>>2]=b;b=j+52|0;j=l+24|0;i=f[b>>2]|0;f[b>>2]=0;b=f[j>>2]|0;f[j>>2]=i;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=k;c=l+28|0}n=f[m>>2]|0;m=c;J_a(a,m,n);return}function S_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=(f[a+8>>2]|0)+188|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];T_a(a,b,e);u=d;return}function T_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=f[d>>2]|0;h=j+16|0;do{g=e+16|0;d=f[g>>2]|0;if(d|0){f[k>>2]=i;f[j>>2]=c;xh[f[(f[d>>2]|0)+24>>2]&127](d,j,k);if(b[e+24>>0]|0){f[h>>2]=0;d=f[g>>2]|0;if((e|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[g>>2]=0;d=f[h>>2]|0;do if(!d){f[g>>2]=0;m=15}else if((j|0)==(d|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=d;f[h>>2]=0;d=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;d=g}if((j|0)==(d|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));d=f[n>>2]|0;if((f[a>>2]|0)==(d|0)){u=o;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{m=30;break}d=d+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){m=30;break}}if((m|0)==30){u=o;return}}function U_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r+16|0;l=r+12|0;n=r+8|0;o=r+4|0;p=r;f[n>>2]=b;j=V_a((f[a+4>>2]|0)+796|0,n)|0;b=f[d>>2]|0;i=f[j+4>>2]|0;a:do if(!i)q=19;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&b;else if(b>>>0<i>>>0)k=b;else k=(b>>>0)%(i>>>0)|0;e=f[(f[j>>2]|0)+(k<<2)>>2]|0;if(!e)q=19;else{e=f[e>>2]|0;if(!e)q=19;else{if(g)while(1){i=f[e+4>>2]|0;g=(i|0)==(b|0);if(!(g|(i&h|0)==(k|0))){q=19;break a}if(g)if((f[e+8>>2]|0)==(b|0))break a;e=f[e>>2]|0;if(!e){q=19;break a}}while(1){g=f[e+4>>2]|0;if((g|0)==(b|0)){if((f[e+8>>2]|0)==(b|0))break a}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){q=19;break a}}e=f[e>>2]|0;if(!e){q=19;break}}}}}while(0);if((q|0)==19){b=W_a(j,d)|0;f[b>>2]=f[c>>2];X_a(j+20|0,c)|0;b=f[d>>2]|0}a=(f[a+8>>2]|0)+164|0;q=f[n>>2]|0;f[o>>2]=f[c>>2];f[p>>2]=b;f[l>>2]=f[o>>2];f[m>>2]=f[p>>2];Y_a(a,q,l,m);u=r;return}function V_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(52)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;l=h+32|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+48>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)b$a(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)b$a(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function W_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;$_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function X_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Z_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Y_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function Z_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){__a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;__a(a,b);return}function __a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){a$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;a$a(a,b);return}function a$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function b$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function c$a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;g=u;u=u+32|0;h=g+24|0;i=g+20|0;j=g+16|0;o=g+12|0;m=g+8|0;l=g+4|0;k=g;f[o>>2]=b;b=d$a(X_a((V_a((f[a+4>>2]|0)+796|0,o)|0)+20|0,c)|0,e)|0;n=f[d>>2]|0;f[b>>2]=n;b=(f[a+8>>2]|0)+176|0;d=f[o>>2]|0;f[m>>2]=f[c>>2];f[l>>2]=n;f[k>>2]=f[e>>2];f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];e$a(b,d,j,i,h);u=g;return}function d$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;f$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function e$a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;n=s+16|0;o=s+8|0;p=s;h=f[a>>2]|0;r=a+4|0;l=f[r>>2]|0;if((h|0)==(l|0)){u=s;return}k=f[d>>2]|0;j=f[e>>2]|0;g=f[g>>2]|0;i=m+16|0;do{e=h+16|0;d=f[e>>2]|0;if(d|0){f[n>>2]=g;f[o>>2]=j;f[p>>2]=k;f[m>>2]=c;Lh[f[(f[d>>2]|0)+24>>2]&255](d,m,p,o,n);if(b[h+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((h|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;q=15}else if((m|0)==(d|0)){f[e>>2]=h;q=f[i>>2]|0;oh[f[(f[q>>2]|0)+12>>2]&1023](q,h);q=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((q|0)==15){q=0;e=f[i>>2]|0;d=e}if((m|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}h=h+32|0}while((h|0)!=(l|0));d=f[r>>2]|0;if((f[a>>2]|0)==(d|0)){u=s;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{q=30;break}d=d+-32|0;while(1){q=e+-32|0;f[r>>2]=q;if((q|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[r>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){q=30;break}}if((q|0)==30){u=s;return}}function f$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){g$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;g$a(a,b);return}function g$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h$a(a){a=a|0;hZa(f[a+4>>2]|0);return}function i$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+504|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+508|0;a=f[k>>2]|0;l=l+512|0;j=f[l>>2]|0;d=j;if(a>>>0<j>>>0){f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;f[a>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[a+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;f[a+12>>2]=e;b[a+16>>0]=c;f[k>>2]=(f[k>>2]|0)+20;a=n}else{g=f[m>>2]|0;h=(a-g|0)/20|0;a=h+1|0;if(a>>>0>214748364)AMb(m);g=(d-g|0)/20|0;j=g<<1;a=g>>>0<107374182?(j>>>0<a>>>0?a:j):214748364;do if(!a)i=0;else if(a>>>0>214748364)vd();else{i=pOb(a*20|0)|0;break}while(0);d=i+(h*20|0)|0;g=d;j=i+(a*20|0)|0;f[i+(h*20|0)+8>>2]=0;f[d>>2]=f[n>>2];a=n+4|0;f[i+(h*20|0)+4>>2]=f[a>>2];p=n+8|0;f[i+(h*20|0)+8>>2]=f[p>>2];f[p>>2]=0;f[a>>2]=0;f[n>>2]=0;f[i+(h*20|0)+12>>2]=e;b[i+(h*20|0)+16>>0]=c;c=d+20|0;h=f[m>>2]|0;a=f[k>>2]|0;if((a|0)==(h|0)){a=g;e=h;g=h}else{do{i=d+-20|0;p=a;a=a+-20|0;f[i>>2]=0;e=d+-16|0;f[e>>2]=0;f[d+-12>>2]=0;f[i>>2]=f[a>>2];i=p+-16|0;f[e>>2]=f[i>>2];e=p+-12|0;f[d+-12>>2]=f[e>>2];f[e>>2]=0;f[i>>2]=0;f[a>>2]=0;f[d+-8>>2]=f[p+-8>>2];b[d+-4>>0]=b[p+-4>>0]|0;d=g+-20|0;g=d}while((a|0)!=(h|0));a=g;e=f[m>>2]|0;g=f[k>>2]|0}f[m>>2]=a;f[k>>2]=c;f[l>>2]=j;c=e;if((g|0)!=(c|0))do{a=g;g=g+-20|0;h=f[g>>2]|0;if(h|0){a=a+-16|0;d=f[a>>2]|0;if((d|0)!=(h|0))f[a>>2]=d+(~((d+-8-h|0)>>>3)<<3);sOb(h)}}while((g|0)!=(c|0));if(!e)a=n;else{sOb(e);a=n}}g=f[a>>2]|0;if(g|0){a=n+4|0;d=f[a>>2]|0;if((d|0)!=(g|0))f[a>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}u=o;return}function j$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=b+(c<<3)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;d=c<<3;e=d>>3;do if(!e){e=0;b=0;d=0;j=11}else{if(e>>>0>536870911)AMb(a);d=pOb(d)|0;f[k>>2]=d;f[a>>2]=d;f[a+8>>2]=d+(e<<3);if(!c){e=d;b=d;j=11}else{h=d;do{c=b;e=f[c+4>>2]|0;i=h;f[i>>2]=f[c>>2];f[i+4>>2]=e;b=b+8|0;i=f[k>>2]|0;h=i+8|0;f[k>>2]=h}while((b|0)!=(g|0));d=h;b=f[a>>2]|0;if((b|0)==(h|0)){e=h;j=11}else{e=b;while(1){if(!(f[e>>2]|0))break;if((e|0)==(i|0)){j=10;break}else e=e+8|0}if((j|0)==10){c=h;e=h;break}c=e;if((e|0)==(h|0))e=h;else{b=c;a:while(1){do{h=b;d=h+8|0;b=d;if((i|0)==(h|0))break a}while(!(f[d>>2]|0));e=d;g=f[e+4>>2]|0;h=c;f[h>>2]=f[e>>2];f[h+4>>2]=g;c=c+8|0}d=f[k>>2]|0;b=f[a>>2]|0;e=d}}}}while(0);if((j|0)==11)c=e;g=b+(c-b>>3<<3)|0;if((e|0)==(c|0))return;b=g+(e-c>>3<<3)|0;c=d-b|0;e=c>>3;if(e){cQb(g|0,b|0,c|0)|0;d=f[k>>2]|0}b=g+(e<<3)|0;if((d|0)==(b|0))return;f[k>>2]=d+(~((d+-8-b|0)>>>3)<<3);return}function k$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;h=e&1;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+492|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+496|0;e=f[k>>2]|0;l=l+500|0;j=f[l>>2]|0;a=j;if(e>>>0<j>>>0){f[e>>2]=0;l=e+4|0;f[l>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[e+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;b[e+12>>0]=h;b[e+13>>0]=c;f[k>>2]=(f[k>>2]|0)+16;e=n}else{d=f[m>>2]|0;g=e-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(m);d=a-d|0;j=d>>3;e=d>>4>>>0<134217727?(j>>>0<e>>>0?e:j):268435455;do if(!e)i=0;else if(e>>>0>268435455)vd();else{i=pOb(e<<4)|0;break}while(0);a=i+(g<<4)|0;d=a;j=i+(e<<4)|0;f[i+(g<<4)+8>>2]=0;f[a>>2]=f[n>>2];e=n+4|0;f[i+(g<<4)+4>>2]=f[e>>2];p=n+8|0;f[i+(g<<4)+8>>2]=f[p>>2];f[p>>2]=0;f[e>>2]=0;f[n>>2]=0;b[i+(g<<4)+12>>0]=h;b[i+(g<<4)+13>>0]=c;h=a+16|0;g=f[m>>2]|0;e=f[k>>2]|0;if((e|0)==(g|0)){e=d;c=g;d=g}else{do{i=a+-16|0;p=e;e=e+-16|0;f[i>>2]=0;c=a+-12|0;f[c>>2]=0;f[a+-8>>2]=0;f[i>>2]=f[e>>2];i=p+-12|0;f[c>>2]=f[i>>2];c=p+-8|0;f[a+-8>>2]=f[c>>2];f[c>>2]=0;f[i>>2]=0;f[e>>2]=0;b[a+-4>>0]=b[p+-4>>0]|0;b[a+-3>>0]=b[p+-3>>0]|0;a=d+-16|0;d=a}while((e|0)!=(g|0));e=d;c=f[m>>2]|0;d=f[k>>2]|0}f[m>>2]=e;f[k>>2]=h;f[l>>2]=j;h=c;if((d|0)!=(h|0))do{e=d;d=d+-16|0;g=f[d>>2]|0;if(g|0){e=e+-12|0;a=f[e>>2]|0;if((a|0)!=(g|0))f[e>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g)}}while((d|0)!=(h|0));if(!c)e=n;else{sOb(c);e=n}}d=f[e>>2]|0;if(d|0){e=n+4|0;a=f[e>>2]|0;if((a|0)!=(d|0))f[e>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d)}u=o;return}function l$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if((f[a+12>>2]|0)!=2)return;i=c&1;g=a+4|0;c=f[g>>2]|0;h=f[c+492>>2]|0;e=c+496|0;a=f[e>>2]|0;if((a|0)!=(h|0)){while(1){c=a+-16|0;f[e>>2]=c;d=f[c>>2]|0;if(d){c=a+-12|0;a=f[c>>2]|0;if((a|0)!=(d|0))f[c>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d);c=f[e>>2]|0}if((c|0)==(h|0))break;else a=c}c=f[g>>2]|0}b[c+489>>0]=i;b[c+490>>0]=1;return}function m$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[a+12>>2]|0)!=2)return;Fh[f[(f[a>>2]|0)+68>>2]&255](a,b,c,d);return}function n$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if((f[a+12>>2]|0)!=2)return;h=f[b>>2]|0;k=b+4|0;e=f[k>>2]|0;i=h+(e<<3)|0;a:do if(!e){g=h;j=5}else{g=h;while(1){if(!(f[g>>2]|0)){j=5;break a}g=g+8|0;if((g|0)==(i|0)){g=i;break}}}while(0);if((j|0)==5)if((g|0)==(i|0))g=i;else{e=g;b:while(1){do{e=e+8|0;if((e|0)==(i|0))break 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r$a(a,c){a=a|0;c=c|0;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;f[a+476>>2]=c;b[a+480>>0]=1;return}function s$a(a,c){a=a|0;c=+c;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;n[a+484>>2]=c;b[a+488>>0]=1;hZa(a);return}function t$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if((f[a+12>>2]|0)!=2)return;e=f[b>>2]|0;j=b+4|0;c=f[j>>2]|0;g=e+(c<<3)|0;a:do if(!c){d=e;u=5}else{d=e;while(1){if(!(f[d>>2]|0)){u=5;break a}d=d+8|0;if((d|0)==(g|0)){d=g;break}}}while(0);if((u|0)==5)if((d|0)==(g|0))d=g;else{c=d;b:while(1){do{c=c+8|0;if((c|0)==(g|0))break b}while(!(f[c>>2]|0));r=c;s=f[r+4>>2]|0;t=d;f[t>>2]=f[r>>2];f[t+4>>2]=s;d=d+8|0}e=f[b>>2]|0;c=f[j>>2]|0}c=c-(e+(c<<3)-d>>3)|0;f[j>>2]=c;if(!c)return;s=f[a+4>>2]|0;t=s+540|0;o=e+(c<<3)|0;p=s+544|0;q=s+552|0;r=s+556|0;s=s+548|0;c=f[p>>2]|0;do{j=f[e>>2]|0;k=f[e+4>>2]|0;m=k+-1640531527+(j<<6)+(j>>>2)^j;l=(c|0)==0;c:do if(l){d=0;u=32}else{a=c+-1|0;b=(a&c|0)==0;if(b)d=m&a;else if(m>>>0<c>>>0)d=m;else 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if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;u=45}}else{f[b>>2]=f[d>>2];u=45}if((u|0)==45){u=0;f[d>>2]=b}f[q>>2]=(f[q>>2]|0)+1}e=e+8|0}while((e|0)!=(o|0));return}function u$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;if((f[a+12>>2]|0)!=2){a=f[b>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,g);u=h;return}d=a+4|0;c=f[d>>2]|0;e=f[c+764>>2]|0;if(e){oh[f[(f[e>>2]|0)+12>>2]&1023](e,g);c=f[d>>2]|0}g=c+764|0;e=f[b>>2]|0;f[b>>2]=0;c=f[g>>2]|0;f[g>>2]=e;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);gh[f[(f[a>>2]|0)+48>>2]&2047](a);u=h;return}function v$a(a,b){a=a|0;b=b|0;if(!a)return;w$a(b);return}function w$a(a){a=a|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;d=a+4|0;c=f[d>>2]|0;if(!(f[c+768>>2]|0)){u=g;return}c=f[c+772>>2]|0;if(!c){u=g;return}if(!(Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0)){Hha(942,a,1);u=g;return}a=f[(f[d>>2]|0)+772>>2]|0;oh[f[(f[a>>2]|0)+20>>2]&1023](e,a);a=f[(f[d>>2]|0)+768>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,e);a=(f[d>>2]|0)+768|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=(f[d>>2]|0)+772|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=g;return}function x$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;g=a+4|0;e=(f[g>>2]|0)+768|0;if(f[e>>2]|0){d=f[c>>2]|0;c=f[(f[d>>2]|0)+12>>2]|0;e=pOb(32)|0;f[i>>2]=e;f[i+8>>2]=-2147483616;f[i+4>>2]=30;a=e;g=191186;h=a+30|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(h|0));b[e+30>>0]=0;oh[c&1023](d,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);u=j;return}h=f[c>>2]|0;f[c>>2]=0;c=f[e>>2]|0;f[e>>2]=h;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=f[(f[a+8>>2]|0)+232>>2]|0;O6a(i,d);h=(f[g>>2]|0)+772|0;d=f[i>>2]|0;f[i>>2]=0;c=f[h>>2]|0;f[h>>2]=d;if(!c)f[i>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=f[(f[g>>2]|0)+772>>2]|0;oh[f[(f[i>>2]|0)+8>>2]&1023](i,e);i=f[(f[g>>2]|0)+772>>2]|0;gh[f[(f[i>>2]|0)+12>>2]&2047](i);Hha(942,a,5);u=j;return}function y$a(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=(f[a+4>>2]|0)+764|0;a=f[c>>2]|0;if(!a){u=d;return}if(b)oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);else oh[f[(f[a>>2]|0)+8>>2]&1023](a,d);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function z$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(f[b>>2]|0))return;Fh[f[(f[a>>2]|0)+36>>2]&255](a,b,c,d);return}function A$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;l=n;if(!(f[b>>2]|0)){u=n;return}m=f[a+4>>2]|0;i=m+820|0;k=(f[i>>2]|0)+-1|0;f[i>>2]=k;i=m+428|0;d=m+432|0;e=f[d>>2]|0;do if(!e){h=d;g=d}else{g=m+432|0;while(1){d=f[e+16>>2]|0;if(d>>>0<k>>>0){d=f[e>>2]|0;if(!d){d=7;break}}else{if(d>>>0<=k>>>0){d=11;break}g=e+4|0;d=f[g>>2]|0;if(!d){d=10;break}else e=g}g=e;e=d}if((d|0)==7){h=e;g=e;break}else if((d|0)==10){h=e;break}else if((d|0)==11){h=e;break}}while(0);if(!(f[g>>2]|0)){d=pOb(20)|0;f[d+16>>2]=k;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=h;f[g>>2]=d;e=f[f[i>>2]>>2]|0;if(e){f[i>>2]=e;d=f[g>>2]|0}r_a(f[m+432>>2]|0,d);m=m+436|0;f[m>>2]=(f[m>>2]|0)+1}m=f[(f[a>>2]|0)+40>>2]|0;f[l>>2]=k;f[j>>2]=f[l>>2];Fh[m&255](a,j,b,c);u=n;return}function B$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;i=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){b=f[b>>2]|0;if(!b){u=l;return}oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);u=l;return}h=f[a+4>>2]|0;n=h+820|0;m=(f[n>>2]|0)+-1|0;f[n>>2]=m;f[j>>2]=m;if(f[b>>2]|0){n=C$a(h+256|0,j)|0;m=f[b>>2]|0;f[b>>2]=0;b=f[n>>2]|0;f[n>>2]=m;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}n=f[(f[a>>2]|0)+104>>2]|0;f[k>>2]=f[j>>2];f[i>>2]=f[k>>2];Ih[n&7](a,i,c,d,e,g);u=l;return}function C$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;D$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function D$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){E$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;E$a(a,b);return}function E$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function F$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;s=w+8|0;t=w+4|0;v=w;if((f[a+12>>2]|0)!=2){d=f[b>>2]|0;if(!d){u=w;return}oh[f[(f[d>>2]|0)+16>>2]&1023](d,0);u=w;return}r=a+4|0;gZa(f[r>>2]|0,1);p=(f[r>>2]|0)+820|0;d=(f[p>>2]|0)+-1|0;f[p>>2]=d;f[t>>2]=d;d=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;p=f[c>>2]|0;q=c+4|0;n=f[q>>2]|0;m=p+(n<<2)|0;a:do if(!n){e=p;d=0}else{n=d+4|0;j=f[d>>2]|0;i=p;do{k=f[i>>2]|0;h=f[n>>2]|0;b:do if(!h)o=34;else{g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[j+(l<<2)>>2]|0;if(!d)o=34;else{d=f[d>>2]|0;if(!d)o=34;else{if(e)while(1){h=f[d+4>>2]|0;e=(k|0)==(h|0);if(!(e|(h&g|0)==(l|0))){o=34;break b}if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d){o=34;break b}}while(1){e=f[d+4>>2]|0;if((k|0)==(e|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0)){o=34;break b}}d=f[d>>2]|0;if(!d){o=34;break}}}}}while(0);if((o|0)==34){o=0;f[i>>2]=0}i=i+4|0}while((i|0)!=(m|0));d=f[q>>2]|0;h=p+(d<<2)|0;c:do if(!d){e=p;d=0}else{e=p;while(1){if(!(f[e>>2]|0))break c;e=e+4|0;if((e|0)==(h|0)){e=h;break a}}}while(0);if((e|0)==(h|0))e=h;else{d=e;d:while(1){do{d=d+4|0;if((d|0)==(h|0))break d;g=f[d>>2]|0}while(!(g|0));f[e>>2]=g;e=e+4|0}d=f[q>>2]|0}}while(0);p=d-(p+(d<<2)-e>>2)|0;f[q>>2]=p;d=f[b>>2]|0;e=(d|0)!=0;if(!p){if(e)oh[f[(f[d>>2]|0)+8>>2]&1023](d,s)}else{if(e){r=C$a((f[r>>2]|0)+296|0,t)|0;q=f[b>>2]|0;f[b>>2]=0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}r=f[(f[a>>2]|0)+108>>2]|0;f[v>>2]=f[t>>2];f[s>>2]=f[v>>2];xh[r&127](a,s,c)}u=w;return}function G$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;t=x+4|0;v=x;q=f[a+4>>2]|0;s=q+820|0;w=(f[s>>2]|0)+-1|0;f[s>>2]=w;s=q+316|0;p=q+320|0;o=f[p>>2]|0;j=(o|0)==0;a:do if(j){e=0;r=17}else{i=o+-1|0;h=(i&o|0)==0;if(h)e=i&w;else if(o>>>0>w>>>0)e=w;else e=(w>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(!g)r=17;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=17;break a}m=f[g+4>>2]|0;if(!((m|0)==(w|0)|(m&i|0)==(e|0))){r=17;break a}if((f[g+8>>2]|0)==(w|0)){m=g;break a}}while(1){g=f[g>>2]|0;if(!g){r=17;break a}h=f[g+4>>2]|0;if((h|0)!=(w|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(e|0)){r=17;break a}}if((f[g+8>>2]|0)==(w|0)){m=g;break}}}}while(0);if((r|0)==17){m=pOb(56)|0;f[m+8>>2]=w;g=m+12|0;h=g+44|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[m+4>>2]=w;f[m>>2]=0;i=q+328|0;k=+(((f[i>>2]|0)+1|0)>>>0);g=q+332|0;l=+n[g>>2];do if(j|l*+(o>>>0)<k){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;j=~~+W(+(k/l))>>>0;e=e>>>0<j>>>0?j:e;if((e|0)==1){e=2;h=o}else if(!(e+-1&e))h=o;else{e=hDb(e)|0;h=f[p>>2]|0}if(e>>>0>h>>>0)H$a(s,e);else if(e>>>0<h>>>0){g=~~+W(+(+((f[i>>2]|0)>>>0)/+n[g>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)g=1<<32-(_(g+-1|0)|0);else g=hDb(g)|0;e=e>>>0<g>>>0?g:e;if(e>>>0<h>>>0)H$a(s,e)}e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&w;break}if(e>>>0>w>>>0){h=e;e=w}else{h=e;e=(w>>>0)%(e>>>0)|0}}else h=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=q+324|0;f[m>>2]=f[e>>2];f[e>>2]=m;f[g>>2]=e;e=f[m>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[s>>2]|0)+(e<<2)|0;r=41}}else{f[m>>2]=f[e>>2];r=41}if((r|0)==41)f[e>>2]=m;f[i>>2]=(f[i>>2]|0)+1}s=m+12|0;r=f[b>>2]|0;f[b>>2]=0;e=f[s>>2]|0;f[s>>2]=r;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);f[m+16>>2]=f[c>>2];f[m+20>>2]=f[c+4>>2];i=c+8|0;j=m+24|0;e=f[j>>2]|0;h=m+28|0;if(!e)e=m+32|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=m+32|0;f[e>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=c+12|0;f[h>>2]=f[g>>2];h=c+16|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[c>>2]=0;f[m+36>>2]=f[d>>2];f[m+40>>2]=f[d+4>>2];g=d+8|0;h=m+44|0;i=f[h>>2]|0;e=m+48|0;if(!i){s=m+52|0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}j=f[e>>2]|0;if((j|0)!=(i|0))f[e>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);s=m+52|0;f[s>>2]=0;f[e>>2]=0;f[h>>2]=0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}function H$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;zYa(a,b);AYa(a,b,a+816|0);g=a+456|0;if(f[g>>2]|0){d=a+452|0;b=f[d>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);f[d>>2]=0;d=f[a+448>>2]|0;if(d|0){e=a+444|0;b=0;do{f[(f[e>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[g>>2]=0}e=a+464|0;g=a+468|0;NYa(e,f[g>>2]|0);f[a+472>>2]=0;f[e>>2]=g;f[g>>2]=0;if(c)return;d=a+788|0;if(f[d>>2]|0){e=a+784|0;aZa(f[e>>2]|0);f[e>>2]=0;e=f[a+780>>2]|0;if(e|0){g=a+776|0;b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(e|0))}f[d>>2]=0}e=a+808|0;if(!(f[e>>2]|0))return;g=a+804|0;$Ya(f[g>>2]|0);f[g>>2]=0;g=f[a+800>>2]|0;if(g|0){d=a+796|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(g|0))}f[e>>2]=0;return}function J$a(a){a=a|0;b[(f[a+4>>2]|0)+536>>0]=1;return}function K$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+8|0;k=m+4|0;l=m;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;n=f[c+4>>2]|0;i=h+(n<<3)|0;if(n|0){while(1){if(f[h>>2]|0)break;h=h+8|0;if((h|0)==(i|0))break a}n=f[b>>2]|0;oh[f[(f[n>>2]|0)+16>>2]&1023](n,0);u=m;return}}while(0);n=a+4|0;gZa(f[n>>2]|0,1);n=f[n>>2]|0;h=n+820|0;i=(f[h>>2]|0)+-1|0;f[h>>2]=i;f[k>>2]=i;n=L$a(n+276|0,k)|0;i=f[b>>2]|0;f[b>>2]=0;h=f[n>>2]|0;f[n>>2]=i;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[(f[a>>2]|0)+112>>2]|0;f[l>>2]=f[k>>2];f[j>>2]=f[l>>2];Th[n&127](a,j,c,d,e,g);u=m;return}function L$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;M$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function M$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){N$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;N$a(a,b);return}function N$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;d=f[c>>2]|0;n=f[c+4>>2]|0;o=d+(n<<3)|0;if(!n)return;m=a+4|0;n=p<<24>>24==0;l=d;do{d=xYa((f[m>>2]|0)+776|0,l)|0;a:do if((h[d>>0]|0)<=1){j=d+44|0;k=l+4|0;i=f[k>>2]|0;e=f[d+48>>2]|0;b:do if(!e)q=23;else{a=e+-1|0;c=(a&e|0)==0;if(c)g=a&i;else if(e>>>0>i>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;d=f[(f[j>>2]|0)+(g<<2)>>2]|0;if(!d)q=23;else{d=f[d>>2]|0;if(!d)q=23;else{c:do if(c)while(1){e=f[d+4>>2]|0;c=(e|0)==(i|0);if(!(c|(e&a|0)==(g|0))){q=23;break b}if(c)if((f[d+8>>2]|0)==(i|0))break c;d=f[d>>2]|0;if(!d){q=23;break b}}else while(1){c=f[d+4>>2]|0;if((c|0)==(i|0)){if((f[d+8>>2]|0)==(i|0))break c}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){q=23;break b}}d=f[d>>2]|0;if(!d){q=23;break b}}while(0);c=d+12|0;if(n|(b[d+8+5>>0]|0)!=0)break a;if(b[c>>0]|0)break a;b[c>>0]=1}}}while(0);if((q|0)==23){q=0;k=P$a(j,k)|0;b[k>>0]=p;b[k+1>>0]=0}d=Q$a((f[m>>2]|0)+664|0,l)|0;if(!d){k=R$a((f[m>>2]|0)+664|0,l)|0;b[k>>0]=p;break}else{k=d+16|0;b[k>>0]=b[k>>0]|p;break}}while(0);l=l+8|0}while((l|0)!=(o|0));return}function P$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)U$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)U$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function Q$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function R$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;S$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function S$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){T$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;T$a(a,b);return}function T$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function U$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function V$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;e=f[c>>2]|0;n=f[c+4>>2]|0;o=e+(n<<3)|0;if(!n)return;n=a+4|0;m=d^1;do{c=xYa((f[n>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){k=c+4|0;l=e+4|0;j=f[l>>2]|0;g=f[c+8>>2]|0;b:do if(!g)q=23;else{d=g+-1|0;a=(d&g|0)==0;if(a)i=d&j;else if(g>>>0>j>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[k>>2]|0)+(i<<2)>>2]|0;if(!c)q=23;else{c=f[c>>2]|0;if(!c)q=23;else{c:do if(a)while(1){g=f[c+4>>2]|0;a=(g|0)==(j|0);if(!(a|(g&d|0)==(i|0))){q=23;break b}if(a)if((f[c+8>>2]|0)==(j|0))break c;c=f[c>>2]|0;if(!c){q=23;break b}}else while(1){a=f[c+4>>2]|0;if((a|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break c}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(i|0)){q=23;break b}}c=f[c>>2]|0;if(!c){q=23;break b}}while(0);a=c+12|0;if((b[c+8+5>>0]|0)!=0|m)break a;if(b[a>>0]|0)break a;b[a>>0]=1}}}while(0);if((q|0)==23){q=0;l=W$a(k,l)|0;b[l>>0]=p;b[l+1>>0]=0}c=X$a((f[n>>2]|0)+624|0,e)|0;if(!c){l=Y$a((f[n>>2]|0)+624|0,e)|0;b[l>>0]=p;break}else{l=c+16|0;b[l>>0]=b[l>>0]|p;break}}while(0);e=e+8|0}while((e|0)!=(o|0));return}function W$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)$$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)$$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function X$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Y$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Z$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Z$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_$a(a,b);return}function _$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function $$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function a0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=d&1;e=f[c>>2]|0;o=f[c+4>>2]|0;p=e+(o<<3)|0;if(!o)return;o=a+4|0;n=d^1;do{c=xYa((f[o>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){l=c+24|0;m=e+4|0;k=f[m>>2]|0;i=f[c+28>>2]|0;b:do if(!i)r=23;else{g=i+-1|0;d=(g&i|0)==0;if(d)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;c=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!c)r=23;else{a=f[c>>2]|0;if(!a)r=23;else{c:do if(d)while(1){i=f[a+4>>2]|0;c=(i|0)==(k|0);if(!(c|(i&g|0)==(j|0))){r=23;break b}if(c)if((f[a+8>>2]|0)==(k|0))break c;a=f[a>>2]|0;if(!a){r=23;break b}}else while(1){c=f[a+4>>2]|0;if((c|0)==(k|0)){if((f[a+8>>2]|0)==(k|0))break c}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(j|0)){r=23;break b}}a=f[a>>2]|0;if(!a){r=23;break b}}while(0);c=a+12|0;if(!((b[a+8+5>>0]|0)==0&n))break a;if(!(b[c>>0]|0))break a}}}while(0);if((r|0)==23){r=0;c=b0a(l,m)|0;b[c>>0]=q;c=c+1|0}b[c>>0]=0;c=c0a((f[o>>2]|0)+644|0,e)|0;if(!c){m=d0a((f[o>>2]|0)+644|0,e)|0;b[m>>0]=q;break}else{m=c+16|0;b[m>>0]=b[m>>0]&q;break}}while(0);e=e+8|0}while((e|0)!=(p|0));return}function b0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)g0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)g0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function c0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function d0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;e0a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function e0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){f0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;f0a(a,b);return}function f0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function g0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+28|0;m=n+16|0;j=n+4|0;l=n;k=(d&2|0)==0;a:do if(d&1|0){f[h>>2]=e;switch(e|0){case 0:{g=f[(f[a+8>>2]|0)+232>>2]|0;f[m>>2]=0;a=m+4|0;f[a>>2]=0;f[m+8>>2]=0;if((c|0)==5){nSa(j,g);i=j+4|0;i0a(m,f[j>>2]|0,f[i>>2]|0);g=f[j>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}}if(!k){h=f[a>>2]|0;g=f[m>>2]|0;j=h-g>>2;switch(j|0){case 0:{aWa(m,1);g=f[m>>2]|0;break}case 1:break;default:{i=g+4|0;if((i|0)!=(h|0))f[a>>2]=h+(~((h+-4-i|0)>>>2)<<2)}}f[g>>2]=j}g=f[b>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,m);g=f[m>>2]|0;if(g|0){h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}u=n;return}case -1:{b=f[b>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,h);u=n;return}default:break a}}while(0);g=f[b>>2]|0;if((f[a+12>>2]|0)!=2){oh[f[(f[g>>2]|0)+16>>2]&1023](g,0);u=n;return}if(!g){Fh[f[(f[a>>2]|0)+116>>2]&255](a,c,d,e);u=n;return}i=(f[a+4>>2]|0)+336|0;f[h>>2]=c;f[h+4>>2]=d;f[h+8>>2]=e;i=j0a(i,h)|0;g=i+4|0;h=f[g>>2]|0;if(h>>>0<(f[i+8>>2]|0)>>>0){m=f[b>>2]|0;f[b>>2]=0;f[h>>2]=m;b=(f[g>>2]|0)+4|0;f[g>>2]=b;g=b}else{k0a(i,b);g=f[g>>2]|0}if((g-(f[i>>2]|0)|0)!=4){u=n;return}f[l>>2]=0;h0a(a,l,c,d,e);g=f[l>>2]|0;f[l>>2]=0;if(!g){u=n;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=n;return}function i0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function j0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;l0a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function k0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function l0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){m0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;m0a(a,b);return}function m0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function n0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;a:do if((f[a+12>>2]|0)!=2){a=f[c>>2]|0;c=f[c+4>>2]|0;d=a+(c<<3)|0;if(c|0){while(1){if(f[a>>2]|0)break;a=a+8|0;if((a|0)==(d|0))break a}b=f[b>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);return}}while(0);a=f[b>>2]|0;if(!a)return;oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);return}function o0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;s=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){O$a(a,c,d);u=z;return}i=f[(f[a+8>>2]|0)+232>>2]|0;w=f[a+4>>2]|0;r=d&1|0?w+64|0:w+96|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;h=f[c>>2]|0;b=f[(c+4|0)>>2]|0;e=1;if(e){e=0;if(!b)s=22;else e=1}if(e)if(1){g=h;do{b:do switch((K_a(a,i,d,g)|0)<<24>>24){case 0:if(!(f[g>>2]|0)){e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{A=g;j=f[A+4>>2]|0;f[e>>2]=f[A>>2];f[e+4>>2]=j;f[y>>2]=(f[y>>2]|0)+8;break b}}else{e=f[x>>2]|0;if((e|0)==(f[((z+24|0)+8|0)>>2]|0)){b_a(z+24|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break b}}case 3:{e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(h+(b<<3)|0|0));e=1;if(e){e=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))s=22;else e=1}if(e)if(1){b=f[(r+24|0)>>2]|0;g=f[(r+28|0)>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[(r+24|0)>>2]=(f[(r+24|0)>>2]|0)+28}else e=1}if(e)if(1){h=f[(r+20|0)>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(r+20|0);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)m=0;else if(e>>>0>153391689)vd();else{m=pOb(e*28|0)|0;break}while(0);j=m+(((b-h|0)/28|0)*28|0)|0;i=m+(e*28|0)|0;f[j>>2]=f[c>>2];f[m+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{m=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[m+-24>>2];B=h+-20|0;f[B>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[B>>2]=f[(m+-20|0)>>2];f[A>>2]=f[(m+-16|0)>>2];f[h+-12>>2]=f[(m+-12|0)>>2];f[(m+-12|0)>>2]=0;f[(m+-16|0)>>2]=0;f[(m+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[m+-8>>2];A=f[(m+-4|0)>>2]|0;f[(m+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0}f[(r+20|0)>>2]=g;f[(r+24|0)>>2]=j+28|0;f[(r+28|0)>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}e=f[(r+24|0)>>2]|0;A=f[(z+24|0)>>2]|0;B=f[x>>2]|0;f[z>>2]=(A|0)==(B|0)?0:A;f[z+4>>2]=B-A>>3;f[z+8>>2]=A;f[(z+12|0)>>2]=B;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;f[(z+48|0)>>2]=0;o0a(a,z+48|0,z,f[e+-8>>2]|0);e=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(z+8|0)>>2]|0;if((e|0)==(f[(z+12|0)>>2]|0)){g=f[z>>2]|0;if(g){tOb(g);e=f[(z+8|0)>>2]|0}}if(e|0){g=f[(z+12|0)>>2]|0;if((g|0)!=(e|0))f[(z+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}}do if((s|0)==22){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){L_a(z+20|0,z+36|0,c);break}i=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=i;e=1;if(e){e=0;if((i|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else e=1}if(e)if(1){f[(w+816|0)>>2]=i+1|0;h=f[(r+4|0)>>2]|0;c:do if(!h){o=0;s=41}else{if(!((h+-1|0)&h))b=(h+-1|0)&(i+1|0);else if(h>>>0>(i+1|0)>>>0)b=i+1|0;else b=((i+1|0)>>>0)%(h>>>0)|0;e=f[(f[r>>2]|0)+(b<<2)>>2]|0;if(!e){o=b;s=41}else{if(!((h+-1|0)&h))while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}B=f[e+4>>2]|0;if(!((B|0)==(i+1|0|0)|(B&(h+-1|0)|0)==(b|0))){o=b;s=41;break c}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break c}}while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}g=f[e+4>>2]|0;if((g|0)!=(i+1|0|0)){if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(b|0)){o=b;s=41;break c}}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break}}}}while(0);if((s|0)==41){b=pOb(24)|0;f[b+8>>2]=i+1|0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+4>>2]=i+1|0;f[b>>2]=0;k=+(((f[(r+12|0)>>2]|0)+1|0)>>>0);l=+n[r+16>>2];do if((h|0)==0|l*+(h>>>0)<k){e=~~+W(+(k/l))>>>0;d_a(r,(h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1)>>>0<e>>>0?e:h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1);e=f[(r+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(i+1|0);break}if(e>>>0>(i+1|0)>>>0){h=e;e=i+1|0}else{h=e;e=((i+1|0)>>>0)%(e>>>0)|0}}else e=o;while(0);e=(f[r>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[b>>2]=f[(r+8|0)>>2];f[(r+8|0)>>2]=b;f[e>>2]=r+8|0;e=f[b>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;p=(f[r>>2]|0)+(e<<2)|0;s=54}}else{f[b>>2]=f[g>>2];p=g;s=54}if((s|0)==54)f[p>>2]=b;f[(r+12|0)>>2]=(f[(r+12|0)>>2]|0)+1;q=b}o=q+12|0;p=q+16|0;b=f[p>>2]|0;a=q+20|0;g=f[a>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[p>>2]=(f[p>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);j=v+(((b-h|0)/28|0)*28|0)|0;i=v+(e*28|0)|0;f[j>>2]=f[c>>2];f[v+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[o>>2]|0;e=f[p>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{A=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[A+-24>>2];d=h+-20|0;f[d>>2]=0;B=h+-16|0;f[B>>2]=0;f[h+-12>>2]=0;f[d>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[h+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[A+-8>>2];B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[h+-4>>2]=B;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[o>>2]|0;e=f[p>>2]|0}f[o>>2]=g;f[p>>2]=j+28|0;f[a>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}B=p0a(w+444|0,z+48|0)|0;f[B>>2]=2}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function p0a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;q0a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function q0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){r0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;r0a(a,b);return}function r0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function s0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;r=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0){g=h;while(1){if(f[g>>2]|0)break;g=g+8|0;if((g|0)==(h+(i<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){V$a(a,c,d);u=z;return}l=f[(f[a+8>>2]|0)+232>>2]|0;s=d?2:0;w=f[a+4>>2]|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;i=f[c>>2]|0;d=f[(c+4|0)>>2]|0;g=1;if(g){g=0;if(!d)r=29;else g=1}if(g)if(1){h=i;do{CRa(z+48|0,l,h);g=f[(z+48|0)>>2]|0;if(!g){m=B_a(a,h,10)|0;r=13}else if(lFa(g,l,s>>>1,0)|0){g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g)}else{m=0;r=13}b:do if((r|0)==13){r=0;g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g);switch(m<<24>>24){case 0:break;case 3:{g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break b}else{A=h;b=f[A+4>>2]|0;f[g>>2]=f[A>>2];f[g+4>>2]=b;f[y>>2]=(f[y>>2]|0)+8;break b}}default:break b}if(!(f[h>>2]|0)){g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break}}else{g=f[x>>2]|0;if((g|0)==(f[((z+24|0)+8|0)>>2]|0)){SD(z+24|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break}}}while(0);h=h+8|0}while((h|0)!=(i+(d<<3)|0|0));g=1;if(g){g=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))r=29;else g=1}if(g)if(1){d=f[(w+24|0)>>2]|0;h=f[(w+28|0)>>2]|0;g=1;if(g){g=0;if(d>>>0<h>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[(c+4|0)>>2];f[(d+8|0)>>2]=0;f[(d+12|0)>>2]=0;f[d+16>>2]=0;f[(d+8|0)>>2]=f[(c+8|0)>>2];f[(d+12|0)>>2]=f[(c+12|0)>>2];f[d+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[d+20>>2]=s;f[(z+20|0)>>2]=0;f[d+24>>2]=t;f[(w+24|0)>>2]=(f[(w+24|0)>>2]|0)+28}else g=1}if(g)if(1){i=f[(w+20|0)>>2]|0;g=((d-i|0)/28|0)+1|0;if(g>>>0>153391689)AMb(w+20|0);g=((h-i|0)/28|0)>>>0<76695844?(((h-i|0)/28|0)<<1>>>0<g>>>0?g:((h-i|0)/28|0)<<1):153391689;do if(!g)o=0;else if(g>>>0>153391689)vd();else{o=pOb(g*28|0)|0;break}while(0);l=o+(((d-i|0)/28|0)*28|0)|0;b=o+(g*28|0)|0;f[l>>2]=f[c>>2];f[o+(((d-i|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+24>>2]=t;d=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0;if((g|0)==(d|0)){h=l;m=d;g=d}else{h=l;i=l;do{o=g;g=g+-28|0;f[i+-28>>2]=f[g>>2];f[i+-24>>2]=f[o+-24>>2];m=i+-20|0;f[m>>2]=0;A=i+-16|0;f[A>>2]=0;f[i+-12>>2]=0;f[m>>2]=f[(o+-20|0)>>2];f[A>>2]=f[(o+-16|0)>>2];f[i+-12>>2]=f[(o+-12|0)>>2];f[(o+-12|0)>>2]=0;f[(o+-16|0)>>2]=0;f[(o+-20|0)>>2]=0;f[g>>2]=0;f[i+-8>>2]=f[o+-8>>2];A=f[(o+-4|0)>>2]|0;f[(o+-4|0)>>2]=0;f[i+-4>>2]=A;i=h+-28|0;h=i}while((g|0)!=(d|0));m=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0}f[(w+20|0)>>2]=h;f[(w+24|0)>>2]=l+28|0;f[(w+28|0)>>2]=b;l=m;if((g|0)!=(l|0)){b=g;do{A=b+-4|0;g=f[A>>2]|0;f[A>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);h=b+-20|0;g=f[h>>2]|0;d=b+-16|0;b=b+-28|0;if((g|0)==(f[d>>2]|0)){i=f[b>>2]|0;if(i){tOb(i);g=f[h>>2]|0}}if(g|0){h=f[d>>2]|0;if((h|0)!=(g|0))f[d>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}while((b|0)!=(l|0))}if(m|0)sOb(m)}g=f[(w+24|0)>>2]|0;o=f[(z+24|0)>>2]|0;A=f[x>>2]|0;f[z>>2]=(o|0)==(A|0)?0:o;f[z+4>>2]=A-o>>3;f[z+8>>2]=o;f[(z+12|0)>>2]=A;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;g=(f[g+-8>>2]&2|0)!=0;f[(z+48|0)>>2]=0;s0a(a,z+48|0,z,g);g=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[(z+8|0)>>2]|0;if((g|0)==(f[(z+12|0)>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[(z+8|0)>>2]|0}}if(g|0){h=f[(z+12|0)>>2]|0;if((h|0)!=(g|0))f[(z+12|0)>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}}do if((r|0)==29){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){C_a(z+20|0,z+36|0,c);break}b=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=b;g=1;if(g){g=0;if((b|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else g=1}if(g)if(1){f[(w+816|0)>>2]=b+1|0;d=f[(w+4|0)>>2]|0;c:do if(!d){e=0;r=48}else{if(!((d+-1|0)&d))i=(d+-1|0)&(b+1|0);else if(d>>>0>(b+1|0)>>>0)i=b+1|0;else i=((b+1|0)>>>0)%(d>>>0)|0;g=f[(f[w>>2]|0)+(i<<2)>>2]|0;if(!g){e=i;r=48}else{if(!((d+-1|0)&d))while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}A=f[g+4>>2]|0;if(!((A|0)==(b+1|0|0)|(A&(d+-1|0)|0)==(i|0))){e=i;r=48;break c}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break c}}while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}h=f[g+4>>2]|0;if((h|0)!=(b+1|0|0)){if(h>>>0>=d>>>0)h=(h>>>0)%(d>>>0)|0;if((h|0)!=(i|0)){e=i;r=48;break c}}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break}}}}while(0);if((r|0)==48){i=pOb(24)|0;f[i+8>>2]=b+1|0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+4>>2]=b+1|0;f[i>>2]=0;j=+(((f[(w+12|0)>>2]|0)+1|0)>>>0);k=+n[w+16>>2];do if((d|0)==0|k*+(d>>>0)<j){e=~~+W(+(j/k))>>>0;g_a(w,(d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1)>>>0<e>>>0?e:d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1);e=f[(w+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(b+1|0);break}if(e>>>0>(b+1|0)>>>0){h=e;e=b+1|0}else{h=e;e=((b+1|0)>>>0)%(e>>>0)|0}}else h=d;while(0);e=(f[w>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[i>>2]=f[(w+8|0)>>2];f[(w+8|0)>>2]=i;f[e>>2]=w+8|0;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;q=(f[w>>2]|0)+(e<<2)|0;r=61}}else{f[i>>2]=f[g>>2];q=g;r=61}if((r|0)==61)f[q>>2]=i;f[(w+12|0)>>2]=(f[(w+12|0)>>2]|0)+1;p=i}o=p+12|0;a=p+16|0;i=f[a>>2]|0;m=p+20|0;g=f[m>>2]|0;e=1;if(e){e=0;if(i>>>0<g>>>0){f[i>>2]=f[c>>2];f[i+4>>2]=f[(c+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(c+8|0)>>2];f[(i+12|0)>>2]=f[(c+12|0)>>2];f[i+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[i+20>>2]=s;f[(z+20|0)>>2]=0;f[i+24>>2]=t;f[a>>2]=(f[a>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((i-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);b=v+(((i-h|0)/28|0)*28|0)|0;d=v+(e*28|0)|0;f[b>>2]=f[c>>2];f[v+(((i-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+24>>2]=t;i=f[o>>2]|0;e=f[a>>2]|0;if((e|0)==(i|0)){g=b;l=i;e=i}else{g=b;h=b;do{v=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[v+-24>>2];c=h+-20|0;f[c>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[c>>2]=f[(v+-20|0)>>2];f[A>>2]=f[(v+-16|0)>>2];f[h+-12>>2]=f[(v+-12|0)>>2];f[(v+-12|0)>>2]=0;f[(v+-16|0)>>2]=0;f[(v+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[v+-8>>2];A=f[(v+-4|0)>>2]|0;f[(v+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(i|0));l=f[o>>2]|0;e=f[a>>2]|0}f[o>>2]=g;f[a>>2]=b+28|0;f[m>>2]=d;b=l;if((e|0)!=(b|0)){d=e;do{A=d+-4|0;e=f[A>>2]|0;f[A>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=d+-20|0;e=f[g>>2]|0;i=d+-16|0;d=d+-28|0;if((e|0)==(f[i>>2]|0)){h=f[d>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(b|0))}if(l|0)sOb(l)}A=p0a(w+444|0,z+48|0)|0;f[A>>2]=0}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function t0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+68>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+64|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+688|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+684|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+696|0)>>2]|0)+1|0)>>>0);o=+n[(r+700|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;u0a(r+684|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+688|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+684|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+692|0)>>2];f[(r+692|0)>>2]=j;f[e>>2]=r+692|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+684|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+696|0)>>2]=(f[(r+696|0)>>2]|0)+1}p=v0a(d+64|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;T0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function u0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){x0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;x0a(a,b);return}function v0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)w0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)w0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function w0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function x0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function y0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+88>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+84|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+708|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+704|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+716|0)>>2]|0)+1|0)>>>0);o=+n[(r+720|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;z0a(r+704|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+708|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+704|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+712|0)>>2];f[(r+712|0)>>2]=j;f[e>>2]=r+712|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+704|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+716|0)>>2]=(f[(r+716|0)>>2]|0)+1}p=A0a(d+84|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;U0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C0a(a,b);return}function A0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)B0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)B0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function B0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function D0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+128>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+124|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+748|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+744|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+756|0)>>2]|0)+1|0)>>>0);o=+n[(r+760|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;IUa(r+744|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+748|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+744|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+752|0)>>2];f[(r+752|0)>>2]=j;f[e>>2]=r+752|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+744|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+756|0)>>2]=(f[(r+756|0)>>2]|0)+1}p=vYa(d+124|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;V0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function E0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1616|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+108>>2]|0;b:do if(!h)v=154;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+104|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=154;else{e=f[e>>2]|0;if(!e)v=154;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=154;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=154;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=154;break b}}e=f[e>>2]|0;if(!e){v=154;break}}}}}while(0);if((v|0)==154){v=0;i=f[l>>2]|0;c=f[(r+728|0)>>2]|0;c:do if(!c){t=0;v=173}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+724|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=173}else{e=f[e>>2]|0;if(!e){t=h;v=173}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=173;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=173;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break}}}}}while(0);if((v|0)==173){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+736|0)>>2]|0)+1|0)>>>0);o=+n[(r+740|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;F0a(r+724|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+728|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+724|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+732|0)>>2];f[(r+732|0)>>2]=j;f[e>>2]=r+732|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+724|0)>>2]|0)+(e<<2)|0;v=186}}else{f[j>>2]=f[g>>2];s=g;v=186}if((v|0)==186){v=0;f[s>>2]=j}f[(r+736|0)>>2]=(f[(r+736|0)>>2]|0)+1}p=G0a(d+104|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=27;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+640>>2]=j;f[w+672>>2]=k;f[w+736>>2]=e;f[w+792>>2]=g;f[w+824>>2]=h;f[w+848>>2]=c;f[w+1480>>2]=v;f[w+1488>>2]=i;f[w+1528>>2]=0;f[w+1532>>2]=0;W0a(w);G=f[w+1528>>2]|0;D=f[w+1532>>2]|0;H=+n[w+1532>>2];f[w+1528>>2]=0;f[w+1532>>2]=0;if((G|0)==5)return}function F0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){I0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;I0a(a,b);return}function G0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)H0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)H0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function H0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function J0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;p=0;q=u;u=u+1360|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}p=f[b>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}}while(0);j=f[b>>2]|0;if(!j){a0a(a,c,d);u=q;return}k=f[(f[a+8>>2]|0)+232>>2]|0;l=f[a+4>>2]|0;f[b>>2]=0;f[(q+20|0)>>2]=j;f[(q+36|0)>>2]=0;o=(q+36|0)+4|0;f[o>>2]=0;f[(q+36|0)+8>>2]=0;f[(q+24|0)>>2]=0;m=(q+24|0)+4|0;f[m>>2]=0;f[(q+24|0)+8>>2]=0;b=f[c>>2]|0;i=f[(c+4|0)>>2]|0;b:do if(i|0){if(d){h=b;while(1){sRa(q+48|0,k,h);if(!(f[(q+48|0)>>2]|0))e=B_a(a,h,8)|0;else e=1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);c:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{r=h;g=f[r+4>>2]|0;f[e>>2]=f[r>>2];f[e+4>>2]=g;f[o>>2]=(f[o>>2]|0)+8;break c}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break c}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break c}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}else h=b;while(1){sRa(q+48|0,k,h);e=f[(q+48|0)>>2]|0;if(!e)e=B_a(a,h,8)|0;else e=((NFa(e)|0)^1)&1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);d:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break d}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}while(0);do{r=1;f[q+80>>2]=a;f[q+96>>2]=c;f[q+104>>2]=d;f[q+472>>2]=j;f[q+632>>2]=l;f[q+656>>2]=o;f[q+688>>2]=m;f[q+1248>>2]=p;f[q+1256>>2]=r;f[q+1288>>2]=0;f[q+1292>>2]=0;X0a(q);G=f[q+1288>>2]|0;D=f[q+1292>>2]|0;H=+n[q+1292>>2];f[q+1288>>2]=0;f[q+1292>>2]=0;if((G|0)==1)break}while(0);e=f[(q+24|0)>>2]|0;if(e|0){g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+36|0)>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+20|0)>>2]|0;f[(q+20|0)>>2]=0;if(!e){u=q;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=q;return}function K0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+128|0;l=q+124|0;p=q+120|0;m=q+96|0;n=q+8|0;o=q+88|0;j=q+4|0;k=q;f[p>>2]=d;if(f[a+436>>2]|0){h=f[e>>2]|0;if(h>>>0<(f[(f[a+428>>2]|0)+16>>2]|0)>>>0){g=a+380|0;c=f[g>>2]|0;if(c>>>0<(f[a+384>>2]|0)>>>0){f[c>>2]=h;f[c+4>>2]=f[p>>2];f[g>>2]=c+8;u=q;return}else{L0a(a+376|0,e,p);u=q;return}}}ykb(c,d);g=gkb(c,d)|0;i=hkb(c,d)|0;if(b[i+13>>0]|0){e=(M0a(a+356|0,p)|0)+20|0;e=f[e>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,p);u=q;return}switch(g|0){case 0:{ikb(m,c,d);kkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;k=f[(f[a>>2]|0)+152>>2]|0;f[o>>2]=f[e>>2];e=f[p>>2]|0;h=m+4|0;g=f[m>>2]|0;p=(f[h>>2]|0)-g>>4;f[l>>2]=f[o>>2];Xh[k&63](a,l,e,i,p,g,n);g=f[m>>2]|0;if(g|0){c=f[h>>2]|0;if((c|0)!=(g|0))f[h>>2]=c+(~((c+-16-g|0)>>>4)<<4);sOb(g)}u=q;return}case 1:{lkb(m,c,d);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+160>>2]|0;f[j>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[j>>2];Lh[o&255](a,l,p,i,m);u=q;return}case 2:{mkb(m,c,d);nkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+156>>2]|0;f[k>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[k>>2];Th[o&127](a,l,p,i,m,n);u=q;return}default:{u=q;return}}}function L0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function M0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{e=k+-1|0;d=(e&k|0)==0;if(d)g=e&o;else if(k>>>0>o>>>0)g=o;else g=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!c)c=g;else{if(d){do{c=f[c>>2]|0;if(!c){c=g;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&e|0)==(g|0))){c=g;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=g;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(g|0)){c=g;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);m=pOb(48)|0;f[m+8>>2]=o;d=m+28|0;e=m+12|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;g=m+32|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[m+4>>2]=o;f[m>>2]=0;g=a+12|0;h=+(((f[g>>2]|0)+1|0)>>>0);d=a+16|0;i=+n[d>>2];do if(j|i*+(k>>>0)<h){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(h/i))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;e=k}else if(!(c+-1&c))e=k;else{c=hDb(c)|0;e=f[l>>2]|0}if(c>>>0>e>>>0)N0a(a,c);else if(c>>>0<e>>>0){d=~~+W(+(+((f[g>>2]|0)>>>0)/+n[d>>2]))>>>0;if(e>>>0>2&(e+-1&e|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<e>>>0)N0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(c>>>0>o>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[m>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=m;f[g>>2]=(f[g>>2]|0)+1;a=m;a=a+12|0;return a|0}function N0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O0a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;k=m+4|0;l=m;if((f[a+12>>2]|0)!=2){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+16>>2]&1023](l,0);u=m;return}j=a+4|0;gZa(f[j>>2]|0,1);h=f[(f[a+8>>2]|0)+232>>2]|0;g=okb(c,h,d,e,g)|0;f[l>>2]=g;if(!g){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,i)}else{c=M0a((f[j>>2]|0)+356|0,l)|0;g=c+20|0;e=f[b>>2]|0;f[b>>2]=0;a=f[g>>2]|0;f[g>>2]=e;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);g=(f[j>>2]|0)+820|0;b=(f[g>>2]|0)+-1|0;f[g>>2]=b;f[c+24>>2]=b;l=f[l>>2]|0;j=f[j>>2]|0;f[k>>2]=b;f[i>>2]=f[k>>2];K0a(j,h,l,i)}u=m;return}function P0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,0);u=l;return}i=a+4|0;gZa(f[i>>2]|0,1);g=f[(f[a+8>>2]|0)+232>>2]|0;e=wkb(c,g,d,e)|0;f[k>>2]=e;if(!e){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,h)}else{c=M0a((f[i>>2]|0)+356|0,k)|0;e=c+20|0;d=f[b>>2]|0;f[b>>2]=0;a=f[e>>2]|0;f[e>>2]=d;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);e=(f[i>>2]|0)+820|0;b=(f[e>>2]|0)+-1|0;f[e>>2]=b;f[c+24>>2]=b;k=f[k>>2]|0;i=f[i>>2]|0;f[j>>2]=b;f[h>>2]=f[j>>2];K0a(i,g,k,h)}u=l;return}function Q0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;g=k+8|0;i=k+4|0;j=k;if((f[a+12>>2]|0)!=2){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,0);u=k;return}h=a+4|0;gZa(f[h>>2]|0,1);e=f[(f[a+8>>2]|0)+232>>2]|0;d=vkb(c,e,d)|0;f[j>>2]=d;if(!d){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,g)}else{c=M0a((f[h>>2]|0)+356|0,j)|0;d=c+20|0;l=f[b>>2]|0;f[b>>2]=0;a=f[d>>2]|0;f[d>>2]=l;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);l=(f[h>>2]|0)+820|0;b=(f[l>>2]|0)+-1|0;f[l>>2]=b;f[c+24>>2]=b;l=f[j>>2]|0;j=f[h>>2]|0;f[i>>2]=b;f[g>>2]=f[i>>2];K0a(j,e,l,g)}u=k;return}function R0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;q=x+4|0;r=x;if((c|0)==0?1:(f[a+12>>2]|0)!=2){u=x;return}n=a+4|0;j=f[n>>2]|0;m=j+380|0;l=f[m>>2]|0;k=l;j=f[j+376>>2]|0;a:do if((j|0)==(l|0))g=l;else{e=j;while(1){if((f[e+4>>2]|0)==(c|0))break;e=e+8|0;if((e|0)==(l|0)){g=k;break a}}g=e;if((e|0)!=(l|0)){e=g;while(1){do{h=e;i=h+8|0;e=i;if((i|0)==(l|0))break a;h=h+12|0}while((f[h>>2]|0)==(c|0));p=g;f[p>>2]=f[i>>2];f[p+4>>2]=f[h>>2];g=p+8|0}}}while(0);e=j+(g-j>>3<<3)|0;if((l|0)!=(g|0)){i=e+(k-g>>3<<3)|0;if((i|0)!=(l|0)){j=l+-8|0;g=i;h=e;while(1){f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];g=g+8|0;if((g|0)==(l|0))break;else h=h+8|0}e=e+(((j-i|0)>>>3)+1<<3)|0}if((l|0)!=(e|0))f[m>>2]=l+(~((l+-8-e|0)>>>3)<<3)}o=f[(f[a+8>>2]|0)+232>>2]|0;i=(hkb(o,c)|0)+13|0;i=b[i>>0]|0;zkb(o,c);o=f[n>>2]|0;l=f[o+360>>2]|0;if(!l){u=x;return}m=l+-1|0;n=(m&l|0)==0;if(n)h=m&c;else if(l>>>0>c>>>0)h=c;else h=(c>>>0)%(l>>>0)|0;p=o+356|0;k=f[p>>2]|0;e=f[k+(h<<2)>>2]|0;if(!e){u=x;return}e=f[e>>2]|0;if(!e){u=x;return}b:do if(n){while(1){j=f[e+4>>2]|0;g=(j|0)==(c|0);if(!(g|(j&m|0)==(h|0))){g=75;break}if(g)if((f[e+8>>2]|0)==(c|0)){w=e;break b}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(c|0)){if((f[e+8>>2]|0)==(c|0)){w=e;break b}}else{if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(h|0)){g=75;break}}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}while(0);if(!(i<<24>>24)){t=o+820|0;v=(f[t>>2]|0)+-1|0;f[t>>2]=v;f[w+40>>2]=v;w=f[(f[a>>2]|0)+164>>2]|0;f[r>>2]=v;f[q>>2]=f[r>>2];xh[w&127](a,q,c);u=x;return}j=f[w>>2]|0;if(n)c=m&c;else if(l>>>0<=c>>>0)c=(c>>>0)%(l>>>0)|0;h=k+(c<<2)|0;i=f[h>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(w|0))break;else i=e}if((i|0)==(o+364|0))g=49;else{e=f[i+4>>2]|0;if(n)e=e&m;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(c|0)){s=j;g=57}else g=49}do if((g|0)==49){if(j|0){e=f[j+4>>2]|0;if(n)g=e&m;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(c|0)){d=e;v=j;g=59;break}}f[h>>2]=0;s=f[w>>2]|0;g=57}while(0);if((g|0)==57){e=s;if(!s)t=e;else{d=f[s+4>>2]|0;v=e;g=59}}if((g|0)==59){if(n)d=d&m;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;if((d|0)==(c|0))t=v;else{f[(f[p>>2]|0)+(d<<2)>>2]=i;t=f[w>>2]|0}}f[i>>2]=t;f[w>>2]=0;v=o+368|0;f[v>>2]=(f[v>>2]|0)+-1;v=w+32|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[w+20>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;v=e+12|0;g=f[v>>2]|0;f[v>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);v=w+12|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)sOb(d);sOb(w);u=x;return}function S0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;o=q+20|0;p=q+4|0;m=q;n=q+16|0;if((f[a+12>>2]|0)!=2){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}if(!d){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}l=a+4|0;g=f[l>>2]|0;j=f[g+360>>2]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&d;else if(j>>>0>d>>>0)k=d;else k=(d>>>0)%(j>>>0)|0;g=f[(f[g+356>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(d|0);if(!(h|(j&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(d|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(d|0)){if((f[g+8>>2]|0)==(d|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=g+12|0;if(f[g+40>>2]|0){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}g=f[(f[a+8>>2]|0)+232>>2]|0;if(!(xkb(g,d)|0)){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}f[p>>2]=0;j=p+4|0;f[j>>2]=0;f[p+8>>2]=0;Ckb(g,d,e,p);do if((f[p>>2]|0)==(f[j>>2]|0)){k=(hkb(g,d)|0)+13|0;if(!(b[k>>0]|0)){k=(f[l>>2]|0)+820|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;f[m>>2]=l;l=Y0a(h,m)|0;k=f[c>>2]|0;f[c>>2]=0;g=f[l>>2]|0;f[l>>2]=k;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);c=f[(f[a>>2]|0)+168>>2]|0;f[n>>2]=f[m>>2];f[o>>2]=f[n>>2];Fh[c&255](a,o,d,e);break}i=o+4|0;n=pOb(8)|0;f[o>>2]=n;g=n+8|0;f[o+8>>2]=g;f[n>>2]=0;f[n+4>>2]=-1;f[i>>2]=g;g=f[c>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,o);g=f[o>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}else{o=f[c>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}while(0);g=f[p>>2]|0;if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}u=q;return}}}while(0);p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}function T0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{vRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,3)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){$E(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+152|0)>>2]|0;d=f[(t+156|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+152|0)>>2]=(f[(t+152|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+148|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+148|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0}f[(t+148|0)>>2]=d;f[(t+152|0)>>2]=k+28|0;f[(t+156|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;t0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){H_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+132|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+128|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+140|0)>>2]|0)+1|0)>>>0);h=+n[t+144>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;XZa(t+128|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+132|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+128|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+136|0)>>2];f[(t+136|0)>>2]=e;f[b>>2]=t+136|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+128|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+140|0)>>2]=(f[(t+140|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=4}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function U0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{uRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,4)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){xM(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+184|0)>>2]|0;d=f[(t+188|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+184|0)>>2]=(f[(t+184|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+180|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+180|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0}f[(t+180|0)>>2]=d;f[(t+184|0)>>2]=k+28|0;f[(t+188|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;y0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){G_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+164|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+160|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+172|0)>>2]|0)+1|0)>>>0);h=+n[t+176>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;PZa(t+160|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+164|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+160|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+168|0)>>2];f[(t+168|0)>>2]=e;f[b>>2]=t+168|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+160|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+172|0)>>2]=(f[(t+172|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=6}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function V0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{DRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,1)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){uH(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+248|0)>>2]|0;d=f[(t+252|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+248|0)>>2]=(f[(t+248|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+244|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+244|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0}f[(t+244|0)>>2]=d;f[(t+248|0)>>2]=k+28|0;f[(t+252|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;D0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){F_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+228|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+224|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+236|0)>>2]|0)+1|0)>>>0);h=+n[t+240>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;HZa(t+224|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+228|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+224|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+232|0)>>2];f[(t+232|0)>>2]=e;f[b>>2]=t+232|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+224|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+236|0)>>2]=(f[(t+236|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=8}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function W0a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;o=f[a+80>>2]|0;r=f[a+96>>2]|0;s=f[a+568>>2]|0;j=f[a+640>>2]|0;v=f[a+672>>2]|0;y=f[a+736>>2]|0;w=f[a+792>>2]|0;k=f[a+824>>2]|0;l=f[a+848>>2]|0;x=f[a+1480>>2]|0;z=f[a+1488>>2]|0;a:{if(z){z=0;if(1){g=k;do{zRa(a+48|0,j,g);d=f[(a+48|0)>>2]|0;if(!d)x=12;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))x=12;else e=1;if((x|0)==12){x=0;e=B_a(o,g,7)|0}d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(e<<24>>24){case 0:if(!(f[g>>2]|0)){d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{B=g;A=f[B+4>>2]|0;f[d>>2]=f[B>>2];f[d+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}else{d=f[w>>2]|0;if((d|0)==(f[((a+24|0)+8|0)>>2]|0)){kG(a+24|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[w>>2]=(f[w>>2]|0)+8;break b}}case 3:{d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(k+(l<<3)|0|0));d=1;if(d){d=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0))x=27;else d=1}if(d)if(1){j=f[(v+216|0)>>2]|0;e=f[(v+220|0)>>2]|0;d=1;if(d){d=0;if(j>>>0<e>>>0){f[j>>2]=f[r>>2];f[j+4>>2]=f[(r+4|0)>>2];f[(j+8|0)>>2]=0;f[(j+12|0)>>2]=0;f[j+16>>2]=0;f[(j+8|0)>>2]=f[(r+8|0)>>2];f[(j+12|0)>>2]=f[(r+12|0)>>2];f[j+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[j+24>>2]=s;f[(v+216|0)>>2]=(f[(v+216|0)>>2]|0)+28}else d=1}if(d)if(1){g=f[(v+212|0)>>2]|0;d=((j-g|0)/28|0)+1|0;if(d>>>0>153391689)AMb(v+212|0);d=((e-g|0)/28|0)>>>0<76695844?(((e-g|0)/28|0)<<1>>>0<d>>>0?d:((e-g|0)/28|0)<<1):153391689;do if(!d)m=0;else if(d>>>0>153391689)vd();else{m=pOb(d*28|0)|0;break}while(0);l=m+(((j-g|0)/28|0)*28|0)|0;k=m+(d*28|0)|0;f[l>>2]=f[r>>2];f[m+(((j-g|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+24>>2]=s;j=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0;if((d|0)==(j|0)){e=l;m=j;d=j}else{e=l;g=l;do{A=d;d=d+-28|0;f[g+-28>>2]=f[d>>2];f[g+-24>>2]=f[A+-24>>2];m=g+-20|0;f[m>>2]=0;B=g+-16|0;f[B>>2]=0;f[g+-12>>2]=0;f[m>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[g+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[d>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[g+-4>>2]=B;g=e+-28|0;e=g}while((d|0)!=(j|0));m=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0}f[(v+212|0)>>2]=e;f[(v+216|0)>>2]=l+28|0;f[(v+220|0)>>2]=k;l=m;if((d|0)!=(l|0)){k=d;do{B=k+-4|0;d=f[B>>2]|0;f[B>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);e=k+-20|0;d=f[e>>2]|0;j=k+-16|0;k=k+-28|0;if((d|0)==(f[j>>2]|0)){g=f[k>>2]|0;if(g){tOb(g);d=f[e>>2]|0}}if(d|0){e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}while((k|0)!=(l|0))}if(m|0)sOb(m)}B=f[(a+24|0)>>2]|0;d=f[w>>2]|0;f[a>>2]=(B|0)==(d|0)?0:B;f[a+4>>2]=d-B>>3;f[a+8>>2]=B;f[(a+12|0)>>2]=d;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;E0a(o,a+48|0,a);d=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(a+8|0)>>2]|0;if((d|0)==(f[(a+12|0)>>2]|0)){e=f[a>>2]|0;if(e){tOb(e);d=f[(a+8|0)>>2]|0}}if(d|0){e=f[(a+12|0)>>2]|0;if((e|0)!=(d|0))f[(a+12|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}}else z=1}do if((x|0)==27){if((f[(a+36|0)>>2]|0)!=(f[y>>2]|0)){E_a(a+20|0,a+36|0,r);break}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;d=1;if(d){d=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[s>>2]|0)+8>>2]&1023](s,r);else d=1}if(d)if(1){f[(v+816|0)>>2]=k+1|0;j=f[(v+196|0)>>2]|0;c:do if(!j){c=0;x=46}else{if(!((j+-1|0)&j))g=(j+-1|0)&(k+1|0);else if(j>>>0>(k+1|0)>>>0)g=k+1|0;else g=((k+1|0)>>>0)%(j>>>0)|0;d=f[(f[(v+192|0)>>2]|0)+(g<<2)>>2]|0;if(!d){c=g;x=46}else{if(!((j+-1|0)&j))while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}B=f[d+4>>2]|0;if(!((B|0)==(k+1|0|0)|(B&(j+-1|0)|0)==(g|0))){c=g;x=46;break c}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break c}}while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}e=f[d+4>>2]|0;if((e|0)!=(k+1|0|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(g|0)){c=g;x=46;break c}}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break}}}}while(0);if((x|0)==46){g=pOb(24)|0;f[g+8>>2]=k+1|0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=k+1|0;f[g>>2]=0;h=+(((f[(v+204|0)>>2]|0)+1|0)>>>0);i=+n[v+208>>2];do if((j|0)==0|i*+(j>>>0)<h){c=~~+W(+(h/i))>>>0;zZa(v+192|0,(j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1)>>>0<c>>>0?c:j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1);c=f[(v+196|0)>>2]|0;if(!((c+-1|0)&c)){e=c;c=(c+-1|0)&(k+1|0);break}if(c>>>0>(k+1|0)>>>0){e=c;c=k+1|0}else{e=c;c=((k+1|0)>>>0)%(c>>>0)|0}}else e=j;while(0);c=(f[(v+192|0)>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[g>>2]=f[(v+200|0)>>2];f[(v+200|0)>>2]=g;f[c>>2]=v+200|0;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;p=(f[(v+192|0)>>2]|0)+(c<<2)|0;x=59}}else{f[g>>2]=f[d>>2];p=d;x=59}if((x|0)==59)f[p>>2]=g;f[(v+204|0)>>2]=(f[(v+204|0)>>2]|0)+1;q=g}o=q+12|0;p=q+16|0;g=f[p>>2]|0;m=q+20|0;d=f[m>>2]|0;c=1;if(c){c=0;if(g>>>0<d>>>0){f[g>>2]=f[r>>2];f[g+4>>2]=f[(r+4|0)>>2];f[(g+8|0)>>2]=0;f[(g+12|0)>>2]=0;f[g+16>>2]=0;f[(g+8|0)>>2]=f[(r+8|0)>>2];f[(g+12|0)>>2]=f[(r+12|0)>>2];f[g+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[g+24>>2]=s;f[p>>2]=(f[p>>2]|0)+28}else c=1}if(c)if(1){e=f[o>>2]|0;c=((g-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(o);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)t=0;else if(c>>>0>153391689)vd();else{t=pOb(c*28|0)|0;break}while(0);k=t+(((g-e|0)/28|0)*28|0)|0;j=t+(c*28|0)|0;f[k>>2]=f[r>>2];f[t+(((g-e|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+24>>2]=s;g=f[o>>2]|0;c=f[p>>2]|0;if((c|0)==(g|0)){d=k;l=g;c=g}else{d=k;e=k;do{A=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[A+-24>>2];t=e+-20|0;f[t>>2]=0;B=e+-16|0;f[B>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[e+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[c>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[e+-4>>2]=B;e=d+-28|0;d=e}while((c|0)!=(g|0));l=f[o>>2]|0;c=f[p>>2]|0}f[o>>2]=d;f[p>>2]=k+28|0;f[m>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{B=j+-4|0;c=f[B>>2]|0;f[B>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;g=j+-16|0;j=j+-28|0;if((c|0)==(f[g>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}B=p0a(v+444|0,a+48|0)|0;f[B>>2]=7}}while(0);c=f[(a+24|0)>>2]|0;if(c|0){d=f[w>>2]|0;if((d|0)!=(c|0))f[w>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+36|0)>>2]|0;if(c|0){d=f[y>>2]|0;if((d|0)!=(c|0))f[y>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!c){u=a;f[a+1528>>2]=5;break a}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=a;f[a+1528>>2]=5;break a}f[a+1480>>2]=x;f[a+1488>>2]=z}function X0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;u=f[a+80>>2]|0;q=f[a+96>>2]|0;s=f[a+104>>2]|0;r=f[a+472>>2]|0;v=f[a+632>>2]|0;c=f[a+656>>2]|0;w=f[a+688>>2]|0;x=f[a+1248>>2]|0;y=f[a+1256>>2]|0;a:{if(y){y=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0)){if((f[(a+36|0)>>2]|0)!=(f[c>>2]|0)){D_a(a+20|0,a+36|0,q);f[a+1288>>2]=1;break a}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;c=1;if(c){c=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(v+816|0)>>2]=k+1|0;g=f[(v+36|0)>>2]|0;b:do if(!g){b=0;x=62}else{if(!((g+-1|0)&g))e=(g+-1|0)&(k+1|0);else if(g>>>0>(k+1|0)>>>0)e=k+1|0;else e=((k+1|0)>>>0)%(g>>>0)|0;c=f[(f[(v+32|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;x=62}else{if(!((g+-1|0)&g))while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}o=f[c+4>>2]|0;if(!((o|0)==(k+1|0|0)|(o&(g+-1|0)|0)==(e|0))){b=e;x=62;break b}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break b}}while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}d=f[c+4>>2]|0;if((d|0)!=(k+1|0|0)){if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0)){b=e;x=62;break b}}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break}}}}while(0);if((x|0)==62){e=pOb(24)|0;f[e+8>>2]=k+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=k+1|0;f[e>>2]=0;i=+(((f[(v+44|0)>>2]|0)+1|0)>>>0);j=+n[v+48>>2];do if((g|0)==0|j*+(g>>>0)<i){b=~~+W(+(i/j))>>>0;rZa(v+32|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<b>>>0?b:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);b=f[(v+36|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(k+1|0);break}if(b>>>0>(k+1|0)>>>0){d=b;b=k+1|0}else{d=b;b=((k+1|0)>>>0)%(b>>>0)|0}}else d=g;while(0);b=(f[(v+32|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(v+40|0)>>2];f[(v+40|0)>>2]=e;f[b>>2]=v+40|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;l=(f[(v+32|0)>>2]|0)+(b<<2)|0;x=75}}else{f[e>>2]=f[c>>2];l=c;x=75}if((x|0)==75)f[l>>2]=e;f[(v+44|0)>>2]=(f[(v+44|0)>>2]|0)+1;h=e}m=h+12|0;o=h+16|0;e=f[o>>2]|0;l=h+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)p=0;else if(b>>>0>153391689)vd();else{p=pOb(b*28|0)|0;break}while(0);h=p+(((e-d|0)/28|0)*28|0)|0;g=p+(b*28|0)|0;f[h>>2]=f[q>>2];f[p+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{k=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[k+-24>>2];z=d+-20|0;f[z>>2]=0;p=d+-16|0;f[p>>2]=0;f[d+-12>>2]=0;f[z>>2]=f[(k+-20|0)>>2];f[p>>2]=f[(k+-16|0)>>2];f[d+-12>>2]=f[(k+-12|0)>>2];f[(k+-12|0)>>2]=0;f[(k+-16|0)>>2]=0;f[(k+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[k+-8>>2];p=f[(k+-4|0)>>2]|0;f[(k+-4|0)>>2]=0;f[d+-4>>2]=p;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=h+28|0;f[l>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;do if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(!d)break;tOb(d);b=f[c>>2]|0}while(0);if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}z=p0a(v+444|0,a+48|0)|0;f[z>>2]=1}}else y=1}if(y){y=0;if(1){e=f[(v+56|0)>>2]|0;c=f[(v+60|0)>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[(v+56|0)>>2]=(f[(v+56|0)>>2]|0)+28}else b=1}if(b)if(1){d=f[(v+52|0)>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(v+52|0);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)t=0;else if(b>>>0>153391689)vd();else{t=pOb(b*28|0)|0;break}while(0);h=t+(((e-d|0)/28|0)*28|0)|0;g=t+(b*28|0)|0;f[h>>2]=f[q>>2];f[t+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{t=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[t+-24>>2];s=d+-20|0;f[s>>2]=0;z=d+-16|0;f[z>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(t+-20|0)>>2];f[z>>2]=f[(t+-16|0)>>2];f[d+-12>>2]=f[(t+-12|0)>>2];f[(t+-12|0)>>2]=0;f[(t+-16|0)>>2]=0;f[(t+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[t+-8>>2];z=f[(t+-4|0)>>2]|0;f[(t+-4|0)>>2]=0;f[d+-4>>2]=z;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0}f[(v+52|0)>>2]=c;f[(v+56|0)>>2]=h+28|0;f[(v+60|0)>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}b=f[(v+56|0)>>2]|0;v=f[(a+24|0)>>2]|0;z=f[w>>2]|0;f[a>>2]=(v|0)==(z|0)?0:v;f[a+4>>2]=z-v>>3;f[a+8>>2]=v;f[(a+12|0)>>2]=z;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;b=(f[b+-8>>2]&1|0)!=0;f[(a+48|0)>>2]=0;J0a(u,a+48|0,a,b);b=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+8|0)>>2]|0;if((b|0)==(f[(a+12|0)>>2]|0)){c=f[a>>2]|0;if(c){tOb(c);b=f[(a+8|0)>>2]|0}}if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}else y=1}}f[a+1248>>2]=x;f[a+1256>>2]=y}
+function ZMa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;A=u;u=u+48|0;s=A+32|0;r=A+24|0;w=A+20|0;t=A;x=f[c>>2]|0;k=f[x+4>>2]|0;p=f[d+120>>2]|0;f[w>>2]=p;v=x+48|0;q=x+68|0;m=x+72|0;j=f[m>>2]|0;a:do if(!j)z=41;else{i=j+-1|0;h=(i&j|0)==0;if(h)l=i&p;else if(p>>>0<j>>>0)l=p;else l=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(l<<2)>>2]|0;if(!g)z=41;else{g=f[g>>2]|0;if(!g)z=41;else{b:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(l|0))){z=41;break a}if(h)if((f[g+8>>2]|0)==(p|0))break b;g=f[g>>2]|0;if(!g){z=41;break a}}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0)){z=41;break a}}g=f[g>>2]|0;if(!g){z=41;break a}}while(0);l=f[g+12>>2]|0;g=f[g+16>>2]|0;o=g;if(g){gOb(g);j=f[m>>2]|0}c:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&p;else if(p>>>0<j>>>0)k=p;else k=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){d:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(k|0)))break c;if(h)if((f[g+8>>2]|0)==(p|0))break d;g=f[g>>2]|0;if(!g)break c}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break d}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break c}g=f[g>>2]|0;if(!g)break c}while(0);f[r>>2]=g;f[s>>2]=f[r>>2];_Ma(q,s)|0}}}while(0)}}}while(0);if((z|0)==41){UIa(s,f[a>>2]|0);l=f[s>>2]|0;o=f[s+4>>2]|0;y=l;r=y+116|0;f[r>>2]=k;f[r+4>>2]=p;y=y+196|0;f[y>>2]=f[y>>2]&-131073}k=(e|0)==0;g=d+72|0;if(!k)g=$Ma(x+88|0,(f[g>>2]|0)+116|0)|0;y=l;if(!(f[d+116>>2]|0))EJa(y);eJa(y,d+4|0);pJa(y,0,g);g=y+200|0;if(!(f[y+36>>2]|0))hJa(y,0,d+36|0);if((f[g>>2]&1|0)==0&0==0)MKa(y,0,d);if(!(f[y+44>>2]|0))hJa(y,1,d+44|0);if((f[g>>2]&2|0)==0&0==0)MKa(y,1,d);if(!(f[y+52>>2]|0))hJa(y,2,d+52|0);if((f[g>>2]&4|0)==0&0==0)MKa(y,2,d);cNa(a,d,y,x);IJa(y,((b[d+192>>0]|b[y+192>>0])&255)>>>3&7);r=y+196|0;if(!(f[r>>2]&2))g=(f[d+196>>2]&2|0)!=0;else g=1;aJa(y,g);if(!(f[r>>2]&4))g=(f[d+196>>2]&4|0)!=0;else g=1;bJa(y,g);if(!(f[r>>2]&8))g=(f[d+196>>2]&8|0)!=0;else g=1;rJa(y,g);if(!(f[r>>2]&16))g=(f[d+196>>2]&16|0)!=0;else g=1;sJa(y,g);if(!(f[r>>2]&32))g=(f[d+196>>2]&32|0)!=0;else g=1;vJa(y,g);if(!(f[r>>2]&64))g=(f[d+196>>2]&64|0)!=0;else g=1;xJa(y,g);if(!(f[r>>2]&8192))g=(f[d+196>>2]&8192|0)!=0;else g=1;yJa(y,g);if(!(f[r>>2]&16384))g=(f[d+196>>2]&16384|0)!=0;else g=1;zJa(y,g);if(!(f[r>>2]&32768))g=(f[d+196>>2]&32768|0)!=0;else g=1;AJa(y,g);if(!(f[r>>2]&65536))g=(f[d+196>>2]&65536|0)!=0;else g=1;BJa(y,g);if(!(f[r>>2]&33554432))g=(f[d+196>>2]&33554432|0)!=0;else g=1;tJa(y,g);if(!(f[r>>2]&67108864))g=(f[d+196>>2]&67108864|0)!=0;else g=1;uJa(y,g);g=f[r>>2]|0;do if(!(g&4096)){if(!(f[d+196>>2]&4096))break;f[s>>2]=f[(f[d+108>>2]|0)+40>>2];OKa(y,aNa(x+108|0,s)|0);g=f[r>>2]|0}while(0);do if(!(g&134217728)){if(!(f[d+196>>2]&134217728))break;h=d+104|0;g=f[h>>2]|0;j=b[g+364>>0]&1;if(!(j<<24>>24))g=g+300|0;else{i=f[x+12>>2]|0;if(b[i+120>>0]&4){AIa(i);g=f[h>>2]|0}q=i+76|0;p=g+300|0;f[t>>2]=q;f[t+4>>2]=p;s=t+8|0;D=+n[p>>2];C=+n[g+304>>2];B=+n[g+308>>2];n[s>>2]=+n[q>>2]*D+ +n[i+88>>2]*C+ +n[i+100>>2]*B;n[t+12>>2]=+n[i+80>>2]*D+ +n[i+92>>2]*C+ +n[i+104>>2]*B;n[t+16>>2]=+n[i+84>>2]*D+ +n[i+96>>2]*C+ +n[i+108>>2]*B;g=s}UKa(y,j,g,+WKa(d))}while(0);g=bNa(v,w)|0;p=o;q=(o|0)==0;if(!q)gOb(p);f[g>>2]=l;w=g+4|0;g=f[w>>2]|0;f[w>>2]=o;if(g|0)iOb(g);e:do if(!k){g=WFa(x)|0;o=e;m=f[o>>2]|0;o=f[o+4>>2]|0;j=m&15;i=ZPb(m|0,o|0,4)|0;if((j|0)!=15){h=f[g+12>>2]|0;if(j>>>0>=(((f[g+16>>2]|0)-h|0)/72|0)>>>0)break;k=i&15;i=ZPb(m|0,o|0,8)|0;do if((k|0)==15)g=h+(j*72|0)|0;else{g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,12)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,16)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,20)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,24)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,28)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=o&15;i=ZPb(m|0,o|0,36)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,40)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,44)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,48)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,52)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;l=i&15;i=ZPb(m|0,o|0,56)|0;if((l|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(l>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=g;k=i&15;h=ZPb(m|0,o|0,60)|0;if((k|0)==15){g=j+(l*72|0)|0;break}g=f[j+(l*72|0)+12>>2]|0;if(k>>>0>=(((f[j+(l*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;i=g;g=h&15;if((g|0)==15){g=i+(k*72|0)|0;break}h=f[i+(k*72|0)+12>>2]|0;if(g>>>0<(((f[i+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)g=h+(g*72|0)|0;else break e}while(0);if(!g)break}gpb(g,y,c,(f[a+8>>2]|0)>>>0<524289,(b[a+416>>0]&4)!=0)}while(0);ZIa(y);g=f[a+4>>2]|0;if(!(b[g+229>>0]|0))z=126;else if(f[r>>2]&16777216|0)z=126;if((z|0)==126)U8a(f[g+240>>2]|0,y,0,0);if(q){u=A;return}iOb(p);u=A;return}function _Ma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+16>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function $Ma(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function aNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;fNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;dNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function cNa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j;if(!(b[(f[a+4>>2]|0)+229>>0]|0))a=0;else a=(f[d+196>>2]&16777216|0)==0;i=e+128|0;if(a|(b[i>>0]|0)!=2)g=0;else{f[h>>2]=f[d+120>>2];f[g>>2]=f[h>>2];g=bGa(e,g)|0}h=d+193|0;c=c+192|0;e=g+12|0;if(a){do if(!(b[h>>0]&1))if(!(b[i>>0]|0)){HJa(d,1,0,1)|0;break}else{HJa(d,1,0,0)|0;break}while(0);do if(!(b[h>>0]&2))if(!(b[i>>0]|0)){HJa(d,2,0,1)|0;break}else{HJa(d,2,0,0)|0;break}while(0);if(b[h>>0]&4){u=j;return}if(!(b[i>>0]|0)){HJa(d,4,0,1)|0;u=j;return}else{HJa(d,4,0,0)|0;u=j;return}}a=(b[h>>0]&1)==0;if(!g){a:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break a}case 1:{HJa(d,1,1,1)|0;break a}default:{HJa(d,1,(b[c>>0]&1)!=0,0)|0;break a}}while(0);b:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break b}case 1:{HJa(d,2,1,1)|0;break b}default:{HJa(d,2,(b[c>>0]&2)!=0,0)|0;break b}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{HJa(d,4,(b[c>>0]&4)!=0,0)|0;u=j;return}}}c:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break c}case 1:{HJa(d,1,1,1)|0;break c}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&1)!=0;else a=(a&1|0)!=0;HJa(d,1,a,0)|0;break c}}while(0);d:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break d}case 1:{HJa(d,2,1,1)|0;break d}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&2)!=0;else a=(a&2|0)!=0;HJa(d,2,a,0)|0;break d}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&4)!=0;else a=(a&4|0)!=0;HJa(d,4,a,0)|0;u=j;return}}}function dNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){eNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;eNa(a,b);return}function eNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function fNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){gNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;gNa(a,b);return}function gNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function hNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iNa(a,b);return}function iNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=uNa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=uNa(p,a)|0;u=q;return w|0}function kNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;tNa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;tNa(p);u=r;return}function lNa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;mNa(a);lNa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(e,i);eGa(d,a);u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];k=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=k))g=15;else{l=+n[e+4>>2];if(!(t>=l))g=15;else{m=+n[e+8>>2];if(!(v>=m))g=15;else{o=+n[e+12>>2];if(!(r<=o))g=15;else{p=+n[e+16>>2];if(!(t<=p))g=15;else{q=+n[e+20>>2];if(!(v<=q)|!(w>=k)|!(x>=l))g=15;else if(!(y<=q&((!(x<=p)|(!(w<=o)|!(y>=m)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(a+24|0,i);eGa(d,a);u=F;return}while(0);lNa(e,c,d);u=F;return}function mNa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;oNa(c,a);wib(p,a,0,.5);o=pNa(p,c)|0;wib(p,a,0,.3330000042915344);q=pNa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=pNa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=pNa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=pNa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=pNa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=pNa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=pNa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(pNa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function nNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function oNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;p=q;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);m=c+24|0;n=c+28|0;l=f[n>>2]|0;c=f[m>>2]|0;e=l-c>>2;o=a+8|0;i=f[a>>2]|0;g=i;if((((f[o>>2]|0)-i|0)/24|0)>>>0<e>>>0){j=a+4|0;if(e>>>0>178956970)vd();r=f[j>>2]|0;h=pOb(e*24|0)|0;d=h+(((r-i|0)/24|0)*24|0)|0;k=d;h=h+(e*24|0)|0;e=r;if((e|0)==(g|0))d=k;else do{r=d;d=d+-24|0;s=e;e=e+-24|0;f[d>>2]=f[e>>2];f[r+-20>>2]=f[s+-20>>2];f[r+-16>>2]=f[s+-16>>2];f[r+-12>>2]=f[s+-12>>2];f[r+-8>>2]=f[s+-8>>2];f[r+-4>>2]=f[s+-4>>2]}while((e|0)!=(g|0));f[a>>2]=d;f[j>>2]=k;f[o>>2]=h;if(!i)e=l;else{sOb(i);c=f[m>>2]|0;e=f[n>>2]|0}}else e=l;if((c|0)==(e|0)){u=q;return}g=a+4|0;h=p+4|0;i=p+8|0;j=p+12|0;k=p+16|0;l=p+20|0;do{cGa(p,f[c>>2]|0);d=f[g>>2]|0;if(d>>>0<(f[o>>2]|0)>>>0){f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[h>>2];f[d+8>>2]=f[i>>2];s=d+12|0;f[s>>2]=f[j>>2];f[s+4>>2]=f[j+4>>2];f[s+8>>2]=f[j+8>>2];f[s>>2]=f[j>>2];f[d+16>>2]=f[k>>2];f[d+20>>2]=f[l>>2];f[g>>2]=(f[g>>2]|0)+24}else cD(a,p);c=c+4|0}while((c|0)!=(e|0));u=q;return}function pNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function qNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}a=f[64674]|0;if(a>>>0<(f[64675]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64674]=a+12;return}else{rNa(258692,c);return}}function rNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function sNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}e=f[64674]|0;if((f[64673]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64674]|0;j=h+-12|0;while(1){e=h+-12|0;f[64674]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64674]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function tNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function uNa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function vNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l;wNa(k,c);c=f[k+12>>2]|0;a:do if(c|0)if((b[k+33>>0]|0)!=1){d=f[a>>2]|0;i=f[c+116>>2]|0;h=f[d+92>>2]|0;if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;c=f[(f[d+88>>2]|0)+(j<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(e)while(1){h=f[c+4>>2]|0;d=(i|0)==(h|0);if(!(d|(h&g|0)==(j|0)))break a;if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(j|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);Ipb(k,c+12|0)}}}}while(0);eqb(f[f[a+4>>2]>>2]|0,k);c=f[k+24>>2]|0;if(c|0)iOb(c);c=f[k+16>>2]|0;if(c|0)iOb(c);c=f[k>>2]|0;if(!c){u=l;return}g=k+4|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[k>>2]|0}sOb(c);u=l;return}function wNa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;h=b+4|0;c=(f[h>>2]|0)-(f[b>>2]|0)|0;g=c>>3;if(g|0){if(g>>>0>536870911)AMb(a);e=pOb(c)|0;f[i>>2]=e;f[a>>2]=e;f[a+8>>2]=e+(g<<3);c=f[b>>2]|0;h=f[h>>2]|0;if((c|0)!=(h|0))do{f[e>>2]=f[c>>2];g=f[c+4>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);c=c+8|0;e=(f[i>>2]|0)+8|0;f[i>>2]=e}while((c|0)!=(h|0))}f[a+12>>2]=f[b+12>>2];c=f[b+16>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);f[a+20>>2]=f[b+20>>2];c=f[b+24>>2]|0;f[a+24>>2]=c;if(!c){a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}gOb(c);a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}function xNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){yNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;yNa(a,b);return}function yNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ANa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);return}function BNa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);sOb(a);return}function CNa(a){a=a|0;ENa(a+12|0);return}function DNa(a){a=a|0;sOb(a);return}function ENa(a){a=a|0;var b=0,c=0,d=0;b=f[a+116>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+108|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+96>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+76>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+20|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){TFa(b);sOb(b)}b=f[a+16>>2]|0;if(!b)return;iOb(b);return}function FNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){GNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;GNa(a,b);return}function GNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function HNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+1856>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+1848|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);qBa(a+464|0);b=f[a+440>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+432|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+380>>2]|0;if(b|0){c=a+384|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}g=a+368|0;b=f[g>>2]|0;if(b|0){h=a+372|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+356>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+348|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+336>>2]|0;if(b|0){c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+324>>2]|0;if(b|0){c=a+328|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+312>>2]|0;if(b|0){c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+288>>2]|0;if(b|0){c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+232>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+224|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+204|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+184|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+164|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}INa(a+108|0);JNa(a+64|0);e=a+52|0;b=f[e>>2]|0;if(b|0){g=a+56|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;c=f[c+-12>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+40>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+20>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;KNa(h+12|0);sOb(h)}while((b|0)!=0);a=a+12|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function INa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function JNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function KNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+268>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+260|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+248>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+240|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+228>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+220|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+208>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+200|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+188>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+180|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+168>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+160|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+148>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+140|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+128>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+120|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+108>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+100|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+88>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+80|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+60|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+48>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+40|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+28>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+20|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);e=a+8|0;b=f[e>>2]|0;if(b|0){g=a+12|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[g>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;TFa(b);sOb(b);return}function LNa(a){a=a|0;var b=0,c=0;b=pOb(32)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37748;c=b+12|0;NMa(c,0);f[a>>2]=c;f[a+4>>2]=b;return}function MNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);return}function NNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);sOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);sOb(a);return}function ONa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b)return;c=a+20|0;a=f[c>>2]|0;if((a|0)!=(b|0)){do{e=a+-32|0;f[c>>2]=e;a=f[a+-16>>2]|0;if((e|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[c>>2]|0}while((a|0)!=(b|0));b=f[d>>2]|0}sOb(b);return}function PNa(a){a=a|0;sOb(a);return}function QNa(a){a=a|0;RNa(f[a>>2]|0);return}function RNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;yBa(a+464|0)|0;g=a+152|0;j=f[g>>2]|0;k=a+156|0;d=f[k>>2]|0;e=j;b=d+(~((d+-4-e|0)>>>2)<<2)|0;if((d|0)==(j|0))b=j;else f[k>>2]=b;d=a+160|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0>b>>>0){do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[g>>2]=h;f[k>>2]=b;f[d>>2]=b;if(j|0)sOb(j)}SNa(a+108|0);TNa(a+64|0);g=a+44|0;if(f[g>>2]|0){e=a+40|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[a+36>>2]|0;if(c|0){d=a+32|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}d=f[a+52>>2]|0;e=a+56|0;b=f[e>>2]|0;if((b|0)!=(d|0))do{c=b+-20|0;f[e>>2]=c;b=f[b+-12>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;sOb(k)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);b=f[e>>2]|0}while((b|0)!=(d|0));e=a+24|0;if(!(f[e>>2]|0))return;c=a+20|0;b=f[c>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;KNa(k+12|0);sOb(k)}while((b|0)!=0);f[c>>2]=0;d=f[a+16>>2]|0;if(d|0){c=a+12|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function SNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=aDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];bDa(a,j,k)|0;u=r;return}function TNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=cDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];dDa(a,j,k)|0;u=r;return}function UNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;e=c+12|0;d=c;JJa(b,e,d);f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[a+12>>2]=f[d>>2];f[a+16>>2]=f[d+4>>2];f[a+20>>2]=f[d+8>>2];u=c;return}function VNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function WNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XNa(a,b);return}function XNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Na(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Na(a,b);return}function _Na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Na(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+4|0;i=k;f[i>>2]=f[c>>2];f[e>>2]=f[i>>2];e=$Ma((TMa(a,e)|0)+60|0,c+4|0)|0;if(f[e>>2]|0){b=0;u=k;return b|0}i=c;g=f[i+4>>2]|0;d=(f[b>>2]|0)+112|0;f[d>>2]=f[i>>2];f[d+4>>2]=g;d=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[e>>2]=d;i=e+4|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0)iOb(d);h=f[c>>2]|0;g=f[a+16>>2]|0;if(!g){b=1;u=k;return b|0}c=g+-1|0;e=(c&g|0)==0;if(e)i=c&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(h|0);if(!(e|(a&c|0)==(i|0))){d=1;e=26;break}if(e)if((f[d+8>>2]|0)==(h|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(h|0)){if((f[d+8>>2]|0)==(h|0)){j=d;break a}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){d=1;e=26;break}}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{VMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function aOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cOa(a,b);return}function cOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;eOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function eOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){fOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;fOa(a,b);return}function fOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function gOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function hOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iOa(a,b);return}function iOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;kOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function kOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){lOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;lOa(a,b);return}function lOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function mOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;nOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function nOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){oOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;oOa(a,b);return}function oOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function pOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;qOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function qOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rOa(a,b);return}function rOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;i=k;f[i>>2]=f[c>>2];f[h>>2]=f[i>>2];h=aNa((TMa(a,h)|0)+220|0,c+4|0)|0;if(f[h>>2]|0){b=0;u=k;return b|0}d=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[h>>2]=d;i=h+4|0;g=f[i>>2]|0;f[i>>2]=e;if(g){iOb(g);d=f[h>>2]|0}g=c;i=f[g+4>>2]|0;h=d+36|0;f[h>>2]=f[g>>2];f[h+4>>2]=i;c=f[c>>2]|0;h=f[a+16>>2]|0;if(!h){b=1;u=k;return b|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(c|0);if(!(e|(a&g|0)==(i|0))){d=1;e=27;break}if(e)if((f[d+8>>2]|0)==(c|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(c|0)){if((f[d+8>>2]|0)==(c|0)){j=d;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){d=1;e=27;break}}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{WMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function tOa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l+4|0;g=l;h=f[b>>2]|0;if(!(f[h+4>>2]|0)){d=0;u=l;return d|0}if(!(f[h+72>>2]|0)){d=0;u=l;return d|0}if(!(f[h+36>>2]|0)){d=0;u=l;return d|0}if(!(f[h+44>>2]|0)){d=0;u=l;return d|0}if(!(f[h+52>>2]|0)){d=0;u=l;return d|0}f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];h=uOa((TMa(a,e)|0)+20|0,c+4|0)|0;if(f[h>>2]|0){d=0;u=l;return d|0}e=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[h>>2]=e;j=h+4|0;e=f[j>>2]|0;f[j>>2]=g;if(e|0)iOb(e);if(!d){e=0;g=0}else{g=d;e=f[g>>2]|0;g=f[g+4>>2]|0}h=h+8|0;f[h>>2]=e;f[h+4>>2]=g;h=c;j=f[h+4>>2]|0;i=(f[b>>2]|0)+116|0;f[i>>2]=f[h>>2];f[i+4>>2]=j;i=f[c>>2]|0;c=f[a+16>>2]|0;if(!c){d=1;u=l;return d|0}h=c+-1|0;g=(h&c|0)==0;if(g)j=h&i;else if(i>>>0<c>>>0)j=i;else j=(i>>>0)%(c>>>0)|0;e=f[(f[a+12>>2]|0)+(j<<2)>>2]|0;if(!e){d=1;u=l;return d|0}e=f[e>>2]|0;if(!e){d=1;u=l;return d|0}a:do if(g){while(1){c=f[e+4>>2]|0;g=(c|0)==(i|0);if(!(g|(c&h|0)==(j|0))){e=1;g=33;break}if(g)if((f[e+8>>2]|0)==(i|0)){k=e;break a}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(i|0)){if((f[e+8>>2]|0)==(i|0)){k=e;break a}}else{if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(j|0)){e=1;g=33;break}}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}while(0);e=f[k+20>>2]|0;g=f[k+24>>2]|0;if((e|0)==(g|0)){d=1;u=l;return d|0}do{ZMa(a,e,f[b>>2]|0,d);e=e+8|0}while((e|0)!=(g|0));e=1;u=l;return e|0}function uOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;vOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function vOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wOa(a,b);return}function wOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0,q=0;o=u;u=u+16|0;l=o;m=a+416|0;c=b[m>>0]|0;if(!(c&2)){u=o;return}a:do if(c&1){if(f[a+444>>2]|0){c=f[a+440>>2]|0;if(!c)break;g=a+452|0;h=a+420|0;i=a+424|0;j=l+4|0;a=a+428|0;e=l+8|0;while(1){d=f[c+8>>2]|0;if(f[d+4>>2]|0)if(!(f[d+196>>2]&32)){k=d+200|0;if(!((f[k>>2]&33554432|0)==0&0==0))LJa(d);p=+n[g>>2];n[l>>2]=p*(+n[d+168>>2]-+n[h>>2]);n[j>>2]=p*(+n[d+172>>2]-+n[i>>2]);n[e>>2]=p*(+n[d+176>>2]-+n[a>>2]);wJa(d,l)}c=f[c>>2]|0;if(!c)break a}}c=f[a+40>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);h=a+452|0;i=a+420|0;j=a+424|0;k=l+4|0;e=a+428|0;g=l+8|0;if(c|0)c:while(1){do{a=f[d+12>>2]|0;if(!(f[a+196>>2]&32)){q=a+200|0;if(!((f[q>>2]&33554432|0)==0&0==0))LJa(a);p=+n[h>>2];n[l>>2]=p*(+n[a+168>>2]-+n[i>>2]);n[k>>2]=p*(+n[a+172>>2]-+n[j>>2]);n[g>>2]=p*(+n[a+176>>2]-+n[e>>2]);wJa(a,l)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}while(0);b[m>>0]=b[m>>0]&-3;u=o;return}function yOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function zOa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;l=0;q=u;u=u+1328|0;j=f[c+244>>2]|0;p=f[c+240>>2]|0;k=f[d>>2]|0;if(k|0){e=f[(a+36|0)>>2]|0;if(!e){a=0;u=q;return a|0}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(k>>>0<e>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;c=f[(f[(a+32|0)>>2]|0)+(g<<2)>>2]|0;if(!c){a=0;u=q;return a|0}c=f[c>>2]|0;if(!c){a=0;u=q;return a|0}a:do if(!((e+-1|0)&e)){while(1){d=f[c+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){i=0;l=192;break}if((d|0)==(k|0))if((f[c+8>>2]|0)==(k|0)){o=c;break a}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}else{while(1){d=f[c+4>>2]|0;if((d|0)==(k|0)){if((f[c+8>>2]|0)==(k|0)){o=c;break a}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){i=0;l=192;break}}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}while(0);k=o+12|0;f[q>>2]=f[(f[k>>2]|0)+8>>2];f[(q+4|0)>>2]=f[q>>2];j=TMa(a,q+4|0)|0;d=f[j+8>>2]|0;c=f[(j+12|0)>>2]|0;b:do if((d|0)==(c|0)){h=d;l=142}else{e=f[k>>2]|0;do{if((f[d>>2]|0)==(e|0)){h=d;l=142;break b}d=d+8|0}while((d|0)!=(c|0))}while(0);if((l|0)==142)if((h|0)!=(c|0)){d=h+8|0;if((d|0)!=(c|0)){g=h;i=h;while(1){e=f[d>>2]|0;if((e|0)!=(f[k>>2]|0)){i=i+12|0;r=f[i>>2]|0;f[d>>2]=0;f[i>>2]=0;f[h>>2]=e;i=h+4|0;e=f[i>>2]|0;f[i>>2]=r;if(e|0)iOb(e);h=g+8|0;g=h}e=d+8|0;if((e|0)==(c|0))break;else{i=d;d=e}}c=f[(j+12|0)>>2]|0}if((c|0)!=(h|0))do{d=c+-8|0;f[(j+12|0)>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[(j+12|0)>>2]|0}}while((c|0)!=(h|0))}AOa(a,f[k>>2]|0);d=BOa(f[k>>2]|0)|0;do if(d|0)if(!(f[d+40>>2]|0)){c=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(c){b[a+104>>0]=1;l=160}else l=161;else if(c)l=160;else l=161;if((l|0)==160){b[a+105>>0]=1;break}else if((l|0)==161){b[a+106>>0]=1;break}}while(0);g=f[k>>2]|0;e=f[g>>2]|0;c=f[a+52>>2]|0;f[(q+4|0)>>2]=g;COa(c+(e*20|0)|0,q+4|0)|0;e=f[(a+36|0)>>2]|0;c=f[o+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(a+32|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(o|0))break;else i=c}if((i|0)==(a+40|0))l=175;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))m=o;else l=175}do if((l|0)==175){c=f[o>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){m=o;break}}f[d>>2]=0;m=o}while(0);c=f[m>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(a+32|0)>>2]|0)+(d<<2)>>2]=i;c=f[o>>2]|0}}f[i>>2]=c;f[m>>2]=0;f[(a+44|0)>>2]=(f[(a+44|0)>>2]|0)+-1;c=f[o+16>>2]|0;if(c|0)iOb(c);sOb(o);vDa(a+464|0);Y8a(p);r=1;u=q;return r|0}g=PMa(a+32|0,258684)|0;c=f[g>>2]|0;d=f[c+56>>2]|0;if(d){do{e=f[d+12>>2]|0;c=f[e+4>>2]|0;e=f[e+8>>2]|0;if(e)gOb(e);if(c|0)z$a(j,c+28|0,7,0);if(e)iOb(e);d=f[d>>2]|0}while((d|0)!=0);c=f[g>>2]|0}AOa(a,c);r=f[g>>2]|0;f[q+32>>2]=a;f[q+280>>2]=i;f[q+360>>2]=g;f[q+456>>2]=r;f[q+1064>>2]=j;f[q+1112>>2]=p;f[q+1280>>2]=0;f[q+1284>>2]=0;VQa(q);G=f[q+1280>>2]|0;D=f[q+1284>>2]|0;H=+n[q+1284>>2];f[q+1280>>2]=0;f[q+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function AOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+96|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+112|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+100|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+92>>2]|0;if(d|0){e=b+88|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=b+116|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+36|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+120|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+112>>2]|0;if(d|0){e=b+108|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}c=f[b+56>>2]|0;if(c|0)do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);c=f[b+76>>2]|0;if(!c)return;do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);return}function BOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=dGa(a)|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;iDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function COa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=DOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function DOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function EOa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;i=u;u=u+16|0;g=i;d=c+200|0;e=f[d>>2]|0;if((e&-268435456|0)==0&0==0)d=h[d+4>>0]|0;else{_Ia(c,0)|0;d=h[d+4>>0]|0}a:do switch(d&3|0){case 2:{d=FOa(c)|0;if(d|0)if(!(f[d+40>>2]|0)){e=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(e){b[a+148>>0]=1;d=11}else d=12;else if(e)d=11;else d=12;if((d|0)==11){b[a+149>>0]=1;break a}else if((d|0)==12){b[a+150>>0]=1;break a}}break}case 0:{GOa(a+152|0,f[c+124>>2]|0);break}default:{}}while(0);aJa(c,0);bJa(c,0);dJa(c);rDa(a+464|0,c);f[g>>2]=c;sDa(a+432|0,g)|0;HOa(a+224|0,c+116|0)|0;u=i;return}function FOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a+124>>2]|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;jDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function GOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){f[(f[d+-4>>2]|0)+124>>2]=b;c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function HOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=IOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function IOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function JOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;n=v+8|0;o=v+16|0;m=v;h=f[b>>2]|0;p=a+16|0;e=f[p>>2]|0;if(!e){a=0;u=v;return a|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;s=a+12|0;b=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!b){a=0;u=v;return a|0}b=f[b>>2]|0;if(!b){a=0;u=v;return a|0}a:do if(c){while(1){l=f[b+4>>2]|0;c=(l|0)==(h|0);if(!(c|(l&d|0)==(g|0))){b=0;q=154;break}if(c)if((f[b+8>>2]|0)==(h|0)){t=b;break a}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(h|0)){if((f[b+8>>2]|0)==(h|0)){t=b;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){b=0;q=154;break}}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}while(0);if((h|0)==0?1:(f[t+20>>2]|0)!=(f[t+24>>2]|0)){a=0;u=v;return a|0}l=t+52|0;k=t+60|0;b=f[k>>2]|0;if(b|0){i=n+4|0;j=m+4|0;do{e=b;d=e+12|0;g=f[d>>2]|0;e=e+16|0;h=f[e>>2]|0;if(!h){f[d>>2]=0;f[e>>2]=0}else{hOb(h);c=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;if(c|0)iOb(c);f[n>>2]=0;d=kOb(h)|0;f[i>>2]=d;if(d|0){f[n>>2]=g;if(g|0){KOa(m,a,n);c=f[j>>2]|0;if(c|0)iOb(c)}iOb(d)}jOb(h)}b=f[b>>2]|0}while((b|0)!=0)}e=t+64|0;if(f[e>>2]|0){b=f[k>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[k>>2]=0;c=f[t+56>>2]|0;if(c|0){b=0;do{f[(f[l>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+72|0;e=t+80|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+112|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+84|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+76>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+92|0;f[n>>2]=0;f[n+4>>2]=-1;e=t+100|0;b=f[e>>2]|0;if(b|0)do{EFa(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);g=t+104|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+96>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+112|0;e=t+120|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+204|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+124|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+116>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+192|0;f[n>>2]=0;f[n+4>>2]=-1;g=t+200|0;b=f[g>>2]|0;if(b|0)do{n8a(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);e=t+204|0;if(f[e>>2]|0){b=f[g>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[g>>2]=0;c=f[t+196>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+212|0;e=t+220|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+24|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+224|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+216>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+232|0;e=t+240|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+36|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+244|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+236>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}g=t+252|0;h=t+264|0;if(f[h>>2]|0){e=t+260|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+256>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}g=t+272|0;h=t+284|0;if(f[h>>2]|0){e=t+280|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+276>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}d=f[p>>2]|0;b=f[t+4>>2]|0;e=d+-1|0;g=(e&d|0)==0;do if(g)h=e&b;else{if(b>>>0<d>>>0){h=b;break}h=(b>>>0)%(d>>>0)|0}while(0);c=(f[s>>2]|0)+(h<<2)|0;i=f[c>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(t|0))break;else i=b}do if((i|0)==(a+20|0))q=128;else{b=f[i+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)!=(h|0)){q=128;break}r=t}while(0);do if((q|0)==128){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)==(h|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;do if(c){c=f[c+4>>2]|0;do if(g)c=c&e;else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);if((c|0)==(h|0))break;f[(f[s>>2]|0)+(c<<2)>>2]=i;b=f[t>>2]|0}while(0);f[i>>2]=b;f[r>>2]=0;a=a+24|0;f[a>>2]=(f[a>>2]|0)+-1;KNa(t+12|0);sOb(t);a=1;u=v;return a|0}function KOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+12|0;g=k+8|0;h=k;j=(f[(f[c>>2]|0)+44>>2]|0)+68|0;i=(zLa(j)|0)<<2;j=i+152+((ALa(j)|0)<<1)|0;i=b+292|0;d=f[i>>2]|0;do if((f[b+288>>2]|0)==(d|0)){i=b+260|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function LOa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;r=v+48|0;t=v+20|0;m=v+44|0;o=v+40|0;s=v;k=a+236|0;if(f[k>>2]|0){i=a+232|0;h=f[i>>2]|0;if(h|0)do{p=h;h=f[h>>2]|0;sOb(p)}while((h|0)!=0);f[i>>2]=0;i=f[a+228>>2]|0;if(i|0){j=a+224|0;h=0;do{f[(f[j>>2]|0)+(h<<2)>>2]=0;h=h+1|0}while((h|0)!=(i|0))}f[k>>2]=0}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;n=a+32|0;h=f[a+40>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){GE(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[m>>2]=f[i>>2];f[r>>2]=f[m>>2];zOa(a,b,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;h=f[a+20>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){iI(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[o>>2]=f[i>>2];f[r>>2]=f[o>>2];JOa(a,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[r>>2]=0;p=r+4|0;f[p>>2]=0;f[r+8>>2]=0;MOa(t,d,d+(c<<2)|0);h=PMa(n,258684)|0;h=f[(f[h>>2]|0)+56>>2]|0;if(h|0){n=t+4|0;o=r+8|0;do{b=f[h+8>>2]|0;f[s>>2]=b;l=f[n>>2]|0;a:do if(!l)q=60;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[t>>2]|0)+(m<<2)>>2]|0;if(!i)q=60;else{i=f[i>>2]|0;if(!i)q=60;else{if(j)while(1){d=f[i+4>>2]|0;j=(b|0)==(d|0);if(!(j|(d&k|0)==(m|0))){q=60;break a}if(j)if((f[i+8>>2]|0)==(b|0))break a;i=f[i>>2]|0;if(!i){q=60;break a}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break a}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=60;break a}}i=f[i>>2]|0;if(!i){q=60;break}}}}}while(0);do if((q|0)==60){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){$G(r,s);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0)}h=f[r>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=s+4|0;do{d=f[h>>2]|0;f[s>>2]=0;f[j>>2]=d;OOa(a,s)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[t+8>>2]|0;if(h|0)do{d=h;h=f[h>>2]|0;sOb(d)}while((h|0)!=0);h=f[t>>2]|0;f[t>>2]=0;if(h|0)sOb(h);h=f[r>>2]|0;if(h|0){i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}f[t>>2]=0;p=t+4|0;f[p>>2]=0;f[t+8>>2]=0;NOa(s,g,g+(e<<2)|0);f[r>>2]=f[64672];h=(TMa(a,r)|0)+48|0;h=f[h>>2]|0;if(h|0){n=s+4|0;o=t+8|0;do{i=h;g=f[(f[i+12>>2]|0)+44>>2]|0;if((f[g+116>>2]|0)==(f[g+112>>2]|0)){b=f[i+8>>2]|0;f[r>>2]=b;l=f[n>>2]|0;b:do if(!l)q=96;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!i)q=96;else{i=f[i>>2]|0;if(!i)q=96;else{if(j)while(1){g=f[i+4>>2]|0;j=(b|0)==(g|0);if(!(j|(g&k|0)==(m|0))){q=96;break b}if(j)if((f[i+8>>2]|0)==(b|0))break b;i=f[i>>2]|0;if(!i){q=96;break b}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break b}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=96;break b}}i=f[i>>2]|0;if(!i){q=96;break}}}}}while(0);do if((q|0)==96){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){POa(t,r);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0)}h=f[h>>2]|0}while((h|0)!=0)}h=f[t>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=r+4|0;do{q=f[h>>2]|0;f[r>>2]=0;f[j>>2]=q;QOa(a,r)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[s+8>>2]|0;if(h|0)do{r=h;h=f[h>>2]|0;sOb(r)}while((h|0)!=0);h=f[s>>2]|0;f[s>>2]=0;if(h|0)sOb(h);h=f[t>>2]|0;if(!h){t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h);t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}function MOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function NOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;UOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function OOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+8|0;l=m;h=m+4|0;c=SOa(a,b)|0;if(c|0){l=c;u=m;return l|0}V8a(f[(f[a+4>>2]|0)+240>>2]|0);g=PMa(a+32|0,b)|0;g=f[g>>2]|0;i=g+48|0;j=b+4|0;e=f[j>>2]|0;c=f[g+52>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[i>>2]|0)+((d&e)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}else{if(e>>>0<c>>>0)c=e;else c=(e>>>0)%(c>>>0)|0;c=f[(f[i>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}EOa(a,f[e+12>>2]|0);if(!(f[b>>2]|0)){f[h>>2]=f[g+8>>2];f[k>>2]=f[h>>2];TOa((TMa(a,k)|0)+20|0,j)|0}c=a+304|0;d=f[c>>2]|0;if((d|0)==(f[a+308>>2]|0))$G(a+300|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}f[l>>2]=e;f[k>>2]=f[l>>2];_Ma(i,k)|0;l=0;u=m;return l|0}function POa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;c=o+4|0;d=o;e=ROa(a,b)|0;if(e|0){n=e;u=o;return n|0}f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];n=TMa(a,c)|0;m=n+40|0;j=b+4|0;h=f[j>>2]|0;i=n+44|0;b=f[i>>2]|0;a:do if(!b)k=0;else{e=b+-1|0;d=(e&b|0)==0;if(d)g=e&h;else if(h>>>0<b>>>0)g=h;else g=(h>>>0)%(b>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)k=0;else{c=f[c>>2]|0;if(!c)k=0;else{if(d)while(1){k=f[c+4>>2]|0;d=(k|0)==(h|0);if(!(d|(k&e|0)==(g|0))){k=0;break a}if(d)if((f[c+8>>2]|0)==(h|0)){k=c;break a}c=f[c>>2]|0;if(!c){k=0;break a}}while(1){d=f[c+4>>2]|0;if((d|0)==(h|0)){if((f[c+8>>2]|0)==(h|0)){k=c;break a}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(g|0)){k=0;break a}}c=f[c>>2]|0;if(!c){k=0;break}}}}}while(0);d=(f[(f[k+12>>2]|0)+44>>2]|0)+68|0;h=zLa(d)|0;d=ALa(d)|0;c=a+456|0;d=(X(h,-4)|0)+-152+(X(d,-2)|0)+(f[c>>2]|0)|0;f[c>>2]=d;c=a+292|0;d=f[c>>2]|0;if((d|0)==(f[a+296>>2]|0))POa(a+288|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}b=f[i>>2]|0;c=f[k+4>>2]|0;g=b+-1|0;h=(g&b|0)==0;if(h)i=g&c;else if(c>>>0<b>>>0)i=c;else i=(c>>>0)%(b>>>0)|0;d=(f[m>>2]|0)+(i<<2)|0;j=f[d>>2]|0;while(1){c=f[j>>2]|0;if((c|0)==(k|0))break;else j=c}if((j|0)==(n+48|0))l=36;else{c=f[j+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0))e=k;else l=36}do if((l|0)==36){c=f[k>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0)){e=k;break}}f[d>>2]=0;e=k}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&g;else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[m>>2]|0)+(d<<2)>>2]=j;c=f[k>>2]|0}}f[j>>2]=c;f[e>>2]=0;n=n+52|0;f[n>>2]=(f[n>>2]|0)+-1;if(!k){n=0;u=o;return n|0}c=f[k+16>>2]|0;if(c|0)iOb(c);sOb(k);n=0;u=o;return n|0}function ROa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&j;else if(j>>>0<e>>>0)g=j;else g=(j>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(j|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(j|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((j|0)==(c|0)){if((f[a+8>>2]|0)==(j|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);a=h+52|0;b=f[b+4>>2]|0;e=f[h+56>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(b|0)){i=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0)){i=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(j|0){j=3;return j|0}j=f[(f[i+12>>2]|0)+44>>2]|0;j=(f[j+116>>2]|0)!=(f[j+112>>2]|0)?2:0;return j|0}function SOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+52>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+48>>2]|0)+(h<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(g|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);b=(f[i+8>>2]|0)==0?0:3;return b|0}function TOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+20>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function UOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){VOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;VOa(a,b);return}function VOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function WOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XOa(a,b);return}function XOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZOa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function _Oa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function $Oa(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function aPa(a){a=a|0;sOb(a);return}function bPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cPa(a,b);return}function cPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dPa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;f[l>>2]=f[d>>2];f[k>>2]=f[l>>2];l=ePa((TMa(c,k)|0)+260|0,d+4|0)|0;if(f[l>>2]|0){f[a>>2]=0;f[a+4>>2]=0;u=n;return}j=pOb(20)|0;h=e+g|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(!g){g=k+8|0;h=0;e=0;c=0}else{if((g|0)<0)AMb(k);o=pOb(g)|0;f[m>>2]=o;f[k>>2]=o;i=k+8|0;f[i>>2]=o+g;c=e;e=o;do{b[e>>0]=b[c>>0]|0;c=c+1|0;e=(f[m>>2]|0)+1|0;f[m>>2]=e}while((c|0)!=(h|0));g=i;h=f[k>>2]|0;c=f[i>>2]|0}i=d;d=f[i+4>>2]|0;o=j;f[o>>2]=f[i>>2];f[o+4>>2]=d;f[j+8>>2]=h;f[j+12>>2]=e;f[j+16>>2]=c;f[g>>2]=0;f[m>>2]=0;f[k>>2]=0;e=j;o=pOb(16)|0;f[o+4>>2]=0;f[o+8>>2]=0;f[o>>2]=37804;f[o+12>>2]=e;f[l>>2]=e;e=l+4|0;c=f[e>>2]|0;f[e>>2]=o;if(c|0)iOb(c);c=f[k>>2]|0;if(c|0){if((f[m>>2]|0)!=(c|0))f[m>>2]=c;sOb(c)}f[a>>2]=f[l>>2];c=f[e>>2]|0;f[a+4>>2]=c;if(!c){u=n;return}gOb(c);u=n;return}function ePa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;jPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function fPa(a){a=a|0;aOb(a);sOb(a);return}function gPa(a){a=a|0;var b=0,c=0;a=f[a+12>>2]|0;if(!a)return;b=f[a+8>>2]|0;if(b|0){c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}sOb(a);return}function hPa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189793?a+12|0:0)|0}function iPa(a){a=a|0;sOb(a);return}function jPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){kPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;kPa(a,b);return}function kPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function lPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;e=k+8|0;i=k;j=b+280|0;d=f[j>>2]|0;do if((f[b+276>>2]|0)==(d|0)){j=b+248|0;g=f[j>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{g=f[d+-4>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function mPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+160|0;g=k+144|0;h=k+80|0;i=k+8|0;j=k;f[g>>2]=-1;e=b+316|0;d=f[e>>2]|0;if((f[b+312>>2]|0)==(d|0)){d=b+252|0;e=f[d>>2]|0;f[h>>2]=0;f[h+4>>2]=e;if($Na(b,c,h)|0){e=f[d>>2]|0;f[d>>2]=e+1;f[g>>2]=e}}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;if($Na(b,c,h)|0){d=f[e>>2]|0;f[g>>2]=f[d+-4>>2];f[e>>2]=d+-4}}if((f[g>>2]|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=k;return}d=PMa(b+32|0,258684)|0;d=f[d>>2]|0;b=f[c>>2]|0;f[i>>2]=f[d+12>>2];f[i+4>>2]=b;b=i+8|0;gma(b,i)|0;f[h>>2]=f[b>>2];f[h+4>>2]=f[i+12>>2];f[h+8>>2]=f[i+16>>2];f[h+12>>2]=f[i+20>>2];f[h+16>>2]=f[i+24>>2];f[h+20>>2]=f[i+28>>2];f[h+24>>2]=f[i+32>>2];f[h+28>>2]=f[i+36>>2];f[h+32>>2]=f[i+40>>2];f[h+36>>2]=f[i+44>>2];f[h+40>>2]=f[i+48>>2];f[h+44>>2]=f[i+52>>2];f[h+48>>2]=f[i+56>>2];f[h+52>>2]=f[i+60>>2];f[h+56>>2]=f[i+64>>2];f[h+60>>2]=f[i+68>>2];IIa(j,h);b=f[g>>2]|0;e=(f[j>>2]|0)+112|0;f[e>>2]=0;f[e+4>>2]=b;d=$Ma(d+88|0,g)|0;e=f[j>>2]|0;g=j+4|0;b=f[g>>2]|0;if(b|0)gOb(b);f[d>>2]=e;i=d+4|0;d=f[i>>2]|0;f[i>>2]=b;if(d|0)iOb(d);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[j>>2];d=f[g>>2]|0;f[a+12>>2]=d;if(d|0){gOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}u=k;return}function nPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j+12|0;g=j+8|0;h=j;i=b+328|0;d=f[i>>2]|0;do if((f[b+324>>2]|0)==(d|0)){i=b+256|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=j;return}function oPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+8|0;h=i;d=b+304|0;e=f[d>>2]|0;if((f[b+300>>2]|0)==(e|0)){d=b+264|0;e=f[d>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){e=f[d>>2]|0;f[d>>2]=e+1;d=e}else d=-1}else{e=f[e+-4>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){j=(f[d>>2]|0)+-4|0;e=f[j>>2]|0;f[d>>2]=j;d=e}else d=-1}if((d|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=i;return}f[g>>2]=0;f[g+4>>2]=d;pPa(h,b,g);qDa(b+464|0,f[h>>2]|0);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[h>>2];f[a+12>>2]=f[h+4>>2];u=i;return}function pPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+52>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+48>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function qPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;g=f[a+16>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&k;else if(k>>>0<g>>>0)h=k;else h=(k>>>0)%(g>>>0)|0;c=f[(f[a+12>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(k|0)==(g|0);if(!(d|(g&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(k|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((k|0)==(d|0)){if((f[c+8>>2]|0)==(k|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);c=i+112|0;b=f[b+4>>2]|0;g=f[i+116>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(b>>>0<g>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}b:do if(d){while(1){i=f[c+4>>2]|0;d=(b|0)==(i|0);if(!(d|(i&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(b|0)){j=c;break b}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((b|0)==(d|0)){if((f[c+8>>2]|0)==(b|0)){j=c;break b}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);if(k|0){a=3;return a|0}c=j+12|0;if(!(nDa(a+464|0,c)|0))if(!(c9a(f[(f[a+4>>2]|0)+240>>2]|0,c)|0)){a=0;return a|0}a=2;return a|0}function rPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);a=h+272|0;b=f[b+4>>2]|0;e=f[h+276>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(b|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=(i|0)==0?0:3;return i|0}function sPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+92>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+88>>2]|0)+(h<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(g|0)){j=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0)){j=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(f[i+8>>2]|0){j=3;return j|0}j=f[j+12>>2]|0;j=(f[j+64>>2]|0)!=(f[j+68>>2]|0)?2:0;return j|0}function tPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return 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a=c}if((a|0)==(m+108|0))l=36;else{c=f[a+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0))e=j;else l=36}do if((l|0)==36){c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0)){e=j;break}}f[d>>2]=0;e=j}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&b;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){f[(f[k>>2]|0)+(d<<2)>>2]=a;c=f[j>>2]|0}}f[a>>2]=c;f[e>>2]=0;m=m+112|0;f[m>>2]=(f[m>>2]|0)+-1;if(!j){m=0;u=n;return m|0}c=f[j+16>>2]|0;if(c|0)iOb(c);sOb(j);m=0;u=n;return m|0}function xPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function zPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+16>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function APa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+52|0;c=f[c+4>>2]|0;h=f[b+56>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function BPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+92|0;c=f[c+4>>2]|0;h=f[b+96>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function CPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+72|0;c=f[c+4>>2]|0;h=f[b+76>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function DPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+112|0;c=f[c+4>>2]|0;h=f[b+116>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function EPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+132|0;c=f[c+4>>2]|0;h=f[b+136>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function FPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+152|0;c=f[c+4>>2]|0;h=f[b+156>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function GPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+172|0;c=f[c+4>>2]|0;h=f[b+176>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function HPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+272|0;c=f[c+4>>2]|0;h=f[b+276>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function IPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+352>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+348>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function JPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+92>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+88>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function KPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+32|0;c=f[c+4>>2]|0;h=f[b+36>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+16>>2];d=f[b+20>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);i=b+24|0;c=f[i+4>>2]|0;a=a+8|0;f[a>>2]=f[i>>2];f[a+4>>2]=c;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function LPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+72>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+68>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function MPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=f[c>>2]|0;d=f[b+36>>2]|0;e=d+-1|0;if(!(e&d)){d=f[(f[b+32>>2]|0)+((e&g)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}else{if(g>>>0<d>>>0)d=g;else d=(g>>>0)%(d>>>0)|0;d=f[(f[b+32>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}i=f[d+12>>2]|0;j=c+4|0;k=f[j>>2]|0;h=f[i+52>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[(f[i+48>>2]|0)+(l<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(k|0);if(!(e|(h&g|0)==(l|0)))break a;if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);f[a>>2]=f[d+12>>2];d=f[d+16>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}}}while(0);h=bNa(i+68|0,j)|0;d=f[h>>2]|0;if(!d){UIa(m,f[b>>2]|0);e=f[m>>2]|0;g=m+4|0;b=f[g>>2]|0;f[m>>2]=0;f[g>>2]=0;f[h>>2]=e;e=h+4|0;d=f[e>>2]|0;f[e>>2]=b;if(d|0)iOb(d);d=f[g>>2]|0;if(d|0)iOb(d);d=f[h>>2]|0;b=c;m=f[b+4>>2]|0;c=d+116|0;f[c>>2]=f[b>>2];f[c+4>>2]=m;d=d+196|0;f[d>>2]=f[d>>2]&-131073;d=f[h>>2]|0}else e=h+4|0;f[a>>2]=d;d=f[e>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}function NPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+252|0;c=f[c+4>>2]|0;h=f[b+256>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function OPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+192|0;c=f[c+4>>2]|0;h=f[b+196>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function PPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+212|0;c=f[c+4>>2]|0;h=f[b+216>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function QPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+112>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+108>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function RPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+232|0;c=f[c+4>>2]|0;h=f[b+236>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function SPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+16|0;d=h+4|0;g=h;f[g>>2]=f[b>>2];f[d>>2]=f[g>>2];d=TMa(a,d)|0;g=d+4|0;if(f[g>>2]|0){g=0;u=h;return g|0}i=f[c>>2]|0;f[c>>2]=0;e=d+4|0;b=f[e>>2]|0;f[e>>2]=i;if(b|0){TFa(b);sOb(b)}b=f[d+8>>2]|0;d=f[d+12>>2]|0;if((b|0)==(d|0)){i=1;u=h;return i|0}e=a+64|0;c=a+464|0;do{i=f[b>>2]|0;SFa(i,f[g>>2]|0);XMa(e,i);uDa(c,i);b=b+8|0}while((b|0)!=(d|0));b=1;u=h;return b|0}function TPa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;j=t+36|0;k=t+24|0;s=t;JJa(c,j,k);f[s>>2]=f[j>>2];m=s+4|0;f[m>>2]=f[j+4>>2];o=s+8|0;f[o>>2]=f[j+8>>2];l=s+12|0;f[l>>2]=f[k>>2];p=s+16|0;f[p>>2]=f[k+4>>2];q=s+20|0;f[q>>2]=f[k+8>>2];k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))r=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(UPa(g,s)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){r=5;break a}}if(!g)r=5}while(0);if((r|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{VPa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[s>>2];f[g+4>>2]=f[m>>2];f[g+8>>2]=f[o>>2];f[g+12>>2]=f[l>>2];f[g+16>>2]=f[p>>2];f[g+20>>2]=f[q>>2]}e=+n[s>>2];if(e<+n[g>>2]){d=g;r=11}else{d=g+12|0;if(e>+n[d>>2])r=11}if((r|0)==11)n[d>>2]=e;e=+n[m>>2];i=g+4|0;if(e<+n[i>>2]){d=g;r=14}else if(e>+n[g+16>>2]){d=g+12|0;r=14}if((r|0)==14)n[d+4>>2]=e;e=+n[o>>2];h=g+8|0;if(e<+n[h>>2]){d=g;r=17}else if(e>+n[g+20>>2]){d=g+12|0;r=17}if((r|0)==17)n[d+8>>2]=e;e=+n[s+12>>2];if(e<+n[g>>2]){d=g;r=20}else{d=g+12|0;if(e>+n[d>>2])r=20}if((r|0)==20)n[d>>2]=e;e=+n[p>>2];if(e<+n[i>>2]){d=g;r=23}else if(e>+n[g+16>>2]){d=g+12|0;r=23}if((r|0)==23)n[d+4>>2]=e;e=+n[q>>2];if(e<+n[h>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}n[d+8>>2]=e;r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}function UPa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=aQa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=aQa(p,a)|0;u=q;return w|0}function VPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;$Pa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;$Pa(p);u=r;return}function WPa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;XPa(a);WPa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(e,i);f[d+124>>2]=a;u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];l=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=l))g=15;else{m=+n[e+4>>2];if(!(t>=m))g=15;else{o=+n[e+8>>2];if(!(v>=o))g=15;else{p=+n[e+12>>2];if(!(r<=p))g=15;else{q=+n[e+16>>2];if(!(t<=q))g=15;else{k=+n[e+20>>2];if(!(v<=k)|!(w>=l)|!(x>=m))g=15;else if(!(y<=k&((!(x<=q)|(!(w<=p)|!(y>=o)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(a+24|0,i);f[d+124>>2]=a;u=F;return}while(0);WPa(e,c,d);u=F;return}function XPa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;ZPa(c,a);wib(p,a,0,.5);o=_Pa(p,c)|0;wib(p,a,0,.3330000042915344);q=_Pa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=_Pa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=_Pa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=_Pa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=_Pa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=_Pa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=_Pa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(_Pa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function YPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function ZPa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+48|0;s=w+36|0;t=w+24|0;v=w;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);n=c+24|0;l=c+28|0;m=f[l>>2]|0;i=f[n>>2]|0;d=m-i>>2;r=a+8|0;h=f[a>>2]|0;e=h;if((((f[r>>2]|0)-h|0)/24|0)>>>0<d>>>0){j=a+4|0;if(d>>>0>178956970)vd();q=f[j>>2]|0;g=pOb(d*24|0)|0;c=g+(((q-h|0)/24|0)*24|0)|0;k=c;g=g+(d*24|0)|0;d=q;if((d|0)==(e|0))c=k;else do{q=c;c=c+-24|0;p=d;d=d+-24|0;f[c>>2]=f[d>>2];f[q+-20>>2]=f[p+-20>>2];f[q+-16>>2]=f[p+-16>>2];f[q+-12>>2]=f[p+-12>>2];f[q+-8>>2]=f[p+-8>>2];f[q+-4>>2]=f[p+-4>>2]}while((d|0)!=(e|0));f[a>>2]=c;f[j>>2]=k;f[r>>2]=g;if(!h){c=i;g=m}else{sOb(h);c=f[n>>2]|0;g=f[l>>2]|0}}else{c=i;g=m}if((c|0)==(g|0)){u=w;return}h=s+4|0;i=v+4|0;j=s+8|0;k=v+8|0;l=v+12|0;m=t+4|0;n=v+16|0;o=t+8|0;p=v+20|0;q=a+4|0;do{JJa(f[c>>2]|0,s,t);d=f[s>>2]|0;f[v>>2]=d;f[i>>2]=f[h>>2];f[k>>2]=f[j>>2];f[l>>2]=f[t>>2];f[n>>2]=f[m>>2];f[p>>2]=f[o>>2];e=f[q>>2]|0;if(e>>>0<(f[r>>2]|0)>>>0){f[e>>2]=f[v>>2];f[e+4>>2]=f[v+4>>2];f[e+8>>2]=f[v+8>>2];f[e>>2]=d;f[e+4>>2]=f[i>>2];f[e+8>>2]=f[k>>2];d=e+12|0;f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d>>2]=f[l>>2];f[e+16>>2]=f[n>>2];f[e+20>>2]=f[p>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(a,v);c=c+4|0}while((c|0)!=(g|0));u=w;return}function _Pa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function $Pa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function aQa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function bQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=aDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){hQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){hQa(a);u=l;return}e=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));hQa(a);u=l;return}function cQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=cDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){dQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){dQa(a);u=l;return}e=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));dQa(a);u=l;return}function dQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;tNa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=eQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];dDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));JNa(p);u=q;return}function eQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{gQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{gQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){iDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function fQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{XMa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];fQa(a,c);fQa(a,c+52|0);u=h;return}function gQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;tNa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;tNa(l);u=n;return}function hQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;$Pa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=iQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];bDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{jQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));INa(p);u=q;return}function iQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{kQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{kQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){jDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function jQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{TPa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];jQa(a,c);jQa(a,c+52|0);u=h;return}function kQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;$Pa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;$Pa(l);u=n;return}function lQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;g=l;c=f[a>>2]|0;k=a+4|0;h=f[k>>2]|0;if((c|0)==(h|0)){u=l;return}i=g+16|0;do{e=c+16|0;d=f[e>>2]|0;if(d|0){gh[f[(f[d>>2]|0)+24>>2]&2047](d);if(b[c+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((c|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;j=15}else if((g|0)==(d|0)){f[e>>2]=c;j=f[i>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,c);j=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((j|0)==15){j=0;e=f[i>>2]|0;d=e}if((g|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}c=c+32|0}while((c|0)!=(h|0));c=f[k>>2]|0;if((f[a>>2]|0)==(c|0)){u=l;return}while(1){if(!(f[c+-16>>2]|0)){d=c;e=0;g=0}else{j=30;break}c=c+-32|0;while(1){j=d+-32|0;f[k>>2]=j;if((j|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);d=f[k>>2]|0;if((d|0)==(c|0))break;g=f[d+-16>>2]|0;e=g}if((f[a>>2]|0)==(c|0)){j=30;break}}if((j|0)==30){u=l;return}}function mQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=a+368|0;g=a+372|0;h=f[g>>2]|0;c=h;if(((h-(f[e>>2]|0)|0)/12|0)>>>0<6){d=b+4|0;if((f[d>>2]|0)-(f[b>>2]|0)>>5>>>0<5){if((f[a+376>>2]|0)>>>0>c>>>0){f[c>>2]=0;e=c+4|0;f[e>>2]=0;f[c+8>>2]=0;f[h>>2]=f[b>>2];f[e>>2]=f[d>>2];h=b+8|0;f[c+8>>2]=f[h>>2];f[h>>2]=0;f[d>>2]=0;f[b>>2]=0;f[g>>2]=(f[g>>2]|0)+12}else sS(e,b);C9a(f[(f[a+4>>2]|0)+240>>2]|0);c=a+268|0;b=f[c>>2]|0;f[c>>2]=b+1;f[i>>2]=b;c=a+384|0;d=f[c>>2]|0;if((d|0)==(f[a+388>>2]|0)){xD(a+380|0,i);i=f[i>>2]|0;u=j;return i|0}else{f[d>>2]=b;f[c>>2]=d+4;i=f[i>>2]|0;u=j;return i|0}}}f[i>>2]=-1;i=f[i>>2]|0;u=j;return i|0}function nQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=f[b>>2]|0;k=a+380|0;n=a+384|0;c=f[k>>2]|0;e=(f[n>>2]|0)-c>>2;if(!e){a=0;return a|0}else b=0;while(1){if((f[c+(b<<2)>>2]|0)==(d|0))break;b=b+1|0;if(b>>>0>=e>>>0){b=0;j=24;break}}if((j|0)==24)return b|0;l=a+368|0;d=(f[l>>2]|0)+(b*12|0)|0;c=d+12|0;m=a+372|0;i=f[m>>2]|0;if((c|0)==(i|0)){g=d;j=12}else{do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-32-e|0)>>>5)<<5);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];g=c+4|0;f[h>>2]=f[g>>2];h=c+8|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;c=c+12|0;d=d+12|0}while((c|0)!=(i|0));c=f[m>>2]|0;if((c|0)!=(d|0)){g=d;j=12}}if((j|0)==12){d=c;while(1){c=d+-12|0;f[m>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[m>>2]|0}if((c|0)==(g|0))break;else d=c}}e=(f[k>>2]|0)+(b<<2)|0;b=e+4|0;c=f[n>>2]|0;d=c-b|0;g=d>>2;if(g){cQb(e|0,b|0,d|0)|0;c=f[n>>2]|0}b=e+(g<<2)|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2);if((f[l>>2]|0)!=(f[m>>2]|0)){a=1;return a|0}C9a(f[(f[a+4>>2]|0)+240>>2]|0);a=1;return a|0}function oQa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;B=D;C=a+416|0;g=b[C>>0]|0;if(g&1){pQa(a);g=b[C>>0]|0}g=g|3;b[C>>0]=g;f[a+420>>2]=f[e>>2];f[a+424>>2]=f[e+4>>2];f[a+428>>2]=f[e+8>>2];if(d){r=B+4|0;s=a+432|0;t=a+436|0;v=a+444|0;w=a+448|0;x=a+440|0;y=a+464|0;q=0;do{MPa(B,a,c+(q<<3)|0);z=f[B>>2]|0;g=f[r>>2]|0;if(g|0)iOb(g);l=z;FJa(z,1);p=X(l,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;m=f[t>>2]|0;o=(m|0)==0;a:do if(o){g=0;A=26}else{k=m+-1|0;h=(k&m|0)==0;if(h)g=k&p;else if(p>>>0<m>>>0)g=p;else g=(p>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!e)A=26;else{if(h)while(1){e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if(!((h|0)==(p|0)|(h&k|0)==(g|0))){A=26;break a}if((f[e+8>>2]|0)==(z|0))break a}do{e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(g|0)){A=26;break a}}}while((f[e+8>>2]|0)!=(z|0))}}while(0);if((A|0)==26){A=0;k=pOb(12)|0;f[k+8>>2]=l;f[k+4>>2]=p;f[k>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(o|j*+(m>>>0)<i){g=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WCa(s,g>>>0<e>>>0?e:g);g=f[t>>2]|0;e=g+-1|0;if(!(e&g)){h=g;g=e&p;break}if(p>>>0<g>>>0){h=g;g=p}else{h=g;g=(p>>>0)%(g>>>0)|0}}else h=m;while(0);e=(f[s>>2]|0)+(g<<2)|0;g=f[e>>2]|0;if(!g){f[k>>2]=f[x>>2];f[x>>2]=k;f[e>>2]=x;g=f[k>>2]|0;if(g|0){g=f[g+4>>2]|0;e=h+-1|0;if(!(e&h))g=g&e;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;g=(f[s>>2]|0)+(g<<2)|0;A=39}}else{f[k>>2]=f[g>>2];A=39}if((A|0)==39){A=0;f[g>>2]=k}f[v>>2]=(f[v>>2]|0)+1}wDa(y,z);q=q+1|0}while((q|0)!=(d|0));g=b[C>>0]|0}if(!(g&1)){u=D;return}if(f[a+444>>2]|0){u=D;return}ADa(a+464|0);u=D;return}function pQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;i=a+416|0;if(!(b[i>>0]&1)){u=k;return}j=a+444|0;if(!(f[j>>2]|0)){c=f[a+40>>2]|0;a:do if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);e=h+4|0;g=h+8|0;b:while(1){do{l=f[d+12>>2]|0;f[h>>2]=0;f[e>>2]=0;f[g>>2]=0;wJa(l,h);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);ADa(a+464|0)}else{c=f[a+440>>2]|0;if(c|0){d=a+464|0;do{l=c+8|0;FJa(f[l>>2]|0,0);wDa(d,f[l>>2]|0);c=f[c>>2]|0}while((c|0)!=0)}}b[i>>0]=b[i>>0]&-4|2;if(!(f[j>>2]|0)){u=k;return}d=a+440|0;c=f[d>>2]|0;if(c|0)do{l=c;c=f[c>>2]|0;sOb(l)}while((c|0)!=0);f[d>>2]=0;e=f[a+436>>2]|0;if(e|0){d=a+432|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[j>>2]=0;u=k;return}function qQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=f[b+16>>2]|0;a:do if(!g)b=0;else{h=g+-1|0;c=(h&g|0)==0;b=f[f[b+12>>2]>>2]|0;if(!b)b=0;else{b=f[b>>2]|0;if(!b)b=0;else{if(c)while(1){g=f[b+4>>2]|0;c=(g|0)==0;if(!(c|(g&h|0)==0)){b=0;break a}if(c)if(!(f[b+8>>2]|0))break a;b=f[b>>2]|0;if(!b){b=0;break a}}while(1){c=f[b+4>>2]|0;if(!c){if(!(f[b+8>>2]|0))break a}else{if(c>>>0<g>>>0){b=0;break a}if((c>>>0)%(g>>>0)|0|0){b=0;break a}}b=f[b>>2]|0;if(!b){b=0;break}}}}}while(0);f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;c=f[b+44>>2]|0;h=a+8|0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)vd();else{e=pOb(c<<2)|0;d=e+(c<<2)|0;f[a>>2]=e;f[g>>2]=e;f[h>>2]=d;break}while(0);b=f[b+40>>2]|0;if(!b)return;while(1){c=b+8|0;if((e|0)==(d|0))$G(a,c);else{f[e>>2]=f[c>>2];f[g>>2]=e+4}b=f[b>>2]|0;if(!b)break;e=f[g>>2]|0;d=f[h>>2]|0}return}function rQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;IIa(e,f[c>>2]|0);mPa(d,b,e);b=f[d+8>>2]|0;if(!b){f[a>>2]=f[c>>2];b=f[c+4>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}else{f[a>>2]=b;b=f[d+12>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}b=f[d+12>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(b|0)iOb(b);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function sQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;tQa(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function tQa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){uQa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;uQa(a,b);return}function uQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function vQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function wQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;q=t+8|0;r=t;s=t+4|0;e=f[a+52>>2]|0;if((((f[a+56>>2]|0)-e|0)/20|0)>>>0>c>>>0)c=e+(c*20|0)|0;else if(!(b[257336]|0))if(!(MPb(257336)|0))c=258704;else{f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;c=258704}else c=258704;e=f[c+8>>2]|0;if(!e){s=0;u=t;return s|0}c=0;do{o=f[e+8>>2]|0;b[o+128>>0]=d;f[s>>2]=f[o+8>>2];f[q>>2]=f[s>>2];g=TMa(a,q)|0;h=f[o+56>>2]|0;a:do if(h){p=g+24|0;m=g+20|0;while(1){l=f[h+12>>2]|0;b:do switch(d<<24>>24){case 0:{i=HJa(l,1,0,1)|0|(HJa(l,2,0,1)|0);g=0;j=28;break}case 1:{i=HJa(l,1,1,1)|0|(HJa(l,2,1,1)|0);g=1;j=28;break}case 2:{k=f[l+120>>2]|0;f[r>>2]=k;f[q>>2]=f[r>>2];g=bGa(o,q)|0;if(g|0){j=g+12|0;g=f[j>>2]|0;if((g|0)!=-1){i=HJa(l,1,(g&1|0)!=0,1)|0;i=i|(HJa(l,2,(f[j>>2]&2|0)!=0,1)|0);g=(f[j>>2]&4|0)!=0;j=28;break b}}g=f[p>>2]|0;i=g+-1|0;if(!(i&g)){g=f[(f[m>>2]|0)+((i&k)<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}else{if(k>>>0<g>>>0)g=k;else g=(k>>>0)%(g>>>0)|0;g=f[(f[m>>2]|0)+(g<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}g=(f[g+16>>2]|0)+192|0;i=HJa(l,1,(b[g>>0]&1)!=0,1)|0;i=i|(HJa(l,2,(b[g>>0]&2)!=0,1)|0);g=(b[g>>0]&4)!=0;j=28;break}default:g=0}while(0);if((j|0)==28){j=0;g=i|(HJa(l,4,g,1)|0)}c=c|g;h=f[h>>2]|0;if(!h)break a}}while(0);e=f[e>>2]|0}while((e|0)!=0);u=t;return c|0}function xQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;m=w;p=w+24|0;q=w+16|0;r=d?7:0;if((b|0)==(c|0)){v=0;u=w;return v|0}s=a+36|0;t=q+4|0;n=m+4|0;o=a+32|0;e=0;do{k=f[b>>2]|0;j=f[s>>2]|0;a:do if(j){i=j+-1|0;h=(i&j|0)==0;if(h)l=i&k;else if(k>>>0<j>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;g=f[(f[o>>2]|0)+(l<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(k|0);if(!(h|(j&i|0)==(l|0)))break a;if(h)if((f[g+8>>2]|0)==(k|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(k|0)){if((f[g+8>>2]|0)==(k|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=f[g+12>>2]|0;g=f[g+16>>2]|0;if(!g)g=0;else gOb(g);k=h;do if(h){j=b+4|0;f[p>>2]=f[j>>2];f[m>>2]=f[p>>2];h=aGa(k,m)|0;if(h|0){h=h+12|0;i=f[h>>2]|0;if((i|0)!=-1){f[h>>2]=r;e=e|(i|0)!=(r|0);break}}h=f[j>>2]|0;f[q>>2]=f[k+8>>2];f[t>>2]=h;KPa(m,a,q);h=f[m>>2]|0;if(!h){h=0;j=0;v=31}else{i=f[n>>2]|0;if(!i)i=0;else{gOb(i);j=i;v=31}}if((v|0)==31){v=0;i=f[n>>2]|0;if(!i)i=j;else{iOb(i);i=j}}if(h)e=e|(HJa(h,7,d,0)|0);if(i|0)iOb(i)}while(0);if(g)iOb(g)}}}while(0);b=b+8|0}while((b|0)!=(c|0));u=w;return e|0}function yQa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+4>>2]=b;return}function zQa(a){a=a|0;return f[(f[a>>2]|0)+4>>2]|0}function AQa(a){a=a|0;return f[(f[(f[a>>2]|0)+4>>2]|0)+240>>2]|0}function BQa(a){a=a|0;return f[(f[a>>2]|0)+244>>2]|0}function CQa(a,b){a=a|0;b=b|0;a=(f[a>>2]|0)+244|0;if((f[a>>2]|0)!=-1)return;f[a>>2]=f[b>>2];return}function DQa(a){a=a|0;f[(f[a>>2]|0)+244>>2]=-1;return}function EQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;a=f[a>>2]|0;g=f[b>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];a=TMa(a,d)|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(d|0)==(g|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((b|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);u=h;return a+12|0}function FQa(a){a=a|0;return (f[a>>2]|0)+64|0}function GQa(a){a=a|0;return (f[a>>2]|0)+32|0}function HQa(a,c){a=a|0;c=c|0;var d=0;d=f[a>>2]|0;a=f[d+52>>2]|0;if((((f[d+56>>2]|0)-a|0)/20|0)>>>0>c>>>0){d=a+(c*20|0)|0;return d|0}if(b[257336]|0){d=258704;return d|0}if(!(MPb(257336)|0)){d=258704;return d|0};f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;d=258704;return d|0}function IQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;b=f[b>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];yOa(a,b,e);u=d;return}function JQa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;a=f[a>>2]|0;f[l>>2]=f[c>>2];f[k>>2]=f[d>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=OMa(a,b,j,i,e,g)|0;u=h;return g|0}function KQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];c=zOa(a,b,e)|0;u=d;return c|0}function LQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=JOa(a,d)|0;u=c;return b|0}function MQa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;LOa(f[a>>2]|0,b,c,d,e,g,0);return}function NQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;cNa(f[a>>2]|0,b,c,d);return}function OQa(a,b,c){a=a|0;b=b|0;c=c|0;lPa(a,f[b>>2]|0,c);return}function PQa(a,b,c){a=a|0;b=b|0;c=c|0;mPa(a,f[b>>2]|0,c);return}function QQa(a,b,c){a=a|0;b=b|0;c=c|0;nPa(a,f[b>>2]|0,c);return}function RQa(a,b,c){a=a|0;b=b|0;c=c|0;KOa(a,f[b>>2]|0,c);return}function SQa(a,b,c){a=a|0;b=b|0;c=c|0;oPa(a,f[b>>2]|0,c);return}function TQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=VNa((TMa(e,d)|0)+80|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}EFa(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function UQa(a,b,c){a=a|0;b=b|0;c=c|0;return $Na(f[a>>2]|0,b,c)|0}function VQa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+32>>2]|0;e=f[a+360>>2]|0;g=f[a+456>>2]|0;j=f[a+1064>>2]|0;k=f[a+1112>>2]|0;a:{if(f[(g+60|0)>>2]|0){b=f[(g+56|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(g+56|0)>>2]=0;c=f[g+52>>2]|0;if(c|0){b=0;do{f[(f[(g+48|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(g+60|0)>>2]=0;g=f[e>>2]|0}h=g+80|0;if(f[h>>2]|0){e=g+76|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;d=f[g+72>>2]|0;if(d|0){c=g+68|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[h>>2]=0};f[(a+4|0)>>2]=f[64672];e=TMa(i,a+4|0)|0;if(f[(e+32|0)>>2]|0){b=f[(e+28|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+28|0)>>2]=0;c=f[e+24>>2]|0;if(c|0){b=0;do{f[(f[(e+20|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+32|0)>>2]=0}if(f[(e+52|0)>>2]|0){b=f[(e+48|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+48|0)>>2]=0;c=f[e+44>>2]|0;if(c|0){b=0;do{f[(f[(e+40|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+52|0)>>2]=0}if(f[(e+72|0)>>2]|0){b=f[(e+68|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+68|0)>>2]=0;c=f[e+64>>2]|0;if(c|0){b=0;do{f[(f[(e+60|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+72|0)>>2]=0}if(f[(e+92|0)>>2]|0){b=f[(e+88|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+88|0)>>2]=0;c=f[e+84>>2]|0;if(c|0){b=0;do{f[(f[(e+80|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+92|0)>>2]=0}if(f[(e+112|0)>>2]|0){b=f[(e+108|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+108|0)>>2]=0;c=f[e+104>>2]|0;if(c|0){b=0;do{f[(f[(e+100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+112|0)>>2]=0}if(f[(e+192|0)>>2]|0){b=f[(e+188|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+188|0)>>2]=0;c=f[e+184>>2]|0;if(c|0){b=0;do{f[(f[(e+180|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+192|0)>>2]=0}if(f[(e+212|0)>>2]|0){b=f[(e+208|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+208|0)>>2]=0;c=f[e+204>>2]|0;if(c|0){b=0;do{f[(f[(e+200|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+212|0)>>2]=0}if(f[(e+232|0)>>2]|0){b=f[(e+228|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+228|0)>>2]=0;c=f[e+224>>2]|0;if(c|0){b=0;do{f[(f[(e+220|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+232|0)>>2]=0}if(f[(e+252|0)>>2]|0){b=f[(e+248|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+248|0)>>2]=0;c=f[e+244>>2]|0;if(c|0){b=0;do{f[(f[(e+240|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+252|0)>>2]=0}if(f[(e+272|0)>>2]|0){b=f[(e+268|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+268|0)>>2]=0;c=f[e+264>>2]|0;if(c|0){b=0;do{f[(f[(e+260|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+272|0)>>2]=0}f[i+456>>2]=0;oh[f[(f[j>>2]|0)+28>>2]&1023](j,0);Y8a(k);b=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=b|0;break a}f[a+280>>2]=b}
+function KYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;QYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function LYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;PYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function MYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{g=a;a=f[a>>2]|0;c=g+44|0;b=f[c>>2]|0;e=g+48|0;if((b|0)==(f[e>>2]|0)){d=f[g+36>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=g+24|0;b=f[c>>2]|0;e=g+28|0;if((b|0)==(f[e>>2]|0)){d=f[g+16>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}e=g+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(g)}while((a|0)!=0);return}function NYa(a,b){a=a|0;b=b|0;if(!b)return;else{NYa(a,f[b>>2]|0);NYa(a,f[b+4>>2]|0);sOb(b);return}}function OYa(a,b){a=a|0;b=b|0;if(!b)return;else{OYa(a,f[b>>2]|0);OYa(a,f[b+4>>2]|0);sOb(b);return}}function PYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function QYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function RYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function SYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;UYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function UYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function VYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function WYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function XYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function YYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function ZYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function _Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=u;u=u+1328|0;b=f[a+848>>2]|0;if(b|0){c=f[(a+852|0)>>2]|0;if((c|0)!=(b|0))f[(a+852|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+836>>2]|0;if(b|0){c=f[(a+840|0)>>2]|0;if((c|0)!=(b|0))f[(a+840|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}$Ya(f[a+804>>2]|0);b=f[(a+796|0)>>2]|0;f[(a+796|0)>>2]=0;if(b|0)sOb(b);aZa(f[a+784>>2]|0);b=f[(a+776|0)>>2]|0;f[(a+776|0)>>2]=0;if(b|0)sOb(b);b=f[(a+772|0)>>2]|0;f[(a+772|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+768|0)>>2]|0;f[(a+768|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+764|0)>>2]|0;f[(a+764|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+752>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+744|0)>>2]|0;f[(a+744|0)>>2]=0;if(b|0)sOb(b);b=f[a+732>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+724|0)>>2]|0;f[(a+724|0)>>2]=0;if(b|0)sOb(b);b=f[a+712>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+704|0)>>2]|0;f[(a+704|0)>>2]=0;if(b|0)sOb(b);b=f[a+692>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+684|0)>>2]|0;f[(a+684|0)>>2]=0;if(b|0)sOb(b);b=f[a+672>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+664|0)>>2]|0;f[(a+664|0)>>2]=0;if(b|0)sOb(b);b=f[a+652>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+644|0)>>2]|0;f[(a+644|0)>>2]=0;if(b|0)sOb(b);b=f[a+632>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+624|0)>>2]|0;f[(a+624|0)>>2]=0;if(b|0)sOb(b);b=f[a+600>>2]|0;if(b|0){c=f[(a+604|0)>>2]|0;if((c|0)!=(b|0))f[(a+604|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+588>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+580|0)>>2]|0;f[(a+580|0)>>2]=0;if(b|0)sOb(b);b=f[a+568>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+560|0)>>2]|0;f[(a+560|0)>>2]=0;if(b|0)sOb(b);b=f[a+548>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+540|0)>>2]|0;f[(a+540|0)>>2]=0;if(b|0)sOb(b);b=f[a+524>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+516|0)>>2]|0;f[(a+516|0)>>2]=0;if(b|0)sOb(b);b=f[(a+504|0)>>2]|0;if(b|0){c=f[(a+508|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[(a+508|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+508|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+504|0)>>2]|0}sOb(b)}b=f[(a+492|0)>>2]|0;if(b|0){c=f[(a+496|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[(a+496|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+496|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+492|0)>>2]|0}sOb(b)}NYa(a+464|0,f[a+468>>2]|0);b=f[a+452>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+444|0)>>2]|0;f[(a+444|0)>>2]=0;if(b|0)sOb(b);f[g+16>>2]=a;f[g+1280>>2]=0;f[g+1284>>2]=0;x_a(g);G=f[g+1280>>2]|0;D=f[g+1284>>2]|0;H=+n[g+1284>>2];f[g+1280>>2]=0;f[g+1284>>2]=0;if((G|0)==5){u=g;return}u=g}function $Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{e=a;a=f[a>>2]|0;b=f[e+40>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)do{g=c;c=f[c>>2]|0;sOb(g)}while((c|0)!=0);g=d+12|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);sOb(d)}while((b|0)!=0);g=e+32|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[e+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);g=e+12|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);sOb(e)}while((a|0)!=0);return}function aZa(a){a=a|0;var b=0,c=0,d=0;if(!a)return;do{c=a;a=f[a>>2]|0;b=f[c+144>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+136|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+124>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+116|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+104>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+96|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+84>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+76|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+64>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+56|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+44>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+24>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+16|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);sOb(c)}while((a|0)!=0);return}function bZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;f[a>>2]=39160;d=a+4|0;e=pOb(860)|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[e+16>>2]=1.0;g=e+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+48>>2]=1.0;g=e+52|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+80>>2]=1.0;g=e+84|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+112>>2]=1.0;g=e+116|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+144>>2]=1.0;g=e+148|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+176>>2]=1.0;g=e+180|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+208>>2]=1.0;g=e+212|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+240>>2]=1.0;g=e+244|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+272>>2]=1.0;g=e+276|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+292>>2]=1.0;g=e+296|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+312>>2]=1.0;g=e+316|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+332>>2]=1.0;g=e+336|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+352>>2]=1.0;g=e+356|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+372>>2]=1.0;g=e+376|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+404>>2]=1.0;g=e+408|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+424>>2]=1.0;g=e+432|0;f[g>>2]=0;f[e+436>>2]=0;f[e+428>>2]=g;g=e+440|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[e+460>>2]=1.0;g=e+468|0;f[g>>2]=0;f[e+472>>2]=0;f[e+464>>2]=g;f[e+476>>2]=0;b[e+480>>0]=0;n[e+484>>2]=1.0;b[e+488>>0]=0;b[e+489>>0]=0;b[e+490>>0]=0;g=e+532|0;h=e+492|0;i=h+40|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));n[g>>2]=1.0;i=e+540|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+556>>2]=1.0;i=e+560|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+576>>2]=1.0;i=e+580|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+596>>2]=1.0;f[e+600>>2]=0;f[e+604>>2]=0;f[e+608>>2]=0;i=e+624|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+640>>2]=1.0;i=e+644|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+660>>2]=1.0;i=e+664|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+680>>2]=1.0;i=e+684|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+700>>2]=1.0;i=e+704|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+720>>2]=1.0;i=e+724|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+740>>2]=1.0;i=e+744|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+760>>2]=1.0;i=e+764|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;n[e+792>>2]=1.0;i=e+796|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+812>>2]=1.0;f[e+816>>2]=0;f[e+820>>2]=-1;f[e+824>>2]=0;f[e+828>>2]=-1;f[e+832>>2]=a;i=e+836|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[d>>2]=e;f[a+8>>2]=c;f[a+12>>2]=0;return}function cZa(a,b){a=a|0;b=b|0;var c=0;a=a+12|0;c=f[a>>2]|0;b=f[b+12>>2]|0;f[a>>2]=(c|0)<(b|0)?b:c;return}function dZa(a){a=a|0;var b=0,c=0,d=0;f[a+12>>2]=1;gh[f[(f[a>>2]|0)+24>>2]&2047](a);b=a+4|0;c=f[b>>2]|0;d=c+600|0;if((f[d>>2]|0)==(f[c+604>>2]|0))return;Gh[f[(f[a>>2]|0)+44>>2]&3](a,d,f[c+612>>2]|0,f[c+616>>2]|0,+n[c+620>>2]);b=f[b>>2]|0;a=f[b+600>>2]|0;b=b+604|0;c=f[b>>2]|0;if((c|0)==(a|0))return;f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);return}function eZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+12|0;if((f[c>>2]|0)==2){h=0;return h|0}f[c>>2]=2;e=a+4|0;g=xYa((f[e>>2]|0)+776|0,39356)|0;b[g>>0]=1;g=a+8|0;h=f[g>>2]|0;d=h+16|0;if(!(b[d>>0]|0)){b[d>>0]=1;lQa(h+4|0)}if((f[c>>2]|0)!=2){h=1;return h|0}fZa(f[e>>2]|0,a,f[(f[g>>2]|0)+232>>2]|0);if((f[c>>2]|0)!=2){h=1;return h|0}gZa(f[e>>2]|0,0);h=1;return h|0}function fZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;B=u;u=u+3776|0;i=0;d=f[(a+472|0)>>2]|0;if(!d){u=B;return}a:while(1){C=f[(a+464|0)>>2]|0;s=f[C+16>>2]|0;E=f[C+20>>2]|0;r=f[C+4>>2]|0;f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+480>>2]=j;f[B+512>>2]=m;f[B+816>>2]=s;f[B+824>>2]=E;f[B+1576>>2]=k;f[B+1584>>2]=o;f[B+1752>>2]=C;f[B+1808>>2]=r;f[B+2240>>2]=d;f[B+3256>>2]=h;f[B+3288>>2]=l;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3624>>2]=0;f[B+3628>>2]=0;A_a(B);j=f[B+480>>2]|0;m=f[B+512>>2]|0;k=f[B+1576>>2]|0;o=f[B+1584>>2]|0;h=f[B+3256>>2]|0;l=f[B+3288>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;g=f[B+3600>>2]|0;G=f[B+3624>>2]|0;D=f[B+3628>>2]|0;H=+n[B+3628>>2];f[B+3624>>2]=0;f[B+3628>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+488>>2]=q;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2240>>2]=d;f[B+2352>>2]=p;f[B+2360>>2]=w;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3616>>2]=0;f[B+3620>>2]=0;z_a(B);q=f[B+488>>2]|0;t=f[B+496>>2]|0;v=f[B+504>>2]|0;d=f[B+2240>>2]|0;p=f[B+2352>>2]|0;w=f[B+2360>>2]|0;x=f[B+2856>>2]|0;y=f[B+2864>>2]|0;z=f[B+3384>>2]|0;A=f[B+3392>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;G=f[B+3616>>2]|0;D=f[B+3620>>2]|0;H=+n[B+3620>>2];f[B+3616>>2]=0;f[B+3620>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}}r=1;if(r){r=0;if((i|0)==32){b=f[h>>2]|0;d=b+(j*28|0)|0;j=f[l>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[l>>2]|0}if((d|0)==(i|0))i=53;else{do{c=d+-28|0;f[l>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[l>>2]|0}while((d|0)!=(i|0));i=53}}else r=1}if(r){r=0;if((i|0)==122){b=f[k>>2]|0;d=b+(m*28|0)|0;j=f[o>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[o>>2]|0}if((d|0)==(i|0))i=143;else{do{c=d+-28|0;f[o>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[o>>2]|0}while((d|0)!=(i|0));i=143}}else r=1}if(r){r=0;if((i|0)==264){b=f[p>>2]|0;d=b+(q*28|0)|0;j=f[w>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[w>>2]|0}if((d|0)==(i|0))i=285;else{do{c=d+-28|0;f[w>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[w>>2]|0}while((d|0)!=(i|0));i=285}}else r=1}f[B+16>>2]=a;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3576>>2]=r;f[B+3608>>2]=0;f[B+3612>>2]=0;y_a(B);G=f[B+3608>>2]|0;D=f[B+3612>>2]|0;H=+n[B+3612>>2];f[B+3608>>2]=0;f[B+3612>>2]=0;if((G|0)==5){u=B;return}u=B}function gZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;q=w;p=w+20|0;o=w+16|0;r=w+12|0;s=w+8|0;t=w+4|0;hZa(a);d=a+490|0;if(b[d>>0]|0){v=f[a+832>>2]|0;oh[f[(f[v>>2]|0)+64>>2]&1023](v,(b[a+489>>0]|0)!=0);b[d>>0]=0}l=a+492|0;d=f[l>>2]|0;v=a+496|0;m=f[v>>2]|0;if((d|0)!=(m|0)){n=a+832|0;while(1){g=d+16|0;e=g;a:do if((g|0)!=(m|0)){i=d+13|0;j=d+12|0;k=d+4|0;h=d;while(1){if((b[i>>0]|0)!=(b[h+29>>0]|0))break;if((b[j>>0]|0)!=(b[h+28>>0]|0))break;f[r>>2]=f[k>>2];f[s>>2]=f[g>>2];f[t>>2]=f[h+20>>2];f[o>>2]=f[r>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];iZa(d,o,p,q)|0;h=g+16|0;e=h;if((h|0)==(m|0))break a;else{x=g;g=h;h=x}}Dwa(f[d>>2]|0,f[k>>2]|0,q);x=f[n>>2]|0;Fh[f[(f[x>>2]|0)+60>>2]&255](x,b[i>>0]|0,d,(b[j>>0]|0)!=0)}while(0);if((m|0)==(e|0))break;else d=e}Dwa(f[d>>2]|0,f[d+4>>2]|0,q);h=f[n>>2]|0;Fh[f[(f[h>>2]|0)+60>>2]&255](h,b[d+13>>0]|0,d,(b[d+12>>0]|0)!=0);h=f[l>>2]|0;d=f[v>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[v>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[v>>2]|0}}while((d|0)!=(h|0))}if(f[a+636>>2]|0)jZa(a);if(f[a+676>>2]|0)kZa(a);if(f[a+696>>2]|0)lZa(a);if(f[a+716>>2]|0)mZa(a);if(f[a+756>>2]|0)nZa(a);if(f[a+736>>2]|0)oZa(a);if(f[a+656>>2]|0)pZa(a);if(!c){u=w;return}d=a+536|0;if(b[d>>0]|0){x=f[a+832>>2]|0;gh[f[(f[x>>2]|0)+176>>2]&2047](x);b[d>>0]=0}g=a+560|0;h=a+572|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+180>>2]&1023](x,g);if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+516|0;h=a+528|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+188>>2]&1023](x,g);if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+580|0;h=a+592|0;if(!(f[h>>2]|0)){u=w;return}x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+184>>2]&1023](x,g);if(!(f[h>>2]|0)){u=w;return}e=a+588|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0;u=w;return}function hZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;r=w;q=w+20|0;p=w+16|0;s=w+12|0;t=w+8|0;v=w+4|0;i=a+552|0;g=f[i>>2]|0;if(g|0){j=a+848|0;h=a+856|0;c=f[j>>2]|0;k=a+852|0;if((f[h>>2]|0)-c>>3>>>0<g>>>0){if(g>>>0>536870911)vd();d=(f[k>>2]|0)-c|0;e=pOb(g<<3)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[j>>2]=e;f[k>>2]=e+(d>>3<<3);f[h>>2]=e+(g<<3);if(c|0)sOb(c)}f[s>>2]=f[k>>2];d=a+548|0;f[t>>2]=f[d>>2];f[v>>2]=0;f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];m_a(j,p,q,r)|0;if(f[i>>2]|0){c=f[d>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);f[d>>2]=0;d=f[a+544>>2]|0;if(d|0){e=a+540|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[i>>2]=0}Dwa(f[j>>2]|0,f[k>>2]|0,r);c=f[a+832>>2]|0;oh[f[(f[c>>2]|0)+96>>2]&1023](c,j);c=f[j>>2]|0;d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~((d+-8-c|0)>>>3)<<3)}c=a+480|0;if(b[c>>0]|0){o=f[a+832>>2]|0;oh[f[(f[o>>2]|0)+88>>2]&1023](o,f[a+476>>2]|0);b[c>>0]=0}c=a+488|0;if(b[c>>0]|0){o=f[a+832>>2]|0;hh[f[(f[o>>2]|0)+92>>2]&63](o,+n[a+484>>2]);b[c>>0]=0}l=a+504|0;c=f[l>>2]|0;o=a+508|0;m=f[o>>2]|0;if((c|0)==(m|0)){u=w;return}a=a+832|0;while(1){e=c+20|0;d=e;a:do if((e|0)!=(m|0)){i=c+16|0;j=c+12|0;k=c+4|0;g=c;h=e;while(1){if((b[i>>0]|0)!=(b[g+36>>0]|0))break;if((f[j>>2]|0)!=(f[g+32>>2]|0))break;f[s>>2]=f[k>>2];f[t>>2]=f[h>>2];f[v>>2]=f[g+24>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];iZa(c,p,q,r)|0;e=h+20|0;d=e;if((e|0)==(m|0))break a;else{g=h;h=e}}Dwa(f[c>>2]|0,f[k>>2]|0,r);k=f[a>>2]|0;Fh[f[(f[k>>2]|0)+56>>2]&255](k,b[i>>0]|0,c,f[j>>2]|0)}while(0);if((m|0)==(d|0))break;else c=d}Dwa(f[c>>2]|0,f[c+4>>2]|0,r);g=f[a>>2]|0;Fh[f[(f[g>>2]|0)+56>>2]&255](g,b[c+16>>0]|0,c,f[c+12>>2]|0);g=f[l>>2]|0;c=f[o>>2]|0;if((c|0)!=(g|0))do{d=c+-20|0;f[o>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[o>>2]|0}}while((c|0)!=(g|0));u=w;return}function iZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;r=l+(h>>3<<3)|0;e=f[c>>2]|0;j=f[d>>2]|0;q=j-e|0;i=q>>3;m=e;o=j;if((q|0)<=0)return r|0;p=a+8|0;d=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((i|0)<=(d-b>>3|0)){h=b-r|0;b=h>>3;if((i|0)>(b|0)){d=m+(b<<3)|0;g=d;if((d|0)==(o|0))b=n;else{b=n;do{p=d;a=f[p+4>>2]|0;f[b>>2]=f[p>>2];f[b+4>>2]=a;d=d+8|0;b=(f[q>>2]|0)+8|0;f[q>>2]=b}while((d|0)!=(o|0))}if((h|0)>0)j=g;else return r|0}else b=n;h=b-(r+(i<<3))|0;i=h>>3;d=r+(i<<3)|0;if(d>>>0<n>>>0){g=b;do{o=d;p=f[o+4>>2]|0;a=g;f[a>>2]=f[o>>2];f[a+4>>2]=p;d=d+8|0;g=(f[q>>2]|0)+8|0;f[q>>2]=g}while(d>>>0<n>>>0)}if(i){cQb(b+(0-i<<3)|0,r|0,h|0)|0;e=f[c>>2]|0}b=j-e|0;if(!b)return r|0;cQb(r|0,e|0,b|0)|0;return r|0}b=(b-g>>3)+i|0;if(b>>>0>536870911)AMb(a);i=d-g|0;d=i>>2;d=i>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;i=r;b=h>>3;do if(!d)k=0;else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;break}while(0);j=k+(b<<3)|0;e=j;h=k+(d<<3)|0;if((o|0)==(m|0))b=l;else{d=j;b=m;do{m=b;n=f[m+4>>2]|0;c=d;f[c>>2]=f[m>>2];f[c+4>>2]=n;d=e+8|0;e=d;b=b+8|0}while((b|0)!=(o|0));b=f[a>>2]|0}d=i-b|0;g=j+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(g|0,b|0,d|0)|0;d=(f[q>>2]|0)-i|0;if((d|0)>0){bQb(e|0,r|0,d|0)|0;e=e+(d>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=g;f[q>>2]=e;f[p>>2]=h;if(!b){r=j;return r|0}sOb(b);r=j;return r|0}function jZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;N=u;u=u+16|0;H=N;I=N+4|0;K=a+836|0;M=a+636|0;e=f[M>>2]|0;L=a+844|0;g=f[K>>2]|0;J=a+840|0;if((f[L>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[J>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[K>>2]=d;f[J>>2]=d+(c>>3<<3);f[L>>2]=d+(e<<3);if(g|0)sOb(g)}G=a+632|0;z=a+816|0;A=a+4|0;B=a+12|0;C=a+16|0;D=a+8|0;x=a+20|0;y=a+24|0;E=a+832|0;w=191184;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[G>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[J>>2]|0;if((e|0)==(f[L>>2]|0)){SD(K,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[J>>2]=(f[J>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[K>>2]|0;d=f[J>>2]|0;if((c|0)!=(d|0)){f_a(c,d,H);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[A>>2]|0;k=(j|0)==0;b:do if(k){c=0;F=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[a>>2]|0)+(c<<2)>>2]|0;if(!d)F=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){F=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){F=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){F=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){F=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((F|0)==40){F=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[B>>2]|0)+1|0)>>>0);i=+n[C>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;g_a(a,c>>>0<d>>>0?d:c);c=f[A>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[D>>2];f[D>>2]=g;f[d>>2]=D;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;F=53}}else{f[g>>2]=f[c>>2];F=53}if((F|0)==53){F=0;f[c>>2]=g}f[B>>2]=(f[B>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){F=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){F=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];O=e+-20|0;o=k+-20|0;f[O>>2]=0;P=e+-16|0;f[P>>2]=0;f[e+-12>>2]=0;f[O>>2]=f[o>>2];O=k+-16|0;f[P>>2]=f[O>>2];P=k+-12|0;f[e+-12>>2]=f[P>>2];f[P>>2]=0;f[O>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{P=e+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;P=c+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[E>>2]|0;d=f[(f[c>>2]|0)+128>>2]|0;f[I>>2]=t;f[H>>2]=f[I>>2];Fh[d&255](c,H,K,v);c=f[K>>2]|0;d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191186){F=9;break}}if((F|0)==9){if(!(f[M>>2]|0)){u=N;return}c=f[G>>2]|0;if(c|0)do{P=c;c=f[c>>2]|0;sOb(P)}while((c|0)!=0);f[G>>2]=0;e=f[a+628>>2]|0;if(e|0){d=a+624|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[M>>2]=0;u=N;return}else if((F|0)==71)AMb(r);else if((F|0)==74)vd()}function kZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;l=r;m=r+4|0;n=a+836|0;q=a+676|0;e=f[q>>2]|0;k=a+844|0;g=f[n>>2]|0;p=a+840|0;if((f[k>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[p>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[n>>2]=d;f[p>>2]=d+(c>>3<<3);f[k>>2]=d+(e<<3);if(g|0)sOb(g)}o=a+672|0;h=a+816|0;g=a+64|0;i=a+832|0;j=a+96|0;c=f[o>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==1){d=d+8|0;e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){b_a(n,d);break}else{s=d;d=f[s+4>>2]|0;f[e>>2]=f[s>>2];f[e+4>>2]=d;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0;if((d|0)==(c|0))c=d;else{cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,g);d=f[i>>2]|0;c=f[(f[d>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[c&255](d,l,n,1);d=f[n>>2]|0;c=f[p>>2]|0;if((c|0)==(d|0))c=d;else{c=c+(~((c+-8-d|0)>>>3)<<3)|0;f[p>>2]=c}}e=f[o>>2]|0;if(e){do{c=e;do if(!(b[c+16>>0]|0)){c=c+8|0;d=f[p>>2]|0;if((d|0)==(f[k>>2]|0)){b_a(n,c);break}else{g=f[c+4>>2]|0;s=d;f[s>>2]=f[c>>2];f[s+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[e>>2]|0}while((e|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0}if((d|0)!=(c|0)){cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,j);c=f[i>>2]|0;d=f[(f[c>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[d&255](c,l,n,0);c=f[n>>2]|0;d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3)}if(!(f[q>>2]|0)){u=r;return}c=f[o>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);f[o>>2]=0;e=f[a+668>>2]|0;if(e|0){d=a+664|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[q>>2]=0;u=r;return}function lZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+696|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+692|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];VZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+688>>2]|0;if(c|0){d=a+684|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}WZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+128|0;g=a+132|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+140|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+144>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;XZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+136|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+148|0;b=f[r>>2]|0;t=a+152|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+132>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function mZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+716|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+712|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];NZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+708>>2]|0;if(c|0){d=a+704|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}OZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+160|0;g=a+164|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+172|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+176>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;PZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+168|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+180|0;b=f[r>>2]|0;t=a+184|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+136>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function nZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+756|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+752|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];FZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+748>>2]|0;if(c|0){d=a+744|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}GZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+224|0;g=a+228|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+236|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+240>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;HZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+232|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+244|0;b=f[r>>2]|0;t=a+248|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+140>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function oZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+736|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+732|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];xZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+728>>2]|0;if(c|0){d=a+724|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}yZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+192|0;g=a+196|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+204|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+208>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;zZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+200|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+212|0;b=f[r>>2]|0;t=a+216|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+144>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function pZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;O=u;u=u+16|0;I=O;J=O+4|0;L=a+836|0;N=a+656|0;e=f[N>>2]|0;M=a+844|0;g=f[L>>2]|0;K=a+840|0;if((f[M>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[K>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[L>>2]=d;f[K>>2]=d+(c>>3<<3);f[M>>2]=d+(e<<3);if(g|0)sOb(g)}H=a+652|0;z=a+816|0;A=a+32|0;B=a+36|0;C=a+44|0;D=a+48|0;E=a+40|0;x=a+52|0;y=a+56|0;F=a+832|0;w=191182;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[H>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[K>>2]|0;if((e|0)==(f[M>>2]|0)){lE(L,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[K>>2]=(f[K>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[L>>2]|0;d=f[K>>2]|0;if((c|0)!=(d|0)){qZa(c,d,I);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[B>>2]|0;k=(j|0)==0;b:do if(k){c=0;G=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[A>>2]|0)+(c<<2)>>2]|0;if(!d)G=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){G=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){G=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){G=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){G=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((G|0)==40){G=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[C>>2]|0)+1|0)>>>0);i=+n[D>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;rZa(A,c>>>0<d>>>0?d:c);c=f[B>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[A>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[E>>2];f[E>>2]=g;f[d>>2]=E;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[A>>2]|0)+(c<<2)|0;G=53}}else{f[g>>2]=f[c>>2];G=53}if((G|0)==53){G=0;f[c>>2]=g}f[C>>2]=(f[C>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){G=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){G=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];P=e+-20|0;o=k+-20|0;f[P>>2]=0;Q=e+-16|0;f[Q>>2]=0;f[e+-12>>2]=0;f[P>>2]=f[o>>2];P=k+-16|0;f[Q>>2]=f[P>>2];Q=k+-12|0;f[e+-12>>2]=f[Q>>2];f[Q>>2]=0;f[P>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{Q=e+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;Q=c+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[F>>2]|0;d=f[(f[c>>2]|0)+148>>2]|0;f[J>>2]=t;f[I>>2]=f[J>>2];Fh[d&255](c,I,L,v);c=f[L>>2]|0;d=f[K>>2]|0;if((d|0)!=(c|0))f[K>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191184){G=9;break}}if((G|0)==9){if(!(f[N>>2]|0)){u=O;return}c=f[H>>2]|0;if(c|0)do{Q=c;c=f[c>>2]|0;sOb(Q)}while((c|0)!=0);f[H>>2]=0;e=f[a+648>>2]|0;if(e|0){d=a+644|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[N>>2]=0;u=O;return}else if((G|0)==71)AMb(r);else if((G|0)==74)vd()}function qZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=uZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=wZa(a,i,c)|0;e=i+8|0;if(wZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}qZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;qZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){tZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){uZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){vZa(a,b,c);return}else if((q|0)==107)return}function rZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){sZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;sZa(a,b);return}function sZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function tZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function uZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=tZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function vZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function wZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{tZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{uZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function xZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function yZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=CZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=EZa(a,i,c)|0;e=i+8|0;if(EZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}yZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;yZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){BZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){CZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){DZa(a,b,c);return}else if((q|0)==107)return}function zZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){AZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;AZa(a,b);return}function AZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function BZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function CZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=BZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function DZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function EZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{BZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{CZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function FZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function GZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=KZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=MZa(a,i,c)|0;e=i+8|0;if(MZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}GZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;GZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){JZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){KZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){LZa(a,b,c);return}else if((q|0)==107)return}function HZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){IZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;IZa(a,b);return}function IZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function JZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function KZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=JZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function LZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function MZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{JZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{KZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function NZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function OZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=SZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=UZa(a,i,c)|0;e=i+8|0;if(UZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}OZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;OZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){RZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){SZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){TZa(a,b,c);return}else if((q|0)==107)return}function PZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){QZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;QZa(a,b);return}function QZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function RZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function SZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=RZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function TZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function UZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{RZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{SZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function VZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function WZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=_Za(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=a_a(a,i,c)|0;e=i+8|0;if(a_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}WZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;WZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){ZZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){_Za(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){$Za(a,b,c);return}else if((q|0)==107)return}function XZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){YZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;YZa(a,b);return}function YZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ZZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function _Za(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=ZZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function $Za(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function a_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{ZZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{_Za(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function b_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function c_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+4|0;k=f[h>>2]|0;l=(k|0)==0;a:do if(l){c=0;o=17}else{g=k+-1|0;e=(g&k|0)==0;if(e)c=g&a;else if(k>>>0>a>>>0)c=a;else c=(a>>>0)%(k>>>0)|0;d=f[(f[b>>2]|0)+(c<<2)>>2]|0;if(!d)o=17;else{if(e)while(1){d=f[d>>2]|0;if(!d){o=17;break a}s=f[d+4>>2]|0;if(!((s|0)==(a|0)|(s&g|0)==(c|0))){o=17;break a}if((f[d+8>>2]|0)==(a|0))break a}do{d=f[d>>2]|0;if(!d){o=17;break a}e=f[d+4>>2]|0;if((e|0)!=(a|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(c|0)){o=17;break a}}}while((f[d+8>>2]|0)!=(a|0))}}while(0);if((o|0)==17){g=pOb(24)|0;f[g+8>>2]=a;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=a;f[g>>2]=0;m=b+12|0;i=+(((f[m>>2]|0)+1|0)>>>0);j=+n[b+16>>2];do if(l|j*+(k>>>0)<i){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(i/j))>>>0;d_a(b,c>>>0<d>>>0?d:c);c=f[h>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&a;break}if(c>>>0>a>>>0){e=c;c=a}else{e=c;c=(a>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[b>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=b+8|0;f[g>>2]=f[c>>2];f[c>>2]=g;f[d>>2]=c;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[b>>2]|0)+(c<<2)|0;o=30}}else{f[g>>2]=f[c>>2];o=30}if((o|0)==30)f[c>>2]=g;f[m>>2]=(f[m>>2]|0)+1;d=g}r=d+12|0;q=b+20|0;c=f[q>>2]|0;s=b+24|0;b=f[s>>2]|0;if((c|0)==(b|0))return;p=d+16|0;o=d+20|0;while(1){d=f[p>>2]|0;a=f[o>>2]|0;e=a;if(d>>>0<a>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];a=d+8|0;m=c+8|0;f[a>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[a>>2]=f[m>>2];a=c+12|0;f[l>>2]=f[a>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[a>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;a=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=a;f[p>>2]=(f[p>>2]|0)+28}else{g=f[r>>2]|0;h=(d-g|0)/28|0;d=h+1|0;if(d>>>0>153391689){o=49;break}m=(e-g|0)/28|0;a=m<<1;d=m>>>0<76695844?(a>>>0<d>>>0?d:a):153391689;if(!d)e=0;else{if(d>>>0>153391689){o=52;break}e=pOb(d*28|0)|0}k=e+(h*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(h*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(h*28|0)+16>>2]=0;f[e+(h*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(h*28|0)+12>>2]=f[l>>2];a=c+16|0;f[e+(h*28|0)+16>>2]=f[a>>2];f[a>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(h*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(h*28|0)+24>>2]=l;l=k+28|0;h=f[r>>2]|0;d=f[p>>2]|0;if((d|0)==(h|0)){d=g;a=h;e=h}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];t=e+-20|0;a=k+-20|0;f[t>>2]=0;u=e+-16|0;f[u>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[a>>2];t=k+-16|0;f[u>>2]=f[t>>2];u=k+-12|0;f[e+-12>>2]=f[u>>2];f[u>>2]=0;f[t>>2]=0;f[a>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;a=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=a;e=g+-28|0;g=e}while((d|0)!=(h|0));d=g;a=f[r>>2]|0;e=f[p>>2]|0}f[r>>2]=d;f[p>>2]=l;f[o>>2]=m;l=a;if((e|0)!=(l|0))do{u=e+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;if((d|0)==(f[k>>2]|0)){h=f[e>>2]|0;if(h){tOb(h);d=f[g>>2]|0}}if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(a|0)sOb(a)}c=c+28|0;if((c|0)==(b|0)){o=34;break}}if((o|0)==34){k=f[q>>2]|0;c=f[s>>2]|0;if((c|0)==(k|0))return;do{g=c+-28|0;f[s>>2]=g;u=c+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[s>>2]|0}while((c|0)!=(k|0));return}else if((o|0)==49)AMb(r);else if((o|0)==52)vd()}function d_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e_a(a,b);return}function e_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=j_a(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=l_a(a,i,c)|0;e=i+8|0;if(l_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}f_a(a,i,c);a=i+8|0}if((q|0)==105){q=0;f_a(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){i_a(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){j_a(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){k_a(a,b,c);return}else if((q|0)==107)return}function g_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h_a(a,b);return}function h_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function i_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function j_a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=i_a(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function k_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function l_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{i_a(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{j_a(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function m_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function n_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[c>>2]|0;if(!e){d=c;e=0}else{d=f[c+4>>2]|0;if(!d)d=c;else while(1){e=f[d>>2]|0;if(!e){e=0;break}else d=e}}k=d+4|0;l=f[(e|0?d:k)>>2]|0;m=(l|0)!=0;j=d+8|0;if(m)f[l+8>>2]=f[j>>2];e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){f[e>>2]=l;if((d|0)==(a|0)){a=l;g=0}else g=f[e+4>>2]|0}else f[e+4>>2]=l;h=d+12|0;i=(b[h>>0]|0)!=0;if((d|0)!=(c|0)){n=c+8|0;e=f[n>>2]|0;f[j>>2]=e;f[((f[f[n>>2]>>2]|0)==(c|0)?e:e+4|0)>>2]=d;e=f[c>>2]|0;f[d>>2]=e;f[e+8>>2]=d;e=f[c+4>>2]|0;f[k>>2]=e;if(e|0)f[e+8>>2]=d;b[h>>0]=b[c+12>>0]|0;a=(a|0)==(c|0)?d:a}if(!(i&(a|0)!=0))return;if(m){b[l+12>>0]=1;return}else j=g;while(1){g=j+8|0;h=f[g>>2]|0;d=j+12|0;e=(b[d>>0]|0)!=0;if((f[h>>2]|0)==(j|0)){if(e)i=j;else{b[d>>0]=1;b[h+12>>0]=0;d=j+4|0;e=f[d>>2]|0;f[h>>2]=e;if(e|0)f[e+8>>2]=h;i=h+8|0;f[g>>2]=f[i>>2];n=f[i>>2]|0;f[((f[n>>2]|0)==(h|0)?n:n+4|0)>>2]=j;f[d>>2]=h;f[i>>2]=j;i=f[h>>2]|0;a=(a|0)==(h|0)?j:a}d=f[i>>2]|0;g=(d|0)==0;if(!g)if(!(b[d+12>>0]|0)){h=49;break}e=f[i+4>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=48;break}b[i+12>>0]=0;d=f[i+8>>2]|0;e=d+12|0;if((d|0)==(a|0)|(b[e>>0]|0)==0){h=47;break}}else{if(e)g=j;else{b[d>>0]=1;b[h+12>>0]=0;n=h+4|0;d=f[n>>2]|0;e=f[d>>2]|0;f[n>>2]=e;if(e|0)f[e+8>>2]=h;n=h+8|0;f[d+8>>2]=f[n>>2];g=f[n>>2]|0;f[((f[g>>2]|0)==(h|0)?g:g+4|0)>>2]=d;f[d>>2]=h;f[n>>2]=d;n=f[j>>2]|0;g=f[n+4>>2]|0;a=(a|0)==(n|0)?j:a}e=f[g>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=30;break}d=f[g+4>>2]|0;if(d|0)if(!(b[d+12>>0]|0)){a=d;h=31;break}b[g+12>>0]=0;d=f[g+8>>2]|0;if((d|0)==(a|0)){h=29;break}if(!(b[d+12>>0]|0)){a=d;h=29;break}}j=f[d+8>>2]|0;j=f[((f[j>>2]|0)==(d|0)?j+4|0:j)>>2]|0}if((h|0)==29){b[a+12>>0]=1;return}else if((h|0)==30){a=f[g+4>>2]|0;if(!a)h=32;else h=31}else if((h|0)==47){b[e>>0]=1;return}else if((h|0)==48)if(g)h=50;else h=49;if((h|0)==31)if(!(b[a+12>>0]|0)){d=g;h=35}else h=32;else if((h|0)==49)if(!(b[d+12>>0]|0)){a=i;h=53}else h=50;if((h|0)==32){b[e+12>>0]=1;b[g+12>>0]=0;a=e+4|0;d=f[a>>2]|0;f[g>>2]=d;if(d|0)f[d+8>>2]=g;d=g+8|0;f[e+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(g|0)?h:h+4|0)>>2]=e;f[a>>2]=g;f[d>>2]=e;d=e;a=g;h=35}else if((h|0)==50){n=i+4|0;a=f[n>>2]|0;b[a+12>>0]=1;b[i+12>>0]=0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=i;d=i+8|0;f[a+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(i|0)?h:h+4|0)>>2]=a;f[a>>2]=i;f[d>>2]=a;d=i;h=53}if((h|0)==35){e=f[d+8>>2]|0;n=e+12|0;b[d+12>>0]=b[n>>0]|0;b[n>>0]=1;b[a+12>>0]=1;n=e+4|0;a=f[n>>2]|0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=e;n=e+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(e|0)?c:c+4|0)>>2]=a;f[a>>2]=e;f[n>>2]=a;return}else if((h|0)==53){g=f[a+8>>2]|0;e=g+12|0;b[a+12>>0]=b[e>>0]|0;b[e>>0]=1;b[d+12>>0]=1;a=f[g>>2]|0;d=a+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;n=g+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(g|0)?c:c+4|0)>>2]=a;f[d>>2]=g;f[n>>2]=a;return}}function o_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;l=e+4|0;n=f[l>>2]|0;if(!n){x=1;return x|0}j=n+-1|0;i=(j&n|0)==0;if(i)k=j&d;else if(n>>>0>d>>>0)k=d;else k=(d>>>0)%(n>>>0)|0;h=f[(f[e>>2]|0)+(k<<2)>>2]|0;if(!h){x=1;return x|0}h=f[h>>2]|0;if(!h){x=1;return x|0}a:do if(i){while(1){o=f[h+4>>2]|0;i=(o|0)==(d|0);if(!(i|(o&j|0)==(k|0))){h=1;x=70;break}if(i)if((f[h+8>>2]|0)==(d|0)){v=h;break a}h=f[h>>2]|0;if(!h){h=1;x=70;break}}if((x|0)==70)return h|0}else{i=h;while(1){h=f[i+4>>2]|0;if((h|0)==(d|0)){if((f[i+8>>2]|0)==(d|0)){v=i;break a}}else{if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)!=(k|0)){h=1;x=70;break}}i=f[i>>2]|0;if(!i){h=1;x=70;break}}if((x|0)==70)return h|0}while(0);o=v+12|0;h=f[o>>2]|0;k=(f[v+16>>2]|0)-h|0;i=(k|0)/28|0;b:do if(!k)h=d;else{c:do if(I_a(b,c,h)|0){h=0;while(1){h=h+1|0;if(h>>>0>=i>>>0)break;if(!(I_a(b,c,(f[o>>2]|0)+(h*28|0)|0)|0)){g=h;break c}}n=f[l>>2]|0;h=f[v+4>>2]|0;break b}else g=0;while(0);j=f[o>>2]|0;J_a(o,j,j+(g*28|0)|0);j=a+464|0;g=a+468|0;h=f[g>>2]|0;do if(!h){r=g;s=g}else{i=a+468|0;d:while(1){g=f[h+16>>2]|0;do if(g>>>0>d>>>0)x=27;else{if(g>>>0>=d>>>0){g=f[h+20>>2]|0;if((g|0)>2){x=27;break}if((g|0)==2){x=32;break d}}q=h+4|0;g=f[q>>2]|0;if(!g){x=31;break d}else{p=q;m=g}}while(0);if((x|0)==27){x=0;g=f[h>>2]|0;if(!g){x=28;break}else{p=h;m=g}}i=p;h=m}if((x|0)==28){r=h;s=h;break}else if((x|0)==31){r=h;s=q;break}else if((x|0)==32){r=h;s=i;break}}while(0);if(f[s>>2]|0){x=0;return x|0}g=pOb(24)|0;h=g+16|0;f[h>>2]=d;f[h+4>>2]=2;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=r;f[s>>2]=g;h=f[f[j>>2]>>2]|0;if(h){f[j>>2]=h;g=f[s>>2]|0}r_a(f[a+468>>2]|0,g);x=a+472|0;f[x>>2]=(f[x>>2]|0)+1;x=0;return x|0}while(0);b=f[v>>2]|0;l=n+-1|0;m=(l&n|0)==0;if(m)h=l&h;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;k=(f[e>>2]|0)+(h<<2)|0;c=f[k>>2]|0;while(1){i=f[c>>2]|0;if((i|0)==(v|0))break;else c=i}if((c|0)==(e+8|0))x=53;else{i=f[c+4>>2]|0;if(m)i=i&l;else if(i>>>0>=n>>>0)i=(i>>>0)%(n>>>0)|0;if((i|0)==(h|0)){t=b;x=61}else x=53}do if((x|0)==53){if(b|0){i=f[b+4>>2]|0;if(m)j=i&l;else if(i>>>0<n>>>0)j=i;else j=(i>>>0)%(n>>>0)|0;if((j|0)==(h|0)){g=i;w=b;x=63;break}}f[k>>2]=0;t=f[v>>2]|0;x=61}while(0);if((x|0)==61){i=t;if(!t)u=i;else{g=f[t+4>>2]|0;w=i;x=63}}if((x|0)==63){if(m)g=g&l;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;if((g|0)==(h|0))u=w;else{f[(f[e>>2]|0)+(g<<2)>>2]=c;u=f[v>>2]|0}}f[c>>2]=u;f[v>>2]=0;x=e+12|0;f[x>>2]=(f[x>>2]|0)+-1;UYa(o);sOb(v);x=1;return x|0}function p_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a+440>>2]=b;p=a+448|0;i=f[p>>2]|0;if(!i)return;e=i+-1|0;d=(e&i|0)==0;if(d)g=e&b;else if(i>>>0>b>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;s=a+444|0;c=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;a:do if(d){while(1){j=f[c+4>>2]|0;d=(j|0)==(b|0);if(!(d|(j&e|0)==(g|0))){q=64;break}if(d)if((f[c+8>>2]|0)==(b|0)){t=c;break a}c=f[c>>2]|0;if(!c){q=64;break}}if((q|0)==64)return}else{d=c;while(1){c=f[d+4>>2]|0;if((c|0)==(b|0)){if((f[d+8>>2]|0)==(b|0)){t=d;break a}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){q=64;break}}d=f[d>>2]|0;if(!d){q=64;break}}if((q|0)==64)return}while(0);j=a+464|0;g=b+1|0;h=f[t+12>>2]|0;c=a+468|0;d=f[c>>2]|0;do if(!d){n=c;o=c}else{e=a+468|0;b:while(1){c=f[d+16>>2]|0;do if(g>>>0<c>>>0)q=25;else{if(c>>>0>=g>>>0){c=f[d+20>>2]|0;if((h|0)<(c|0)){q=25;break}if((c|0)>=(h|0)){q=30;break b}}m=d+4|0;c=f[m>>2]|0;if(!c){q=29;break b}else{l=m;k=c}}while(0);if((q|0)==25){q=0;c=f[d>>2]|0;if(!c){q=26;break}else{l=d;k=c}}e=l;d=k}if((q|0)==26){n=d;o=d;break}else if((q|0)==29){n=d;o=m;break}else if((q|0)==30){n=d;o=e;break}}while(0);if(!(f[o>>2]|0)){b=pOb(24)|0;c=b+16|0;f[c>>2]=g;f[c+4>>2]=h;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=n;f[o>>2]=b;c=f[f[j>>2]>>2]|0;if(c){f[j>>2]=c;b=f[o>>2]|0}r_a(f[a+468>>2]|0,b);i=a+472|0;f[i>>2]=(f[i>>2]|0)+1;i=f[p>>2]|0;b=f[t+4>>2]|0}d=i+-1|0;e=(d&i|0)==0;if(e)g=d&b;else if(b>>>0<i>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;c=(f[s>>2]|0)+(g<<2)|0;h=f[c>>2]|0;while(1){b=f[h>>2]|0;if((b|0)==(t|0))break;else h=b}if((h|0)==(a+452|0))q=49;else{b=f[h+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0))r=t;else q=49}do if((q|0)==49){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(e)c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){f[(f[s>>2]|0)+(c<<2)>>2]=h;b=f[t>>2]|0}}f[h>>2]=b;f[r>>2]=0;a=a+456|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(t);return}function q_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{vRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,3)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){$E(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{H_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function r_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=(c|0)==(a|0);b[c+12>>0]=j&1;if(j)return;while(1){i=c+8|0;d=f[i>>2]|0;h=d+12|0;if(b[h>>0]|0){g=23;break}j=d+8|0;e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){g=f[e+4>>2]|0;if(!g){g=7;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=7;break}}else{if(!g){g=16;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=16;break}}b[h>>0]=1;j=(e|0)==(a|0);b[e+12>>0]=j&1;b[c>>0]=1;if(j){g=23;break}else c=e}if((g|0)==7){if((f[d>>2]|0)==(c|0)){c=d;g=e}else{i=d+4|0;g=f[i>>2]|0;c=f[g>>2]|0;f[i>>2]=c;if(!c)c=e;else{f[c+8>>2]=d;c=f[j>>2]|0}f[g+8>>2]=c;c=f[j>>2]|0;f[((f[c>>2]|0)==(d|0)?c:c+4|0)>>2]=g;f[g>>2]=d;f[j>>2]=g;c=g;g=f[g+8>>2]|0}b[c+12>>0]=1;b[g+12>>0]=0;c=f[g>>2]|0;d=c+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;j=g+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(g|0)?i:i+4|0)>>2]=c;f[d>>2]=g;f[j>>2]=c;return}else if((g|0)==16){if((f[d>>2]|0)==(c|0)){h=c+4|0;g=f[h>>2]|0;f[d>>2]=g;if(g){f[g+8>>2]=d;e=f[j>>2]|0}f[i>>2]=e;e=f[j>>2]|0;f[((f[e>>2]|0)==(d|0)?e:e+4|0)>>2]=c;f[h>>2]=d;f[j>>2]=c;d=c;e=f[c+8>>2]|0}b[d+12>>0]=1;b[e+12>>0]=0;j=e+4|0;c=f[j>>2]|0;d=f[c>>2]|0;f[j>>2]=d;if(d|0)f[d+8>>2]=e;j=e+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(e|0)?i:i+4|0)>>2]=c;f[c>>2]=e;f[j>>2]=c;return}else if((g|0)==23)return}function s_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{uRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,4)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){xM(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{G_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function t_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;l=q+24|0;m=q+8|0;n=q;f[m>>2]=0;p=m+4|0;f[p>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;if(!k)o=16;else{i=l+4|0;j=n+4|0;k=m+8|0;do{DRa(l,b,d);if(!(f[l>>2]|0))e=B_a(a,d,1)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);a:do switch(e<<24>>24){case 0:{eRa(n,b,d,0,0);e=f[j>>2]|0;if(e|0)iOb(e);xh[f[(f[a>>2]|0)+16>>2]&127](a,d,0);break}case 3:{e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){uH(m,d);break a}else{s=d;r=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8;break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[p>>2]|0))o=16;else F_a(c+24|0,m,c)}if((o|0)==16){s=f[c+24>>2]|0;oh[f[(f[s>>2]|0)+8>>2]&1023](s,c)}d=f[m>>2]|0;if(!d){u=q;return}e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=q;return}function u_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;e=f[d>>2]|0;k=f[d+4>>2]|0;i=e+(k<<3)|0;a:do if(!k)n=14;else{j=l+4|0;k=m+8|0;do{zRa(l,c,e);g=f[l>>2]|0;if(!g)n=5;else if(!(b[(f[g+44>>2]|0)+148>>0]&2))n=5;else g=1;if((n|0)==5){n=0;g=B_a(a,e,7)|0}h=f[j>>2]|0;if(h|0)iOb(h);b:do switch(g<<24>>24){case 0:{h=0;break a}case 3:{g=f[o>>2]|0;if((g|0)==(f[k>>2]|0)){kG(m,e);break b}else{r=e;q=f[r+4>>2]|0;h=g;f[h>>2]=f[r>>2];f[h+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(i|0));if((f[m>>2]|0)==(f[o>>2]|0))n=14;else{E_a(d+24|0,m,d);h=1}}while(0);if((n|0)==14){h=f[d+24>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);h=1}e=f[m>>2]|0;if(!e){u=p;return h|0}g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e);u=p;return h|0}function v_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=15;else{i=l+4|0;j=m+8|0;k=c+20|0;do{sRa(l,b,d);e=f[l>>2]|0;if(!e)e=B_a(a,d,8)|0;else if(!(f[k>>2]&1))e=((NFa(e)|0)^1)&1;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){lE(m,d);break b}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=15;else{D_a(c+24|0,m,c);g=1}}while(0);if((n|0)==15){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function w_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=16;else{i=l+4|0;j=m+8|0;k=c+20|0;do{CRa(l,b,d);e=f[l>>2]|0;if(!e){e=B_a(a,d,10)|0;n=6}else if(lFa(e,b,(f[k>>2]|0)>>>1&1,0)|0){e=f[i>>2]|0;if(e|0)iOb(e)}else{e=0;n=6}b:do if((n|0)==6){n=0;g=f[i>>2]|0;if(g|0)iOb(g);switch(e<<24>>24){case 0:{g=0;break a}case 3:break;default:break b}e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){SD(m,d);break}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=16;else{C_a(c+24|0,m,c);g=1}}while(0);if((n|0)==16){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function x_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[a+16>>2]|0;a:{OYa(h+428|0,f[h+432>>2]|0);b=f[h+416>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);b=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;if(b|0)sOb(b);b=f[h+396>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);b=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;if(b|0)sOb(b);b=f[h+376>>2]|0;if(b|0){c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[h+364>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);b=f[(h+356|0)>>2]|0;f[(h+356|0)>>2]=0;if(b|0)sOb(b);b=f[h+344>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);b=f[(h+336|0)>>2]|0;f[(h+336|0)>>2]=0;if(b|0)sOb(b);MYa(f[h+324>>2]|0);b=f[(h+316|0)>>2]|0;f[(h+316|0)>>2]=0;if(b|0)sOb(b);b=f[h+304>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+296|0)>>2]|0;f[(h+296|0)>>2]=0;if(b|0)sOb(b);b=f[h+284>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+276|0)>>2]|0;f[(h+276|0)>>2]=0;if(b|0)sOb(b);b=f[h+264>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+256|0)>>2]|0;f[(h+256|0)>>2]=0;if(b|0)sOb(b);PYa(h+244|0);b=f[h+232>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;PYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+224|0)>>2]|0;f[(h+224|0)>>2]=0;if(b|0)sOb(b);QYa(h+212|0);b=f[h+200>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;QYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+192|0)>>2]|0;f[(h+192|0)>>2]=0;if(b|0)sOb(b);RYa(h+180|0);b=f[h+168>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;RYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+160|0)>>2]|0;f[(h+160|0)>>2]=0;if(b|0)sOb(b);SYa(h+148|0);b=f[h+136>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;SYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+128|0)>>2]|0;f[(h+128|0)>>2]=0;if(b|0)sOb(b);UYa(h+116|0);b=f[h+104>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+96|0)>>2]|0;f[(h+96|0)>>2]=0;if(b|0)sOb(b);UYa(h+84|0);b=f[h+72>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+64|0)>>2]|0;f[(h+64|0)>>2]=0;if(b|0)sOb(b);VYa(h+52|0);b=f[h+40>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;VYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+32|0)>>2]|0;f[(h+32|0)>>2]=0;if(b|0)sOb(b);WYa(h+20|0);b=f[h+8>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;WYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[h>>2]|0;f[h>>2]=0;if(!b){f[a+1280>>2]=5;break a}sOb(b);f[a+1280>>2]=5;break a}}function y_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;O=f[a+16>>2]|0;d=f[a+496>>2]|0;n=f[a+504>>2]|0;N=f[a+816>>2]|0;b=f[a+2856>>2]|0;l=f[a+2864>>2]|0;m=f[a+3384>>2]|0;o=f[a+3392>>2]|0;g=f[a+3568>>2]|0;P=f[a+3576>>2]|0;a:{if(P){P=0;if((g|0)==354){e=f[b>>2]|0;b=e+(d*28|0)|0;k=f[l>>2]|0;if((k|0)!=(b|0)){do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];i=b+8|0;j=e+8|0;d=f[j>>2]|0;h=e+12|0;if(!d)d=e+16|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);d=e+16|0;f[d>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];j=b+12|0;f[h>>2]=f[j>>2];h=b+16|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;f[e+20>>2]=f[b+20>>2];d=b+24|0;j=e+24|0;i=f[d>>2]|0;f[d>>2]=0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;e=e+28|0}while((b|0)!=(k|0));b=f[l>>2]|0}if((b|0)==(e|0))g=375;else{do{g=b+-28|0;f[l>>2]=g;k=b+-4|0;d=f[k>>2]|0;f[k>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;h=f[d>>2]|0;i=b+-16|0;if((h|0)==(f[i>>2]|0)){b=f[g>>2]|0;if(!b)b=h;else{tOb(b);b=f[d>>2]|0}}else b=h;if(b|0){d=f[i>>2]|0;if((d|0)!=(b|0))f[i>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[l>>2]|0}while((b|0)!=(e|0));g=375}}else P=1}if(P){P=0;if((g|0)==444){d=f[m>>2]|0;b=d+(n*28|0)|0;k=f[o>>2]|0;if((k|0)==(b|0))j=d;else{j=d;do{f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];h=b+8|0;i=j+8|0;d=f[i>>2]|0;g=j+12|0;if(!d)d=j+16|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);d=j+16|0;f[d>>2]=0;f[g>>2]=0;f[i>>2]=0}f[i>>2]=f[h>>2];n=b+12|0;f[g>>2]=f[n>>2];m=b+16|0;f[d>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[h>>2]=0;f[b>>2]=0;f[j+20>>2]=f[b+20>>2];d=b+24|0;n=j+24|0;m=f[d>>2]|0;f[d>>2]=0;d=f[n>>2]|0;f[n>>2]=m;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;j=j+28|0}while((b|0)!=(k|0));b=f[o>>2]|0}if((b|0)==(j|0))g=465;else{do{g=b+-28|0;f[o>>2]=g;n=b+-4|0;d=f[n>>2]|0;f[n>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;e=f[d>>2]|0;h=b+-16|0;if((e|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(!b)b=e;else{tOb(b);b=f[d>>2]|0}}else b=e;if(b|0){d=f[h>>2]|0;if((d|0)!=(b|0))f[h>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[o>>2]|0}while((b|0)!=(j|0));g=465}}else if((g|0)==515)if(1){f[a+3608>>2]=5;break a}else P=1}b=1;if(b)if((g|0)==53){b=f[(O+468|0)>>2]|0;do if(!b){D=O+468|0;I=O+468|0}else{d=O+468|0;b:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=58;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>4){g=58;break}if((c|0)==4){g=63;break b}}z=b+4|0;c=f[z>>2]|0;if(!c){g=62;break b}else{t=z;p=c}}while(0);if((g|0)==58){g=0;c=f[b>>2]|0;if(!c){g=59;break}else{t=b;p=c}}d=t;b=p}if((g|0)==59){D=b;I=b;break}else if((g|0)==62){D=b;I=z;break}else if((g|0)==63){D=b;I=d;break}}while(0);if(f[I>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=4;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=D;f[I>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[I>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==143){b=f[(O+468|0)>>2]|0;do if(!b){H=O+468|0;J=O+468|0}else{d=O+468|0;c:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=148;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>6){g=148;break}if((c|0)==6){g=153;break c}}A=b+4|0;c=f[A>>2]|0;if(!c){g=152;break c}else{x=A;s=c}}while(0);if((g|0)==148){g=0;c=f[b>>2]|0;if(!c){g=149;break}else{x=b;s=c}}d=x;b=s}if((g|0)==149){H=b;J=b;break}else if((g|0)==152){H=b;J=A;break}else if((g|0)==153){H=b;J=d;break}}while(0);if(f[J>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=6;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=H;f[J>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[J>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else b=1;if(b){b=0;if((g|0)==285){b=f[(O+468|0)>>2]|0;do if(!b){E=O+468|0;K=O+468|0}else{d=O+468|0;d:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=290;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>7){g=290;break}if((c|0)==7){g=295;break d}}B=b+4|0;c=f[B>>2]|0;if(!c){g=294;break d}else{u=B;q=c}}while(0);if((g|0)==290){g=0;c=f[b>>2]|0;if(!c){g=291;break}else{u=b;q=c}}d=u;b=q}if((g|0)==291){E=b;K=b;break}else if((g|0)==294){E=b;K=B;break}else if((g|0)==295){E=b;K=d;break}}while(0);if(f[K>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=7;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=E;f[K>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[K>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==375){b=f[(O+468|0)>>2]|0;do if(!b){F=O+468|0;L=O+468|0}else{d=O+468|0;e:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=380;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>1){g=380;break}if((c|0)==1){g=385;break e}}C=b+4|0;c=f[C>>2]|0;if(!c){g=384;break e}else{v=C;r=c}}while(0);if((g|0)==380){g=0;c=f[b>>2]|0;if(!c){g=381;break}else{v=b;r=c}}d=v;b=r}if((g|0)==381){F=b;L=b;break}else if((g|0)==384){F=b;L=C;break}else if((g|0)==385){F=b;L=d;break}}while(0);if(f[L>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=1;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=F;f[L>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[L>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==465)b=1}if(b)if(1){b=f[(O+468|0)>>2]|0;do if(!b){G=O+468|0;M=O+468|0}else{e=O+468|0;f:while(1){d=f[b+16>>2]|0;do if(d>>>0>N>>>0)g=470;else{if(d>>>0>=N>>>0){d=f[b+20>>2]|0;if((d|0)>0){g=470;break}if((d|0)>=0){g=475;break f}}y=b+4|0;c=f[y>>2]|0;if(!c){g=474;break f}else w=y}while(0);if((g|0)==470){g=0;c=f[b>>2]|0;if(!c){g=471;break}else w=b}e=w;b=c}if((g|0)==471){G=b;M=b;break}else if((g|0)==474){G=b;M=y;break}else if((g|0)==475){G=b;M=e;break}}while(0);if(f[M>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=G;f[M>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[M>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}}f[a+3568>>2]=g;f[a+3576>>2]=P}function z_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;B=f[a+488>>2]|0;C=f[a+496>>2]|0;D=f[a+504>>2]|0;E=f[a+816>>2]|0;y=f[a+2240>>2]|0;H=f[a+2352>>2]|0;I=f[a+2360>>2]|0;J=f[a+2856>>2]|0;K=f[a+2864>>2]|0;L=f[a+3384>>2]|0;M=f[a+3392>>2]|0;v=f[a+3568>>2]|0;N=f[a+3592>>2]|0;O=f[a+3600>>2]|0;a:{if(N){N=0;switch(O|0){case 7:{i=f[(F+196|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+192|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);H=e+12|0;I=e+16|0;g=f[H>>2]|0;h=(f[I>>2]|0)-g|0;if(!h){n=i;g=E}else{if(u_a(w,x,g)|0)B=0;else{v=285;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){B=B+1|0;if(B>>>0>=((h|0)/28|0)>>>0)break;if(!(u_a(w,x,(f[H>>2]|0)+(B*28|0)|0)|0)){v=264;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}n=f[(F+196|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+192|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+200|0|0))v=316;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=324}else v=316}do if((v|0)==316){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=326;break}}f[j>>2]=0;p=f[e>>2]|0;v=324}while(0);if((v|0)==324){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=326}}if((v|0)==326){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+192|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+204|0)>>2]=(f[(F+204|0)>>2]|0)+-1;QYa(H);sOb(e)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 1:{h=f[(F+36|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+32|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);J=d+12|0;K=d+16|0;e=f[J>>2]|0;g=(f[K>>2]|0)-e|0;if(!g){m=h;e=E}else{if(v_a(w,x,e)|0)C=0;else{v=375;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((g|0)/28|0)>>>0)break;if(!(v_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=354;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}m=f[(F+36|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+32|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+40|0|0))v=406;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=414}else v=406}do if((v|0)==406){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=416;break}}f[i>>2]=0;s=f[d>>2]|0;v=414}while(0);if((v|0)==414){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=416}}if((v|0)==416){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+32|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+44|0)>>2]=(f[(F+44|0)>>2]|0)+-1;VYa(J);sOb(d)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 0:{k=f[(F+4|0)>>2]|0;f:do if(k|0){if(!((k+-1|0)&k))e=(k+-1|0)&E;else if(k>>>0>E>>>0)e=E;else e=(E>>>0)%(k>>>0)|0;c=f[(f[F>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((k+-1|0)&k))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(k+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0)){m=c;break g}c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0)){m=c;break g}}else{if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);L=m+12|0;M=m+16|0;c=f[L>>2]|0;d=(f[M>>2]|0)-c|0;if(!d)c=E;else{if(w_a(w,x,c)|0)D=0;else{v=465;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((d|0)/28|0)>>>0)break;if(!(w_a(w,x,(f[L>>2]|0)+(D*28|0)|0)|0)){v=444;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}k=f[(F+4|0)>>2]|0;c=f[m+4>>2]|0}h=f[m>>2]|0;j=k+-1|0;l=(j&k|0)==0;if(l)c=j&c;else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;g=(f[F>>2]|0)+(c<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(m|0))break;else i=d}if((i|0)==(F+8|0|0))v=496;else{d=f[i+4>>2]|0;if(l)d=d&j;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)==(c|0)){z=h;v=504}else v=496}do if((v|0)==496){if(h|0){d=f[h+4>>2]|0;if(l)e=d&j;else if(d>>>0<k>>>0)e=d;else e=(d>>>0)%(k>>>0)|0;if((e|0)==(c|0)){b=d;G=h;v=506;break}}f[g>>2]=0;z=f[m>>2]|0;v=504}while(0);if((v|0)==504){v=0;d=z;if(!z)A=d;else{b=f[z+4>>2]|0;G=d;v=506}}if((v|0)==506){v=0;if(l)b=b&j;else if(b>>>0>=k>>>0)b=(b>>>0)%(k>>>0)|0;if((b|0)==(c|0))A=G;else{f[(f[F>>2]|0)+(b<<2)>>2]=i;A=f[m>>2]|0}}f[i>>2]=A;f[m>>2]=0;f[(F+12|0)>>2]=(f[(F+12|0)>>2]|0)+-1;WYa(L);sOb(m)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){default:{}}}y=f[(F+472|0)>>2]|0;if(!y){v=515;f[a+3616>>2]=1;break a}}f[a+488>>2]=B;f[a+496>>2]=C;f[a+504>>2]=D;f[a+2240>>2]=y;f[a+2352>>2]=H;f[a+2360>>2]=I;f[a+2856>>2]=J;f[a+2864>>2]=K;f[a+3384>>2]=L;f[a+3392>>2]=M;f[a+3568>>2]=v;f[a+3592>>2]=N}function A_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;C=f[a+480>>2]|0;D=f[a+512>>2]|0;E=f[a+816>>2]|0;j=f[a+824>>2]|0;H=f[a+1576>>2]|0;I=f[a+1584>>2]|0;h=f[a+1752>>2]|0;e=f[a+1808>>2]|0;i=f[a+2240>>2]|0;J=f[a+3256>>2]|0;K=f[a+3288>>2]|0;v=f[a+3568>>2]|0;a:{if(!e){e=f[(h+8|0)>>2]|0;if((f[e>>2]|0)!=(h|0)){g=h+8|0;do{z=f[g>>2]|0;g=z+8|0;e=f[g>>2]|0}while((f[e>>2]|0)!=(z|0))}}else while(1){g=f[e>>2]|0;if(!g)break;else e=g}f[(F+464|0)>>2]=e;f[(F+472|0)>>2]=i+-1;n_a(f[(F+468|0)>>2]|0,h);sOb(h);z=1;y=j|0;if(z){z=0;switch(y|0){case 2:{if(!(o_a(F,w,x,E,F+96|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}if(!(o_a(F,w,x,E,F+64|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 4:{i=f[(F+132|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+128|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);J=e+12|0;K=e+16|0;g=f[J>>2]|0;h=(f[K>>2]|0)-g|0;if(!h){n=i;g=E}else{if(q_a(w,x,g)|0)C=0;else{v=53;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((h|0)/28|0)>>>0)break;if(!(q_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=32;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}n=f[(F+132|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+128|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+136|0|0))v=84;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=92}else v=84}do if((v|0)==84){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=94;break}}f[j>>2]=0;p=f[e>>2]|0;v=92}while(0);if((v|0)==92){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=94}}if((v|0)==94){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+128|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+140|0)>>2]=(f[(F+140|0)>>2]|0)+-1;SYa(J);sOb(e)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 6:{h=f[(F+164|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+160|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);H=d+12|0;I=d+16|0;e=f[H>>2]|0;g=(f[I>>2]|0)-e|0;if(!g){m=h;e=E}else{if(s_a(w,x,e)|0)D=0;else{v=143;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((g|0)/28|0)>>>0)break;if(!(s_a(w,x,(f[H>>2]|0)+(D*28|0)|0)|0)){v=122;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}m=f[(F+164|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+160|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+168|0|0))v=174;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=182}else v=174}do if((v|0)==174){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=184;break}}f[i>>2]=0;s=f[d>>2]|0;v=182}while(0);if((v|0)==182){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=184}}if((v|0)==184){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+160|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+172|0)>>2]=(f[(F+172|0)>>2]|0)+-1;RYa(H);sOb(d)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 8:{g=f[(F+228|0)>>2]|0;f:do if(g|0){if(!((g+-1|0)&g))e=(g+-1|0)&E;else if(g>>>0>E>>>0)e=E;else e=(E>>>0)%(g>>>0)|0;c=f[(f[(F+224|0)>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((g+-1|0)&g))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(g+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0))break g;c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0))break g}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);n=c+12|0;d=f[n>>2]|0;e=(f[c+16>>2]|0)-d|0;if(!e){l=g;d=E}else{t_a(w,x,d);if(((e|0)/28|0)>>>0>1){d=1;do{t_a(w,x,(f[n>>2]|0)+(d*28|0)|0);d=d+1|0}while((d|0)!=((e|0)/28|0|0))}l=f[(F+228|0)>>2]|0;d=f[c+4>>2]|0}i=f[c>>2]|0;k=l+-1|0;m=(k&l|0)==0;if(m)d=k&d;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;h=(f[(F+224|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(c|0))break;else j=e}if((j|0)==(F+232|0|0))v=226;else{e=f[j+4>>2]|0;if(m)e=e&k;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(d|0)){A=i;v=234}else v=226}do if((v|0)==226){if(i|0){e=f[i+4>>2]|0;if(m)g=e&k;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(d|0)){G=i;b=e;v=236;break}}f[h>>2]=0;A=f[c>>2]|0;v=234}while(0);if((v|0)==234){v=0;e=A;if(!A)B=e;else{G=e;b=f[A+4>>2]|0;v=236}}if((v|0)==236){v=0;if(m)b=b&k;else if(b>>>0>=l>>>0)b=(b>>>0)%(l>>>0)|0;if((b|0)==(d|0))B=G;else{f[(f[(F+224|0)>>2]|0)+(b<<2)>>2]=j;B=f[c>>2]|0}}f[j>>2]=B;f[c>>2]=0;f[(F+236|0)>>2]=(f[(F+236|0)>>2]|0)+-1;PYa(n);sOb(c)}}}while(0);p_a(F,E);break}default:z=1}}}f[a+480>>2]=C;f[a+512>>2]=D;f[a+1576>>2]=H;f[a+1584>>2]=I;f[a+3256>>2]=J;f[a+3288>>2]=K;f[a+3568>>2]=v;f[a+3592>>2]=z;f[a+3600>>2]=y}
+function a5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;b5a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function b5a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){c5a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;c5a(a,b);return}function c5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function d5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0.0,E=0,F=0.0,G=0,H=0.0,I=0.0,J=0.0;o=u;u=u+16|0;n=o;q=+sqb(b);m=q<+sqb(a);q=+sqb(c);d=q<+sqb(b);if(!m){if(!d){c=0;u=o;return c|0}l=b+8|0;m=b+16|0;I=+p[b>>3];H=+p[l>>3];F=+p[m>>3];d=b+24|0;e=b+32|0;g=b+40|0;D=+p[d>>3];B=+p[e>>3];z=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;x=+p[h>>3];v=+p[i>>3];q=+p[j>>3];k=b+72|0;f[n>>2]=f[k>>2];f[n+4>>2]=f[k+4>>2];f[n+8>>2]=f[k+8>>2];J=+p[c>>3];p[c>>3]=I;p[b>>3]=J;G=c+8|0;J=+p[G>>3];p[G>>3]=+p[l>>3];p[l>>3]=J;E=c+16|0;J=+p[E>>3];p[E>>3]=+p[m>>3];p[m>>3]=J;C=c+24|0;J=+p[C>>3];p[C>>3]=+p[d>>3];p[d>>3]=J;A=c+32|0;J=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=J;y=c+40|0;J=+p[y>>3];p[y>>3]=+p[g>>3];p[g>>3]=J;w=c+48|0;J=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=J;t=c+56|0;p[i>>3]=+p[t>>3];s=c+64|0;p[j>>3]=+p[s>>3];r=c+72|0;f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];p[c>>3]=I;p[G>>3]=H;p[E>>3]=F;p[C>>3]=D;p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[s>>3]=q;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];q=+sqb(b);if(!(q<+sqb(a))){G=1;u=o;return G|0}r=a+8|0;s=a+16|0;v=+p[a>>3];x=+p[r>>3];z=+p[s>>3];t=a+24|0;w=a+32|0;y=a+40|0;B=+p[t>>3];D=+p[w>>3];F=+p[y>>3];A=a+48|0;C=a+56|0;E=a+64|0;H=+p[A>>3];I=+p[C>>3];J=+p[E>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;q=+p[l>>3];p[l>>3]=+p[r>>3];p[r>>3]=q;q=+p[m>>3];p[m>>3]=+p[s>>3];p[s>>3]=q;q=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=q;q=+p[e>>3];p[e>>3]=+p[w>>3];p[w>>3]=q;q=+p[g>>3];p[g>>3]=+p[y>>3];p[y>>3]=q;q=+p[h>>3];p[h>>3]=+p[A>>3];p[A>>3]=q;p[C>>3]=+p[i>>3];p[E>>3]=+p[j>>3];f[G>>2]=f[k>>2];f[G+4>>2]=f[k+4>>2];f[G+8>>2]=f[k+8>>2];p[b>>3]=v;p[l>>3]=x;p[m>>3]=z;p[d>>3]=B;p[e>>3]=D;p[g>>3]=F;p[h>>3]=H;p[i>>3]=I;p[j>>3]=J;f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];G=2;u=o;return G|0}if(d){s=a+8|0;t=a+16|0;v=+p[a>>3];x=+p[s>>3];z=+p[t>>3];w=a+24|0;y=a+32|0;A=a+40|0;B=+p[w>>3];D=+p[y>>3];F=+p[A>>3];C=a+48|0;E=a+56|0;G=a+64|0;H=+p[C>>3];I=+p[E>>3];J=+p[G>>3];b=a+72|0;f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];q=+p[c>>3];p[c>>3]=v;p[a>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[s>>3];p[s>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[t>>3];p[t>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[w>>3];p[w>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[y>>3];p[y>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[A>>3];p[A>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[C>>3];p[C>>3]=q;C=c+56|0;p[E>>3]=+p[C>>3];E=c+64|0;p[G>>3]=+p[E>>3];G=c+72|0;f[b>>2]=f[G>>2];f[b+4>>2]=f[G+4>>2];f[b+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=1;u=o;return G|0}e=a+8|0;g=a+16|0;v=+p[a>>3];x=+p[e>>3];z=+p[g>>3];h=a+24|0;i=a+32|0;j=a+40|0;B=+p[h>>3];D=+p[i>>3];F=+p[j>>3];k=a+48|0;l=a+56|0;m=a+64|0;H=+p[k>>3];I=+p[l>>3];J=+p[m>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;d=b+8|0;q=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=q;e=b+16|0;q=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=q;g=b+24|0;q=+p[g>>3];p[g>>3]=+p[h>>3];p[h>>3]=q;h=b+32|0;q=+p[h>>3];p[h>>3]=+p[i>>3];p[i>>3]=q;i=b+40|0;q=+p[i>>3];p[i>>3]=+p[j>>3];p[j>>3]=q;j=b+48|0;q=+p[j>>3];p[j>>3]=+p[k>>3];p[k>>3]=q;k=b+56|0;p[l>>3]=+p[k>>3];l=b+64|0;p[m>>3]=+p[l>>3];m=b+72|0;f[G>>2]=f[m>>2];f[G+4>>2]=f[m+4>>2];f[G+8>>2]=f[m+8>>2];p[b>>3]=v;p[d>>3]=x;p[e>>3]=z;p[g>>3]=B;p[h>>3]=D;p[i>>3]=F;p[j>>3]=H;p[k>>3]=I;p[l>>3]=J;f[m>>2]=f[n>>2];f[m+4>>2]=f[n+4>>2];f[m+8>>2]=f[n+8>>2];J=+sqb(c);if(!(J<+sqb(b))){G=1;u=o;return G|0}v=+p[b>>3];x=+p[d>>3];z=+p[e>>3];B=+p[g>>3];D=+p[h>>3];F=+p[i>>3];H=+p[j>>3];I=+p[k>>3];J=+p[l>>3];f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];q=+p[c>>3];p[c>>3]=v;p[b>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[e>>3];p[e>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[g>>3];p[g>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[i>>3];p[i>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[j>>3];p[j>>3]=q;C=c+56|0;p[k>>3]=+p[C>>3];E=c+64|0;p[l>>3]=+p[E>>3];G=c+72|0;f[m>>2]=f[G>>2];f[m+4>>2]=f[G+4>>2];f[m+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=2;u=o;return G|0}function e5a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0.0,K=0.0,L=0.0;A=u;u=u+16|0;z=A;y=d5a(a,b,c,e)|0;B=+sqb(d);if(!(B<+sqb(c))){c=y;u=A;return c|0}w=c+8|0;x=c+16|0;K=+p[c>>3];J=+p[w>>3];H=+p[x>>3];n=c+24|0;o=c+32|0;q=c+40|0;G=+p[n>>3];F=+p[o>>3];E=+p[q>>3];r=c+48|0;s=c+56|0;t=c+64|0;D=+p[r>>3];C=+p[s>>3];B=+p[t>>3];v=c+72|0;f[z>>2]=f[v>>2];f[z+4>>2]=f[v+4>>2];f[z+8>>2]=f[v+8>>2];L=+p[d>>3];p[d>>3]=K;p[c>>3]=L;I=d+8|0;L=+p[I>>3];p[I>>3]=+p[w>>3];p[w>>3]=L;e=d+16|0;L=+p[e>>3];p[e>>3]=+p[x>>3];p[x>>3]=L;g=d+24|0;L=+p[g>>3];p[g>>3]=+p[n>>3];p[n>>3]=L;h=d+32|0;L=+p[h>>3];p[h>>3]=+p[o>>3];p[o>>3]=L;i=d+40|0;L=+p[i>>3];p[i>>3]=+p[q>>3];p[q>>3]=L;j=d+48|0;L=+p[j>>3];p[j>>3]=+p[r>>3];p[r>>3]=L;k=d+56|0;p[s>>3]=+p[k>>3];l=d+64|0;p[t>>3]=+p[l>>3];m=d+72|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];p[d>>3]=K;p[I>>3]=J;p[e>>3]=H;p[g>>3]=G;p[h>>3]=F;p[i>>3]=E;p[j>>3]=D;p[k>>3]=C;p[l>>3]=B;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];B=+sqb(c);if(!(B<+sqb(b))){I=y+1|0;u=A;return I|0}l=b+8|0;m=b+16|0;C=+p[b>>3];D=+p[l>>3];E=+p[m>>3];e=b+24|0;d=b+32|0;g=b+40|0;F=+p[e>>3];G=+p[d>>3];H=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;J=+p[h>>3];K=+p[i>>3];L=+p[j>>3];k=b+72|0;f[z>>2]=f[k>>2];f[z+4>>2]=f[k+4>>2];f[z+8>>2]=f[k+8>>2];B=+p[c>>3];p[c>>3]=C;p[b>>3]=B;B=+p[w>>3];p[w>>3]=+p[l>>3];p[l>>3]=B;B=+p[x>>3];p[x>>3]=+p[m>>3];p[m>>3]=B;B=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=B;B=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=B;B=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=B;B=+p[r>>3];p[r>>3]=+p[h>>3];p[h>>3]=B;p[i>>3]=+p[s>>3];p[j>>3]=+p[t>>3];f[k>>2]=f[v>>2];f[k+4>>2]=f[v+4>>2];f[k+8>>2]=f[v+8>>2];p[c>>3]=C;p[w>>3]=D;p[x>>3]=E;p[n>>3]=F;p[o>>3]=G;p[q>>3]=H;p[r>>3]=J;p[s>>3]=K;p[t>>3]=L;f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2];L=+sqb(b);if(!(L<+sqb(a))){I=y+2|0;u=A;return I|0}q=a+8|0;r=a+16|0;C=+p[a>>3];D=+p[q>>3];E=+p[r>>3];s=a+24|0;t=a+32|0;v=a+40|0;F=+p[s>>3];G=+p[t>>3];H=+p[v>>3];w=a+48|0;x=a+56|0;c=a+64|0;J=+p[w>>3];K=+p[x>>3];L=+p[c>>3];I=a+72|0;f[z>>2]=f[I>>2];f[z+4>>2]=f[I+4>>2];f[z+8>>2]=f[I+8>>2];B=+p[b>>3];p[b>>3]=C;p[a>>3]=B;B=+p[l>>3];p[l>>3]=+p[q>>3];p[q>>3]=B;B=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=B;B=+p[e>>3];p[e>>3]=+p[s>>3];p[s>>3]=B;B=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=B;B=+p[g>>3];p[g>>3]=+p[v>>3];p[v>>3]=B;B=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=B;p[x>>3]=+p[i>>3];p[c>>3]=+p[j>>3];f[I>>2]=f[k>>2];f[I+4>>2]=f[k+4>>2];f[I+8>>2]=f[k+8>>2];p[b>>3]=C;p[l>>3]=D;p[m>>3]=E;p[e>>3]=F;p[d>>3]=G;p[g>>3]=H;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;f[k>>2]=f[z>>2];f[k+4>>2]=f[z+4>>2];f[k+8>>2]=f[z+8>>2];I=y+3|0;u=A;return I|0}function f5a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0;C=u;u=u+16|0;B=C;A=e5a(a,b,c,d,g)|0;D=+sqb(e);if(!(D<+sqb(d))){c=A;u=C;return c|0}n=d+8|0;o=d+16|0;L=+p[d>>3];K=+p[n>>3];J=+p[o>>3];g=d+24|0;h=d+32|0;i=d+40|0;I=+p[g>>3];H=+p[h>>3];G=+p[i>>3];j=d+48|0;k=d+56|0;l=d+64|0;F=+p[j>>3];E=+p[k>>3];D=+p[l>>3];m=d+72|0;f[B>>2]=f[m>>2];f[B+4>>2]=f[m+4>>2];f[B+8>>2]=f[m+8>>2];M=+p[e>>3];p[e>>3]=L;p[d>>3]=M;q=e+8|0;M=+p[q>>3];p[q>>3]=+p[n>>3];p[n>>3]=M;r=e+16|0;M=+p[r>>3];p[r>>3]=+p[o>>3];p[o>>3]=M;s=e+24|0;M=+p[s>>3];p[s>>3]=+p[g>>3];p[g>>3]=M;t=e+32|0;M=+p[t>>3];p[t>>3]=+p[h>>3];p[h>>3]=M;v=e+40|0;M=+p[v>>3];p[v>>3]=+p[i>>3];p[i>>3]=M;w=e+48|0;M=+p[w>>3];p[w>>3]=+p[j>>3];p[j>>3]=M;x=e+56|0;p[k>>3]=+p[x>>3];y=e+64|0;p[l>>3]=+p[y>>3];z=e+72|0;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];p[e>>3]=L;p[q>>3]=K;p[r>>3]=J;p[s>>3]=I;p[t>>3]=H;p[v>>3]=G;p[w>>3]=F;p[x>>3]=E;p[y>>3]=D;f[z>>2]=f[B>>2];f[z+4>>2]=f[B+4>>2];f[z+8>>2]=f[B+8>>2];D=+sqb(d);if(!(D<+sqb(c))){c=A+1|0;u=C;return c|0}y=c+8|0;z=c+16|0;E=+p[c>>3];F=+p[y>>3];G=+p[z>>3];q=c+24|0;r=c+32|0;s=c+40|0;H=+p[q>>3];I=+p[r>>3];J=+p[s>>3];t=c+48|0;v=c+56|0;w=c+64|0;K=+p[t>>3];L=+p[v>>3];M=+p[w>>3];x=c+72|0;f[B>>2]=f[x>>2];f[B+4>>2]=f[x+4>>2];f[B+8>>2]=f[x+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;D=+p[n>>3];p[n>>3]=+p[y>>3];p[y>>3]=D;D=+p[o>>3];p[o>>3]=+p[z>>3];p[z>>3]=D;D=+p[g>>3];p[g>>3]=+p[q>>3];p[q>>3]=D;D=+p[h>>3];p[h>>3]=+p[r>>3];p[r>>3]=D;D=+p[i>>3];p[i>>3]=+p[s>>3];p[s>>3]=D;D=+p[j>>3];p[j>>3]=+p[t>>3];p[t>>3]=D;p[v>>3]=+p[k>>3];p[w>>3]=+p[l>>3];f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];p[d>>3]=E;p[n>>3]=F;p[o>>3]=G;p[g>>3]=H;p[h>>3]=I;p[i>>3]=J;p[j>>3]=K;p[k>>3]=L;p[l>>3]=M;f[m>>2]=f[B>>2];f[m+4>>2]=f[B+4>>2];f[m+8>>2]=f[B+8>>2];M=+sqb(c);if(!(M<+sqb(b))){c=A+2|0;u=C;return c|0}m=b+8|0;n=b+16|0;E=+p[b>>3];F=+p[m>>3];G=+p[n>>3];g=b+24|0;e=b+32|0;h=b+40|0;H=+p[g>>3];I=+p[e>>3];J=+p[h>>3];i=b+48|0;j=b+56|0;k=b+64|0;K=+p[i>>3];L=+p[j>>3];M=+p[k>>3];l=b+72|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];D=+p[c>>3];p[c>>3]=E;p[b>>3]=D;D=+p[y>>3];p[y>>3]=+p[m>>3];p[m>>3]=D;D=+p[z>>3];p[z>>3]=+p[n>>3];p[n>>3]=D;D=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=D;D=+p[r>>3];p[r>>3]=+p[e>>3];p[e>>3]=D;D=+p[s>>3];p[s>>3]=+p[h>>3];p[h>>3]=D;D=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=D;p[j>>3]=+p[v>>3];p[k>>3]=+p[w>>3];f[l>>2]=f[x>>2];f[l+4>>2]=f[x+4>>2];f[l+8>>2]=f[x+8>>2];p[c>>3]=E;p[y>>3]=F;p[z>>3]=G;p[q>>3]=H;p[r>>3]=I;p[s>>3]=J;p[t>>3]=K;p[v>>3]=L;p[w>>3]=M;f[x>>2]=f[B>>2];f[x+4>>2]=f[B+4>>2];f[x+8>>2]=f[B+8>>2];M=+sqb(b);if(!(M<+sqb(a))){c=A+3|0;u=C;return c|0}r=a+8|0;s=a+16|0;E=+p[a>>3];F=+p[r>>3];G=+p[s>>3];t=a+24|0;v=a+32|0;w=a+40|0;H=+p[t>>3];I=+p[v>>3];J=+p[w>>3];x=a+48|0;y=a+56|0;z=a+64|0;K=+p[x>>3];L=+p[y>>3];M=+p[z>>3];c=a+72|0;f[B>>2]=f[c>>2];f[B+4>>2]=f[c+4>>2];f[B+8>>2]=f[c+8>>2];D=+p[b>>3];p[b>>3]=E;p[a>>3]=D;D=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=D;D=+p[n>>3];p[n>>3]=+p[s>>3];p[s>>3]=D;D=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=D;D=+p[e>>3];p[e>>3]=+p[v>>3];p[v>>3]=D;D=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=D;D=+p[i>>3];p[i>>3]=+p[x>>3];p[x>>3]=D;p[y>>3]=+p[j>>3];p[z>>3]=+p[k>>3];f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];p[b>>3]=E;p[m>>3]=F;p[n>>3]=G;p[g>>3]=H;p[e>>3]=I;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;p[k>>3]=M;f[l>>2]=f[B>>2];f[l+4>>2]=f[B+4>>2];f[l+8>>2]=f[B+8>>2];c=A+4|0;u=C;return c|0}function g5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;E=u;u=u+96|0;D=E;d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;if((c|0)==(b|0)){u=E;return}B=D+8|0;C=D+16|0;r=D+24|0;s=D+32|0;t=D+40|0;v=D+48|0;w=D+56|0;x=D+64|0;y=D+72|0;z=D+24|0;A=D+48|0;q=c;c=d;while(1){e=+sqb(q);if(e<+sqb(c)){f[D>>2]=f[q>>2];f[D+4>>2]=f[q+4>>2];f[D+8>>2]=f[q+8>>2];f[D+12>>2]=f[q+12>>2];f[D+16>>2]=f[q+16>>2];f[D+20>>2]=f[q+20>>2];e=+p[q>>3];p[D>>3]=e;p[B>>3]=+p[q+8>>3];p[C>>3]=+p[q+16>>3];d=q+24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];f[r+16>>2]=f[d+16>>2];f[r+20>>2]=f[d+20>>2];p[r>>3]=+p[d>>3];p[s>>3]=+p[q+32>>3];p[t>>3]=+p[q+40>>3];d=q+48|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];f[v+16>>2]=f[d+16>>2];f[v+20>>2]=f[d+20>>2];p[v>>3]=+p[d>>3];p[w>>3]=+p[q+56>>3];p[x>>3]=+p[q+64>>3];d=q+72|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];d=q;while(1){F=+p[c>>3];p[c>>3]=e;p[d>>3]=F;h=c+8|0;e=+p[h>>3];i=d+8|0;p[h>>3]=+p[i>>3];p[i>>3]=e;i=c+16|0;e=+p[i>>3];j=d+16|0;p[i>>3]=+p[j>>3];p[j>>3]=e;j=c+24|0;e=+p[j>>3];k=d+24|0;p[j>>3]=+p[k>>3];p[k>>3]=e;k=c+32|0;e=+p[k>>3];l=d+32|0;p[k>>3]=+p[l>>3];p[l>>3]=e;l=c+40|0;e=+p[l>>3];m=d+40|0;p[l>>3]=+p[m>>3];p[m>>3]=e;m=c+48|0;e=+p[m>>3];n=d+48|0;p[m>>3]=+p[n>>3];p[n>>3]=e;n=c+56|0;e=+p[n>>3];o=d+56|0;p[n>>3]=+p[o>>3];p[o>>3]=e;o=c+64|0;e=+p[o>>3];g=d+64|0;p[o>>3]=+p[g>>3];p[g>>3]=e;g=d+72|0;d=c+72|0;f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];if((c|0)==(a|0))break;g=c+-88|0;F=+sqb(D);if(!(F<+sqb(g)))break;e=+p[c>>3];d=c;c=g}F=+p[D>>3];p[D>>3]=+p[c>>3];p[c>>3]=F;F=+p[B>>3];p[B>>3]=+p[h>>3];p[h>>3]=F;F=+p[C>>3];p[C>>3]=+p[i>>3];p[i>>3]=F;F=+p[z>>3];p[z>>3]=+p[j>>3];p[j>>3]=F;F=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=F;F=+p[t>>3];p[t>>3]=+p[l>>3];p[l>>3]=F;F=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=F;F=+p[w>>3];p[w>>3]=+p[n>>3];p[n>>3]=F;F=+p[x>>3];p[x>>3]=+p[o>>3];p[o>>3]=F;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2]}c=q+88|0;if((c|0)==(b|0))break;else{o=q;q=c;c=o}}u=E;return}function h5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;F=u;u=u+96|0;E=F;switch((b-a|0)/88|0|0){case 2:{c=b+-88|0;if(!(+sqb(c)<+sqb(a))){b=1;u=F;return b|0}y=a+8|0;z=a+16|0;N=+p[a>>3];M=+p[y>>3];L=+p[z>>3];A=a+24|0;B=a+32|0;C=a+40|0;K=+p[A>>3];J=+p[B>>3];I=+p[C>>3];D=a+48|0;t=a+56|0;v=a+64|0;H=+p[D>>3];G=+p[t>>3];e=+p[v>>3];w=a+72|0;f[E>>2]=f[w>>2];f[E+4>>2]=f[w+4>>2];f[E+8>>2]=f[w+8>>2];O=+p[c>>3];p[c>>3]=N;p[a>>3]=O;x=b+-80|0;O=+p[x>>3];p[x>>3]=+p[y>>3];p[y>>3]=O;y=b+-72|0;O=+p[y>>3];p[y>>3]=+p[z>>3];p[z>>3]=O;z=b+-64|0;O=+p[z>>3];p[z>>3]=+p[A>>3];p[A>>3]=O;A=b+-56|0;O=+p[A>>3];p[A>>3]=+p[B>>3];p[B>>3]=O;B=b+-48|0;O=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=O;C=b+-40|0;O=+p[C>>3];p[C>>3]=+p[D>>3];p[D>>3]=O;D=b+-32|0;p[t>>3]=+p[D>>3];a=b+-24|0;p[v>>3]=+p[a>>3];b=b+-16|0;f[w>>2]=f[b>>2];f[w+4>>2]=f[b+4>>2];f[w+8>>2]=f[b+8>>2];p[c>>3]=N;p[x>>3]=M;p[y>>3]=L;p[z>>3]=K;p[A>>3]=J;p[B>>3]=I;p[C>>3]=H;p[D>>3]=G;p[a>>3]=e;f[b>>2]=f[E>>2];f[b+4>>2]=f[E+4>>2];f[b+8>>2]=f[E+8>>2];b=1;u=F;return b|0}case 3:{d5a(a,a+88|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 4:{e5a(a,a+88|0,a+176|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 5:{f5a(a,a+88|0,a+176|0,a+264|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 1:case 0:{b=1;u=F;return b|0}default:{d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;a:do if((c|0)==(b|0)){d=1;c=0}else{s=E+8|0;t=E+16|0;v=E+24|0;w=E+32|0;x=E+40|0;y=E+48|0;z=E+56|0;A=E+64|0;B=E+72|0;C=E+24|0;D=E+48|0;r=c;c=0;while(1){O=+sqb(r);if(O<+sqb(d)){f[E>>2]=f[r>>2];f[E+4>>2]=f[r+4>>2];f[E+8>>2]=f[r+8>>2];f[E+12>>2]=f[r+12>>2];f[E+16>>2]=f[r+16>>2];f[E+20>>2]=f[r+20>>2];e=+p[r>>3];p[E>>3]=e;p[s>>3]=+p[r+8>>3];p[t>>3]=+p[r+16>>3];g=r+24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];p[v>>3]=+p[g>>3];p[w>>3]=+p[r+32>>3];p[x>>3]=+p[r+40>>3];g=r+48|0;f[y>>2]=f[g>>2];f[y+4>>2]=f[g+4>>2];f[y+8>>2]=f[g+8>>2];f[y+12>>2]=f[g+12>>2];f[y+16>>2]=f[g+16>>2];f[y+20>>2]=f[g+20>>2];p[y>>3]=+p[g>>3];p[z>>3]=+p[r+56>>3];p[A>>3]=+p[r+64>>3];g=r+72|0;f[B>>2]=f[g>>2];f[B+4>>2]=f[g+4>>2];f[B+8>>2]=f[g+8>>2];g=r;while(1){O=+p[d>>3];p[d>>3]=e;p[g>>3]=O;n=d+8|0;O=+p[n>>3];o=g+8|0;p[n>>3]=+p[o>>3];p[o>>3]=O;o=d+16|0;O=+p[o>>3];q=g+16|0;p[o>>3]=+p[q>>3];p[q>>3]=O;q=d+24|0;O=+p[q>>3];i=g+24|0;p[q>>3]=+p[i>>3];p[i>>3]=O;i=d+32|0;O=+p[i>>3];j=g+32|0;p[i>>3]=+p[j>>3];p[j>>3]=O;j=d+40|0;O=+p[j>>3];k=g+40|0;p[j>>3]=+p[k>>3];p[k>>3]=O;k=d+48|0;O=+p[k>>3];l=g+48|0;p[k>>3]=+p[l>>3];p[l>>3]=O;l=d+56|0;O=+p[l>>3];m=g+56|0;p[l>>3]=+p[m>>3];p[m>>3]=O;m=d+64|0;O=+p[m>>3];h=g+64|0;p[m>>3]=+p[h>>3];p[h>>3]=O;h=g+72|0;g=d+72|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if((d|0)==(a|0))break;h=d+-88|0;O=+sqb(E);if(!(O<+sqb(h)))break;e=+p[d>>3];g=d;d=h}O=+p[E>>3];p[E>>3]=+p[d>>3];p[d>>3]=O;O=+p[s>>3];p[s>>3]=+p[n>>3];p[n>>3]=O;O=+p[t>>3];p[t>>3]=+p[o>>3];p[o>>3]=O;O=+p[C>>3];p[C>>3]=+p[q>>3];p[q>>3]=O;O=+p[w>>3];p[w>>3]=+p[i>>3];p[i>>3]=O;O=+p[x>>3];p[x>>3]=+p[j>>3];p[j>>3]=O;O=+p[D>>3];p[D>>3]=+p[k>>3];p[k>>3]=O;O=+p[z>>3];p[z>>3]=+p[l>>3];p[l>>3]=O;O=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=O;f[g>>2]=f[B>>2];f[g+4>>2]=f[B+4>>2];f[g+8>>2]=f[B+8>>2];c=c+1|0;if((c|0)==8){d=0;c=(r+88|0)==(b|0);break a}}d=r+88|0;if((d|0)==(b|0)){d=1;c=0;break}else{q=r;r=d;d=q}}}while(0);b=c|d;u=F;return b|0}}return 0}function i5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>511){f[b>>2]=c+-512;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;j5a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;k5a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;l5a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function j5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function k5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function l5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function m5a(a){a=a|0;sOb(a);return}function n5a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return b|0}function o5a(a,b){a=a|0;b=b|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return}function p5a(a){a=a|0;return}function q5a(a){a=a|0;sOb(a);return}function r5a(a,b){a=a|0;b=b|0;u5a(a+4|0,b);return}function s5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193767?a+4|0:0)|0}function t5a(a){a=a|0;return 15336}function u5a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0;M=u;u=u+128|0;K=M+32|0;L=M;a=f[a>>2]|0;c=f[b+32>>2]|0;J=f[b+36>>2]|0;if((c|0)==(J|0)){u=M;return}y=a+8|0;z=a+236|0;A=a+248|0;B=a+104|0;C=L+8|0;D=K+16|0;E=L+16|0;F=K+40|0;G=L+24|0;H=K+64|0;I=a+112|0;j=a+240|0;k=L+8|0;l=L+16|0;m=L+24|0;n=L+8|0;o=L+16|0;q=L+24|0;r=L+16|0;s=L+24|0;t=L+16|0;v=L+24|0;w=L+16|0;x=L+24|0;do{T4a(K,c,f[y>>2]|0);if(tqb(K,z,A)|0){a=f[j>>2]|0;g=f[z>>2]|0;h=g;i=a;if((a|0)!=(g|0)){b=(a-g|0)/24|0;d=+p[B>>3];p[L>>3]=d;R=h+16|0;O=+p[R>>3];p[k>>3]=O;Q=h+40|0;e=+p[Q>>3];p[l>>3]=e;a=h+64|0;P=+p[a>>3];p[m>>3]=P;d=O<d?+p[k>>3]:+p[L>>3];d=e<d?+p[r>>3]:d;d=P<d?+p[s>>3]:d;p[B>>3]=d;P=+p[I>>3];p[L>>3]=P;e=+p[R>>3];p[n>>3]=e;O=+p[Q>>3];p[o>>3]=O;N=+p[a>>3];p[q>>3]=N;e=P<e?e:+p[L>>3];e=e<O?+p[t>>3]:e;e=e<N?+p[v>>3]:e;p[I>>3]=e;if(b>>>0>3){a=3;do{R=h+(a*24|0)|0;p[L>>3]=d;S=h+(a*24|0)+16|0;P=+p[S>>3];p[k>>3]=P;Q=R+24+16|0;O=+p[Q>>3];p[l>>3]=O;R=R+48+16|0;N=+p[R>>3];p[m>>3]=N;P=P<d?+p[k>>3]:+p[L>>3];P=O<P?+p[r>>3]:P;d=N<P?+p[s>>3]:P;p[B>>3]=d;p[L>>3]=e;P=+p[S>>3];p[n>>3]=P;N=+p[Q>>3];p[o>>3]=N;O=+p[R>>3];p[q>>3]=O;P=e<P?P:+p[L>>3];P=P<N?+p[t>>3]:P;e=P<O?+p[v>>3]:P;p[I>>3]=e;a=a+3|0}while(a>>>0<b>>>0);a=g}else a=g}if((i|0)!=(h|0))f[j>>2]=i+(~(((i+-24-a|0)>>>0)/24|0)*24|0)}else{P=+p[B>>3];p[L>>3]=P;e=+p[D>>3];p[C>>3]=e;N=+p[F>>3];p[E>>3]=N;O=+p[H>>3];p[G>>3]=O;P=e<P?e:+p[L>>3];P=N<P?+p[w>>3]:P;p[B>>3]=O<P?+p[x>>3]:P;P=+p[I>>3];P=P<e?e:P;P=P<N?N:P;p[I>>3]=P<O?O:P}c=c+88|0}while((c|0)!=(J|0));u=M;return}function v5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;h=f[a>>2]|0;j=a+4|0;c=f[j>>2]|0;e=c-h|0;g=(e|0)/12|0;d=h;if((((f[i>>2]|0)-h|0)/12|0)>>>0<=g>>>0)return;do if(!e)b=0;else if(g>>>0>357913941)vd();else{b=pOb(e)|0;break}while(0);b=b+(g*12|0)|0;g=b;if((c|0)==(d|0))e=g;else{e=g;do{h=b+-12|0;k=c;c=c+-12|0;f[h>>2]=0;l=b+-8|0;f[l>>2]=0;f[b+-4>>2]=0;f[h>>2]=f[c>>2];h=k+-8|0;f[l>>2]=f[h>>2];k=k+-4|0;f[b+-4>>2]=f[k>>2];f[k>>2]=0;f[h>>2]=0;f[c>>2]=0;b=e+-12|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;g=h;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function w5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;j=f[a>>2]|0;i=(e-j|0)/12|0;b=i+1|0;d=j;if(b>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-j|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);b=h+(i*12|0)|0;c=b;k=h+(g*12|0)|0;f[b>>2]=0;f[h+(i*12|0)+4>>2]=0;f[h+(i*12|0)+8>>2]=0;g=b+12|0;if((e|0)!=(d|0)){do{j=b+-12|0;i=e;e=e+-12|0;f[j>>2]=0;h=b+-8|0;f[h>>2]=0;f[b+-4>>2]=0;f[j>>2]=f[e>>2];j=i+-8|0;f[h>>2]=f[j>>2];i=i+-4|0;f[b+-4>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[e>>2]=0;b=c+-12|0;c=b}while((e|0)!=(d|0));j=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=c;f[l>>2]=g;f[m>>2]=k;g=j;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!j)return;sOb(j);return}function x5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;i=f[k>>2]|0;m=f[a>>2]|0;d=i-m>>5;b=d+1|0;j=m;if(b>>>0>134217727)AMb(a);l=a+8|0;h=(f[l>>2]|0)-m|0;c=h>>4;c=h>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c)e=0;else if(c>>>0>134217727)vd();else{e=pOb(c<<5)|0;break}while(0);b=e+(d<<5)|0;g=e+(c<<5)|0;h=b+32|0;if((i|0)!=(j|0)){e=i+-32-m|0;c=i;d=b;while(1){i=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[i+-24>>3];p[d+-16>>3]=+p[i+-16>>3];p[d+-8>>3]=+p[i+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}b=b+(~(e>>>5)<<5)|0}f[a>>2]=b;f[k>>2]=h;f[l>>2]=g;if(!m)return;sOb(m);return}function y5a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;x=u;u=u+416|0;w=x+80|0;d=x+376|0;s=x+368|0;m=x+392|0;o=x+352|0;t=x+132|0;v=x;l=x+120|0;e=x+104|0;q=x+116|0;wqb(d);i=+n[d+8>>2];z=i-+n[d>>2];n[s>>2]=z;j=+n[d+12>>2];y=j-+n[d+4>>2];r=s+4|0;n[r>>2]=y;if(!(!(z<=1.0)&!(y<=1.0))){u=x;return}b[m>>0]=0;b[m+1>>0]=1;Q=m+2|0;P=m+8|0;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;b[Q+4>>0]=0;b[Q+5>>0]=0;Q=m+12|0;b[P>>0]=1;b[P+1>>0]=1;b[P+2>>0]=1;b[P+3>>0]=1;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;n[w>>2]=i+-1.0;n[w+4>>2]=j+-1.0;dkb(t,c,d,w,s,o);f[v>>2]=f[t>>2];Q=v+4|0;f[Q>>2]=f[t+4>>2];P=v+8|0;f[P>>2]=f[t+8>>2];O=v+12|0;n[O>>2]=-+n[t+12>>2];N=v+16|0;f[N>>2]=f[t+16>>2];M=v+20|0;f[M>>2]=f[t+20>>2];L=v+24|0;f[L>>2]=f[t+24>>2];K=v+28|0;n[K>>2]=-+n[t+28>>2];J=v+32|0;f[J>>2]=f[t+32>>2];I=v+36|0;f[I>>2]=f[t+36>>2];H=v+40|0;f[H>>2]=f[t+40>>2];G=v+44|0;n[G>>2]=-+n[t+44>>2];F=v+48|0;f[F>>2]=f[t+48>>2];E=v+52|0;f[E>>2]=f[t+52>>2];D=v+56|0;f[D>>2]=f[t+56>>2];C=v+60|0;n[C>>2]=-+n[t+60>>2];B=v+64|0;f[B>>2]=f[t+64>>2];A=v+68|0;f[A>>2]=f[t+68>>2];d=v+72|0;f[d>>2]=f[t+72>>2];g=v+76|0;n[g>>2]=-+n[t+76>>2];f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;z5a(l,5);h=f[l>>2]|0;f[h>>2]=f[v>>2];f[h+4>>2]=f[Q>>2];f[h+8>>2]=f[P>>2];f[h+12>>2]=f[O>>2];f[h+44>>2]=f[N>>2];f[h+48>>2]=f[M>>2];f[h+52>>2]=f[L>>2];f[h+56>>2]=f[K>>2];f[h+88>>2]=f[J>>2];f[h+92>>2]=f[I>>2];f[h+96>>2]=f[H>>2];f[h+100>>2]=f[G>>2];f[h+132>>2]=f[F>>2];f[h+136>>2]=f[E>>2];f[h+140>>2]=f[D>>2];f[h+144>>2]=f[C>>2];f[h+176>>2]=f[B>>2];f[h+180>>2]=f[A>>2];f[h+184>>2]=f[d>>2];f[h+188>>2]=f[g>>2];A5a(l);B5a(e,l);h=pOb(56)|0;p[w>>3]=+n[o>>2];p[w+8>>3]=+n[o+4>>2];p[w+16>>3]=+n[o+8>>2];Mlb(h,e,w);g=f[e>>2]|0;if(g|0){d=e+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}g=okb(m,c,5,v,o)|0;d=f[l>>2]|0;if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~(((e+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}C5a(w,0,c,g);bjb(o,c,0,0,0);f[q>>2]=h;Skb(t,m,c,o,q);d=f[q>>2]|0;f[q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);p[v>>3]=+n[s>>2];p[v+8>>3]=+n[r>>2];D5a(a,c,t,v,w);Rkb(t);d=f[w>>2]|0;if(d|0){h=w+4|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{g=e+-8|0;f[h>>2]=g;e=f[e+-4>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(d|0));d=f[w>>2]|0}sOb(d)}u=x;return}function z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/44|0)>>>0>=b>>>0){do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+44|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/44|0;c=e+b|0;if(c>>>0>97612893)AMb(a);g=(g-d|0)/44|0;i=g<<1;c=g>>>0<48806446?(i>>>0<c>>>0?c:i):97612893;do if(!c)h=0;else if(c>>>0>97612893)vd();else{h=pOb(c*44|0)|0;break}while(0);i=h+(e*44|0)|0;g=i;e=h+(c*44|0)|0;c=i;h=g;do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+44|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-44|0;g=d;d=d+-44|0;f[b>>2]=f[d>>2];f[i+-40>>2]=f[g+-40>>2];f[i+-36>>2]=f[g+-36>>2];f[i+-32>>2]=f[g+-32>>2];f[i+-28>>2]=f[g+-28>>2];f[i+-24>>2]=f[g+-24>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function A5a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/44|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*44|0)+12|0;n[j>>2]=-+n[j>>2];h=+n[d+(a*44|0)>>2];g=+K(+h);n[d+(a*44|0)+16>>2]=g;g=+n[d+(a*44|0)+4>>2];e=+K(+g);n[d+(a*44|0)+20>>2]=e;e=+n[d+(a*44|0)+8>>2];i=+K(+e);n[d+(a*44|0)+24>>2]=i;n[d+(a*44|0)+28>>2]=h>=0.0?1.0:-1.0;n[d+(a*44|0)+32>>2]=g>=0.0?1.0:-1.0;n[d+(a*44|0)+36>>2]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+n[d+(a*44|0)>>2];h=+n[d+(a*44|0)+4>>2];i=+n[d+(a*44|0)+8>>2];i=g*g+(h*h+i*i);n[d+(a*44|0)+40>>2]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function B5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0;q=u;u=u+32|0;d=q+12|0;l=q;c=f[b>>2]|0;k=(f[b+4>>2]|0)-c|0;m=(k|0)/44|0;f[d>>2]=0;o=d+4|0;f[o>>2]=0;f[d+8>>2]=0;k=(k|0)==0;if(k){j=0;e=0;i=0}else{if(m>>>0>268435455)AMb(d);g=pOb(m<<4)|0;f[d>>2]=g;e=g+(m<<4)|0;f[d+8>>2]=e;f[o>>2]=e;b=0;do{f[g+(b<<4)>>2]=f[c+(b*44|0)>>2];f[g+(b<<4)+4>>2]=f[c+(b*44|0)+4>>2];f[g+(b<<4)+8>>2]=f[c+(b*44|0)+8>>2];n[g+(b<<4)+12>>2]=-+n[c+(b*44|0)+12>>2];b=b+1|0}while(b>>>0<m>>>0);j=g;i=g}f[l>>2]=0;d=l+4|0;f[d>>2]=0;f[l+8>>2]=0;if(k){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;N6a(a)}else{if(m>>>0>134217727)AMb(l);g=pOb(m<<5)|0;f[l>>2]=g;h=g+(m<<5)|0;f[l+8>>2]=h;f[d>>2]=h;b=0;do{t=+n[j+(b<<4)+4>>2];s=+n[j+(b<<4)+8>>2];r=+n[j+(b<<4)+12>>2];p[g+(b<<5)>>3]=+n[j+(b<<4)>>2];p[g+(b<<5)+8>>3]=t;p[g+(b<<5)+16>>3]=s;p[g+(b<<5)+24>>3]=r;b=b+1|0}while(b>>>0<m>>>0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;if(!k){M6a(a,m);c=f[a>>2]|0;b=0;do{p[c+(b*88|0)>>3]=+p[g+(b<<5)>>3];p[c+(b*88|0)+8>>3]=+p[g+(b<<5)+8>>3];p[c+(b*88|0)+16>>3]=+p[g+(b<<5)+16>>3];p[c+(b*88|0)+24>>3]=+p[g+(b<<5)+24>>3];b=b+1|0}while((b|0)!=(m|0))}N6a(a);if((h|0)!=(g|0))f[d>>2]=h+(~((h+-32-g|0)>>>5)<<5);sOb(g)}if(!j){u=q;return}if((e|0)!=(j|0))f[o>>2]=e+(~((e+-16-j|0)>>>4)<<4);sOb(i);u=q;return}function C5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;ykb(c,d);m=j+4|0;n=j+8|0;b=pOb(8192)|0;f[j>>2]=b;f[m>>2]=b;f[n>>2]=b+8192;Ckb(c,d,1024,j);b=f[j>>2]|0;e=f[m>>2]|0;if((b|0)!=(e|0)){h=a+8|0;i=k+4|0;g=e;do{if((b|0)!=(g|0)){do{ARa(k,c,b);e=f[l>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){f[e>>2]=f[k>>2];f[e+4>>2]=f[i>>2];f[k>>2]=0;f[i>>2]=0;f[l>>2]=e+8}else{L6a(a,k);e=f[i>>2]|0;if(e|0)iOb(e)}b=b+8|0}while((b|0)!=(g|0));e=f[j>>2]|0;g=f[m>>2]|0;b=e;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3)}Ckb(c,d,(f[n>>2]|0)-b>>3,j);b=f[j>>2]|0;g=f[m>>2]|0}while((b|0)!=(g|0))}if(!b){zkb(c,d);u=o;return}sOb(b);zkb(c,d);u=o;return}function D5a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;V=u;u=u+752|0;U=V+216|0;H=V+184|0;I=V+736|0;i=V+720|0;T=V+704|0;Q=V+692|0;h=V+672|0;j=V+656|0;k=V+648|0;q=V+644|0;R=V+160|0;P=V+136|0;l=V+640|0;O=V+628|0;M=V+616|0;m=V+596|0;o=V+584|0;N=V+112|0;L=V+88|0;K=V+64|0;E=V+24|0;F=V;G=a9a(AQa(c)|0)|0;ojb(U,G,e,0);p[H>>3]=-+p[U+8>>3];A=H+8|0;p[A>>3]=-+p[U+16>>3];B=H+16|0;p[B>>3]=-+p[U+24>>3];C=H+24|0;p[C>>3]=-+p[U+32>>3];U=IAa(G)|0;f[i>>2]=a;f[i+4>>2]=H;f[i+8>>2]=U;f[i+12>>2]=I;f[T>>2]=0;U=T+4|0;f[U>>2]=0;f[T+8>>2]=0;f[Q>>2]=0;S=Q+4|0;f[S>>2]=0;f[Q+8>>2]=0;f[h>>2]=I;f[h+4>>2]=a;f[h+8>>2]=i;f[h+12>>2]=T;f[h+16>>2]=Q;f[j>>2]=a;f[j+4>>2]=I;f[j+8>>2]=H;f[j+12>>2]=h;f[k>>2]=-1;f[q>>2]=-16777216;h=ySa(c)|0;e=f[h+12>>2]|0;h=f[h+16>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[k>>2]=J}if(!i)iOb(h);h=ySa(c)|0;e=f[h+4>>2]|0;h=f[h+8>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[q>>2]=J}if(!i)iOb(h);J=R+16|0;f[R>>2]=4e4;f[R+4>>2]=j;f[R+8>>2]=I;f[J>>2]=R;D=P+16|0;f[P>>2]=40044;f[P+4>>2]=k;f[P+8>>2]=j;f[P+12>>2]=I;f[D>>2]=P;f[l>>2]=a;f[O>>2]=0;z=O+4|0;f[z>>2]=0;f[O+8>>2]=0;f[M>>2]=0;y=M+4|0;f[y>>2]=0;f[M+8>>2]=0;f[m>>2]=I;f[m+4>>2]=a;f[m+8>>2]=l;f[m+12>>2]=O;f[m+16>>2]=M;f[o>>2]=H;f[o+4>>2]=a;f[o+8>>2]=m;t=o;x=N+16|0;f[N>>2]=40088;f[N+4>>2]=t;f[x>>2]=N;w=L+16|0;f[L>>2]=40132;f[L+4>>2]=t;f[L+8>>2]=q;f[w>>2]=L;t=K+16|0;f[K>>2]=40176;f[t>>2]=K;v=hjb(c)|0;e=f[g>>2]|0;a=f[g+4>>2]|0;if((e|0)!=(a|0)){l=E+8|0;m=E+16|0;o=E+24|0;q=I+12|0;g=I+4|0;r=I+8|0;s=I+13|0;do{Vib(E,c,G,f[e>>2]|0,0);W=+p[C>>3]+(+p[H>>3]*+p[E>>3]+(+p[A>>3]*+p[l>>3]+ +p[B>>3]*+p[m>>3]));b[q>>0]=(W<0.0?1:W*W<+p[o>>3])&1;k=f[e>>2]|0;i=f[k+96>>2]|0;k=f[(f[(f[k+4>>2]|0)+44>>2]|0)+52>>2]|0;if(!(k&4)){j=i+120|0;h=b[j>>0]|0;if(h&8){BIa(i);h=b[j>>0]|0}if(!(h&1))h=v;else h=ijb(v)|0}else h=0;f[I>>2]=h;h=k&3;f[g>>2]=h;i=f[e>>2]|0;j=f[i+196>>2]|0;if(j&1048576){h=lJa(i)|0;i=f[e>>2]|0;h=f[(f[(f[h>>2]|0)+44>>2]|0)+52>>2]&3;j=f[i+196>>2]|0}f[r>>2]=h;b[s>>0]=j>>>1&1;Qlb(d,i,E,F,R,N,K,P,L)|0;e=e+8|0}while((e|0)!=(a|0))}e=f[t>>2]|0;if((K|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[w>>2]|0;if((L|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[x>>2]|0;if((N|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[M>>2]|0;if(e|0){h=f[y>>2]|0;if((h|0)!=(e|0))f[y>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[O>>2]|0;if(e|0){h=f[z>>2]|0;if((h|0)!=(e|0))f[z>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[D>>2]|0;if((P|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[J>>2]|0;if((R|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[Q>>2]|0;if(e|0){h=f[S>>2]|0;if((h|0)!=(e|0))f[S>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e)}e=f[T>>2]|0;if(!e){u=V;return}h=f[U>>2]|0;if((h|0)!=(e|0))f[U>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e);u=V;return}function E5a(a){a=a|0;return}function F5a(a){a=a|0;sOb(a);return}function G5a(a){a=a|0;a=pOb(8)|0;f[a>>2]=40176;return a|0}function H5a(a,b){a=a|0;b=b|0;f[b>>2]=40176;return}function I5a(a){a=a|0;return}function J5a(a){a=a|0;sOb(a);return}function K5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function L5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==194869?a+4|0:0)|0}function M5a(a){a=a|0;return 15368}function N5a(a){a=a|0;return}function O5a(a){a=a|0;sOb(a);return}function P5a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=40132;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function Q5a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=40132;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function R5a(a){a=a|0;return}function S5a(a){a=a|0;sOb(a);return}function T5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0;d=u;u=u+16|0;e=d;g=f[a+4>>2]|0;a=f[a+8>>2]|0;b=f[b>>2]|0;j=c+116|0;i=f[j+4>>2]|0;c=e;f[c>>2]=f[j>>2];f[c+4>>2]=i;f[e+8>>2]=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;W5a(g,b,e,1);u=d;return}function U5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==195461?a+4|0:0)|0}function V5a(a){a=a|0;return 15400}function W5a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0;P=u;u=u+192|0;N=P+96|0;O=P+48|0;w=P;h=f[a+4>>2]|0;m=+p[c>>3];o=+p[c+24>>3];g=c+8|0;if(m==o){k=+p[g>>3];l=+p[c+32>>3];if(k==l)if(+p[c+16>>3]==+p[c+40>>3]){u=P;return}}else{k=+p[g>>3];l=+p[c+32>>3]}p[w>>3]=m;t=w+8|0;p[t>>3]=k;V=+p[c+16>>3];v=w+16|0;p[v>>3]=V;s=w+24|0;p[s>>3]=o;x=w+32|0;p[x>>3]=l;Q=+p[c+40>>3];y=w+40|0;p[y>>3]=Q;c=f[a>>2]|0;T=+p[c>>3];S=+p[c+8>>3];R=+p[c+16>>3];U=+p[c+24>>3];j=w+24|0;g=U+(T*m+(S*k+R*V))>=0.0;if(g^U+(T*o+(S*l+R*Q))>=0.0){cCa(N,c,w,j);i=(g^1)&1;V=+p[N>>3];L=w+(i*24|0)|0;p[N>>3]=+p[L>>3];p[L>>3]=V;L=N+8|0;V=+p[L>>3];M=w+(i*24|0)+8|0;p[L>>3]=+p[M>>3];p[M>>3]=V;p[w+(i*24|0)+16>>3]=+p[N+16>>3];i=9}else if(g){d=h+2944|0;f[d>>2]=(f[d>>2]|0)+1}else i=9;a:do if((i|0)==9){M=f[a+8>>2]|0;g=f[M+4>>2]|0;if(!e)if(!(b[(f[M>>2]|0)+13>>0]|0)){q=g+2852|0;r=g+2856|0;if((f[q>>2]|0)!=(f[r>>2]|0)){L=M+12|0;g=f[L>>2]|0;h=f[g>>2]|0;c=g+4|0;a=f[c>>2]|0;if((a|0)==(h|0))n=g;else{f[c>>2]=a+(~(((a+-48-h|0)>>>0)/48|0)*48|0);h=f[L>>2]|0;n=h;h=f[h+4>>2]|0}k=+p[w>>3];p[N>>3]=k;j=N+8|0;p[j>>3]=+p[t>>3];e=N+16|0;p[e>>3]=+p[v>>3];i=N+24|0;p[i>>3]=+p[s>>3];a=N+32|0;p[a>>3]=+p[x>>3];c=N+40|0;p[c>>3]=+p[y>>3];g=n+4|0;if(h>>>0<(f[n+8>>2]|0)>>>0){f[h>>2]=f[N>>2];f[h+4>>2]=f[N+4>>2];f[h+8>>2]=f[N+8>>2];f[h+12>>2]=f[N+12>>2];f[h+16>>2]=f[N+16>>2];f[h+20>>2]=f[N+20>>2];p[h>>3]=k;p[h+8>>3]=+p[j>>3];p[h+16>>3]=+p[e>>3];K=h+24|0;f[K>>2]=f[i>>2];f[K+4>>2]=f[i+4>>2];f[K+8>>2]=f[i+8>>2];f[K+12>>2]=f[i+12>>2];f[K+16>>2]=f[i+16>>2];f[K+20>>2]=f[i+20>>2];p[K>>3]=+p[i>>3];p[h+32>>3]=+p[a>>3];p[h+40>>3]=+p[c>>3];f[g>>2]=(f[g>>2]|0)+48}else X5a(n,N);g=f[q>>2]|0;s=f[r>>2]|0;if((g|0)!=(s|0)){t=M+16|0;v=N+8|0;w=N+16|0;x=N+24|0;y=N+32|0;z=N+40|0;A=N+48|0;B=N+56|0;C=O+8|0;D=N+64|0;E=O+16|0;F=O+24|0;G=N+72|0;H=N+80|0;I=O+32|0;J=N+88|0;K=O+40|0;do{c=f[t>>2]|0;a=f[c>>2]|0;h=c+4|0;i=f[h>>2]|0;if((i|0)!=(a|0)){f[h>>2]=i+(~(((i+-48-a|0)>>>0)/48|0)*48|0);c=f[t>>2]|0}r=f[L>>2]|0;j=f[c>>2]|0;f[c>>2]=f[r>>2];f[r>>2]=j;j=c+4|0;q=r+4|0;n=f[j>>2]|0;f[j>>2]=f[q>>2];f[q>>2]=n;q=c+8|0;c=r+8|0;r=f[q>>2]|0;f[q>>2]=f[c>>2];f[c>>2]=r;c=f[g>>2]|0;r=f[g+4>>2]|0;if((c|0)!=(r|0))do{i=f[t>>2]|0;a=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(a|0){a=(a|0)/48|0;h=0;while(1){i=f[i>>2]|0;e=i+(h*48|0)|0;switch((S6a(c,e,N,0.0)|0)<<24>>24){case 4:case 2:case 0:{h=h+1|0;break}case 1:{j=f[L>>2]|0;n=j+4|0;q=f[n>>2]|0;if((q|0)==(f[j+8>>2]|0))Y5a(j,e);else{p[q>>3]=+p[e>>3];p[q+8>>3]=+p[i+(h*48|0)+8>>3];p[q+16>>3]=+p[i+(h*48|0)+16>>3];p[q+24>>3]=+p[i+(h*48|0)+24>>3];p[q+32>>3]=+p[i+(h*48|0)+32>>3];p[q+40>>3]=+p[i+(h*48|0)+40>>3];f[n>>2]=q+48}j=f[t>>2]|0;i=(f[j>>2]|0)+(h*48|0)|0;e=i+48|0;j=j+4|0;n=f[j>>2]|0;if((e|0)!=(n|0))do{V=+p[e>>3];p[e>>3]=+p[i>>3];p[i>>3]=V;W=e+8|0;V=+p[W>>3];q=i+8|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+16|0;V=+p[q>>3];W=i+16|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+24|0;V=+p[W>>3];q=i+24|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+32|0;V=+p[q>>3];W=i+32|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+40|0;V=+p[W>>3];q=i+40|0;p[W>>3]=+p[q>>3];p[q>>3]=V;e=e+48|0;i=i+48|0}while((e|0)!=(n|0));if((n|0)!=(i|0))f[j>>2]=n+(~(((n+-48-i|0)>>>0)/48|0)*48|0);a=a+-1|0;break}case 3:{S=+p[v>>3];T=+p[w>>3];U=+p[x>>3];V=+p[y>>3];k=+p[z>>3];p[e>>3]=+p[N>>3];p[i+(h*48|0)+8>>3]=S;p[i+(h*48|0)+16>>3]=T;p[i+(h*48|0)+24>>3]=U;p[i+(h*48|0)+32>>3]=V;p[i+(h*48|0)+40>>3]=k;i=f[L>>2]|0;k=+p[A>>3];p[O>>3]=k;p[C>>3]=+p[B>>3];p[E>>3]=+p[D>>3];p[F>>3]=+p[G>>3];p[I>>3]=+p[H>>3];p[K>>3]=+p[J>>3];e=i+4|0;j=f[e>>2]|0;if(j>>>0<(f[i+8>>2]|0)>>>0){f[j>>2]=f[O>>2];f[j+4>>2]=f[O+4>>2];f[j+8>>2]=f[O+8>>2];f[j+12>>2]=f[O+12>>2];f[j+16>>2]=f[O+16>>2];f[j+20>>2]=f[O+20>>2];p[j>>3]=k;p[j+8>>3]=+p[C>>3];p[j+16>>3]=+p[E>>3];W=j+24|0;f[W>>2]=f[F>>2];f[W+4>>2]=f[F+4>>2];f[W+8>>2]=f[F+8>>2];f[W+12>>2]=f[F+12>>2];f[W+16>>2]=f[F+16>>2];f[W+20>>2]=f[F+20>>2];p[W>>3]=+p[F>>3];p[j+32>>3]=+p[I>>3];p[j+40>>3]=+p[K>>3];f[e>>2]=(f[e>>2]|0)+48}else Z5a(i,O);h=h+1|0;break}default:{}}if(h>>>0>=a>>>0)break b;i=f[t>>2]|0}}while(0);c=c+32|0}while((c|0)!=(r|0));g=g+12|0}while((g|0)!=(s|0))}j=f[L>>2]|0;g=f[j>>2]|0;j=f[j+4>>2]|0;if((g|0)==(j|0))break;e=M+8|0;while(1){c=f[f[e>>2]>>2]|0;a=g+24|0;h=c+2652|0;i=f[h>>2]|0;if(i>>>0<(f[c+2656>>2]|0)>>>0){p[i>>3]=+p[g>>3];p[i+8>>3]=+p[g+8>>3];p[i+16>>3]=+p[g+16>>3];p[i+24>>3]=+p[a>>3];p[i+32>>3]=+p[g+32>>3];p[i+40>>3]=+p[g+40>>3];W=i+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+64}else b4a(c+2648|0,g,a,d);W=c+2940|0;f[W>>2]=(f[W>>2]|0)+1;g=g+48|0;if((g|0)==(j|0))break a}}}g=f[f[M+8>>2]>>2]|0;c=g+2652|0;a=f[c>>2]|0;if(a>>>0<(f[g+2656>>2]|0)>>>0){p[a>>3]=+p[w>>3];p[a+8>>3]=+p[t>>3];p[a+16>>3]=+p[v>>3];p[a+24>>3]=+p[j>>3];p[a+32>>3]=+p[x>>3];p[a+40>>3]=+p[y>>3];W=a+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[c>>2]=(f[c>>2]|0)+64}else b4a(g+2648|0,w,j,d);W=g+2940|0;f[W>>2]=(f[W>>2]|0)+1}while(0);u=P;return}function X5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Y5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];p[g+(h*48|0)+24>>3]=+p[b+24>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{h=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function _5a(a){a=a|0;return}function $5a(a){a=a|0;sOb(a);return}function a6a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return b|0}function b6a(a,b){a=a|0;b=b|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return}function c6a(a){a=a|0;return}function d6a(a){a=a|0;sOb(a);return}function e6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;a=f[a+4>>2]|0;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;W5a(a,b,g,0);u=e;return}function f6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196051?a+4|0:0)|0}function g6a(a){a=a|0;return 15432}function h6a(a){a=a|0;sOb(a);return}function i6a(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=40044;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function j6a(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=40044;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function k6a(a){a=a|0;return}function l6a(a){a=a|0;sOb(a);return}function m6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;d=u;u=u+16|0;e=d;j=f[a+4>>2]|0;i=f[a+8>>2]|0;g=f[b>>2]|0;b=f[(f[a+12>>2]|0)+8>>2]|0;k=c+116|0;a=f[k+4>>2]|0;c=e;f[c>>2]=f[k>>2];f[c+4>>2]=a;f[e+8>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;p6a(i,g,e,b,1);u=d;return}function n6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196641?a+4|0:0)|0}function o6a(a){a=a|0;return 15464}function p6a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0.0,n=0,o=0;o=u;u=u+224|0;k=o+144|0;n=o;l=f[a>>2]|0;m=+p[c>>3];j=+p[c+24>>3];if(m==j)if(+p[c+8>>3]==+p[c+32>>3]){if(!(+p[c+16>>3]==+p[c+40>>3]))h=4}else h=4;else h=4;do if((h|0)==4){i=+p[c+48>>3];if(m==i)if(+p[c+8>>3]==+p[c+56>>3])if(+p[c+16>>3]==+p[c+64>>3])break;if(j==i)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3])break;if((e|0)==1){p[k>>3]=i;p[k+8>>3]=+p[c+56>>3];p[k+16>>3]=+p[c+64>>3];p[k+24>>3]=j;p[k+32>>3]=+p[c+32>>3];p[k+40>>3]=+p[c+40>>3];p[k+48>>3]=m;p[k+56>>3]=+p[c+8>>3];p[k+64>>3]=+p[c+16>>3];c=k}if(!(b[(f[a+4>>2]|0)+12>>0]|0))q6a(f[a+12>>2]|0,c,d,g);else{h=bCa(f[a+8>>2]|0,c,n)|0;if(h|0){c=a+12|0;q6a(f[c>>2]|0,n,d,g);if(h>>>0>3)q6a(f[c>>2]|0,n+72|0,d,g)}}u=o;return}while(0);n=l+2932|0;f[n>>2]=(f[n>>2]|0)+1;u=o;return}function q6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0;r=u;u=u+1488|0;l=f[a+4>>2]|0;if(!e)if(!(b[(f[a>>2]|0)+13>>0]|0))if((f[(l+2852|0)>>2]|0)!=(f[(l+2856|0)>>2]|0)){e=f[(a+12|0)>>2]|0;h=f[e>>2]|0;g=f[(e+4|0)>>2]|0;if((g|0)!=(h|0)){f[(e+4|0)>>2]=g+(~(((g+-72-h|0)>>>0)/72|0)*72|0);h=f[(a+12|0)>>2]|0;e=h;h=f[h+4>>2]|0}j=+p[c>>3];p[(r+72|0)>>3]=j;p[((r+72|0)+8|0)>>3]=+p[c+8>>3];p[((r+72|0)+16|0)>>3]=+p[c+16>>3];i=(r+72|0)+24|0;p[i>>3]=+p[c+24>>3];p[((r+72|0)+32|0)>>3]=+p[c+32>>3];p[((r+72|0)+40|0)>>3]=+p[c+40>>3];k=(r+72|0)+48|0;p[k>>3]=+p[c+48>>3];p[((r+72|0)+56|0)>>3]=+p[c+56>>3];p[((r+72|0)+64|0)>>3]=+p[c+64>>3];g=e+4|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[(r+72|0)>>2];f[h+4>>2]=f[(r+72|0)+4>>2];f[h+8>>2]=f[(r+72|0)+8>>2];f[h+12>>2]=f[(r+72|0)+12>>2];f[h+16>>2]=f[(r+72|0)+16>>2];f[h+20>>2]=f[(r+72|0)+20>>2];p[h>>3]=j;p[h+8>>3]=+p[((r+72|0)+8|0)>>3];p[h+16>>3]=+p[((r+72|0)+16|0)>>3];q=h+24|0;f[q>>2]=f[i>>2];f[q+4>>2]=f[i+4>>2];f[q+8>>2]=f[i+8>>2];f[q+12>>2]=f[i+12>>2];f[q+16>>2]=f[i+16>>2];f[q+20>>2]=f[i+20>>2];p[q>>3]=+p[i>>3];p[h+32>>3]=+p[((r+72|0)+32|0)>>3];p[h+40>>3]=+p[((r+72|0)+40|0)>>3];q=h+48|0;f[q>>2]=f[k>>2];f[q+4>>2]=f[k+4>>2];f[q+8>>2]=f[k+8>>2];f[q+12>>2]=f[k+12>>2];f[q+16>>2]=f[k+16>>2];f[q+20>>2]=f[k+20>>2];p[q>>3]=+p[k>>3];p[h+56>>3]=+p[((r+72|0)+56|0)>>3];p[h+64>>3]=+p[((r+72|0)+64|0)>>3];f[g>>2]=(f[g>>2]|0)+72}else s6a(e,r+72|0);e=f[(l+2852|0)>>2]|0;q=f[(l+2856|0)>>2]|0;if((e|0)!=(q|0)){o=e;do{e=f[(a+16|0)>>2]|0;g=f[e>>2]|0;h=f[(e+4|0)>>2]|0;if((h|0)!=(g|0)){f[(e+4|0)>>2]=h+(~(((h+-72-g|0)>>>0)/72|0)*72|0);e=f[(a+16|0)>>2]|0}m=f[(a+12|0)>>2]|0;c=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=c;c=e+4|0;l=f[c>>2]|0;f[c>>2]=f[(m+4|0)>>2];f[(m+4|0)>>2]=l;l=e+8|0;e=f[l>>2]|0;f[l>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=e;e=f[o>>2]|0;m=f[o+4>>2]|0;if((e|0)!=(m|0))do{h=f[(a+12|0)>>2]|0;l=(f[h+4>>2]|0)-(f[h>>2]|0)|0;a:do if(l|0){g=0;while(1){h=f[h>>2]|0;i=h+(g*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);if((b[(r+288|0)>>0]|0)==3){z=+p[((r+72|0)+8|0)>>3];y=+p[((r+72|0)+16|0)>>3];x=+p[((r+72|0)+24|0)>>3];w=+p[((r+72|0)+32|0)>>3];v=+p[((r+72|0)+40|0)>>3];t=+p[((r+72|0)+48|0)>>3];s=+p[((r+72|0)+56|0)>>3];j=+p[((r+72|0)+64|0)>>3];p[i>>3]=+p[(r+72|0)>>3];p[h+(g*72|0)+8>>3]=z;p[h+(g*72|0)+16>>3]=y;p[h+(g*72|0)+24>>3]=x;p[h+(g*72|0)+32>>3]=w;p[h+(g*72|0)+40>>3]=v;p[h+(g*72|0)+48>>3]=t;p[h+(g*72|0)+56>>3]=s;p[h+(g*72|0)+64>>3]=j;h=b[((r+288|0)+2|0)>>0]|0;if((h&255)>3){c=3;do{i=f[(a+12|0)>>2]|0;j=+p[(r+72|0)+(c*24|0)>>3];p[r>>3]=j;p[(r+8|0)>>3]=+p[(r+72|0)+(c*24|0)+8>>3];p[(r+16|0)>>3]=+p[(r+72|0)+(c*24|0)+16>>3];k=c+1|0;p[(r+24|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+32|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+40|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=c+2|0;p[(r+48|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+56|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+64|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=f[(i+4|0)>>2]|0;if(k>>>0<(f[i+8>>2]|0)>>>0){f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];f[k+12>>2]=f[r+12>>2];f[k+16>>2]=f[r+16>>2];f[k+20>>2]=f[r+20>>2];p[k>>3]=j;p[k+8>>3]=+p[(r+8|0)>>3];p[k+16>>3]=+p[(r+16|0)>>3];f[(k+24|0)>>2]=f[(r+24|0)>>2];f[(k+24|0)+4>>2]=f[(r+24|0)+4>>2];f[(k+24|0)+8>>2]=f[(r+24|0)+8>>2];f[(k+24|0)+12>>2]=f[(r+24|0)+12>>2];f[(k+24|0)+16>>2]=f[(r+24|0)+16>>2];f[(k+24|0)+20>>2]=f[(r+24|0)+20>>2];p[(k+24|0)>>3]=+p[(r+24|0)>>3];p[k+32>>3]=+p[(r+32|0)>>3];p[k+40>>3]=+p[(r+40|0)>>3];f[(k+48|0)>>2]=f[(r+48|0)>>2];f[(k+48|0)+4>>2]=f[(r+48|0)+4>>2];f[(k+48|0)+8>>2]=f[(r+48|0)+8>>2];f[(k+48|0)+12>>2]=f[(r+48|0)+12>>2];f[(k+48|0)+16>>2]=f[(r+48|0)+16>>2];f[(k+48|0)+20>>2]=f[(r+48|0)+20>>2];p[(k+48|0)>>3]=+p[(r+48|0)>>3];p[k+56>>3]=+p[(r+56|0)>>3];p[k+64>>3]=+p[(r+64|0)>>3];f[(i+4|0)>>2]=(f[(i+4|0)>>2]|0)+72}else{t6a(i,r);h=b[((r+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(h&255)>>>0)}}g=g+1|0;if(g>>>0>=((l|0)/72|0)>>>0)break a;h=f[(a+12|0)>>2]|0}}while(0);i=f[(a+16|0)>>2]|0;g=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(g|0){k=0;h=(g|0)/72|0;g=i;while(1){A=f[g>>2]|0;i=A+(k*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);c=1;l=b[(r+288|0)>>0]|0;f[r+320>>2]=a;f[r+400>>2]=k;f[r+408>>2]=h;f[r+808>>2]=A;f[r+816>>2]=g;f[r+824>>2]=i;f[r+1392>>2]=c;f[r+1400>>2]=l;f[r+1408>>2]=0;f[r+1412>>2]=0;L7a(r);k=f[r+400>>2]|0;h=f[r+408>>2]|0;g=f[r+816>>2]|0;G=f[r+1408>>2]|0;D=f[r+1412>>2]|0;H=+n[r+1412>>2];f[r+1408>>2]=0;f[r+1412>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break b}}}while(0);e=e+32|0}while((e|0)!=(m|0));o=o+12|0}while((o|0)!=(q|0))}g=f[(a+12|0)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((e|0)==(g|0)){u=r;return}do{r6a(f[(a+8|0)>>2]|0,e,d);e=e+72|0}while((e|0)!=(g|0));u=r;return}r6a(f[a+8>>2]|0,c,d);u=r;return}function r6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0;H=u;u=u+208|0;A=H+144|0;e=H+120|0;g=H+96|0;i=H+72|0;s=H+48|0;x=H+24|0;y=H;G=f[a>>2]|0;if(b[G+24>>0]|0){z=v6a(G+2948|0,d)|0;l=+p[c>>3];p[e>>3]=l;B=c+8|0;m=+p[B>>3];p[e+8>>3]=m;C=c+16|0;n=+p[C>>3];p[e+16>>3]=n;D=c+24|0;o=+p[D>>3];p[g>>3]=o;E=c+32|0;q=+p[E>>3];p[g+8>>3]=q;F=c+40|0;r=+p[F>>3];p[g+16>>3]=r;if(l!=o){j=o;k=l;h=5}else if(m!=q){j=q;k=m;h=5}else if(n<r)h=6;else h=7;if((h|0)==5)if(k<j)h=6;else h=7;if((h|0)==6){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(e,g)|0}else if((h|0)==7){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(g,e)|0}f[A+48>>2]=e;e=x6a(z,A)|0;t=c+48|0;v=c+56|0;w=c+64|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){r=+p[w>>3];q=+p[v>>3];o=+p[t>>3];n=+p[F>>3];m=+p[E>>3];l=+p[D>>3];k=+p[C>>3];j=+p[B>>3];I=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=I;p[e+(h*72|0)+8>>3]=j;p[e+(h*72|0)+16>>3]=k;p[e+(h*72|0)+24>>3]=l;p[e+(h*72|0)+32>>3]=m;p[e+(h*72|0)+40>>3]=n;p[e+(h*72|0)+48>>3]=o;p[e+(h*72|0)+56>>3]=q;p[e+(h*72|0)+64>>3]=r}l=+p[D>>3];p[i>>3]=l;m=+p[E>>3];p[i+8>>3]=m;n=+p[F>>3];p[i+16>>3]=n;o=+p[t>>3];p[s>>3]=o;q=+p[v>>3];p[s+8>>3]=q;r=+p[w>>3];p[s+16>>3]=r;if(l!=o){j=o;k=l;h=13}else if(m!=q){j=q;k=m;h=13}else if(n<r)h=14;else h=15;if((h|0)==13)if(k<j)h=14;else h=15;if((h|0)==14){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(i,s)|0}else if((h|0)==15){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(s,i)|0}f[A+48>>2]=e;h=x6a(z,A)|0;e=h+144|0;g=f[e>>2]|0;if((g|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[e>>2]=g+1;p[h+(g*72|0)>>3]=j;p[h+(g*72|0)+8>>3]=k;p[h+(g*72|0)+16>>3]=l;p[h+(g*72|0)+24>>3]=m;p[h+(g*72|0)+32>>3]=n;p[h+(g*72|0)+40>>3]=o;p[h+(g*72|0)+48>>3]=q;p[h+(g*72|0)+56>>3]=r;p[h+(g*72|0)+64>>3]=I}l=+p[t>>3];p[x>>3]=l;m=+p[v>>3];p[x+8>>3]=m;n=+p[w>>3];p[x+16>>3]=n;o=+p[c>>3];p[y>>3]=o;q=+p[B>>3];p[y+8>>3]=q;r=+p[C>>3];p[y+16>>3]=r;if(l!=o){j=o;k=l;h=21}else if(m!=q){j=q;k=m;h=21}else if(n<r)h=22;else h=23;if((h|0)==21)if(k<j)h=22;else h=23;if((h|0)==22){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(x,y)|0}else if((h|0)==23){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(y,x)|0}f[A+48>>2]=e;e=x6a(z,A)|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=j;p[e+(h*72|0)+8>>3]=k;p[e+(h*72|0)+16>>3]=l;p[e+(h*72|0)+24>>3]=m;p[e+(h*72|0)+32>>3]=n;p[e+(h*72|0)+40>>3]=o;p[e+(h*72|0)+48>>3]=q;p[e+(h*72|0)+56>>3]=r;p[e+(h*72|0)+64>>3]=I}}if(jjb(f[a+4>>2]|0,c,f[a+8>>2]|0,f[f[a+12>>2]>>2]|0,0)|0){d=G+2928|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}e=c+24|0;g=c+48|0;h=G+2640|0;i=f[h>>2]|0;if(i>>>0<(f[G+2644>>2]|0)>>>0){p[i>>3]=+p[c>>3];p[i+8>>3]=+p[c+8>>3];p[i+16>>3]=+p[c+16>>3];p[i+24>>3]=+p[e>>3];p[i+32>>3]=+p[c+32>>3];p[i+40>>3]=+p[c+40>>3];p[i+48>>3]=+p[g>>3];p[i+56>>3]=+p[c+56>>3];p[i+64>>3]=+p[c+64>>3];c=i+72|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+88}else y6a(G+2636|0,c,e,g,d);d=G+2936|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}function s6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function t6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function u6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];p[g+(h*72|0)+24>>3]=+p[b+24>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];p[g+(h*72|0)+48>>3]=+p[b+48>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{h=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[h+-64>>3];p[c+-56>>3]=+p[h+-56>>3];p[c+-48>>3]=+p[h+-48>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function v6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(40)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];i=j+20|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+36>>2]=1.0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;B6a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function w6a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0;c=+p[a>>3];if(c==0.0)e=0;else{p[s>>3]=c;d=X(f[s>>2]|0,1540483477)|0;e=X(f[s+4>>2]|0,1540483477)|0;e=(X((X(d>>>24^d,1540483477)|0)^-561034072,1540483477)|0)^(X(e>>>24^e,1540483477)|0);e=X(e>>>13^e,1540483477)|0;e=e>>>15^e}c=+p[a+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[a+16>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}d=(e>>>2)+(e<<6)+d^e;c=+p[b+16>>3];if(c==0.0){g=-1640531527;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}p[s>>3]=c;b=X(f[s>>2]|0,1540483477)|0;g=X(f[s+4>>2]|0,1540483477)|0;g=(X((X(b>>>24^b,1540483477)|0)^-561034072,1540483477)|0)^(X(g>>>24^g,1540483477)|0);g=X(g>>>13^g,1540483477)|0;g=(g>>>15^g)+-1640531527|0;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}function x6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0;t=f[b+48>>2]|0;r=a+4|0;h=f[r>>2]|0;s=(h|0)==0;a:do if(s)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)q=i&t;else if(t>>>0<h>>>0)q=t;else q=(t>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(q<<2)>>2]|0;if(!c)c=q;else{c=f[c>>2]|0;if(!c)c=q;else{j=b+8|0;k=b+16|0;l=b+24|0;m=b+32|0;o=b+40|0;if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(t|0)|(d&i|0)==(q|0))){c=q;break a}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(q|0)){c=q;break a}}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}}}while(0);j=pOb(216)|0;p[j+8>>3]=+p[b>>3];p[j+16>>3]=+p[b+8>>3];p[j+24>>3]=+p[b+16>>3];p[j+32>>3]=+p[b+24>>3];p[j+40>>3]=+p[b+32>>3];p[j+48>>3]=+p[b+40>>3];f[j+56>>2]=t;dQb(j+64|0,0,152)|0;f[j+4>>2]=t;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;z6a(a,c>>>0<d>>>0?d:c);c=f[r>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&t;break}if(t>>>0<c>>>0){h=c;c=t}else{h=c;c=(t>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;u=43}}else{f[j>>2]=f[c>>2];u=43}if((u|0)==43)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+64|0;return a|0}function y6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function z6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){A6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;A6a(a,b);return}function A6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();t=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=t;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;s=b+-1|0;t=(s&b|0)==0;if(t)c=c&s;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){r=d;b:while(1){c:do if(t){d=e;while(1){q=f[d+4>>2]&s;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break d;if(!(+p[j>>3]==+p[h+8>>3]))break d;if(!(+p[k>>3]==+p[h+16>>3]))break d;if(!(+p[l>>3]==+p[h+24>>3]))break d;if(!(+p[m>>3]==+p[h+32>>3]))break d;if(!(+p[n>>3]==+p[h+40>>3]))break d;if(!(+p[o>>3]==+p[h+48>>3]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)q=e;else q=(e>>>0)%(b>>>0)|0;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break e;if(!(+p[j>>3]==+p[h+8>>3]))break e;if(!(+p[k>>3]==+p[h+16>>3]))break e;if(!(+p[l>>3]==+p[h+24>>3]))break e;if(!(+p[m>>3]==+p[h+32>>3]))break e;if(!(+p[n>>3]==+p[h+40>>3]))break e;if(!(+p[o>>3]==+p[h+48>>3]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}while(0);e=f[d>>2]|0;if(!e){c=49;break a}else{g=d;r=d}}f[e>>2]=r;e=f[d>>2]|0;if(!e){c=49;break}else g=d}if((c|0)==49)return}function B6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C6a(a,b);return}function C6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function D6a(a){a=a|0;sOb(a);return}function E6a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=4e4;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function F6a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=4e4;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function G6a(a){a=a|0;return}function H6a(a){a=a|0;sOb(a);return}function I6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;p6a(f[a+4>>2]|0,b,g,f[(f[a+8>>2]|0)+4>>2]|0,0);u=e;return}function J6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==197140?a+4|0:0)|0}function K6a(a){a=a|0;return 15488}function L6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=e-g>>3;c=j+1|0;k=g;if(c>>>0>536870911)AMb(a);m=a+8|0;l=(f[m>>2]|0)-g|0;h=l>>2;h=l>>3>>>0<268435455?(h>>>0<c>>>0?c:h):536870911;do if(!h)i=0;else if(h>>>0>536870911)vd();else{i=pOb(h<<3)|0;break}while(0);d=i+(j<<3)|0;c=d;l=i+(h<<3)|0;f[d>>2]=f[b>>2];h=b+4|0;f[i+(j<<3)+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=d+8|0;if((e|0)!=(k|0)){do{j=e;e=e+-8|0;f[d+-8>>2]=f[e>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;d=c+-8|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function M6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/88|0)>>>0>=b>>>0){do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+88|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/88|0;c=e+b|0;if(c>>>0>48806446)AMb(a);g=(g-d|0)/88|0;i=g<<1;c=g>>>0<24403223?(i>>>0<c>>>0?c:i):48806446;do if(!c)h=0;else if(c>>>0>48806446)vd();else{h=pOb(c*88|0)|0;break}while(0);i=h+(e*88|0)|0;g=i;e=h+(c*88|0)|0;c=i;h=g;do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+88|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=d;d=d+-88|0;p[b+-88>>3]=+p[d>>3];p[b+-80>>3]=+p[i+-80>>3];p[b+-72>>3]=+p[i+-72>>3];p[b+-64>>3]=+p[i+-64>>3];p[b+-56>>3]=+p[i+-56>>3];p[b+-48>>3]=+p[i+-48>>3];p[b+-40>>3]=+p[i+-40>>3];p[b+-32>>3]=+p[i+-32>>3];p[b+-24>>3]=+p[i+-24>>3];p[b+-16>>3]=+p[i+-16>>3];p[b+-8>>3]=+p[i+-8>>3];b=b+-88|0}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function N6a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/88|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*88|0)+24|0;p[j>>3]=-+p[j>>3];h=+p[d+(a*88|0)>>3];g=+K(+h);p[d+(a*88|0)+32>>3]=g;g=+p[d+(a*88|0)+8>>3];e=+K(+g);p[d+(a*88|0)+40>>3]=e;e=+p[d+(a*88|0)+16>>3];i=+K(+e);p[d+(a*88|0)+48>>3]=i;p[d+(a*88|0)+56>>3]=h>=0.0?1.0:-1.0;p[d+(a*88|0)+64>>3]=g>=0.0?1.0:-1.0;p[d+(a*88|0)+72>>3]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+p[d+(a*88|0)>>3];h=+p[d+(a*88|0)+8>>3];i=+p[d+(a*88|0)+16>>3];i=g*g+(h*h+i*i);p[d+(a*88|0)+80>>3]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function O6a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+2624|0;i=s;b[i>>0]=b[c>>0]|0;q=i+4|0;xOb(q,c+4|0);l=i+16|0;r=c+16|0;f[l>>2]=f[r>>2];f[l+4>>2]=f[r+4>>2];f[l+8>>2]=f[r+8>>2];f[l+12>>2]=f[r+12>>2];r=i+32|0;xOb(r,c+32|0);g=i+48|0;m=c+48|0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2];f[g+24>>2]=f[m+24>>2];f[g+28>>2]=f[m+28>>2];m=i+80|0;xOb(m,c+80|0);o=i+92|0;xOb(o,c+92|0);h=i+104|0;c=c+104|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];d[h+8>>1]=d[c+8>>1]|0;f[i+120>>2]=5489;c=1;e=5489;do{e=(X(e>>>30^e,1812433253)|0)+c|0;f[i+120+(c<<2)>>2]=e;c=c+1|0}while((c|0)!=624);f[i+2616>>2]=0;j=pOb(2968)|0;f[j>>2]=39820;b[j+8>>0]=b[i>>0]|0;k=j+12|0;f[k>>2]=f[q>>2];f[k+4>>2]=f[q+4>>2];f[k+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;k=j+24|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];e=j+40|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;e=j+56|0;f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[e+12>>2]=f[g+12>>2];f[e+16>>2]=f[g+16>>2];f[e+20>>2]=f[g+20>>2];f[e+24>>2]=f[g+24>>2];f[e+28>>2]=f[g+28>>2];e=j+88|0;f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;e=j+100|0;f[e>>2]=f[o>>2];f[e+4>>2]=f[o+4>>2];f[e+8>>2]=f[o+8>>2];f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;e=j+112|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];d[e+8>>1]=d[h+8>>1]|0;bQb(j+128|0,i+120|0,2500)|0;e=j+2632|0;f[j+2852>>2]=0;f[j+2856>>2]=0;f[j+2860>>2]=0;p[j+2912>>3]=0.0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;e=gDb()|0;c=j+2920|0;f[c>>2]=e;f[c+4>>2]=I;c=j+2964|0;e=j+2928|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[c>>2]=1.0;if(!(b[j+25>>0]|0))b[k>>0]=0;f[a>>2]=j;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[r+11>>0]|0)<0)sOb(f[r>>2]|0);if((b[q+11>>0]|0)>=0){u=s;return}sOb(f[q>>2]|0);u=s;return}function P6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+16|0;v=C;A=+p[c>>3];B=+p[c+8>>3];l=+p[c+16>>3];k=+p[c+24>>3];y=k+(+p[d>>3]*A+(+p[d+8>>3]*B+ +p[d+16>>3]*l));w=!(+K(+y)<=f);g=!(y>0.0)&1;c=w?g:2;b[v>>0]=c;y=k+(A*+p[d+24>>3]+(B*+p[d+32>>3]+l*+p[d+40>>3]));t=!(+K(+y)<=f);h=t?!(y>0.0)&1:2;b[v+1>>0]=h;y=k+(A*+p[d+48>>3]+(B*+p[d+56>>3]+l*+p[d+64>>3]));z=!(+K(+y)<=f);i=z?!(y>0.0)&1:2;b[v+2>>0]=i;switch((t?(w^1)&1:w?1:2)+((z^1)&1)&7){case 3:{d=0;z=0;e=2;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 2:{if(c<<24>>24!=2){d=0;z=0;e=g;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}d=0;z=0;e=b[v+(h<<24>>24==2?2:1)>>0]|0;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 1:{m=c<<24>>24==2?0:h<<24>>24==2?1:2;g=((m+1|0)>>>0)%3|0;c=((m+2|0)>>>0)%3|0;z=b[v+g>>0]|0;if(z<<24>>24==(b[v+c>>0]|0)){d=0;w=0;e=z;b[a>>0]=e;e=a+1|0;b[e>>0]=w;e=a+2|0;b[e>>0]=d;u=C;return}s=d+(c*24|0)|0;t=d+(g*24|0)|0;D=+p[t>>3];o=+p[s>>3]-D;v=d+(c*24|0)+8|0;w=d+(g*24|0)+8|0;q=+p[w>>3];r=+p[v>>3]-q;n=d+(c*24|0)+16|0;j=d+(g*24|0)+16|0;x=+p[j>>3];f=+p[n>>3]-x;y=+L(+(o*o+(r*r+f*f)));o=o/y;r=r/y;y=f/y;f=-(k+(A*D+(B*q+l*x)))/(A*o+(B*r+l*y));k=D+o*f;l=q+r*f;f=x+y*f;h=d+(m*24|0)|0;p[e>>3]=+p[h>>3];i=d+(m*24|0)+8|0;p[e+8>>3]=+p[i>>3];c=d+(m*24|0)+16|0;p[e+16>>3]=+p[c>>3];g=e+24|0;if(!(z<<24>>24)){p[g>>3]=+p[t>>3];p[e+32>>3]=+p[w>>3];p[e+40>>3]=+p[j>>3];p[e+48>>3]=k;p[e+56>>3]=l;p[e+64>>3]=f;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=f;p[e+120>>3]=+p[s>>3];p[e+128>>3]=+p[v>>3];f=+p[n>>3]}else{p[g>>3]=k;p[e+32>>3]=l;p[e+40>>3]=f;p[e+48>>3]=+p[s>>3];p[e+56>>3]=+p[v>>3];p[e+64>>3]=+p[n>>3];p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=+p[t>>3];p[e+104>>3]=+p[w>>3];p[e+112>>3]=+p[j>>3];p[e+120>>3]=k;p[e+128>>3]=l}p[e+136>>3]=f;d=6;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 0:{j=c<<24>>24==0;h=h<<24>>24==0;c=i<<24>>24==0;g=j^h;if(!(g|j^c)){d=0;z=0;e=(j^1)&1;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}z=g?(h^c)&1:2;s=((z+1|0)>>>0)%3|0;c=((z+2|0)>>>0)%3|0;i=d+(s*24|0)|0;j=d+(z*24|0)|0;x=+p[i>>3];y=+p[j>>3];o=x-y;m=d+(s*24|0)+8|0;n=d+(z*24|0)+8|0;F=+p[n>>3];q=+p[m>>3]-F;s=d+(s*24|0)+16|0;t=d+(z*24|0)+16|0;E=+p[t>>3];G=+p[s>>3]-E;f=+L(+(o*o+(q*q+G*G)));o=o/f;q=q/f;f=G/f;G=-(k+(A*y+(B*F+l*E)));r=G/(A*o+(B*q+l*f));o=y+o*r;q=F+q*r;r=E+f*r;g=d+(c*24|0)|0;f=+p[g>>3]-y;h=d+(c*24|0)+8|0;k=+p[h>>3]-F;c=d+(c*24|0)+16|0;H=+p[c>>3]-E;D=+L(+(f*f+(k*k+H*H)));f=f/D;k=k/D;D=H/D;l=G/(A*f+(B*k+l*D));f=y+f*l;k=F+k*l;l=E+D*l;if(!(b[v+z>>0]|0)){p[e>>3]=y;p[e+8>>3]=+p[n>>3];p[e+16>>3]=+p[t>>3];p[e+24>>3]=o;p[e+32>>3]=q;p[e+40>>3]=r;p[e+48>>3]=f;p[e+56>>3]=k;p[e+64>>3]=l;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[m>>3];p[e+88>>3]=+p[s>>3];p[e+96>>3]=+p[g>>3];p[e+104>>3]=+p[h>>3];p[e+112>>3]=+p[c>>3];p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[g>>3];p[e+152>>3]=+p[h>>3];p[e+160>>3]=+p[c>>3];p[e+168>>3]=f;p[e+176>>3]=k;p[e+184>>3]=l;p[e+192>>3]=o;p[e+200>>3]=q;p[e+208>>3]=r;d=9;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}else{p[e>>3]=x;p[e+8>>3]=+p[m>>3];p[e+16>>3]=+p[s>>3];p[e+24>>3]=+p[g>>3];p[e+32>>3]=+p[h>>3];p[e+40>>3]=+p[c>>3];p[e+48>>3]=o;p[e+56>>3]=q;p[e+64>>3]=r;p[e+72>>3]=+p[g>>3];p[e+80>>3]=+p[h>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=f;p[e+104>>3]=k;p[e+112>>3]=l;p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[j>>3];p[e+152>>3]=+p[n>>3];p[e+160>>3]=+p[t>>3];p[e+168>>3]=o;p[e+176>>3]=q;p[e+184>>3]=r;p[e+192>>3]=f;p[e+200>>3]=k;p[e+208>>3]=l;d=9;z=6;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}default:{d=0;z=0;e=4;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}}function Q6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+64|0;w=y+48|0;x=y+24|0;s=y;l=+p[c>>3];m=+p[c+8>>3];n=+p[c+16>>3];k=+p[c+24>>3];j=k+(+p[d>>3]*l+(+p[d+8>>3]*m+ +p[d+16>>3]*n));t=!(+K(+j)<=f);g=!(j>0.0)&1;h=t?g:2;b[w>>0]=h;j=k+(l*+p[d+24>>3]+(m*+p[d+32>>3]+n*+p[d+40>>3]));r=!(+K(+j)<=f);i=r?!(j>0.0)&1:2;b[w+1>>0]=i;n=k+(l*+p[d+48>>3]+(m*+p[d+56>>3]+n*+p[d+64>>3]));v=!(+K(+n)<=f);o=v?!(n>0.0)&1:2;b[w+2>>0]=o;switch((r?(t^1)&1:t?1:2)+((v^1)&1)&7){case 3:{b[a>>0]=2;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 2:{if(h<<24>>24==2)g=b[w+(i<<24>>24==2?2:1)>>0]|0;b[a>>0]=g;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 1:{g=h<<24>>24==2?0:i<<24>>24==2?1:2;s=((g+1|0)>>>0)%3|0;v=((g+2|0)>>>0)%3|0;t=b[w+s>>0]|0;if(t<<24>>24==(b[w+v>>0]|0)){b[a>>0]=t;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}q=d+(s*24|0)|0;r=d+(v*24|0)|0;R6a(x,q,r,c);i=d+(g*24|0)|0;p[e>>3]=+p[i>>3];o=d+(g*24|0)+8|0;p[e+8>>3]=+p[o>>3];g=d+(g*24|0)+16|0;p[e+16>>3]=+p[g>>3];h=e+24|0;if(!(t<<24>>24)){p[h>>3]=+p[q>>3];p[e+32>>3]=+p[d+(s*24|0)+8>>3];p[e+40>>3]=+p[d+(s*24|0)+16>>3];m=+p[x>>3];p[e+48>>3]=m;n=+p[x+8>>3];p[e+56>>3]=n;f=+p[x+16>>3];p[e+64>>3]=f;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=m;p[e+104>>3]=n;p[e+112>>3]=f;p[e+120>>3]=+p[r>>3];g=d+(v*24|0)+16|0;f=+p[d+(v*24|0)+8>>3]}else{n=+p[x>>3];p[h>>3]=n;f=+p[x+8>>3];p[e+32>>3]=f;x=x+16|0;p[e+40>>3]=+p[x>>3];p[e+48>>3]=+p[r>>3];p[e+56>>3]=+p[d+(v*24|0)+8>>3];p[e+64>>3]=+p[d+(v*24|0)+16>>3];p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=+p[q>>3];p[e+104>>3]=+p[d+(s*24|0)+8>>3];p[e+112>>3]=+p[d+(s*24|0)+16>>3];p[e+120>>3]=n;g=x}p[e+128>>3]=f;p[e+136>>3]=+p[g>>3];b[a>>0]=3;b[a+1>>0]=3;b[a+2>>0]=6;u=y;return}case 0:{q=h<<24>>24==0;i=i<<24>>24==0;g=o<<24>>24==0;h=q^i;if(!(h|q^g)){b[a>>0]=(q^1)&1;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}r=h?(i^g)&1:2;o=d+(r*24|0)|0;g=((r+1|0)>>>0)%3|0;h=d+(g*24|0)|0;i=((r+2|0)>>>0)%3|0;q=d+(i*24|0)|0;R6a(x,o,h,c);R6a(s,o,q,c);if(!(b[w+r>>0]|0)){p[e>>3]=+p[o>>3];p[e+8>>3]=+p[d+(r*24|0)+8>>3];p[e+16>>3]=+p[d+(r*24|0)+16>>3];l=+p[x>>3];p[e+24>>3]=l;m=+p[x+8>>3];p[e+32>>3]=m;n=+p[x+16>>3];p[e+40>>3]=n;f=+p[s>>3];p[e+48>>3]=f;j=+p[s+8>>3];p[e+56>>3]=j;k=+p[s+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[d+(g*24|0)+8>>3];p[e+88>>3]=+p[d+(g*24|0)+16>>3];p[e+96>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+104>>3]=+p[g>>3];i=d+(i*24|0)+16|0;p[e+112>>3]=+p[i>>3];p[e+120>>3]=l;p[e+128>>3]=m;p[e+136>>3]=n;s=3;h=q}else{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[d+(g*24|0)+8>>3];p[e+16>>3]=+p[d+(g*24|0)+16>>3];p[e+24>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+32>>3]=+p[g>>3];h=d+(i*24|0)+16|0;p[e+40>>3]=+p[h>>3];f=+p[x>>3];p[e+48>>3]=f;j=+p[x+8>>3];p[e+56>>3]=j;k=+p[x+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[q>>3];p[e+80>>3]=+p[g>>3];p[e+88>>3]=+p[h>>3];l=+p[s>>3];p[e+96>>3]=l;m=+p[s+8>>3];p[e+104>>3]=m;n=+p[s+16>>3];p[e+112>>3]=n;p[e+120>>3]=f;p[e+128>>3]=j;p[e+136>>3]=k;s=6;h=o;i=d+(r*24|0)+16|0;g=d+(r*24|0)+8|0}p[e+144>>3]=+p[h>>3];p[e+152>>3]=+p[g>>3];p[e+160>>3]=+p[i>>3];p[e+168>>3]=f;p[e+176>>3]=j;p[e+184>>3]=k;p[e+192>>3]=l;p[e+200>>3]=m;p[e+208>>3]=n;b[a>>0]=3;b[a+1>>0]=s;b[a+2>>0]=9;u=y;return}default:{b[a>>0]=4;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}}}function R6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];k=+p[c>>3];if(j!=k){f=k;e=j;i=4}else{e=+p[b+8>>3];h=+p[c+8>>3];if(e!=h){f=h;i=4}else{g=+p[b+16>>3];f=+p[c+16>>3];if(g<f)i=7;else i=8}}do if((i|0)==4)if(e<f){e=+p[b+8>>3];h=+p[c+8>>3];g=+p[b+16>>3];f=+p[c+16>>3];i=7;break}else{h=+p[c+8>>3];e=+p[b+8>>3];f=+p[c+16>>3];g=+p[b+16>>3];i=8;break}while(0);if((i|0)==7){l=k-j;m=h-e;n=f-g;h=+L(+(l*l+(m*m+n*n)));l=l/h;f=m/h;h=n/h;n=+p[d>>3];m=+p[d+8>>3];k=+p[d+16>>3];k=-(+p[d+24>>3]+(j*n+(e*m+g*k)))/(l*n+(f*m+h*k));p[a>>3]=j+l*k;p[a+8>>3]=e+f*k;j=h*k;k=g;k=j+k;d=a+16|0;p[d>>3]=k;return}else if((i|0)==8){j=j-k;l=e-h;e=g-f;n=+L(+(j*j+(l*l+e*e)));j=j/n;l=l/n;n=e/n;e=+p[d>>3];g=+p[d+8>>3];m=+p[d+16>>3];m=-(+p[d+24>>3]+(k*e+(h*g+f*m)))/(j*e+(l*g+n*m));p[a>>3]=k+j*m;p[a+8>>3]=h+l*m;m=n*m;n=f;n=m+n;d=a+16|0;p[d>>3]=n;return}}function S6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;y=u;u=u+16|0;j=y;m=+p[a>>3];w=+p[c>>3];x=c+8|0;k=+p[a+8>>3];n=+p[x>>3];v=c+16|0;l=+p[a+16>>3];o=+p[v>>3];B=+p[a+24>>3];f=B+(m*w+(k*n+l*o));z=!(+K(+f)<=e);a=z?!(f>0.0)&1:2;b[j>>0]=a;q=c+24|0;r=+p[q>>3];s=c+32|0;g=+p[s>>3];t=c+40|0;i=+p[t>>3];B=B+(m*r+(k*g+l*i));A=!(+K(+B)<=e);h=A?!(B>0.0)&1:2;b[j+1>>0]=h;switch((A?(z^1)&1:z?1:2)&3){case 1:{A=b[j+(a<<24>>24==2&1)>>0]|0;u=y;return A|0}case 0:{a=a<<24>>24==0;if(!(h<<24>>24==0^a)){A=(a^1)&1;u=y;return A|0}D=r-w;C=g-n;e=i-o;B=+L(+(D*D+(C*C+e*e)));g=D/B;i=C/B;B=e/B;e=-f/(g*m+(i*k+B*l));g=w+g*e;f=n+i*e;e=o+B*e;if(a){p[d>>3]=w;p[d+8>>3]=+p[x>>3];p[d+16>>3]=+p[v>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[q>>3];p[d+80>>3]=+p[s>>3];p[d+88>>3]=+p[t>>3];A=3;u=y;return A|0}else{p[d>>3]=r;p[d+8>>3]=+p[s>>3];p[d+16>>3]=+p[t>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[c>>3];p[d+80>>3]=+p[x>>3];p[d+88>>3]=+p[v>>3];A=3;u=y;return A|0}}case 2:{A=2;u=y;return A|0}default:{A=4;u=y;return A|0}}return 0}function T6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function U6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0;e=u;u=u+16|0;c=e;f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;i=f[b>>2]|0;g=ZCb(+p[i>>3])|0;i=_Cb(+p[i+8>>3])|0;f[c>>2]=g;f[c+4>>2]=i;T6a(a,c);i=f[b>>2]|0;j=+p[i+32>>3];b=f[d>>2]|0;g=f[a+8>>2]|0;i=ZCb(+p[i+24>>3])|0;h=_Cb(j)|0;f[c>>2]=i;f[c+4>>2]=h;if((b|0)==(g|0)){T6a(a,c);u=e;return}else{g=c;h=f[g+4>>2]|0;i=b;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[d>>2]=(f[d>>2]|0)+8;u=e;return}}function V6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=+p[c+248>>3]*1.0e-06*+p[b+104>>3];c=pOb(256)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=b+120;p[c+32>>3]=d;f[a>>2]=c;return}function W6a(a){a=a|0;X6a(a);return}function X6a(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;X6a(d+48|0);X6a(d+44|0);a=f[d+32>>2]|0;if(a|0){b=d+36|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~(((c+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}sOb(d);return}function Y6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0.0;h=0;m=u;u=u+1072|0;if(b[(c+128|0)>>0]|0){l=1;u=m;return l|0}f[(m+40|0)>>2]=0;l=(m+40|0)+4|0;f[l>>2]=0;f[(m+40|0)+8>>2]=0;f[(m+28|0)>>2]=0;k=(m+28|0)+4|0;f[k>>2]=0;f[(m+28|0)+8>>2]=0;f[(m+16|0)>>2]=0;i=(m+16|0)+4|0;f[i>>2]=0;f[(m+16|0)+8>>2]=0;f[(m+8|0)>>2]=a;f[(m+8|0)+4>>2]=m+40|0;do if(!(f[(c+36|0)>>2]|0)){if((f[(c+24|0)>>2]|0)==(f[(c+28|0)>>2]|0)){b[(c+128|0)>>0]=1;j=1;break}Z6a(m,m+8|0,c+24|0);h=f[m>>2]|0;f[m>>2]=0;e=f[a>>2]|0;f[a>>2]=h;if(e|0){X6a(e+48|0);X6a(e+44|0);g=f[e+32>>2]|0;if(g|0){h=f[(e+36|0)>>2]|0;if((h|0)!=(g|0))f[(e+36|0)>>2]=h+(~(((h+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}sOb(e)}X6a(m);f[a+24>>2]=((f[(c+28|0)>>2]|0)-(f[(c+24|0)>>2]|0)|0)/88|0;f[(c+36|0)>>2]=f[a>>2];g=(m+40|0)+8|0;h=13}else{_6a(m+40|0,c+40|0);g=(m+40|0)+8|0;h=13}while(0);do if((h|0)==13){e=(m+16|0)+8|0;a:while(1){o=f[(c+24|0)>>2]|0;j=f[(c+28|0)>>2]|0;f[m+80>>2]=a;f[m+88>>2]=c;f[m+96>>2]=d;f[m+144>>2]=g;f[m+168>>2]=l;f[m+176>>2]=k;f[m+200>>2]=i;f[m+872>>2]=e;f[m+880>>2]=o;f[m+888>>2]=j;f[m+976>>2]=h;f[m+1008>>2]=0;f[m+1012>>2]=0;M7a(m);h=f[m+976>>2]|0;G=f[m+1008>>2]|0;D=f[m+1012>>2]|0;H=+n[m+1012>>2];f[m+1008>>2]=0;f[m+1012>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 3:break a}}if((h|0)==69){e=f[(c+24|0)>>2]|0;g=f[(c+28|0)>>2]|0;if((g|0)!=(e|0))f[(c+28|0)>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);f[(c+36|0)>>2]=0}else if((h|0)==90)if(f[(c+36|0)>>2]|0){j=f[(m+40|0)>>2]|0;q=+p[j>>3];p[j>>3]=+p[(c+40|0)>>3];p[(c+40|0)>>3]=q;q=+p[(j+8|0)>>3];p[(j+8|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=q;q=+p[(j+16|0)>>3];p[(j+16|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=q;q=+p[(j+24|0)>>3];p[(j+24|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=q;q=+p[(j+32|0)>>3];p[(j+32|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=q;q=+p[(j+40|0)>>3];p[(j+40|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=q;q=+p[(j+48|0)>>3];p[(j+48|0)>>3]=+p[(c+88|0)>>3];p[(c+88|0)>>3]=q;q=+p[(j+56|0)>>3];p[(j+56|0)>>3]=+p[(c+96|0)>>3];p[(c+96|0)>>3]=q;q=+p[(j+64|0)>>3];p[(j+64|0)>>3]=+p[(c+104|0)>>3];p[(c+104|0)>>3]=q;f[(c+112|0)>>2]=f[(j+72|0)>>2];f[(c+112|0)+4>>2]=f[(j+72|0)+4>>2];f[(c+112|0)+8>>2]=f[(j+72|0)+8>>2];j=0;break}b[(c+128|0)>>0]=1;f[(c+36|0)>>2]=0;j=1}while(0);e=f[(m+16|0)>>2]|0;if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+28|0)>>2]|0;if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+40|0)>>2]|0;if(e|0){g=f[l>>2]|0;if((g|0)!=(e|0))f[l>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}o=j;u=m;return o|0}function Z6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0.0;m=u;u=u+32|0;j=m;k=f[b>>2]|0;l=e7a(c,f[k+28>>2]|0,+p[k+32>>3])|0;i=b+4|0;b=f[i>>2]|0;d=f[c>>2]|0;e=d+(l*88|0)|0;g=b+4|0;h=f[g>>2]|0;if((h|0)==(f[b+8>>2]|0))V4a(b,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[d+(l*88|0)+8>>3];p[h+16>>3]=+p[d+(l*88|0)+16>>3];p[h+24>>3]=+p[d+(l*88|0)+24>>3];p[h+32>>3]=+p[d+(l*88|0)+32>>3];p[h+40>>3]=+p[d+(l*88|0)+40>>3];p[h+48>>3]=+p[d+(l*88|0)+48>>3];p[h+56>>3]=+p[d+(l*88|0)+56>>3];p[h+64>>3]=+p[d+(l*88|0)+64>>3];h=h+72|0;e=d+(l*88|0)+72|0;f[h>>2]=f[e>>2];f[h+4>>2]=f[e+4>>2];f[h+8>>2]=f[e+8>>2];f[g>>2]=(f[g>>2]|0)+88}C=f[c>>2]|0;c=c+4|0;D=f[c>>2]|0;y=C+(l*88|0)|0;w=C+(l*88|0)+8|0;t=C+(l*88|0)+16|0;B=+p[y>>3];z=+p[w>>3];x=+p[t>>3];b=C+(l*88|0)+24|0;d=C+(l*88|0)+32|0;e=C+(l*88|0)+40|0;v=+p[b>>3];s=+p[d>>3];r=+p[e>>3];g=C+(l*88|0)+48|0;h=C+(l*88|0)+56|0;E=C+(l*88|0)+64|0;q=+p[g>>3];o=+p[h>>3];n=+p[E>>3];C=C+(l*88|0)+72|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];A=D+-88|0;F=+p[A>>3];p[A>>3]=B;p[y>>3]=F;y=D+-80|0;F=+p[y>>3];p[y>>3]=+p[w>>3];p[w>>3]=F;w=D+-72|0;F=+p[w>>3];p[w>>3]=+p[t>>3];p[t>>3]=F;t=D+-64|0;F=+p[t>>3];p[t>>3]=+p[b>>3];p[b>>3]=F;b=D+-56|0;F=+p[b>>3];p[b>>3]=+p[d>>3];p[d>>3]=F;d=D+-48|0;F=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=F;e=D+-40|0;p[g>>3]=+p[e>>3];g=D+-32|0;p[h>>3]=+p[g>>3];h=D+-24|0;p[E>>3]=+p[h>>3];l=D+-16|0;f[C>>2]=f[l>>2];f[C+4>>2]=f[l+4>>2];f[C+8>>2]=f[l+8>>2];p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[b>>3]=s;p[d>>3]=r;p[e>>3]=q;p[g>>3]=o;p[h>>3]=n;f[l>>2]=f[j>>2];f[l+4>>2]=f[j+4>>2];f[l+8>>2]=f[j+8>>2];f[c>>2]=(f[c>>2]|0)+-88;l=f[f[i>>2]>>2]|0;f7a(j,l,l+24|0,l+48|0);l=k+4|0;f[l>>2]=(f[l>>2]|0)+1;l=pOb(56)|0;p[l>>3]=+p[j>>3];p[l+8>>3]=+p[j+8>>3];p[l+16>>3]=+p[j+16>>3];p[l+24>>3]=+p[j+24>>3];k=l+32|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[a>>2]=l;u=m;return}function _6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];f[j+8>>2]=f[b+8>>2];f[j+12>>2]=f[b+12>>2];f[j+16>>2]=f[b+16>>2];f[j+20>>2]=f[b+20>>2];p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];g=h+(i*88|0)+24|0;o=b+24|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];g=h+(i*88|0)+48|0;o=b+48|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{j=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[j+-80>>3];p[c+-72>>3]=+p[j+-72>>3];p[c+-64>>3]=+p[j+-64>>3];p[c+-56>>3]=+p[j+-56>>3];p[c+-48>>3]=+p[j+-48>>3];p[c+-40>>3]=+p[j+-40>>3];p[c+-32>>3]=+p[j+-32>>3];p[c+-24>>3]=+p[j+-24>>3];o=c+-16|0;j=j+-16|0;f[o>>2]=f[j>>2];f[o+4>>2]=f[j+4>>2];f[o+8>>2]=f[j+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function $6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function a7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;b7a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;c7a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;d7a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function b7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function c7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function d7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function e7a(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0.0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;o=r;p=r+32|0;q=(f[a+4>>2]|0)-(f[a>>2]|0)|0;j=(q|0)/88|0;if((q|0)==88){q=0;u=r;return q|0}n=j>>>0<50?j:50;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=p+8|0;a:do if(!n){f[o>>2]=0;h=1}else{g=pOb(n<<2)|0;h=g+(n<<2)|0;f[p>>2]=g;f[q>>2]=g;f[e>>2]=h;f[o>>2]=0;d=0;while(1){if(g>>>0<h>>>0){f[g>>2]=d;f[q>>2]=g+4}else q7a(p,o);d=(f[o>>2]|0)+1|0;f[o>>2]=d;if(d>>>0>=n>>>0){h=0;break a}g=f[q>>2]|0;h=f[e>>2]|0}}while(0);if(j>>>0>50){e=o+4|0;d=n;do{f[o>>2]=0;f[e>>2]=d;g=s7a(o,b,o)|0;if(g>>>0<n>>>0)f[(f[p>>2]|0)+(g<<2)>>2]=d;d=d+1|0}while(d>>>0<j>>>0)}d=f[p>>2]|0;e=f[d>>2]|0;b:do if(h)g=e;else{g=e;k=-1;m=0;l=0.0;d=e;while(1){h=f[a>>2]|0;f7a(o,h+(d*88|0)|0,h+(d*88|0)+24|0,h+(d*88|0)+48|0);d=0;h=0;b=0;e=0;while(1){c:do if((m|0)==(b|0))j=d;else switch((r7a(o,(f[a>>2]|0)+((f[(f[p>>2]|0)+(b<<2)>>2]|0)*88|0)|0,c)|0)<<24>>24){case 2:{j=d;h=h+1|0;break c}case 1:{j=d+1|0;break c}case 0:{j=d;h=h+1|0;break c}case 3:{j=d;e=e+1|0;break c}default:{j=d;break c}}while(0);b=b+1|0;if(b>>>0>=n>>>0)break;else d=j}if(e>>>0>k>>>0){e=k;i=l}else{if(!h)i=0.0;else{d=h>>>0<j>>>0;if(!j)i=0.0;else i=+((d?h:j)>>>0)/+((d?j:h)>>>0)}if(!(i>=l)){e=k;i=l}else{d=f[p>>2]|0;g=f[d+(m<<2)>>2]|0;if((e|0)==0&i>.95)break}}h=m+1|0;d=f[p>>2]|0;if(h>>>0>=n>>>0)break b;k=e;m=h;l=i;d=f[d+(h<<2)>>2]|0}}while(0);if(d|0){e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}q=g;u=r;return q|0}function f7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0.0,v=0,w=0,x=0.0,y=0.0,z=0;z=u;u=u+512|0;v=z+464|0;w=z;x=+p[c>>3];y=+p[e>>3]-x;o=c+8|0;q=+p[o>>3];r=+p[e+8>>3]-q;s=c+16|0;t=+p[s>>3];l=+p[e+16>>3]-t;m=+p[d>>3]-x;n=+p[d+8>>3]-q;g=+p[d+16>>3]-t;h=r*g-l*n;i=l*m-y*g;j=y*n-r*m;p[a>>3]=h;e=a+8|0;p[e>>3]=i;d=a+16|0;p[d>>3]=j;k=+L(+(h*h+(j*j+i*i)));if(!(k<=+L(+(y*y+(r*r+l*l)))*+L(+(m*m+(n*n+g*g)))*2.220446049250313e-16)){m=h/k;p[a>>3]=m;n=i/k;p[e>>3]=n;y=j/k;p[d>>3]=y;r=t;x=x*m;t=q*n;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}else{p[v>>3]=y;p[v+16>>3]=r;p[v+32>>3]=l;p[v+8>>3]=m;p[v+24>>3]=n;p[v+40>>3]=g;b[w+152>>0]=0;b[w+153>>0]=0;b[w+154>>0]=0;f[w+160>>2]=0;f[w+168>>2]=-1;f[w+172>>2]=-1;b[w+304>>0]=0;b[w+305>>0]=0;g7a(w,v,16)|0;x=+p[w+80>>3];p[a>>3]=x;t=+p[w+88>>3];p[e>>3]=t;y=+p[w+96>>3];p[d>>3]=y;n=+p[c>>3];q=+p[o>>3];r=+p[s>>3];x=n*x;t=q*t;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}}function g7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0,L=0,M=0.0,N=0.0;L=u;u=u+32|0;B=L+16|0;C=L;g=a+153|0;e=a+168|0;if(!(b[g>>0]|0))J=5;else if((f[e>>2]|0)==2)if((f[a+172>>2]|0)==3){if((f[a+160>>2]|0)!=(d|0))J=5}else J=5;else J=5;if((J|0)==5){f[e>>2]=2;f[a+172>>2]=3;b[a+152>>0]=0;b[g>>0]=1;f[a+160>>2]=d;b[a+155>>0]=d>>>2&1;b[a+156>>0]=d>>>3&1;b[a+157>>0]=d>>>4&1;b[a+158>>0]=d>>>5&1;f[a+176>>2]=2}h=+p[c>>3];I=+K(+h);H=c+8|0;j=+K(+(+p[H>>3]));y=c+16|0;i=+K(+(+p[y>>3]));j=j<i?i:j;I=I<j?j:I;G=c+24|0;j=+K(+(+p[G>>3]));F=c+32|0;i=+K(+(+p[F>>3]));E=c+40|0;M=+K(+(+p[E>>3]));i=i<M?M:i;j=j<i?i:j;I=I<j?j:I;I=I==0.0?1.0:I;D=a+416|0;p[D>>3]=h/I;p[a+424>>3]=+p[H>>3]/I;p[a+432>>3]=+p[y>>3]/I;p[a+440>>3]=+p[G>>3]/I;p[a+448>>3]=+p[F>>3]/I;p[a+456>>3]=+p[E>>3]/I;h7a(a+192|0,a,D)|0;D=a+155|0;E=a+156|0;F=a+157|0;G=a+158|0;y=a+120|0;h=+K(+(+p[a+120>>3]));j=+K(+(+p[a+144>>3]));H=a+176|0;z=B+8|0;A=C+8|0;h=h<j?j:h;e=1;c=1;a:while(1){d=f[H>>2]|0;while(1){if((e|0)<(d|0))break;if(!(c&1)){e=1;c=1}else break a}if((e|0)>0){m=a+120+(e<<3)|0;n=e<<1;o=a+120+(n<<3)|0;r=e*3|0;q=a+120+(r<<3)|0;r=a+32+(r<<3)|0;s=r+8|0;t=r+16|0;v=o+8|0;w=a+(n<<3)|0;x=w+8|0;l=m+16|0;k=0;do{i=h*4.440892098500626e-16;i=i>1.0e-323?i:1.0e-323;g=k<<1;if(+K(+(+p[a+120+(g+e<<3)>>3]))>i)J=17;else if(+K(+(+p[a+120+(k+n<<3)>>3]))>i)J=17;if((J|0)==17){J=0;i7a(y,e,k,B,C);c=a+120+(k<<3)|0;i=+p[B>>3];j=+p[z>>3];d=i==1.0&j==0.0;if(!d){M=+p[m>>3];N=+p[c>>3];p[m>>3]=i*M+j*N;p[c>>3]=i*N-j*M;c=c+16|0;M=+p[l>>3];N=+p[c>>3];p[l>>3]=i*M+j*N;p[c>>3]=i*N-j*M}if(!(b[D>>0]|0)){if(b[E>>0]|0)J=21}else J=21;if((J|0)==21){J=0;c=a+(g<<3)|0;if(!d){N=+p[w>>3];M=+p[c>>3];p[w>>3]=i*N+j*M;p[c>>3]=i*M-j*N;d=c+8|0;N=+p[x>>3];M=+p[d>>3];p[x>>3]=i*N+j*M;p[d>>3]=i*M-j*N}}c=a+120+(g<<3)|0;N=+p[A>>3];i=-N;j=+p[C>>3];g=N==-0.0&j==1.0;if(!g){N=+p[o>>3];M=+p[c>>3];p[o>>3]=j*N+M*i;p[c>>3]=j*M-N*i;d=c+8|0;N=+p[v>>3];M=+p[d>>3];p[v>>3]=j*N+M*i;p[d>>3]=j*M-N*i}if(!(b[F>>0]|0))if(!(b[G>>0]|0))c=k*3|0;else J=28;else J=28;if((J|0)==28){J=0;c=k*3|0;d=a+32+(c<<3)|0;if(!g){N=+p[r>>3];M=+p[d>>3];p[r>>3]=j*N+M*i;p[d>>3]=j*M-N*i;g=d+8|0;N=+p[s>>3];M=+p[g>>3];p[s>>3]=j*N+M*i;p[g>>3]=j*M-N*i;g=d+16|0;N=+p[t>>3];M=+p[g>>3];p[t>>3]=j*N+M*i;p[g>>3]=j*M-N*i}}N=+K(+(+p[q>>3]));M=+K(+(+p[a+120+(c<<3)>>3]));N=N<M?M:N;h=h<N?N:h;c=0}k=k+1|0}while((k|0)!=(e|0))}e=e+1|0}if((d|0)>0)d=0;else{f[a+164>>2]=d;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}do{e=a+120+(d*3<<3)|0;h=+p[e>>3];i=+K(+h);p[a+104+(d<<3)>>3]=i;if(!(b[D>>0]|0))c=(b[E>>0]|0)!=0;else c=1;if(h!=0.0&c){N=+p[e>>3]/i;C=a+(d<<1<<3)|0;p[C>>3]=N*+p[C>>3];C=C+8|0;p[C>>3]=N*+p[C>>3]}d=d+1|0;e=f[H>>2]|0}while((d|0)<(e|0));m=a+164|0;f[m>>2]=e;if((e|0)>0){l=0;c=e}else{J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}while(1){g=c-l|0;k=a+104+(2-g<<3)|0;i=+p[k>>3];if((g|0)>1){d=1;e=0;h=i;j=i;while(1){i=+p[k+(d<<3)>>3];c=i>j;h=c?i:h;e=c?d:e;d=d+1|0;if((d|0)==(g|0))break;else j=c?i:j}}else{e=0;h=i}if(h==0.0)break;do if(e|0){e=e+l|0;B=a+104+(l<<3)|0;C=a+104+(e<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;if(!(b[D>>0]|0)){if(b[E>>0]|0)J=45}else J=45;if((J|0)==45){J=0;B=a+(e<<1<<3)|0;C=a+(l<<1<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;B=B+8|0;N=+p[B>>3];C=C+8|0;p[B>>3]=+p[C>>3];p[C>>3]=N}if(!(b[F>>0]|0))if(!(b[G>>0]|0))break;B=a+32+(e*3<<3)|0;C=a+32+(l*3<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;z=B+8|0;N=+p[z>>3];A=C+8|0;p[z>>3]=+p[A>>3];p[A>>3]=N;B=B+16|0;N=+p[B>>3];C=C+16|0;p[B>>3]=+p[C>>3];p[C>>3]=N}while(0);e=l+1|0;c=f[H>>2]|0;if((c|0)<=(e|0)){J=50;break}else l=e}if((J|0)==50){J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}f[m>>2]=l;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}function h7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;h=u;u=u+48|0;e=h+20|0;g=h;i=a+144|0;p[i>>3]=+p[d>>3];p[a+152>>3]=+p[d+16>>3];p[a+160>>3]=+p[d+32>>3];p[a+168>>3]=+p[d+8>>3];p[a+176>>3]=+p[d+24>>3];p[a+184>>3]=+p[d+40>>3];j7a(a,i)|0;p[c+120>>3]=+p[a>>3];p[c+128>>3]=+p[a+24>>3];p[c+136>>3]=0.0;p[c+144>>3]=+p[a+32>>3];if(!(b[c+157>>0]|0)){if(b[c+158>>0]|0){n=c+32|0;p[n>>3]=1.0;q=c+40|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;p[c+64>>3]=1.0;o=c+72|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[c+96>>3]=1.0;o=e+4|0;m=e+12|0;l=e+16|0;k=g+4|0;j=g+12|0;d=g+16|0;i=a+192|0;f[e>>2]=q;f[o>>2]=2;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+40;f[k>>2]=1;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+56|0,i);f[e>>2]=c+32;f[o>>2]=3;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+8;f[k>>2]=2;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+48|0,i)}}else{f[e>>2]=a;f[e+4>>2]=a+48;b[e+8>>0]=0;f[e+12>>2]=2;f[e+16>>2]=0;k7a(e,c+32|0,a+192|0)}if(!(b[c+155>>0]|0))if(!(b[c+156>>0]|0)){u=h;return 1};f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[c+(f[a+64>>2]<<3)>>3]=1.0;p[c+((f[a+68>>2]|0)+2<<3)>>3]=1.0;u=h;return 1}function i7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;m=+p[a+(b*3<<3)>>3];k=+p[a+((c<<1)+b<<3)>>3];l=+p[a+((b<<1)+c<<3)>>3];g=+p[a+(c*3<<3)>>3];j=l-k;f=(g+m)/j;if(j==0.0){i=1.0;j=0.0}else{j=+L(+(f*f+1.0));i=f/j;j=1.0/j}if(i==1.0&j==0.0){h=k;f=m}else{h=i*k+j*g;g=i*g-j*k;f=i*m+j*l}if(h==0.0){g=1.0;f=0.0}else{m=+K(+h);l=(f-g)/(m*2.0);f=+L(+(l*l+1.0));f=1.0/(l+(l>0.0?f:-f));l=1.0/+L(+(f*f+1.0));g=l;f=l*(+K(+f)*(h/m*(f>0.0?-1.0:1.0)))}p[e+8>>3]=f;p[e>>3]=g;m=-f;p[d>>3]=i*g-j*m;p[d+8>>3]=i*m+j*g;return}function j7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,M=0.0;J=u;u=u+64|0;H=J+32|0;I=J;M=+p[c>>3];p[a>>3]=M;i=+p[c+8>>3];p[a+8>>3]=i;h=+p[c+16>>3];p[a+16>>3]=h;k=+p[c+24>>3];p[a+24>>3]=k;l=+p[c+32>>3];p[a+32>>3]=l;t=+p[c+40>>3];p[a+40>>3]=t;h=M*M+(i*i+h*h);p[a+96>>3]=h;t=k*k+(l*l+t*t);p[a+104>>3]=t;t=(h<t?t:h)*4.930380657631324e-32/3.0;v=a+136|0;f[v>>2]=2;w=a+128|0;p[w>>3]=0.0;x=a;y=H+4|0;z=H+8|0;A=H+12|0;B=H+16|0;C=I+4|0;D=I+12|0;E=I+20|0;F=I+28|0;s=0;n=0;while(1){r=2-s|0;m=a+96+(s<<3)|0;G=(r|0)>1;if(G){e=1;c=0;while(1){i=+p[m+(e<<3)>>3];d=i>h;c=d?e:c;e=e+1|0;if((e|0)==(r|0))break;else h=d?i:h}}else c=0;g=c+s|0;j=a+(g*3<<3)|0;q=3-s|0;e=j+(s<<3)|0;h=+p[e>>3];d=1;h=h*h;do{M=+p[e+(d<<3)>>3];h=h+M*M;d=d+1|0}while((d|0)!=(q|0));d=a+96+(g<<3)|0;p[d>>3]=h;if((f[v>>2]|0)==2)if(h<t*+(q|0))f[v>>2]=s;f[a+72+(s<<2)>>2]=g;o=a+(s*3<<3)|0;if(c){M=+p[o>>3];p[o>>3]=+p[j>>3];p[j>>3]=M;e=o+8|0;M=+p[e>>3];g=j+8|0;p[e>>3]=+p[g>>3];p[g>>3]=M;g=o+16|0;M=+p[g>>3];j=j+16|0;p[g>>3]=+p[j>>3];p[j>>3]=M;M=+p[m>>3];p[m>>3]=+p[d>>3];p[d>>3]=M;n=n+1|0}d=o+(s<<3)|0;j=a+48+(s<<3)|0;g=q+-1|0;e=d+8|0;l=+p[e>>3];h=l*l;if((q|0)>2){c=1;do{M=+p[e+(c<<3)>>3];h=h+M*M;c=c+1|0}while((c|0)!=(g|0));i=h}else i=h;h=+p[d>>3];if(!(i<=2.2250738585072014e-308)){k=+L(+(i+h*h));k=!(h>=0.0)?k:-k;i=h-k;p[e>>3]=l/i;if((g|0)!=1){c=1;do{p[e+(c<<3)>>3]=+p[e+(c<<3)>>3]/i;c=c+1|0}while((c|0)!=(g|0))}p[j>>3]=(k-h)/k;h=k}else{p[j>>3]=0.0;dQb(e|0,0,g<<3|0)|0}p[a+(s<<2<<3)>>3]=h;h=+K(+h);if(h>+p[w>>3])p[w>>3]=h;d=r+-1|0;r=3-r|0;e=r*3|0;f[H>>2]=a+(e+s<<3);f[y>>2]=q;f[z>>2]=d;f[A>>2]=a;f[B>>2]=3;f[I>>2]=o+(4-q<<3);f[C>>2]=g;f[D>>2]=o;c=E;f[c>>2]=x;f[c+4>>2]=3;f[F>>2]=3;c=s+1|0;p7a(H,I,j,a+80+(c<<3)|0);e=a+(s<<3)+(e<<3)|0;g=a+96+(r<<3)|0;if(G){M=+p[e>>3];p[g>>3]=+p[g>>3]-M*M;if((d|0)!=1){c=1;d=25;break}}if((c|0)==2){d=2;break}s=c;h=+p[a+96+(c<<3)>>3]}if((d|0)==2){H=a+64|0;f[H>>2]=0;G=a+68|0;f[G>>2]=1;I=a+64+(f[a+72>>2]<<2)|0;f[H>>2]=f[I>>2];f[I>>2]=0;I=a+64+(f[a+76>>2]<<2)|0;H=f[G>>2]|0;f[G>>2]=f[I>>2];f[I>>2]=H;f[a+140>>2]=(n<<1&2^2)+-1;b[a+112>>0]=1;u=J;return a|0}else if((d|0)==25)while(1){d=g+(c<<3)|0;M=+p[e+(c*3<<3)>>3];p[d>>3]=+p[d>>3]-M*M;c=c+1|0;d=25}return 0}function k7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;C=E+20|0;D=E;e=f[a+12>>2]|0;p[c>>3]=1.0;B=c+8|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+32>>3]=1.0;B=c+40|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+64>>3]=1.0;if((e|0)<=0){u=E;return}j=a+16|0;k=a+8|0;l=C+4|0;m=C+8|0;n=C+12|0;o=C+16|0;q=D+4|0;r=D+12|0;s=D+16|0;t=a+4|0;v=C+4|0;w=C+8|0;x=C+12|0;y=C+16|0;z=D+4|0;A=D+12|0;B=D+16|0;do{g=e;e=e+-1|0;h=f[j>>2]|0;i=4-g-h|0;if(!(b[k>>0]|0)){f[C>>2]=c+(3-i<<2<<3);f[l>>2]=i;f[m>>2]=i;f[n>>2]=c;f[o>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[q>>2]=3-h;f[r>>2]=i;f[s>>2]=3;o7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}else{f[C>>2]=c+(3-i<<2<<3);f[v>>2]=i;f[w>>2]=i;f[x>>2]=c;f[y>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[z>>2]=3-h;f[A>>2]=i;f[B>>2]=3;n7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}}while((g|0)>1);u=E;return}function l7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0;n=u;u=u+96|0;e=n+80|0;g=n;i=f[a+4>>2]|0;if((i|0)==1){h=1.0-+p[c>>3];l=f[a>>2]|0;p[l>>3]=h*+p[l>>3];m=f[a+16>>2]|0;k=l+(m<<3)|0;p[k>>3]=h*+p[k>>3];m=l+(m<<1<<3)|0;p[m>>3]=h*+p[m>>3];u=n;return}f[e>>2]=d;m=i+-1|0;l=(f[a>>2]|0)+8|0;j=a;s=f[j>>2]|0;j=f[j+4>>2]|0;o=a+12|0;k=o;r=f[k>>2]|0;k=f[k+4>>2]|0;x=b;w=f[x+4>>2]|0;t=b+12|0;v=f[t>>2]|0;t=f[t+4>>2]|0;d=g;f[d>>2]=f[x>>2];f[d+4>>2]=w;d=g+12|0;f[d>>2]=v;f[d+4>>2]=t;f[g+20>>2]=l;f[g+24>>2]=m;d=g+32|0;f[d>>2]=s;f[d+4>>2]=j;d=g+44|0;f[d>>2]=r;f[d+4>>2]=k;f[g+52>>2]=k;m7a(e,g)|0;d=f[a>>2]|0;r=f[o+4>>2]|0;a=f[e>>2]|0;q=+p[a>>3]+ +p[d>>3];p[a>>3]=q;g=a+8|0;p[g>>3]=+p[g>>3]+ +p[d+(r<<3)>>3];j=a+16|0;e=_Pb(r|0,0,1)|0;p[j>>3]=+p[j>>3]+ +p[d+(e<<3)>>3];h=+p[c>>3];e=f[o+4>>2]|0;p[d>>3]=+p[d>>3]-h*q;o=d+(e<<3)|0;p[o>>3]=+p[o>>3]-h*+p[g>>3];e=_Pb(e|0,0,1)|0;e=d+(e<<3)|0;p[e>>3]=+p[e>>3]-h*+p[j>>3];h=+p[c>>3];if((i|0)>1){e=f[b>>2]|0;p[l>>3]=+p[l>>3]-h*+p[e>>3]*+p[a>>3];if((m|0)==1)d=0;else{d=1;do{x=l+(d<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[a>>3];d=d+1|0}while((d|0)!=(m|0));d=0}do{x=l+(d+k<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[g>>3];d=d+1|0}while((d|0)!=(m|0));a=_Pb(k|0,0,1)|0;d=0;do{x=l+(d+a<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[j>>3];d=d+1|0}while((d|0)!=(m|0))}u=n;return}function m7a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[b+20>>2]|0;g=f[b+52>>2]|0;i=f[b+24>>2]|0;h=f[a>>2]|0;if(!i){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;return a|0}c=+p[j>>3]*+p[e>>3];if((i|0)>1)b=1;else{p[h>>3]=c;p[h+8>>3]=+p[j>>3]*+p[e+(g<<3)>>3];p[h+16>>3]=+p[j>>3]*+p[e+(g<<1<<3)>>3];return a|0}do{c=c+ +p[j+(b<<3)>>3]*+p[e+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h>>3]=c;d=e+(g<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+8>>3]=c;d=e+(g<<1<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+16>>3]=c;return a|0}function n7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+272|0;v=w+136|0;m=w;o=f[a+8>>2]|0;if((o|0)==1){h=1.0-+p[c>>3];i=f[a+4>>2]|0;if((i|0)<=0){u=w;return}g=f[a>>2]|0;e=0;do{v=g+(e<<3)|0;p[v>>3]=h*+p[v>>3];e=e+1|0}while((e|0)!=(i|0));u=w;return}l=a+4|0;q=f[l>>2]|0;r=o+-1|0;e=f[a>>2]|0;s=f[a+16>>2]|0;t=e+(s<<3)|0;k=f[b>>2]|0;j=f[b+4>>2]|0;n=(q|0)>0;g=(j|0)>1;do if(n){if(!j){dQb(d|0,0,q<<3|0)|0;e=f[a>>2]|0}else{if(g){g=0;do{a=t+(g<<3)|0;i=1;h=+p[a>>3]*+p[k>>3];do{x=a+((X(i,s)|0)<<3)|0;h=h+ +p[x>>3]*+p[k+(i<<3)>>3];i=i+1|0}while((i|0)!=(j|0));p[d+(g<<3)>>3]=h;g=g+1|0}while((g|0)!=(q|0))}else{g=0;do{p[d+(g<<3)>>3]=+p[t+(g<<3)>>3]*+p[k>>3];g=g+1|0}while((g|0)!=(q|0))}if(!n)break}p[d>>3]=+p[d>>3]+ +p[e>>3];if((q|0)!=1){g=1;do{x=d+(g<<3)|0;p[x>>3]=+p[x>>3]+ +p[e+(g<<3)>>3];g=g+1|0}while((g|0)!=(q|0))}}while(0);h=+p[c>>3];g=f[l>>2]|0;if((g|0)>0){p[e>>3]=+p[e>>3]-h*+p[d>>3];if((g|0)!=1){i=1;do{x=e+(i<<3)|0;p[x>>3]=+p[x>>3]-h*+p[d+(i<<3)>>3];i=i+1|0}while((i|0)!=(g|0))}}h=+p[c>>3];k=b;j=f[k>>2]|0;k=f[k+4>>2]|0;a=b+12|0;i=f[a>>2]|0;a=f[a+4>>2]|0;g=m+24|0;f[g>>2]=q;if(n){e=0;do{p[m+(e<<3)>>3]=h*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(q|0));e=f[g>>2]|0}else e=q;x=m+32|0;f[x>>2]=j;f[x+4>>2]=k;x=m+44|0;f[x>>2]=i;f[x+4>>2]=a;f[m+128>>2]=0;f[m+132>>2]=0;f[v+24>>2]=e;if((e|0)>0)bQb(v|0,m|0,e<<3|0)|0;x=v+32|0;f[x>>2]=j;f[x+4>>2]=k;x=v+44|0;f[x>>2]=i;f[x+4>>2]=a;f[v+128>>2]=0;f[v+132>>2]=0;if(n&(o|0)>1){e=0;do{i=j+(e<<3)|0;a=X(e,s)|0;g=0;do{x=t+(g+a<<3)|0;p[x>>3]=+p[x>>3]-+p[v+(g<<3)>>3]*+p[i>>3];g=g+1|0}while((g|0)!=(q|0));e=e+1|0}while((e|0)!=(r|0))}u=w;return}function o7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;w=x+128|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+120>>2]=0;f[o+124>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+120>>2]=0;f[w+124>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function p7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+208|0;w=x+104|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+96>>2]=0;f[o+100>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+96>>2]=0;f[w+100>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function q7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function r7a(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;j=u;u=u+16|0;i=j;q=+p[a>>3];o=+p[a+8>>3];l=+p[a+16>>3];r=+p[a+24>>3];n=r+(q*+p[c>>3]+(o*+p[c+8>>3]+l*+p[c+16>>3]));m=r+(q*+p[c+24>>3]+(o*+p[c+32>>3]+l*+p[c+40>>3]));l=r+(q*+p[c+48>>3]+(o*+p[c+56>>3]+l*+p[c+64>>3]));f=+K(+n)<d;g=!(n>0.0)&1;e=f?2:g;b[i>>0]=e;h=+K(+m)<d;c=h?2:!(m>0.0)&1;b[i+1>>0]=c;k=+K(+l)<d;a=k?2:!(l>0.0)&1;b[i+2>>0]=a;switch((h?(f?2:1):f&1)+(k&1)&7){case 2:{if(!f){k=g;u=j;return k|0}k=b[i+(h?2:1)>>0]|0;u=j;return k|0}case 1:{h=f?0:h?1:2;k=b[i+(((h+1|0)>>>0)%3|0)>>0]|0;k=k<<24>>24==(b[i+(((h+2|0)>>>0)%3|0)>>0]|0)?k:3;u=j;return k|0}case 0:{k=e<<24>>24==0;k=a<<24>>24==0^k|k^c<<24>>24==0?3:(k^1)&1;u=j;return k|0}case 3:{k=2;u=j;return k|0}default:{k=4;u=j;return k|0}}return 0}function s7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;a=f[c>>2]|0;g=(f[c+4>>2]|0)-a|0;h=g+1|0;if(!g){c=a;return c|0}if(!h){h=b+2496|0;d=f[h>>2]|0;g=((d+1|0)>>>0)%624|0;c=b+(d<<2)|0;e=f[b+(g<<2)>>2]|0;f[c>>2]=0-(e&1)&-1727483681^f[b+((((d+397|0)>>>0)%624|0)<<2)>>2]^(e&2147483646|f[c>>2]&-2147483648)>>>1;c=f[b+(f[h>>2]<<2)>>2]|0;c=c>>>11^c;f[h>>2]=g;c=c<<7&-1658038656^c;c=c<<15&-272236544^c;c=c>>>18^c;return c|0}d=32-(_(h|0)|0)|0;d=d+(((-1>>>(33-d|0)&h|0)==0)<<31>>31)|0;a=(d>>>5)+((d&31|0)!=0&1)|0;a=a>>>0>d>>>0?0:-1>>>(32-((d>>>0)/(a>>>0)|0)|0);d=b+2496|0;e=f[d>>2]|0;do{j=e;e=((e+1|0)>>>0)%624|0;g=b+(j<<2)|0;i=f[b+(e<<2)>>2]|0;f[g>>2]=0-(i&1)&-1727483681^f[b+((((j+397|0)>>>0)%624|0)<<2)>>2]^(i&2147483646|f[g>>2]&-2147483648)>>>1;g=f[b+(f[d>>2]<<2)>>2]|0;g=g>>>11^g;f[d>>2]=e;g=g<<7&-1658038656^g;g=g<<15&-272236544^g;g=(g>>>18^g)&a}while(g>>>0>=h>>>0);j=(f[c>>2]|0)+g|0;return j|0}function t7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l;c=f[b>>2]|0;g=c;if(((f[b+4>>2]|0)-c|0)!=12){k=0;u=l;return k|0}b=f[a>>2]|0;if(((f[a+4>>2]|0)-b|0)!=32){k=0;u=l;return k|0}d=g+4|0;if(((f[d>>2]|0)-(f[c>>2]|0)|0)!=32){k=0;u=l;return k|0}k=pOb(32)|0;i=k+32|0;j=b;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];f[k+16>>2]=f[j+16>>2];f[k+20>>2]=f[j+20>>2];f[k+24>>2]=f[j+24>>2];f[k+28>>2]=f[j+28>>2];f[e>>2]=0;j=e+4|0;f[j>>2]=0;f[e+8>>2]=0;b=(f[d>>2]|0)-(f[c>>2]|0)|0;a=b>>3;if(!a){d=0;e=0;b=0;a=0;c=0}else{if(a>>>0>536870911)AMb(e);h=pOb(b)|0;f[j>>2]=h;f[e>>2]=h;f[e+8>>2]=h+(a<<3);a=f[g>>2]|0;b=(f[d>>2]|0)-a|0;c=h;if((b|0)>0){g=h+(b>>>3<<3)|0;bQb(h|0,a|0,b|0)|0;f[j>>2]=g;d=h;e=g;b=c;a=g;c=h}else{d=h;e=h;b=c;a=c;c=h}}u7a(k,i);u7a(d,e);if((a-b|0)==32)if((f[k>>2]|0)==(f[b>>2]|0))if((f[k+4>>2]|0)==(f[b+4>>2]|0))if((f[k+8>>2]|0)==(f[b+8>>2]|0))if((f[k+12>>2]|0)==(f[b+12>>2]|0))if((f[k+16>>2]|0)==(f[b+16>>2]|0))if((f[k+20>>2]|0)==(f[b+20>>2]|0))if((f[k+24>>2]|0)==(f[b+24>>2]|0))b=(f[k+28>>2]|0)==(f[b+28>>2]|0)?1:0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;if(d|0){if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(c)}sOb(k);k=b;u=l;return k|0}function u7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+1632|0;k=0;a:while(1){d=b;i=b+-8|0;e=b+-16|0;j=b+-4|0;c=a;while(1){l=c;f[m+32>>2]=c;f[m+136>>2]=b;f[m+168>>2]=l;f[m+288>>2]=g;f[m+504>>2]=d;f[m+704>>2]=i;f[m+920>>2]=e;f[m+1096>>2]=j;f[m+1464>>2]=h;f[m+1560>>2]=k;f[m+1576>>2]=0;f[m+1580>>2]=0;N7a(m);c=f[m+32>>2]|0;l=f[m+168>>2]|0;g=f[m+288>>2]|0;h=f[m+1464>>2]|0;k=f[m+1560>>2]|0;G=f[m+1576>>2]|0;D=f[m+1580>>2]|0;H=+n[m+1580>>2];f[m+1576>>2]=0;f[m+1580>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((k|0)==133){k=0;u7a(g+8|0,b);a=l;b=g;continue}else if((k|0)==134){k=0;if(h){k=135;break}else{a=l;b=g;continue}}}a=1;if(a)if((k|0)==5){b=f[i>>2]|0;a=f[l>>2]|0;if((b|0)==(a|0)){if((f[j>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((b|0)>=(a|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;h=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=h;f[i>>2]=j;f[i+4>>2]=k;u=m;return}else if((k|0)==9){d=l+8|0;c=f[d>>2]|0;a=f[l>>2]|0;if((c|0)==(a|0))b=(f[l+12>>2]|0)<(f[l+4>>2]|0);else b=(c|0)<(a|0);a=f[i>>2]|0;if((a|0)==(c|0))a=(f[j>>2]|0)<(f[l+12>>2]|0);else a=(a|0)<(c|0);if(!b){if(!a){u=m;return}b=f[d>>2]|0;a=f[d+4>>2]|0;k=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=k;f[i>>2]=b;f[i+4>>2]=a;a=f[d>>2]|0;b=f[l>>2]|0;if((a|0)==(b|0)){if((f[l+12>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;i=f[d+4>>2]|0;f[l>>2]=f[d>>2];f[l+4>>2]=i;f[d>>2]=j;f[d+4>>2]=k;u=m;return}c=l;b=f[c>>2]|0;c=f[c+4>>2]|0;if(a){k=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=k;f[i>>2]=b;f[i+4>>2]=c;u=m;return}k=f[d+4>>2]|0;a=l;f[a>>2]=f[d>>2];f[a+4>>2]=k;f[d>>2]=b;f[d+4>>2]=c;a=f[i>>2]|0;if((a|0)==(b|0)){if((f[j>>2]|0)>=(c|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}l=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=l;f[i>>2]=b;f[i+4>>2]=c;u=m;return}else if((k|0)==27){v7a(l,l+8|0,l+16|0,i)|0;u=m;return}else if((k|0)==28){w7a(l,l+8|0,l+16|0,l+24|0,i)|0;u=m;return}else a=1;if(a)if((k|0)==30){i=l+16|0;h=l+8|0;a=f[h>>2]|0;g=f[l>>2]|0;if((a|0)==(g|0))c=(f[l+12>>2]|0)<(f[l+4>>2]|0);else c=(a|0)<(g|0);d=f[i>>2]|0;if((d|0)==(a|0))e=(f[l+20>>2]|0)<(f[l+12>>2]|0);else e=(d|0)<(a|0);do if(c){c=l;a=f[c>>2]|0;c=f[c+4>>2]|0;if(e){j=f[i+4>>2]|0;d=l;f[d>>2]=f[i>>2];f[d+4>>2]=j;f[i>>2]=a;f[i+4>>2]=c;d=a;break}g=f[h+4>>2]|0;j=l;f[j>>2]=f[h>>2];f[j+4>>2]=g;f[h>>2]=a;f[h+4>>2]=c;if((d|0)==(a|0)){if((f[l+20>>2]|0)>=(c|0))break}else if((d|0)>=(a|0))break;d=f[i+4>>2]|0;f[h>>2]=f[i>>2];f[h+4>>2]=d;f[i>>2]=a;f[i+4>>2]=c;d=a}else if(e){d=f[h>>2]|0;j=f[h+4>>2]|0;a=f[i>>2]|0;c=f[i+4>>2]|0;f[h>>2]=a;f[h+4>>2]=c;f[i>>2]=d;f[i+4>>2]=j;if((g|0)==(a|0)){if((f[l+4>>2]|0)<=(c|0))break}else if((g|0)<=(a|0))break;j=l;g=f[j>>2]|0;j=f[j+4>>2]|0;e=l;f[e>>2]=a;f[e+4>>2]=c;f[h>>2]=g;f[h+4>>2]=j}while(0);a=l+24|0;if((a|0)==(b|0)){u=m;return}else{h=a;a=i}while(1){c=f[h>>2]|0;if((c|0)==(d|0)){if((f[h+4>>2]|0)<(f[a+4>>2]|0))k=52}else if((c|0)<(d|0))k=52;if((k|0)==52){k=0;g=h;e=f[g>>2]|0;g=f[g+4>>2]|0;d=a;i=f[d+4>>2]|0;j=h;f[j>>2]=f[d>>2];f[j+4>>2]=i;b:do if((a|0)!=(l|0))while(1){c=a+-8|0;d=f[c>>2]|0;if((d|0)==(e|0)){if((f[a+-4>>2]|0)<=(g|0))break b}else if((d|0)<=(e|0))break b;i=f[c+4>>2]|0;j=a;f[j>>2]=f[c>>2];f[j+4>>2]=i;if((c|0)==(l|0)){a=c;break}else a=c}while(0);j=a;f[j>>2]=e;f[j+4>>2]=g}a=h+8|0;if((a|0)==(b|0))break;d=f[h>>2]|0;j=h;h=a;a=j}u=m;return}else if((k|0)==135)if(1){u=m;return}u=m}function v7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if((h|0)==(e|0))e=(f[b+4>>2]|0)<(f[a+4>>2]|0);else e=(h|0)<(e|0);g=f[c>>2]|0;if((g|0)==(h|0))h=(f[c+4>>2]|0)<(f[b+4>>2]|0);else h=(g|0)<(h|0);do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if((g|0)==(i|0)){if((f[c+4>>2]|0)>=(e|0)){j=1;break}}else if((g|0)>=(i|0)){j=1;break}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if((e|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){j=1;break}}else if((e|0)>=(h|0)){j=1;break}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if((e|0)==(g|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){b=j;return b|0}}else if((e|0)>=(g|0)){b=j;return b|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function w7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=v7a(a,b,c,d)|0;g=f[e>>2]|0;h=f[d>>2]|0;if((g|0)==(h|0)){if((f[e+4>>2]|0)>=(f[d+4>>2]|0))return i|0}else if((g|0)>=(h|0))return i|0;g=d;h=f[g>>2]|0;g=f[g+4>>2]|0;l=e;k=f[l+4>>2]|0;j=d;f[j>>2]=f[l>>2];f[j+4>>2]=k;f[e>>2]=h;f[e+4>>2]=g;e=i+1|0;g=f[d>>2]|0;h=f[c>>2]|0;if((g|0)==(h|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;l=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=d;f[e>>2]=h;f[e+4>>2]=g;e=i+2|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;k=c;l=f[k+4>>2]|0;e=b;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=c;f[e>>2]=h;f[e+4>>2]=g;e=i+3|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function x7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if((d|0)==(e|0)){if((f[b+-4>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((d|0)>=(e|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if((e|0)==(c|0))d=(f[a+12>>2]|0)<(f[a+4>>2]|0);else d=(e|0)<(c|0);c=f[g>>2]|0;if((c|0)==(e|0))c=(f[b+-4>>2]|0)<(f[a+12>>2]|0);else c=(c|0)<(e|0);if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if((c|0)==(d|0)){if((f[a+12>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if((c|0)==(d|0)){if((f[b+-4>>2]|0)>=(e|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{v7a(a,a+8|0,a+16|0,b+-8|0)|0;b=1;return b|0}case 5:{w7a(a,a+8|0,a+16|0,a+24|0,b+-8|0)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if((c|0)==(i|0))e=(f[a+12>>2]|0)<(f[a+4>>2]|0);else e=(c|0)<(i|0);g=f[d>>2]|0;if((g|0)==(c|0))h=(f[a+20>>2]|0)<(f[a+12>>2]|0);else h=(g|0)<(c|0);do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if((g|0)==(c|0)){if((f[a+20>>2]|0)>=(e|0))break}else if((g|0)>=(c|0))break;i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if((i|0)==(c|0)){if((f[a+4>>2]|0)<=(e|0))break}else if((i|0)<=(c|0))break;i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if((e|0)==(g|0)){if((f[k+4>>2]|0)<(f[d+4>>2]|0))l=48}else if((e|0)<(g|0))l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if((e|0)==(i|0)){if((f[h+-4>>2]|0)<=(j|0)){d=g;break b}}else if((e|0)<=(i|0)){d=g;break b}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function y7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0,J=0.0;H=u;u=u+512|0;F=H+464|0;G=H;l=pOb(48)|0;f[l>>2]=f[c>>2];f[l+4>>2]=f[c+4>>2];f[l+8>>2]=f[c+8>>2];f[l+12>>2]=f[c+12>>2];h=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[h+16>>0]=0;h=f[64687]|0;f[64687]=h+1;f[l+44>>2]=h;f[a>>2]=l;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[l+24>>2]=h;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;l=l+28|0;n=f[l>>2]|0;f[l>>2]=h;if(n|0){d=f[n>>2]|0;if(d|0){l=n+4|0;e=f[l>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[l>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h);e=f[l>>2]|0}}while((e|0)!=(d|0));d=f[n>>2]|0}sOb(d)}sOb(n)}l=f[a>>2]|0;n=pOb(12)|0;rqb(n,c);c=l+20|0;d=f[c>>2]|0;f[c>>2]=n;if(d|0){e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-8-e|0)>>>3)<<3);sOb(e)}sOb(d)}B=+(f[l>>2]|0);C=+(f[l+4>>2]|0);D=+(f[l+8>>2]|0);E=+(f[l+12>>2]|0);i=B-B;j=C-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));z=i*i;A=j*j;if(!(q<=+L(+(z+(A+1.0)))*+L(+(z+(A+0.0)))*2.220446049250313e-16)){A=k/q;z=m/q;y=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;A=+p[G+80>>3];z=+p[G+88>>3];y=+p[G+96>>3]}i=D-D;j=E-C;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));w=i*i;x=j*j;if(!(q<=+L(+(w+(x+1.0)))*+L(+(w+(x+0.0)))*2.220446049250313e-16)){x=k/q;w=m/q;v=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;x=+p[G+80>>3];w=+p[G+88>>3];v=+p[G+96>>3]}i=D-B;j=C-C;k=j+j*0.0;m=-i-i*0.0;o=j*i;o=o-o;q=+L(+(k*k+(o*o+m*m)));s=i*i;t=j*j;if(!(q<=+L(+(s+(t+1.0)))*+L(+(s+(t+0.0)))*2.220446049250313e-16)){t=k/q;s=m/q;r=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;t=+p[G+80>>3];s=+p[G+88>>3];r=+p[G+96>>3]}i=B-D;j=E-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));J=i*i;I=j*j;if(!(q<=+L(+(J+(I+1.0)))*+L(+(J+(I+0.0)))*2.220446049250313e-16)){k=k/q;j=m/q;i=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;k=+p[G+80>>3];j=+p[G+88>>3];i=+p[G+96>>3]}F=pOb(12)|0;d=pOb(128)|0;f[F>>2]=d;G=d+128|0;f[F+8>>2]=G;p[d>>3]=A;p[d+8>>3]=z;p[d+16>>3]=y;p[d+24>>3]=-(A*B+(y*0.0+z*E));p[d+32>>3]=x;p[d+40>>3]=w;p[d+48>>3]=v;p[d+56>>3]=-(x*D+(v*0.0+w*C));p[d+64>>3]=t;p[d+72>>3]=s;p[d+80>>3]=r;p[d+88>>3]=-(t*B+(r*0.0+s*C));p[d+96>>3]=k;p[d+104>>3]=j;p[d+112>>3]=i;p[d+120>>3]=-(k*D+(i*0.0+j*E));f[F+4>>2]=G;G=l+16|0;d=f[G>>2]|0;f[G>>2]=F;if(!d){u=H;return}e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-32-e|0)>>>5)<<5);sOb(e)}sOb(d);u=H;return}function z7a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(48)|0;f[d>>2]=f[a+4>>2];f[d+4>>2]=f[a+8>>2];f[d+8>>2]=f[a+12>>2];f[d+12>>2]=f[a+16>>2];e=d+16|0;f[d+36>>2]=0;f[d+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=f[64687]|0;f[64687]=e+1;f[d+44>>2]=e;e=f[a>>2]|0;f[a>>2]=d;if(e){l4a(e);sOb(e);d=f[a>>2]|0}f[a+20>>2]=c;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;A7a(a,d,0);return}function A7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;i=r+24|0;k=r+8|0;l=r;j=f[c>>2]|0;e=f[c+4>>2]|0;f[i>>2]=j;f[i+4>>2]=e;m=f[c+8>>2]|0;n=f[c+12>>2]|0;f[k+8>>2]=m;f[k+12>>2]=n;if(!(d&1)){o=((m-j|0)/2|0)+j|0;g=o;h=n;p=e}else{p=((n-e|0)/2|0)+e|0;g=m;h=p;o=j}f[i+8>>2]=g;f[i+12>>2]=h;f[k>>2]=o;f[k+4>>2]=p;q=d+1|0;if((q|0)==(f[a+20>>2]|0)){y7a(l,i);q=c+36|0;p=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=p;if(d|0){l4a(d);sOb(d)}y7a(l,k);q=c+40|0;c=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=c;if(d|0){l4a(d);sOb(d)}a=a+24|0;f[a>>2]=(f[a>>2]|0)+2;u=r;return}else{l=pOb(48)|0;f[l>>2]=j;f[l+4>>2]=e;f[l+8>>2]=g;f[l+12>>2]=h;g=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;g=f[64687]|0;d=g+1|0;f[64687]=d;f[l+44>>2]=g;g=c+36|0;e=f[g>>2]|0;f[g>>2]=l;if(e){l4a(e);sOb(e);d=f[64687]|0}l=pOb(48)|0;f[l>>2]=o;f[l+4>>2]=p;f[l+8>>2]=m;f[l+12>>2]=n;e=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[64687]=d+1;f[l+44>>2]=d;d=c+40|0;e=f[d>>2]|0;f[d>>2]=l;if(e|0){l4a(e);sOb(e)}c=a+24|0;f[c>>2]=(f[c>>2]|0)+2;A7a(a,f[g>>2]|0,q);A7a(a,f[d>>2]|0,q);u=r;return}}function B7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+176|0;d=e+16|0;g=e;Xmb(d,0);pqb(g,b);a=C7a(a,f[a>>2]|0,b,g,d)|0;if(a){q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}Ymb(d,1,c,1,1)|0;gnb(c,1);q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}function C7a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;v=u;u=u+192|0;q=v+36|0;t=v+24|0;s=v+12|0;n=v;l=f[c+36>>2]|0;if(l|0){if(!(b[l+32>>0]|0))if((f[e+8>>2]|0)<(f[l>>2]|0))k=0;else if((f[e>>2]|0)>(f[l+8>>2]|0))k=0;else if((f[e+12>>2]|0)<(f[l+4>>2]|0))k=0;else k=(f[e+4>>2]|0)<=(f[l+12>>2]|0);else if(!(b[(f[c+40>>2]|0)+32>>0]|0))k=0;else{h=c+32|0;if(b[h>>0]|0){t=1;u=v;return t|0}b[h>>0]=1;t=1;u=v;return t|0}j=c+40|0;h=f[j>>2]|0;if(!(b[h+32>>0]|0))if((f[e+8>>2]|0)<(f[h>>2]|0))i=0;else if((f[e>>2]|0)>(f[h+8>>2]|0))i=0;else if((f[e+12>>2]|0)<(f[h+4>>2]|0))i=0;else i=(f[e+4>>2]|0)<=(f[h+12>>2]|0);else i=0;if(k)h=C7a(a,l,d,e,g)|0;else h=1;if(!i){t=h;u=v;return t|0}t=h&(C7a(a,f[j>>2]|0,d,e,g)|0);u=v;return t|0}zqb(t,d);f[s>>2]=0;r=s+4|0;f[r>>2]=0;f[s+8>>2]=0;o=c+20|0;l=f[o>>2]|0;Xmb(q,0);h=q+76|0;Vlb(h,l,1,1)|0;Vlb(h,t,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,0,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}f[s>>2]=f[n>>2];f[r>>2]=f[l>>2];f[h>>2]=f[n+8>>2];m=c+24|0;l=f[m>>2]|0;Xmb(q,0);h=q+76|0;Wmb(h,l,1,1)|0;Wmb(h,s,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,2,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}a=f[n>>2]|0;f[s>>2]=a;e=f[l>>2]|0;f[r>>2]=e;f[h>>2]=f[n+8>>2];h=a;if((h|0)==(e|0))l=1;else{a=f[m>>2]|0;Xmb(q,0);e=q+76|0;Wmb(e,a,0,1)|0;Wmb(e,s,0,1)|0;f[n>>2]=0;a=n+4|0;f[a>>2]=0;f[n+8>>2]=0;Ymb(q,1,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(e);e=f[m>>2]|0;i=f[e>>2]|0;if(!i){h=e+4|0;i=e+8|0}else{h=e+4|0;j=f[h>>2]|0;if((j|0)!=(i|0)){do{k=j+-12|0;f[h>>2]=k;l=f[k>>2]|0;if(!l)j=k;else{j=j+-8|0;k=f[j>>2]|0;if((k|0)!=(l|0))f[j>>2]=k+(~((k+-8-l|0)>>>3)<<3);sOb(l);j=f[h>>2]|0}}while((j|0)!=(i|0));i=f[e>>2]|0}sOb(i);i=e+8|0;f[i>>2]=0;f[h>>2]=0;f[e>>2]=0}f[e>>2]=f[n>>2];f[h>>2]=f[a>>2];f[i>>2]=f[n+8>>2];Wmb(g+76|0,s,0,1)|0;e=f[d>>2]|0;E=+(f[e>>2]|0);D=+(f[e+4>>2]|0);C=+(f[e+8>>2]|0);B=+(f[e+12>>2]|0);A=+(f[e+16>>2]|0);z=+(f[e+20>>2]|0);y=+(f[e+24>>2]|0);x=+(f[e+28>>2]|0);w=+(f[e+32>>2]|0);e=q+4|0;a=pOb(72)|0;f[q>>2]=a;h=a+72|0;f[q+8>>2]=h;p[a>>3]=E;p[a+8>>3]=D;p[a+16>>3]=C;p[a+24>>3]=B;p[a+32>>3]=A;p[a+40>>3]=z;p[a+48>>3]=y;p[a+56>>3]=x;p[a+64>>3]=w;f[e>>2]=h;h=f[c+28>>2]|0;a=h+4|0;k=f[a>>2]|0;if((k|0)==(f[h+8>>2]|0))D7a(h,q);else{f[k>>2]=0;l=k+4|0;f[l>>2]=0;f[k+8>>2]=0;h=(f[e>>2]|0)-(f[q>>2]|0)|0;j=(h|0)/24|0;if(h|0){if(j>>>0>178956970)AMb(k);i=pOb(h)|0;f[l>>2]=i;f[k>>2]=i;f[k+8>>2]=i+(j*24|0);h=f[q>>2]|0;j=f[e>>2]|0;if((h|0)!=(j|0)){do{p[i>>3]=+p[h>>3];p[i+8>>3]=+p[h+8>>3];p[i+16>>3]=+p[h+16>>3];h=h+24|0;i=i+24|0}while((h|0)!=(j|0));f[l>>2]=i}}f[a>>2]=(f[a>>2]|0)+12}if(t7a(f[o>>2]|0,f[m>>2]|0)|0)b[c+32>>0]=1;h=f[q>>2]|0;if(h|0){i=f[e>>2]|0;if((i|0)!=(h|0))f[e>>2]=i+(~(((i+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}l=0;h=f[s>>2]|0}if(h|0){i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h)}j=f[t>>2]|0;if(j|0){h=t+4|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j)}t=l;u=v;return t|0}function D7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;e=f[r>>2]|0;h=f[a>>2]|0;m=(e-h|0)/12|0;c=m+1|0;n=h;if(c>>>0>357913941)AMb(a);q=a+8|0;o=((f[q>>2]|0)-h|0)/12|0;g=o<<1;g=o>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)k=0;else if(g>>>0>357913941)vd();else{k=pOb(g*12|0)|0;break}while(0);d=k+(m*12|0)|0;c=d;o=k+(g*12|0)|0;f[d>>2]=0;l=k+(m*12|0)+4|0;f[l>>2]=0;f[k+(m*12|0)+8>>2]=0;j=f[b+4>>2]|0;b=f[b>>2]|0;g=j-b|0;i=(g|0)/24|0;if(g|0){if(i>>>0>178956970)AMb(d);g=pOb(g)|0;f[l>>2]=g;f[d>>2]=g;f[k+(m*12|0)+8>>2]=g+(i*24|0);if((b|0)!=(j|0)){do{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];b=b+24|0;g=g+24|0}while((b|0)!=(j|0));f[l>>2]=g}}g=d+12|0;if((e|0)!=(n|0)){do{m=d+-12|0;l=e;e=e+-12|0;f[m>>2]=0;k=d+-8|0;f[k>>2]=0;f[d+-4>>2]=0;f[m>>2]=f[e>>2];m=l+-8|0;f[k>>2]=f[m>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(n|0));h=f[a>>2]|0}f[a>>2]=c;c=f[r>>2]|0;f[r>>2]=g;f[q>>2]=o;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function E7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;pqb(e,b);c=F7a(a,f[a>>2]|0,b,e,c)|0;u=d;return c|0}function F7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0;L=u;u=u+320|0;C=L+208|0;s=L+312|0;r=L+300|0;g=L+288|0;h=L+176|0;K=L+276|0;H=L+264|0;E=L+252|0;t=L+32|0;v=L;w=L+248|0;x=L+244|0;y=L+240|0;k=f[a+84>>2]|0;z=+p[k+48>>3];A=+p[k+56>>3];k=f[b+36>>2]|0;if(k|0){h=f[d+8>>2]|0;if((h|0)<(f[k>>2]|0))j=0;else if((f[d>>2]|0)>(f[k+8>>2]|0))j=0;else if((f[d+12>>2]|0)<(f[k+4>>2]|0))j=0;else j=(f[d+4>>2]|0)<=(f[k+12>>2]|0);i=b+40|0;g=f[i>>2]|0;if((h|0)<(f[g>>2]|0))h=0;else if((f[d>>2]|0)>(f[g+8>>2]|0))h=0;else if((f[d+12>>2]|0)<(f[g+4>>2]|0))h=0;else h=(f[d+4>>2]|0)<=(f[g+12>>2]|0);if(j)g=F7a(a,k,c,d,e)|0;else g=1;if(!h){K=g;u=L;return K|0}K=g&(F7a(a,f[i>>2]|0,c,d,e)|0);u=L;return K|0}I=f[c>>2]|0;R=+(f[I>>2]|0);Q=+(f[I+4>>2]|0);P=+(f[I+8>>2]|0);M=+(f[I+12>>2]|0);N=+(f[I+16>>2]|0);O=+(f[I+20>>2]|0);I=g+4|0;J=pOb(48)|0;f[g>>2]=J;G=J+48|0;f[g+8>>2]=G;p[J>>3]=R;p[J+8>>3]=Q;p[J+16>>3]=P;p[J+24>>3]=M;p[J+32>>3]=N;p[J+40>>3]=O;f[I>>2]=G;O=+(f[b+4>>2]|0);N=+(f[b+8>>2]|0);M=+(f[b+12>>2]|0);p[h>>3]=+(f[b>>2]|0);p[h+8>>3]=O;p[h+16>>3]=N;p[h+24>>3]=M;f[K>>2]=0;G=K+4|0;f[G>>2]=0;f[K+8>>2]=0;if(vqb(J,f[b+16>>2]|0,h,K)|0)i=1;else{f[H>>2]=0;F=H+4|0;f[F>>2]=0;f[H+8>>2]=0;D7a(H,K);f[E>>2]=0;D=E+4|0;f[D>>2]=0;f[E+8>>2]=0;m=f[b+28>>2]|0;g=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((g|0)==(m|0)){g=f[H>>2]|0;n=f[F>>2]|0;B=42}else{n=r+4|0;o=r+8|0;q=E+8|0;l=g;b:while(1){qqb(v,f[l>>2]|0,3);g=f[F>>2]|0;h=f[H>>2]|0;if((g|0)!=(h|0)){j=0;do{b=h+(j*12|0)|0;qqb(C,f[b>>2]|0,2);if(Bqb(f[l>>2]|0,v,f[b>>2]|0,C,t,s,A,z)|0){if(f[s>>2]&2147483647|0){b=0;do{M=+p[t+(b*24|0)>>3];N=+p[t+(b*24|0)+8>>3];O=+p[t+(b*24|0)+16>>3];d=b|1;P=+p[t+(d*24|0)>>3];Q=+p[t+(d*24|0)+8>>3];R=+p[t+(d*24|0)+16>>3];d=pOb(48)|0;f[r>>2]=d;h=d+48|0;f[o>>2]=h;p[d>>3]=M;p[d+8>>3]=N;p[d+16>>3]=O;p[d+24>>3]=P;p[d+32>>3]=Q;p[d+40>>3]=R;f[n>>2]=h;h=f[D>>2]|0;if((h|0)==(f[q>>2]|0)){D7a(E,r);g=f[r>>2]|0}else{f[h>>2]=0;d=h+4|0;f[d>>2]=0;f[h+8>>2]=0;g=f[r>>2]|0;k=(f[n>>2]|0)-g|0;a=(k|0)/24|0;if(k){if(a>>>0>178956970)break b;c=pOb(k)|0;f[d>>2]=c;f[h>>2]=c;f[h+8>>2]=c+(a*24|0);g=f[r>>2]|0;a=f[n>>2]|0;if((g|0)!=(a|0)){k=g;h=c;do{p[h>>3]=+p[k>>3];p[h+8>>3]=+p[k+8>>3];p[h+16>>3]=+p[k+16>>3];k=k+24|0;h=h+24|0}while((k|0)!=(a|0));f[d>>2]=h;h=f[D>>2]|0}}f[D>>2]=h+12}if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}b=b+2|0}while(b>>>0<f[s>>2]<<1>>>0)}b=f[H>>2]|0;d=b+(j*12|0)|0;h=f[F>>2]|0;c=h+-12|0;a=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=a;c=b+(j*12|0)+4|0;a=h+-8|0;d=f[c>>2]|0;f[c>>2]=f[a>>2];f[a>>2]=d;b=b+(j*12|0)+8|0;h=h+-4|0;a=f[b>>2]|0;f[b>>2]=f[h>>2];f[h>>2]=a;h=f[F>>2]|0;a=h+-12|0;while(1){g=h+-12|0;f[F>>2]=g;k=f[g>>2]|0;if(k){g=h+-8|0;h=f[g>>2]|0;if((h|0)!=(k|0))f[g>>2]=h+(~(((h+-24-k|0)>>>0)/24|0)*24|0);sOb(k);g=f[F>>2]|0}if((g|0)==(a|0))break;else h=g}}else{j=j+1|0;g=f[F>>2]|0}h=f[H>>2]|0}while(j>>>0<((g-h|0)/12|0)>>>0)}h=f[E>>2]|0;j=f[D>>2]|0;if((h|0)!=(j|0)){f[w>>2]=g;f[x>>2]=h;f[y>>2]=j;f[r>>2]=f[w>>2];f[s>>2]=f[x>>2];f[C>>2]=f[y>>2];G7a(H,r,s,C)|0;k=f[E>>2]|0;g=f[D>>2]|0;if((g|0)!=(k|0))do{h=g+-12|0;f[D>>2]=h;j=f[h>>2]|0;if(!j)g=h;else{g=g+-8|0;h=f[g>>2]|0;if((h|0)!=(j|0))f[g>>2]=h+(~(((h+-24-j|0)>>>0)/24|0)*24|0);sOb(j);g=f[D>>2]|0}}while((g|0)!=(k|0))}g=f[H>>2]|0;h=f[F>>2]|0;l=l+12|0;if((g|0)==(h|0)){i=1;break a}if((l|0)==(m|0)){n=h;B=42;break a}}AMb(h)}while(0);c:do if((B|0)==42)if((g|0)==(n|0))i=0;else{b=e+4|0;l=e+8|0;m=C+4|0;d=g;while(1){U6a(C,d);j=f[b>>2]|0;if((j|0)==(f[l>>2]|0)){H7a(e,C);g=f[C>>2]|0}else{f[j>>2]=0;c=j+4|0;f[c>>2]=0;f[j+8>>2]=0;g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;k=h>>3;if(k){if(k>>>0>536870911)break;a=pOb(h)|0;f[c>>2]=a;f[j>>2]=a;f[j+8>>2]=a+(k<<3);g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;if((h|0)>0){bQb(a|0,g|0,h|0)|0;f[c>>2]=a+(h>>>3<<3)}}f[b>>2]=(f[b>>2]|0)+12}if(g|0){h=f[m>>2]|0;if((h|0)!=(g|0))f[m>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}d=d+12|0;if((d|0)==(n|0)){i=0;break c}}AMb(j)}while(0);g=f[E>>2]|0;if(g|0){h=f[D>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[D>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[D>>2]|0}}while((h|0)!=(g|0));g=f[E>>2]|0}sOb(g)}g=f[H>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[F>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[F>>2]|0}}while((h|0)!=(g|0));g=f[H>>2]|0}sOb(g)}}g=f[K>>2]|0;if(g|0){h=f[G>>2]|0;if((h|0)!=(g|0))f[G>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}g=f[I>>2]|0;if((g|0)!=(J|0))f[I>>2]=g+(~(((g+-24-J|0)>>>0)/24|0)*24|0);sOb(J);K=i;u=L;return K|0}function G7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0;l=f[a>>2]|0;h=l;i=(f[b>>2]|0)-h|0;b=l+(((i|0)/12|0)*12|0)|0;m=f[c>>2]|0;g=f[d>>2]|0;v=g-m|0;o=(v|0)/12|0;t=g;if((v|0)<=0){v=b;return v|0}u=a+8|0;e=f[u>>2]|0;v=a+4|0;q=f[v>>2]|0;d=q;if((o|0)<=((e-d|0)/12|0|0)){n=d-b|0;d=(n|0)/12|0;if((o|0)>(d|0)){d=m+(d*12|0)|0;g=d;a:do if((d|0)==(t|0))k=q;else{e=q;while(1){f[e>>2]=0;m=e+4|0;f[m>>2]=0;f[e+8>>2]=0;j=d+4|0;h=(f[j>>2]|0)-(f[d>>2]|0)|0;i=(h|0)/24|0;if(h|0){if(i>>>0>178956970)break;l=pOb(h)|0;f[m>>2]=l;f[e>>2]=l;f[e+8>>2]=l+(i*24|0);h=f[d>>2]|0;i=f[j>>2]|0;if((h|0)!=(i|0)){e=l;do{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[h+8>>3];p[e+16>>3]=+p[h+16>>3];h=h+24|0;e=e+24|0}while((h|0)!=(i|0));f[m>>2]=e}}d=d+12|0;e=(f[v>>2]|0)+12|0;f[v>>2]=e;if((d|0)==(t|0)){k=e;break a}}AMb(e)}while(0);if((n|0)<=0){v=b;return v|0}}else k=q;e=k-(b+(o*12|0))|0;h=b+(((e|0)/12|0)*12|0)|0;if(h>>>0<q>>>0){d=h;i=k;do{f[i>>2]=0;u=i+4|0;f[u>>2]=0;f[i+8>>2]=0;f[i>>2]=f[d>>2];a=d+4|0;f[u>>2]=f[a>>2];u=d+8|0;f[i+8>>2]=f[u>>2];f[u>>2]=0;f[a>>2]=0;f[d>>2]=0;d=d+12|0;i=(f[v>>2]|0)+12|0;f[v>>2]=i}while(d>>>0<q>>>0)}if(e|0)do{j=h;h=h+-12|0;d=k;k=k+-12|0;e=f[k>>2]|0;l=d+-8|0;if(!e)d=d+-4|0;else{i=f[l>>2]|0;if((i|0)!=(e|0))f[l>>2]=i+(~(((i+-24-e|0)>>>0)/24|0)*24|0);sOb(e);d=d+-4|0;f[d>>2]=0;f[l>>2]=0;f[k>>2]=0}f[k>>2]=f[h>>2];v=j+-8|0;f[l>>2]=f[v>>2];a=j+-4|0;f[d>>2]=f[a>>2];f[a>>2]=0;f[v>>2]=0;f[h>>2]=0}while((h|0)!=(b|0));d=f[c>>2]|0;if((d|0)==(g|0)){v=b;return v|0}else e=b;while(1){if((e|0)!=(d|0))I7a(e,f[d>>2]|0,f[d+4>>2]|0);d=d+12|0;if((d|0)==(g|0))break;else e=e+12|0}return b|0}d=((d-h|0)/12|0)+o|0;if(d>>>0>357913941)AMb(a);c=(e-h|0)/12|0;g=c<<1;g=c>>>0<178956970?(g>>>0<d>>>0?d:g):357913941;d=(i|0)/12|0;do if(!g)j=0;else if(g>>>0>357913941)vd();else{j=pOb(g*12|0)|0;break}while(0);o=j+(d*12|0)|0;e=o;n=j+(g*12|0)|0;do if((m|0)==(t|0)){s=e;r=l}else{l=e;i=o;k=m;while(1){f[i>>2]=0;j=i+4|0;f[j>>2]=0;f[i+8>>2]=0;h=k+4|0;d=(f[h>>2]|0)-(f[k>>2]|0)|0;g=(d|0)/24|0;if(d|0){if(g>>>0>178956970){d=35;break}d=pOb(d)|0;f[j>>2]=d;f[i>>2]=d;f[i+8>>2]=d+(g*24|0);g=f[k>>2]|0;h=f[h>>2]|0;if((g|0)!=(h|0)){do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(h|0));f[j>>2]=d}}d=l+12|0;l=d;k=k+12|0;if((k|0)==(t|0)){d=40;break}else i=d}if((d|0)==35)AMb(i);else if((d|0)==40){s=l;r=f[a>>2]|0;break}}while(0);if((r|0)==(b|0)){d=o;h=e}else{g=b;d=o;do{t=d+-12|0;c=g;g=g+-12|0;f[t>>2]=0;q=d+-8|0;f[q>>2]=0;f[d+-4>>2]=0;f[t>>2]=f[g>>2];t=c+-8|0;f[q>>2]=f[t>>2];c=c+-4|0;f[d+-4>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[g>>2]=0;d=e+-12|0;e=d}while((g|0)!=(r|0));h=e}g=f[v>>2]|0;if((g|0)==(b|0))e=s;else{e=s;d=s;do{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;f[d>>2]=f[b>>2];t=b+4|0;f[c>>2]=f[t>>2];c=b+8|0;f[d+8>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[b>>2]=0;b=b+12|0;d=e+12|0;e=d}while((b|0)!=(g|0));d=h;b=f[v>>2]|0}h=f[a>>2]|0;f[a>>2]=d;f[v>>2]=e;f[u>>2]=n;if((b|0)!=(h|0))do{d=b;b=b+-12|0;g=f[b>>2]|0;if(g|0){d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((b|0)!=(h|0));if(!h){v=o;return v|0}sOb(h);v=o;return v|0}function H7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=a+4|0;g=f[q>>2]|0;i=f[a>>2]|0;n=(g-i|0)/12|0;c=n+1|0;e=i;if(c>>>0>357913941)AMb(a);p=a+8|0;o=((f[p>>2]|0)-i|0)/12|0;h=o<<1;h=o>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)m=0;else if(h>>>0>357913941)vd();else{m=pOb(h*12|0)|0;break}while(0);c=m+(n*12|0)|0;d=c;o=m+(h*12|0)|0;f[c>>2]=0;k=m+(n*12|0)+4|0;f[k>>2]=0;f[m+(n*12|0)+8>>2]=0;l=f[b>>2]|0;h=(f[b+4>>2]|0)-l|0;b=h>>3;if(b|0){if(b>>>0>536870911)AMb(c);j=pOb(h)|0;f[k>>2]=j;f[c>>2]=j;f[m+(n*12|0)+8>>2]=j+(b<<3);if((h|0)>0){bQb(j|0,l|0,h|0)|0;f[k>>2]=j+(h>>>3<<3)}}h=c+12|0;if((g|0)!=(e|0)){do{n=c+-12|0;m=g;g=g+-12|0;f[n>>2]=0;l=c+-8|0;f[l>>2]=0;f[c+-4>>2]=0;f[n>>2]=f[g>>2];n=m+-8|0;f[l>>2]=f[n>>2];m=m+-4|0;f[c+-4>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[g>>2]=0;c=d+-12|0;d=c}while((g|0)!=(e|0));i=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=d;f[q>>2]=h;f[p>>2]=o;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function I7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/24|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/24|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-24-i|0)>>>0)/24|0)*24|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>178956970)AMb(a);i=(d|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<j>>>0?j:e):178956970;if(e>>>0>178956970)AMb(a);d=pOb(e*24|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*24|0);if((b|0)==(c|0))return;do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/24|0;h=j>>>0>d>>>0;d=b+(d*24|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-24-b|0)>>>0)/24|0)*24|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{p[b>>3]=+p[d>>3];p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];d=d+24|0;b=b+24|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function J7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*12|0)|0,b+(l*12|0)|0,b+(d*12|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((K7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*12|0)|0;m=b+(i*12|0)|0;$h[g&3](h,1,b+(j*12|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*12|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*12|0)|0,b+(c*12|0)|0,b+(n*12|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=O7a(a,b,c,d,e,g,h)|0;return n|0}function K7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+80|0;p=y+36|0;q=p;i=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;o=f[c+-4>>2]|0;b=a+(o*12|0)|0;m=+n[b>>2];k=m-+n[a+(l*12|0)>>2];g=+n[a+(o*12|0)+4>>2]-+n[a+(l*12|0)+4>>2];e=+n[a+(o*12|0)+8>>2]-+n[a+(l*12|0)+8>>2];n[p>>2]=k;l=p+4|0;n[l>>2]=g;o=p+8|0;n[o>>2]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*12|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+n[j>>2];k=m-k;g=+n[a+(h*12|0)+4>>2]-+n[b+4>>2];e=+n[a+(h*12|0)+8>>2]-+n[b+8>>2];n[p>>2]=k;n[l>>2]=g;n[o>>2]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[p+12>>2]=k==0.0?0:k<0.0?-1:1;f[p+16>>2]=g==0.0?0:g<0.0?-1:1;f[p+20>>2]=e==0.0?0:e<0.0?-1:1;n[p+24>>2]=0.0;n[p+28>>2]=0.0;n[p+32>>2]=0.0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*12|0)|0;k=+n[a+(b*12|0)+4>>2]-+n[s+4>>2];m=+n[a+(b*12|0)+8>>2]-+n[s+8>>2];b=i;p=i;n[p>>2]=+n[w>>2]-+n[s>>2];n[b+4>>2]=k;n[b+8>>2]=m;m=+n[p>>2];p=m==0.0;b=m<0.0?-1:1;s=i;d=s+12|0;f[d>>2]=p?0:b;if(p){b=f[t+12>>2]|0;f[d>>2]=b}m=+n[s+4>>2];p=m==0.0;d=m<0.0?-1:1;j=s+16|0;f[j>>2]=p?0:d;if(p){d=f[t+16>>2]|0;f[j>>2]=d}g=+n[s+8>>2];o=g==0.0;j=g<0.0?-1:1;l=s+20|0;f[l>>2]=o?0:j;if(o){j=f[t+20>>2]|0;f[l>>2]=j}e=+n[s>>2];if(e!=0.0|p^1|o^1){l=t;h=h+((b|0)!=(f[l+12>>2]|0)&1)|0;b=q+((d|0)!=(f[l+16>>2]|0)&1)|0;d=r+((j|0)!=(f[l+20>>2]|0)&1)|0;z=+n[l+4>>2];B=+n[l+8>>2];k=g*z-m*B;A=+n[l>>2];g=e*B-g*A;e=m*A-e*z;n[s+24>>2]=k;n[s+28>>2]=g;n[s+32>>2]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+n[l+24>>2]+g*+n[l+28>>2]+e*+n[l+32>>2]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function L7a(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0;n=f[a+320>>2]|0;l=f[a+400>>2]|0;m=f[a+408>>2]|0;i=f[a+808>>2]|0;o=f[a+816>>2]|0;j=f[a+824>>2]|0;q=f[a+1392>>2]|0;r=f[a+1400>>2]|0;a:{if(q){q=0;switch(r|0){case 4:case 2:case 0:{c=l+1|0;d=m;break}case 1:{c=f[(n+12|0)>>2]|0;d=f[(c+4|0)>>2]|0;if((d|0)==(f[c+8>>2]|0))u6a(c,j);else{p[d>>3]=+p[j>>3];p[d+8>>3]=+p[i+(l*72|0)+8>>3];p[d+16>>3]=+p[i+(l*72|0)+16>>3];p[d+24>>3]=+p[i+(l*72|0)+24>>3];p[d+32>>3]=+p[i+(l*72|0)+32>>3];p[d+40>>3]=+p[i+(l*72|0)+40>>3];p[d+48>>3]=+p[i+(l*72|0)+48>>3];p[d+56>>3]=+p[i+(l*72|0)+56>>3];p[d+64>>3]=+p[i+(l*72|0)+64>>3];f[(c+4|0)>>2]=d+72}e=f[(n+16|0)>>2]|0;c=(f[e>>2]|0)+(l*72|0)|0;h=f[(e+4|0)>>2]|0;if((c+72|0|0)!=(h|0)){d=c+72|0;do{g=+p[d>>3];p[d>>3]=+p[c>>3];p[c>>3]=g;k=d+8|0;g=+p[k>>3];s=c+8|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+16|0;g=+p[s>>3];k=c+16|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+24|0;g=+p[k>>3];s=c+24|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+32|0;g=+p[s>>3];k=c+32|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+40|0;g=+p[k>>3];s=c+40|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+48|0;g=+p[s>>3];k=c+48|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+56|0;g=+p[k>>3];s=c+56|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+64|0;g=+p[s>>3];k=c+64|0;p[s>>3]=+p[k>>3];p[k>>3]=g;d=d+72|0;c=c+72|0}while((d|0)!=(h|0))}if((h|0)!=(c|0))f[(e+4|0)>>2]=h+(~(((h+-72-c|0)>>>0)/72|0)*72|0);c=l;d=m+-1|0;break}default:q=1}}if(q){q=0;switch(r|0){case 3:{k=l+1|0;z=+p[((a+72|0)+8|0)>>3];y=+p[((a+72|0)+16|0)>>3];x=+p[((a+72|0)+24|0)>>3];w=+p[((a+72|0)+32|0)>>3];v=+p[((a+72|0)+40|0)>>3];u=+p[((a+72|0)+48|0)>>3];t=+p[((a+72|0)+56|0)>>3];g=+p[((a+72|0)+64|0)>>3];p[j>>3]=+p[(a+72|0)>>3];p[i+(l*72|0)+8>>3]=z;p[i+(l*72|0)+16>>3]=y;p[i+(l*72|0)+24>>3]=x;p[i+(l*72|0)+32>>3]=w;p[i+(l*72|0)+40>>3]=v;p[i+(l*72|0)+48>>3]=u;p[i+(l*72|0)+56>>3]=t;p[i+(l*72|0)+64>>3]=g;d=b[((a+288|0)+1|0)>>0]|0;if((d&255)>3){c=3;do{e=f[(n+16|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+1|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0)}else c=3;d=b[((a+288|0)+2|0)>>0]|0;if(c>>>0<(d&255)>>>0){do{e=f[(n+12|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0);c=k;d=m}else{c=k;d=m}break}default:q=1}}if(q){q=0;switch(r|0){default:{c=l;d=m}}}if(c>>>0>=d>>>0){f[a+1408>>2]=2;f[a+1412>>2]=1;break a}l=c;m=d;o=f[(n+16|0)>>2]|0}f[a+400>>2]=l;f[a+408>>2]=m;f[a+816>>2]=o;f[a+1392>>2]=q}function M7a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;o=f[a+80>>2]|0;v=f[a+88>>2]|0;w=f[a+96>>2]|0;q=f[a+144>>2]|0;r=f[a+168>>2]|0;u=f[a+176>>2]|0;s=f[a+200>>2]|0;t=f[a+872>>2]|0;c=f[a+880>>2]|0;n=f[a+888>>2]|0;x=f[a+976>>2]|0;a:{b:do if((c|0)!=(n|0))while(1){P6a(a,f[(v+36|0)>>2]|0,c,o+40|0,+p[(o+32|0)>>3]);c:{d=1;e=b[a>>0]|0;if(d)switch(e|0){case 0:{d=f[u>>2]|0;if((d|0)==(f[((a+28|0)+8|0)>>2]|0)){V4a(a+28|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[u>>2]=d+88;break c}}case 1:{d=f[s>>2]|0;if((d|0)==(f[t>>2]|0)){V4a(a+16|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[s>>2]=d+88;break c}}case 2:{f[(o+16|0)>>2]=(f[(o+16|0)>>2]|0)+1;d=f[r>>2]|0;if((d|0)==(f[q>>2]|0)){V4a(a+40|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[r>>2]=d+88;break c}}default:d=1}if(d)switch(e|0){case 3:{f[(o+12|0)>>2]=(f[(o+12|0)>>2]|0)+1;d=b[(a+2|0)>>0]|0;f[(o+24|0)>>2]=(f[(o+24|0)>>2]|0)+-1+(((d&255)/3|0)&255);if(d<<24>>24){m=c+72|0;l=0;do{e=(l|0)<(h[(a+1|0)>>0]|0)?a+28|0:a+16|0;g=o+40+(l*24|0)|0;i=l+1|0;j=l+2|0;k=f[(e+4|0)>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){p[k>>3]=+p[g>>3];p[k+8>>3]=+p[o+40+(l*24|0)+8>>3];p[k+16>>3]=+p[o+40+(l*24|0)+16>>3];p[k+24>>3]=+p[(o+40+(i*24|0)|0)>>3];p[k+32>>3]=+p[o+40+(i*24|0)+8>>3];p[k+40>>3]=+p[o+40+(i*24|0)+16>>3];p[k+48>>3]=+p[(o+40+(j*24|0)|0)>>3];p[k+56>>3]=+p[o+40+(j*24|0)+8>>3];p[k+64>>3]=+p[o+40+(j*24|0)+16>>3];f[(k+72|0)>>2]=f[m>>2];f[(k+72|0)+4>>2]=f[m+4>>2];f[(k+72|0)+8>>2]=f[m+8>>2];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+88}else{$6a(e,g,o+40+(i*24|0)|0,o+40+(j*24|0)|0,m);d=b[(a+2|0)>>0]|0}l=l+3|0}while((l|0)<(d&255|0))}break}case 4:{f[(o+20|0)>>2]=(f[(o+20|0)>>2]|0)+1;break}default:{}}}c=c+88|0;if((c|0)==(n|0))break b}while(0);c=f[r>>2]|0;g=f[(a+40|0)>>2]|0;f[(o+8|0)>>2]=((c-g|0)/88|0)+(f[(o+8|0)>>2]|0);i=f[(v+36|0)>>2]|0;d=f[(i+32|0)>>2]|0;if(!d){e=i+40|0;d=g}else{c=f[(i+36|0)>>2]|0;if((c|0)!=(d|0))f[(i+36|0)>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);f[(i+40|0)>>2]=0;f[(i+36|0)>>2]=0;f[(i+32|0)>>2]=0;e=i+40|0;d=f[(a+40|0)>>2]|0;c=f[r>>2]|0}f[(i+32|0)>>2]=d;f[(i+36|0)>>2]=c;f[e>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[(a+40|0)>>2]=0;l=f[(a+16|0)>>2]|0;m=f[s>>2]|0;do{k=1;if(k){k=0;if((f[(a+28|0)>>2]|0)==(f[u>>2]|0)){if((l|0)!=(m|0)){Z6a(a,a+8|0,a+16|0);u=(f[(v+36|0)>>2]|0)+48|0;r=f[a>>2]|0;f[a>>2]=0;c=f[u>>2]|0;f[u>>2]=r;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+48>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+16|0)>>2];f[(v+28|0)>>2]=f[s>>2];f[(v+32|0)>>2]=f[t>>2];f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;break}c=f[(v+20|0)>>2]|0;if(!c){x=69;f[a+1008>>2]=2;f[a+1012>>2]=3;break a}g=c+-1+(f[(v+16|0)>>2]|0)|0;i=f[(f[(v+4|0)>>2]|0)+(g>>>8<<2)>>2]|0;c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(i+((g&255)<<4)+4|0)>>2];f[(v+28|0)>>2]=f[(i+((g&255)<<4)+8|0)>>2];f[(v+32|0)>>2]=f[(i+((g&255)<<4)+12|0)>>2];f[(i+((g&255)<<4)+12|0)>>2]=0;f[(i+((g&255)<<4)+8|0)>>2]=0;f[(i+((g&255)<<4)+4|0)>>2]=0;Z6a(a,a+8|0,v+24|0);r=(f[(i+((g&255)<<4)|0)>>2]|0)+48|0;q=f[a>>2]|0;f[a>>2]=0;c=f[r>>2]|0;f[r>>2]=q;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(i+((g&255)<<4)|0)>>2]|0)+48>>2];g=f[(v+20|0)>>2]|0;d=f[(v+16|0)>>2]|0;e=f[(v+4|0)>>2]|0;i=f[e+((g+-1+d|0)>>>8<<2)>>2]|0;j=f[i+(((g+-1+d|0)&255)<<4)+4>>2]|0;if(j){c=f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]|0;if((c|0)!=(j|0))f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]=c+(~(((c+-88-j|0)>>>0)/88|0)*88|0);sOb(j);g=f[(v+20|0)>>2]|0;e=f[(v+4|0)>>2]|0;d=f[(v+16|0)>>2]|0}f[(v+20|0)>>2]=g+-1;c=f[(v+8|0)>>2]|0;r=c-e|0;if((1-d-g+((r|0)==0?0:(r<<6)+-1|0)|0)>>>0>511){sOb(f[c+-4>>2]|0);f[(v+8|0)>>2]=(f[(v+8|0)>>2]|0)+-4}}else k=1}if(k)if(1){if((l|0)!=(m|0)){i=f[(v+36|0)>>2]|0;j=f[t>>2]|0;f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0;c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;if((((g-e|0|0)==0?0:((g-e|0)<<6)+-1|0)|0)==(d+c|0)){a7a(v);c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0}c=d+c|0;if((g|0)==(e|0))c=0;else c=(f[e+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=i;f[c+4>>2]=l;f[c+8>>2]=m;f[c+12>>2]=j;f[(v+20|0)>>2]=d+1}Z6a(a,a+8|0,a+28|0);t=(f[(v+36|0)>>2]|0)+44|0;s=f[a>>2]|0;f[a>>2]=0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+44>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+28|0)>>2];f[(v+28|0)>>2]=f[u>>2];f[(v+32|0)>>2]=f[((a+28|0)+8|0)>>2];f[((a+28|0)+8|0)>>2]=0;f[u>>2]=0;f[(a+28|0)>>2]=0}}while(0);v=gDb()|0;t=I;u=f[w+4>>2]|0;if(!((t|0)<(u|0)|((t|0)==(u|0)?v>>>0<(f[w>>2]|0)>>>0:0))){x=90;f[a+1008>>2]=1;break a}}f[a+976>>2]=x}function N7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[a+32>>2]|0;w=f[a+136>>2]|0;u=f[a+168>>2]|0;t=f[a+288>>2]|0;x=f[a+504>>2]|0;o=f[a+704>>2]|0;p=f[a+920>>2]|0;q=f[a+1096>>2]|0;y=f[a+1464>>2]|0;z=f[a+1560>>2]|0;a:{b:while(1){s=u;switch((x-s|0)>>3|0){case 2:{z=5;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 3:{z=9;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 4:{z=27;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 5:{z=28;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 1:case 0:{z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}default:{}}if((x-s|0|0)<248){z=30;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}k=((x-s|0)>>3|0)/2|0;j=u+(k<<3)|0;do if((x-s|0|0)>7992){i=w7a(u,u+((((x-s|0)>>3|0)/4|0)<<3)|0,j,j+((((x-s|0)>>3|0)/4|0)<<3)|0,o)|0;c=j;m=u}else{g=f[j>>2]|0;c=f[u>>2]|0;if((g|0)==(c|0))d=(f[u+(k<<3)+4>>2]|0)<(f[u+4>>2]|0);else d=(g|0)<(c|0);c=f[o>>2]|0;if((c|0)==(g|0))c=(f[q>>2]|0)<(f[u+(k<<3)+4>>2]|0);else c=(c|0)<(g|0);if(!d){if(!c){i=0;c=j;m=u;break}d=f[j>>2]|0;c=f[j+4>>2]|0;m=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=m;f[o>>2]=d;f[o+4>>2]=c;c=f[j>>2]|0;d=f[u>>2]|0;if((c|0)==(d|0)){if((f[u+(k<<3)+4>>2]|0)>=(f[u+4>>2]|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=u;c=f[i>>2]|0;i=f[i+4>>2]|0;l=f[j+4>>2]|0;m=u;f[m>>2]=f[j>>2];f[m+4>>2]=l;f[j>>2]=c;f[j+4>>2]=i;i=2;c=j;m=u;break}g=u;d=f[g>>2]|0;g=f[g+4>>2]|0;if(c){c=f[o+4>>2]|0;i=u;f[i>>2]=f[o>>2];f[i+4>>2]=c;f[o>>2]=d;f[o+4>>2]=g;i=1;c=j;m=u;break}m=f[j+4>>2]|0;c=u;f[c>>2]=f[j>>2];f[c+4>>2]=m;f[j>>2]=d;f[j+4>>2]=g;c=f[o>>2]|0;if((c|0)==(d|0)){if((f[q>>2]|0)>=(g|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=i;f[o>>2]=d;f[o+4>>2]=g;i=2;c=j;m=u}while(0);l=f[m>>2]|0;h=f[c>>2]|0;if((l|0)==(h|0)){if((f[u+4>>2]|0)<(f[u+(k<<3)+4>>2]|0)){e=o;b=i;break}}else if((l|0)<(h|0)){e=o;b=i;break}if((u|0)!=(p|0)){g=u+(k<<3)+4|0;c=o;r=p;while(1){d=f[r>>2]|0;if((d|0)==(h|0)){if((f[c+-4>>2]|0)<(f[g>>2]|0)){z=111;break b}}else if((d|0)<(h|0)){z=111;break b}c=r+-8|0;if((u|0)==(c|0))break;else{k=r;r=c;c=k}}}c=u+8|0;d=f[o>>2]|0;if((l|0)==(d|0))if((f[u+4>>2]|0)<(f[q>>2]|0))n=c;else z=88;else if((l|0)<(d|0))n=c;else z=88;if((z|0)==88){z=0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}g=u+4|0;while(1){d=f[c>>2]|0;if((l|0)==(d|0)){if((f[g>>2]|0)<(f[c+4>>2]|0))break}else if((l|0)<(d|0))break;c=c+8|0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}}n=c;s=f[n>>2]|0;n=f[n+4>>2]|0;k=f[o+4>>2]|0;l=c;f[l>>2]=f[o>>2];f[l+4>>2]=k;f[o>>2]=s;f[o+4>>2]=n;n=c+8|0}if((n|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}i=u+4|0;g=o;c=n;while(1){j=f[m>>2]|0;while(1){d=f[c>>2]|0;if((j|0)==(d|0)){if((f[i>>2]|0)<(f[c+4>>2]|0))break}else if((j|0)<(d|0))break;c=c+8|0}while(1){d=g+-8|0;h=f[d>>2]|0;if((j|0)==(h|0))if((f[i>>2]|0)<(f[g+-4>>2]|0)){g=d;continue}else break;else if((j|0)<(h|0)){g=d;continue}else break}if(c>>>0>=d>>>0){u=c;continue b}g=c;u=f[g>>2]|0;g=f[g+4>>2]|0;l=f[d+4>>2]|0;s=c;f[s>>2]=f[d>>2];f[s+4>>2]=l;f[d>>2]=u;f[d+4>>2]=g;g=d;c=c+8|0}}if((z|0)==111){z=0;b=u;t=f[b>>2]|0;b=f[b+4>>2]|0;p=r;q=f[p+4>>2]|0;e=u;f[e>>2]=f[p>>2];f[e+4>>2]=q;e=r;f[e>>2]=t;f[e+4>>2]=b;e=r;b=i+1|0}c=u+8|0;c:do if(c>>>0<e>>>0)while(1){h=f[j>>2]|0;i=j+4|0;while(1){d=f[c>>2]|0;if((d|0)==(h|0)){if((f[c+4>>2]|0)>=(f[i>>2]|0)){d=e;break}}else if((d|0)>=(h|0)){d=e;break}c=c+8|0}while(1){e=d+-8|0;g=f[e>>2]|0;if((g|0)==(h|0))if((f[d+-4>>2]|0)<(f[i>>2]|0))break;else{d=e;continue}else if((g|0)<(h|0))break;else{d=e;continue}}if(c>>>0>e>>>0){e=j;t=c;break c}t=c;r=f[t>>2]|0;t=f[t+4>>2]|0;p=f[e+4>>2]|0;q=c;f[q>>2]=f[e>>2];f[q+4>>2]=p;f[e>>2]=r;f[e+4>>2]=t;j=(j|0)==(c|0)?e:j;c=c+8|0;b=b+1|0}else{e=j;t=c}while(0);do if((t|0)!=(e|0)){c=f[e>>2]|0;d=f[t>>2]|0;if((c|0)==(d|0)){if((f[e+4>>2]|0)>=(f[t+4>>2]|0))break}else if((c|0)>=(d|0))break;q=t;p=f[q>>2]|0;q=f[q+4>>2]|0;n=e;o=f[n+4>>2]|0;r=t;f[r>>2]=f[n>>2];f[r+4>>2]=o;r=e;f[r>>2]=p;f[r+4>>2]=q;b=b+1|0}while(0);if(!b){y=x7a(u,t)|0;b=t+8|0;if(x7a(b,w)|0){z=134;f[a+1576>>2]=1;break a}if(y){v=b;f[a+1576>>2]=3;break a}}w=t;if((w-s|0)>=(x-w|0)){z=133;f[a+1576>>2]=1;break a}u7a(u,t);v=t+8|0}f[a+32>>2]=v;f[a+168>>2]=u;f[a+288>>2]=t;f[a+1464>>2]=y;f[a+1560>>2]=z}
+function IKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){d=XFb(d,262632)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}else{d=XFb(d,262624)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}f[l>>2]=a;u=o;return}function JKb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;f[d>>2]=a;z=p+8+3|0;G=p+4|0;A=o+8+3|0;B=o+4|0;C=(e&512|0)==0;D=(q|0)>0;E=n+11|0;F=n+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[k+y>>0]|0){case 0:{f[c>>2]=f[d>>2];break}case 1:{f[c>>2]=f[d>>2];w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,32)|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w;break}case 3:{x=b[z>>0]|0;r=x<<24>>24<0;if((r?f[G>>2]|0:x&255)|0){w=f[(r?f[p>>2]|0:p)>>2]|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w}break}case 2:{v=b[A>>0]|0;r=v<<24>>24<0;v=r?f[B>>2]|0:v&255;if(!(C|(v|0)==0)){u=r?f[o>>2]|0:o;s=u+(v<<2)|0;t=f[d>>2]|0;r=t;while(1){if((u|0)==(s|0))break;f[r>>2]=f[u>>2];r=r+4|0;u=u+4|0}f[d>>2]=t+(v<<2)}break}case 4:{s=f[d>>2]|0;g=j?g+4|0:g;r=g;while(1){if(r>>>0>=h>>>0)break;if(!(Sg[f[(f[i>>2]|0)+12>>2]&255](i,2048,f[r>>2]|0)|0))break;r=r+4|0}if(D){u=q;while(1){t=(u|0)>0;if(!(r>>>0>g>>>0&t))break;x=r+-4|0;v=f[x>>2]|0;w=f[d>>2]|0;f[d>>2]=w+4;f[w>>2]=v;u=u+-1|0;r=x}if(t)w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;else w=0;v=f[d>>2]|0;while(1){t=v+4|0;if((u|0)<=0)break;f[v>>2]=w;u=u+-1|0;v=t}f[d>>2]=t;f[v>>2]=l}if((r|0)==(g|0)){w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;x=f[d>>2]|0;r=x+4|0;f[d>>2]=r;f[x>>2]=w}else{x=b[E>>0]|0;t=x<<24>>24<0;if(!((t?f[F>>2]|0:x&255)|0)){v=-1;u=0;w=0}else{v=b[(t?f[n>>2]|0:n)>>0]|0;u=0;w=0}while(1){if((r|0)==(g|0))break;t=f[d>>2]|0;if((w|0)==(v|0)){x=t+4|0;f[d>>2]=x;f[t>>2]=m;u=u+1|0;v=b[E>>0]|0;t=v<<24>>24<0;if(u>>>0<(t?f[F>>2]|0:v&255)>>>0){v=b[(t?f[n>>2]|0:n)+u>>0]|0;v=v<<24>>24==127?-1:v<<24>>24;w=0;t=x}else{v=w;w=0;t=x}}x=r+-4|0;H=f[x>>2]|0;f[d>>2]=t+4;f[t>>2]=H;w=w+1|0;r=x}r=f[d>>2]|0}if((s|0)!=(r|0))while(1){r=r+-4|0;if(s>>>0>=r>>>0)break a;H=f[s>>2]|0;f[s>>2]=f[r>>2];f[r>>2]=H;s=s+4|0}break}default:{}}while(0);y=y+1|0}r=b[z>>0]|0;g=r<<24>>24<0;r=g?f[G>>2]|0:r&255;if(r>>>0>1){s=f[p>>2]|0;u=g?s+4|0:G;r=(g?s:p)+(r<<2)|0;s=f[d>>2]|0;t=r-u|0;g=s;while(1){if((u|0)==(r|0))break;f[g>>2]=f[u>>2];g=g+4|0;u=u+4|0}f[d>>2]=s+(t>>>2<<2)}switch((e&176)<<24>>24){case 32:{f[c>>2]=f[d>>2];break}case 16:break;default:f[c>>2]=a}return}function KKb(a){a=a|0;DFb(a);return}function LKb(a){a=a|0;DFb(a);sOb(a);return}function MKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function NKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[i+(c<<2)>>2]=0;c=c+1|0}k=b[h+11>>0]|0;l=k<<24>>24<0;c=l?f[h>>2]|0:h;h=c+(l?f[h+4>>2]|0:k&255)|0;while(1){if(c>>>0>=h>>>0)break;LOb(i,b[c>>0]|0);c=c+1|0}c=(b[i+11>>0]|0)<0?f[i>>2]|0:i;d=WAb((d|0)==-1?-1:d<<1,e,g,c)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=0;while(1){if((h|0)==3)break;f[a+(h<<2)>>2]=0;h=h+1|0}h=c+(pAb(d)|0)|0;while(1){if(c>>>0>=h>>>0)break;LOb(a,b[c>>0]|0);c=c+1|0}zOb(i);u=j;return}function OKb(a,b){a=a|0;b=b|0;return}function PKb(a){a=a|0;DFb(a);return}function QKb(a){a=a|0;DFb(a);sOb(a);return}function RKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function SKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+176|0;p=t+168|0;q=t+40|0;r=t+36|0;s=t+32|0;n=t;l=t+24|0;o=t+16|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[n+(c<<2)>>2]=0;c=c+1|0}f[l+4>>2]=0;f[l>>2]=50332;j=b[h+8+3>>0]|0;k=j<<24>>24<0;c=k?f[h>>2]|0:h;j=c+((k?f[h+4>>2]|0:j&255)<<2)|0;k=q+32|0;h=c;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0))break;f[s>>2]=h;i=_g[f[(f[l>>2]|0)+12>>2]&15](l,p,h,j,s,q,k,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=7;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;LOb(n,b[c>>0]|0);c=c+1|0}h=f[s>>2]|0;c=i}if((m|0)==7)kJb(0);DFb(l);i=(b[n+11>>0]|0)<0?f[n>>2]|0:n;h=WAb((d|0)==-1?-1:d<<1,e,g,i)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[a+(c<<2)>>2]=0;c=c+1|0}f[o+4>>2]=0;f[o>>2]=50380;j=i+(pAb(h)|0)|0;k=j;l=q+128|0;h=i;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0)){m=21;break}f[s>>2]=h;i=_g[f[(f[o>>2]|0)+16>>2]&15](o,p,h,(k-h|0)>32?h+32|0:j,s,q,l,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=17;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;VOb(a,f[c>>2]|0);c=c+4|0}h=f[s>>2]|0;c=i}if((m|0)==17)kJb(0);else if((m|0)==21){DFb(o);zOb(n);u=t;return}}function TKb(a,b){a=a|0;b=b|0;return}function UKb(a){a=a|0;DFb(a);sOb(a);return}function VKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=cLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function WKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=bLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function XKb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function YKb(a){a=a|0;return 0}function ZKb(a){a=a|0;return 0}function _Kb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return aLb(c,d,e,1114111,0)|0}function $Kb(a){a=a|0;return 4}function aLb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=c;if(!(f&4)){n=0;f=a}else if((o-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69){n=0;f=(b[a+2>>0]|0)==-65?a+3|0:a}else{n=0;f=a}else{n=0;f=a}else{n=0;f=a}a:while(1){if(!(n>>>0<d>>>0&f>>>0<c>>>0)){p=34;break}l=b[f>>0]|0;m=l&255;do if(l<<24>>24>-1){if(m>>>0>e>>>0){p=34;break a}f=f+1|0}else{if((l&255)<194){p=34;break a}if((l&255)<224){if((o-f|0)<2){p=34;break a}g=h[f+1>>0]|0;if((g&192|0)!=128){p=34;break a}if((g&63|m<<6&1984)>>>0>e>>>0){p=34;break a}f=f+2|0;break}if((l&255)<240){g=f;if((o-g|0)<3){p=34;break a}j=b[f+1>>0]|0;i=b[f+2>>0]|0;switch(l<<24>>24){case -32:{if((j&-32)<<24>>24!=-96){f=g;break a}break}case -19:{if((j&-32)<<24>>24!=-128){f=g;break a}break}default:if((j&-64)<<24>>24!=-128){f=g;break a}}g=i&255;if((g&192|0)!=128){p=34;break a}if(((j&63)<<6|m<<12&61440|g&63)>>>0>e>>>0){p=34;break a}else{f=f+3|0;break}}if((l&255)>=245){p=34;break a}g=f;if((o-g|0)<4){p=34;break a}k=b[f+1>>0]|0;i=b[f+2>>0]|0;j=b[f+3>>0]|0;switch(l<<24>>24){case -16:{if((k+112&255)>=48){f=g;break a}break}case -12:{if((k&-16)<<24>>24!=-128){f=g;break a}break}default:if((k&-64)<<24>>24!=-128){f=g;break a}}i=i&255;if((i&192|0)!=128){p=34;break a}g=j&255;if((g&192|0)!=128){p=34;break a}if(((k&63)<<12|m<<18&1835008|i<<6&4032|g&63)>>>0>e>>>0){p=34;break a}else f=f+4|0}while(0);n=n+1|0}return f-a|0}function bLb(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[d>>2]=a;f[i>>2]=e;if(!(k&4))e=c;else{a=f[d>>2]|0;e=c;if((e-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69)if((b[a+2>>0]|0)==-65)f[d>>2]=a+3}a:while(1){p=f[d>>2]|0;a=p>>>0<c>>>0;if(!a){r=36;break}q=f[i>>2]|0;if(q>>>0>=g>>>0){r=36;break}n=b[p>>0]|0;a=n&255;do if(n<<24>>24>-1)if(a>>>0>j>>>0){a=2;break a}else k=1;else{if((n&255)<194){a=2;break a}if((n&255)<224){if((e-p|0)<2){a=1;break a}k=h[p+1>>0]|0;if((k&192|0)!=128){a=2;break a}a=k&63|a<<6&1984;if(a>>>0>j>>>0){a=2;break a}else{k=2;break}}if((n&255)<240){if((e-p|0)<3){a=1;break a}l=b[p+1>>0]|0;k=b[p+2>>0]|0;switch(n<<24>>24){case -32:{if((l&-32)<<24>>24!=-96){a=2;break a}break}case -19:{if((l&-32)<<24>>24!=-128){a=2;break a}break}default:if((l&-64)<<24>>24!=-128){a=2;break a}}k=k&255;if((k&192|0)!=128){a=2;break a}a=(l&63)<<6|a<<12&61440|k&63;if(a>>>0>j>>>0){a=2;break a}else{k=3;break}}if((n&255)>=245){a=2;break a}if((e-p|0)<4){a=1;break a}o=b[p+1>>0]|0;k=b[p+2>>0]|0;m=b[p+3>>0]|0;switch(n<<24>>24){case -16:{if((o+112&255)>=48){a=2;break a}break}case -12:{if((o&-16)<<24>>24!=-128){a=2;break a}break}default:if((o&-64)<<24>>24!=-128){a=2;break a}}l=k&255;if((l&192|0)!=128){a=2;break a}k=m&255;if((k&192|0)!=128){a=2;break a}a=(o&63)<<12|a<<18&1835008|l<<6&4032|k&63;if(a>>>0>j>>>0){a=2;break a}else k=4}while(0);f[q>>2]=a;f[d>>2]=p+k;f[i>>2]=(f[i>>2]|0)+4}if((r|0)==36)a=a&1;return a|0}function cLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0;f[d>>2]=a;f[h>>2]=e;l=g;if(!(j&2))k=4;else if((l-e|0)<3)a=1;else{f[h>>2]=e+1;b[e>>0]=-17;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-69;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-65;k=4}a:do if((k|0)==4){a=f[d>>2]|0;while(1){if(a>>>0>=c>>>0){a=0;break a}e=f[a>>2]|0;if(e>>>0>i>>>0|(e&-2048|0)==55296){a=2;break a}do if(e>>>0<128){a=f[h>>2]|0;if((l-a|0)<1){a=1;break a}f[h>>2]=a+1;b[a>>0]=e}else{if(e>>>0<2048){a=f[h>>2]|0;if((l-a|0)<2){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>6|192;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}a=f[h>>2]|0;g=l-a|0;if(e>>>0<65536){if((g|0)<3){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>12|224;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}else{if((g|0)<4){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>18|240;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>12&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}}while(0);a=(f[d>>2]|0)+4|0;f[d>>2]=a}}while(0);return a|0}function dLb(a){a=a|0;DFb(a);sOb(a);return}function eLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function fLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function gLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function hLb(a){a=a|0;return 1}function iLb(a){a=a|0;return 1}function jLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;d=d-c|0;return (d>>>0<e>>>0?d:e)|0}function kLb(a){a=a|0;return 1}function lLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;p=q;n=q+8|0;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(f[k>>2]|0))break;k=k+4|0}f[j>>2]=h;f[g>>2]=d;m=i;o=a+8|0;a:while(1){if((h|0)==(i|0)|(d|0)==(e|0)){k=35;break}r=c;l=f[r+4>>2]|0;a=p;f[a>>2]=f[r>>2];f[a+4>>2]=l;a=UAb(f[o>>2]|0)|0;l=YCb(h,g,k-d>>2,m-h|0,c)|0;if(a|0)UAb(a)|0;switch(l|0){case -1:{k=10;break a}case 0:{d=1;k=32;break 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k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}f[j>>2]=h;f[g>>2]=d;n=i;o=a+8|0;a=h;while(1){if((a|0)==(i|0)|(d|0)==(e|0)){a=32;break}l=c;h=f[l+4>>2]|0;m=p;f[m>>2]=f[l>>2];f[m+4>>2]=h;m=k;h=UAb(f[o>>2]|0)|0;l=GBb(a,g,m-d|0,n-a>>2,c)|0;if(h|0)UAb(h)|0;if((l|0)==-1){k=a;a=10;break}a=(f[j>>2]|0)+(l<<2)|0;f[j>>2]=a;if((a|0)==(i|0)){a=29;break}d=f[g>>2]|0;if((k|0)==(e|0))k=e;else{k=UAb(f[o>>2]|0)|0;d=xBb(a,d,1,c)|0;if(k|0)UAb(k)|0;if(d|0){d=2;a=28;break}f[j>>2]=(f[j>>2]|0)+4;d=(f[g>>2]|0)+1|0;f[g>>2]=d;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}a=f[j>>2]|0}}do if((a|0)==10){a:while(1){f[j>>2]=k;if((d|0)==(f[g>>2]|0)){a=18;break}a=UAb(f[o>>2]|0)|0;k=xBb(k,d,m-d|0,p)|0;if(a|0)UAb(a)|0;switch(k|0){case -1:{a=15;break a}case -2:{a=16;break a}case 0:{k=1;break}default:{}}d=d+k|0;k=(f[j>>2]|0)+4|0;a=10}if((a|0)==15){f[g>>2]=d;d=2;a=28;break}else if((a|0)==16){f[g>>2]=d;d=1;a=28;break}else 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yOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=b[c+11>>0]|0;g=h<<24>>24<0;h=g?f[c+4>>2]|0:h&255;if(h>>>0<d>>>0)wOb(a);c=(g?f[c>>2]|0:c)+d|0;g=h-d|0;g=g>>>0<e>>>0?g:e;if(g>>>0>4294967279)vOb(a);if(g>>>0<11)b[a+11>>0]=g;else{d=g+16&-16;e=pOb(d)|0;f[a>>2]=e;f[a+8>>2]=d|-2147483648;f[a+4>>2]=g;a=e}EDb(a,c,g)|0;b[i>>0]=0;rEb(a+g|0,i);u=j;return}function zOb(a){a=a|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);return}function AOb(a,c){a=a|0;c=c|0;var d=0,e=0;if((a|0)!=(c|0)){d=b[c+11>>0]|0;e=d<<24>>24<0;BOb(a,e?f[c>>2]|0:c,e?f[c+4>>2]|0:d&255)|0}return a|0}function BOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g)h=(f[a+8>>2]&2147483647)+-1|0;else h=10;do if(h>>>0<d>>>0){if(g)e=f[a+4>>2]|0;else e=e&255;DOb(a,h,d-h|0,e,0,e,d,c)}else{if(g)e=f[a>>2]|0;else e=a;COb(e,c,d)|0;b[i>>0]=0;rEb(e+d|0,i);if((b[j>>0]|0)<0){f[a+4>>2]=d;break}else{b[j>>0]=d;break}}while(0);u=k;return 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if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=13}else{EDb(a,c,(g&255)+1|0)|0;sOb(c);h=16}}else{d=i+1|0;e=pOb(d)|0;if(h){g=1;d=f[a>>2]|0;h=13;break}else{EDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=15;break}}while(0);if((h|0)==13){c=a+4|0;EDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=15}else h=16}if((h|0)==15){f[a+8>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==16){b[j>>0]=k;break}}while(0);return}function FOb(a,b){a=a|0;b=b|0;return BOb(a,b,qEb(b)|0)|0}function GOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=a+11|0;e=b[h>>0]|0;i=e<<24>>24<0;if(i)e=f[a+4>>2]|0;else e=e&255;do if(e>>>0<c>>>0)HOb(a,c-e|0,d)|0;else if(i){i=(f[a>>2]|0)+c|0;b[g>>0]=0;rEb(i,g);f[a+4>>2]=c;break}else{b[g>>0]=0;rEb(a+c|0,g);b[h>>0]=c;break}while(0);u=j;return}function HOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;if(c|0){j=a+11|0;e=b[j>>0]|0;if(e<<24>>24<0){h=f[a+4>>2]|0;g=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;g=10}if((g-h|0)>>>0<c>>>0){IOb(a,g,c-g+h|0,h,h,0,0);e=b[j>>0]|0}if(e<<24>>24<0)g=f[a>>2]|0;else g=a;wJb(g+h|0,c,d)|0;e=h+c|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function IOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;if((-17-c|0)>>>0<d>>>0)vOb(a);if((b[a+11>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<2147483623){j=d+c|0;k=c<<1;j=j>>>0<k>>>0?k:j;j=j>>>0<11?11:j+16&-16}else j=-17;k=pOb(j)|0;if(g|0)EDb(k,l,g)|0;d=e-h-g|0;if(d|0)EDb(k+g+i|0,l+g+h|0,d)|0;if((c|0)!=10)sOb(l);f[a>>2]=k;f[a+8>>2]=j|-2147483648;return}function JOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g){h=f[a+4>>2]|0;e=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;e=10}if((e-h|0)>>>0<d>>>0)DOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(g)g=f[a>>2]|0;else g=a;EDb(g+h|0,c,d)|0;e=h+d|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function KOb(a,b){a=a|0;b=b|0;return JOb(a,b,qEb(b)|0)|0}function LOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=j+1|0;b[h>>0]=c;g=a+11|0;c=b[g>>0]|0;d=c<<24>>24<0;if(d){e=f[a+4>>2]|0;c=(f[a+8>>2]&2147483647)+-1|0}else{e=c&255;c=10}if((e|0)==(c|0)){IOb(a,c,1,c,c,0,0);if((b[g>>0]|0)<0)d=8;else d=7}else if(d)d=8;else d=7;if((d|0)==7){b[g>>0]=e+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=e+1}a=c+e|0;rEb(a,h);b[i>>0]=0;rEb(a+1|0,i);u=j;return}function MOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=b[a+11>>0]|0;i=h<<24>>24<0;if(i)h=f[a+4>>2]|0;else h=h&255;if((g|0)==-1|h>>>0<c>>>0)wOb(a);h=h-c|0;d=h>>>0<d>>>0?h:d;if(i)a=f[a>>2]|0;h=d>>>0>g>>>0;a=$Nb(a+c|0,e,h?g:d)|0;if(!a)return (d>>>0<g>>>0?-1:h&1)|0;else return a|0;return 0}function NOb(a){a=a|0;if((b[a+8+3>>0]|0)<0)sOb(f[a>>2]|0);return}function OOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;e=a+8|0;k=e+3|0;h=b[k>>0]|0;i=h<<24>>24<0;if(i)g=(f[e>>2]&2147483647)+-1|0;else g=1;do if(g>>>0<d>>>0){if(i)e=f[a+4>>2]|0;else e=h&255;QOb(a,g,d-g|0,e,0,e,d,c)}else{if(i)e=f[a>>2]|0;else e=a;POb(e,c,d)|0;f[j>>2]=0;JFb(e+(d<<2)|0,j);if((b[k>>0]|0)<0){f[a+4>>2]=d;break}else{b[k>>0]=d;break}}while(0);u=l;return a|0}function POb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)HCb(a,b,c)|0;return a|0}function QOb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;o=p;if((1073741806-c|0)>>>0<d>>>0)vOb(a);l=a+8|0;if((b[l+3>>0]|0)<0)n=f[a>>2]|0;else n=a;if(c>>>0<536870887){d=d+c|0;k=c<<1;d=d>>>0<k>>>0?k:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else m=d}else m=1073741807;k=pOb(m<<2)|0;if(g|0)WDb(k,n,g)|0;if(i|0)WDb(k+(g<<2)|0,j,i)|0;d=e-h|0;e=d-g|0;if(e|0)WDb(k+(g<<2)+(i<<2)|0,n+(g<<2)+(h<<2)|0,e)|0;if((c|0)!=1)sOb(n);f[a>>2]=k;f[l>>2]=m|-2147483648;i=d+i|0;f[a+4>>2]=i;f[o>>2]=0;JFb(k+(i<<2)|0,o);u=p;return}function ROb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c>>>0>1073741807)vOb(a);l=a+8|0;j=l+3|0;g=b[j>>0]|0;h=g<<24>>24<0;if(h){k=f[a+4>>2]|0;d=(f[l>>2]&2147483647)+-1|0}else{k=g&255;d=1}i=k>>>0>c>>>0?k:c;c=i>>>0<2;i=c?1:(i+4&-4)+-1|0;do if((i|0)!=(d|0)){do if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=15}else{WDb(a,c,(g&255)+1|0)|0;sOb(c);h=18}}else{d=i+1|0;if(d>>>0>1073741823)vd();e=pOb(d<<2)|0;if(h){g=1;d=f[a>>2]|0;h=15;break}else{WDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=17;break}}while(0);if((h|0)==15){c=a+4|0;WDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=17}else h=18}if((h|0)==17){f[l>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==18){b[j>>0]=k;break}}while(0);return}function SOb(a,b){a=a|0;b=b|0;return OOb(a,b,GIb(b)|0)|0}function TOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;if((1073741807-c|0)>>>0<d>>>0)vOb(a);m=a+8|0;if((b[m+3>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<536870887){d=d+c|0;j=c<<1;d=d>>>0<j>>>0?j:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else k=d}else k=1073741807;j=pOb(k<<2)|0;if(g|0)WDb(j,l,g)|0;d=e-h-g|0;if(d|0)WDb(j+(g<<2)+(i<<2)|0,l+(g<<2)+(h<<2)|0,d)|0;if((c|0)!=1)sOb(l);f[a>>2]=j;f[m>>2]=k|-2147483648;return}function UOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;g=a+8|0;k=g+3|0;e=b[k>>0]|0;i=e<<24>>24<0;if(i){h=f[a+4>>2]|0;e=(f[g>>2]&2147483647)+-1|0}else{h=e&255;e=1}if((e-h|0)>>>0<d>>>0)QOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(i)g=f[a>>2]|0;else g=a;WDb(g+(h<<2)|0,c,d)|0;e=h+d|0;if((b[k>>0]|0)<0)f[a+4>>2]=e;else b[k>>0]=e;f[j>>2]=0;JFb(g+(e<<2)|0,j)}u=l;return a|0}function VOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=k+4|0;f[i>>2]=c;d=a+8|0;h=d+3|0;c=b[h>>0]|0;e=c<<24>>24<0;if(e){g=f[a+4>>2]|0;c=(f[d>>2]&2147483647)+-1|0}else{g=c&255;c=1}if((g|0)==(c|0)){TOb(a,c,1,c,c,0,0);if((b[h>>0]|0)<0)d=8;else d=7}else if(e)d=8;else d=7;if((d|0)==7){b[h>>0]=g+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=g+1}a=c+(g<<2)|0;JFb(a,i);f[j>>2]=0;JFb(a+4|0,j);u=k;return}function WOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255192);_Ob(b)}function XOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255172);ZOb(b)}function YOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;e=0;while(1){if((e|0)==3)break;f[a+(e<<2)>>2]=0;e=e+1|0}e=c+11|0;g=b[e>>0]|0;g=g<<24>>24<0?f[c+4>>2]|0:g&255;h=qEb(d)|0;c=(b[e>>0]|0)<0?f[c>>2]|0:c;e=g+h|0;if(e>>>0>4294967279)vOb(a);if(e>>>0<11){b[a+11>>0]=g;e=a}else{k=e+16&-16;e=pOb(k)|0;f[a>>2]=e;f[a+8>>2]=k|-2147483648;f[a+4>>2]=g}EDb(e,c,g)|0;b[i>>0]=0;rEb(e+g|0,i);JOb(a,d,h)|0;u=j;return}function ZOb(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function _Ob(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function $Ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j+12|0;h=j;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;i=qEb(255207)|0;if(i>>>0>4294967279)vOb(h);if(i>>>0<11){b[h+11>>0]=i;e=h}else{k=i+16&-16;e=pOb(k)|0;f[h>>2]=e;f[h+8>>2]=k|-2147483648;f[h+4>>2]=i}EDb(e,255207,i)|0;b[g>>0]=0;rEb(e+i|0,g);k=aPb(h,a,c,d)|0;zOb(h);u=j;return k|0}function aPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return bPb(a,b,c,d)|0}function bPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[g>>2]=0;h=(b[c+11>>0]|0)<0?f[c>>2]|0:c;k=hAb()|0;k=f[k>>2]|0;j=hAb()|0;f[j>>2]=0;e=vAb(h,g,e)|0;j=hAb()|0;c=f[j>>2]|0;f[j>>2]=k;if((c|0)==34)WOb(a);c=f[g>>2]|0;if((c|0)==(h|0))XOb(a);if(d|0)f[d>>2]=c-h;u=i;return e|0}function cPb(a,b){a=a|0;b=b|0;vd()}function dPb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;c=d;b=a;a=f[b>>2]|0;b=f[b+4>>2]|0;if((b|0)>0|(b|0)==0&a>>>0>0){g=XPb(a|0,b|0,1e9,0)|0;e=b>>>0<499999999|(b|0)==499999999&a>>>0<3294967296;h=WPb(g|0,I|0,-1e9,-1)|0;b=QPb(a|0,b|0,h|0,I|0)|0;f[c>>2]=e?g:2147483647;f[c+4>>2]=e?b:999999999;do{if((zf(c|0,c|0)|0)!=-1)break;h=hAb()|0}while((f[h>>2]|0)==4)}u=d;return}function ePb(a){a=a|0;return}function fPb(a){a=a|0;ePb(a);sOb(a);return}function gPb(a){a=a|0;return}function hPb(a){a=a|0;return}function iPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;if(mPb(a,b,0)|0)b=1;else if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{d=g+4|0;e=d+52|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[g>>2]=b;f[g+8>>2]=a;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}u=h;return b|0}function jPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);return}function kPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else if(mPb(a,f[c>>2]|0,g)|0){if((f[c+16>>2]|0)!=(d|0)){a=c+20|0;if((f[a>>2]|0)!=(d|0)){f[c+32>>2]=e;f[a>>2]=d;e=c+40|0;f[e>>2]=(f[e>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1;f[c+44>>2]=4;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function lPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);return}function mPb(a,b,c){a=a|0;b=b|0;c=c|0;return (a|0)==(b|0)|0}function nPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0;a=c+16|0;g=f[a>>2]|0;do if(!g){f[a>>2]=d;f[c+24>>2]=e;f[c+36>>2]=1}else{if((g|0)!=(d|0)){e=c+36|0;f[e>>2]=(f[e>>2]|0)+1;f[c+24>>2]=2;b[c+54>>0]=1;break}a=c+24|0;if((f[a>>2]|0)==2)f[a>>2]=e}while(0);return}function oPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[b+4>>2]|0)==(c|0)){a=b+28|0;if((f[a>>2]|0)!=1)f[a>>2]=d}return}function pPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[c+53>>0]=1;do if((f[c+4>>2]|0)==(e|0)){b[c+52>>0]=1;a=c+16|0;e=f[a>>2]|0;if(!e){f[a>>2]=d;f[c+24>>2]=g;f[c+36>>2]=1;if(!((g|0)==1?(f[c+48>>2]|0)==1:0))break;b[c+54>>0]=1;break}if((e|0)!=(d|0)){g=c+36|0;f[g>>2]=(f[g>>2]|0)+1;b[c+54>>0]=1;break}e=c+24|0;a=f[e>>2]|0;if((a|0)==2){f[e>>2]=g;a=g}if((a|0)==1?(f[c+48>>2]|0)==1:0)b[c+54>>0]=1}while(0);return}function qPb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+64|0;n=p;m=f[a>>2]|0;o=a+(f[m+-8>>2]|0)|0;m=f[m+-4>>2]|0;f[n>>2]=e;f[n+4>>2]=a;f[n+8>>2]=c;f[n+12>>2]=g;a=n+16|0;c=n+20|0;g=n+24|0;h=n+28|0;i=n+32|0;j=n+40|0;k=a;l=k+36|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(l|0));d[a+36>>1]=0;b[a+38>>0]=0;a:do if(mPb(m,e,0)|0){f[n+48>>2]=1;Th[f[(f[m>>2]|0)+20>>2]&127](m,n,o,o,1,0);a=(f[g>>2]|0)==1?o:0}else{Lh[f[(f[m>>2]|0)+24>>2]&255](m,n,o,1,0);switch(f[n+36>>2]|0){case 0:{a=(f[j>>2]|0)==1&(f[h>>2]|0)==1&(f[i>>2]|0)==1?f[c>>2]|0:0;break a}case 1:break;default:{a=0;break a}}if((f[g>>2]|0)!=1)if(!((f[j>>2]|0)==0&(f[h>>2]|0)==1&(f[i>>2]|0)==1)){a=0;break}a=f[a>>2]|0}while(0);u=p;return a|0}function rPb(a){a=a|0;ePb(a);sOb(a);return}function sPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);else{a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d,e,g)}return}function tPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){j=f[a+8>>2]|0;Lh[f[(f[j>>2]|0)+24>>2]&255](j,c,d,e,g);break}if((f[c+16>>2]|0)!=(d|0)){h=c+20|0;if((f[h>>2]|0)!=(d|0)){f[c+32>>2]=e;i=c+44|0;if((f[i>>2]|0)==4)break;e=c+52|0;b[e>>0]=0;k=c+53|0;b[k>>0]=0;a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,c,d,d,1,g);if(!(b[k>>0]|0)){e=4;j=11}else if(!(b[e>>0]|0)){e=3;j=11}else e=3;if((j|0)==11){f[h>>2]=d;k=c+40|0;f[k>>2]=(f[k>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1}f[i>>2]=e;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function uPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);else{a=f[a+8>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c,d)}return}function vPb(a){a=a|0;return}function wPb(a){a=a|0;ePb(a);sOb(a);return}function xPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function yPb(a){a=a|0;ePb(a);sOb(a);return}function zPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;f[c>>2]=f[f[c>>2]>>2];if(APb(a,b,0)|0)b=1;else if(!b)b=0;else{d=qPb(b,17584,17640,0)|0;if(!d)b=0;else if(!(f[d+8>>2]&~f[a+8>>2])){b=a+12|0;a=d+12|0;if(mPb(f[b>>2]|0,f[a>>2]|0,0)|0)b=1;else if(mPb(f[b>>2]|0,17672,0)|0)b=1;else{b=f[b>>2]|0;if(!b)b=0;else{e=qPb(b,17584,17568,0)|0;if(!e)b=0;else{b=f[a>>2]|0;if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{a=g+4|0;d=a+52|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(d|0));f[g>>2]=b;f[g+8>>2]=e;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}}}}}else b=0}u=h;return b|0}function APb(a,b,c){a=a|0;b=b|0;c=c|0;if(mPb(a,b,0)|0)a=1;else a=mPb(b,17680,0)|0;return a|0}function BPb(a){a=a|0;ePb(a);sOb(a);return}function CPb(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function DPb(a){a=a|0;ePb(a);sOb(a);return}function EPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function FPb(a){a=a|0;ePb(a);sOb(a);return}function GPb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(mPb(a,f[c+8>>2]|0,h)|0)pPb(0,c,d,e,g);else{p=c+52|0;i=b[p>>0]|0;j=c+53|0;k=b[j>>0]|0;o=f[a+12>>2]|0;l=a+16+(o<<3)|0;b[p>>0]=0;b[j>>0]=0;KPb(a+16|0,c,d,e,g,h);a:do if((o|0)>1){m=c+24|0;n=a+8|0;o=c+54|0;a=a+24|0;do{if(b[o>>0]|0)break a;if(!(b[p>>0]|0)){if(b[j>>0]|0)if(!(f[n>>2]&1))break a}else{if((f[m>>2]|0)==1)break a;if(!(f[n>>2]&2))break a}b[p>>0]=0;b[j>>0]=0;KPb(a,c,d,e,g,h);a=a+8|0}while(a>>>0<l>>>0)}while(0);b[p>>0]=i;b[j>>0]=k}return}function HPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a:do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){q=f[a+12>>2]|0;k=a+16+(q<<3)|0;LPb(a+16|0,c,d,e,g);h=a+24|0;if((q|0)<=1)break;a=f[a+8>>2]|0;if(!(a&2)){j=c+36|0;if((f[j>>2]|0)!=1){if(!(a&1)){a=c+54|0;while(1){if(b[a>>0]|0)break a;if((f[j>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}a=c+24|0;i=c+54|0;while(1){if(b[i>>0]|0)break a;if((f[j>>2]|0)==1)if((f[a>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}}a=c+54|0;while(1){if(b[a>>0]|0)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}if((f[c+16>>2]|0)!=(d|0)){p=c+20|0;if((f[p>>2]|0)!=(d|0)){f[c+32>>2]=e;q=c+44|0;if((f[q>>2]|0)==4)break;k=a+16+(f[a+12>>2]<<3)|0;e=c+52|0;l=c+53|0;n=c+54|0;m=a+8|0;o=c+24|0;h=0;i=a+16|0;j=0;b:while(1){if(i>>>0>=k>>>0){a=18;break}b[e>>0]=0;b[l>>0]=0;KPb(i,c,d,d,1,g);if(b[n>>0]|0){a=18;break}do if(!(b[l>>0]|0))a=j;else{if(!(b[e>>0]|0))if(!(f[m>>2]&1)){h=1;a=18;break b}else{h=1;a=j;break}if((f[o>>2]|0)==1){a=23;break b}if(!(f[m>>2]&2)){a=23;break b}else{h=1;a=1}}while(0);i=i+8|0;j=a}do if((a|0)==18){if(!j){f[p>>2]=d;d=c+40|0;f[d>>2]=(f[d>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[o>>2]|0)==2){b[n>>0]=1;if(h){a=23;break}else{h=4;break}}}if(h)a=23;else h=4}while(0);if((a|0)==23)h=3;f[q>>2]=h;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function IPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a:do if(mPb(a,f[c+8>>2]|0,0)|0)nPb(0,c,d,e);else{h=f[a+12>>2]|0;g=a+16+(h<<3)|0;JPb(a+16|0,c,d,e);if((h|0)>1){h=c+54|0;a=a+24|0;do{JPb(a,c,d,e);if(b[h>>0]|0)break a;a=a+8|0}while(a>>>0<g>>>0)}}while(0);return}function JPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[a+4>>2]|0;e=g>>8;if(g&1)e=f[(f[c>>2]|0)+e>>2]|0;a=f[a>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c+e|0,g&2|0?d:2);return}function KPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=f[a+4>>2]|0;h=i>>8;if(i&1)h=f[(f[d>>2]|0)+h>>2]|0;a=f[a>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d+h|0,i&2|0?e:2,g);return}function LPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=f[a+4>>2]|0;g=h>>8;if(h&1)g=f[(f[c>>2]|0)+g>>2]|0;a=f[a>>2]|0;Lh[f[(f[a>>2]|0)+24>>2]&255](a,b,c+g|0,h&2|0?d:2,e);return}function MPb(a){a=a|0;if((b[a>>0]|0)==1)a=0;else{b[a>>0]=1;a=1}return a|0}function NPb(a){a=a|0;return}function OPb(){var a=0;a=f[65703]|0;f[65703]=a+0;return a|0}function PPb(){}function QPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=a+c>>>0;return (I=b+d+(c>>>0<a>>>0|0)>>>0,c|0)|0}function RPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=b-d-(c>>>0>a>>>0|0)>>>0;return (I=d,a-c>>>0|0)|0}function SPb(a){a=a|0;var c=0;c=b[w+(a&255)>>0]|0;if((c|0)<8)return c|0;c=b[w+(a>>8&255)>>0]|0;if((c|0)<8)return c+8|0;c=b[w+(a>>16&255)>>0]|0;if((c|0)<8)return c+16|0;return (b[w+(a>>>24)>>0]|0)+24|0}function TPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a;j=b;k=j;h=c;n=d;i=n;if(!k){g=(e|0)!=0;if(!i){if(g){f[e>>2]=(l>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(l>>>0)/(h>>>0)>>>0;return (I=n,e)|0}else{if(!g){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=b&0;n=0;e=0;return (I=n,e)|0}}g=(i|0)==0;do if(!h){if(g){if(e|0){f[e>>2]=(k>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(k>>>0)/(h>>>0)>>>0;return (I=n,e)|0}if(!l){if(e|0){f[e>>2]=0;f[e+4>>2]=(k>>>0)%(i>>>0)}n=0;e=(k>>>0)/(i>>>0)>>>0;return (I=n,e)|0}g=i-1|0;if(!(g&i)){if(e|0){f[e>>2]=a|0;f[e+4>>2]=g&k|b&0}n=0;e=k>>>((SPb(i|0)|0)>>>0);return (I=n,e)|0}g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=30){b=g+1|0;i=31-g|0;h=b;a=k<<i|l>>>(b>>>0);b=k>>>(b>>>0);g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}else{if(!g){g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=31){m=g+1|0;i=31-g|0;b=g-31>>31;h=m;a=l>>>(m>>>0)&b|k<<i;b=k>>>(m>>>0)&b;g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}g=h-1|0;if(g&h|0){i=(_(h|0)|0)+33-(_(k|0)|0)|0;p=64-i|0;m=32-i|0;j=m>>31;o=i-32|0;b=o>>31;h=i;a=m-1>>31&k>>>(o>>>0)|(k<<m|l>>>(i>>>0))&b;b=b&k>>>(i>>>0);g=l<<p&j;i=(k<<p|l>>>(o>>>0))&j|l<<m&i-33>>31;break}if(e|0){f[e>>2]=g&l;f[e+4>>2]=0}if((h|0)==1){o=j|b&0;p=a|0|0;return (I=o,p)|0}else{p=SPb(h|0)|0;o=k>>>(p>>>0)|0;p=k<<32-p|l>>>(p>>>0)|0;return (I=o,p)|0}}while(0);if(!h){k=i;j=0;i=0}else{m=c|0|0;l=n|d&0;k=QPb(m|0,l|0,-1,-1)|0;c=I;j=i;i=0;do{d=j;j=g>>>31|j<<1;g=i|g<<1;d=a<<1|d>>>31|0;n=a>>>31|b<<1|0;RPb(k|0,c|0,d|0,n|0)|0;p=I;o=p>>31|((p|0)<0?-1:0)<<1;i=o&1;a=RPb(d|0,n|0,o&m|0,(((p|0)<0?-1:0)>>31|((p|0)<0?-1:0)<<1)&l|0)|0;b=I;h=h-1|0}while((h|0)!=0);k=j;j=0}h=0;if(e|0){f[e>>2]=a;f[e+4>>2]=b}o=(g|0)>>>31|(k|h)<<1|(h<<1|g>>>31)&0|j;p=(g<<1|0>>>31)&-2|i;return (I=o,p)|0}function UPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0;j=b>>31|((b|0)<0?-1:0)<<1;i=((b|0)<0?-1:0)>>31|((b|0)<0?-1:0)<<1;f=d>>31|((d|0)<0?-1:0)<<1;e=((d|0)<0?-1:0)>>31|((d|0)<0?-1:0)<<1;h=RPb(j^a|0,i^b|0,j|0,i|0)|0;g=I;a=f^j;b=e^i;return RPb((TPb(h,g,RPb(f^c|0,e^d|0,f|0,e|0)|0,I,0)|0)^a|0,I^b|0,a|0,b|0)|0}function VPb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0;f=a&65535;e=b&65535;c=X(e,f)|0;d=a>>>16;a=(c>>>16)+(X(e,d)|0)|0;e=b>>>16;b=X(e,f)|0;return (I=(a>>>16)+(X(e,d)|0)+(((a&65535)+b|0)>>>16)|0,a+b<<16|c&65535|0)|0}function WPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0;e=a;f=c;c=VPb(e,f)|0;a=I;return (I=(X(b,f)|0)+(X(d,e)|0)+a|a&0,c|0|0)|0}function XPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return TPb(a,b,c,d,0)|0}function YPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g|0;TPb(a,b,c,d,e)|0;u=g;return (I=f[e+4>>2]|0,f[e>>2]|0)|0}function ZPb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b>>>c;return a>>>c|(b&(1<<c)-1)<<32-c}I=0;return b>>>c-32|0}function _Pb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b<<c|(a&(1<<c)-1<<32-c)>>>32-c;return a<<c}I=a<<c-32;return 0}function $Pb(a){a=a|0;return (a&255)<<24|(a>>8&255)<<16|(a>>16&255)<<8|a>>>24|0}function aQb(a){a=+a;return a>=0.0?+J(a+.5):+W(a-.5)}function bQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;if((d|0)>=8192)return Dd(a|0,c|0,d|0)|0;h=a|0;g=a+d|0;if((a&3)==(c&3)){while(a&3){if(!d)return h|0;b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0;d=d-1|0}d=g&-4|0;e=d-64|0;while((a|0)<=(e|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];a=a+64|0;c=c+64|0}while((a|0)<(d|0)){f[a>>2]=f[c>>2];a=a+4|0;c=c+4|0}}else{d=g-4|0;while((a|0)<(d|0)){b[a>>0]=b[c>>0]|0;b[a+1>>0]=b[c+1>>0]|0;b[a+2>>0]=b[c+2>>0]|0;b[a+3>>0]=b[c+3>>0]|0;a=a+4|0;c=c+4|0}}while((a|0)<(g|0)){b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0}return h|0}function cQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((c|0)<(a|0)&(a|0)<(c+d|0)){e=a;c=c+d|0;a=a+d|0;while((d|0)>0){a=a-1|0;c=c-1|0;d=d-1|0;b[a>>0]=b[c>>0]|0}a=e}else bQb(a,c,d)|0;return a|0}function dQb(a,c,d){a=a|0;c=c|0;d=d|0;var 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bRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;Dh[a&1](b|0,c|0,d|0,+e,f|0,+g,h|0,+i,j|0,+k,l|0)}function cRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;Eh[a&1](b|0,c|0,d|0,+e,f|0,g|0)}function dRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b|0,c|0,d|0,e|0)}function eRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;Gh[a&3](b|0,c|0,d|0,e|0,+f)}function fRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;i=i|0;j=j|0;k=k|0;l=l|0;Hh[a&3](b|0,c|0,d|0,e|0,+f,+g,+h,i|0,j|0,k|0,l|0)}function gRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;Ih[a&7](b|0,c|0,d|0,e|0,+f,g|0)}function hRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;Jh[a&3](b|0,c|0,d|0,e|0,+f,g|0,h|0)}function iRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;Kh[a&1](b|0,c|0,d|0,e|0,+f,g|0,h|0,i|0,j|0)}function jRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b|0,c|0,d|0,e|0,f|0)}function kRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h)}function lRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,+i)}function mRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=i|0;Oh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,i|0)}function nRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;Ph[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0)}function oRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;Qh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0)}function pRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;Rh[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0)}function qRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;Sh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0,k|0)}function rRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;Th[a&127](b|0,c|0,d|0,e|0,f|0,g|0)}function sRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;Uh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i)}function tRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;j=+j;Vh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i,+j)}function uRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;Wh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,i|0,j|0,k|0)}function vRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;Xh[a&63](b|0,c|0,d|0,e|0,f|0,g|0,h|0)}function wRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;Yh[a&15](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0)}function xRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;Zh[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0)}function yRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;_h[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0)}function zRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$h[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0)}function ARb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;ai[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0)}function BRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;bi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0)}function CRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;p=+p;q=+q;r=+r;s=+s;t=t|0;ci[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,+o,+p,+q,+r,+s,t|0)}function DRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;di[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0)}function ERb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;ei[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0)}function FRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;fi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0)}function GRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;gi[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0,r|0)}function HRb(a){a=a|0;$(0);return 0.0}function IRb(a,b){a=a|0;b=b|0;$(1);return 0.0}function JRb(){$(2);return 0}function KRb(a){a=a|0;$(3);return 0}function LRb(a,b){a=a|0;b=+b;$(4);return 0}function MRb(a,b){a=a|0;b=b|0;$(5);return 0}function NRb(a,b,c){a=a|0;b=b|0;c=c|0;$(6);return 0}function ORb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(7);return 0}function PRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(8);return 0}function QRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(9);return 0}function RRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;$(10);return 0}function SRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(11);return 0}function TRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(12);return 0}function URb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(13);return 0}function VRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(14);return 0}function WRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;$(15);return 0}function XRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;$(16);return 0}function YRb(){$(17)}function ZRb(){vc()}function _Rb(a){a=+a;$(18)}function $Rb(a,b){a=+a;b=+b;$(19)}function aSb(a,b,c){a=+a;b=+b;c=c|0;$(20)}function bSb(a,b){a=+a;b=b|0;$(21)}function cSb(a){a=a|0;$(22)}function dSb(a,b){a=a|0;b=+b;$(23)}function eSb(a,b,c){a=a|0;b=+b;c=+c;$(24)}function fSb(a,b,c,d){a=a|0;b=+b;c=+c;d=+d;$(25)}function gSb(a,b,c,d,e,f,g){a=a|0;b=+b;c=+c;d=+d;e=e|0;f=f|0;g=g|0;$(26)}function hSb(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;$(27)}function iSb(a,b,c){a=a|0;b=+b;c=c|0;$(28)}function jSb(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;$(29)}function kSb(a,b){a=a|0;b=b|0;$(30)}function lSb(a,b,c){a=a|0;b=b|0;c=+c;$(31)}function mSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;$(32)}function nSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=+e;$(33)}function oSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;$(34)}function pSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;$(35)}function qSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;$(36)}function rSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;$(37)}function sSb(a,b,c,d,e,f){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;f=f|0;$(38)}function tSb(a,b,c){a=a|0;b=b|0;c=c|0;$(39)}function uSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;$(40)}function vSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;$(41)}function wSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=+f;g=+g;h=h|0;$(42)}function xSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=f|0;$(43)}function ySb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;$(44)}function zSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;$(45)}function ASb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=f|0;$(46)}function BSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(47)}function CSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(48)}function DSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=+f;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;$(49)}function ESb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;$(50)}function FSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;$(51)}function GSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;h=h|0;i=i|0;$(52)}function HSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(53)}function ISb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;$(54)}function JSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;$(55)}function KSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=h|0;$(56)}function LSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(57)}function MSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;$(58)}function NSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;$(59)}function OSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;$(60)}function PSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(61)}function QSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;$(62)}function RSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;$(63)}function SSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;$(64)}function TSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(65)}function USb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(66)}function VSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;$(67)}function WSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;$(68)}function XSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;$(69)}function YSb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$(70)}function ZSb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;$(71)}function _Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=+o;p=+p;q=+q;r=+r;s=s|0;$(72)}function $Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;$(73)}function aTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;$(74)}function bTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;$(75)}function cTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;$(76)}
+
+// EMSCRIPTEN_END_FUNCS
+var Mg=[HRb,Wcb,Xcb,Ycb,Fcb,Hcb,qi,si,ui,wi,yi,Ai,Ci,Ei,Gi,Ii,Ki,Mi,Oi,Qi,Si,Ui,Wi,Yi,_i,aj,cj,ej,gj,ij,kj,mj,oj,qj,sj,uj,wj,yj,Aj,Cj,Ej,Gj,tl,vl,wl,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb];var Ng=[IRb,uYa,UVa,$jb,akb,tkb,ukb,alb,olb,Blb,w2,A2,E2,I2,M2,Q2,U2,Y2,G4,O4,S4,a5,e5,t5,IRb,IRb,IRb,IRb,IRb,IRb,IRb,IRb];var Og=[JRb,u2,y2,C2,G2,K2,O2,S2,W2,_2,c3,g3,k3,o3,s3,w3,A3,E3,I3,M3,Q3,U3,Y3,a4,e4,i4,m4,q4,s4,w4,A4,E4,I4,M4,Q4,U4,Y4,c5,Jl,_la,$la,psa,Fha,ksa,Hr,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb];var Pg=[KRb,Gz,Mz,Qz,Uz,_z,cA,gA,mA,qA,uA,AA,EA,IA,OA,TA,WA,$A,fB,kB,qB,xB,DB,IB,QB,WB,$B,fC,iC,lC,rC,xC,CC,HC,NC,TC,YC,bD,hD,nD,rD,wD,CD,ID,MD,RD,XD,bE,fE,kE,qE,wE,BE,FE,LE,RE,WE,_E,eF,kF,pF,uF,BF,HF,MF,QF,WF,aG,fG,jG,qG,wG,AG,FG,LG,RG,WG,_G,eH,kH,pH,tH,zH,FH,KH,OH,UH,_H,cI,hI,nI,tI,yI,GI,MI,RI,WI,aJ,gJ,lJ,tJ,zJ,EJ,JJ,OJ,UJ,ZJ,fK,lK,qK,vK,AK,GK,KK,OK,UK,ZK,fL,lL,pL,tL,zL,EL,LL,RL,WL,bM,hM,mM,sM,wM,CM,IM,NM,UM,_M,dN,kN,qN,vN,CN,IN,MN,RN,XN,aO,hO,mO,rO,wO,CO,IO,MO,QO,WO,_O,cP,iP,mP,qP,wP,AP,EP,KP,PP,WP,aQ,eQ,kQ,qQ,uQ,yQ,EQ,JQ,PQ,TQ,YQ,$Q,eR,kR,oR,sR,yR,CR,GR,MR,QR,UR,_R,dS,jS,pS,xS,DS,IS,OS,SS,WS,aT,eT,iT,oT,tT,zT,DT,HT,NT,RT,VT,$T,eU,kU,oU,sU,yU,DU,JU,NU,RU,XU,bV,hV,lV,pV,vV,zV,DV,JV,NV,RV,XV,aW,gW,lW,rW,vW,zW,FW,KW,QW,UW,YW,cX,gX,kX,qX,vX,BX,GX,MX,RX,XX,aY,gY,kY,oY,uY,zY,FY,JY,NY,TY,XY,$Y,fZ,jZ,nZ,tZ,xZ,BZ,HZ,LZ,PZ,VZ,ZZ,b_,h_,l_,p_,v_,z_,D_,J_,N_,R_,X_,a$,g$,m$,s$,x$,F$,K$,N$,Q$,X$,b0,k0,p0,u0,z0,H0,N0,R0,V0,$0,e1,k1,p1,v1,z1,D1,J1,N1,R1,X1,a2,g2,o2,R5,Y5,d6,j6,t6,X6,f7,n7,u7,B7,H7,O7,U7,$7,g8,r8,g9,E9,L9,R9,X9,baa,yaa,Eaa,Kaa,Saa,Yaa,dba,kba,rba,zba,Mba,Yba,pca,Bca,Hca,Oca,wda,Nda,Yda,xea,Eea,Kea,Nfa,oga,wga,Oga,Uga,tla,zla,lla,rla,cla,ila,Wka,ala,Oka,Uka,Gka,Mka,yka,Eka,qka,wka,ika,oka,$ja,fka,Tja,Zja,Lja,Rja,Dja,Jja,uja,Aja,lja,rja,cja,ija,Via,$ia,Mia,Sia,Dia,Jia,uia,Aia,lia,ria,cia,iia,Nla,Hma,Bma,tma,Jma,Sma,_ma,gna,ona,Wna,voa,epa,pqa,jqa,Ura,Ora,Ata,rva,zva,Lva,Bwa,$wa,bxa,hxa,Txa,Xya,bza,lGa,mGa,nGa,oGa,pGa,qGa,rGa,sGa,tGa,uGa,vGa,wGa,xGa,yGa,zGa,AGa,BGa,CGa,DGa,EGa,FGa,GGa,VGa,WGa,XGa,YGa,dHa,eHa,fHa,gHa,nHa,oHa,pHa,qHa,rHa,sHa,AHa,BHa,CHa,DHa,EHa,FHa,MHa,NHa,JLa,KLa,MLa,NLa,QLa,SLa,TLa,aMa,eMa,gMa,hMa,LSa,hYa,MSa,NSa,QSa,TSa,JTa,KTa,LTa,MTa,EUa,eVa,gVa,rWa,xWa,JWa,QWa,RWa,jXa,_Wa,eXa,uDb,vDb,s3a,yDb,D3a,J3a,S3a,n5a,t5a,L4a,R4a,E6a,K6a,i6a,o6a,a6a,g6a,P5a,V5a,G5a,M5a,zcb,Acb,Vcb,Zcb,Dcb,Sdb,Ydb,Oeb,Ueb,_kb,$kb,mlb,nlb,zlb,Alb,emb,gxb,nxb,dAb,xDb,MDb,NDb,PDb,QDb,_Eb,fFb,mFb,nFb,tFb,uFb,KHb,RHb,SHb,THb,UHb,VHb,WHb,XHb,sIb,zIb,AIb,BIb,CIb,DIb,EIb,FIb,nJb,oJb,tJb,zJb,AJb,FJb,KJb,LJb,QJb,VJb,WJb,$Jb,YKb,ZKb,$Kb,oLb,pLb,rLb,WLb,XLb,bMb,cMb,hLb,iLb,kLb,xLb,yLb,ALb,Ij,Kj,Mj,Oj,Qj,Sj,Uj,Wj,Yj,_j,ak,ck,ek,gk,ik,kk,mk,ok,qk,sk,uk,wk,yk,Ak,Ck,Ek,Gk,Ik,Kk,Mk,Ok,Qk,Sk,Uk,Wk,Yk,_k,al,i5,il,jl,kl,nl,pl,rl,A5,Kl,Cla,G5,K5,Vga,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb];var Qg=[LRb,JGa,KGa,LGa,OGa,_Ga,$Ga,iHa,vHa,LRb,LRb,LRb,LRb,LRb,LRb,LRb];var Rg=[MRb,Lz,Zz,lA,zA,NA,eB,CB,VB,wC,SC,mD,HD,aE,vE,QE,jF,GF,$F,vG,QG,jH,EH,ZH,sI,LI,fJ,yJ,TJ,kK,FK,TK,kL,yL,QL,gM,HM,ZM,pN,HN,WN,HO,VO,hP,vP,JP,$P,pQ,DQ,OQ,jR,xR,LR,ZR,CS,NS,$S,nT,yT,MT,_T,jU,xU,IU,WU,gV,uV,IV,WV,fW,qW,EW,PW,bX,pX,AX,LX,WX,fY,tY,EY,SY,eZ,sZ,GZ,UZ,g_,u_,I_,W_,f$,r$,M0,_0,j1,u1,I1,W1,f2,yla,qla,hla,$ka,Tka,Lka,Dka,vka,nka,eka,Yja,Qja,Ija,zja,qja,hja,_ia,Ria,Iia,zia,qia,hia,gxa,eza,aza,bOb,IGa,MGa,NGa,PGa,QGa,RGa,SGa,jHa,uHa,wHa,HHa,IHa,JHa,OHa,jKa,RLa,bMa,jMa,hPa,wWa,dXa,t3a,u3a,I3a,Y3a,s5a,Q4a,J6a,n6a,f6a,U5a,L5a,f8a,Jcb,hdb,Xdb,Teb,Zjb,_jb,rkb,skb,blb,clb,dlb,plb,qlb,rlb,Clb,Dlb,Elb,oxb,pxb,zDb,BDb,RDb,TDb,aFb,hFb,oFb,vFb,JLb,LLb,NLb,mMb,oMb,qMb,a3,e3,i3,m3,q3,u3,y3,C3,G3,K3,O3,S3,W3,_3,c4,g4,k4,o4,u4,y4,C4,K4,W4,_4,g5,o5,p5,r5,B5,E5,Jmb,nnb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb];var Sg=[NRb,Pz,bA,pA,DA,SA,VA,jB,nB,HB,_B,eC,hC,kC,BC,GC,XC,aD,qD,uD,LD,PD,eE,iE,AE,DE,VE,YE,oF,tF,LF,OF,eG,hG,zG,DG,VG,YG,oH,rH,JH,MH,bI,fI,xI,QI,VI,kJ,DJ,IJ,YJ,pK,uK,JK,YK,oL,DL,VL,lM,rM,uM,MM,cN,uN,LN,$N,gO,lO,qO,vO,LO,ZO,lP,zP,OP,dQ,tQ,SQ,XQ,_Q,nR,BR,PR,cS,iS,oS,RS,dT,CT,QT,nU,MU,kV,yV,MV,uW,TW,fX,jY,IY,WY,iZ,wZ,KZ,YZ,k_,y_,M_,w$,E$,J$,M$,P$,W$,a0,j0,o0,t0,y0,Q0,y1,M1,LLa,iMa,HWa,rDb,wDb,ADb,elb,flb,slb,tlb,Flb,Glb,kxb,eAb,fAb,jAb,kAb,uBb,JDb,ODb,SDb,$Eb,gFb,CFb,IFb,MKb,RKb,KLb,MLb,PLb,iMb,nMb,pMb,sMb,iPb,xPb,zPb,CPb,EPb,z5,exb,qCb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb];var Tg=[ORb,Wdb,Seb,Vlb,OLb,jMb,kMb,lMb,rMb,J5,Pwb,ORb,ORb,ORb,ORb,ORb];var Ug=[PRb,kHb,lHb,BHb,CHb,PRb,PRb,PRb];var Vg=[QRb,vUa,dYa,n2a,AFb,GFb,fHb,gHb,iHb,mHb,wHb,xHb,zHb,DHb,XKb,_Kb,nLb,qLb,QLb,tMb,gLb,jLb,wLb,zLb,QRb,QRb,QRb,QRb,QRb,QRb,QRb,QRb];var Wg=[RRb,yKb,EKb,RRb];var Xg=[SRb,I5];var Yg=[TRb,MFb,NFb,OFb,PFb,QFb,RFb,SFb,TFb,UFb,VFb,WFb,GGb,HGb,IGb,JGb,KGb,LGb,MGb,NGb,OGb,PGb,QGb,hHb,jHb,yHb,AHb,LHb,MHb,NHb,OHb,PHb,tIb,uIb,vIb,wIb,xIb,zKb,FKb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb];var Zg=[URb,bJb,hJb,eKb,fKb,pKb,qKb,URb];var _g=[VRb,QHb,yIb,VKb,WKb,lLb,mLb,eLb,fLb,uLb,vLb,VRb,VRb,VRb,VRb,VRb];var $g=[WRb,Ola];var ah=[XRb,F5];var bh=[YRb,ZRb,Mha,Ala,Qla,Zl,am,cm,Lm,Nm,Pm,Ym,_m,$m,hp,jp,kp,lp,mp,np,op,Vr,Yr,_r,Hs,Js,Ls,Us,Ws,Xs,ev,gv,hv,iv,jv,kv,lv,Ix,Nha,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb];var ch=[_Rb,em,cn,dn,fn,gn,jn,ln,mn,wn,yn,zn,Gn,Hn,In,Nn,On,Rn,Sn,eo,oo,to,uo,Co,Do,Eo,Ho,Io,Jo,Oo,Po,Qo,Vo,Yo,as,_s,$s,bt,ct,et,gt,ht,rt,tt,ut,Bt,Ct,Dt,It,Jt,Mt,Nt,_t,iu,nu,ou,wu,xu,yu,Eu,Fu,Gu,Lu,Mu,Nu,Su,Vu,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb];var dh=[$Rb,Fn,Mr,At,Fx,$Rb,$Rb,$Rb];var eh=[aSb,Ko,Hu,aSb];var fh=[bSb,wo,Lo,qu,Iu,bSb,bSb,bSb];var gh=[cSb,oG,Fz,Iz,Jz,mS,Oz,Tz,Wz,Xz,aA,fA,iA,jA,oA,tA,wA,xA,CA,HA,KA,LA,QA,RA,UA,_A,bB,cB,hB,iB,lB,mB,pB,wB,zB,AB,FB,GB,JB,KB,PB,SB,TB,YB,ZB,aC,bC,cC,dC,gC,jC,qC,tC,uC,zC,AC,DC,EC,FC,MC,PC,QC,VC,WC,ZC,_C,$C,gD,jD,kD,sD,pD,tD,vD,BD,ED,FD,ND,KD,OD,QD,WD,ZD,_D,gE,dE,hE,jE,pE,sE,tE,yE,zE,CE,EE,KE,NE,OE,TE,UE,XE,ZE,dF,gF,hF,mF,nF,qF,rF,sF,AF,DF,EF,JF,KF,NF,PF,VF,YF,ZF,cG,dG,gG,iG,pG,sG,tG,BG,yG,CG,EG,KG,NG,OG,TG,UG,XG,ZG,dH,gH,hH,mH,nH,qH,sH,yH,BH,CH,HH,IH,LH,NH,TH,WH,XH,dI,aI,eI,gI,mI,pI,qI,vI,wI,zI,AI,FI,II,JI,OI,PI,SI,TI,UI,$I,cJ,dJ,iJ,jJ,mJ,nJ,sJ,vJ,wJ,BJ,CJ,FJ,GJ,HJ,NJ,QJ,RJ,WJ,XJ,_J,$J,eK,hK,iK,nK,oK,rK,sK,tK,zK,CK,DK,IK,NK,QK,RK,WK,XK,_K,$K,eL,hL,iL,nL,sL,vL,wL,BL,CL,FL,GL,KL,NL,OL,TL,UL,XL,YL,aM,dM,eM,jM,kM,nM,oM,pM,qM,tM,vM,BM,EM,FM,KM,LM,OM,PM,TM,WM,XM,aN,bN,eN,fN,jN,mN,nN,sN,tN,wN,xN,BN,EN,FN,KN,QN,TN,UN,ZN,_N,bO,cO,eO,fO,iO,jO,kO,oO,pO,sO,tO,uO,BO,EO,FO,KO,PO,SO,TO,YO,bP,eP,fP,kP,pP,sP,tP,yP,DP,GP,HP,MP,NP,QP,RP,VP,YP,ZP,cQ,jQ,mQ,nQ,sQ,xQ,AQ,BQ,IQ,LQ,MQ,RQ,UQ,WQ,ZQ,dR,gR,hR,mR,rR,uR,vR,AR,FR,IR,JR,OR,TR,WR,XR,aS,bS,eS,fS,gS,hS,kS,lS,nS,wS,zS,AS,HS,KS,LS,QS,VS,YS,ZS,cT,hT,kT,lT,sT,vT,wT,BT,GT,JT,KT,PT,UT,XT,YT,dU,gU,hU,mU,rU,uU,vU,CU,FU,GU,LU,QU,TU,UU,aV,dV,eV,jV,oV,rV,sV,xV,CV,FV,GV,LV,QV,TV,UV,$V,cW,dW,kW,nW,oW,tW,yW,BW,CW,JW,MW,NW,SW,XW,_W,$W,eX,jX,mX,nX,uX,xX,yX,FX,IX,JX,QX,TX,UX,$X,cY,dY,iY,nY,qY,rY,yY,BY,CY,HY,MY,PY,QY,VY,_Y,bZ,cZ,hZ,mZ,pZ,qZ,vZ,AZ,DZ,EZ,JZ,OZ,RZ,SZ,XZ,a_,d_,e_,j_,o_,r_,s_,x_,C_,F_,G_,L_,Q_,T_,U_,$_,c$,d$,l$,o$,p$,u$,v$,y$,z$,C$,D$,G$,H$,I$,L$,O$,U$,V$,Y$,Z$,_$,$$,c0,d0,h0,i0,l0,m0,n0,r0,s0,v0,w0,x0,G0,J0,K0,P0,U0,X0,Y0,d1,g1,h1,o1,r1,s1,x1,C1,F1,G1,L1,Q1,T1,U1,$1,c2,d2,j2,k2,p2,q2,t2,s2,M5,N5,T5,U5,_5,$5,e6,f6,o6,p6,v6,w6,B6,C6,H6,I6,N6,O6,S6,T6,a7,b7,i7,j7,p7,q7,w7,x7,C7,D7,J7,K7,P7,Q7,W7,X7,b8,c8,h8,i8,m8,n8,t8,u8,y8,z8,Y8,Z8,b9,c9,n9,o9,t9,u9,z9,A9,G9,H9,M9,N9,S9,T9,Y9,Z9,caa,daa,haa,iaa,naa,oaa,taa,uaa,zaa,Aaa,Faa,Gaa,Naa,Oaa,Taa,Uaa,_aa,$aa,fba,gba,mba,nba,uba,vba,Bba,Cba,Hba,Iba,Oba,Pba,Tba,Uba,_ba,$ba,eca,fca,kca,lca,rca,sca,wca,xca,Cca,Dca,Jca,Kca,Pca,Qca,Uca,Vca,Zca,_ca,cda,dda,hda,ida,mda,nda,rda,sda,xda,yda,Cda,Dda,Ida,Jda,Oda,Pda,Tda,Uda,_da,$da,dea,eea,iea,jea,nea,oea,sea,tea,zea,Aea,Fea,Gea,Lea,Mea,Qea,Rea,Vea,Wea,_ea,$ea,dfa,efa,ifa,jfa,nfa,ofa,sfa,tfa,yfa,zfa,Dfa,Efa,Ifa,Jfa,Ofa,Pfa,Ufa,Vfa,_fa,$fa,jga,kga,rga,sga,Bga,Cga,Jga,Kga,Pga,Qga,gka,sla,vla,wla,jla,kla,nla,ola,jia,bla,ela,fla,gla,Vka,Yka,Zka,_ka,Nka,Qka,Rka,Ska,Fka,Ika,Jka,Kka,xka,Aka,Bka,pka,ska,tka,hka,kka,lka,_ja,bka,cka,dka,Sja,Vja,Wja,Xja,sia,Kja,Nja,Oja,Bja,Cja,Fja,Gja,sja,tja,wja,xja,jja,kja,nja,oja,aja,bja,eja,fja,Tia,Uia,Xia,Yia,Kia,Lia,Oia,Pia,Bia,Cia,Fia,Gia,tia,wia,xia,kia,nia,oia,pia,aia,bia,eia,fia,_ha,Ila,Jla,Cma,Dma,wma,xma,oma,pma,Ima,Lma,Nma,Oma,Tma,Vma,Wma,$ma,bna,cna,hna,jna,kna,pna,rna,sna,wna,Yna,Zna,doa,foa,goa,koa,toa,$oa,apa,kqa,lqa,eqa,fqa,rqa,sqa,yqa,zqa,Dqa,Fqa,Gqa,Kqa,Lqa,Nqa,Oqa,Vqa,ara,bra,hra,ira,nra,pra,qra,vra,xra,Ara,Dra,Pra,Qra,Jra,Kra,Xra,Yra,bsa,dsa,esa,jsa,rsa,ssa,ysa,Asa,Bsa,Gsa,Isa,Jsa,Nsa,Psa,Qsa,Vsa,Xsa,Ysa,ata,eta,fta,Gta,Hta,Bta,Cta,vta,wta,qta,rta,kta,lta,Ita,Rta,Uta,Xta,$ta,dua,hua,lua,pua,uua,yua,Cua,Gua,Kua,Oua,Sua,Wua,$ua,ava,fva,hva,iva,mva,nva,sva,tva,vva,Gva,Hva,Bva,Cva,Mva,Nva,Rva,Sva,Wva,Xva,Zva,_va,cwa,ewa,iwa,jwa,nwa,qwa,twa,xwa,Ewa,Wwa,Xwa,Rwa,Swa,axa,dxa,exa,fxa,ixa,jxa,zxa,Axa,Exa,Gxa,Oxa,Pxa,Jxa,Kxa,Uxa,tya,uya,zya,Eya,Fya,Kya,Qya,aOb,cza,dza,fza,Vya,Wya,Zya,_ya,$ya,tFa,uFa,vFa,wFa,rFa,sFa,AFa,BFa,CFa,DFa,yFa,zFa,iGa,jGa,TGa,aHa,bHa,kHa,lHa,xHa,yHa,LHa,QHa,RHa,SHa,THa,EIa,FIa,GIa,HIa,VIa,WIa,XIa,YIa,hKa,iKa,kKa,GLa,HLa,OLa,PLa,VLa,WLa,XLa,YLa,_La,$La,cMa,dMa,vMa,wMa,xMa,yMa,BMa,CMa,DMa,EMa,ANa,BNa,CNa,DNa,MNa,NNa,ONa,PNa,ZOa,_Oa,$Oa,aPa,fPa,gPa,iPa,eYa,ISa,JSa,gYa,pYa,PSa,rYa,RSa,XSa,dTa,BTa,FTa,GTa,HTa,NTa,OTa,$Ua,aVa,bVa,fVa,kVa,sVa,QVa,qWa,tWa,uWa,FWa,GWa,MWa,NWa,OWa,UWa,VWa,fXa,gXa,hXa,nXa,vXa,TXa,ZWa,aXa,bXa,F1a,cYa,fYa,qYa,G1a,S2a,T2a,U2a,M2a,N2a,O2a,P2a,_2a,$2a,a3a,b3a,gEb,hEb,iEb,jEb,v3a,w3a,x3a,y3a,o3a,p3a,C3a,F3a,G3a,H3a,O3a,P3a,R3a,V3a,W3a,X3a,J4a,m5a,p5a,q5a,K4a,N4a,O4a,s4a,I4a,G4a,H4a,_5a,D6a,G6a,H6a,N5a,h6a,k6a,l6a,$5a,c6a,d6a,O5a,R5a,S5a,E5a,F5a,I5a,J5a,j8a,k8a,l8a,m8a,ycb,Ucb,fdb,Kcb,Lcb,Mcb,Ncb,Ocb,Pcb,Qcb,Qdb,Rdb,Udb,Vdb,Meb,Neb,Qeb,Reb,crb,Yjb,qkb,Ykb,Zkb,klb,llb,xlb,ylb,Tlb,Ulb,Wlb,Xlb,fmb,gmb,hmb,imb,kob,lob,Spb,Tpb,Upb,Vpb,kqb,lqb,mqb,nqb,Pqb,Qqb,Rqb,Sqb,drb,jub,kub,lub,mub,pub,qub,rub,sub,yub,zub,Aub,Bub,YDb,ZDb,_Db,$Db,Sub,Tub,Uub,Vub,pvb,qvb,rvb,svb,Avb,Bvb,Cvb,Dvb,Vwb,Wwb,Xwb,Ywb,qxb,rxb,sxb,txb,hxb,ixb,uxb,vxb,Bxb,Cxb,kDb,mDb,oDb,pDb,GDb,HDb,bEb,cEb,dEb,eEb,lEb,mEb,nEb,oEb,XEb,YEb,cFb,dFb,jFb,kFb,qFb,rFb,xFb,yFb,zFb,EFb,FFb,KFb,LFb,EGb,FGb,dHb,eHb,uHb,vHb,IHb,JHb,qIb,rIb,$Ib,aJb,fJb,gJb,lJb,mJb,xJb,yJb,IJb,JJb,TJb,UJb,cKb,dKb,nKb,oKb,wKb,xKb,CKb,DKb,KKb,LKb,PKb,QKb,DFb,dLb,UKb,sLb,tLb,ELb,FLb,HLb,ILb,ULb,VLb,$Lb,aMb,gMb,hMb,uMb,vMb,wMb,ePb,fPb,gPb,hPb,rPb,wPb,yPb,BPb,DPb,FPb,Rz,dA,rA,FA,XA,tB,MB,nC,JC,dD,yD,TD,mE,HE,aF,xF,SF,lG,HG,aH,vH,QH,jI,CI,YI,pJ,LJ,bK,wK,LK,aL,qL,HL,ZL,yM,QM,gN,yN,NN,yO,NO,$O,nP,BP,SP,fQ,vQ,GQ,aR,pR,DR,RR,tS,FS,TS,fT,qT,ET,ST,bU,pU,AU,OU,ZU,mV,AV,OV,ZV,iW,wW,HW,VW,hX,sX,DX,OX,ZX,lY,wY,KY,YY,kZ,yZ,MZ,_Z,m_,A_,O_,Z_,i$,D0,S0,b1,m1,A1,O1,Z1,i2,v2,z2,D2,H2,L2,P2,T2,X2,$2,d3,h3,l3,p3,t3,x3,B3,F3,J3,N3,R3,V3,Z3,b4,f4,j4,n4,r4,t4,x4,B4,F4,J4,N4,R4,V4,Z4,d5,j5,k5,cl,fl,Nl,loa,L5,dm,Hm,Rm,bn,en,hn,kn,nn,on,pn,qn,un,xn,An,Cn,En,Jn,Kn,Ln,Mn,Pn,Qn,Tn,Un,Vn,Wn,Xn,Zn,_n,$n,ao,bo,co,fo,go,ho,io,jo,ko,lo,mo,no,po,qo,ro,so,vo,xo,zo,Ao,Bo,Fo,Go,Mo,No,Ro,So,To,Uo,Wo,Xo,_o,$o,ap,ep,Dr,Ir,Wga,$r,Ds,Ns,Zs,at,dt,ft,it,jt,kt,lt,pt,st,vt,xt,zt,Et,Ft,Gt,Ht,Kt,Lt,Ot,Pt,Qt,Rt,St,Ut,Vt,Wt,Xt,Yt,Zt,$t,au,bu,cu,du,eu,fu,gu,hu,ju,ku,lu,mu,pu,ru,tu,uu,vu,zu,Du,Ju,Ku,Ou,Pu,Qu,Ru,Tu,Uu,Xu,Yu,Zu,bv,Ax,Ex,GFa,cGb,eGb,gKb,$zb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb];var hh=[dSb,eTa,gTa,tVa,vVa,wXa,yXa,adb,bdb,cdb,ddb,Gcb,ri,ti,vi,xi,zi,Bi,Di,Fi,Hi,Ji,Li,Ni,Pi,Ri,Ti,Vi,Xi,Zi,$i,bj,dj,fj,hj,jj,lj,nj,pj,rj,tj,vj,xj,zj,Bj,Dj,Fj,Hj,ul,xl,zl,Dl,El,Z6,vn,U8,dp,qt,av,dSb,dSb,dSb,dSb,dSb];var ih=[eSb,KSa,ITa,PWa,gdb,yl,Al,Cl,Fl,P8,eSb,eSb,eSb,eSb,eSb,eSb];var jh=[fSb,Bl];var kh=[gSb,TTa,L1a,gSb];var lh=[hSb,W8];var mh=[iSb,sn,V8,X8,nt,iSb,iSb,iSb];var nh=[jSb,Yl,Ur,jSb];var oh=[kSb,Hz,Kz,Vz,Yz,hA,kA,vA,yA,JA,MA,aB,dB,yB,BB,RB,UB,sC,vC,OC,RC,iD,lD,DD,GD,YD,$D,rE,uE,ME,PE,fF,iF,CF,FF,XF,_F,rG,uG,MG,PG,fH,iH,AH,DH,VH,YH,oI,rI,HI,KI,bJ,eJ,uJ,xJ,PJ,SJ,gK,jK,BK,EK,PK,SK,gL,jL,uL,xL,ML,PL,cM,fM,DM,GM,VM,YM,lN,oN,DN,GN,SN,VN,DO,GO,RO,UO,dP,gP,rP,uP,FP,IP,XP,_P,lQ,oQ,zQ,CQ,KQ,NQ,fR,iR,tR,wR,HR,KR,VR,YR,yS,BS,JS,MS,XS,_S,jT,mT,uT,xT,IT,LT,WT,ZT,fU,iU,tU,wU,EU,HU,SU,VU,cV,fV,qV,tV,EV,HV,SV,VV,bW,eW,mW,pW,AW,DW,LW,OW,ZW,aX,lX,oX,wX,zX,HX,KX,SX,VX,bY,eY,pY,sY,AY,DY,OY,RY,aZ,dZ,oZ,rZ,CZ,FZ,QZ,TZ,c_,f_,q_,t_,E_,H_,S_,V_,b$,e$,n$,q$,I0,L0,W0,Z0,f1,i1,q1,t1,E1,H1,S1,V1,b2,e2,l2,m2,n2,O5,P5,Q5,V5,W5,X5,a6,b6,c6,g6,h6,i6,q6,r6,s6,x6,y6,z6,D6,E6,F6,J6,K6,L6,P6,Q6,R6,U6,V6,W6,c7,d7,e7,k7,l7,m7,r7,s7,t7,y7,z7,A7,E7,F7,G7,L7,M7,N7,R7,S7,T7,Y7,Z7,_7,d8,e8,f8,j8,k8,l8,o8,p8,q8,v8,w8,x8,A8,B8,C8,_8,$8,a9,d9,e9,f9,p9,q9,r9,v9,w9,x9,B9,C9,D9,I9,J9,K9,O9,P9,Q9,U9,V9,W9,_9,$9,aaa,eaa,faa,gaa,jaa,kaa,laa,paa,qaa,raa,vaa,waa,xaa,Baa,Caa,Daa,Haa,Iaa,Jaa,Paa,Qaa,Raa,Vaa,Waa,Xaa,aba,bba,cba,hba,iba,jba,oba,pba,qba,wba,xba,yba,Dba,Eba,Fba,Jba,Kba,Lba,Qba,Rba,Sba,Vba,Wba,Xba,aca,bca,cca,gca,hca,ica,mca,nca,oca,tca,uca,vca,yca,zca,Aca,Eca,Fca,Gca,Lca,Mca,Nca,Rca,Sca,Tca,Wca,Xca,Yca,$ca,ada,bda,eda,fda,gda,jda,kda,lda,oda,pda,qda,tda,uda,vda,zda,Ada,Bda,Eda,Fda,Gda,Kda,Lda,Mda,Qda,Rda,Sda,Vda,Wda,Xda,aea,bea,cea,fea,gea,hea,kea,lea,mea,pea,qea,rea,uea,vea,wea,Bea,Cea,Dea,Hea,Iea,Jea,Nea,Oea,Pea,Sea,Tea,Uea,Xea,Yea,Zea,afa,bfa,cfa,ffa,gfa,hfa,kfa,lfa,mfa,pfa,qfa,rfa,ufa,vfa,wfa,Afa,Bfa,Cfa,Ffa,Gfa,Hfa,Kfa,Lfa,Mfa,Qfa,Rfa,Sfa,Wfa,Xfa,Yfa,aga,bga,cga,lga,mga,nga,tga,uga,vga,Dga,Ega,Fga,Lga,Mga,Nga,Rga,Sga,Tga,ula,xla,mla,pla,dla,Xka,Pka,Hka,zka,Cka,rka,uka,jka,mka,aka,Uja,Mja,Pja,Eja,vja,mja,dja,Wia,Nia,Eia,via,yia,mia,dia,Kla,Lla,Mla,Ema,Fma,Gma,yma,zma,Ama,qma,rma,sma,Pma,Qma,Rma,Xma,Yma,Zma,dna,ena,fna,lna,mna,nna,tna,una,vna,_na,$na,aoa,hoa,ioa,joa,uoa,bpa,cpa,dpa,mqa,nqa,oqa,gqa,hqa,iqa,tqa,uqa,vqa,Aqa,Bqa,Cqa,Hqa,Iqa,Jqa,Pqa,Qqa,Rqa,Wqa,cra,dra,era,jra,kra,lra,rra,sra,tra,yra,Bra,Era,Rra,Sra,Tra,Lra,Mra,Nra,Zra,_ra,$ra,fsa,gsa,hsa,tsa,usa,vsa,Csa,Dsa,Esa,Ksa,Lsa,Msa,Rsa,Ssa,Tsa,Zsa,_sa,$sa,gta,hta,ita,Dta,Eta,Fta,xta,yta,zta,sta,tta,uta,mta,nta,ota,Sta,Vta,Yta,aua,eua,iua,mua,qua,vua,zua,Dua,Hua,Lua,Pua,Tua,Xua,bva,cva,dva,jva,kva,lva,ova,pva,qva,wva,xva,yva,Iva,Jva,Kva,Dva,Eva,Fva,Tva,Uva,Vva,$va,awa,bwa,fwa,kwa,lwa,mwa,rwa,uwa,ywa,zwa,Awa,Fwa,Ywa,Zwa,_wa,Twa,Uwa,Vwa,cxa,Bxa,Cxa,Dxa,Hxa,Qxa,Rxa,Sxa,Lxa,Mxa,Nxa,vya,wya,xya,Gya,Hya,Iya,Rya,Yya,kGa,HGa,UGa,ZGa,cHa,hHa,mHa,tHa,zHa,GHa,ILa,fMa,sYa,SSa,YSa,$Sa,fTa,hTa,iTa,CTa,DTa,ETa,QTa,CUa,DUa,cVa,lVa,oVa,uVa,wVa,xVa,RVa,SVa,TVa,sWa,vWa,XWa,iXa,oXa,rXa,xXa,zXa,AXa,UXa,VXa,WXa,$Wa,cXa,I1a,u2a,v2a,qDb,E3a,Q3a,T3a,Z3a,o5a,r5a,M4a,P4a,F6a,j6a,b6a,Q5a,H5a,g8a,Bcb,Ccb,_cb,$cb,edb,Ecb,Icb,Tdb,Peb,jxb,IDb,ZEb,eFb,lFb,sFb,pJb,qJb,rJb,sJb,uJb,vJb,BJb,CJb,DJb,EJb,GJb,HJb,MJb,NJb,OJb,PJb,RJb,SJb,XJb,YJb,ZJb,_Jb,aKb,bKb,OKb,TKb,YLb,ZLb,_Lb,dMb,eMb,fMb,Jj,Lj,Nj,Pj,Rj,Tj,Vj,Xj,Zj,$j,bk,dk,fk,hk,jk,lk,nk,pk,rk,tk,vk,xk,zk,Bk,Dk,Fk,Hk,Jk,Lk,Nk,Pk,Rk,Tk,Vk,Xk,Zk,$k,bl,l5,ll,ml,ol,ql,sl,gm,hm,im,jm,km,mm,nm,om,pm,qm,rm,sm,tm,um,vm,wm,xm,ym,zm,Am,Bm,Cm,Dm,Em,Fm,Gm,o7,Mm,G8,H8,I8,rn,tn,Q8,R8,S8,Yn,yo,Zo,bp,pp,rp,vp,yp,Gp,Er,Gr,cs,ds,es,fs,gs,is,js,ks,ls,ms,ns,os,ps,qs,rs,ss,ts,us,vs,ws,xs,ys,zs,As,Bs,Cs,Is,mt,ot,Tt,su,Wu,_u,mv,ov,sv,vv,Dv,Bx,Dx,Ela,Fla,HBa,pWa,YWa,v$a,_3a,c4a,e4a,f4a,h4a,i4a,k4a,m4a,n4a,p4a,u4a,v4a,w4a,y4a,z4a,Rcb,Tcb,onb,mpb,Swb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb];var ph=[lSb,x2,B2,F2,J2,N2,R2,V2,Z2,H4,P4,T4,b5,f5,u5,Gl,M8,i9,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb];var qh=[mSb,v5,Hl,Jr,Gx,mSb,mSb,mSb];var rh=[nSb,w5];var sh=[oSb,Tq,Qw,oSb];var th=[pSb,K8];var uh=[qSb,Fr,Cx,qSb];var vh=[rSb,bm,Zr,rSb];var wh=[sSb,M6];var xh=[tSb,Hja,yja,gja,Hia,gia,tYa,kTa,qTa,rTa,sTa,tTa,yTa,ATa,RTa,eUa,zUa,AUa,dVa,zVa,FVa,GVa,HVa,IVa,NVa,PVa,IWa,CXa,IXa,JXa,KXa,LXa,QXa,SXa,J1a,Y1a,r2a,s2a,m6a,T5a,b3,f3,j3,n3,r3,v3,z3,D3,H3,L3,P3,T3,X3,$3,d4,h4,l4,p4,v4,z4,D4,L4,X4,$4,h5,q5,s5,Il,Ml,Ol,_l,fm,h7,Om,J8,L8,Bn,Dn,T8,gp,l9,up,Fp,Mp,Qp,Rp,ur,wr,xr,zr,Hga,Wr,bs,Ks,wt,yt,dv,rv,Cv,Jv,Nv,Ov,rx,tx,ux,wx,Ysb,Qwb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb];var yh=[uSb,x5];var zh=[vSb,y5,Iga,vSb];var Ah=[wSb,pUa,h2a,wSb];var Bh=[xSb,fga];var Ch=[ySb,jr,gx,ySb];var Dh=[zSb,Gga];var Eh=[ASb,Y6];var Fh=[BSb,L3a,pja,Zia,USa,VSa,ZSa,_Sa,aTa,cTa,mTa,oTa,pTa,uTa,zTa,WTa,ZTa,_Ta,hUa,jUa,kUa,yUa,hVa,iVa,mVa,nVa,pVa,rVa,BVa,DVa,EVa,JVa,OVa,WWa,kXa,lXa,pXa,qXa,sXa,uXa,EXa,GXa,HXa,MXa,RXa,O1a,R1a,S1a,$1a,b2a,c2a,q2a,r3a,I6a,e6a,K5a,mxb,tDb,LDb,BFb,HFb,lPb,uPb,IPb,D5,H5,Ql,Rl,Tl,$l,g7,lm,Km,I7,Qm,Vm,N8,O8,fp,k9,ip,sp,tp,y9,xp,zp,Ap,Bp,Cp,saa,Hp,Ip,Lp,Zaa,Np,Sp,Tp,Up,Vp,lq,Pq,Uq,Vq,Wq,Xq,Yq,Zq,_q,cr,dr,er,gr,ir,kr,lr,mr,nr,or,pr,qr,tr,zga,vr,Br,Cr,Kr,Lr,Nr,Pr,Xr,hs,Gs,Ms,Rs,cv,fv,pv,qv,uv,wv,xv,yv,zv,Ev,Fv,Iv,Kv,Pv,Qv,Rv,Sv,iw,Mw,Rw,Sw,Tw,Uw,Vw,Ww,Xw,$w,ax,bx,dx,fx,hx,ix,jx,kx,lx,mx,nx,qx,sx,yx,zx,Hx,oi,yxb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb];var Gh=[CSb,WSa,jVa,mXa];var Hh=[DSb,lUa,d2a,DSb];var Ih=[ESb,jTa,yVa,BXa,Sq,qga,Pw,ESb];var Jh=[FSb,fr,cx,FSb];var Kh=[GSb,Ll];var Lh=[HSb,r2,Qia,$ha,bTa,nTa,xTa,PTa,UTa,VTa,XTa,YTa,$Ta,aUa,bUa,cUa,dUa,fUa,gUa,uUa,BUa,qVa,CVa,MVa,tXa,FXa,PXa,H1a,M1a,N1a,P1a,Q1a,T1a,U1a,V1a,W1a,X1a,Z1a,_1a,m2a,t2a,kPb,tPb,HPb,S5,Im,Jm,Sm,Tm,Um,cp,j9,qp,s9,Dp,Ep,Jp,eba,Op,tba,Aba,Xp,Yp,aq,bq,cq,eq,fq,gq,hq,iq,jq,kq,sq,tq,uq,vq,wq,xq,zq,Aq,Cq,Dq,Eq,Fq,Gq,Hq,Iq,Kq,Mq,Oq,Zfa,Rq,sr,Es,Fs,Os,Ps,Qs,$u,nv,Av,Bv,Gv,Lv,Uv,Vv,Zv,_v,$v,bw,cw,dw,ew,fw,gw,hw,pw,qw,rw,sw,tw,uw,ww,xw,zw,Aw,Bw,Cw,Dw,Ew,Fw,Hw,Jw,Lw,Ow,px,Bha,YDa,ZDa,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb];var Mh=[ISb,el,gl,ISb];var Nh=[JSb,dl,hl,JSb];var Oh=[KSb,STa,K1a,KSb];var Ph=[LSb,Pl,ega,LSb];var Qh=[MSb,iga];var Rh=[NSb,Ul,Qr,NSb];var Sh=[OSb,C5];var Th=[PSb,lTa,wTa,rUa,wUa,w2a,x2a,AVa,LVa,DXa,OXa,j2a,o2a,q3a,lxb,sDb,KDb,NKb,SKb,jPb,sPb,GPb,Sl,Vl,Wl,v7,V7,a8,Wm,Xm,Zm,h9,m9,maa,Laa,lba,Wp,Nba,qca,dq,mq,oq,Zda,yq,Bq,Lq,Nq,Qq,dga,yga,yr,Ar,Or,Rr,Sr,Ss,Ts,Vs,Tv,aw,jw,lw,vw,yw,Iw,Kw,Nw,vx,xx,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb];var Uh=[QSb,n5];var Vh=[RSb,m5];var Wh=[SSb,k6];var Xh=[TSb,vTa,iUa,KVa,NXa,a2a,Z5,u6,A6,Xl,s8,D8,an,Gba,$p,Ica,nq,pq,qq,rq,yea,Jq,Tfa,$q,ar,br,hr,Aga,Tr,Ys,Yv,kw,mw,nw,ow,Gw,Yw,Zw,_w,ex,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb];var Yh=[USb,G6,F8,_p,jca,Hda,xfa,gga,hga,pga,Xv,USb,USb,USb,USb,USb];var Zh=[VSb,xUa,p2a,Zp,dca,Wv,VSb,VSb];var _h=[WSb,Zba];var $h=[XSb,Sna,nBa,Ppb];var ai=[YSb,oUa,g2a,wp,tv,YSb,YSb,YSb];var bi=[ZSb,qUa,tUa,i2a,l2a,F9,rr,ox];var ci=[_Sb,mUa,e2a,_Sb];var di=[$Sb,Kp,xga,Hv];var ei=[aTb,Maa];var fi=[bTb,nUa,sUa,f2a,k2a,Pp,Mv,bTb];var gi=[cTb,sba];return{__GLOBAL__I_000101:PEb,__GLOBAL__sub_I_bind_cpp:vyb,__GLOBAL__sub_I_binding_cpp:Rla,__GLOBAL__sub_I_capping_geom_cpp:VAa,__GLOBAL__sub_I_clip_cpp:yib,__GLOBAL__sub_I_context_cpp:tjb,__GLOBAL__sub_I_create_cpp:CDa,__GLOBAL__sub_I_element_cpp:$tb,__GLOBAL__sub_I_embind_cpp:Cha,__GLOBAL__sub_I_geom_query_cpp:PDa,__GLOBAL__sub_I_glbuffermanager_cpp:_db,__GLOBAL__sub_I_group_cpp:KEa,__GLOBAL__sub_I_infos_cpp:kjb,__GLOBAL__sub_I_instance_cpp:Plb,__GLOBAL__sub_I_instance_cpp_3162:Jsb,__GLOBAL__sub_I_iostream_cpp:QEb,__GLOBAL__sub_I_net_command_cpp:Exb,__GLOBAL__sub_I_scene_iterator_cpp:erb,__GLOBAL__sub_I_state_cpp:Rvb,__GLOBAL__sub_I_svg_common_cpp:oqb,__GLOBAL__sub_I_traverse_cpp:Wjb,__GLOBAL__sub_I_web_client_cpp:Dha,___divdi3:UPb,___errno_location:hAb,___getTypeName:Zzb,___muldi3:WPb,___udivdi3:XPb,___uremdi3:YPb,_bitshift64Lshr:ZPb,_bitshift64Shl:_Pb,_emscripten_replace_memory:Lg,_free:$zb,_i64Add:QPb,_i64Subtract:RPb,_llvm_bswap_i32:$Pb,_llvm_round_f64:aQb,_main:Lha,_malloc:_zb,_memcpy:bQb,_memmove:cQb,_memset:dQb,_pthread_cond_broadcast:eQb,_pthread_mutex_lock:fQb,_pthread_mutex_unlock:gQb,_round:hQb,_roundf:iQb,_sbrk:jQb,dynCall_di:kQb,dynCall_dii:lQb,dynCall_i:mQb,dynCall_ii:nQb,dynCall_iid:oQb,dynCall_iii:pQb,dynCall_iiii:qQb,dynCall_iiiii:rQb,dynCall_iiiiid:sQb,dynCall_iiiiii:tQb,dynCall_iiiiiid:uQb,dynCall_iiiiiidi:vQb,dynCall_iiiiiii:wQb,dynCall_iiiiiiii:xQb,dynCall_iiiiiiiii:yQb,dynCall_iiiiiiiiiiiiiiid:zQb,dynCall_iiiiiiiiiiiiiiiid:AQb,dynCall_v:BQb,dynCall_vd:CQb,dynCall_vdd:DQb,dynCall_vddi:EQb,dynCall_vdi:FQb,dynCall_vi:GQb,dynCall_vid:HQb,dynCall_vidd:IQb,dynCall_viddd:JQb,dynCall_vidddiii:KQb,dynCall_viddi:LQb,dynCall_vidi:MQb,dynCall_vidiii:NQb,dynCall_vii:OQb,dynCall_viid:PQb,dynCall_viidd:QQb,dynCall_viiddd:RQb,dynCall_viiddi:SQb,dynCall_viidi:TQb,dynCall_viididididi:UQb,dynCall_viidii:VQb,dynCall_viidiii:WQb,dynCall_viii:XQb,dynCall_viiid:YQb,dynCall_viiidd:ZQb,dynCall_viiiddddi:_Qb,dynCall_viiiddi:$Qb,dynCall_viiidi:aRb,dynCall_viiididididi:bRb,dynCall_viiidii:cRb,dynCall_viiii:dRb,dynCall_viiiid:eRb,dynCall_viiiidddiiii:fRb,dynCall_viiiidi:gRb,dynCall_viiiidii:hRb,dynCall_viiiidiiii:iRb,dynCall_viiiii:jRb,dynCall_viiiiidd:kRb,dynCall_viiiiiddd:lRb,dynCall_viiiiiddi:mRb,dynCall_viiiiidi:nRb,dynCall_viiiiidii:oRb,dynCall_viiiiidiii:pRb,dynCall_viiiiidiiii:qRb,dynCall_viiiiii:rRb,dynCall_viiiiiidd:sRb,dynCall_viiiiiiddd:tRb,dynCall_viiiiiidiii:uRb,dynCall_viiiiiii:vRb,dynCall_viiiiiiii:wRb,dynCall_viiiiiiiii:xRb,dynCall_viiiiiiiiii:yRb,dynCall_viiiiiiiiiii:zRb,dynCall_viiiiiiiiiiii:ARb,dynCall_viiiiiiiiiiiii:BRb,dynCall_viiiiiiiiiiiiidddddi:CRb,dynCall_viiiiiiiiiiiiii:DRb,dynCall_viiiiiiiiiiiiiii:ERb,dynCall_viiiiiiiiiiiiiiii:FRb,dynCall_viiiiiiiiiiiiiiiii:GRb,establishStackSpace:ki,getTempRet0:ni,runPostSets:PPb,setTempRet0:mi,setThrew:li,stackAlloc:hi,stackRestore:ji,stackSave:ii}})
+
+
+// EMSCRIPTEN_END_ASM
+(e.Yb,e.Zb,buffer),Eb=e.__GLOBAL__I_000101=Y.__GLOBAL__I_000101,Hb=e.__GLOBAL__sub_I_bind_cpp=Y.__GLOBAL__sub_I_bind_cpp,Yb=e.__GLOBAL__sub_I_binding_cpp=Y.__GLOBAL__sub_I_binding_cpp,Xb=e.__GLOBAL__sub_I_capping_geom_cpp=Y.__GLOBAL__sub_I_capping_geom_cpp,Sb=e.__GLOBAL__sub_I_clip_cpp=Y.__GLOBAL__sub_I_clip_cpp,Qb=e.__GLOBAL__sub_I_context_cpp=Y.__GLOBAL__sub_I_context_cpp,Wb=e.__GLOBAL__sub_I_create_cpp=Y.__GLOBAL__sub_I_create_cpp,Kb=e.__GLOBAL__sub_I_element_cpp=
+Y.__GLOBAL__sub_I_element_cpp,Pb=e.__GLOBAL__sub_I_embind_cpp=Y.__GLOBAL__sub_I_embind_cpp,Vb=e.__GLOBAL__sub_I_geom_query_cpp=Y.__GLOBAL__sub_I_geom_query_cpp,Tb=e.__GLOBAL__sub_I_glbuffermanager_cpp=Y.__GLOBAL__sub_I_glbuffermanager_cpp,Ub=e.__GLOBAL__sub_I_group_cpp=Y.__GLOBAL__sub_I_group_cpp,Rb=e.__GLOBAL__sub_I_infos_cpp=Y.__GLOBAL__sub_I_infos_cpp,Ob=e.__GLOBAL__sub_I_instance_cpp=Y.__GLOBAL__sub_I_instance_cpp,Lb=e.__GLOBAL__sub_I_instance_cpp_3162=Y.__GLOBAL__sub_I_instance_cpp_3162,Gb=e.__GLOBAL__sub_I_iostream_cpp=
+Y.__GLOBAL__sub_I_iostream_cpp,Ib=e.__GLOBAL__sub_I_net_command_cpp=Y.__GLOBAL__sub_I_net_command_cpp,Mb=e.__GLOBAL__sub_I_scene_iterator_cpp=Y.__GLOBAL__sub_I_scene_iterator_cpp,Jb=e.__GLOBAL__sub_I_state_cpp=Y.__GLOBAL__sub_I_state_cpp,Nb=e.__GLOBAL__sub_I_svg_common_cpp=Y.__GLOBAL__sub_I_svg_common_cpp,Fb=e.__GLOBAL__sub_I_traverse_cpp=Y.__GLOBAL__sub_I_traverse_cpp,Zb=e.__GLOBAL__sub_I_web_client_cpp=Y.__GLOBAL__sub_I_web_client_cpp;e.___divdi3=Y.___divdi3;e.___errno_location=Y.___errno_location;
+var Ne=e.___getTypeName=Y.___getTypeName;e.___muldi3=Y.___muldi3;e.___udivdi3=Y.___udivdi3;e.___uremdi3=Y.___uremdi3;e._bitshift64Lshr=Y._bitshift64Lshr;e._bitshift64Shl=Y._bitshift64Shl;var eb=e._emscripten_replace_memory=Y._emscripten_replace_memory,Oe=e._free=Y._free;e._i64Add=Y._i64Add;e._i64Subtract=Y._i64Subtract;e._llvm_bswap_i32=Y._llvm_bswap_i32;e._llvm_round_f64=Y._llvm_round_f64;e._main=Y._main;var La=e._malloc=Y._malloc;e._memcpy=Y._memcpy;e._memmove=Y._memmove;e._memset=Y._memset;
+e._pthread_cond_broadcast=Y._pthread_cond_broadcast;e._pthread_mutex_lock=Y._pthread_mutex_lock;e._pthread_mutex_unlock=Y._pthread_mutex_unlock;e._round=Y._round;e._roundf=Y._roundf;e._sbrk=Y._sbrk;e.establishStackSpace=Y.establishStackSpace;e.getTempRet0=Y.getTempRet0;e.runPostSets=Y.runPostSets;e.setTempRet0=Y.setTempRet0;e.setThrew=Y.setThrew;var ea=e.stackAlloc=Y.stackAlloc,fa=e.stackRestore=Y.stackRestore,ca=e.stackSave=Y.stackSave;e.dynCall_di=Y.dynCall_di;e.dynCall_dii=Y.dynCall_dii;
+e.dynCall_i=Y.dynCall_i;e.dynCall_ii=Y.dynCall_ii;e.dynCall_iid=Y.dynCall_iid;e.dynCall_iii=Y.dynCall_iii;e.dynCall_iiii=Y.dynCall_iiii;e.dynCall_iiiii=Y.dynCall_iiiii;e.dynCall_iiiiid=Y.dynCall_iiiiid;e.dynCall_iiiiii=Y.dynCall_iiiiii;e.dynCall_iiiiiid=Y.dynCall_iiiiiid;e.dynCall_iiiiiidi=Y.dynCall_iiiiiidi;e.dynCall_iiiiiii=Y.dynCall_iiiiiii;e.dynCall_iiiiiiii=Y.dynCall_iiiiiiii;e.dynCall_iiiiiiiii=Y.dynCall_iiiiiiiii;e.dynCall_iiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiid;
+e.dynCall_iiiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiiid;e.dynCall_v=Y.dynCall_v;e.dynCall_vd=Y.dynCall_vd;e.dynCall_vdd=Y.dynCall_vdd;e.dynCall_vddi=Y.dynCall_vddi;e.dynCall_vdi=Y.dynCall_vdi;e.dynCall_vi=Y.dynCall_vi;e.dynCall_vid=Y.dynCall_vid;e.dynCall_vidd=Y.dynCall_vidd;e.dynCall_viddd=Y.dynCall_viddd;e.dynCall_vidddiii=Y.dynCall_vidddiii;e.dynCall_viddi=Y.dynCall_viddi;e.dynCall_vidi=Y.dynCall_vidi;e.dynCall_vidiii=Y.dynCall_vidiii;e.dynCall_vii=Y.dynCall_vii;e.dynCall_viid=Y.dynCall_viid;
+e.dynCall_viidd=Y.dynCall_viidd;e.dynCall_viiddd=Y.dynCall_viiddd;e.dynCall_viiddi=Y.dynCall_viiddi;e.dynCall_viidi=Y.dynCall_viidi;e.dynCall_viididididi=Y.dynCall_viididididi;e.dynCall_viidii=Y.dynCall_viidii;e.dynCall_viidiii=Y.dynCall_viidiii;e.dynCall_viii=Y.dynCall_viii;e.dynCall_viiid=Y.dynCall_viiid;e.dynCall_viiidd=Y.dynCall_viiidd;e.dynCall_viiiddddi=Y.dynCall_viiiddddi;e.dynCall_viiiddi=Y.dynCall_viiiddi;e.dynCall_viiidi=Y.dynCall_viiidi;e.dynCall_viiididididi=Y.dynCall_viiididididi;
+e.dynCall_viiidii=Y.dynCall_viiidii;e.dynCall_viiii=Y.dynCall_viiii;e.dynCall_viiiid=Y.dynCall_viiiid;e.dynCall_viiiidddiiii=Y.dynCall_viiiidddiiii;e.dynCall_viiiidi=Y.dynCall_viiiidi;e.dynCall_viiiidii=Y.dynCall_viiiidii;e.dynCall_viiiidiiii=Y.dynCall_viiiidiiii;e.dynCall_viiiii=Y.dynCall_viiiii;e.dynCall_viiiiidd=Y.dynCall_viiiiidd;e.dynCall_viiiiiddd=Y.dynCall_viiiiiddd;e.dynCall_viiiiiddi=Y.dynCall_viiiiiddi;e.dynCall_viiiiidi=Y.dynCall_viiiiidi;e.dynCall_viiiiidii=Y.dynCall_viiiiidii;
+e.dynCall_viiiiidiii=Y.dynCall_viiiiidiii;e.dynCall_viiiiidiiii=Y.dynCall_viiiiidiiii;e.dynCall_viiiiii=Y.dynCall_viiiiii;e.dynCall_viiiiiidd=Y.dynCall_viiiiiidd;e.dynCall_viiiiiiddd=Y.dynCall_viiiiiiddd;e.dynCall_viiiiiidiii=Y.dynCall_viiiiiidiii;e.dynCall_viiiiiii=Y.dynCall_viiiiiii;e.dynCall_viiiiiiii=Y.dynCall_viiiiiiii;e.dynCall_viiiiiiiii=Y.dynCall_viiiiiiiii;e.dynCall_viiiiiiiiii=Y.dynCall_viiiiiiiiii;e.dynCall_viiiiiiiiiii=Y.dynCall_viiiiiiiiiii;e.dynCall_viiiiiiiiiiii=Y.dynCall_viiiiiiiiiiii;
+e.dynCall_viiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiidddddi=Y.dynCall_viiiiiiiiiiiiidddddi;e.dynCall_viiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiiii;e.asm=Y;e.getMemory=function(a){return wa?pb?La(a):ya(a):ua(a)};e.addRunDependency=yb;e.removeRunDependency=zb;e.FS_createFolder=md;e.FS_createPath=nd;
+e.FS_createDataFile=pd;e.FS_createPreloadedFile=ud;e.FS_createLazyFile=td;e.FS_createLink=rd;e.FS_createDevice=qd;e.FS_unlink=cd;
+if(Ab)if((String.prototype.startsWith?Ab.startsWith(Cb):0===Ab.indexOf(Cb))||("function"===typeof e.locateFile?Ab=e.locateFile(Ab):e.memoryInitializerPrefixURL&&(Ab=e.memoryInitializerPrefixURL+Ab)),na||oa){var ch=e.readBinary(Ab);u.set(ch,8)}else{var eh=function(){e.readAsync(Ab,dh,function(){throw"could not load memory initializer "+Ab;})};yb();var dh=function(a){a.byteLength&&(a=new Uint8Array(a));u.set(a,8);e.memoryInitializerRequest&&delete e.memoryInitializerRequest.response;zb()},fh=ra(Ab);
+if(fh)dh(fh.buffer);else if(e.memoryInitializerRequest){var gh=function(){var a=e.memoryInitializerRequest,b=a.response;if(200!==a.status&&0!==a.status)if(b=ra(e.memoryInitializerRequestURL))b=b.buffer;else{console.warn("a problem seems to have happened with Module.memoryInitializerRequest, status: "+a.status+", retrying "+Ab);eh();return}dh(b)};e.memoryInitializerRequest.response?setTimeout(gh,0):e.memoryInitializerRequest.addEventListener("load",gh)}else eh()}
+function sa(a){this.name="ExitStatus";this.message="Program terminated with exit("+a+")";this.status=a}sa.prototype=Error();sa.prototype.constructor=sa;xb=function hh(){e.calledRun||ih();e.calledRun||(xb=hh)};
+e.callMain=function(a){a=a||[];pb||(pb=!0,hb(lb));var b=a.length+1,c=ea(4*(b+1));v[c>>2]=Qa(e.thisProgram);for(var d=1;d<b;d++)v[(c>>2)+d]=Qa(a[d-1]);v[(c>>2)+b]=0;try{var f=e._main(b,c,0);jh(f,!0)}catch(g){g instanceof sa||("SimulateInfiniteLoop"==g?e.noExitRuntime=!0:((a=g)&&"object"===typeof g&&g.stack&&(a=[g,g.stack]),e.printErr("exception thrown: "+a),e.quit(1,g)))}finally{}};
+function ih(a){function b(){if(!e.calledRun&&(e.calledRun=!0,!Ha)){pb||(pb=!0,hb(lb));hb(mb);if(e.onRuntimeInitialized)e.onRuntimeInitialized();e._main&&kh&&e.callMain(a);if(e.postRun)for("function"==typeof e.postRun&&(e.postRun=[e.postRun]);e.postRun.length;){var b=e.postRun.shift();ob.unshift(b)}hb(ob)}}a=a||e.arguments;if(!(0<vb)){if(e.preRun)for("function"==typeof e.preRun&&(e.preRun=[e.preRun]);e.preRun.length;)qb();hb(ib);0<vb||e.calledRun||(e.setStatus?(e.setStatus("Running..."),setTimeout(function(){setTimeout(function(){e.setStatus("")},
+1);b()},1)):b())}}e.run=ih;function jh(a,b){if(!b||!e.noExitRuntime||0!==a){if(!e.noExitRuntime&&(Ha=!0,bb=void 0,hb(nb),e.onExit))e.onExit(a);na&&process.exit(a);e.quit(a,new sa(a))}}e.exit=jh;function Ia(a){if(e.onAbort)e.onAbort(a);void 0!==a?(e.print(a),e.printErr(a),a=JSON.stringify(a)):a="";Ha=!0;throw"abort("+a+"). Build with -s ASSERTIONS=1 for more info.";}e.abort=Ia;if(e.preInit)for("function"==typeof e.preInit&&(e.preInit=[e.preInit]);0<e.preInit.length;)e.preInit.pop()();var kh=!0;
+e.noInitialRun&&(kh=!1);e.noExitRuntime=!0;ih();
+
+
+	};
+
+	var catchExceptions = function (name, func) {
+		return function () {
+			try {
+				func.apply(this, arguments);
+			} catch (e) {
+				console.log("Unhandled exception in " + name + "():");
+				console.log(e);
+			}
+		};
+	};
+
+	var getElement = function (id) {
+		if (typeof id !== "string")
+			return id;
+		return document.getElementById (id);
+	};
+
+	var core_pool = [];
+
+	var getAvailableCore = function () {
+		for (var i = 0; i < core_pool.length; ++i) {
+			if (core_pool[i].$$available) {
+				return core_pool[i];
+			}
+		}
+		return null;
+	};
+
+	var enginePath;
+	if (_SC) {
+		enginePath = _SC._enginePath;
+	}
+
+	// used by Emscripten to find .wasm file
+	var locateFile = function (path) {
+		if (enginePath) {
+			return enginePath + "/" + path;
+		}
+		return path;
+	};
+
+	var createInstance = function (args) {
+		var facade;
+		if (args.isWrapper) {
+			// populate same instance object returned from engine-loader.js
+			facade = args.base;
+			args = args.args;
+		} else {
+			facade = {};
+		}
+
+		var container = getElement (args.container);
+		if (! container)
+			throw new TypeError ("'container' argument is missing or invalid");
+		facade.container = container;
+
+		var core = getAvailableCore ();
+		var core_is_new = ! core;
+
+		// provides reference point for absolute position
+		var sub_container = document.createElement ("div");
+		sub_container.setAttribute ("style", "position: relative; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+		if (core_is_new) {
+			core = {
+				$$available: false,
+				locateFile: locateFile,
+			};
+			core_pool.push (core);
+
+			core.callAfterMap = {
+				index: 0,
+				indexedWrappers: {},
+			};
+
+			// wraps canvas and SSR elements
+			var wrapper = document.createElement ("div");
+			wrapper.setAttribute ("style", "position: absolute; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			var canvas = document.createElement ("canvas");
+			canvas.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			core.canvas = canvas;
+			core.$$wrapper = wrapper;
+		} else {
+			core.$$available = false;
+		}
+
+		core.canvas.style.display = "";
+		core.$$wrapper.appendChild (core.canvas);
+
+		// facade will only call core functions if it matches core.$$facade
+		core.$$facade = facade;
+		core.$$onReady = catchExceptions("onReady", function () {
+			var onReady = args.onReady ? args.onReady : args.on_ready;
+			if (typeof onReady === "function") {
+				onReady(facade);
+			}
+		});
+		if (typeof args.onError === "function") {
+			// XXX after abort() is called, this core cannot be reused
+			core.onAbort = catchExceptions("onError", function (message) {
+				// avoid presenting cryptic Emscripten errors as our own
+				args.onError("fatal error: see console");
+			});
+		}
+
+		// sits on top of wrapper, preventing wrapper and children from receiving input events
+		var event_blocker = document.createElement ("div");
+		event_blocker.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+		event_blocker.onmousedown = function (e) { e.preventDefault (); }; // prevent cursor change on drag
+		event_blocker.oncontextmenu = function (e) { e.preventDefault (); };
+
+		sub_container.appendChild (core.$$wrapper);
+		sub_container.appendChild (event_blocker);
+		container.innerHTML = "";
+		container.appendChild (sub_container);
+
+		if (core_is_new) {
+			createInstanceImpl.call (core);
+		} else {
+			setTimeout (function () { core.$$setReady (); });
+		}
+
+		return facade;
+	};
+
+	// process deferred calls to createInstance() from engine-loader.js
+	(function () {
+		if (typeof _SC !== "undefined" && Array.isArray (_SC._deferredInstances))
+			for (var i = 0; i < _SC._deferredInstances.length; i++)
+				createInstance (_SC._deferredInstances[i]);
+	})();
+
+	return {
+		createInstance: createInstance
+	};
+})();
+
+
+(function(m,r,R,S,E,L){function Ka(a,b,c,d,e){return ha(a,a,c,d,b,a.defaultView.pageXOffset,a.defaultView.pageYOffset).then(function(f){q("Document cloned");var g="data-html2canvas-node"+e,h="["+g+"='"+e+"']";a.querySelector(h).removeAttribute(g);var g=f.contentWindow,k=g.document.querySelector(h);return("function"===typeof b.onclone?Promise.resolve(b.onclone(g.document)):Promise.resolve(!0)).then(function(){return ia(k,f,b,c,d)})})}function ia(a,b,c,d,e){var f=b.contentWindow,g=new T(f.document),
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+this.options.allowTaint||this.isSVG(a)?new ba(a,!1):this.support.cors&&!this.options.allowTaint&&this.options.useCORS?new ba(a,!0):this.options.proxy?new kb(a,this.options.proxy):new M(a):new A(a)):"linear-gradient"===a.method?new V(a):"gradient"===a.method?new Fa(a):"svg"===a.method?new Ea(a.args[0],this.support.svg):"IFRAME"===a.method?new qa(a.args[0],this.isSameOrigin(a.args[0].src),this.options):new M(a)};u.prototype.isSVG=function(a){return"svg"===a.substring(a.length-3).toLowerCase()||A.prototype.isInline(a)};
+u.prototype.imageExists=function(a,b){return a.some(function(a){return a.src===b})};u.prototype.isSameOrigin=function(a){return this.getOrigin(a)===this.origin};u.prototype.getOrigin=function(a){var b=this.link||(this.link=r.createElement("a"));b.href=a;b.href=b.href;return b.protocol+b.hostname+b.port};u.prototype.getPromise=function(a){return this.timeout(a,this.options.imageTimeout)["catch"](function(){return(new M(a.src)).promise.then(function(b){a.image=b})})};u.prototype.get=function(a){var b=
+null;return this.images.some(function(c){return(b=c).src===a})?b:null};u.prototype.fetch=function(a){this.images=a.reduce(X(this.findBackgroundImage,this),this.findImages(a));this.images.forEach(function(a,c){a.promise.then(function(){q("Succesfully loaded image #"+(c+1),a)},function(d){q("Failed loading image #"+(c+1),a,d)})});this.ready=Promise.all(this.images.map(this.getPromise,this));q("Finished searching images");return this};u.prototype.timeout=function(a,b){var c,d=Promise.race([a.promise,
+new Promise(function(d,f){c=setTimeout(function(){q("Timed out loading image",a);f(a)},b)})]).then(function(a){clearTimeout(c);return a});d["catch"](function(){clearTimeout(c)});return d};V.prototype=Object.create(N.prototype);V.prototype.stepRegExp=/((?:rgb|rgba)\(\d{1,3},\s\d{1,3},\s\d{1,3}(?:,\s[0-9\.]+)?\))\s*(\d{1,3})?(%|px)?/;l.prototype.cloneTo=function(a){a.visible=this.visible;a.borders=this.borders;a.bounds=this.bounds;a.clip=this.clip;a.backgroundClip=this.backgroundClip;a.computedStyles=
+this.computedStyles;a.styles=this.styles;a.backgroundImages=this.backgroundImages;a.opacity=this.opacity};l.prototype.getOpacity=function(){return null===this.opacity?this.opacity=this.cssFloat("opacity"):this.opacity};l.prototype.assignStack=function(a){this.stack=a;a.children.push(this)};l.prototype.isElementVisible=function(){return this.node.nodeType===Node.TEXT_NODE?this.parent.visible:"none"!==this.css("display")&&"hidden"!==this.css("visibility")&&!this.node.hasAttribute("data-html2canvas-ignore")&&
+("INPUT"!==this.node.nodeName||"hidden"!==this.node.getAttribute("type"))};l.prototype.css=function(a){this.computedStyles||(this.computedStyles=this.isPseudoElement?this.parent.computedStyle(this.before?":before":":after"):this.computedStyle(null));return this.styles[a]||(this.styles[a]=this.computedStyles[a])};l.prototype.prefixedCss=function(a){var b=["webkit","moz","ms","o"],c=this.css(a);c===L&&b.some(function(b){c=this.css(b+a.substr(0,1).toUpperCase()+a.substr(1));return c!==L},this);return c===
+L?null:c};l.prototype.computedStyle=function(a){return this.node.ownerDocument.defaultView.getComputedStyle(this.node,a)};l.prototype.cssInt=function(a){a=parseInt(this.css(a),10);return isNaN(a)?0:a};l.prototype.color=function(a){return this.colors[a]||(this.colors[a]=new t(this.css(a)))};l.prototype.cssFloat=function(a){a=parseFloat(this.css(a));return isNaN(a)?0:a};l.prototype.fontWeight=function(){var a=this.css("fontWeight");switch(parseInt(a,10)){case 401:a="bold";break;case 400:a="normal"}return a};
+l.prototype.parseClip=function(){var a=this.css("clip").match(this.CLIP);return a?{top:parseInt(a[1],10),right:parseInt(a[2],10),bottom:parseInt(a[3],10),left:parseInt(a[4],10)}:null};l.prototype.parseBackgroundImages=function(){return this.backgroundImages||(this.backgroundImages=ra(this.css("backgroundImage")))};l.prototype.cssList=function(a,b){var c=(this.css(a)||"").split(","),c=c[b||0]||c[0]||"auto",c=c.trim().split(" ");1===c.length&&(c=[c[0],c[0]]);return c};l.prototype.parseBackgroundSize=
+function(a,b,c){c=this.cssList("backgroundSize",c);var d;if(W(c[0]))d=a.width*parseFloat(c[0])/100;else{if(/contain|cover/.test(c[0]))return b=b.width/b.height,a.width/a.height<b^"contain"===c[0]?{width:a.height*b,height:a.height}:{width:a.width,height:a.width/b};d=parseInt(c[0],10)}a="auto"===c[0]&&"auto"===c[1]?b.height:"auto"===c[1]?d/b.width*b.height:W(c[1])?a.height*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(d=a/b.height*b.width);return{width:d,height:a}};l.prototype.parseBackgroundPosition=
+function(a,b,c,d){c=this.cssList("backgroundPosition",c);var e;e=W(c[0])?(a.width-(d||b).width)*(parseFloat(c[0])/100):parseInt(c[0],10);a="auto"===c[1]?e/b.width*b.height:W(c[1])?(a.height-(d||b).height)*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(e=a/b.height*b.width);return{left:e,top:a}};l.prototype.parseBackgroundRepeat=function(a){return this.cssList("backgroundRepeat",a)[0]};l.prototype.parseTextShadows=function(){var a=this.css("textShadow"),b=[];if(a&&"none"!==a)for(var a=a.match(this.TEXT_SHADOW_PROPERTY),
+c=0;a&&c<a.length;c++){var d=a[c].match(this.TEXT_SHADOW_VALUES);b.push({color:new t(d[0]),offsetX:d[1]?parseFloat(d[1].replace("px","")):0,offsetY:d[2]?parseFloat(d[2].replace("px","")):0,blur:d[3]?d[3].replace("px",""):0})}return b};l.prototype.parseTransform=function(){if(!this.transformData)if(this.hasTransform()){var a=this.parseBounds(),b=this.prefixedCss("transformOrigin").split(" ").map(Wa).map(Xa);b[0]+=a.left;b[1]+=a.top;this.transformData={origin:b,matrix:this.parseTransformMatrix()}}else this.transformData=
+{origin:[0,0],matrix:[1,0,0,1,0,0]};return this.transformData};l.prototype.parseTransformMatrix=function(){if(!this.transformMatrix){var a=this.prefixedCss("transform");this.transformMatrix=(a=a?Va(a.match(this.MATRIX_PROPERTY)):null)?a:[1,0,0,1,0,0]}return this.transformMatrix};l.prototype.parseBounds=function(){return this.bounds||(this.bounds=this.hasTransform()?ca(this.node):U(this.node))};l.prototype.hasTransform=function(){return"1,0,0,1,0,0"!==this.parseTransformMatrix().join(",")||this.parent&&
+this.parent.hasTransform()};l.prototype.getValue=function(){var a=this.node.value||"";"SELECT"===this.node.tagName?(a=this.node,a=(a=a.options[a.selectedIndex||0])?a.text||"":""):"password"===this.node.type&&(a=Array(a.length+1).join("\u2022"));return 0===a.length?this.node.placeholder||"":a};l.prototype.MATRIX_PROPERTY=/(matrix)\((.+)\)/;l.prototype.TEXT_SHADOW_PROPERTY=/((rgba|rgb)\([^\)]+\)(\s-?\d+px){0,})/g;l.prototype.TEXT_SHADOW_VALUES=/(-?\d+px)|(#.+)|(rgb\(.+\))|(rgba\(.+\))/g;l.prototype.CLIP=
+/^rect\((\d+)px,? (\d+)px,? (\d+)px,? (\d+)px\)$/;n.prototype.calculateOverflowClips=function(){this.nodes.forEach(function(a){if(O(a)){!0===a.isPseudoElement&&a.appendToDOM();a.borders=this.parseBorders(a);var b="hidden"===a.css("overflow")?[a.borders.clip]:[],c=a.parseClip();c&&-1!==["absolute","fixed"].indexOf(a.css("position"))&&b.push([["rect",a.bounds.left+c.left,a.bounds.top+c.top,c.right-c.left,c.bottom-c.top]]);a.clip=a.parent&&a.parent.clip.length?a.parent.clip.concat(b):b;a.backgroundClip=
+"hidden"!==a.css("overflow")?a.clip.concat([a.borders.clip]):a.clip;!0===a.isPseudoElement&&a.cleanDOM()}else ea(a)&&(a.clip=a.parent&&a.parent.clip.length?a.parent.clip:[]);!0!==a.isPseudoElement&&(a.bounds=null)},this)};n.prototype.asyncRenderer=function(a,b,c){c=c||Date.now();this.paint(a[this.renderIndex++]);a.length===this.renderIndex?b():c+20>Date.now()?this.asyncRenderer(a,b,c):setTimeout(X(function(){this.asyncRenderer(a,b)},this),0)};n.prototype.createPseudoHideStyles=function(a){this.createStyles(a,
+"."+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+':before { content: "" !important; display: none !important; }.'+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER+':after { content: "" !important; display: none !important; }')};n.prototype.disableAnimations=function(a){this.createStyles(a,"* { -webkit-animation: none !important; -moz-animation: none !important; -o-animation: none !important; animation: none !important; -webkit-transition: none !important; -moz-transition: none !important; -o-transition: none !important; transition: none !important;}")};
+n.prototype.createStyles=function(a,b){var c=a.createElement("style");c.innerHTML=b;a.body.appendChild(c)};n.prototype.getPseudoElements=function(a){var b=[[a]];if(a.node.nodeType===Node.ELEMENT_NODE){var c=this.getPseudoElement(a,":before");a=this.getPseudoElement(a,":after");c&&b.push(c);a&&b.push(a)}return[].concat.apply([],b)};n.prototype.getPseudoElement=function(a,b){var c=a.computedStyle(b);if(!c||!c.content||"none"===c.content||"-moz-alt-content"===c.content||"none"===c.display)return null;
+var d,e=c.content,f=e.substr(0,1);d=f===e.substr(e.length-1)&&f.match(/'|"/)?e.substr(1,e.length-2):e;for(var g="url"===d.substr(0,3),e=r.createElement(g?"img":"html2canvaspseudoelement"),f=new v(e,a,b),h=c.length-1;0<=h;h--){var k=Ya(c.item(h));e.style[k]=c[k]}e.className=v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+" "+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER;if(g)return e.src=ra(d)[0].args[0],[f];c=r.createTextNode(d);e.appendChild(c);return[f,new I(c,f)]};n.prototype.getChildren=function(a){return[].concat.apply([],
+[].filter.call(a.node.childNodes,db).map(function(b){var c=[b.nodeType===Node.TEXT_NODE?new I(b,a):new l(b,a)].filter(gb);return b.nodeType===Node.ELEMENT_NODE&&c.length&&"TEXTAREA"!==b.tagName?c[0].isElementVisible()?c.concat(this.getChildren(c[0])):[]:c},this))};n.prototype.newStackingContext=function(a,b){var c=new G(b,a.getOpacity(),a.node,a.parent);a.cloneTo(c);(b?c.getParentStack(this):c.parent.stack).contexts.push(c);a.stack=c};n.prototype.createStackingContexts=function(){this.nodes.forEach(function(a){var b;
+if(b=O(a))(b=this.isRootElement(a)||1>a.getOpacity())||(b=a.css("position"),b="auto"!==(-1!==["absolute","relative","fixed"].indexOf(b)?a.css("zIndex"):"auto")),b=b||this.isBodyWithTransparentRoot(a)||a.hasTransform();b?this.newStackingContext(a,!0):O(a)&&(P(a)&&va(a)||-1!==["inline-block","inline-table"].indexOf(a.css("display"))||da(a))?this.newStackingContext(a,!1):a.assignStack(a.parent.stack)},this)};n.prototype.isBodyWithTransparentRoot=function(a){return"BODY"===a.node.nodeName&&a.parent.color("backgroundColor").isTransparent()};
+n.prototype.isRootElement=function(a){return null===a.parent};n.prototype.sortStackingContexts=function(a){a.contexts.sort(eb(a.contexts.slice(0)));a.contexts.forEach(this.sortStackingContexts,this)};n.prototype.parseTextBounds=function(a){return function(b,c,d){if("none"!==a.parent.css("textDecoration").substr(0,4)||0!==b.trim().length){if(this.support.rangeBounds&&!a.parent.hasTransform())return c=d.slice(0,c).join("").length,this.getRangeBounds(a.node,c,b.length);if(a.node&&"string"===typeof a.node.data)return b=
+a.node.splitText(b.length),c=this.getWrapperBounds(a.node,a.parent.hasTransform()),a.node=b,c}else if(!this.support.rangeBounds||a.parent.hasTransform())a.node=a.node.splitText(b.length);return{}}};n.prototype.getWrapperBounds=function(a,b){var c=a.ownerDocument.createElement("html2canvaswrapper"),d=a.parentNode,e=a.cloneNode(!0);c.appendChild(a.cloneNode(!0));d.replaceChild(c,a);var f=b?ca(c):U(c);d.replaceChild(e,c);return f};n.prototype.getRangeBounds=function(a,b,c){var d=this.range||(this.range=
+a.ownerDocument.createRange());d.setStart(a,b);d.setEnd(a,b+c);return d.getBoundingClientRect()};n.prototype.parse=function(a){var b=a.contexts.filter(Za),c=a.children.filter(O),d=c.filter(Q(da)),e=d.filter(Q(P)).filter(Q(wa)),c=c.filter(Q(P)).filter(da),f=d.filter(Q(P)).filter(wa),d=a.contexts.concat(d.filter(P)).filter(va),g=a.children.filter(ea).filter(ab);a=a.contexts.filter($a);b.concat(e).concat(c).concat(f).concat(d).concat(g).concat(a).forEach(function(a){this.renderQueue.push(a);a instanceof
+G&&(this.parse(a),this.renderQueue.push(new sa))},this)};n.prototype.paint=function(a){try{a instanceof sa?this.renderer.ctx.restore():ea(a)?(!0===a.parent.isPseudoElement&&a.parent.appendToDOM(),this.paintText(a),!0===a.parent.isPseudoElement&&a.parent.cleanDOM()):this.paintNode(a)}catch(b){if(q(b),this.options.strict)throw b;}};n.prototype.paintNode=function(a){a instanceof G&&(this.renderer.setOpacity(a.opacity),this.renderer.ctx.save(),a.hasTransform()&&this.renderer.setTransform(a.parseTransform()));
+"INPUT"===a.node.nodeName&&"checkbox"===a.node.type?this.paintCheckbox(a):"INPUT"===a.node.nodeName&&"radio"===a.node.type?this.paintRadio(a):this.paintElement(a)};n.prototype.paintElement=function(a){var b=a.parseBounds();this.renderer.clip(a.backgroundClip,function(){this.renderer.renderBackground(a,b,a.borders.borders.map(fb))},this);this.renderer.clip(a.clip,function(){this.renderer.renderBorders(a.borders.borders)},this);this.renderer.clip(a.backgroundClip,function(){switch(a.node.nodeName){case "svg":case "IFRAME":var c=
+this.images.get(a.node);c?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <"+a.node.nodeName+">",a.node);break;case "IMG":(c=this.images.get(a.node.src))?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <img>",a.node.src);break;case "CANVAS":this.renderer.renderImage(a,b,a.borders,{image:a.node});break;case "SELECT":case "INPUT":case "TEXTAREA":this.paintFormValue(a)}},this)};n.prototype.paintCheckbox=function(a){var b=a.parseBounds(),c=Math.min(b.width,b.height),d={width:c-
+1,height:c-1,top:b.top,left:b.left},b=[3,3],e=[b,b,b,b],f=[1,1,1,1].map(function(a){return{color:new t("#A5A5A5"),width:a}}),g=ua(d,e,f);this.renderer.clip(a.backgroundClip,function(){this.renderer.rectangle(d.left+1,d.top+1,d.width-2,d.height-2,new t("#DEDEDE"));this.renderer.renderBorders(ta(f,d,g,e));a.node.checked&&(this.renderer.font(new t("#424242"),"normal","normal","bold",c-3+"px","arial"),this.renderer.text("\u2714",d.left+c/6,d.top+c-1))},this)};n.prototype.paintRadio=function(a){var b=
+a.parseBounds(),c=Math.min(b.width,b.height)-2;this.renderer.clip(a.backgroundClip,function(){this.renderer.circleStroke(b.left+1,b.top+1,c,new t("#DEDEDE"),1,new t("#A5A5A5"));a.node.checked&&this.renderer.circle(Math.ceil(b.left+c/4)+1,Math.ceil(b.top+c/4)+1,Math.floor(c/2),new t("#424242"))},this)};n.prototype.paintFormValue=function(a){var b=a.getValue();if(0<b.length){var c=a.node.ownerDocument,d=c.createElement("html2canvaswrapper");"lineHeight textAlign fontFamily fontWeight fontSize color paddingLeft paddingTop paddingRight paddingBottom width height borderLeftStyle borderTopStyle borderLeftWidth borderTopWidth boxSizing whiteSpace wordWrap".split(" ").forEach(function(b){try{d.style[b]=
+a.css(b)}catch(c){q("html2canvas: Parse: Exception caught in renderFormValue: "+c.message)}});var e=a.parseBounds();d.style.position="fixed";d.style.left=e.left+"px";d.style.top=e.top+"px";d.textContent=b;c.body.appendChild(d);this.paintText(new I(d.firstChild,a));c.body.removeChild(d)}};n.prototype.paintText=function(a){a.applyTextTransform();var b=m.html2canvas.punycode.ucs2.decode(a.node.data),c=this.options.letterRendering&&!/^(normal|none|0px)$/.test(a.parent.css("letterSpacing"))||/[^\u0000-\u00ff]/.test(a.node.data)?
+b.map(function(a){return m.html2canvas.punycode.ucs2.encode([a])}):hb(b),b=a.parent.fontWeight(),d=a.parent.css("fontSize"),e=a.parent.css("fontFamily"),f=a.parent.parseTextShadows();this.renderer.font(a.parent.color("color"),a.parent.css("fontStyle"),a.parent.css("fontVariant"),b,d,e);f.length?this.renderer.fontShadow(f[0].color,f[0].offsetX,f[0].offsetY,f[0].blur):this.renderer.clearShadow();this.renderer.clip(a.parent.clip,function(){c.map(this.parseTextBounds(a),this).forEach(function(b,f){b&&
+(this.renderer.text(c[f],b.left,b.bottom),this.renderTextDecoration(a.parent,b,this.fontMetrics.getMetrics(e,d)))},this)},this)};n.prototype.renderTextDecoration=function(a,b,c){switch(a.css("textDecoration").split(" ")[0]){case "underline":this.renderer.rectangle(b.left,Math.round(b.top+c.baseline+c.lineWidth),b.width,1,a.color("color"));break;case "overline":this.renderer.rectangle(b.left,Math.round(b.top),b.width,1,a.color("color"));break;case "line-through":this.renderer.rectangle(b.left,Math.ceil(b.top+
+c.middle+c.lineWidth),b.width,1,a.color("color"))}};var Ja={inset:[["darken",.6],["darken",.1],["darken",.1],["darken",.6]]};n.prototype.parseBorders=function(a){var b=a.parseBounds(),c=bb(a),d=["Top","Right","Bottom","Left"].map(function(b,c){var d=a.css("border"+b+"Style"),e=a.color("border"+b+"Color");"inset"===d&&e.isBlack()&&(e=new t([255,255,255,e.a]));d=Ja[d]?Ja[d][c]:null;return{width:a.cssInt("border"+b+"Width"),color:d?e[d[0]](d[1]):e,args:null}}),e=ua(b,c,d);return{clip:this.parseBackgroundClip(a,
+e,d,c,b),borders:ta(d,b,e,c)}};n.prototype.parseBackgroundClip=function(a,b,c,d,e){var f=[];switch(a.css("backgroundClip")){case "content-box":case "padding-box":D(f,d[0],d[1],b.topLeftInner,b.topRightInner,e.left+c[3].width,e.top+c[0].width);D(f,d[1],d[2],b.topRightInner,b.bottomRightInner,e.left+e.width-c[1].width,e.top+c[0].width);D(f,d[2],d[3],b.bottomRightInner,b.bottomLeftInner,e.left+e.width-c[1].width,e.top+e.height-c[2].width);D(f,d[3],d[0],b.bottomLeftInner,b.topLeftInner,e.left+c[3].width,
+e.top+e.height-c[2].width);break;default:D(f,d[0],d[1],b.topLeftOuter,b.topRightOuter,e.left,e.top),D(f,d[1],d[2],b.topRightOuter,b.bottomRightOuter,e.left+e.width,e.top),D(f,d[2],d[3],b.bottomRightOuter,b.bottomLeftOuter,e.left+e.width,e.top+e.height),D(f,d[3],d[0],b.bottomLeftOuter,b.topLeftOuter,e.left,e.top+e.height)}return f};var jb=0,ya="withCredentials"in new XMLHttpRequest,Da="crossOrigin"in new Image;v.prototype.cloneTo=function(a){v.prototype.cloneTo.call(this,a);a.isPseudoElement=!0;a.before=
+this.before};v.prototype=Object.create(l.prototype);v.prototype.appendToDOM=function(){this.before?this.parent.node.insertBefore(this.node,this.parent.node.firstChild):this.parent.node.appendChild(this.node);this.parent.node.className+=" "+this.getHideClass()};v.prototype.cleanDOM=function(){this.node.parentNode.removeChild(this.node);this.parent.node.className=this.parent.node.className.replace(this.getHideClass(),"")};v.prototype.getHideClass=function(){return this["PSEUDO_HIDE_ELEMENT_CLASS_"+
+(this.before?"BEFORE":"AFTER")]};v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE="___html2canvas___pseudoelement_before";v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER="___html2canvas___pseudoelement_after";x.prototype.renderImage=function(a,b,c,d){var e=a.cssInt("paddingLeft"),f=a.cssInt("paddingTop"),g=a.cssInt("paddingRight");a=a.cssInt("paddingBottom");c=c.borders;g=b.width-(c[1].width+c[3].width+e+g);a=b.height-(c[0].width+c[2].width+f+a);this.drawImage(d,0,0,d.image.width||g,d.image.height||a,b.left+
+e+c[3].width,b.top+f+c[0].width,g,a)};x.prototype.renderBackground=function(a,b,c){0<b.height&&0<b.width&&(this.renderBackgroundColor(a,b),this.renderBackgroundImage(a,b,c))};x.prototype.renderBackgroundColor=function(a,b){var c=a.color("backgroundColor");c.isTransparent()||this.rectangle(b.left,b.top,b.width,b.height,c)};x.prototype.renderBorders=function(a){a.forEach(this.renderBorder,this)};x.prototype.renderBorder=function(a){a.color.isTransparent()||null===a.args||this.drawShape(a.args,a.color)};
+x.prototype.renderBackgroundImage=function(a,b,c){a.parseBackgroundImages().reverse().forEach(function(d,e,f){switch(d.method){case "url":var g=this.images.get(d.args[0]);g?this.renderBackgroundRepeating(a,b,g,f.length-(e+1),c):q("Error loading background-image",d.args[0]);break;case "linear-gradient":case "gradient":(e=this.images.get(d.value))?this.renderBackgroundGradient(e,b,c):q("Error loading background-image",d.args[0]);break;case "none":break;default:q("Unknown background-image type",d.args[0])}},
+this)};x.prototype.renderBackgroundRepeating=function(a,b,c,d,e){var f=a.parseBackgroundSize(b,c.image,d),g=a.parseBackgroundPosition(b,c.image,d,f);switch(a.parseBackgroundRepeat(d)){case "repeat-x":case "repeat no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+e[3],b.top+g.top+e[0],99999,f.height,e);break;case "repeat-y":case "no-repeat repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+e[3],b.top+e[0],f.width,99999,e);break;case "no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+
+e[3],b.top+g.top+e[0],f.width,f.height,e);break;default:this.renderBackgroundRepeat(c,g,f,{top:b.top,left:b.left},e[3],e[0])}};G.prototype=Object.create(l.prototype);G.prototype.getParentStack=function(a){var b=this.parent?this.parent.stack:null;return b?b.ownStacking?b:b.getParentStack(a):a.stack};T.prototype.testRangeBounds=function(a){var b,c,d=!1;a.createRange&&(b=a.createRange(),b.getBoundingClientRect&&(c=a.createElement("boundtest"),c.style.height="123px",c.style.display="block",a.body.appendChild(c),
+b.selectNode(c),b=b.getBoundingClientRect(),b=b.height,123===b&&(d=!0),a.body.removeChild(c)));return d};T.prototype.testCORS=function(){return"undefined"!==typeof(new Image).crossOrigin};T.prototype.testSVG=function(){var a=new Image,b=r.createElement("canvas"),c=b.getContext("2d");a.src="data:image/svg+xml,<svg xmlns='http://www.w3.org/2000/svg'></svg>";try{c.drawImage(a,0,0),b.toDataURL()}catch(d){return!1}return!0};A.prototype.hasFabric=function(){return html2canvas.fabric?Promise.resolve():Promise.reject(Error("html2canvas.svg.js is not loaded, cannot render svg"))};
+A.prototype.inlineFormatting=function(a){return/^data:image\/svg\+xml;base64,/.test(a)?this.decode64(this.removeContentType(a)):this.removeContentType(a)};A.prototype.removeContentType=function(a){return a.replace(/^data:image\/svg\+xml(;base64)?,/,"")};A.prototype.isInline=function(a){return/^data:image\/svg\+xml/i.test(a)};A.prototype.createCanvas=function(a){var b=this;return function(c,d){var e=new html2canvas.fabric.StaticCanvas("c");b.image=e.lowerCanvasEl;e.setWidth(d.width).setHeight(d.height).add(html2canvas.fabric.util.groupSVGElements(c,
+d)).renderAll();a(e.lowerCanvasEl)}};A.prototype.decode64=function(a){return"function"===typeof m.atob?m.atob(a):Ca(a)};Ea.prototype=Object.create(A.prototype);I.prototype=Object.create(l.prototype);I.prototype.applyTextTransform=function(){this.node.data=this.transform(this.parent.css("textTransform"))};I.prototype.transform=function(a){var b=this.node.data;switch(a){case "lowercase":return b.toLowerCase();case "capitalize":return b.replace(/(^|\s|:|-|\(|\))([a-z])/g,lb);case "uppercase":return b.toUpperCase();
+default:return b}};Fa.prototype=Object.create(N.prototype);p.prototype=Object.create(x.prototype);p.prototype.setFillStyle=function(a){this.ctx.fillStyle="object"===typeof a&&a.isColor?a.toString():a;return this.ctx};p.prototype.rectangle=function(a,b,c,d,e){this.setFillStyle(e).fillRect(a,b,c,d)};p.prototype.circle=function(a,b,c,d){this.setFillStyle(d);this.ctx.beginPath();this.ctx.arc(a+c/2,b+c/2,c/2,0,2*Math.PI,!0);this.ctx.closePath();this.ctx.fill()};p.prototype.circleStroke=function(a,b,c,
+d,e,f){this.circle(a,b,c,d);this.ctx.strokeStyle=f.toString();this.ctx.stroke()};p.prototype.drawShape=function(a,b){this.shape(a);this.setFillStyle(b).fill()};p.prototype.taints=function(a){if(null===a.tainted){this.taintCtx.drawImage(a.image,0,0);try{this.taintCtx.getImageData(0,0,1,1),a.tainted=!1}catch(b){this.taintCtx=r.createElement("canvas").getContext("2d"),a.tainted=!0}}return a.tainted};p.prototype.drawImage=function(a,b,c,d,e,f,g,h,k){this.taints(a)&&!this.options.allowTaint||this.ctx.drawImage(a.image,
+b,c,d,e,f,g,h,k)};p.prototype.clip=function(a,b,c){this.ctx.save();a.filter(mb).forEach(function(a){this.shape(a).clip()},this);b.call(c);this.ctx.restore()};p.prototype.shape=function(a){this.ctx.beginPath();a.forEach(function(a,c){"rect"===a[0]?this.ctx.rect.apply(this.ctx,a.slice(1)):this.ctx[0===c?"moveTo":a[0]+"To"].apply(this.ctx,a.slice(1))},this);this.ctx.closePath();return this.ctx};p.prototype.font=function(a,b,c,d,e,f){this.setFillStyle(a).font=[b,c,d,e,f].join(" ").split(",")[0]};p.prototype.fontShadow=
+function(a,b,c,d){this.setVariable("shadowColor",a.toString()).setVariable("shadowOffsetY",b).setVariable("shadowOffsetX",c).setVariable("shadowBlur",d)};p.prototype.clearShadow=function(){this.setVariable("shadowColor","rgba(0,0,0,0)")};p.prototype.setOpacity=function(a){this.ctx.globalAlpha=a};p.prototype.setTransform=function(a){this.ctx.translate(a.origin[0],a.origin[1]);this.ctx.transform.apply(this.ctx,a.matrix);this.ctx.translate(-a.origin[0],-a.origin[1])};p.prototype.setVariable=function(a,
+b){this.variables[a]!==b&&(this.variables[a]=this.ctx[a]=b);return this};p.prototype.text=function(a,b,c){this.ctx.fillText(a,b,c)};p.prototype.backgroundRepeatShape=function(a,b,c,d,e,f,g,h,k){this.clip([[["line",Math.round(e),Math.round(f)],["line",Math.round(e+g),Math.round(f)],["line",Math.round(e+g),Math.round(h+f)],["line",Math.round(e),Math.round(h+f)]]],function(){this.renderBackgroundRepeat(a,b,c,d,k[3],k[0])},this)};p.prototype.renderBackgroundRepeat=function(a,b,c,d,e,f){e=Math.round(d.left+
+b.left+e);b=Math.round(d.top+b.top+f);this.setFillStyle(this.ctx.createPattern(this.resizeImage(a,c),"repeat"));this.ctx.translate(e,b);this.ctx.fill();this.ctx.translate(-e,-b)};p.prototype.renderBackgroundGradient=function(a,b){if(a instanceof V){var c=this.ctx.createLinearGradient(b.left+b.width*a.x0,b.top+b.height*a.y0,b.left+b.width*a.x1,b.top+b.height*a.y1);a.colorStops.forEach(function(a){c.addColorStop(a.stop,a.color.toString())});this.rectangle(b.left,b.top,b.width,b.height,c)}};p.prototype.resizeImage=
+function(a,b){var c=a.image;if(c.width===b.width&&c.height===b.height)return c;var d=r.createElement("canvas");d.width=b.width;d.height=b.height;d.getContext("2d").drawImage(c,0,0,c.width,c.height,0,0,b.width,b.height);return d}}}).call({},"undefined"!==typeof window?window:void 0,"undefined"!==typeof document?document:void 0);
+
+/*
+ Use it if you like it
+*/
+(function(A){function E(K){this.ok=!1;"#"==K.charAt(0)&&(K=K.substr(1,6));K=K.replace(/ /g,"");K=K.toLowerCase();var A={aliceblue:"f0f8ff",antiquewhite:"faebd7",aqua:"00ffff",aquamarine:"7fffd4",azure:"f0ffff",beige:"f5f5dc",bisque:"ffe4c4",black:"000000",blanchedalmond:"ffebcd",blue:"0000ff",blueviolet:"8a2be2",brown:"a52a2a",burlywood:"deb887",cadetblue:"5f9ea0",chartreuse:"7fff00",chocolate:"d2691e",coral:"ff7f50",cornflowerblue:"6495ed",cornsilk:"fff8dc",crimson:"dc143c",cyan:"00ffff",darkblue:"00008b",
+darkcyan:"008b8b",darkgoldenrod:"b8860b",darkgray:"a9a9a9",darkgreen:"006400",darkkhaki:"bdb76b",darkmagenta:"8b008b",darkolivegreen:"556b2f",darkorange:"ff8c00",darkorchid:"9932cc",darkred:"8b0000",darksalmon:"e9967a",darkseagreen:"8fbc8f",darkslateblue:"483d8b",darkslategray:"2f4f4f",darkturquoise:"00ced1",darkviolet:"9400d3",deeppink:"ff1493",deepskyblue:"00bfff",dimgray:"696969",dodgerblue:"1e90ff",feldspar:"d19275",firebrick:"b22222",floralwhite:"fffaf0",forestgreen:"228b22",fuchsia:"ff00ff",
+gainsboro:"dcdcdc",ghostwhite:"f8f8ff",gold:"ffd700",goldenrod:"daa520",gray:"808080",green:"008000",greenyellow:"adff2f",honeydew:"f0fff0",hotpink:"ff69b4",indianred:"cd5c5c",indigo:"4b0082",ivory:"fffff0",khaki:"f0e68c",lavender:"e6e6fa",lavenderblush:"fff0f5",lawngreen:"7cfc00",lemonchiffon:"fffacd",lightblue:"add8e6",lightcoral:"f08080",lightcyan:"e0ffff",lightgoldenrodyellow:"fafad2",lightgrey:"d3d3d3",lightgreen:"90ee90",lightpink:"ffb6c1",lightsalmon:"ffa07a",lightseagreen:"20b2aa",lightskyblue:"87cefa",
+lightslateblue:"8470ff",lightslategray:"778899",lightsteelblue:"b0c4de",lightyellow:"ffffe0",lime:"00ff00",limegreen:"32cd32",linen:"faf0e6",magenta:"ff00ff",maroon:"800000",mediumaquamarine:"66cdaa",mediumblue:"0000cd",mediumorchid:"ba55d3",mediumpurple:"9370d8",mediumseagreen:"3cb371",mediumslateblue:"7b68ee",mediumspringgreen:"00fa9a",mediumturquoise:"48d1cc",mediumvioletred:"c71585",midnightblue:"191970",mintcream:"f5fffa",mistyrose:"ffe4e1",moccasin:"ffe4b5",navajowhite:"ffdead",navy:"000080",
+oldlace:"fdf5e6",olive:"808000",olivedrab:"6b8e23",orange:"ffa500",orangered:"ff4500",orchid:"da70d6",palegoldenrod:"eee8aa",palegreen:"98fb98",paleturquoise:"afeeee",palevioletred:"d87093",papayawhip:"ffefd5",peachpuff:"ffdab9",peru:"cd853f",pink:"ffc0cb",plum:"dda0dd",powderblue:"b0e0e6",purple:"800080",red:"ff0000",rosybrown:"bc8f8f",royalblue:"4169e1",saddlebrown:"8b4513",salmon:"fa8072",sandybrown:"f4a460",seagreen:"2e8b57",seashell:"fff5ee",sienna:"a0522d",silver:"c0c0c0",skyblue:"87ceeb",slateblue:"6a5acd",
+slategray:"708090",snow:"fffafa",springgreen:"00ff7f",steelblue:"4682b4",tan:"d2b48c",teal:"008080",thistle:"d8bfd8",tomato:"ff6347",turquoise:"40e0d0",violet:"ee82ee",violetred:"d02090",wheat:"f5deb3",white:"ffffff",whitesmoke:"f5f5f5",yellow:"ffff00",yellowgreen:"9acd32"},O;for(O in A)K==O&&(K=A[O]);var L=[{re:/^rgb\((\d{1,3}),\s*(\d{1,3}),\s*(\d{1,3})\)$/,example:["rgb(123, 234, 45)","rgb(255,234,245)"],process:function(u){return[parseInt(u[1]),parseInt(u[2]),parseInt(u[3])]}},{re:/^(\w{2})(\w{2})(\w{2})$/,
+example:["#00ff00","336699"],process:function(u){return[parseInt(u[1],16),parseInt(u[2],16),parseInt(u[3],16)]}},{re:/^(\w{1})(\w{1})(\w{1})$/,example:["#fb0","f0f"],process:function(u){return[parseInt(u[1]+u[1],16),parseInt(u[2]+u[2],16),parseInt(u[3]+u[3],16)]}}];for(O=0;O<L.length;O++){var W=L[O].process,M=L[O].re.exec(K);M&&(channels=W(M),this.r=channels[0],this.g=channels[1],this.b=channels[2],this.ok=!0)}this.r=0>this.r||isNaN(this.r)?0:255<this.r?255:this.r;this.g=0>this.g||isNaN(this.g)?0:
+255<this.g?255:this.g;this.b=0>this.b||isNaN(this.b)?0:255<this.b?255:this.b;this.toRGB=function(){return"rgb("+this.r+", "+this.g+", "+this.b+")"};this.toHex=function(){var u=this.r.toString(16),B=this.g.toString(16),p=this.b.toString(16);1==u.length&&(u="0"+u);1==B.length&&(B="0"+B);1==p.length&&(p="0"+p);return"#"+u+B+p};this.getHelpXML=function(){for(var u=[],B=0;B<L.length;B++)for(var p=L[B].example,C=0;C<p.length;C++)u[u.length]=p[C];for(var w in A)u[u.length]=w;p=document.createElement("ul");
+p.setAttribute("id","rgbcolor-examples");for(B=0;B<u.length;B++)try{var h=document.createElement("li"),a=new E(u[B]),l=document.createElement("div");l.style.cssText="margin: 3px; border: 1px solid black; background:"+a.toHex()+"; color:"+a.toHex();l.appendChild(document.createTextNode("test"));var c=document.createTextNode(" "+u[B]+" -> "+a.toRGB()+" -> "+a.toHex());h.appendChild(l);h.appendChild(c);p.appendChild(h)}catch(b){}return p}}"undefined"!==typeof define&&define.amd?define(function(){return E}):
+"undefined"!==typeof module&&module.exports&&(module.exports=E);A.RGBColor=E})("undefined"!==typeof window?window:this);
+(function(A){function E(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(A){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(K){throw alert("Cannot access local image"),Error("unable to access local image data: "+K);}}}catch(A){throw alert("Cannot access image"),Error("unable to access image data: "+A);}for(var a=h.data,l=h.width*h.height*4,c=0;c<l;c+=4){var b=
+a[c+3]/255;a[c]*=b;a[c+1]*=b;a[c+2]*=b}var a=h.data,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N,P,S,y,I,J,t,E;e=w+w+1;var R=p-1,l=C-1,c=w+1,b=c*(c+1)/2,Q=new X,x=Q;for(k=1;k<e;k++)if(x=x.next=new X,k==c)var T=x;x.next=Q;n=g=0;var U=O[w],V=L[w];for(d=0;d<C;d++){D=N=P=S=m=v=z=H=0;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;for(k=1;k<c;k++)f=g+((R<k?R:k)<<2),m+=(x.r=y=a[f])*(E=c-k),v+=(x.g=I=a[f+1])*E,z+=(x.b=J=a[f+2])*
+E,H+=(x.a=t=a[f+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next;k=Q;x=T;for(e=0;e<p;e++)a[g]=m*U>>V,a[g+1]=v*U>>V,a[g+2]=z*U>>V,a[g+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=n+((f=e+w+1)<R?f:R)<<2,D+=k.r=a[f],N+=k.g=a[f+1],P+=k.b=a[f+2],S+=k.a=a[f+3],m+=D,v+=N,z+=P,H+=S,k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=4;n+=p}for(e=0;e<p;e++){N=P=S=D=v=z=H=m=0;g=e<<2;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<
+c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;f=p;for(k=1;k<=w;k++)g=f+e<<2,m+=(x.r=y=a[g])*(E=c-k),v+=(x.g=I=a[g+1])*E,z+=(x.b=J=a[g+2])*E,H+=(x.a=t=a[g+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next,k<l&&(f+=p);g=e;k=Q;x=T;for(d=0;d<C;d++)f=g<<2,a[f]=m*U>>V,a[f+1]=v*U>>V,a[f+2]=z*U>>V,a[f+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=e+((f=d+c)<l?f:l)*p<<2,m+=D+=k.r=a[f],v+=N+=k.g=a[f+1],z+=P+=k.b=a[f+2],H+=S+=k.a=a[f+3],k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=p}p=
+h.data;C=h.width*h.height*4;for(w=0;w<C;w+=4)T=p[w+3],0!=T&&(T=255/T,p[w]*=T,p[w+1]*=T,p[w+2]*=T);M.putImageData(h,u,B)}}function K(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(x){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(E){throw alert("Cannot access local image"),Error("unable to access local image data: "+E);}}}catch(x){throw alert("Cannot access image"),
+Error("unable to access image data: "+x);}var a=h.data,l,c,b,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N;l=w+w+1;var P=p-1,A=C-1,y=w+1,I=y*(y+1)/2,J=new X,t=J;for(b=1;b<l;b++)if(t=t.next=new X,b==y)var K=t;t.next=J;k=d=0;var R=O[w],Q=L[w];for(c=0;c<C;c++){H=q=F=f=g=n=0;m=y*(r=a[d]);v=y*(G=a[d+1]);z=y*(D=a[d+2]);f+=I*r;g+=I*G;n+=I*D;t=J;for(b=0;b<y;b++)t.r=r,t.g=G,t.b=D,t=t.next;for(b=1;b<y;b++)e=d+((P<b?P:b)<<2),f+=(t.r=r=a[e])*(N=y-b),g+=(t.g=G=a[e+1])*N,n+=(t.b=D=a[e+2])*N,H+=r,q+=G,F+=D,t=t.next;b=J;t=K;for(l=
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+a.EmptyProperty};this.render=function(a){if("none"!=this.style("display").value&&"hidden"!=this.style("visibility").value){a.save();if(this.style("mask").hasValue()){var b=this.style("mask").getDefinition();null!=b&&b.apply(a,this)}else this.style("filter").hasValue()?(b=this.style("filter").getDefinition(),null!=b&&b.apply(a,this)):(this.setContext(a),this.renderChildren(a),this.clearContext(a));a.restore()}};this.setContext=function(a){};this.clearContext=function(a){};this.renderChildren=function(a){for(var b=
+0;b<this.children.length;b++)this.children[b].render(a)};this.addChild=function(b,e){var d=b;e&&(d=a.CreateElement(b));d.parent=this;"title"!=d.type&&this.children.push(d)};this.addStylesFromStyleDefinition=function(){for(var b in a.Styles)if("@"!=b[0]&&L(c,b)){var e=a.Styles[b],d=a.StylesSpecificity[b];if(null!=e)for(var f in e){var k=this.stylesSpecificity[f];"undefined"==typeof k&&(k="000");d>k&&(this.styles[f]=e[f],this.stylesSpecificity[f]=d)}}};var b=/^[A-Z-]+$/,e=function(a){return b.test(a)?
+a.toLowerCase():a};if(null!=c&&1==c.nodeType){for(var d=0;d<c.attributes.length;d++){var k=c.attributes[d],f=e(k.nodeName);this.attributes[f]=new a.Property(f,k.value)}this.addStylesFromStyleDefinition();if(this.attribute("style").hasValue())for(e=this.attribute("style").value.split(";"),d=0;d<e.length;d++)""!=a.trim(e[d])&&(f=e[d].split(":"),k=a.trim(f[0]),f=a.trim(f[1]),this.styles[k]=new a.Property(k,f));this.attribute("id").hasValue()&&null==a.Definitions[this.attribute("id").value]&&(a.Definitions[this.attribute("id").value]=
+this);for(d=0;d<c.childNodes.length;d++)e=c.childNodes[d],1==e.nodeType&&this.addChild(e,!0),!this.captureTextNodes||3!=e.nodeType&&4!=e.nodeType||""!=a.compressSpaces(e.value||e.text||e.textContent||"")&&this.addChild(new a.Element.tspan(e),!1)}};a.Element.RenderedElementBase=function(c){this.base=a.Element.ElementBase;this.base(c);this.setContext=function(b){if(this.style("fill").isUrlDefinition()){var e=this.style("fill").getFillStyleDefinition(this,this.style("fill-opacity"));null!=e&&(b.fillStyle=
+e)}else this.style("fill").hasValue()&&(e=this.style("fill"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.fillStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("fill-opacity").hasValue()&&(e=new a.Property("fill",b.fillStyle),e=e.addOpacity(this.style("fill-opacity")),b.fillStyle=e.value);this.style("stroke").isUrlDefinition()?(e=this.style("stroke").getFillStyleDefinition(this,this.style("stroke-opacity")),null!=e&&(b.strokeStyle=e)):this.style("stroke").hasValue()&&
+(e=this.style("stroke"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.strokeStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("stroke-opacity").hasValue()&&(e=new a.Property("stroke",b.strokeStyle),e=e.addOpacity(this.style("stroke-opacity")),b.strokeStyle=e.value);this.style("stroke-width").hasValue()&&(e=this.style("stroke-width").toPixels(),b.lineWidth=0==e?.001:e);this.style("stroke-linecap").hasValue()&&(b.lineCap=this.style("stroke-linecap").value);
+this.style("stroke-linejoin").hasValue()&&(b.lineJoin=this.style("stroke-linejoin").value);this.style("stroke-miterlimit").hasValue()&&(b.miterLimit=this.style("stroke-miterlimit").value);this.style("stroke-dasharray").hasValue()&&"none"!=this.style("stroke-dasharray").value&&(e=a.ToNumberArray(this.style("stroke-dasharray").value),"undefined"!=typeof b.setLineDash?b.setLineDash(e):"undefined"!=typeof b.webkitLineDash?b.webkitLineDash=e:"undefined"==typeof b.mozDash||1==e.length&&0==e[0]||(b.mozDash=
+e),e=this.style("stroke-dashoffset").numValueOrDefault(1),"undefined"!=typeof b.lineDashOffset?b.lineDashOffset=e:"undefined"!=typeof b.webkitLineDashOffset?b.webkitLineDashOffset=e:"undefined"!=typeof b.mozDashOffset&&(b.mozDashOffset=e));"undefined"!=typeof b.font&&(b.font=a.Font.CreateFont(this.style("font-style").value,this.style("font-variant").value,this.style("font-weight").value,this.style("font-size").hasValue()?this.style("font-size").toPixels()+"px":"",this.style("font-family").value).toString());
+this.style("transform",!1,!0).hasValue()&&(new a.Transform(this.style("transform",!1,!0).value)).apply(b);this.style("clip-path",!1,!0).hasValue()&&(e=this.style("clip-path",!1,!0).getDefinition(),null!=e&&e.apply(b));this.style("opacity").hasValue()&&(b.globalAlpha=this.style("opacity").numValue())}};a.Element.RenderedElementBase.prototype=new a.Element.ElementBase;a.Element.PathElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.path=function(b){null!=b&&b.beginPath();
+return new a.BoundingBox};this.renderChildren=function(b){this.path(b);a.Mouse.checkPath(this,b);""!=b.fillStyle&&("inherit"!=this.style("fill-rule").valueOrDefault("inherit")?b.fill(this.style("fill-rule").value):b.fill());""!=b.strokeStyle&&b.stroke();var e=this.getMarkers();if(null!=e){if(this.style("marker-start").isUrlDefinition()){var d=this.style("marker-start").getDefinition();d.render(b,e[0][0],e[0][1])}if(this.style("marker-mid").isUrlDefinition())for(var d=this.style("marker-mid").getDefinition(),
+c=1;c<e.length-1;c++)d.render(b,e[c][0],e[c][1]);this.style("marker-end").isUrlDefinition()&&(d=this.style("marker-end").getDefinition(),d.render(b,e[e.length-1][0],e[e.length-1][1]))}};this.getBoundingBox=function(){return this.path()};this.getMarkers=function(){return null}};a.Element.PathElementBase.prototype=new a.Element.RenderedElementBase;a.Element.svg=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseClearContext=this.clearContext;this.clearContext=function(b){this.baseClearContext(b);
+a.ViewPort.RemoveCurrent()};this.baseSetContext=this.setContext;this.setContext=function(b){b.strokeStyle="rgba(0,0,0,0)";b.lineCap="butt";b.lineJoin="miter";b.miterLimit=4;"undefined"!=typeof b.font&&"undefined"!=typeof window.getComputedStyle&&(b.font=window.getComputedStyle(b.canvas).getPropertyValue("font"));this.baseSetContext(b);this.attribute("x").hasValue()||(this.attribute("x",!0).value=0);this.attribute("y").hasValue()||(this.attribute("y",!0).value=0);b.translate(this.attribute("x").toPixels("x"),
+this.attribute("y").toPixels("y"));var e=a.ViewPort.width(),d=a.ViewPort.height();this.attribute("width").hasValue()||(this.attribute("width",!0).value="100%");this.attribute("height").hasValue()||(this.attribute("height",!0).value="100%");if("undefined"==typeof this.root){var e=this.attribute("width").toPixels("x"),d=this.attribute("height").toPixels("y"),c=0,f=0;this.attribute("refX").hasValue()&&this.attribute("refY").hasValue()&&(c=-this.attribute("refX").toPixels("x"),f=-this.attribute("refY").toPixels("y"));
+"visible"!=this.attribute("overflow").valueOrDefault("hidden")&&(b.beginPath(),b.moveTo(c,f),b.lineTo(e,f),b.lineTo(e,d),b.lineTo(c,d),b.closePath(),b.clip())}a.ViewPort.SetCurrent(e,d);if(this.attribute("viewBox").hasValue()){var c=a.ToNumberArray(this.attribute("viewBox").value),f=c[0],g=c[1],e=c[2],d=c[3];a.AspectRatio(b,this.attribute("preserveAspectRatio").value,a.ViewPort.width(),e,a.ViewPort.height(),d,f,g,this.attribute("refX").value,this.attribute("refY").value);a.ViewPort.RemoveCurrent();
+a.ViewPort.SetCurrent(c[2],c[3])}}};a.Element.svg.prototype=new a.Element.RenderedElementBase;a.Element.rect=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),c=this.attribute("width").toPixels("x"),f=this.attribute("height").toPixels("y"),g=this.attribute("rx").toPixels("x"),n=this.attribute("ry").toPixels("y");this.attribute("rx").hasValue()&&!this.attribute("ry").hasValue()&&(n=g);this.attribute("ry").hasValue()&&
+!this.attribute("rx").hasValue()&&(g=n);g=Math.min(g,c/2);n=Math.min(n,f/2);null!=b&&(b.beginPath(),b.moveTo(e+g,d),b.lineTo(e+c-g,d),b.quadraticCurveTo(e+c,d,e+c,d+n),b.lineTo(e+c,d+f-n),b.quadraticCurveTo(e+c,d+f,e+c-g,d+f),b.lineTo(e+g,d+f),b.quadraticCurveTo(e,d+f,e,d+f-n),b.lineTo(e,d+n),b.quadraticCurveTo(e,d,e+g,d),b.closePath());return new a.BoundingBox(e,d,e+c,d+f)}};a.Element.rect.prototype=new a.Element.PathElementBase;a.Element.circle=function(c){this.base=a.Element.PathElementBase;this.base(c);
+this.path=function(b){var e=this.attribute("cx").toPixels("x"),d=this.attribute("cy").toPixels("y"),c=this.attribute("r").toPixels();null!=b&&(b.beginPath(),b.arc(e,d,c,0,2*Math.PI,!0),b.closePath());return new a.BoundingBox(e-c,d-c,e+c,d+c)}};a.Element.circle.prototype=new a.Element.PathElementBase;a.Element.ellipse=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=(Math.sqrt(2)-1)/3*4,d=this.attribute("rx").toPixels("x"),c=this.attribute("ry").toPixels("y"),
+f=this.attribute("cx").toPixels("x"),g=this.attribute("cy").toPixels("y");null!=b&&(b.beginPath(),b.moveTo(f,g-c),b.bezierCurveTo(f+e*d,g-c,f+d,g-e*c,f+d,g),b.bezierCurveTo(f+d,g+e*c,f+e*d,g+c,f,g+c),b.bezierCurveTo(f-e*d,g+c,f-d,g+e*c,f-d,g),b.bezierCurveTo(f-d,g-e*c,f-e*d,g-c,f,g-c),b.closePath());return new a.BoundingBox(f-d,g-c,f+d,g+c)}};a.Element.ellipse.prototype=new a.Element.PathElementBase;a.Element.line=function(c){this.base=a.Element.PathElementBase;this.base(c);this.getPoints=function(){return[new a.Point(this.attribute("x1").toPixels("x"),
+this.attribute("y1").toPixels("y")),new a.Point(this.attribute("x2").toPixels("x"),this.attribute("y2").toPixels("y"))]};this.path=function(b){var e=this.getPoints();null!=b&&(b.beginPath(),b.moveTo(e[0].x,e[0].y),b.lineTo(e[1].x,e[1].y));return new a.BoundingBox(e[0].x,e[0].y,e[1].x,e[1].y)};this.getMarkers=function(){var a=this.getPoints(),e=a[0].angleTo(a[1]);return[[a[0],e],[a[1],e]]}};a.Element.line.prototype=new a.Element.PathElementBase;a.Element.polyline=function(c){this.base=a.Element.PathElementBase;
+this.base(c);this.points=a.CreatePath(this.attribute("points").value);this.path=function(b){var e=new a.BoundingBox(this.points[0].x,this.points[0].y);null!=b&&(b.beginPath(),b.moveTo(this.points[0].x,this.points[0].y));for(var d=1;d<this.points.length;d++)e.addPoint(this.points[d].x,this.points[d].y),null!=b&&b.lineTo(this.points[d].x,this.points[d].y);return e};this.getMarkers=function(){for(var a=[],e=0;e<this.points.length-1;e++)a.push([this.points[e],this.points[e].angleTo(this.points[e+1])]);
+0<a.length&&a.push([this.points[this.points.length-1],a[a.length-1][1]]);return a}};a.Element.polyline.prototype=new a.Element.PathElementBase;a.Element.polygon=function(c){this.base=a.Element.polyline;this.base(c);this.basePath=this.path;this.path=function(a){var e=this.basePath(a);null!=a&&(a.lineTo(this.points[0].x,this.points[0].y),a.closePath());return e}};a.Element.polygon.prototype=new a.Element.polyline;a.Element.path=function(c){this.base=a.Element.PathElementBase;this.base(c);c=this.attribute("d").value;
+c=c.replace(/,/gm," ");for(var b=0;2>b;b++)c=c.replace(/([MmZzLlHhVvCcSsQqTtAa])([^\s])/gm,"$1 $2");c=c.replace(/([^\s])([MmZzLlHhVvCcSsQqTtAa])/gm,"$1 $2");c=c.replace(/([0-9])([+\-])/gm,"$1 $2");for(b=0;2>b;b++)c=c.replace(/(\.[0-9]*)(\.)/gm,"$1 $2");c=c.replace(/([Aa](\s+[0-9]+){3})\s+([01])\s*([01])/gm,"$1 $3 $4 ");c=a.compressSpaces(c);c=a.trim(c);this.PathParser=new function(b){this.tokens=b.split(" ");this.reset=function(){this.i=-1;this.previousCommand=this.command="";this.start=new a.Point(0,
+0);this.control=new a.Point(0,0);this.current=new a.Point(0,0);this.points=[];this.angles=[]};this.isEnd=function(){return this.i>=this.tokens.length-1};this.isCommandOrEnd=function(){return this.isEnd()?!0:null!=this.tokens[this.i+1].match(/^[A-Za-z]$/)};this.isRelativeCommand=function(){switch(this.command){case "m":case "l":case "h":case "v":case "c":case "s":case "q":case "t":case "a":case "z":return!0}return!1};this.getToken=function(){this.i++;return this.tokens[this.i]};this.getScalar=function(){return parseFloat(this.getToken())};
+this.nextCommand=function(){this.previousCommand=this.command;this.command=this.getToken()};this.getPoint=function(){var b=new a.Point(this.getScalar(),this.getScalar());return this.makeAbsolute(b)};this.getAsControlPoint=function(){var a=this.getPoint();return this.control=a};this.getAsCurrentPoint=function(){var a=this.getPoint();return this.current=a};this.getReflectedControlPoint=function(){return"c"!=this.previousCommand.toLowerCase()&&"s"!=this.previousCommand.toLowerCase()&&"q"!=this.previousCommand.toLowerCase()&&
+"t"!=this.previousCommand.toLowerCase()?this.current:new a.Point(2*this.current.x-this.control.x,2*this.current.y-this.control.y)};this.makeAbsolute=function(a){this.isRelativeCommand()&&(a.x+=this.current.x,a.y+=this.current.y);return a};this.addMarker=function(a,b,e){null!=e&&0<this.angles.length&&null==this.angles[this.angles.length-1]&&(this.angles[this.angles.length-1]=this.points[this.points.length-1].angleTo(e));this.addMarkerAngle(a,null==b?null:b.angleTo(a))};this.addMarkerAngle=function(a,
+b){this.points.push(a);this.angles.push(b)};this.getMarkerPoints=function(){return this.points};this.getMarkerAngles=function(){for(var a=0;a<this.angles.length;a++)if(null==this.angles[a])for(var b=a+1;b<this.angles.length;b++)if(null!=this.angles[b]){this.angles[a]=this.angles[b];break}return this.angles}}(c);this.path=function(b){var d=this.PathParser;d.reset();var c=new a.BoundingBox;for(null!=b&&b.beginPath();!d.isEnd();)switch(d.nextCommand(),d.command){case "M":case "m":var f=d.getAsCurrentPoint();
+d.addMarker(f);c.addPoint(f.x,f.y);null!=b&&b.moveTo(f.x,f.y);for(d.start=d.current;!d.isCommandOrEnd();)f=d.getAsCurrentPoint(),d.addMarker(f,d.start),c.addPoint(f.x,f.y),null!=b&&b.lineTo(f.x,f.y);break;case "L":case "l":for(;!d.isCommandOrEnd();){var g=d.current,f=d.getAsCurrentPoint();d.addMarker(f,g);c.addPoint(f.x,f.y);null!=b&&b.lineTo(f.x,f.y)}break;case "H":case "h":for(;!d.isCommandOrEnd();)f=new a.Point((d.isRelativeCommand()?d.current.x:0)+d.getScalar(),d.current.y),d.addMarker(f,d.current),
+d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "V":case "v":for(;!d.isCommandOrEnd();)f=new a.Point(d.current.x,(d.isRelativeCommand()?d.current.y:0)+d.getScalar()),d.addMarker(f,d.current),d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "C":case "c":for(;!d.isCommandOrEnd();){var n=d.current,g=d.getPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint();d.addMarker(f,m,g);c.addBezierCurve(n.x,
+n.y,g.x,g.y,m.x,m.y,f.x,f.y);null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y)}break;case "S":case "s":for(;!d.isCommandOrEnd();)n=d.current,g=d.getReflectedControlPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,g),c.addBezierCurve(n.x,n.y,g.x,g.y,m.x,m.y,f.x,f.y),null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y);break;case "Q":case "q":for(;!d.isCommandOrEnd();)n=d.current,m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,
+f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "T":case "t":for(;!d.isCommandOrEnd();)n=d.current,m=d.getReflectedControlPoint(),d.control=m,f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "A":case "a":for(;!d.isCommandOrEnd();){var n=d.current,v=d.getScalar(),h=d.getScalar(),g=d.getScalar()*(Math.PI/180),l=d.getScalar(),m=d.getScalar(),f=d.getAsCurrentPoint(),q=new a.Point(Math.cos(g)*
+(n.x-f.x)/2+Math.sin(g)*(n.y-f.y)/2,-Math.sin(g)*(n.x-f.x)/2+Math.cos(g)*(n.y-f.y)/2),p=Math.pow(q.x,2)/Math.pow(v,2)+Math.pow(q.y,2)/Math.pow(h,2);1<p&&(v*=Math.sqrt(p),h*=Math.sqrt(p));l=(l==m?-1:1)*Math.sqrt((Math.pow(v,2)*Math.pow(h,2)-Math.pow(v,2)*Math.pow(q.y,2)-Math.pow(h,2)*Math.pow(q.x,2))/(Math.pow(v,2)*Math.pow(q.y,2)+Math.pow(h,2)*Math.pow(q.x,2)));isNaN(l)&&(l=0);var r=new a.Point(l*v*q.y/h,l*-h*q.x/v),n=new a.Point((n.x+f.x)/2+Math.cos(g)*r.x-Math.sin(g)*r.y,(n.y+f.y)/2+Math.sin(g)*
+r.x+Math.cos(g)*r.y),u=function(a,b){return(a[0]*b[0]+a[1]*b[1])/(Math.sqrt(Math.pow(a[0],2)+Math.pow(a[1],2))*Math.sqrt(Math.pow(b[0],2)+Math.pow(b[1],2)))},w=function(a,b){return(a[0]*b[1]<a[1]*b[0]?-1:1)*Math.acos(u(a,b))},l=w([1,0],[(q.x-r.x)/v,(q.y-r.y)/h]),p=[(q.x-r.x)/v,(q.y-r.y)/h],r=[(-q.x-r.x)/v,(-q.y-r.y)/h],q=w(p,r);-1>=u(p,r)&&(q=Math.PI);1<=u(p,r)&&(q=0);p=1-m?1:-1;r=l+q/2*p;w=new a.Point(n.x+v*Math.cos(r),n.y+h*Math.sin(r));d.addMarkerAngle(w,r-p*Math.PI/2);d.addMarkerAngle(f,r-p*Math.PI);
+c.addPoint(f.x,f.y);null!=b&&(u=v>h?v:h,f=v>h?1:v/h,v=v>h?h/v:1,b.translate(n.x,n.y),b.rotate(g),b.scale(f,v),b.arc(0,0,u,l,l+q,1-m),b.scale(1/f,1/v),b.rotate(-g),b.translate(-n.x,-n.y))}break;case "Z":case "z":null!=b&&b.closePath(),d.current=d.start}return c};this.getMarkers=function(){for(var a=this.PathParser.getMarkerPoints(),b=this.PathParser.getMarkerAngles(),c=[],f=0;f<a.length;f++)c.push([a[f],b[f]]);return c}};a.Element.path.prototype=new a.Element.PathElementBase;a.Element.pattern=function(c){this.base=
+a.Element.ElementBase;this.base(c);this.createPattern=function(b,e){var d=this.attribute("width").toPixels("x",!0),c=this.attribute("height").toPixels("y",!0),f=new a.Element.svg;f.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);f.attributes.width=new a.Property("width",d+"px");f.attributes.height=new a.Property("height",c+"px");f.attributes.transform=new a.Property("transform",this.attribute("patternTransform").value);f.children=this.children;var g=document.createElement("canvas");
+g.width=d;g.height=c;d=g.getContext("2d");this.attribute("x").hasValue()&&this.attribute("y").hasValue()&&d.translate(this.attribute("x").toPixels("x",!0),this.attribute("y").toPixels("y",!0));for(c=-1;1>=c;c++)for(var n=-1;1>=n;n++)d.save(),f.attributes.x=new a.Property("x",c*g.width),f.attributes.y=new a.Property("y",n*g.height),f.render(d),d.restore();return b.createPattern(g,"repeat")}};a.Element.pattern.prototype=new a.Element.ElementBase;a.Element.marker=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.baseRender=this.render;this.render=function(b,e,d){b.translate(e.x,e.y);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(d);"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(b.lineWidth,b.lineWidth);b.save();var c=new a.Element.svg;c.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);c.attributes.refX=new a.Property("refX",this.attribute("refX").value);c.attributes.refY=new a.Property("refY",this.attribute("refY").value);
+c.attributes.width=new a.Property("width",this.attribute("markerWidth").value);c.attributes.height=new a.Property("height",this.attribute("markerHeight").value);c.attributes.fill=new a.Property("fill",this.attribute("fill").valueOrDefault("black"));c.attributes.stroke=new a.Property("stroke",this.attribute("stroke").valueOrDefault("none"));c.children=this.children;var f=0,g=0;this.attribute("refX").hasValue()&&(f=-parseFloat(this.attribute("refX").value));this.attribute("refY").hasValue()&&(g=-parseFloat(this.attribute("refY").value));
+b.translate(f,g);c.render(b);b.restore();"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(1/b.lineWidth,1/b.lineWidth);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(-d);b.translate(-e.x,-e.y)}};a.Element.marker.prototype=new a.Element.ElementBase;a.Element.defs=function(c){this.base=a.Element.ElementBase;this.base(c);this.render=function(a){}};a.Element.defs.prototype=new a.Element.ElementBase;a.Element.GradientBase=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.stops=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"stop"==b.type&&this.stops.push(b)}this.getGradient=function(){};this.gradientUnits=function(){return this.attribute("gradientUnits").valueOrDefault("objectBoundingBox")};this.attributesToInherit=["gradientUnits"];this.inheritStopContainer=function(a){for(var b=0;b<this.attributesToInherit.length;b++){var c=this.attributesToInherit[b];!this.attribute(c).hasValue()&&a.attribute(c).hasValue()&&(this.attribute(c,!0).value=
+a.attribute(c).value)}};this.createGradient=function(b,d,c){var f=this;this.getHrefAttribute().hasValue()&&(f=this.getHrefAttribute().getDefinition(),this.inheritStopContainer(f));var g=function(b){return c.hasValue()?(new a.Property("color",b)).addOpacity(c).value:b};b=this.getGradient(b,d);if(null==b)return g(f.stops[f.stops.length-1].color);for(d=0;d<f.stops.length;d++)b.addColorStop(f.stops[d].offset,g(f.stops[d].color));return this.attribute("gradientTransform").hasValue()?(f=a.ViewPort.viewPorts[0],
+g=new a.Element.rect,g.attributes.x=new a.Property("x",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.y=new a.Property("y",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.width=new a.Property("width",a.MAX_VIRTUAL_PIXELS),g.attributes.height=new a.Property("height",a.MAX_VIRTUAL_PIXELS),d=new a.Element.g,d.attributes.transform=new a.Property("transform",this.attribute("gradientTransform").value),d.children=[g],g=new a.Element.svg,g.attributes.x=new a.Property("x",0),g.attributes.y=new a.Property("y",0),g.attributes.width=
+new a.Property("width",f.width),g.attributes.height=new a.Property("height",f.height),g.children=[d],d=document.createElement("canvas"),d.width=f.width,d.height=f.height,f=d.getContext("2d"),f.fillStyle=b,g.render(f),f.createPattern(d,"no-repeat")):b}};a.Element.GradientBase.prototype=new a.Element.ElementBase;a.Element.linearGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("x1");this.attributesToInherit.push("y1");this.attributesToInherit.push("x2");
+this.attributesToInherit.push("y2");this.getGradient=function(a,e){var c="objectBoundingBox"==this.gradientUnits()?e.getBoundingBox():null;this.attribute("x1").hasValue()||this.attribute("y1").hasValue()||this.attribute("x2").hasValue()||this.attribute("y2").hasValue()||(this.attribute("x1",!0).value=0,this.attribute("y1",!0).value=0,this.attribute("x2",!0).value=1,this.attribute("y2",!0).value=0);var k="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x1").numValue():this.attribute("x1").toPixels("x"),
+f="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y1").numValue():this.attribute("y1").toPixels("y"),g="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x2").numValue():this.attribute("x2").toPixels("x"),c="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y2").numValue():this.attribute("y2").toPixels("y");return k==g&&f==c?null:a.createLinearGradient(k,f,g,c)}};a.Element.linearGradient.prototype=new a.Element.GradientBase;
+a.Element.radialGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("cx");this.attributesToInherit.push("cy");this.attributesToInherit.push("r");this.attributesToInherit.push("fx");this.attributesToInherit.push("fy");this.getGradient=function(a,c){var d=c.getBoundingBox();this.attribute("cx").hasValue()||(this.attribute("cx",!0).value="50%");this.attribute("cy").hasValue()||(this.attribute("cy",!0).value="50%");this.attribute("r").hasValue()||(this.attribute("r",
+!0).value="50%");var k="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("cx").numValue():this.attribute("cx").toPixels("x"),f="objectBoundingBox"==this.gradientUnits()?d.y()+d.height()*this.attribute("cy").numValue():this.attribute("cy").toPixels("y"),g=k,n=f;this.attribute("fx").hasValue()&&(g="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("fx").numValue():this.attribute("fx").toPixels("x"));this.attribute("fy").hasValue()&&(n="objectBoundingBox"==
+this.gradientUnits()?d.y()+d.height()*this.attribute("fy").numValue():this.attribute("fy").toPixels("y"));d="objectBoundingBox"==this.gradientUnits()?(d.width()+d.height())/2*this.attribute("r").numValue():this.attribute("r").toPixels();return a.createRadialGradient(g,n,0,k,f,d)}};a.Element.radialGradient.prototype=new a.Element.GradientBase;a.Element.stop=function(c){this.base=a.Element.ElementBase;this.base(c);this.offset=this.attribute("offset").numValue();0>this.offset&&(this.offset=0);1<this.offset&&
+(this.offset=1);c=this.style("stop-color",!0);""===c.value&&(c.value="#000");this.style("stop-opacity").hasValue()&&(c=c.addOpacity(this.style("stop-opacity")));this.color=c.value};a.Element.stop.prototype=new a.Element.ElementBase;a.Element.AnimateBase=function(c){this.base=a.Element.ElementBase;this.base(c);a.Animations.push(this);this.duration=0;this.begin=this.attribute("begin").toMilliseconds();this.maxDuration=this.begin+this.attribute("dur").toMilliseconds();this.getProperty=function(){var a=
+this.attribute("attributeType").value,c=this.attribute("attributeName").value;return"CSS"==a?this.parent.style(c,!0):this.parent.attribute(c,!0)};this.initialValue=null;this.initialUnits="";this.removed=!1;this.calcValue=function(){return""};this.update=function(a){null==this.initialValue&&(this.initialValue=this.getProperty().value,this.initialUnits=this.getProperty().getUnits());if(this.duration>this.maxDuration){if("indefinite"==this.attribute("repeatCount").value||"indefinite"==this.attribute("repeatDur").value)this.duration=
+0;else if("freeze"==this.attribute("fill").valueOrDefault("remove")&&!this.frozen)this.frozen=!0,this.parent.animationFrozen=!0,this.parent.animationFrozenValue=this.getProperty().value;else if("remove"==this.attribute("fill").valueOrDefault("remove")&&!this.removed)return this.removed=!0,this.getProperty().value=this.parent.animationFrozen?this.parent.animationFrozenValue:this.initialValue,!0;return!1}this.duration+=a;a=!1;this.begin<this.duration&&(a=this.calcValue(),this.attribute("type").hasValue()&&
+(a=this.attribute("type").value+"("+a+")"),this.getProperty().value=a,a=!0);return a};this.from=this.attribute("from");this.to=this.attribute("to");this.values=this.attribute("values");this.values.hasValue()&&(this.values.value=this.values.value.split(";"));this.progress=function(){var b={progress:(this.duration-this.begin)/(this.maxDuration-this.begin)};if(this.values.hasValue()){var c=b.progress*(this.values.value.length-1),d=Math.floor(c),k=Math.ceil(c);b.from=new a.Property("from",parseFloat(this.values.value[d]));
+b.to=new a.Property("to",parseFloat(this.values.value[k]));b.progress=(c-d)/(k-d)}else b.from=this.from,b.to=this.to;return b}};a.Element.AnimateBase.prototype=new a.Element.ElementBase;a.Element.animate=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){var a=this.progress();return a.from.numValue()+(a.to.numValue()-a.from.numValue())*a.progress+this.initialUnits}};a.Element.animate.prototype=new a.Element.AnimateBase;a.Element.animateColor=function(c){this.base=a.Element.AnimateBase;
+this.base(c);this.calcValue=function(){var a=this.progress(),c=new A(a.from.value),d=new A(a.to.value);if(c.ok&&d.ok){var k=c.g+(d.g-c.g)*a.progress,f=c.b+(d.b-c.b)*a.progress;return"rgb("+parseInt(c.r+(d.r-c.r)*a.progress,10)+","+parseInt(k,10)+","+parseInt(f,10)+")"}return this.attribute("from").value}};a.Element.animateColor.prototype=new a.Element.AnimateBase;a.Element.animateTransform=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){for(var b=this.progress(),
+c=a.ToNumberArray(b.from.value),d=a.ToNumberArray(b.to.value),k="",f=0;f<c.length;f++)k+=c[f]+(d[f]-c[f])*b.progress+" ";return k}};a.Element.animateTransform.prototype=new a.Element.animate;a.Element.font=function(c){this.base=a.Element.ElementBase;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.isArabic=this.isRTL=!1;this.missingGlyph=this.fontFace=null;this.glyphs=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"font-face"==b.type?(this.fontFace=b,b.style("font-family").hasValue()&&
+(a.Definitions[b.style("font-family").value]=this)):"missing-glyph"==b.type?this.missingGlyph=b:"glyph"==b.type&&(""!=b.arabicForm?(this.isArabic=this.isRTL=!0,"undefined"==typeof this.glyphs[b.unicode]&&(this.glyphs[b.unicode]=[]),this.glyphs[b.unicode][b.arabicForm]=b):this.glyphs[b.unicode]=b)}};a.Element.font.prototype=new a.Element.ElementBase;a.Element.fontface=function(c){this.base=a.Element.ElementBase;this.base(c);this.ascent=this.attribute("ascent").value;this.descent=this.attribute("descent").value;
+this.unitsPerEm=this.attribute("units-per-em").numValue()};a.Element.fontface.prototype=new a.Element.ElementBase;a.Element.missingglyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=0};a.Element.missingglyph.prototype=new a.Element.path;a.Element.glyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.unicode=this.attribute("unicode").value;this.arabicForm=this.attribute("arabic-form").value};a.Element.glyph.prototype=
+new a.Element.path;a.Element.text=function(c){this.captureTextNodes=!0;this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);var c=this.style("dominant-baseline").toTextBaseline();null==c&&(c=this.style("alignment-baseline").toTextBaseline());null!=c&&(a.textBaseline=c)};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=this.attribute("y").toPixels("y"),d=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);
+return new a.BoundingBox(b,c-d,b+Math.floor(2*d/3)*this.children[0].getText().length,c)};this.renderChildren=function(a){this.x=this.attribute("x").toPixels("x");this.y=this.attribute("y").toPixels("y");this.attribute("dx").hasValue()&&(this.x+=this.attribute("dx").toPixels("x"));this.attribute("dy").hasValue()&&(this.y+=this.attribute("dy").toPixels("y"));this.x+=this.getAnchorDelta(a,this,0);for(var c=0;c<this.children.length;c++)this.renderChild(a,this,this,c)};this.getAnchorDelta=function(a,c,
+d){var k=this.style("text-anchor").valueOrDefault("start");if("start"!=k){for(var f=0,g=d;g<c.children.length;g++){var n=c.children[g];if(g>d&&n.attribute("x").hasValue())break;f+=n.measureTextRecursive(a)}return-1*("end"==k?f:f/2)}return 0};this.renderChild=function(a,c,d,k){var f=d.children[k];f.attribute("x").hasValue()?(f.x=f.attribute("x").toPixels("x")+c.getAnchorDelta(a,d,k),f.attribute("dx").hasValue()&&(f.x+=f.attribute("dx").toPixels("x"))):(f.attribute("dx").hasValue()&&(c.x+=f.attribute("dx").toPixels("x")),
+f.x=c.x);c.x=f.x+f.measureText(a);f.attribute("y").hasValue()?(f.y=f.attribute("y").toPixels("y"),f.attribute("dy").hasValue()&&(f.y+=f.attribute("dy").toPixels("y"))):(f.attribute("dy").hasValue()&&(c.y+=f.attribute("dy").toPixels("y")),f.y=c.y);c.y=f.y;f.render(a);for(k=0;k<f.children.length;k++)c.renderChild(a,c,f,k)}};a.Element.text.prototype=new a.Element.RenderedElementBase;a.Element.TextElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getGlyph=function(a,c,
+d){var k=c[d],f=null;if(a.isArabic){var g="isolated";(0==d||" "==c[d-1])&&d<c.length-2&&" "!=c[d+1]&&(g="terminal");0<d&&" "!=c[d-1]&&d<c.length-2&&" "!=c[d+1]&&(g="medial");0<d&&" "!=c[d-1]&&(d==c.length-1||" "==c[d+1])&&(g="initial");"undefined"!=typeof a.glyphs[k]&&(f=a.glyphs[k][g],null==f&&"glyph"==a.glyphs[k].type&&(f=a.glyphs[k]))}else f=a.glyphs[k];null==f&&(f=a.missingGlyph);return f};this.renderChildren=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){var d=
+this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize),k=this.parent.style("font-style").valueOrDefault(a.Font.Parse(a.ctx.font).fontStyle),f=this.getText();c.isRTL&&(f=f.split("").reverse().join(""));for(var g=a.ToNumberArray(this.parent.attribute("dx").value),n=0;n<f.length;n++){var m=this.getGlyph(c,f,n),h=d/c.fontFace.unitsPerEm;b.translate(this.x,this.y);b.scale(h,-h);var l=b.lineWidth;b.lineWidth=b.lineWidth*c.fontFace.unitsPerEm/d;"italic"==k&&b.transform(1,0,.4,
+1,0,0);m.render(b);"italic"==k&&b.transform(1,0,-.4,1,0,0);b.lineWidth=l;b.scale(1/h,-1/h);b.translate(-this.x,-this.y);this.x+=d*(m.horizAdvX||c.horizAdvX)/c.fontFace.unitsPerEm;"undefined"==typeof g[n]||isNaN(g[n])||(this.x+=g[n])}}else""!=b.fillStyle&&b.fillText(a.compressSpaces(this.getText()),this.x,this.y),""!=b.strokeStyle&&b.strokeText(a.compressSpaces(this.getText()),this.x,this.y)};this.getText=function(){};this.measureTextRecursive=function(a){for(var c=this.measureText(a),d=0;d<this.children.length;d++)c+=
+this.children[d].measureTextRecursive(a);return c};this.measureText=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){b=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);var d=0,k=this.getText();c.isRTL&&(k=k.split("").reverse().join(""));for(var f=a.ToNumberArray(this.parent.attribute("dx").value),g=0;g<k.length;g++){var n=this.getGlyph(c,k,g),d=d+(n.horizAdvX||c.horizAdvX)*b/c.fontFace.unitsPerEm;"undefined"==typeof f[g]||isNaN(f[g])||
+(d+=f[g])}return d}c=a.compressSpaces(this.getText());if(!b.measureText)return 10*c.length;b.save();this.setContext(b);c=b.measureText(c).width;b.restore();return c}};a.Element.TextElementBase.prototype=new a.Element.RenderedElementBase;a.Element.tspan=function(c){this.captureTextNodes=!0;this.base=a.Element.TextElementBase;this.base(c);this.text=a.compressSpaces(c.value||c.text||c.textContent||"");this.getText=function(){return 0<this.children.length?"":this.text}};a.Element.tspan.prototype=new a.Element.TextElementBase;
+a.Element.tref=function(c){this.base=a.Element.TextElementBase;this.base(c);this.getText=function(){var a=this.getHrefAttribute().getDefinition();if(null!=a)return a.children[0].getText()}};a.Element.tref.prototype=new a.Element.TextElementBase;a.Element.a=function(c){this.base=a.Element.TextElementBase;this.base(c);this.hasText=0<c.childNodes.length;for(var b=0;b<c.childNodes.length;b++)3!=c.childNodes[b].nodeType&&(this.hasText=!1);this.text=this.hasText?c.childNodes[0].value:"";this.getText=function(){return this.text};
+this.baseRenderChildren=this.renderChildren;this.renderChildren=function(b){if(this.hasText){this.baseRenderChildren(b);var c=new a.Property("fontSize",a.Font.Parse(a.ctx.font).fontSize);a.Mouse.checkBoundingBox(this,new a.BoundingBox(this.x,this.y-c.toPixels("y"),this.x+this.measureText(b),this.y))}else 0<this.children.length&&(c=new a.Element.g,c.children=this.children,c.parent=this,c.render(b))};this.onclick=function(){window.open(this.getHrefAttribute().value)};this.onmousemove=function(){a.ctx.canvas.style.cursor=
+"pointer"}};a.Element.a.prototype=new a.Element.TextElementBase;a.Element.image=function(c){this.base=a.Element.RenderedElementBase;this.base(c);var b=this.getHrefAttribute().value;if(""!=b){var e=b.match(/\.svg$/);a.Images.push(this);this.loaded=!1;if(e)this.img=a.ajax(b),this.loaded=!0;else{this.img=document.createElement("img");1==a.opts.useCORS&&(this.img.crossOrigin="Anonymous");var d=this;this.img.onload=function(){d.loaded=!0};this.img.onerror=function(){a.log('ERROR: image "'+b+'" not found');
+d.loaded=!0};this.img.src=b}this.renderChildren=function(b){var c=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),n=this.attribute("width").toPixels("x"),m=this.attribute("height").toPixels("y");0!=n&&0!=m&&(b.save(),e?b.drawSvg(this.img,c,d,n,m):(b.translate(c,d),a.AspectRatio(b,this.attribute("preserveAspectRatio").value,n,this.img.width,m,this.img.height,0,0),b.drawImage(this.img,0,0)),b.restore())};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=
+this.attribute("y").toPixels("y"),d=this.attribute("width").toPixels("x"),e=this.attribute("height").toPixels("y");return new a.BoundingBox(b,c,b+d,c+e)}}};a.Element.image.prototype=new a.Element.RenderedElementBase;a.Element.g=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getBoundingBox=function(){for(var b=new a.BoundingBox,c=0;c<this.children.length;c++)b.addBoundingBox(this.children[c].getBoundingBox());return b}};a.Element.g.prototype=new a.Element.RenderedElementBase;
+a.Element.symbol=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.render=function(a){}};a.Element.symbol.prototype=new a.Element.RenderedElementBase;a.Element.style=function(c){this.base=a.Element.ElementBase;this.base(c);for(var b="",e=0;e<c.childNodes.length;e++)b+=c.childNodes[e].data;b=b.replace(/(\/\*([^*]|[\r\n]|(\*+([^*\/]|[\r\n])))*\*+\/)|(^[\s]*\/\/.*)/gm,"");b=a.compressSpaces(b);c=b.split("}");for(e=0;e<c.length;e++)if(""!=a.trim(c[e]))for(var d=c[e].split("{"),b=d[0].split(","),
+d=d[1].split(";"),k=0;k<b.length;k++){var f=a.trim(b[k]);if(""!=f){for(var g=a.Styles[f]||{},n=0;n<d.length;n++){var m=d[n].indexOf(":"),h=d[n].substr(0,m),m=d[n].substr(m+1,d[n].length-m);null!=h&&null!=m&&(g[a.trim(h)]=new a.Property(a.trim(h),a.trim(m)))}a.Styles[f]=g;a.StylesSpecificity[f]=K(f);if("@font-face"==f)for(f=g["font-family"].value.replace(/"/g,""),g=g.src.value.split(","),n=0;n<g.length;n++)if(0<g[n].indexOf('format("svg")'))for(h=g[n].indexOf("url"),m=g[n].indexOf(")",h),h=g[n].substr(h+
+5,m-h-6),h=a.parseXml(a.ajax(h)).getElementsByTagName("font"),m=0;m<h.length;m++){var l=a.CreateElement(h[m]);a.Definitions[f]=l}}}};a.Element.style.prototype=new a.Element.ElementBase;a.Element.use=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);this.attribute("x").hasValue()&&a.translate(this.attribute("x").toPixels("x"),0);this.attribute("y").hasValue()&&a.translate(0,this.attribute("y").toPixels("y"))};
+var b=this.getHrefAttribute().getDefinition();this.path=function(a){null!=b&&b.path(a)};this.getBoundingBox=function(){if(null!=b)return b.getBoundingBox()};this.renderChildren=function(c){if(null!=b){var d=b;"symbol"==b.type&&(d=new a.Element.svg,d.type="svg",d.attributes.viewBox=new a.Property("viewBox",b.attribute("viewBox").value),d.attributes.preserveAspectRatio=new a.Property("preserveAspectRatio",b.attribute("preserveAspectRatio").value),d.attributes.overflow=new a.Property("overflow",b.attribute("overflow").value),
+d.children=b.children);"svg"==d.type&&(this.attribute("width").hasValue()&&(d.attributes.width=new a.Property("width",this.attribute("width").value)),this.attribute("height").hasValue()&&(d.attributes.height=new a.Property("height",this.attribute("height").value)));var k=d.parent;d.parent=null;d.render(c);d.parent=k}}};a.Element.use.prototype=new a.Element.RenderedElementBase;a.Element.mask=function(c){this.base=a.Element.ElementBase;this.base(c);this.apply=function(b,c){var d=this.attribute("x").toPixels("x"),
+k=this.attribute("y").toPixels("y"),f=this.attribute("width").toPixels("x"),g=this.attribute("height").toPixels("y");if(0==f&&0==g){g=new a.BoundingBox;for(d=0;d<this.children.length;d++)g.addBoundingBox(this.children[d].getBoundingBox());d=Math.floor(g.x1);k=Math.floor(g.y1);f=Math.floor(g.width());g=Math.floor(g.height())}var n=c.attribute("mask").value;c.attribute("mask").value="";var m=document.createElement("canvas");m.width=d+f;m.height=k+g;var h=m.getContext("2d");this.renderChildren(h);var l=
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+
+/*!
+
+JSZip v3.1.5 - A JavaScript class for generating and reading zip files
+<http://stuartk.com/jszip>
+
+(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
+Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/master/LICENSE.markdown.
+
+JSZip uses the library pako released under the MIT license :
+https://github.com/nodeca/pako/blob/master/LICENSE
+*/
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J=i.LOCAL_FILE_HEADER+I+s+z,K=i.CENTRAL_FILE_HEADER+j(H,2)+I+j(v.length,2)+"\0\0\0\0"+j(G,4)+j(d,4)+s+z+v;return{fileRecord:J,dirRecord:K}},n=function(a,b,c,d,f){var g="",h=e.transformTo("string",f(d));return g=i.CENTRAL_DIRECTORY_END+"\0\0\0\0"+j(a,2)+j(a,2)+j(b,4)+j(c,4)+j(h.length,2)+h},o=function(a){var b="";return b=i.DATA_DESCRIPTOR+j(a.crc32,4)+j(a.compressedSize,4)+j(a.uncompressedSize,4)};e.inherits(d,f),d.prototype.push=function(a){var b=a.meta.percent||0,c=this.entriesCount,d=this._sources.length;this.accumulate?this.contentBuffer.push(a):(this.bytesWritten+=a.data.length,f.prototype.push.call(this,{data:a.data,meta:{currentFile:this.currentFile,percent:c?(b+100*(c-d-1))/c:100}}))},d.prototype.openedSource=function(a){this.currentSourceOffset=this.bytesWritten,this.currentFile=a.file.name;var b=this.streamFiles&&!a.file.dir;if(b){var c=m(a,b,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:c.fileRecord,meta:{percent:0}})}else this.accumulate=!0},d.prototype.closedSource=function(a){this.accumulate=!1;var b=this.streamFiles&&!a.file.dir,c=m(a,b,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(c.dirRecord),b)this.push({data:o(a),meta:{percent:100}});else for(this.push({data:c.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},d.prototype.flush=function(){for(var a=this.bytesWritten,b=0;b<this.dirRecords.length;b++)this.push({data:this.dirRecords[b],meta:{percent:100}});var c=this.bytesWritten-a,d=n(this.dirRecords.length,c,a,this.zipComment,this.encodeFileName);this.push({data:d,meta:{percent:100}})},d.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},d.prototype.registerPrevious=function(a){this._sources.push(a);var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.closedSource(b.previous.streamInfo),b._sources.length?b.prepareNextSource():b.end()}),a.on("error",function(a){b.error(a)}),this},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},d.prototype.error=function(a){var b=this._sources;if(!f.prototype.error.call(this,a))return!1;for(var c=0;c<b.length;c++)try{b[c].error(a)}catch(a){}return!0},d.prototype.lock=function(){f.prototype.lock.call(this);for(var a=this._sources,b=0;b<a.length;b++)a[b].lock()},b.exports=d},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(a,b,c){"use strict";var d=a("../compressions"),e=a("./ZipFileWorker"),f=function(a,b){var c=a||b,e=d[c];if(!e)throw new Error(c+" is not a valid compression method !");return e};c.generateWorker=function(a,b,c){var d=new e(b.streamFiles,c,b.platform,b.encodeFileName),g=0;try{a.forEach(function(a,c){g++;var e=f(c.options.compression,b.compression),h=c.options.compressionOptions||b.compressionOptions||{},i=c.dir,j=c.date;c._compressWorker(e,h).withStreamInfo("file",{name:a,dir:i,date:j,comment:c.comment||"",unixPermissions:c.unixPermissions,dosPermissions:c.dosPermissions}).pipe(d)}),d.entriesCount=g}catch(h){d.error(h)}return d}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(a,b,c){"use strict";function d(){if(!(this instanceof d))return new d;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files={},this.comment=null,this.root="",this.clone=function(){var a=new d;for(var b in this)"function"!=typeof this[b]&&(a[b]=this[b]);return 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file.")):e.prepareContent("the loaded zip file",a,!0,b.optimizedBinaryString,b.base64).then(function(a){var c=new h(b);return c.load(a),c}).then(function(a){var c=[f.Promise.resolve(a)],e=a.files;if(b.checkCRC32)for(var g=0;g<e.length;g++)c.push(d(e[g]));return f.Promise.all(c)}).then(function(a){for(var d=a.shift(),e=d.files,f=0;f<e.length;f++){var g=e[f];c.file(g.fileNameStr,g.decompressed,{binary:!0,optimizedBinaryString:!0,date:g.date,dir:g.dir,comment:g.fileCommentStr.length?g.fileCommentStr:null,unixPermissions:g.unixPermissions,dosPermissions:g.dosPermissions,createFolders:b.createFolders})}return d.zipComment.length&&(c.comment=d.zipComment),c})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(a,b,c){"use strict";function d(a,b){f.call(this,"Nodejs stream input adapter for "+a),this._upstreamEnded=!1,this._bindStream(b)}var e=a("../utils"),f=a("../stream/GenericWorker");e.inherits(d,f),d.prototype._bindStream=function(a){var b=this;this._stream=a,a.pause(),a.on("data",function(a){b.push({data:a,meta:{percent:0}})}).on("error",function(a){b.isPaused?this.generatedError=a:b.error(a)}).on("end",function(){b.isPaused?b._upstreamEnded=!0:b.end()})},d.prototype.pause=function(){return!!f.prototype.pause.call(this)&&(this._stream.pause(),!0)},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},b.exports=d},{"../stream/GenericWorker":28,"../utils":32}],13:[function(a,b,c){"use strict";function d(a,b,c){e.call(this,b),this._helper=a;var d=this;a.on("data",function(a,b){d.push(a)||d._helper.pause(),c&&c(b)}).on("error",function(a){d.emit("error",a)}).on("end",function(){d.push(null)})}var e=a("readable-stream").Readable,f=a("../utils");f.inherits(d,e),d.prototype._read=function(){this._helper.resume()},b.exports=d},{"../utils":32,"readable-stream":16}],14:[function(a,b,c){"use strict";b.exports={isNode:"undefined"!=typeof Buffer,newBufferFrom:function(a,b){return new Buffer(a,b)},allocBuffer:function(a){return Buffer.alloc?Buffer.alloc(a):new Buffer(a)},isBuffer:function(a){return Buffer.isBuffer(a)},isStream:function(a){return a&&"function"==typeof a.on&&"function"==typeof a.pause&&"function"==typeof a.resume}}},{}],15:[function(a,b,c){"use strict";function d(a){return"[object RegExp]"===Object.prototype.toString.call(a)}var e=a("./utf8"),f=a("./utils"),g=a("./stream/GenericWorker"),h=a("./stream/StreamHelper"),i=a("./defaults"),j=a("./compressedObject"),k=a("./zipObject"),l=a("./generate"),m=a("./nodejsUtils"),n=a("./nodejs/NodejsStreamInputAdapter"),o=function(a,b,c){var d,e=f.getTypeOf(b),h=f.extend(c||{},i);h.date=h.date||new Date,null!==h.compression&&(h.compression=h.compression.toUpperCase()),"string"==typeof h.unixPermissions&&(h.unixPermissions=parseInt(h.unixPermissions,8)),h.unixPermissions&&16384&h.unixPermissions&&(h.dir=!0),h.dosPermissions&&16&h.dosPermissions&&(h.dir=!0),h.dir&&(a=q(a)),h.createFolders&&(d=p(a))&&r.call(this,d,!0);var l="string"===e&&h.binary===!1&&h.base64===!1;c&&"undefined"!=typeof c.binary||(h.binary=!l);var o=b instanceof j&&0===b.uncompressedSize;(o||h.dir||!b||0===b.length)&&(h.base64=!1,h.binary=!0,b="",h.compression="STORE",e="string");var s=null;s=b instanceof j||b instanceof g?b:m.isNode&&m.isStream(b)?new n(a,b):f.prepareContent(a,b,h.binary,h.optimizedBinaryString,h.base64);var t=new k(a,s,h);this.files[a]=t},p=function(a){"/"===a.slice(-1)&&(a=a.substring(0,a.length-1));var b=a.lastIndexOf("/");return b>0?a.substring(0,b):""},q=function(a){return"/"!==a.slice(-1)&&(a+="/"),a},r=function(a,b){return b="undefined"!=typeof b?b:i.createFolders,a=q(a),this.files[a]||o.call(this,a,null,{dir:!0,createFolders:b}),this.files[a]},s={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(a){var b,c,d;for(b in this.files)this.files.hasOwnProperty(b)&&(d=this.files[b],c=b.slice(this.root.length,b.length),c&&b.slice(0,this.root.length)===this.root&&a(c,d))},filter:function(a){var b=[];return this.forEach(function(c,d){a(c,d)&&b.push(d)}),b},file:function(a,b,c){if(1===arguments.length){if(d(a)){var e=a;return this.filter(function(a,b){return!b.dir&&e.test(a)})}var f=this.files[this.root+a];return f&&!f.dir?f:null}return a=this.root+a,o.call(this,a,b,c),this},folder:function(a){if(!a)return this;if(d(a))return this.filter(function(b,c){return c.dir&&a.test(b)});var b=this.root+a,c=r.call(this,b),e=this.clone();return e.root=c.name,e},remove:function(a){a=this.root+a;var b=this.files[a];if(b||("/"!==a.slice(-1)&&(a+="/"),b=this.files[a]),b&&!b.dir)delete this.files[a];else for(var c=this.filter(function(b,c){return c.name.slice(0,a.length)===a}),d=0;d<c.length;d++)delete this.files[c[d].name];return this},generate:function(a){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(a){var b,c={};try{if(c=f.extend(a||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:e.utf8encode}),c.type=c.type.toLowerCase(),c.compression=c.compression.toUpperCase(),"binarystring"===c.type&&(c.type="string"),!c.type)throw new Error("No output type specified.");f.checkSupport(c.type),"darwin"!==c.platform&&"freebsd"!==c.platform&&"linux"!==c.platform&&"sunos"!==c.platform||(c.platform="UNIX"),"win32"===c.platform&&(c.platform="DOS");var d=c.comment||this.comment||"";b=l.generateWorker(this,c,d)}catch(i){b=new g("error"),b.error(i)}return new h(b,c.type||"string",c.mimeType)},generateAsync:function(a,b){return this.generateInternalStream(a).accumulate(b)},generateNodeStream:function(a,b){return a=a||{},a.type||(a.type="nodebuffer"),this.generateInternalStream(a).toNodejsStream(b)}};b.exports=s},{"./compressedObject":2,"./defaults":5,"./generate":9,"./nodejs/NodejsStreamInputAdapter":12,"./nodejsUtils":14,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31,"./utils":32,"./zipObject":35}],16:[function(a,b,c){b.exports=a("stream")},{stream:void 0}],17:[function(a,b,c){"use strict";function d(a){e.call(this,a);for(var b=0;b<this.data.length;b++)a[b]=255&a[b]}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data[this.zero+a]},d.prototype.lastIndexOfSignature=function(a){for(var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.length-4;f>=0;--f)if(this.data[f]===b&&this.data[f+1]===c&&this.data[f+2]===d&&this.data[f+3]===e)return f-this.zero;return-1},d.prototype.readAndCheckSignature=function(a){var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.readData(4);return b===f[0]&&c===f[1]&&d===f[2]&&e===f[3]},d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return[];var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],18:[function(a,b,c){"use strict";function d(a){this.data=a,this.length=a.length,this.index=0,this.zero=0}var e=a("../utils");d.prototype={checkOffset:function(a){this.checkIndex(this.index+a)},checkIndex:function(a){if(this.length<this.zero+a||a<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+a+"). Corrupted zip ?")},setIndex:function(a){this.checkIndex(a),this.index=a},skip:function(a){this.setIndex(this.index+a)},byteAt:function(a){},readInt:function(a){var b,c=0;for(this.checkOffset(a),b=this.index+a-1;b>=this.index;b--)c=(c<<8)+this.byteAt(b);return this.index+=a,c},readString:function(a){return e.transformTo("string",this.readData(a))},readData:function(a){},lastIndexOfSignature:function(a){},readAndCheckSignature:function(a){},readDate:function(){var a=this.readInt(4);return new Date(Date.UTC((a>>25&127)+1980,(a>>21&15)-1,a>>16&31,a>>11&31,a>>5&63,(31&a)<<1))}},b.exports=d},{"../utils":32}],19:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./Uint8ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./Uint8ArrayReader":21}],20:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data.charCodeAt(this.zero+a)},d.prototype.lastIndexOfSignature=function(a){return this.data.lastIndexOf(a)-this.zero},d.prototype.readAndCheckSignature=function(a){var b=this.readData(4);return a===b},d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],21:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return new Uint8Array(0);var b=this.data.subarray(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./ArrayReader":17}],22:[function(a,b,c){"use strict";var d=a("../utils"),e=a("../support"),f=a("./ArrayReader"),g=a("./StringReader"),h=a("./NodeBufferReader"),i=a("./Uint8ArrayReader");b.exports=function(a){var b=d.getTypeOf(a);return d.checkSupport(b),"string"!==b||e.uint8array?"nodebuffer"===b?new h(a):e.uint8array?new i(d.transformTo("uint8array",a)):new f(d.transformTo("array",a)):new g(a)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(a,b,c){"use strict";c.LOCAL_FILE_HEADER="PK",c.CENTRAL_FILE_HEADER="PK
",c.CENTRAL_DIRECTORY_END="PK",c.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",c.ZIP64_CENTRAL_DIRECTORY_END="PK",c.DATA_DESCRIPTOR="PK\b"},{}],24:[function(a,b,c){"use strict";function d(a){e.call(this,"ConvertWorker to "+a),this.destType=a}var e=a("./GenericWorker"),f=a("../utils");f.inherits(d,e),d.prototype.processChunk=function(a){this.push({data:f.transformTo(this.destType,a.data),meta:a.meta})},b.exports=d},{"../utils":32,"./GenericWorker":28}],25:[function(a,b,c){"use strict";function d(){e.call(this,"Crc32Probe"),this.withStreamInfo("crc32",0)}var e=a("./GenericWorker"),f=a("../crc32"),g=a("../utils");g.inherits(d,e),d.prototype.processChunk=function(a){this.streamInfo.crc32=f(a.data,this.streamInfo.crc32||0),this.push(a)},b.exports=d},{"../crc32":4,"../utils":32,"./GenericWorker":28}],26:[function(a,b,c){"use strict";function d(a){f.call(this,"DataLengthProbe for "+a),this.propName=a,this.withStreamInfo(a,0)}var e=a("../utils"),f=a("./GenericWorker");e.inherits(d,f),d.prototype.processChunk=function(a){if(a){var b=this.streamInfo[this.propName]||0;this.streamInfo[this.propName]=b+a.data.length}f.prototype.processChunk.call(this,a)},b.exports=d},{"../utils":32,"./GenericWorker":28}],27:[function(a,b,c){"use strict";function d(a){f.call(this,"DataWorker");var b=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,a.then(function(a){b.dataIsReady=!0,b.data=a,b.max=a&&a.length||0,b.type=e.getTypeOf(a),b.isPaused||b._tickAndRepeat()},function(a){b.error(a)})}var e=a("../utils"),f=a("./GenericWorker"),g=16384;e.inherits(d,f),d.prototype.cleanUp=function(){f.prototype.cleanUp.call(this),this.data=null},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,e.delay(this._tickAndRepeat,[],this)),!0)},d.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(e.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},d.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var a=g,b=null,c=Math.min(this.max,this.index+a);if(this.index>=this.max)return this.end();switch(this.type){case"string":b=this.data.substring(this.index,c);break;case"uint8array":b=this.data.subarray(this.index,c);break;case"array":case"nodebuffer":b=this.data.slice(this.index,c)}return this.index=c,this.push({data:b,meta:{percent:this.max?this.index/this.max*100:0}})},b.exports=d},{"../utils":32,"./GenericWorker":28}],28:[function(a,b,c){"use strict";function d(a){this.name=a||"default",this.streamInfo={},this.generatedError=null,this.extraStreamInfo={},this.isPaused=!0,this.isFinished=!1,this.isLocked=!1,this._listeners={data:[],end:[],error:[]},this.previous=null}d.prototype={push:function(a){this.emit("data",a)},end:function(){if(this.isFinished)return!1;this.flush();try{this.emit("end"),this.cleanUp(),this.isFinished=!0}catch(a){this.emit("error",a)}return!0},error:function(a){return!this.isFinished&&(this.isPaused?this.generatedError=a:(this.isFinished=!0,this.emit("error",a),this.previous&&this.previous.error(a),this.cleanUp()),!0)},on:function(a,b){return this._listeners[a].push(b),this},cleanUp:function(){this.streamInfo=this.generatedError=this.extraStreamInfo=null,this._listeners=[]},emit:function(a,b){if(this._listeners[a])for(var c=0;c<this._listeners[a].length;c++)this._listeners[a][c].call(this,b)},pipe:function(a){return a.registerPrevious(this)},registerPrevious:function(a){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.streamInfo=a.streamInfo,this.mergeStreamInfo(),this.previous=a;var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.end()}),a.on("error",function(a){b.error(a)}),this},pause:function(){return!this.isPaused&&!this.isFinished&&(this.isPaused=!0,this.previous&&this.previous.pause(),!0)},resume:function(){if(!this.isPaused||this.isFinished)return!1;this.isPaused=!1;var a=!1;return this.generatedError&&(this.error(this.generatedError),a=!0),this.previous&&this.previous.resume(),!a},flush:function(){},processChunk:function(a){this.push(a)},withStreamInfo:function(a,b){return this.extraStreamInfo[a]=b,this.mergeStreamInfo(),this},mergeStreamInfo:function(){for(var a in this.extraStreamInfo)this.extraStreamInfo.hasOwnProperty(a)&&(this.streamInfo[a]=this.extraStreamInfo[a])},lock:function(){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.isLocked=!0,this.previous&&this.previous.lock()},toString:function(){var a="Worker "+this.name;return this.previous?this.previous+" -> "+a:a}},b.exports=d},{}],29:[function(a,b,c){"use strict";function d(a,b,c){switch(a){case"blob":return h.newBlob(h.transformTo("arraybuffer",b),c);case"base64":return k.encode(b);default:return h.transformTo(a,b)}}function e(a,b){var c,d=0,e=null,f=0;for(c=0;c<b.length;c++)f+=b[c].length;switch(a){case"string":return b.join("");case"array":return Array.prototype.concat.apply([],b);case"uint8array":for(e=new Uint8Array(f),c=0;c<b.length;c++)e.set(b[c],d),d+=b[c].length;return e;case"nodebuffer":return Buffer.concat(b);default:throw new Error("concat : unsupported type '"+a+"'")}}function f(a,b){return new m.Promise(function(c,f){var g=[],h=a._internalType,i=a._outputType,j=a._mimeType;a.on("data",function(a,c){g.push(a),b&&b(c)}).on("error",function(a){g=[],f(a)}).on("end",function(){try{var a=d(i,e(h,g),j);c(a)}catch(b){f(b)}g=[]}).resume()})}function g(a,b,c){var d=b;switch(b){case"blob":case"arraybuffer":d="uint8array";break;case"base64":d="string"}try{this._internalType=d,this._outputType=b,this._mimeType=c,h.checkSupport(d),this._worker=a.pipe(new i(d)),a.lock()}catch(e){this._worker=new j("error"),this._worker.error(e)}}var h=a("../utils"),i=a("./ConvertWorker"),j=a("./GenericWorker"),k=a("../base64"),l=a("../support"),m=a("../external"),n=null;if(l.nodestream)try{n=a("../nodejs/NodejsStreamOutputAdapter")}catch(o){}g.prototype={accumulate:function(a){return f(this,a)},on:function(a,b){var c=this;return"data"===a?this._worker.on(a,function(a){b.call(c,a.data,a.meta)}):this._worker.on(a,function(){h.delay(b,arguments,c)}),this},resume:function(){return h.delay(this._worker.resume,[],this._worker),this},pause:function(){return this._worker.pause(),this},toNodejsStream:function(a){if(h.checkSupport("nodestream"),"nodebuffer"!==this._outputType)throw new Error(this._outputType+" is not supported by this method");return new n(this,{objectMode:"nodebuffer"!==this._outputType},a)}},b.exports=g},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(a,b,c){"use strict";if(c.base64=!0,c.array=!0,c.string=!0,c.arraybuffer="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array,c.nodebuffer="undefined"!=typeof Buffer,c.uint8array="undefined"!=typeof Uint8Array,"undefined"==typeof ArrayBuffer)c.blob=!1;else{var d=new ArrayBuffer(0);try{c.blob=0===new Blob([d],{type:"application/zip"}).size}catch(e){try{var f=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,g=new f;g.append(d),c.blob=0===g.getBlob("application/zip").size}catch(e){c.blob=!1}}}try{c.nodestream=!!a("readable-stream").Readable}catch(e){c.nodestream=!1}},{"readable-stream":16}],31:[function(a,b,c){"use strict";function d(){i.call(this,"utf-8 decode"),this.leftOver=null}function e(){i.call(this,"utf-8 encode")}for(var f=a("./utils"),g=a("./support"),h=a("./nodejsUtils"),i=a("./stream/GenericWorker"),j=new Array(256),k=0;k<256;k++)j[k]=k>=252?6:k>=248?5:k>=240?4:k>=224?3:k>=192?2:1;j[254]=j[254]=1;var l=function(a){var b,c,d,e,f,h=a.length,i=0;for(e=0;e<h;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),i+=c<128?1:c<2048?2:c<65536?3:4;for(b=g.uint8array?new Uint8Array(i):new Array(i),f=0,e=0;f<i;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),c<128?b[f++]=c:c<2048?(b[f++]=192|c>>>6,b[f++]=128|63&c):c<65536?(b[f++]=224|c>>>12,b[f++]=128|c>>>6&63,b[f++]=128|63&c):(b[f++]=240|c>>>18,b[f++]=128|c>>>12&63,b[f++]=128|c>>>6&63,b[f++]=128|63&c);return b},m=function(a,b){var c;for(b=b||a.length,b>a.length&&(b=a.length),c=b-1;c>=0&&128===(192&a[c]);)c--;return c<0?b:0===c?b:c+j[a[c]]>b?c:b},n=function(a){var b,c,d,e,g=a.length,h=new Array(2*g);for(c=0,b=0;b<g;)if(d=a[b++],d<128)h[c++]=d;else if(e=j[d],e>4)h[c++]=65533,b+=e-1;else{for(d&=2===e?31:3===e?15:7;e>1&&b<g;)d=d<<6|63&a[b++],e--;e>1?h[c++]=65533:d<65536?h[c++]=d:(d-=65536,h[c++]=55296|d>>10&1023,h[c++]=56320|1023&d)}return h.length!==c&&(h.subarray?h=h.subarray(0,c):h.length=c),f.applyFromCharCode(h)};c.utf8encode=function(a){return g.nodebuffer?h.newBufferFrom(a,"utf-8"):l(a)},c.utf8decode=function(a){return g.nodebuffer?f.transformTo("nodebuffer",a).toString("utf-8"):(a=f.transformTo(g.uint8array?"uint8array":"array",a),n(a))},f.inherits(d,i),d.prototype.processChunk=function(a){var b=f.transformTo(g.uint8array?"uint8array":"array",a.data);if(this.leftOver&&this.leftOver.length){if(g.uint8array){var d=b;b=new Uint8Array(d.length+this.leftOver.length),b.set(this.leftOver,0),b.set(d,this.leftOver.length)}else b=this.leftOver.concat(b);this.leftOver=null}var e=m(b),h=b;e!==b.length&&(g.uint8array?(h=b.subarray(0,e),this.leftOver=b.subarray(e,b.length)):(h=b.slice(0,e),this.leftOver=b.slice(e,b.length))),this.push({data:c.utf8decode(h),meta:a.meta})},d.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:c.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},c.Utf8DecodeWorker=d,f.inherits(e,i),e.prototype.processChunk=function(a){this.push({data:c.utf8encode(a.data),meta:a.meta})},c.Utf8EncodeWorker=e},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(a,b,c){"use strict";function d(a){var b=null;return b=i.uint8array?new Uint8Array(a.length):new Array(a.length),f(a,b)}function e(a){return a}function f(a,b){for(var c=0;c<a.length;++c)b[c]=255&a.charCodeAt(c);return b}function g(a){var b=65536,d=c.getTypeOf(a),e=!0;if("uint8array"===d?e=n.applyCanBeUsed.uint8array:"nodebuffer"===d&&(e=n.applyCanBeUsed.nodebuffer),e)for(;b>1;)try{return n.stringifyByChunk(a,d,b)}catch(f){b=Math.floor(b/2)}return n.stringifyByChar(a)}function h(a,b){for(var c=0;c<a.length;c++)b[c]=a[c];
+return b}var i=a("./support"),j=a("./base64"),k=a("./nodejsUtils"),l=a("core-js/library/fn/set-immediate"),m=a("./external");c.newBlob=function(a,b){c.checkSupport("blob");try{return new Blob([a],{type:b})}catch(d){try{var e=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,f=new e;return f.append(a),f.getBlob(b)}catch(d){throw new Error("Bug : can't construct the Blob.")}}};var n={stringifyByChunk:function(a,b,c){var d=[],e=0,f=a.length;if(f<=c)return String.fromCharCode.apply(null,a);for(;e<f;)"array"===b||"nodebuffer"===b?d.push(String.fromCharCode.apply(null,a.slice(e,Math.min(e+c,f)))):d.push(String.fromCharCode.apply(null,a.subarray(e,Math.min(e+c,f)))),e+=c;return d.join("")},stringifyByChar:function(a){for(var b="",c=0;c<a.length;c++)b+=String.fromCharCode(a[c]);return b},applyCanBeUsed:{uint8array:function(){try{return i.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(a){return!1}}(),nodebuffer:function(){try{return i.nodebuffer&&1===String.fromCharCode.apply(null,k.allocBuffer(1)).length}catch(a){return!1}}()}};c.applyFromCharCode=g;var o={};o.string={string:e,array:function(a){return f(a,new Array(a.length))},arraybuffer:function(a){return o.string.uint8array(a).buffer},uint8array:function(a){return f(a,new Uint8Array(a.length))},nodebuffer:function(a){return f(a,k.allocBuffer(a.length))}},o.array={string:g,array:e,arraybuffer:function(a){return new Uint8Array(a).buffer},uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(a)}},o.arraybuffer={string:function(a){return g(new Uint8Array(a))},array:function(a){return h(new Uint8Array(a),new Array(a.byteLength))},arraybuffer:e,uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(new Uint8Array(a))}},o.uint8array={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return a.buffer},uint8array:e,nodebuffer:function(a){return k.newBufferFrom(a)}},o.nodebuffer={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return o.nodebuffer.uint8array(a).buffer},uint8array:function(a){return h(a,new Uint8Array(a.length))},nodebuffer:e},c.transformTo=function(a,b){if(b||(b=""),!a)return b;c.checkSupport(a);var d=c.getTypeOf(b),e=o[d][a](b);return e},c.getTypeOf=function(a){return"string"==typeof a?"string":"[object Array]"===Object.prototype.toString.call(a)?"array":i.nodebuffer&&k.isBuffer(a)?"nodebuffer":i.uint8array&&a instanceof Uint8Array?"uint8array":i.arraybuffer&&a instanceof ArrayBuffer?"arraybuffer":void 0},c.checkSupport=function(a){var b=i[a.toLowerCase()];if(!b)throw new Error(a+" is not supported by this platform")},c.MAX_VALUE_16BITS=65535,c.MAX_VALUE_32BITS=-1,c.pretty=function(a){var b,c,d="";for(c=0;c<(a||"").length;c++)b=a.charCodeAt(c),d+="\\x"+(b<16?"0":"")+b.toString(16).toUpperCase();return d},c.delay=function(a,b,c){l(function(){a.apply(c||null,b||[])})},c.inherits=function(a,b){var c=function(){};c.prototype=b.prototype,a.prototype=new c},c.extend=function(){var a,b,c={};for(a=0;a<arguments.length;a++)for(b in arguments[a])arguments[a].hasOwnProperty(b)&&"undefined"==typeof c[b]&&(c[b]=arguments[a][b]);return c},c.prepareContent=function(a,b,e,f,g){var h=m.Promise.resolve(b).then(function(a){var b=i.blob&&(a instanceof Blob||["[object File]","[object Blob]"].indexOf(Object.prototype.toString.call(a))!==-1);return b&&"undefined"!=typeof FileReader?new m.Promise(function(b,c){var d=new FileReader;d.onload=function(a){b(a.target.result)},d.onerror=function(a){c(a.target.error)},d.readAsArrayBuffer(a)}):a});return h.then(function(b){var h=c.getTypeOf(b);return h?("arraybuffer"===h?b=c.transformTo("uint8array",b):"string"===h&&(g?b=j.decode(b):e&&f!==!0&&(b=d(b))),b):m.Promise.reject(new Error("Can't read the data of '"+a+"'. Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,"core-js/library/fn/set-immediate":36}],33:[function(a,b,c){"use strict";function d(a){this.files=[],this.loadOptions=a}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./signature"),h=a("./zipEntry"),i=(a("./utf8"),a("./support"));d.prototype={checkSignature:function(a){if(!this.reader.readAndCheckSignature(a)){this.reader.index-=4;var b=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+f.pretty(b)+", expected "+f.pretty(a)+")")}},isSignature:function(a,b){var c=this.reader.index;this.reader.setIndex(a);var d=this.reader.readString(4),e=d===b;return this.reader.setIndex(c),e},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var a=this.reader.readData(this.zipCommentLength),b=i.uint8array?"uint8array":"array",c=f.transformTo(b,a);this.zipComment=this.loadOptions.decodeFileName(c)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var a,b,c,d=this.zip64EndOfCentralSize-44,e=0;e<d;)a=this.reader.readInt(2),b=this.reader.readInt(4),c=this.reader.readData(b),this.zip64ExtensibleData[a]={id:a,length:b,value:c}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),this.disksCount>1)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var a,b;for(a=0;a<this.files.length;a++)b=this.files[a],this.reader.setIndex(b.localHeaderOffset),this.checkSignature(g.LOCAL_FILE_HEADER),b.readLocalPart(this.reader),b.handleUTF8(),b.processAttributes()},readCentralDir:function(){var a;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(g.CENTRAL_FILE_HEADER);)a=new h({zip64:this.zip64},this.loadOptions),a.readCentralPart(this.reader),this.files.push(a);if(this.centralDirRecords!==this.files.length&&0!==this.centralDirRecords&&0===this.files.length)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var a=this.reader.lastIndexOfSignature(g.CENTRAL_DIRECTORY_END);if(a<0){var b=!this.isSignature(0,g.LOCAL_FILE_HEADER);throw b?new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory")}this.reader.setIndex(a);var c=a;if(this.checkSignature(g.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===f.MAX_VALUE_16BITS||this.diskWithCentralDirStart===f.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===f.MAX_VALUE_16BITS||this.centralDirRecords===f.MAX_VALUE_16BITS||this.centralDirSize===f.MAX_VALUE_32BITS||this.centralDirOffset===f.MAX_VALUE_32BITS){if(this.zip64=!0,a=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),a<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(a),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,g.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var d=this.centralDirOffset+this.centralDirSize;this.zip64&&(d+=20,d+=12+this.zip64EndOfCentralSize);var e=c-d;if(e>0)this.isSignature(c,g.CENTRAL_FILE_HEADER)||(this.reader.zero=e);else if(e<0)throw new Error("Corrupted zip: missing "+Math.abs(e)+" bytes.")},prepareReader:function(a){this.reader=e(a)},load:function(a){this.prepareReader(a),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},b.exports=d},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(a,b,c){"use strict";function d(a,b){this.options=a,this.loadOptions=b}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./compressedObject"),h=a("./crc32"),i=a("./utf8"),j=a("./compressions"),k=a("./support"),l=0,m=3,n=function(a){for(var b in j)if(j.hasOwnProperty(b)&&j[b].magic===a)return j[b];return null};d.prototype={isEncrypted:function(){return 1===(1&this.bitFlag)},useUTF8:function(){return 2048===(2048&this.bitFlag)},readLocalPart:function(a){var b,c;if(a.skip(22),this.fileNameLength=a.readInt(2),c=a.readInt(2),this.fileName=a.readData(this.fileNameLength),a.skip(c),this.compressedSize===-1||this.uncompressedSize===-1)throw new Error("Bug or corrupted zip : didn't get enough informations from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(b=n(this.compressionMethod),null===b)throw new Error("Corrupted zip : compression "+f.pretty(this.compressionMethod)+" unknown (inner file : "+f.transformTo("string",this.fileName)+")");this.decompressed=new g(this.compressedSize,this.uncompressedSize,this.crc32,b,a.readData(this.compressedSize))},readCentralPart:function(a){this.versionMadeBy=a.readInt(2),a.skip(2),this.bitFlag=a.readInt(2),this.compressionMethod=a.readString(2),this.date=a.readDate(),this.crc32=a.readInt(4),this.compressedSize=a.readInt(4),this.uncompressedSize=a.readInt(4);var b=a.readInt(2);if(this.extraFieldsLength=a.readInt(2),this.fileCommentLength=a.readInt(2),this.diskNumberStart=a.readInt(2),this.internalFileAttributes=a.readInt(2),this.externalFileAttributes=a.readInt(4),this.localHeaderOffset=a.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");a.skip(b),this.readExtraFields(a),this.parseZIP64ExtraField(a),this.fileComment=a.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var a=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),a===l&&(this.dosPermissions=63&this.externalFileAttributes),a===m&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(a){if(this.extraFields[1]){var b=e(this.extraFields[1].value);this.uncompressedSize===f.MAX_VALUE_32BITS&&(this.uncompressedSize=b.readInt(8)),this.compressedSize===f.MAX_VALUE_32BITS&&(this.compressedSize=b.readInt(8)),this.localHeaderOffset===f.MAX_VALUE_32BITS&&(this.localHeaderOffset=b.readInt(8)),this.diskNumberStart===f.MAX_VALUE_32BITS&&(this.diskNumberStart=b.readInt(4))}},readExtraFields:function(a){var 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c,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z,A,B,C;c=a.state,f=a.next_in,B=a.input,g=f+(a.avail_in-5),h=a.next_out,C=a.output,i=h-(b-a.avail_out),j=h+(a.avail_out-257),k=c.dmax,l=c.wsize,m=c.whave,n=c.wnext,o=c.window,p=c.hold,q=c.bits,r=c.lencode,s=c.distcode,t=(1<<c.lenbits)-1,u=(1<<c.distbits)-1;a:do{q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=r[p&t];b:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,0===w)C[h++]=65535&v;else{if(!(16&w)){if(0===(64&w)){v=r[(65535&v)+(p&(1<<w)-1)];continue b}if(32&w){c.mode=e;break a}a.msg="invalid literal/length code",c.mode=d;break a}x=65535&v,w&=15,w&&(q<w&&(p+=B[f++]<<q,q+=8),x+=p&(1<<w)-1,p>>>=w,q-=w),q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=s[p&u];c:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,!(16&w)){if(0===(64&w)){v=s[(65535&v)+(p&(1<<w)-1)];continue c}a.msg="invalid distance code",c.mode=d;break a}if(y=65535&v,w&=15,q<w&&(p+=B[f++]<<q,q+=8,q<w&&(p+=B[f++]<<q,q+=8)),y+=p&(1<<w)-1,y>k){a.msg="invalid distance too far back",c.mode=d;break 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P:if(1024&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length=m,c.head&&(c.head.extra_len=m),512&c.flags&&(Ba[0]=255&m,Ba[1]=m>>>8&255,c.check=u(c.check,Ba,2,0)),m=0,n=0}else c.head&&(c.head.extra=null);c.mode=Q;case Q:if(1024&c.flags&&(q=c.length,q>i&&(q=i),q&&(c.head&&(wa=c.head.extra_len-c.length,c.head.extra||(c.head.extra=new Array(c.head.extra_len)),s.arraySet(c.head.extra,e,g,q,wa)),512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,c.length-=q),c.length))break a;c.length=0,c.mode=R;case R:if(2048&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.name+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.name=null);c.length=0,c.mode=S;case S:if(4096&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.comment+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.comment=null);c.mode=T;case T:if(512&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(65535&c.check)){a.msg="header crc mismatch",c.mode=ma;break}m=0,n=0}c.head&&(c.head.hcrc=c.flags>>9&1,c.head.done=!0),a.adler=c.check=0,c.mode=W;break;case U:for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}a.adler=c.check=d(m),m=0,n=0,c.mode=V;case V:if(0===c.havedict)return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,F;a.adler=c.check=1,c.mode=W;case W:if(b===B||b===C)break a;case X:if(c.last){m>>>=7&n,n-=7&n,c.mode=ja;break}for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}switch(c.last=1&m,m>>>=1,n-=1,3&m){case 0:c.mode=Y;break;case 1:if(k(c),c.mode=ca,b===C){m>>>=2,n-=2;break a}break;case 2:c.mode=_;break;case 3:a.msg="invalid block type",c.mode=ma}m>>>=2,n-=2;break;case Y:for(m>>>=7&n,n-=7&n;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if((65535&m)!==(m>>>16^65535)){a.msg="invalid stored block lengths",c.mode=ma;break}if(c.length=65535&m,m=0,n=0,c.mode=Z,b===C)break a;case Z:c.mode=$;case $:if(q=c.length){if(q>i&&(q=i),q>j&&(q=j),0===q)break a;s.arraySet(f,e,g,q,h),i-=q,g+=q,j-=q,h+=q,c.length-=q;break}c.mode=W;break;case _:for(;n<14;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(c.nlen=(31&m)+257,m>>>=5,n-=5,c.ndist=(31&m)+1,m>>>=5,n-=5,c.ncode=(15&m)+4,m>>>=4,n-=4,c.nlen>286||c.ndist>30){a.msg="too many length or distance symbols",c.mode=ma;break}c.have=0,c.mode=aa;case aa:for(;c.have<c.ncode;){for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.lens[Ca[c.have++]]=7&m,m>>>=3,n-=3}for(;c.have<19;)c.lens[Ca[c.have++]]=0;if(c.lencode=c.lendyn,c.lenbits=7,ya={bits:c.lenbits},xa=w(x,c.lens,0,19,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid code lengths set",c.mode=ma;break}c.have=0,c.mode=ba;case ba:for(;c.have<c.nlen+c.ndist;){for(;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(sa<16)m>>>=qa,n-=qa,c.lens[c.have++]=sa;else{if(16===sa){for(za=qa+2;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m>>>=qa,n-=qa,0===c.have){a.msg="invalid bit length repeat",c.mode=ma;break}wa=c.lens[c.have-1],q=3+(3&m),m>>>=2,n-=2}else if(17===sa){for(za=qa+3;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=3+(7&m),m>>>=3,n-=3}else{for(za=qa+7;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=11+(127&m),m>>>=7,n-=7}if(c.have+q>c.nlen+c.ndist){a.msg="invalid bit length repeat",c.mode=ma;break}for(;q--;)c.lens[c.have++]=wa}}if(c.mode===ma)break;if(0===c.lens[256]){a.msg="invalid code -- missing end-of-block",c.mode=ma;break}if(c.lenbits=9,ya={bits:c.lenbits},xa=w(y,c.lens,0,c.nlen,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid literal/lengths set",c.mode=ma;break}if(c.distbits=6,c.distcode=c.distdyn,ya={bits:c.distbits},xa=w(z,c.lens,c.nlen,c.ndist,c.distcode,0,c.work,ya),c.distbits=ya.bits,xa){a.msg="invalid distances set",c.mode=ma;break}if(c.mode=ca,b===C)break a;case ca:c.mode=da;case da:if(i>=6&&j>=258){a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,v(a,p),h=a.next_out,f=a.output,j=a.avail_out,g=a.next_in,e=a.input,i=a.avail_in,m=c.hold,n=c.bits,c.mode===W&&(c.back=-1);break}for(c.back=0;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(ra&&0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.lencode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,c.length=sa,0===ra){c.mode=ia;break}if(32&ra){c.back=-1,c.mode=W;break}if(64&ra){a.msg="invalid literal/length code",c.mode=ma;break}c.extra=15&ra,c.mode=ea;case ea:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}c.was=c.length,c.mode=fa;case fa:for(;Aa=c.distcode[m&(1<<c.distbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.distcode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,64&ra){a.msg="invalid distance code",c.mode=ma;break}c.offset=sa,c.extra=15&ra,c.mode=ga;case ga:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.offset+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}if(c.offset>c.dmax){a.msg="invalid distance too far back",c.mode=ma;break}c.mode=ha;case ha:if(0===j)break a;if(q=p-j,c.offset>q){if(q=c.offset-q,q>c.whave&&c.sane){a.msg="invalid distance too far back",c.mode=ma;break}q>c.wnext?(q-=c.wnext,r=c.wsize-q):r=c.wnext-q,q>c.length&&(q=c.length),pa=c.window}else pa=f,r=h-c.offset,q=c.length;q>j&&(q=j),j-=q,c.length-=q;do f[h++]=pa[r++];while(--q);0===c.length&&(c.mode=da);break;case ia:if(0===j)break a;f[h++]=c.length,j--,c.mode=da;break;case ja:if(c.wrap){for(;n<32;){if(0===i)break a;i--,m|=e[g++]<<n,n+=8}if(p-=j,a.total_out+=p,c.total+=p,p&&(a.adler=c.check=c.flags?u(c.check,f,p,h-p):t(c.check,f,p,h-p)),p=j,(c.flags?m:d(m))!==c.check){a.msg="incorrect data check",c.mode=ma;break}m=0,n=0}c.mode=ka;case ka:if(c.wrap&&c.flags){for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(4294967295&c.total)){a.msg="incorrect length check",c.mode=ma;break}m=0,n=0}c.mode=la;case la:xa=E;break a;case ma:xa=H;break a;case na:return I;case oa:default:return G}return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,(c.wsize||p!==a.avail_out&&c.mode<ma&&(c.mode<ja||b!==A))&&l(a,a.output,a.next_out,p-a.avail_out)?(c.mode=na,I):(o-=a.avail_in,p-=a.avail_out,a.total_in+=o,a.total_out+=p,c.total+=p,c.wrap&&p&&(a.adler=c.check=c.flags?u(c.check,f,p,a.next_out-p):t(c.check,f,p,a.next_out-p)),a.data_type=c.bits+(c.last?64:0)+(c.mode===W?128:0)+(c.mode===ca||c.mode===Z?256:0),(0===o&&0===p||b===A)&&xa===D&&(xa=J),xa)}function n(a){if(!a||!a.state)return G;var b=a.state;return b.window&&(b.window=null),a.state=null,D}function o(a,b){var c;return a&&a.state?(c=a.state,0===(2&c.wrap)?G:(c.head=b,b.done=!1,D)):G}function p(a,b){var c,d,e,f=b.length;return a&&a.state?(c=a.state,0!==c.wrap&&c.mode!==V?G:c.mode===V&&(d=1,d=t(d,b,f,0),d!==c.check)?H:(e=l(a,b,f,f))?(c.mode=na,I):(c.havedict=1,D)):G}var q,r,s=a("../utils/common"),t=a("./adler32"),u=a("./crc32"),v=a("./inffast"),w=a("./inftrees"),x=0,y=1,z=2,A=4,B=5,C=6,D=0,E=1,F=2,G=-2,H=-3,I=-4,J=-5,K=8,L=1,M=2,N=3,O=4,P=5,Q=6,R=7,S=8,T=9,U=10,V=11,W=12,X=13,Y=14,Z=15,$=16,_=17,aa=18,ba=19,ca=20,da=21,ea=22,fa=23,ga=24,ha=25,ia=26,ja=27,ka=28,la=29,ma=30,na=31,oa=32,pa=852,qa=592,ra=15,sa=ra,ta=!0;c.inflateReset=g,c.inflateReset2=h,c.inflateResetKeep=f,c.inflateInit=j,c.inflateInit2=i,c.inflate=m,c.inflateEnd=n,c.inflateGetHeader=o,c.inflateSetDictionary=p,c.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":62,"./adler32":64,"./crc32":66,"./inffast":69,"./inftrees":71}],71:[function(a,b,c){"use strict";var d=a("../utils/common"),e=15,f=852,g=592,h=0,i=1,j=2,k=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],l=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],m=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],n=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];b.exports=function(a,b,c,o,p,q,r,s){var t,u,v,w,x,y,z,A,B,C=s.bits,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=null,O=0,P=new d.Buf16(e+1),Q=new d.Buf16(e+1),R=null,S=0;for(D=0;D<=e;D++)P[D]=0;for(E=0;E<o;E++)P[b[c+E]]++;for(H=C,G=e;G>=1&&0===P[G];G--);if(H>G&&(H=G),0===G)return p[q++]=20971520,p[q++]=20971520,s.bits=1,0;for(F=1;F<G&&0===P[F];F++);for(H<F&&(H=F),K=1,D=1;D<=e;D++)if(K<<=1,K-=P[D],K<0)return-1;if(K>0&&(a===h||1!==G))return-1;for(Q[1]=0,D=1;D<e;D++)Q[D+1]=Q[D]+P[D];for(E=0;E<o;E++)0!==b[c+E]&&(r[Q[b[c+E]]++]=E);if(a===h?(N=R=r,y=19):a===i?(N=k,O-=257,R=l,S-=257,y=256):(N=m,R=n,y=-1),M=0,E=0,D=F,x=q,I=H,J=0,v=-1,L=1<<H,w=L-1,a===i&&L>f||a===j&&L>g)return 1;for(;;){z=D-J,r[E]<y?(A=0,B=r[E]):r[E]>y?(A=R[S+r[E]],B=N[O+r[E]]):(A=96,B=0),t=1<<D-J,u=1<<I,F=u;do u-=t,p[x+(M>>J)+u]=z<<24|A<<16|B|0;while(0!==u);for(t=1<<D-1;M&t;)t>>=1;if(0!==t?(M&=t-1,M+=t):M=0,E++,0===--P[D]){if(D===G)break;D=b[c+r[E]]}if(D>H&&(M&w)!==v){for(0===J&&(J=H),x+=F,I=D-J,K=1<<I;I+J<G&&(K-=P[I+J],!(K<=0));)I++,K<<=1;if(L+=1<<I,a===i&&L>f||a===j&&L>g)return 1;v=M&w,p[v]=H<<24|I<<16|x-q|0}}return 0!==M&&(p[x+M]=D-J<<24|64<<16|0),s.bits=H,0}},{"../utils/common":62}],72:[function(a,b,c){"use strict";b.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],73:[function(a,b,c){"use strict";function d(a){for(var b=a.length;--b>=0;)a[b]=0}function e(a,b,c,d,e){this.static_tree=a,this.extra_bits=b,this.extra_base=c,this.elems=d,this.max_length=e,this.has_stree=a&&a.length}function f(a,b){this.dyn_tree=a,this.max_code=0,this.stat_desc=b}function g(a){return a<256?ia[a]:ia[256+(a>>>7)]}function h(a,b){a.pending_buf[a.pending++]=255&b,a.pending_buf[a.pending++]=b>>>8&255}function i(a,b,c){a.bi_valid>X-c?(a.bi_buf|=b<<a.bi_valid&65535,h(a,a.bi_buf),a.bi_buf=b>>X-a.bi_valid,a.bi_valid+=c-X):(a.bi_buf|=b<<a.bi_valid&65535,a.bi_valid+=c)}function j(a,b,c){i(a,c[2*b],c[2*b+1])}function k(a,b){var c=0;do c|=1&a,a>>>=1,c<<=1;while(--b>0);return c>>>1}function l(a){16===a.bi_valid?(h(a,a.bi_buf),a.bi_buf=0,a.bi_valid=0):a.bi_valid>=8&&(a.pending_buf[a.pending++]=255&a.bi_buf,a.bi_buf>>=8,a.bi_valid-=8)}function m(a,b){var c,d,e,f,g,h,i=b.dyn_tree,j=b.max_code,k=b.stat_desc.static_tree,l=b.stat_desc.has_stree,m=b.stat_desc.extra_bits,n=b.stat_desc.extra_base,o=b.stat_desc.max_length,p=0;for(f=0;f<=W;f++)a.bl_count[f]=0;for(i[2*a.heap[a.heap_max]+1]=0,
+c=a.heap_max+1;c<V;c++)d=a.heap[c],f=i[2*i[2*d+1]+1]+1,f>o&&(f=o,p++),i[2*d+1]=f,d>j||(a.bl_count[f]++,g=0,d>=n&&(g=m[d-n]),h=i[2*d],a.opt_len+=h*(f+g),l&&(a.static_len+=h*(k[2*d+1]+g)));if(0!==p){do{for(f=o-1;0===a.bl_count[f];)f--;a.bl_count[f]--,a.bl_count[f+1]+=2,a.bl_count[o]--,p-=2}while(p>0);for(f=o;0!==f;f--)for(d=a.bl_count[f];0!==d;)e=a.heap[--c],e>j||(i[2*e+1]!==f&&(a.opt_len+=(f-i[2*e+1])*i[2*e],i[2*e+1]=f),d--)}}function n(a,b,c){var d,e,f=new Array(W+1),g=0;for(d=1;d<=W;d++)f[d]=g=g+c[d-1]<<1;for(e=0;e<=b;e++){var h=a[2*e+1];0!==h&&(a[2*e]=k(f[h]++,h))}}function o(){var a,b,c,d,f,g=new 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+/*!
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+JSZipUtils - A collection of cross-browser utilities to go along with JSZip.
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+
+*/
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e||o.options.disabled!==!0&&!t(this).hasClass("ui-state-disabled")?("string"==typeof a?o[a]:a).apply(o,arguments):void 0}"string"!=typeof a&&(r.guid=a.guid=a.guid||r.guid||t.guid++);var l=s.match(/^([\w:-]*)\s*(.*)$/),h=l[1]+o.eventNamespace,c=l[2];c?n.on(h,c,r):i.on(h,r)})},_off:function(e,i){i=(i||"").split(" ").join(this.eventNamespace+" ")+this.eventNamespace,e.off(i).off(i),this.bindings=t(this.bindings.not(e).get()),this.focusable=t(this.focusable.not(e).get()),this.hoverable=t(this.hoverable.not(e).get())},_delay:function(t,e){function i(){return("string"==typeof t?s[t]:t).apply(s,arguments)}var s=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){this._addClass(t(e.currentTarget),null,"ui-state-hover")},mouseleave:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-hover")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){this._addClass(t(e.currentTarget),null,"ui-state-focus")},focusout:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-focus")}})},_trigger:function(e,i,s){var n,o,a=this.options[e];if(s=s||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],o=i.originalEvent)for(n in o)n in i||(i[n]=o[n]);return this.element.trigger(i,s),!(t.isFunction(a)&&a.apply(this.element[0],[i].concat(s))===!1||i.isDefaultPrevented())}},t.each({show:"fadeIn",hide:"fadeOut"},function(e,i){t.Widget.prototype["_"+e]=function(s,n,o){"string"==typeof n&&(n={effect:n});var a,r=n?n===!0||"number"==typeof n?i:n.effect||i:e;n=n||{},"number"==typeof n&&(n={duration:n}),a=!t.isEmptyObject(n),n.complete=o,n.delay&&s.delay(n.delay),a&&t.effects&&t.effects.effect[r]?s[e](n):r!==e&&s[r]?s[r](n.duration,n.easing,o):s.queue(function(i){t(this)[e](),o&&o.call(s[0]),i()})}}),t.widget,function(){function e(t,e,i){return[parseFloat(t[0])*(u.test(t[0])?e/100:1),parseFloat(t[1])*(u.test(t[1])?i/100:1)]}function i(e,i){return parseInt(t.css(e,i),10)||0}function s(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}var n,o=Math.max,a=Math.abs,r=/left|center|right/,l=/top|center|bottom/,h=/[\+\-]\d+(\.[\d]+)?%?/,c=/^\w+/,u=/%$/,d=t.fn.position;t.position={scrollbarWidth:function(){if(void 0!==n)return n;var e,i,s=t("<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=s.children()[0];return t("body").append(s),e=o.offsetWidth,s.css("overflow","scroll"),i=o.offsetWidth,e===i&&(i=s[0].clientWidth),s.remove(),n=e-i},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?"":e.element.css("overflow-x"),s=e.isWindow||e.isDocument?"":e.element.css("overflow-y"),n="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,o="scroll"===s||"auto"===s&&e.height<e.element[0].scrollHeight;return{width:o?t.position.scrollbarWidth():0,height:n?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),s=t.isWindow(i[0]),n=!!i[0]&&9===i[0].nodeType,o=!s&&!n;return{element:i,isWindow:s,isDocument:n,offset:o?t(e).offset():{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:i.outerWidth(),height:i.outerHeight()}}},t.fn.position=function(n){if(!n||!n.of)return d.apply(this,arguments);n=t.extend({},n);var u,p,f,g,m,_,v=t(n.of),b=t.position.getWithinInfo(n.within),y=t.position.getScrollInfo(b),w=(n.collision||"flip").split(" "),k={};return _=s(v),v[0].preventDefault&&(n.at="left top"),p=_.width,f=_.height,g=_.offset,m=t.extend({},g),t.each(["my","at"],function(){var t,e,i=(n[this]||"").split(" ");1===i.length&&(i=r.test(i[0])?i.concat(["center"]):l.test(i[0])?["center"].concat(i):["center","center"]),i[0]=r.test(i[0])?i[0]:"center",i[1]=l.test(i[1])?i[1]:"center",t=h.exec(i[0]),e=h.exec(i[1]),k[this]=[t?t[0]:0,e?e[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===w.length&&(w[1]=w[0]),"right"===n.at[0]?m.left+=p:"center"===n.at[0]&&(m.left+=p/2),"bottom"===n.at[1]?m.top+=f:"center"===n.at[1]&&(m.top+=f/2),u=e(k.at,p,f),m.left+=u[0],m.top+=u[1],this.each(function(){var s,r,l=t(this),h=l.outerWidth(),c=l.outerHeight(),d=i(this,"marginLeft"),_=i(this,"marginTop"),x=h+d+i(this,"marginRight")+y.width,C=c+_+i(this,"marginBottom")+y.height,D=t.extend({},m),T=e(k.my,l.outerWidth(),l.outerHeight());"right"===n.my[0]?D.left-=h:"center"===n.my[0]&&(D.left-=h/2),"bottom"===n.my[1]?D.top-=c:"center"===n.my[1]&&(D.top-=c/2),D.left+=T[0],D.top+=T[1],s={marginLeft:d,marginTop:_},t.each(["left","top"],function(e,i){t.ui.position[w[e]]&&t.ui.position[w[e]][i](D,{targetWidth:p,targetHeight:f,elemWidth:h,elemHeight:c,collisionPosition:s,collisionWidth:x,collisionHeight:C,offset:[u[0]+T[0],u[1]+T[1]],my:n.my,at:n.at,within:b,elem:l})}),n.using&&(r=function(t){var e=g.left-D.left,i=e+p-h,s=g.top-D.top,r=s+f-c,u={target:{element:v,left:g.left,top:g.top,width:p,height:f},element:{element:l,left:D.left,top:D.top,width:h,height:c},horizontal:0>i?"left":e>0?"right":"center",vertical:0>r?"top":s>0?"bottom":"middle"};h>p&&p>a(e+i)&&(u.horizontal="center"),c>f&&f>a(s+r)&&(u.vertical="middle"),u.important=o(a(e),a(i))>o(a(s),a(r))?"horizontal":"vertical",n.using.call(this,t,u)}),l.offset(t.extend(D,{using:r}))})},t.ui.position={fit:{left:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=t.left-e.collisionPosition.marginLeft,l=n-r,h=r+e.collisionWidth-a-n;e.collisionWidth>a?l>0&&0>=h?(i=t.left+l+e.collisionWidth-a-n,t.left+=l-i):t.left=h>0&&0>=l?n:l>h?n+a-e.collisionWidth:n:l>0?t.left+=l:h>0?t.left-=h:t.left=o(t.left-r,t.left)},top:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollTop:s.offset.top,a=e.within.height,r=t.top-e.collisionPosition.marginTop,l=n-r,h=r+e.collisionHeight-a-n;e.collisionHeight>a?l>0&&0>=h?(i=t.top+l+e.collisionHeight-a-n,t.top+=l-i):t.top=h>0&&0>=l?n:l>h?n+a-e.collisionHeight:n:l>0?t.top+=l:h>0?t.top-=h:t.top=o(t.top-r,t.top)}},flip:{left:function(t,e){var i,s,n=e.within,o=n.offset.left+n.scrollLeft,r=n.width,l=n.isWindow?n.scrollLeft:n.offset.left,h=t.left-e.collisionPosition.marginLeft,c=h-l,u=h+e.collisionWidth-r-l,d="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,p="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>c?(i=t.left+d+p+f+e.collisionWidth-r-o,(0>i||a(c)>i)&&(t.left+=d+p+f)):u>0&&(s=t.left-e.collisionPosition.marginLeft+d+p+f-l,(s>0||u>a(s))&&(t.left+=d+p+f))},top:function(t,e){var i,s,n=e.within,o=n.offset.top+n.scrollTop,r=n.height,l=n.isWindow?n.scrollTop:n.offset.top,h=t.top-e.collisionPosition.marginTop,c=h-l,u=h+e.collisionHeight-r-l,d="top"===e.my[1],p=d?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>c?(s=t.top+p+f+g+e.collisionHeight-r-o,(0>s||a(c)>s)&&(t.top+=p+f+g)):u>0&&(i=t.top-e.collisionPosition.marginTop+p+f+g-l,(i>0||u>a(i))&&(t.top+=p+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}}}(),t.ui.position,t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,s){return!!t.data(e,s[3])}}),t.fn.extend({disableSelection:function(){var t="onselectstart"in document.createElement("div")?"selectstart":"mousedown";return function(){return this.on(t+".ui-disableSelection",function(t){t.preventDefault()})}}(),enableSelection:function(){return this.off(".ui-disableSelection")}}),t.ui.focusable=function(i,s){var n,o,a,r,l,h=i.nodeName.toLowerCase();return"area"===h?(n=i.parentNode,o=n.name,i.href&&o&&"map"===n.nodeName.toLowerCase()?(a=t("img[usemap='#"+o+"']"),a.length>0&&a.is(":visible")):!1):(/^(input|select|textarea|button|object)$/.test(h)?(r=!i.disabled,r&&(l=t(i).closest("fieldset")[0],l&&(r=!l.disabled))):r="a"===h?i.href||s:s,r&&t(i).is(":visible")&&e(t(i)))},t.extend(t.expr[":"],{focusable:function(e){return t.ui.focusable(e,null!=t.attr(e,"tabindex"))}}),t.ui.focusable,t.fn.form=function(){return"string"==typeof this[0].form?this.closest("form"):t(this[0].form)},t.ui.formResetMixin={_formResetHandler:function(){var e=t(this);setTimeout(function(){var i=e.data("ui-form-reset-instances");t.each(i,function(){this.refresh()})})},_bindFormResetHandler:function(){if(this.form=this.element.form(),this.form.length){var t=this.form.data("ui-form-reset-instances")||[];t.length||this.form.on("reset.ui-form-reset",this._formResetHandler),t.push(this),this.form.data("ui-form-reset-instances",t)}},_unbindFormResetHandler:function(){if(this.form.length){var e=this.form.data("ui-form-reset-instances");e.splice(t.inArray(this,e),1),e.length?this.form.data("ui-form-reset-instances",e):this.form.removeData("ui-form-reset-instances").off("reset.ui-form-reset")}}},"1.7"===t.fn.jquery.substring(0,3)&&(t.each(["Width","Height"],function(e,i){function s(e,i,s,o){return t.each(n,function(){i-=parseFloat(t.css(e,"padding"+this))||0,s&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),o&&(i-=parseFloat(t.css(e,"margin"+this))||0)}),i}var n="Width"===i?["Left","Right"]:["Top","Bottom"],o=i.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn["inner"+i]=function(e){return void 0===e?a["inner"+i].call(this):this.each(function(){t(this).css(o,s(this,e)+"px")})},t.fn["outer"+i]=function(e,n){return"number"!=typeof e?a["outer"+i].call(this,e):this.each(function(){t(this).css(o,s(this,e,!0,n)+"px")})}}),t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t.ui.keyCode={BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38},t.ui.escapeSelector=function(){var t=/([!"#$%&'()*+,./:;<=>?@[\]^`{|}~])/g;return function(e){return e.replace(t,"\\$1")}}(),t.fn.labels=function(){var e,i,s,n,o;return this[0].labels&&this[0].labels.length?this.pushStack(this[0].labels):(n=this.eq(0).parents("label"),s=this.attr("id"),s&&(e=this.eq(0).parents().last(),o=e.add(e.length?e.siblings():this.siblings()),i="label[for='"+t.ui.escapeSelector(s)+"']",n=n.add(o.find(i).addBack(i))),this.pushStack(n))},t.fn.scrollParent=function(e){var i=this.css("position"),s="absolute"===i,n=e?/(auto|scroll|hidden)/:/(auto|scroll)/,o=this.parents().filter(function(){var e=t(this);return s&&"static"===e.css("position")?!1:n.test(e.css("overflow")+e.css("overflow-y")+e.css("overflow-x"))}).eq(0);return"fixed"!==i&&o.length?o:t(this[0].ownerDocument||document)},t.extend(t.expr[":"],{tabbable:function(e){var i=t.attr(e,"tabindex"),s=null!=i;return(!s||i>=0)&&t.ui.focusable(e,s)}}),t.fn.extend({uniqueId:function(){var t=0;return function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++t)})}}(),removeUniqueId:function(){return this.each(function(){/^ui-id-\d+$/.test(this.id)&&t(this).removeAttr("id")})}}),t.ui.ie=!!/msie [\w.]+/.exec(navigator.userAgent.toLowerCase());var n=!1;t(document).on("mouseup",function(){n=!1}),t.widget("ui.mouse",{version:"1.12.1",options:{cancel:"input, textarea, button, select, option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.on("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).on("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.off("."+this.widgetName),this._mouseMoveDelegate&&this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!n){this._mouseMoved=!1,this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var i=this,s=1===e.which,o="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return s&&!o&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){i.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return i._mouseMove(t)},this._mouseUpDelegate=function(t){return i._mouseUp(t)},this.document.on("mousemove."+this.widgetName,this._mouseMoveDelegate).on("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),n=!0,!0)):!0}},_mouseMove:function(e){if(this._mouseMoved){if(t.ui.ie&&(!document.documentMode||9>document.documentMode)&&!e.button)return this._mouseUp(e);if(!e.which)if(e.originalEvent.altKey||e.originalEvent.ctrlKey||e.originalEvent.metaKey||e.originalEvent.shiftKey)this.ignoreMissingWhich=!0;else if(!this.ignoreMissingWhich)return this._mouseUp(e)}return(e.which||e.button)&&(this._mouseMoved=!0),this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),this._mouseDelayTimer&&(clearTimeout(this._mouseDelayTimer),delete this._mouseDelayTimer),this.ignoreMissingWhich=!1,n=!1,e.preventDefault()},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}}),t.ui.plugin={add:function(e,i,s){var n,o=t.ui[e].prototype;for(n in s)o.plugins[n]=o.plugins[n]||[],o.plugins[n].push([i,s[n]])},call:function(t,e,i,s){var n,o=t.plugins[e];if(o&&(s||t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType))for(n=0;o.length>n;n++)t.options[o[n][0]]&&o[n][1].apply(t.element,i)}},t.ui.safeActiveElement=function(t){var e;try{e=t.activeElement}catch(i){e=t.body}return e||(e=t.body),e.nodeName||(e=t.body),e},t.ui.safeBlur=function(e){e&&"body"!==e.nodeName.toLowerCase()&&t(e).trigger("blur")},t.widget("ui.draggable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"===this.options.helper&&this._setPositionRelative(),this.options.addClasses&&this._addClass("ui-draggable"),this._setHandleClassName(),this._mouseInit()},_setOption:function(t,e){this._super(t,e),"handle"===t&&(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(".ui-draggable-dragging")?(this.destroyOnClear=!0,void 0):(this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(e),this.handle?(this._blurActiveElement(e),this._blockFrames(i.iframeFix===!0?"iframe":i.iframeFix),!0):!1)},_blockFrames:function(e){this.iframeBlocks=this.document.find(e).map(function(){var e=t(this);return t("<div>").css("position","absolute").appendTo(e.parent()).outerWidth(e.outerWidth()).outerHeight(e.outerHeight()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(e){var i=t.ui.safeActiveElement(this.document[0]),s=t(e.target);s.closest(i).length||t.ui.safeBlur(i)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this._addClass(this.helper,"ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return"fixed"===t(this).css("position")}).length>0,this.positionAbs=this.element.offset(),this._refreshOffsets(e),this.originalPosition=this.position=this._generatePosition(e,!1),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_refreshOffsets:function(t){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:t.pageX-this.offset.left,top:t.pageY-this.offset.top}},_mouseDrag:function(e,i){if(this.hasFixedAncestor&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e,!0),this.positionAbs=this._convertPositionTo("absolute"),!i){var s=this._uiHash();if(this._trigger("drag",e,s)===!1)return this._mouseUp(new t.Event("mouseup",e)),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+"px",this.helper[0].style.top=this.position.top+"px",t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,s=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(s=t.ui.ddmanager.drop(this,e)),this.dropped&&(s=this.dropped,this.dropped=!1),"invalid"===this.options.revert&&!s||"valid"===this.options.revert&&s||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,s)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1},_mouseUp:function(e){return this._unblockFrames(),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),this.handleElement.is(e.target)&&this.element.trigger("focus"),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp(new t.Event("mouseup",{target:this.element[0]})):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this._addClass(this.handleElement,"ui-draggable-handle")},_removeHandleClassName:function(){this._removeClass(this.handleElement,"ui-draggable-handle")},_createHelper:function(e){var i=this.options,s=t.isFunction(i.helper),n=s?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),s&&n[0]===this.element[0]&&this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative")},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_isRootNode:function(t){return/(html|body)/i.test(t.tagName)||t===this.document[0]},_getParentOffset:function(){var e=this.offsetParent.offset(),i=this.document[0];return"absolute"===this.cssPosition&&this.scrollParent[0]!==i&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"!==this.cssPosition)return{top:0,left:0};var t=this.element.position(),e=this._isRootNode(this.scrollParent[0]);return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+(e?0:this.scrollParent.scrollTop()),left:t.left-(parseInt(this.helper.css("left"),10)||0)+(e?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,s,n=this.options,o=this.document[0];return this.relativeContainer=null,n.containment?"window"===n.containment?(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):"document"===n.containment?(this.containment=[0,0,t(o).width()-this.helperProportions.width-this.margins.left,(t(o).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):("parent"===n.containment&&(n.containment=this.helper[0].parentNode),i=t(n.containment),s=i[0],s&&(e=/(scroll|auto)/.test(i.css("overflow")),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(t,e){e||(e=this.position);var i="absolute"===t?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:e.top+this.offset.relative.top*i+this.offset.parent.top*i-("fixed"===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:e.left+this.offset.relative.left*i+this.offset.parent.left*i-("fixed"===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(t,e){var i,s,n,o,a=this.options,r=this._isRootNode(this.scrollParent[0]),l=t.pageX,h=t.pageY;return r&&this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),e&&(this.containment&&(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,t.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),t.pageY-this.offset.click.top<i[1]&&(h=i[1]+this.offset.click.top),t.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),t.pageY-this.offset.click.top>i[3]&&(h=i[3]+this.offset.click.top)),a.grid&&(n=a.grid[1]?this.originalPageY+Math.round((h-this.originalPageY)/a.grid[1])*a.grid[1]:this.originalPageY,h=i?n-this.offset.click.top>=i[1]||n-this.offset.click.top>i[3]?n:n-this.offset.click.top>=i[1]?n-a.grid[1]:n+a.grid[1]:n,o=a.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/a.grid[0])*a.grid[0]:this.originalPageX,l=i?o-this.offset.click.left>=i[0]||o-this.offset.click.left>i[2]?o:o-this.offset.click.left>=i[0]?o-a.grid[0]:o+a.grid[0]:o),"y"===a.axis&&(l=this.originalPageX),"x"===a.axis&&(h=this.originalPageY)),{top:h-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}
+},_clear:function(){this._removeClass(this.helper,"ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&&this.destroy()},_trigger:function(e,i,s){return s=s||this._uiHash(),t.ui.plugin.call(this,e,[i,s,this],!0),/^(drag|start|stop)/.test(e)&&(this.positionAbs=this._convertPositionTo("absolute"),s.offset=this.positionAbs),t.Widget.prototype._trigger.call(this,e,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i,s){var n=t.extend({},i,{item:s.element});s.sortables=[],t(s.options.connectToSortable).each(function(){var i=t(this).sortable("instance");i&&!i.options.disabled&&(s.sortables.push(i),i.refreshPositions(),i._trigger("activate",e,n))})},stop:function(e,i,s){var n=t.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,t.each(s.sortables,function(){var t=this;t.isOver?(t.isOver=0,s.cancelHelperRemoval=!0,t.cancelHelperRemoval=!1,t._storedCSS={position:t.placeholder.css("position"),top:t.placeholder.css("top"),left:t.placeholder.css("left")},t._mouseStop(e),t.options.helper=t.options._helper):(t.cancelHelperRemoval=!0,t._trigger("deactivate",e,n))})},drag:function(e,i,s){t.each(s.sortables,function(){var n=!1,o=this;o.positionAbs=s.positionAbs,o.helperProportions=s.helperProportions,o.offset.click=s.offset.click,o._intersectsWith(o.containerCache)&&(n=!0,t.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==o&&this._intersectsWith(this.containerCache)&&t.contains(o.element[0],this.element[0])&&(n=!1),n})),n?(o.isOver||(o.isOver=1,s._parent=i.helper.parent(),o.currentItem=i.helper.appendTo(o.element).data("ui-sortable-item",!0),o.options._helper=o.options.helper,o.options.helper=function(){return i.helper[0]},e.target=o.currentItem[0],o._mouseCapture(e,!0),o._mouseStart(e,!0,!0),o.offset.click.top=s.offset.click.top,o.offset.click.left=s.offset.click.left,o.offset.parent.left-=s.offset.parent.left-o.offset.parent.left,o.offset.parent.top-=s.offset.parent.top-o.offset.parent.top,s._trigger("toSortable",e),s.dropped=o.element,t.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,o.fromOutside=s),o.currentItem&&(o._mouseDrag(e),i.position=o.position)):o.isOver&&(o.isOver=0,o.cancelHelperRemoval=!0,o.options._revert=o.options.revert,o.options.revert=!1,o._trigger("out",e,o._uiHash(o)),o._mouseStop(e,!0),o.options.revert=o.options._revert,o.options.helper=o.options._helper,o.placeholder&&o.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(e),i.position=s._generatePosition(e,!0),s._trigger("fromSortable",e),s.dropped=!1,t.each(s.sortables,function(){this.refreshPositions()}))})}}),t.ui.plugin.add("draggable","cursor",{start:function(e,i,s){var n=t("body"),o=s.options;n.css("cursor")&&(o._cursor=n.css("cursor")),n.css("cursor",o.cursor)},stop:function(e,i,s){var n=s.options;n._cursor&&t("body").css("cursor",n._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("opacity")&&(o._opacity=n.css("opacity")),n.css("opacity",o.opacity)},stop:function(e,i,s){var n=s.options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(t,e,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&&"HTML"!==i.scrollParentNotHidden[0].tagName&&(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(e,i,s){var n=s.options,o=!1,a=s.scrollParentNotHidden[0],r=s.document[0];a!==r&&"HTML"!==a.tagName?(n.axis&&"x"===n.axis||(s.overflowOffset.top+a.offsetHeight-e.pageY<n.scrollSensitivity?a.scrollTop=o=a.scrollTop+n.scrollSpeed:e.pageY-s.overflowOffset.top<n.scrollSensitivity&&(a.scrollTop=o=a.scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(s.overflowOffset.left+a.offsetWidth-e.pageX<n.scrollSensitivity?a.scrollLeft=o=a.scrollLeft+n.scrollSpeed:e.pageX-s.overflowOffset.left<n.scrollSensitivity&&(a.scrollLeft=o=a.scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(r).scrollTop()<n.scrollSensitivity?o=t(r).scrollTop(t(r).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(r).scrollTop())<n.scrollSensitivity&&(o=t(r).scrollTop(t(r).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(r).scrollLeft()<n.scrollSensitivity?o=t(r).scrollLeft(t(r).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(r).scrollLeft())<n.scrollSensitivity&&(o=t(r).scrollLeft(t(r).scrollLeft()+n.scrollSpeed)))),o!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(s,e)}}),t.ui.plugin.add("draggable","snap",{start:function(e,i,s){var n=s.options;s.snapElements=[],t(n.snap.constructor!==String?n.snap.items||":data(ui-draggable)":n.snap).each(function(){var e=t(this),i=e.offset();this!==s.element[0]&&s.snapElements.push({item:this,width:e.outerWidth(),height:e.outerHeight(),top:i.top,left:i.left})})},drag:function(e,i,s){var n,o,a,r,l,h,c,u,d,p,f=s.options,g=f.snapTolerance,m=i.offset.left,_=m+s.helperProportions.width,v=i.offset.top,b=v+s.helperProportions.height;for(d=s.snapElements.length-1;d>=0;d--)l=s.snapElements[d].left-s.margins.left,h=l+s.snapElements[d].width,c=s.snapElements[d].top-s.margins.top,u=c+s.snapElements[d].height,l-g>_||m>h+g||c-g>b||v>u+g||!t.contains(s.snapElements[d].item.ownerDocument,s.snapElements[d].item)?(s.snapElements[d].snapping&&s.options.snap.release&&s.options.snap.release.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=!1):("inner"!==f.snapMode&&(n=g>=Math.abs(c-b),o=g>=Math.abs(u-v),a=g>=Math.abs(l-_),r=g>=Math.abs(h-m),n&&(i.position.top=s._convertPositionTo("relative",{top:c-s.helperProportions.height,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l-s.helperProportions.width}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h}).left)),p=n||o||a||r,"outer"!==f.snapMode&&(n=g>=Math.abs(c-v),o=g>=Math.abs(u-b),a=g>=Math.abs(l-m),r=g>=Math.abs(h-_),n&&(i.position.top=s._convertPositionTo("relative",{top:c,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u-s.helperProportions.height,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h-s.helperProportions.width}).left)),!s.snapElements[d].snapping&&(n||o||a||r||p)&&s.options.snap.snap&&s.options.snap.snap.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=n||o||a||r||p)}}),t.ui.plugin.add("draggable","stack",{start:function(e,i,s){var n,o=s.options,a=t.makeArray(t(o.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});a.length&&(n=parseInt(t(a[0]).css("zIndex"),10)||0,t(a).each(function(e){t(this).css("zIndex",n+e)}),this.css("zIndex",n+a.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("zIndex")&&(o._zIndex=n.css("zIndex")),n.css("zIndex",o.zIndex)},stop:function(e,i,s){var n=s.options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}}),t.ui.draggable,t.widget("ui.resizable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,classes:{"ui-resizable-se":"ui-icon ui-icon-gripsmall-diagonal-se"},containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(t){return parseFloat(t)||0},_isNumber:function(t){return!isNaN(parseFloat(t))},_hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var s=i&&"left"===i?"scrollLeft":"scrollTop",n=!1;return e[s]>0?!0:(e[s]=1,n=e[s]>0,e[s]=0,n)},_create:function(){var e,i=this.options,s=this;this._addClass("ui-resizable"),t.extend(this,{_aspectRatio:!!i.aspectRatio,aspectRatio:i.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:i.helper||i.ghost||i.animate?i.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&&(this.element.wrap(t("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.resizable("instance")),this.elementIsWrapper=!0,e={marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom"),marginLeft:this.originalElement.css("marginLeft")},this.element.css(e),this.originalElement.css("margin",0),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css(e),this._proportionallyResize()),this._setupHandles(),i.autoHide&&t(this.element).on("mouseenter",function(){i.disabled||(s._removeClass("ui-resizable-autohide"),s._handles.show())}).on("mouseleave",function(){i.disabled||s.resizing||(s._addClass("ui-resizable-autohide"),s._handles.hide())}),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeData("resizable").removeData("ui-resizable").off(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css("position"),width:e.outerWidth(),height:e.outerHeight(),top:e.css("top"),left:e.css("left")}).insertAfter(e),e.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_setOption:function(t,e){switch(this._super(t,e),t){case"handles":this._removeHandles(),this._setupHandles();break;default:}},_setupHandles:function(){var 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i,s,n=!1;for(i in this.handles)s=t(this.handles[i])[0],(s===e.target||t.contains(s,e.target))&&(n=!0);return!this.options.disabled&&n},_mouseStart:function(e){var i,s,n,o=this.options,a=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css("left")),s=this._num(this.helper.css("top")),o.containment&&(i+=t(o.containment).scrollLeft()||0,s+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:a.width(),height:a.height()},this.originalSize=this._helper?{width:a.outerWidth(),height:a.outerHeight()}:{width:a.width(),height:a.height()},this.sizeDiff={width:a.outerWidth()-a.width(),height:a.outerHeight()-a.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio="number"==typeof 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t,e=0,i=this.helper||this.element;this._proportionallyResizeElements.length>e;e++)t=this._proportionallyResizeElements[e],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(t)),t.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t("<div style='overflow:hidden;'></div>"),this._addClass(this.helper,this._helper),this.helper.css({width:this.element.outerWidth(),height:this.element.outerHeight(),position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,s=this.originalPosition;return{left:s.left+e,width:i.width-e}},n:function(t,e,i){var 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i=t(this).resizable("instance"),s=i.options,n=i._proportionallyResizeElements,o=n.length&&/textarea/i.test(n[0].nodeName),a=o&&i._hasScroll(n[0],"left")?0:i.sizeDiff.height,r=o?0:i.sizeDiff.width,l={width:i.size.width-r,height:i.size.height-a},h=parseFloat(i.element.css("left"))+(i.position.left-i.originalPosition.left)||null,c=parseFloat(i.element.css("top"))+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,c&&h?{top:c,left:h}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseFloat(i.element.css("width")),height:parseFloat(i.element.css("height")),top:parseFloat(i.element.css("top")),left:parseFloat(i.element.css("left"))};n&&n.length&&t(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate("resize",e)}})}}),t.ui.plugin.add("resizable","containment",{start:function(){var e,i,s,n,o,a,r,l=t(this).resizable("instance"),h=l.options,c=l.element,u=h.containment,d=u instanceof t?u.get(0):/parent/.test(u)?c.parent().get(0):u;d&&(l.containerElement=t(d),/document/.test(u)||u===document?(l.containerOffset={left:0,top:0},l.containerPosition={left:0,top:0},l.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),i=[],t(["Top","Right","Left","Bottom"]).each(function(t,s){i[t]=l._num(e.css("padding"+s))}),l.containerOffset=e.offset(),l.containerPosition=e.position(),l.containerSize={height:e.innerHeight()-i[3],width:e.innerWidth()-i[1]},s=l.containerOffset,n=l.containerSize.height,o=l.containerSize.width,a=l._hasScroll(d,"left")?d.scrollWidth:o,r=l._hasScroll(d)?d.scrollHeight:n,l.parentData={element:d,left:s.left,top:s.top,width:a,height:r}))},resize:function(e){var i,s,n,o,a=t(this).resizable("instance"),r=a.options,l=a.containerOffset,h=a.position,c=a._aspectRatio||e.shiftKey,u={top:0,left:0},d=a.containerElement,p=!0;d[0]!==document&&/static/.test(d.css("position"))&&(u=l),h.left<(a._helper?l.left:0)&&(a.size.width=a.size.width+(a._helper?a.position.left-l.left:a.position.left-u.left),c&&(a.size.height=a.size.width/a.aspectRatio,p=!1),a.position.left=r.helper?l.left:0),h.top<(a._helper?l.top:0)&&(a.size.height=a.size.height+(a._helper?a.position.top-l.top:a.position.top),c&&(a.size.width=a.size.height*a.aspectRatio,p=!1),a.position.top=a._helper?l.top:0),n=a.containerElement.get(0)===a.element.parent().get(0),o=/relative|absolute/.test(a.containerElement.css("position")),n&&o?(a.offset.left=a.parentData.left+a.position.left,a.offset.top=a.parentData.top+a.position.top):(a.offset.left=a.element.offset().left,a.offset.top=a.element.offset().top),i=Math.abs(a.sizeDiff.width+(a._helper?a.offset.left-u.left:a.offset.left-l.left)),s=Math.abs(a.sizeDiff.height+(a._helper?a.offset.top-u.top:a.offset.top-l.top)),i+a.size.width>=a.parentData.width&&(a.size.width=a.parentData.width-i,c&&(a.size.height=a.size.width/a.aspectRatio,p=!1)),s+a.size.height>=a.parentData.height&&(a.size.height=a.parentData.height-s,c&&(a.size.width=a.size.height*a.aspectRatio,p=!1)),p||(a.position.left=a.prevPosition.left,a.position.top=a.prevPosition.top,a.size.width=a.prevSize.width,a.size.height=a.prevSize.height)},stop:function(){var 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o=/ui-corner-([a-z]){2,6}/g;t.widget("ui.controlgroup",{version:"1.12.1",defaultElement:"<div>",options:{direction:"horizontal",disabled:null,onlyVisible:!0,items:{button:"input[type=button], input[type=submit], input[type=reset], button, a",controlgroupLabel:".ui-controlgroup-label",checkboxradio:"input[type='checkbox'], input[type='radio']",selectmenu:"select",spinner:".ui-spinner-input"}},_create:function(){this._enhance()},_enhance:function(){this.element.attr("role","toolbar"),this.refresh()},_destroy:function(){this._callChildMethod("destroy"),this.childWidgets.removeData("ui-controlgroup-data"),this.element.removeAttr("role"),this.options.items.controlgroupLabel&&this.element.find(this.options.items.controlgroupLabel).find(".ui-controlgroup-label-contents").contents().unwrap()},_initWidgets:function(){var e=this,i=[];t.each(this.options.items,function(s,n){var o,a={};return n?"controlgroupLabel"===s?(o=e.element.find(n),o.each(function(){var 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ui-corner-all",s=this._buildSimpleOptions(e,"label").classes.label;this._removeClass(t,null,i),this._addClass(t,null,s)},_buildSimpleOptions:function(t,e){var i="vertical"===this.options.direction,s={classes:{}};return s.classes[e]={middle:"",first:"ui-corner-"+(i?"top":"left"),last:"ui-corner-"+(i?"bottom":"right"),only:"ui-corner-all"}[t],s},_spinnerOptions:function(t){var e=this._buildSimpleOptions(t,"ui-spinner");return e.classes["ui-spinner-up"]="",e.classes["ui-spinner-down"]="",e},_buttonOptions:function(t){return this._buildSimpleOptions(t,"ui-button")},_checkboxradioOptions:function(t){return this._buildSimpleOptions(t,"ui-checkboxradio-label")},_selectmenuOptions:function(t){var e="vertical"===this.options.direction;return{width:e?"auto":!1,classes:{middle:{"ui-selectmenu-button-open":"","ui-selectmenu-button-closed":""},first:{"ui-selectmenu-button-open":"ui-corner-"+(e?"top":"tl"),"ui-selectmenu-button-closed":"ui-corner-"+(e?"top":"left")},last:{"ui-selectmenu-button-open":e?"":"ui-corner-tr","ui-selectmenu-button-closed":"ui-corner-"+(e?"bottom":"right")},only:{"ui-selectmenu-button-open":"ui-corner-top","ui-selectmenu-button-closed":"ui-corner-all"}}[t]}},_resolveClassesValues:function(e,i){var s={};return t.each(e,function(n){var a=i.options.classes[n]||"";a=t.trim(a.replace(o,"")),s[n]=(a+" "+e[n]).replace(/\s+/g," ")}),s},_setOption:function(t,e){return"direction"===t&&this._removeClass("ui-controlgroup-"+this.options.direction),this._super(t,e),"disabled"===t?(this._callChildMethod(e?"disable":"enable"),void 0):(this.refresh(),void 0)},refresh:function(){var e,i=this;this._addClass("ui-controlgroup ui-controlgroup-"+this.options.direction),"horizontal"===this.options.direction&&this._addClass(null,"ui-helper-clearfix"),this._initWidgets(),e=this.childWidgets,this.options.onlyVisible&&(e=e.filter(":visible")),e.length&&(t.each(["first","last"],function(t,s){var n=e[s]().data("ui-controlgroup-data");if(n&&i["_"+n.widgetName+"Options"]){var o=i["_"+n.widgetName+"Options"](1===e.length?"only":s);o.classes=i._resolveClassesValues(o.classes,n),n.element[n.widgetName](o)}else i._updateCornerClass(e[s](),s)}),this._callChildMethod("refresh"))}}),t.widget("ui.checkboxradio",[t.ui.formResetMixin,{version:"1.12.1",options:{disabled:null,label:null,icon:!0,classes:{"ui-checkboxradio-label":"ui-corner-all","ui-checkboxradio-icon":"ui-corner-all"}},_getCreateOptions:function(){var e,i,s=this,n=this._super()||{};return this._readType(),i=this.element.labels(),this.label=t(i[i.length-1]),this.label.length||t.error("No label found for checkboxradio widget"),this.originalLabel="",this.label.contents().not(this.element[0]).each(function(){s.originalLabel+=3===this.nodeType?t(this).text():this.outerHTML}),this.originalLabel&&(n.label=this.originalLabel),e=this.element[0].disabled,null!=e&&(n.disabled=e),n},_create:function(){var t=this.element[0].checked;this._bindFormResetHandler(),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled),this._setOption("disabled",this.options.disabled),this._addClass("ui-checkboxradio","ui-helper-hidden-accessible"),this._addClass(this.label,"ui-checkboxradio-label","ui-button ui-widget"),"radio"===this.type&&this._addClass(this.label,"ui-checkboxradio-radio-label"),this.options.label&&this.options.label!==this.originalLabel?this._updateLabel():this.originalLabel&&(this.options.label=this.originalLabel),this._enhance(),t&&(this._addClass(this.label,"ui-checkboxradio-checked","ui-state-active"),this.icon&&this._addClass(this.icon,null,"ui-state-hover")),this._on({change:"_toggleClasses",focus:function(){this._addClass(this.label,null,"ui-state-focus ui-visual-focus")},blur:function(){this._removeClass(this.label,null,"ui-state-focus ui-visual-focus")}})},_readType:function(){var e=this.element[0].nodeName.toLowerCase();this.type=this.element[0].type,"input"===e&&/radio|checkbox/.test(this.type)||t.error("Can't create checkboxradio on element.nodeName="+e+" and element.type="+this.type)},_enhance:function(){this._updateIcon(this.element[0].checked)},widget:function(){return this.label},_getRadioGroup:function(){var e,i=this.element[0].name,s="input[name='"+t.ui.escapeSelector(i)+"']";return i?(e=this.form.length?t(this.form[0].elements).filter(s):t(s).filter(function(){return 0===t(this).form().length
+}),e.not(this.element)):t([])},_toggleClasses:function(){var e=this.element[0].checked;this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",e),this.options.icon&&"checkbox"===this.type&&this._toggleClass(this.icon,null,"ui-icon-check ui-state-checked",e)._toggleClass(this.icon,null,"ui-icon-blank",!e),"radio"===this.type&&this._getRadioGroup().each(function(){var e=t(this).checkboxradio("instance");e&&e._removeClass(e.label,"ui-checkboxradio-checked","ui-state-active")})},_destroy:function(){this._unbindFormResetHandler(),this.icon&&(this.icon.remove(),this.iconSpace.remove())},_setOption:function(t,e){return"label"!==t||e?(this._super(t,e),"disabled"===t?(this._toggleClass(this.label,null,"ui-state-disabled",e),this.element[0].disabled=e,void 0):(this.refresh(),void 0)):void 0},_updateIcon:function(e){var i="ui-icon ui-icon-background ";this.options.icon?(this.icon||(this.icon=t("<span>"),this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-checkboxradio-icon-space")),"checkbox"===this.type?(i+=e?"ui-icon-check ui-state-checked":"ui-icon-blank",this._removeClass(this.icon,null,e?"ui-icon-blank":"ui-icon-check")):i+="ui-icon-blank",this._addClass(this.icon,"ui-checkboxradio-icon",i),e||this._removeClass(this.icon,null,"ui-icon-check ui-state-checked"),this.icon.prependTo(this.label).after(this.iconSpace)):void 0!==this.icon&&(this.icon.remove(),this.iconSpace.remove(),delete this.icon)},_updateLabel:function(){var t=this.label.contents().not(this.element[0]);this.icon&&(t=t.not(this.icon[0])),this.iconSpace&&(t=t.not(this.iconSpace[0])),t.remove(),this.label.append(this.options.label)},refresh:function(){var t=this.element[0].checked,e=this.element[0].disabled;this._updateIcon(t),this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",t),null!==this.options.label&&this._updateLabel(),e!==this.options.disabled&&this._setOptions({disabled:e})}}]),t.ui.checkboxradio,t.widget("ui.button",{version:"1.12.1",defaultElement:"<button>",options:{classes:{"ui-button":"ui-corner-all"},disabled:null,icon:null,iconPosition:"beginning",label:null,showLabel:!0},_getCreateOptions:function(){var t,e=this._super()||{};return this.isInput=this.element.is("input"),t=this.element[0].disabled,null!=t&&(e.disabled=t),this.originalLabel=this.isInput?this.element.val():this.element.html(),this.originalLabel&&(e.label=this.originalLabel),e},_create:function(){!this.option.showLabel&!this.options.icon&&(this.options.showLabel=!0),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled||!1),this.hasTitle=!!this.element.attr("title"),this.options.label&&this.options.label!==this.originalLabel&&(this.isInput?this.element.val(this.options.label):this.element.html(this.options.label)),this._addClass("ui-button","ui-widget"),this._setOption("disabled",this.options.disabled),this._enhance(),this.element.is("a")&&this._on({keyup:function(e){e.keyCode===t.ui.keyCode.SPACE&&(e.preventDefault(),this.element[0].click?this.element[0].click():this.element.trigger("click"))}})},_enhance:function(){this.element.is("button")||this.element.attr("role","button"),this.options.icon&&(this._updateIcon("icon",this.options.icon),this._updateTooltip())},_updateTooltip:function(){this.title=this.element.attr("title"),this.options.showLabel||this.title||this.element.attr("title",this.options.label)},_updateIcon:function(e,i){var s="iconPosition"!==e,n=s?this.options.iconPosition:i,o="top"===n||"bottom"===n;this.icon?s&&this._removeClass(this.icon,null,this.options.icon):(this.icon=t("<span>"),this._addClass(this.icon,"ui-button-icon","ui-icon"),this.options.showLabel||this._addClass("ui-button-icon-only")),s&&this._addClass(this.icon,null,i),this._attachIcon(n),o?(this._addClass(this.icon,null,"ui-widget-icon-block"),this.iconSpace&&this.iconSpace.remove()):(this.iconSpace||(this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-button-icon-space")),this._removeClass(this.icon,null,"ui-wiget-icon-block"),this._attachIconSpace(n))},_destroy:function(){this.element.removeAttr("role"),this.icon&&this.icon.remove(),this.iconSpace&&this.iconSpace.remove(),this.hasTitle||this.element.removeAttr("title")},_attachIconSpace:function(t){this.icon[/^(?:end|bottom)/.test(t)?"before":"after"](this.iconSpace)},_attachIcon:function(t){this.element[/^(?:end|bottom)/.test(t)?"append":"prepend"](this.icon)},_setOptions:function(t){var e=void 0===t.showLabel?this.options.showLabel:t.showLabel,i=void 0===t.icon?this.options.icon:t.icon;e||i||(t.showLabel=!0),this._super(t)},_setOption:function(t,e){"icon"===t&&(e?this._updateIcon(t,e):this.icon&&(this.icon.remove(),this.iconSpace&&this.iconSpace.remove())),"iconPosition"===t&&this._updateIcon(t,e),"showLabel"===t&&(this._toggleClass("ui-button-icon-only",null,!e),this._updateTooltip()),"label"===t&&(this.isInput?this.element.val(e):(this.element.html(e),this.icon&&(this._attachIcon(this.options.iconPosition),this._attachIconSpace(this.options.iconPosition)))),this._super(t,e),"disabled"===t&&(this._toggleClass(null,"ui-state-disabled",e),this.element[0].disabled=e,e&&this.element.blur())},refresh:function(){var t=this.element.is("input, button")?this.element[0].disabled:this.element.hasClass("ui-button-disabled");t!==this.options.disabled&&this._setOptions({disabled:t}),this._updateTooltip()}}),t.uiBackCompat!==!1&&(t.widget("ui.button",t.ui.button,{options:{text:!0,icons:{primary:null,secondary:null}},_create:function(){this.options.showLabel&&!this.options.text&&(this.options.showLabel=this.options.text),!this.options.showLabel&&this.options.text&&(this.options.text=this.options.showLabel),this.options.icon||!this.options.icons.primary&&!this.options.icons.secondary?this.options.icon&&(this.options.icons.primary=this.options.icon):this.options.icons.primary?this.options.icon=this.options.icons.primary:(this.options.icon=this.options.icons.secondary,this.options.iconPosition="end"),this._super()},_setOption:function(t,e){return"text"===t?(this._super("showLabel",e),void 0):("showLabel"===t&&(this.options.text=e),"icon"===t&&(this.options.icons.primary=e),"icons"===t&&(e.primary?(this._super("icon",e.primary),this._super("iconPosition","beginning")):e.secondary&&(this._super("icon",e.secondary),this._super("iconPosition","end"))),this._superApply(arguments),void 0)}}),t.fn.button=function(e){return function(){return!this.length||this.length&&"INPUT"!==this[0].tagName||this.length&&"INPUT"===this[0].tagName&&"checkbox"!==this.attr("type")&&"radio"!==this.attr("type")?e.apply(this,arguments):(t.ui.checkboxradio||t.error("Checkboxradio widget missing"),0===arguments.length?this.checkboxradio({icon:!1}):this.checkboxradio.apply(this,arguments))}}(t.fn.button),t.fn.buttonset=function(){return t.ui.controlgroup||t.error("Controlgroup widget missing"),"option"===arguments[0]&&"items"===arguments[1]&&arguments[2]?this.controlgroup.apply(this,[arguments[0],"items.button",arguments[2]]):"option"===arguments[0]&&"items"===arguments[1]?this.controlgroup.apply(this,[arguments[0],"items.button"]):("object"==typeof arguments[0]&&arguments[0].items&&(arguments[0].items={button:arguments[0].items}),this.controlgroup.apply(this,arguments))}),t.ui.button,t.widget("ui.dialog",{version:"1.12.1",options:{appendTo:"body",autoOpen:!0,buttons:[],classes:{"ui-dialog":"ui-corner-all","ui-dialog-titlebar":"ui-corner-all"},closeOnEscape:!0,closeText:"Close",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css("top",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),null==this.options.title&&null!=this.originalTitle&&(this.options.title=this.originalTitle),this.options.disabled&&(this.options.disabled=!1),this._createWrapper(),this.element.show().removeAttr("title").appendTo(this.uiDialog),this._addClass("ui-dialog-content","ui-widget-content"),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||"body").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().css(this.originalCss).detach(),this.uiDialog.remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger("beforeClose",e)!==!1&&(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),this.opener.filter(":focusable").trigger("focus").length||t.ui.safeBlur(t.ui.safeActiveElement(this.document[0])),this._hide(this.uiDialog,this.options.hide,function(){i._trigger("close",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(e,i){var s=!1,n=this.uiDialog.siblings(".ui-front:visible").map(function(){return+t(this).css("z-index")}).get(),o=Math.max.apply(null,n);return o>=+this.uiDialog.css("z-index")&&(this.uiDialog.css("z-index",o+1),s=!0),s&&!i&&this._trigger("focus",e),s},open:function(){var e=this;return this._isOpen?(this._moveToTop()&&this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=t(t.ui.safeActiveElement(this.document[0])),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&&this.overlay.css("z-index",this.uiDialog.css("z-index")-1),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger("focus")}),this._makeFocusTarget(),this._trigger("open"),void 0)},_focusTabbable:function(){var t=this._focusedElement;t||(t=this.element.find("[autofocus]")),t.length||(t=this.element.find(":tabbable")),t.length||(t=this.uiDialogButtonPane.find(":tabbable")),t.length||(t=this.uiDialogTitlebarClose.filter(":tabbable")),t.length||(t=this.uiDialog),t.eq(0).trigger("focus")},_keepFocus:function(e){function i(){var e=t.ui.safeActiveElement(this.document[0]),i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t("<div>").hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._addClass(this.uiDialog,"ui-dialog","ui-widget ui-widget-content ui-front"),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),this.close(e),void 0;if(e.keyCode===t.ui.keyCode.TAB&&!e.isDefaultPrevented()){var i=this.uiDialog.find(":tabbable"),s=i.filter(":first"),n=i.filter(":last");e.target!==n[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==s[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(this._delay(function(){n.trigger("focus")}),e.preventDefault()):(this._delay(function(){s.trigger("focus")}),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t("<div>"),this._addClass(this.uiDialogTitlebar,"ui-dialog-titlebar","ui-widget-header ui-helper-clearfix"),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.trigger("focus")}}),this.uiDialogTitlebarClose=t("<button type='button'></button>").button({label:t("<a>").text(this.options.closeText).html(),icon:"ui-icon-closethick",showLabel:!1}).appendTo(this.uiDialogTitlebar),this._addClass(this.uiDialogTitlebarClose,"ui-dialog-titlebar-close"),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t("<span>").uniqueId().prependTo(this.uiDialogTitlebar),this._addClass(e,"ui-dialog-title"),this._title(e),this.uiDialogTitlebar.prependTo(this.uiDialog),this.uiDialog.attr({"aria-labelledby":e.attr("id")})},_title:function(t){this.options.title?t.text(this.options.title):t.html("&#160;")},_createButtonPane:function(){this.uiDialogButtonPane=t("<div>"),this._addClass(this.uiDialogButtonPane,"ui-dialog-buttonpane","ui-widget-content ui-helper-clearfix"),this.uiButtonSet=t("<div>").appendTo(this.uiDialogButtonPane),this._addClass(this.uiButtonSet,"ui-dialog-buttonset"),this._createButtons()},_createButtons:function(){var e=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),t.isEmptyObject(i)||t.isArray(i)&&!i.length?(this._removeClass(this.uiDialog,"ui-dialog-buttons"),void 0):(t.each(i,function(i,s){var n,o;s=t.isFunction(s)?{click:s,text:i}:s,s=t.extend({type:"button"},s),n=s.click,o={icon:s.icon,iconPosition:s.iconPosition,showLabel:s.showLabel,icons:s.icons,text:s.text},delete s.click,delete s.icon,delete s.iconPosition,delete s.showLabel,delete s.icons,"boolean"==typeof s.text&&delete s.text,t("<button></button>",s).button(o).appendTo(e.uiButtonSet).on("click",function(){n.apply(e.element[0],arguments)})}),this._addClass(this.uiDialog,"ui-dialog-buttons"),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function e(t){return{position:t.position,offset:t.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, .ui-dialog-titlebar-close",handle:".ui-dialog-titlebar",containment:"document",start:function(s,n){i._addClass(t(this),"ui-dialog-dragging"),i._blockFrames(),i._trigger("dragStart",s,e(n))},drag:function(t,s){i._trigger("drag",t,e(s))},stop:function(n,o){var a=o.offset.left-i.document.scrollLeft(),r=o.offset.top-i.document.scrollTop();s.position={my:"left top",at:"left"+(a>=0?"+":"")+a+" "+"top"+(r>=0?"+":"")+r,of:i.window},i._removeClass(t(this),"ui-dialog-dragging"),i._unblockFrames(),i._trigger("dragStop",n,e(o))}})},_makeResizable:function(){function e(t){return{originalPosition:t.originalPosition,originalSize:t.originalSize,position:t.position,size:t.size}}var i=this,s=this.options,n=s.resizable,o=this.uiDialog.css("position"),a="string"==typeof n?n:"n,e,s,w,se,sw,ne,nw";this.uiDialog.resizable({cancel:".ui-dialog-content",containment:"document",alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:a,start:function(s,n){i._addClass(t(this),"ui-dialog-resizing"),i._blockFrames(),i._trigger("resizeStart",s,e(n))},resize:function(t,s){i._trigger("resize",t,e(s))},stop:function(n,o){var a=i.uiDialog.offset(),r=a.left-i.document.scrollLeft(),l=a.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:"left top",at:"left"+(r>=0?"+":"")+r+" "+"top"+(l>=0?"+":"")+l,of:i.window},i._removeClass(t(this),"ui-dialog-resizing"),i._unblockFrames(),i._trigger("resizeStop",n,e(o))}}).css("position",o)},_trackFocus:function(){this._on(this.widget(),{focusin:function(e){this._makeFocusTarget(),this._focusedElement=t(e.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var e=this._trackingInstances(),i=t.inArray(this,e);-1!==i&&e.splice(i,1)},_trackingInstances:function(){var t=this.document.data("ui-dialog-instances");return t||(t=[],this.document.data("ui-dialog-instances",t)),t},_minHeight:function(){var t=this.options;return"auto"===t.height?t.minHeight:Math.min(t.minHeight,t.height)},_position:function(){var t=this.uiDialog.is(":visible");t||this.uiDialog.show(),this.uiDialog.position(this.options.position),t||this.uiDialog.hide()},_setOptions:function(e){var i=this,s=!1,n={};t.each(e,function(t,e){i._setOption(t,e),t in i.sizeRelatedOptions&&(s=!0),t in i.resizableRelatedOptions&&(n[t]=e)}),s&&(this._size(),this._position()),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option",n)},_setOption:function(e,i){var s,n,o=this.uiDialog;"disabled"!==e&&(this._super(e,i),"appendTo"===e&&this.uiDialog.appendTo(this._appendTo()),"buttons"===e&&this._createButtons(),"closeText"===e&&this.uiDialogTitlebarClose.button({label:t("<a>").text(""+this.options.closeText).html()}),"draggable"===e&&(s=o.is(":data(ui-draggable)"),s&&!i&&o.draggable("destroy"),!s&&i&&this._makeDraggable()),"position"===e&&this._position(),"resizable"===e&&(n=o.is(":data(ui-resizable)"),n&&!i&&o.resizable("destroy"),n&&"string"==typeof i&&o.resizable("option","handles",i),n||i===!1||this._makeResizable()),"title"===e&&this._title(this.uiDialogTitlebar.find(".ui-dialog-title")))},_size:function(){var t,e,i,s=this.options;this.element.show().css({width:"auto",minHeight:0,maxHeight:"none",height:0}),s.minWidth>s.width&&(s.width=s.minWidth),t=this.uiDialog.css({height:"auto",width:s.width}).outerHeight(),e=Math.max(0,s.minHeight-t),i="number"==typeof s.maxHeight?Math.max(0,s.maxHeight-t):"none","auto"===s.height?this.element.css({minHeight:e,maxHeight:i,height:"auto"}):this.element.height(Math.max(0,s.height-t)),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option","minHeight",this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find("iframe").map(function(){var e=t(this);return t("<div>").css({position:"absolute",width:e.outerWidth(),height:e.outerHeight()}).appendTo(e.parent()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(e){return t(e.target).closest(".ui-dialog").length?!0:!!t(e.target).closest(".ui-datepicker").length},_createOverlay:function(){if(this.options.modal){var e=!0;this._delay(function(){e=!1}),this.document.data("ui-dialog-overlays")||this._on(this.document,{focusin:function(t){e||this._allowInteraction(t)||(t.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=t("<div>").appendTo(this._appendTo()),this._addClass(this.overlay,null,"ui-widget-overlay ui-front"),this._on(this.overlay,{mousedown:"_keepFocus"}),this.document.data("ui-dialog-overlays",(this.document.data("ui-dialog-overlays")||0)+1)}},_destroyOverlay:function(){if(this.options.modal&&this.overlay){var t=this.document.data("ui-dialog-overlays")-1;t?this.document.data("ui-dialog-overlays",t):(this._off(this.document,"focusin"),this.document.removeData("ui-dialog-overlays")),this.overlay.remove(),this.overlay=null}}}),t.uiBackCompat!==!1&&t.widget("ui.dialog",t.ui.dialog,{options:{dialogClass:""},_createWrapper:function(){this._super(),this.uiDialog.addClass(this.options.dialogClass)},_setOption:function(t,e){"dialogClass"===t&&this.uiDialog.removeClass(this.options.dialogClass).addClass(e),this._superApply(arguments)}}),t.ui.dialog,t.widget("ui.menu",{version:"1.12.1",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-caret-1-e"},items:"> *",menus:"ul",position:{my:"left top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().attr({role:this.options.role,tabIndex:0}),this._addClass("ui-menu","ui-widget ui-widget-content"),this._on({"mousedown .ui-menu-item":function(t){t.preventDefault()},"click .ui-menu-item":function(e){var i=t(e.target),s=t(t.ui.safeActiveElement(this.document[0]));!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(e):!this.element.is(":focus")&&s.closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(e){if(!this.previousFilter){var i=t(e.target).closest(".ui-menu-item"),s=t(e.currentTarget);i[0]===s[0]&&(this._removeClass(s.siblings().children(".ui-state-active"),null,"ui-state-active"),this.focus(e,s))}},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(t,e){var i=this.active||this.element.find(this.options.items).eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){var i=!t.contains(this.element[0],t.ui.safeActiveElement(this.document[0]));i&&this.collapseAll(e)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(t){this._closeOnDocumentClick(t)&&this.collapseAll(t),this.mouseHandled=!1}})},_destroy:function(){var e=this.element.find(".ui-menu-item").removeAttr("role aria-disabled"),i=e.children(".ui-menu-item-wrapper").removeUniqueId().removeAttr("tabIndex role aria-haspopup");this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeAttr("role aria-labelledby aria-expanded aria-hidden aria-disabled tabIndex").removeUniqueId().show(),i.children().each(function(){var e=t(this);e.data("ui-menu-submenu-caret")&&e.remove()})},_keydown:function(e){var i,s,n,o,a=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move("first","first",e);break;case t.ui.keyCode.END:this._move("last","last",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:a=!1,s=this.previousFilter||"",o=!1,n=e.keyCode>=96&&105>=e.keyCode?""+(e.keyCode-96):String.fromCharCode(e.keyCode),clearTimeout(this.filterTimer),n===s?o=!0:n=s+n,i=this._filterMenuItems(n),i=o&&-1!==i.index(this.active.next())?this.active.nextAll(".ui-menu-item"):i,i.length||(n=String.fromCharCode(e.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(e,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}a&&e.preventDefault()},_activate:function(t){this.active&&!this.active.is(".ui-state-disabled")&&(this.active.children("[aria-haspopup='true']").length?this.expand(t):this.select(t))},refresh:function(){var e,i,s,n,o,a=this,r=this.options.icons.submenu,l=this.element.find(this.options.menus);this._toggleClass("ui-menu-icons",null,!!this.element.find(".ui-icon").length),s=l.filter(":not(.ui-menu)").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var e=t(this),i=e.prev(),s=t("<span>").data("ui-menu-submenu-caret",!0);a._addClass(s,"ui-menu-icon","ui-icon "+r),i.attr("aria-haspopup","true").prepend(s),e.attr("aria-labelledby",i.attr("id"))}),this._addClass(s,"ui-menu","ui-widget ui-widget-content ui-front"),e=l.add(this.element),i=e.find(this.options.items),i.not(".ui-menu-item").each(function(){var e=t(this);a._isDivider(e)&&a._addClass(e,"ui-menu-divider","ui-widget-content")}),n=i.not(".ui-menu-item, .ui-menu-divider"),o=n.children().not(".ui-menu").uniqueId().attr({tabIndex:-1,role:this._itemRole()}),this._addClass(n,"ui-menu-item")._addClass(o,"ui-menu-item-wrapper"),i.filter(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(t,e){if("icons"===t){var i=this.element.find(".ui-menu-icon");this._removeClass(i,null,this.options.icons.submenu)._addClass(i,null,e.submenu)}this._super(t,e)},_setOptionDisabled:function(t){this._super(t),this.element.attr("aria-disabled",t+""),this._toggleClass(null,"ui-state-disabled",!!t)},focus:function(t,e){var i,s,n;this.blur(t,t&&"focus"===t.type),this._scrollIntoView(e),this.active=e.first(),s=this.active.children(".ui-menu-item-wrapper"),this._addClass(s,null,"ui-state-active"),this.options.role&&this.element.attr("aria-activedescendant",s.attr("id")),n=this.active.parent().closest(".ui-menu-item").children(".ui-menu-item-wrapper"),this._addClass(n,null,"ui-state-active"),t&&"keydown"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(".ui-menu"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger("focus",t,{item:e})},_scrollIntoView:function(e){var i,s,n,o,a,r;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,s=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,n=e.offset().top-this.activeMenu.offset().top-i-s,o=this.activeMenu.scrollTop(),a=this.activeMenu.height(),r=e.outerHeight(),0>n?this.activeMenu.scrollTop(o+n):n+r>a&&this.activeMenu.scrollTop(o+n-a+r))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this._removeClass(this.active.children(".ui-menu-item-wrapper"),null,"ui-state-active"),this._trigger("blur",t,{item:this.active}),this.active=null)},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));s.length||(s=this.element),this._close(s),this.blur(e),this._removeClass(s.find(".ui-state-active"),null,"ui-state-active"),this.activeMenu=s},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false")},_closeOnDocumentClick:function(e){return!t(e.target).closest(".ui-menu").length},_isDivider:function(t){return!/[^\-\u2014\u2013\s]/.test(t.text())},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu ").find(this.options.items).first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move("next","first",t)},previous:function(t){this._move("prev","last",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(t,e,i){var s;this.active&&(s="first"===t||"last"===t?this.active["first"===t?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[t+"All"](".ui-menu-item").eq(0)),s&&s.length&&this.active||(s=this.activeMenu.find(this.options.items)[e]()),this.focus(i,s)},nextPage:function(e){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=t(this),0>i.offset().top-s-n}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items)[this.active?"last":"first"]())),void 0):(this.next(e),void 0)},previousPage:function(e){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-s+n>0}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items).first())),void 0):(this.next(e),void 0)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(e){this.active=this.active||t(e.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(e,!0),this._trigger("select",e,i)},_filterMenuItems:function(e){var i=e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&"),s=RegExp("^"+i,"i");return this.activeMenu.find(this.options.items).filter(".ui-menu-item").filter(function(){return s.test(t.trim(t(this).children(".ui-menu-item-wrapper").text()))})}}),t.widget("ui.slider",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"slide",options:{animate:!1,classes:{"ui-slider":"ui-corner-all","ui-slider-handle":"ui-corner-all","ui-slider-range":"ui-corner-all ui-widget-header"},distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this._addClass("ui-slider ui-slider-"+this.orientation,"ui-widget 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s={handle:this.handles[t],handleIndex:t,value:void 0!==e?e:this.value()};return this._hasMultipleValues()&&(s.value=void 0!==e?e:this.values(t),s.values=i||this.values()),s},_hasMultipleValues:function(){return this.options.values&&this.options.values.length},_start:function(t,e){return this._trigger("start",t,this._uiHash(e))},_slide:function(t,e,i){var s,n,o=this.value(),a=this.values();this._hasMultipleValues()&&(n=this.values(e?0:1),o=this.values(e),2===this.options.values.length&&this.options.range===!0&&(i=0===e?Math.min(n,i):Math.max(n,i)),a[e]=i),i!==o&&(s=this._trigger("slide",t,this._uiHash(e,i,a)),s!==!1&&(this._hasMultipleValues()?this.values(e,i):this.value(i)))},_stop:function(t,e){this._trigger("stop",t,this._uiHash(e))},_change:function(t,e){this._keySliding||this._mouseSliding||(this._lastChangedValue=e,this._trigger("change",t,this._uiHash(e)))},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),this._change(null,0),void 0):this._value()},values:function(e,i){var s,n,o;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),this._change(null,e),void 0;if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this._hasMultipleValues()?this._values(e):this.value();for(s=this.options.values,n=arguments[0],o=0;s.length>o;o+=1)s[o]=this._trimAlignValue(n[o]),this._change(null,o);this._refreshValue()},_setOption:function(e,i){var s,n=0;switch("range"===e&&this.options.range===!0&&("min"===i?(this.options.value=this._values(0),this.options.values=null):"max"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(n=this.options.values.length),this._super(e,i),e){case"orientation":this._detectOrientation(),this._removeClass("ui-slider-horizontal 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t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;((e=Math.pow(2,--i))-1)/11>t;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing["easeIn"+e]=i,t.easing["easeOut"+e]=function(t){return 1-i(1-t)},t.easing["easeInOut"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}(),t.effects,t.effects.define("slide","show",function(e,i){var s,n,o=t(this),a={up:["bottom","top"],down:["top","bottom"],left:["right","left"],right:["left","right"]},r=e.mode,l=e.direction||"left",h="up"===l||"down"===l?"top":"left",c="up"===l||"left"===l,u=e.distance||o["top"===h?"outerHeight":"outerWidth"](!0),d={};t.effects.createPlaceholder(o),s=o.cssClip(),n=o.position()[h],d[h]=(c?-1:1)*u+n,d.clip=o.cssClip(),d.clip[a[l][1]]=d.clip[a[l][0]],"show"===r&&(o.cssClip(d.clip),o.css(h,d[h]),d.clip=s,d[h]=n),o.animate(d,{queue:!1,duration:e.duration,easing:e.easing,complete:i})})});/*
+ * jQuery.fullscreen v0.5.0
+ * https://github.com/private-face/jquery.fullscreen
+ *
+ * Copyright (c) 2012–2014 Vladimir Zhuravlev
+ * Released under the MIT license
+ * https://github.com/private-face/jquery.fullscreen/blob/master/LICENSE
+ *
+ * Date: 2014-12-20
+ **/
+;!function($) {
+function defined(a){return"undefined"!=typeof a}function extend(a,b,c){var d=function(){};d.prototype=b.prototype,a.prototype=new d,a.prototype.constructor=a,b.prototype.constructor=b,a._super=b.prototype,c&&$.extend(a.prototype,c)}function native(a,b){var c;"string"==typeof a&&(b=a,a=document);for(var d=0;d<SUBST.length;++d){b=b.replace(SUBST[d][0],SUBST[d][1]);for(var e=0;e<VENDOR_PREFIXES.length;++e)if(c=VENDOR_PREFIXES[e],c+=0===e?b:b.charAt(0).toUpperCase()+b.substr(1),defined(a[c]))return a[c]}return void 0}var SUBST=[["",""],["exit","cancel"],["screen","Screen"]],VENDOR_PREFIXES=["","o","ms","moz","webkit","webkitCurrent"],ua=navigator.userAgent,fsEnabled=native("fullscreenEnabled"),IS_ANDROID_CHROME=-1!==ua.indexOf("Android")&&-1!==ua.indexOf("Chrome"),IS_NATIVELY_SUPPORTED=!IS_ANDROID_CHROME&&defined(native("fullscreenElement"))&&(!defined(fsEnabled)||fsEnabled===!0),version=$.fn.jquery.split("."),JQ_LT_17=parseInt(version[0])<2&&parseInt(version[1])<7,FullScreenAbstract=function(){this.__options=null,this._fullScreenElement=null,this.__savedStyles={}};FullScreenAbstract.prototype={"native":native,_DEFAULT_OPTIONS:{styles:{boxSizing:"border-box",MozBoxSizing:"border-box",WebkitBoxSizing:"border-box"},toggleClass:null},__documentOverflow:"",__htmlOverflow:"",_preventDocumentScroll:function(){this.__documentOverflow=document.body.style.overflow,this.__htmlOverflow=document.documentElement.style.overflow,$(this._fullScreenElement).is("body, html")||$("body, html").css("overflow","hidden")},_allowDocumentScroll:function(){document.body.style.overflow=this.__documentOverflow,document.documentElement.style.overflow=this.__htmlOverflow},_fullScreenChange:function(){this.__options&&(this.isFullScreen()?(this._preventDocumentScroll(),this._triggerEvents()):(this._allowDocumentScroll(),this._revertStyles(),this._triggerEvents(),this._fullScreenElement=null))},_fullScreenError:function(a){this.__options&&(this._revertStyles(),this._fullScreenElement=null,a&&$(document).trigger("fscreenerror",[a]))},_triggerEvents:function(){$(this._fullScreenElement).trigger(this.isFullScreen()?"fscreenopen":"fscreenclose"),$(document).trigger("fscreenchange",[this.isFullScreen(),this._fullScreenElement])},_saveAndApplyStyles:function(){var a=$(this._fullScreenElement);this.__savedStyles={};for(var b in this.__options.styles)this.__savedStyles[b]=this._fullScreenElement.style[b],this._fullScreenElement.style[b]=this.__options.styles[b];a.is("body")&&(document.documentElement.style.overflow=this.__options.styles.overflow),this.__options.toggleClass&&a.addClass(this.__options.toggleClass)},_revertStyles:function(){var a=$(this._fullScreenElement);for(var b in this.__options.styles)this._fullScreenElement.style[b]=this.__savedStyles[b];a.is("body")&&(document.documentElement.style.overflow=this.__savedStyles.overflow),this.__options.toggleClass&&a.removeClass(this.__options.toggleClass)},open:function(a,b){a!==this._fullScreenElement&&(this.isFullScreen()&&this.exit(),this._fullScreenElement=a,this.__options=$.extend(!0,{},this._DEFAULT_OPTIONS,b),this._saveAndApplyStyles())},exit:null,isFullScreen:null,isNativelySupported:function(){return IS_NATIVELY_SUPPORTED}};var FullScreenNative=function(){FullScreenNative._super.constructor.apply(this,arguments),this.exit=$.proxy(native("exitFullscreen"),document),this._DEFAULT_OPTIONS=$.extend(!0,{},this._DEFAULT_OPTIONS,{styles:{width:"100%",height:"100%"}}),$(document).bind(this._prefixedString("fullscreenchange")+" MSFullscreenChange",$.proxy(this._fullScreenChange,this)).bind(this._prefixedString("fullscreenerror")+" MSFullscreenError",$.proxy(this._fullScreenError,this))};extend(FullScreenNative,FullScreenAbstract,{VENDOR_PREFIXES:["","o","moz","webkit"],_prefixedString:function(a){return $.map(this.VENDOR_PREFIXES,function(b){return b+a}).join(" ")},open:function(a){FullScreenNative._super.open.apply(this,arguments);var b=native(a,"requestFullscreen");b.call(a)},exit:$.noop,isFullScreen:function(){return null!==native("fullscreenElement")},element:function(){return native("fullscreenElement")}});var FullScreenFallback=function(){FullScreenFallback._super.constructor.apply(this,arguments),this._DEFAULT_OPTIONS=$.extend({},this._DEFAULT_OPTIONS,{styles:{position:"absolute",zIndex:"2147483647",left:0,top:0,bottom:0,right:0}}),this.__delegateKeydownHandler()};extend(FullScreenFallback,FullScreenAbstract,{__isFullScreen:!1,__delegateKeydownHandler:function(){var a=$(document);a.delegate("*","keydown.fullscreen",$.proxy(this.__keydownHandler,this));var b=JQ_LT_17?a.data("events"):$._data(document).events,c=b.keydown;JQ_LT_17?b.live.unshift(b.live.pop()):c.splice(0,0,c.splice(c.delegateCount-1,1)[0])},__keydownHandler:function(a){return this.isFullScreen()&&27===a.which?(this.exit(),!1):!0},_revertStyles:function(){FullScreenFallback._super._revertStyles.apply(this,arguments),this._fullScreenElement.offsetHeight},open:function(){FullScreenFallback._super.open.apply(this,arguments),this.__isFullScreen=!0,this._fullScreenChange()},exit:function(){this.__isFullScreen&&(this.__isFullScreen=!1,this._fullScreenChange())},isFullScreen:function(){return this.__isFullScreen},element:function(){return this.__isFullScreen?this._fullScreenElement:null}}),$.fullscreen=IS_NATIVELY_SUPPORTED?new FullScreenNative:new FullScreenFallback,$.fn.fullscreen=function(a){var b=this[0];return a=$.extend({toggleClass:null,overflow:"hidden"},a),a.styles={overflow:a.overflow},delete a.overflow,b&&$.fullscreen.open(b,a),this};
+}(jQuery);/** vim: et:ts=4:sw=4:sts=4
+ * @license RequireJS 2.3.2 Copyright jQuery Foundation and other contributors.
+ * Released under MIT license, https://github.com/requirejs/requirejs/blob/master/LICENSE
+ */
+var requirejs,require,define;!function(global,setTimeout){var req,s,head,baseElement,dataMain,src,interactiveScript,currentlyAddingScript,mainScript,subPath,version="2.3.2",commentRegExp=/\/\*[\s\S]*?\*\/|([^:"'=]|^)\/\/.*$/gm,cjsRequireRegExp=/[^.]\s*require\s*\(\s*["']([^'"\s]+)["']\s*\)/g,jsSuffixRegExp=/\.js$/,currDirRegExp=/^\.\//,op=Object.prototype,ostring=op.toString,hasOwn=op.hasOwnProperty,isBrowser=!("undefined"==typeof window||"undefined"==typeof navigator||!window.document),isWebWorker=!isBrowser&&"undefined"!=typeof importScripts,readyRegExp=isBrowser&&"PLAYSTATION 3"===navigator.platform?/^complete$/:/^(complete|loaded)$/,defContextName="_",isOpera="undefined"!=typeof opera&&"[object Opera]"===opera.toString(),contexts={},cfg={},globalDefQueue=[],useInteractive=!1;function commentReplace(e,t){return t||""}function isFunction(e){return"[object Function]"===ostring.call(e)}function isArray(e){return"[object Array]"===ostring.call(e)}function each(e,t){var 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executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUICompTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUICompTreeHTMLGenerator=function(_super){__extends(eDwUICompTreeHTMLGenerator,_super);function eDwUICompTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUICompTreeHTMLGenerator.prototype.generateHTMLForTree=function(iConfigNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var childNodes=this.forNodeGetChildren(iConfigNode);if(childNodes.length>0){var childNode=childNodes[0];var classes=this.forNodeHasChildren(childNode)?" edrawings-tree-expanded ":"";var offset=this.computeOffset(iLeftPaddingInPX);generatedHTML+=_super.prototype.generateHTMLForNode.call(this,childNode,offset,classes,iIncludeAllDescendents);generatedHTML+=_super.prototype.generateHTMLForChildNodes.call(this,childNode,false,offset)}return generatedHTML};return eDwUICompTreeHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUICompTreeHTMLGenerator}));define("eDwUIComponentTreePlugin",["require","exports","eDwUICompTreeHTMLGenerator","eDwSelObj","eDwUIUtils","eDwEvents","utils","eDwUIBasePlugin","eDwUIShortcutMenu"],(function(require,exports,eDwUICompTreeHTMLGenerator,eDwSelObj,eDwUIUtils,eDwEvents,utils,eDwUIBasePlugin_1,eDwUIShortcutMenu_1){"use strict";var eDwUIComponentTreePlugin=function(_super){__extends(eDwUIComponentTreePlugin,_super);function eDwUIComponentTreePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-component-tree"};_this=_super.call(this,"ComponentTree",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIComponentTreePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_compPanelID,HTML:"componentpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,!model.isAssembly());eDwUIUtils.setUIGenerator(c_compPanelID,new eDwUICompTreeHTMLGenerator(this.mViewer,c_compPanelID));this.sync(model.getActiveModelView());return[2]}}))}))};eDwUIComponentTreePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_compPanelID)}};eDwUIComponentTreePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.sync(this.mViewer.getModel().getActiveModelView());eDwUIUtils.addPanelModeEvents(c_compPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,c_compPanelID);this.mUIHTMLEventMgr.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var selObjIDHC=eDwUIUtils.getIDHC(eDwUIUtils.getAsJQueryObj(iEvent.target));if(!utils.isNumber(selObjIDHC))return;_this.zoomToFit(_this.mViewer)}));this.mUIHTMLEventMgr.addEventHandler("#component-search-cancel","click",(function(iEvent){$("#edrawings-component-tree-menu "+".edrawings-menu-search-input").val("");eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-search-component-input","keyup",(function(iEvent){eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));eDwUIUtils.addCloseEventHandler(c_compPanelID,this.mUIHTMLEventMgr);this.setAppEvents(true);return true};eDwUIComponentTreePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_compPanelID,"click");this.setAppEvents(false);return true};eDwUIComponentTreePlugin.prototype.onInitFullUI=function(iViewer){this.sync(iViewer.getModel().getActiveModelView())};eDwUIComponentTreePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.sync(iNewModelView)};eDwUIComponentTreePlugin.prototype.onSelect=function(iViewer,iSelObjs){var selFunc=function(iViewer,iSelHierNode){eDwUIUtils.expandSelected(iViewer,iSelHierNode);eDwUIUtils.scrollToTreeNode(iSelHierNode,true)};this.processSelections(iViewer,iSelObjs,selFunc)};eDwUIComponentTreePlugin.prototype.onUnselect=function(iViewer,iSelObjs){var unSelFunc=function(iViewer,iSelHierNode){eDwUIUtils.scrollToTreeNode(iSelHierNode,false)};this.processSelections(iViewer,iSelObjs,unSelFunc)};eDwUIComponentTreePlugin.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIComponentTreePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable);this.addAppObjEvent(eDwEvents.SelectEvent,"onSelect",iEnable);this.addAppObjEvent(eDwEvents.UnselectEvent,"onUnselect",iEnable);this.addAppObjEvent(eDwEvents.NodeAttribChangeEvent,"onNodeAttribChanged",iEnable)};eDwUIComponentTreePlugin.prototype.sync=function(iNewModelView){var listJQ=$(c_compPanelID+" .edrawings-submenu-list");listJQ.empty();var gen=eDwUIUtils.getUIGenerator(c_compPanelID);listJQ.append(gen.generateHTMLForTree(iNewModelView.Hierarchy));eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='item-tree-text']","edrawings-list-selected")};eDwUIComponentTreePlugin.prototype.zoomToFit=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()};eDwUIComponentTreePlugin.prototype.processSelections=function(iViewer,iSelObjsHC,iProcFunc){var model=iViewer.getModel();if(!model.isAssembly())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjsHC_1=iSelObjsHC;_i<iSelObjsHC_1.length;_i++){var selObjHC=iSelObjsHC_1[_i];var selObj=eDwSelObj.extendHCSelObj(selObjHC);var selHierNode=activeModelView.Nodes[selObj.getIDHC()];if(!selHierNode)continue;iProcFunc(iViewer,selHierNode)}};return eDwUIComponentTreePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_compPanelID="#edrawings-component-tree-menu";var c_eventIDSuffix=".edw.tree";return eDwUIComponentTreePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIConfigurationsPlugin",["require","exports","eDwUIModelViewHTMLGenerator","eDwUIUtils","eDwEvents","eDwUIBasePlugin"],(function(require,exports,eDwUIModelViewHTMLGenerator,eDwUIUtils,eDwEvents,eDwUIBasePlugin_1){"use strict";var eDwUIConfigurationsPlugin=function(_super){__extends(eDwUIConfigurationsPlugin,_super);function eDwUIConfigurationsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-configurations"};_this=_super.call(this,"Configurations",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIConfigurationsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_configPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,model.isDrawing()||model.getModelViews().length===1&&model.getActiveModelView().Name==="#-^");eDwUIUtils.setUIGenerator(c_configPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_configPanelID));return[2]}}))}))};eDwUIConfigurationsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_configPanelID)}};eDwUIConfigurationsPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIConfigurationsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIConfigurationsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_configPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var switchModelView=function(iEvent){eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.target));eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tree-text")};this.mUIHTMLEventMgr.addDelegatedEventHandler(c_configPanelID+" .edrawings-root","click",switchModelView);eDwUIUtils.addCloseEventHandler(c_configPanelID,this.mUIHTMLEventMgr);return true};eDwUIConfigurationsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_configPanelID,"click");return true};eDwUIConfigurationsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_configPanelID,"config-tree-text")];case 1:_a.sent();this.updateModelViewLists(this.mViewer.getModel().getActiveModelView());return[2]}}))}))})()};eDwUIConfigurationsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.updateModelViewLists(iNewModelView)};eDwUIConfigurationsPlugin.prototype.updateModelViewLists=function(iModelView){var elements=$(c_configPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");if(iModelView){eDwUIUtils.updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected")}};eDwUIConfigurationsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIConfigurationsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_configPanelID="#edrawings-configurations-menu";var c_eventIDSuffix=".edw.config";return eDwUIConfigurationsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIExplodePlugin",["require","exports","eDwUIBasePlugin","eDwCommandMgr","eDwCompositeCmd","eDwExplodeCmd","eDwUIUtils","eDwEventMgr","eDwEvents","utils"],(function(require,exports,eDwUIBasePlugin_1,eDwCommandMgr,eDwCompositeCmd,eDwExplodeCmd,eDwUIUtils,eDwEventMgr,eDwEvents_1,utils){"use strict";var eDwUIExplodePlugin=function(_super){__extends(eDwUIExplodePlugin,_super);function eDwUIExplodePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-explode"};_this=_super.call(this,"Explode",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIExplodePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_explodePanelID,HTML:"explodepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();eDwUIUtils.hide(this.PluginButtonID,!this.mViewer.getModel().isAssembly());return[2]}}))}))};eDwUIExplodePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_explodePanelID)}};eDwUIExplodePlugin.prototype.destroy=function(){_super.prototype.destroy.call(this);$("#edrawings-button-explode").off("click.edw");var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.off("touchmove.edw");explodeHandle.off("touchstart.edw");explodeHandle.off("touchend.edw");delete this.mExplodeCmd;delete this.mCompositeExplodeCmd};eDwUIExplodePlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIExplodePlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIExplodePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_explodePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));this.mCompositeExplodeCmd=new eDwCompositeCmd(this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(this.mCompositeExplodeCmd);this.mCompositeExplodeCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.undoSubCmds();this.mViewer.setExplosionLevel(ioCmd.InitialState);return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.redoSubCmds();this.mViewer.setExplosionLevel(ioCmd.FinalState);return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){delete ioCmd.FinalState;delete ioCmd.InitialState;return[2]}))}))}});var viewer=this.mViewer;var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("option")}catch(iException){explodeSlider.slider({orientation:"vertical",range:"min",min:0,max:10,step:.1,value:viewer.getExplosionLevel(),slide:function(iEvent,iSliderParams){var val=iSliderParams.value;if(utils.isNumber(val))_this.mExplodeCmd.setLevel(val)},start:function(iEvent,iUI){_this.start(cmdMgr)},stop:function(iEvent,iUI){_this.stop(cmdMgr)}});$("#edrawings-explode-up").on("click.edw",(function(){_this.setLevel(cmdMgr,10)}));$("#edrawings-explode-down").on("click.edw",(function(){_this.setLevel(cmdMgr,0)}));var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.on("touchmove.edw",(function(iEvent){var touchEvent=iEvent.originalEvent;if(!(touchEvent instanceof TouchEvent))return;var xPos=touchEvent.touches[0].clientX;var total=explodeSlider.width();var val=10*(xPos-60)/total;val=val>1?1:val;val=val<0?0:val;explodeSlider.slider("value",val);_this.mExplodeCmd.setLevel(val)}));explodeHandle.on("touchstart.edw",(function(iEvent){_this.start(cmdMgr)}));explodeHandle.on("touchend.edw",(function(iEvent){_this.stop(cmdMgr)}))}return true};eDwUIExplodePlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeExplodeCmd,"commit")];case 1:_a.sent();delete this.mCompositeExplodeCmd;return[2]}}))}))})();return true};eDwUIExplodePlugin.prototype.onExplodeLevelChange=function(iViewer){var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("value",iViewer.getExplosionLevel())}catch(iException){}};eDwUIExplodePlugin.prototype.onResetScene=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.ExplodeLevelChangeEvent)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.start=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mExplodeCmd=new eDwExplodeCmd(this.mViewer);return[4,ioCmdMgr.add(this.mExplodeCmd)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.stop=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmdMgr.remove(this.mExplodeCmd,"commit")];case 1:_a.sent();delete this.mExplodeCmd;return[2]}}))}))})()};eDwUIExplodePlugin.prototype.setLevel=function(ioCmdMgr,iLevel){this.start(ioCmdMgr);this.mExplodeCmd.setLevel(iLevel);this.stop(ioCmdMgr)};eDwUIExplodePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents_1.ResetSceneEvent,"onResetScene",iEnable);this.addAppObjEvent(eDwEvents_1.ExplodeLevelChangeEvent,"onExplodeLevelChange",iEnable)};return eDwUIExplodePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_explodePanelID="#edrawings-explode-menu";var c_eventIDSuffix=".edw.explode";return eDwUIExplodePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIModelViewTabHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUIModelViewTabHTMLGenerator=function(_super){__extends(eDwUIModelViewTabHTMLGenerator,_super);function eDwUIModelViewTabHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewTabHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_1,modelView,modelViewNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];modelViewNode=modelView.Hierarchy;generatedHTML+="<div class='edrawings-config-tab' "+"configname='"+modelView.Name+"'>"+"<span class='config-tab-text' "+this.forNodeGetDataAttributes(modelViewNode)+">"+modelView.Name+"</span></div>"}return[2,generatedHTML]}))}))};eDwUIModelViewTabHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUIModelViewTabHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIModelViewTabHTMLGenerator}));define("eDwUIModelViewTabsPlugin",["require","exports","eDwUIBasePlugin","eDwUIModelViewHTMLGenerator","eDwUIModelViewTabHTMLGenerator","eDwUIUtils","eDwEvents"],(function(require,exports,eDwUIBasePlugin_1,eDwUIModelViewHTMLGenerator,eDwUIModelViewTabHTMLGenerator,eDwUIUtils,eDwEvents){"use strict";var eDwUIModelViewTabsPlugin=function(_super){__extends(eDwUIModelViewTabsPlugin,_super);function eDwUIModelViewTabsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-confignav"};_this=_super.call(this,"ModelViewTabs",iViewer,buttonInfo,iViewerFeatOpts)||this;return _this}eDwUIModelViewTabsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_modelViewTabPanelID,HTML:"modelviewtabspanel.html"},{ID:c_modelViewTabNavPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();if(!this.mViewer)return[2];eDwUIUtils.hide(c_modelViewTabPanelID,!this.shouldShowTabs());eDwUIUtils.hide(c_modelViewTabNavPanelID+".edrawings-menu-title",true);eDwUIUtils.setUIGenerator(c_modelViewTabNavPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_modelViewTabPanelID));eDwUIUtils.setUIGenerator(c_modelViewTabListID,new eDwUIModelViewTabHTMLGenerator(this.mViewer,c_modelViewTabListID));return[2]}}))}))};eDwUIModelViewTabsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_modelViewTabNavPanelID)}};eDwUIModelViewTabsPlugin.prototype.addEventHandlers=function(){var _this=this;_super.prototype.addEventHandlers.call(this);this.mUIHTMLEventMgr.addEventHandler("window","resize",(function(iEvent){_this.adjustTabs()}));$(document).on("click.mvtedw",c_modelViewTabPanelID+" .edrawings-config-tab",(function(iEvent){var target=eDwUIUtils.getTarget($(iEvent.target));if(target.hasClass("active-modelview")){return}eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tab-text")}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(-l_determineIncrement(contentJQ),0,contentJQ,$("#edrawings-config-bar"))}}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(l_determineIncrement(contentJQ,false),0,contentJQ,$("#edrawings-config-bar"))}}));eDwUIUtils.enableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list","#edrawings-config-bar");this.setAppEvents(true)};eDwUIModelViewTabsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);$(document).off("click.mvtedw");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list");this.setAppEvents(false)};eDwUIModelViewTabsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_modelViewTabNavPanelID,c_eventIDSuffix);$(document).on("click.mvtedw",c_modelViewTabNavPanelID+" .edrawings-submenu-list-item",(function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-nav-text")}));return true};eDwUIModelViewTabsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);return true};eDwUIModelViewTabsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var modelViewTabs,genericGen,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:modelViewTabs=$(c_modelViewTabListID);modelViewTabs.empty();genericGen=eDwUIUtils.getUIGenerator(c_modelViewTabListID);gen=genericGen;_b=(_a=modelViewTabs).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_modelViewTabNavPanelID,"config-nav-text")];case 2:_c.sent();this.setActiveModelView(iViewer.getModel().getActiveModelView());this.adjustTabs();return[2]}}))}))})()};eDwUIModelViewTabsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){$("[class~='edrawings-config-tab']").removeClass("active-modelview");var elements=$(c_modelViewTabNavPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");this.setActiveModelView(iViewer.getModel().getActiveModelView());l_adjustTabs()};eDwUIModelViewTabsPlugin.prototype.onDone=function(iViewer){$(c_modelViewTabListID).empty()};eDwUIModelViewTabsPlugin.prototype.adjustTabs=function(){eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu");if(this.shouldShowTabs()){var configTabBar=$(c_modelViewTabPanelID);var configTabList=$(c_modelViewTabListID);if(configTabList[0].scrollWidth-configTabBar.width()>1){configTabList.removeClass("edrawings-fullwidth").addClass("edrawings-compressed");configTabBar.addClass("edrawings-compressed-tab-list")}else{configTabList.removeClass("edrawings-compressed").addClass("edrawings-fullwidth");configTabBar.removeClass("edrawings-compressed-tab-list")}l_adjustTabs()}};eDwUIModelViewTabsPlugin.prototype.setActiveModelView=function(iNewModelView){eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-tab-text']","active-modelview");eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-nav-text']","edrawings-list-selected")};eDwUIModelViewTabsPlugin.prototype.shouldShowTabs=function(){return this.mViewer?this.mViewer.getModel().getModelViews().length>1:false};eDwUIModelViewTabsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.DoneEvent,"onDone",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIModelViewTabsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_modelViewTabPanelID="#edrawings-config-bar";var c_modelViewTabNavPanelID="#edrawings-config-navigation";var c_modelViewTabListID="#edrawings-config-tab-list";var c_eventIDSuffix=".edw.config.navigation";function l_adjustTabs(){var bottomBarJQ=$("#edrawings-config-bar.bottom-bar");var configTablistJQ=bottomBarJQ.find("#edrawings-config-tab-list");if(configTablistJQ.hasClass("edrawings-compressed")){var leftButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(configTablistJQ[0].scrollLeft===0){leftButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-left")}else{leftButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-left")}if(configTablistJQ[0].scrollWidth-configTablistJQ[0].scrollLeft<=configTablistJQ.children(":last-child").width()){rightButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-right")}else{rightButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-right")}eDwUIUtils.scrollToTarget(configTablistJQ.find(".edrawings-config-tab.active-modelview"))}}function l_determineIncrement(iContentJQ,iUseFirstVisible){if(iUseFirstVisible===void 0){iUseFirstVisible=true}var children=iContentJQ.children();var result=children.length>0?children[0].offsetWidth:0;if(iUseFirstVisible){if(iContentJQ[0].scrollLeft>0){var sumOfWidth=0;for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=iContentJQ[0].scrollLeft){result=children[i].offsetWidth-(sumOfWidth-iContentJQ[0].scrollLeft);result+=i>0?children[i-1].offsetWidth:0;break}}}}else{var sumOfWidth=0;var contentScrollRight=iContentJQ[0].scrollLeft+iContentJQ.width();for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=contentScrollRight){result=sumOfWidth-contentScrollRight;result+=i+1<children.length?children[i+1].offsetWidth:0;break}}}return result}return eDwUIModelViewTabsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();define("eDwCompXformMgr",["require","exports","eDwMoveOperator","eDwEventMgr","eDwCommandMgr","eDwCompositeCmd","eDwEvents","utils"],(function(require,exports,eDwMoveOperator,eDwEventMgr,eDwCommandMgr,eDwCompositeCmd,eDwEvents_1,Utils){"use strict";var eDwCompXformMgr=function(){function eDwCompXformMgr(iViewer){this.mViewer=iViewer;this.mMoveOp=new eDwMoveOperator(iViewer,iViewer.SelectionMgr);iViewer.OperatorMgr.registerCustomOperator(this.mMoveOp);var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mOrigModelXforms={};this.mChangedModelXforms={}}eDwCompXformMgr.prototype.unregister=function(){eDwEventMgr.get().removeEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMoveOp.OperatorID)};eDwCompXformMgr.prototype.activateMoveOp=function(){var _this=this;if(!this.mMoveOp)return null;this.mCompositeMoveCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeMoveCmd);this.mCompositeMoveCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=true;return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.undoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.InitialState);return[2,true]}}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.redoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.FinalState);return[2,true]}}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=false;return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=ioCmd.InitialState=undefined;return[2]}))}))}});var ret=this.mViewer.OperatorMgr.push(this.mMoveOp.OperatorID);return ret?this.mMoveOp:null};eDwCompXformMgr.prototype.deactivateMoveOp=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeMoveCmd,"commit")];case 1:_a.sent();this.mCompositeMoveCmd=null;return[2,this.mViewer.OperatorMgr.pop()]}}))}))};eDwCompXformMgr.prototype.getModelNodeXform=function(iID){return this.mOrigModelXforms?this.mOrigModelXforms[iID]:null};eDwCompXformMgr.prototype.resetModelNodeXforms=function(iRestoreOrigs){var _this=this;if(iRestoreOrigs===void 0){iRestoreOrigs=true}var modelHC=this.mViewer.getModel().getHCModel();var modelXforms=iRestoreOrigs?this.mOrigModelXforms:this.mChangedModelXforms;Utils.forAll((function(iCompNodeID,iCompXform){if(!_this.mChangedModelXforms[iCompNodeID]){_this.mChangedModelXforms[iCompNodeID]=modelHC.getNodeMatrix(iCompNodeID).copy()}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,modelHC.setNodeMatrix(iCompNodeID,iCompXform.copy())];case 1:_a.sent();return[2]}}))}))})()}),modelXforms)};eDwCompXformMgr.prototype.onModelXformChangeStart=function(iModelNodeID,iModelXform){if(!this.mOrigModelXforms)this.mOrigModelXforms={};if(!this.mOrigModelXforms[iModelNodeID]){this.mOrigModelXforms[iModelNodeID]=iModelXform}};return eDwCompXformMgr}();var c_eventCallbackName="onModelXformChangeStart";return eDwCompXformMgr}));define("eDwMoveComponentCmd",["require","exports","eDwSupportsHistoryCmd","utils"],(function(require,exports,eDwSupportsHistoryCmd,Utils){"use strict";var eDwMoveComponentCmd=function(_super){__extends(eDwMoveComponentCmd,_super);function eDwMoveComponentCmd(iViewer,iComponentData){var _this=_super.call(this,iViewer)||this;_this.mInitialComponentXforms=_this.assignModelXforms(iComponentData);return _this}eDwMoveComponentCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mInitialComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mFinalComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.setModelXforms(this.mFinalComponentXforms);return[2]}}))}))};Object.defineProperty(eDwMoveComponentCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwMoveComponentCmd.prototype.setFinalComponentXforms=function(iComponentData){this.mFinalComponentXforms=this.assignModelXforms(iComponentData)};eDwMoveComponentCmd.prototype.setModelXforms=function(iComponentXforms){if(!iComponentXforms)return;var modelHC=this.mViewer.getModel().getHCModel();for(var _i=0,iComponentXforms_1=iComponentXforms;_i<iComponentXforms_1.length;_i++){var compXform=iComponentXforms_1[_i];modelHC.setNodeMatrix(compXform.NodeID,compXform.Xform.copy())}};eDwMoveComponentCmd.prototype.assignModelXforms=function(iComponentData){var componentXforms=[];if(!iComponentData)return componentXforms;Utils.forAll((function(iCompNodeID,iCompData){componentXforms.push({NodeID:iCompNodeID,Xform:iCompData.Xform.copy()})}),iComponentData);return componentXforms};return eDwMoveComponentCmd}(eDwSupportsHistoryCmd);return eDwMoveComponentCmd}));define("eDwMoveOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwCommandMgr","eDwMoveComponentCmd","eDwTypes","eDwEvents","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwCommandMgr,eDwMoveComponentCmd,eDwTypes_1,eDwEvents_2,eDwGeomUtils,utils){"use strict";var eDwMoveOperator=function(_super){__extends(eDwMoveOperator,_super);function eDwMoveOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCompDataLocal=null;_this.mLastMousePt=null;_this.mSelectionEvent=null;_this.mMoveComponentCmd=null;return _this}eDwMoveOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();return[2]}}))}))};eDwMoveOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();this.mLastDragPt=null;return[2]}}))}))};eDwMoveOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var eventMgr,newlySelObj,selObjIDs;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);eventMgr=eDwEventMgr.get();if(!(this.ActiveMouseButton==="left"||this.ActiveMouseButton==="right"))return[3,3];if(this.mCompDataLocal){console.warn("Component transform already exists")}return[4,eDwBaseSelOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 2:newlySelObj=_a.sent();if(!newlySelObj||!ioMouseEvent.controlDown()){this.mSelMgr.unSelectAllObjects()}if(!newlySelObj)return[2];ioMouseEvent.setHandled(true);this.mSelMgr.append(newlySelObj);if(this.DragPt)console.warn("Still have last drag point");this.DragPt=this.mFirstPt;this.mLastDragPt=this.mFirstPt;this.mLastMousePt=ioMouseEvent.getPosition();this.mCompDataLocal={};selObjIDs=this.mSelMgr.getSelectableIDsHC();selObjIDs.forEach((function(iSelObjID){var model=_this.Viewer.getModel();var modelHC=model.getHCModel();var modelXform=modelHC.getNodeMatrix(iSelObjID);if(!_this.mCompDataLocal[iSelObjID]){_this.mCompDataLocal[iSelObjID]={Xform:null,Bbox:null}}_this.mCompDataLocal[iSelObjID].Xform=modelXform;(function(){return __awaiter(_this,void 0,void 0,(function(){var bboxHC,worldXformHC,invWorldXformHC,localBBoxHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_2.ModelXformChangeStartEvent,iSelObjID,modelXform.copy())];case 1:_a.sent();return[4,model.getBoundingBoxOfIDsHC([iSelObjID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];worldXformHC=modelHC.getNodeNetMatrix(iSelObjID);invWorldXformHC=eDwTypes_1.HC.Matrix.inverse(worldXformHC);localBBoxHC=bboxHC.copy();transformBox(invWorldXformHC,localBBoxHC);this.mCompDataLocal[iSelObjID].Bbox=localBBoxHC;return[2]}}))}))})()}));this.mMoveComponentCmd=new eDwMoveComponentCmd(this.Viewer,this.mCompDataLocal);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().add(this.mMoveComponentCmd)];case 1:_a.sent();return[2]}}))}))})();_a.label=3;case 3:return[2]}}))}))};eDwMoveOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var mousePt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);if(utils.isNaN(this.mSelMgr.getLastSelIDHC()))return[2];if(!this.CurrInputInfo)return[2];mousePt=ioMouseEvent.getPosition();switch(this.ActiveMouseButton){case"left":{dragVec=eDwTypes_1.HC.Point3.subtract(this.DragPt,this.mLastDragPt);ioMouseEvent.setHandled(this.dragFree(dragVec));break}case"right":{deltaPt=this.mLastMousePt.subtract(mousePt).scale(-1);ioMouseEvent.setHandled(this.dragOrbit(deltaPt));break}default:break}this.mLastDragPt=this.DragPt;this.mLastMousePt=mousePt;return[2]}}))}))};eDwMoveOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(!(ioMouseEvent&&this.mMoveComponentCmd))return[3,3];this.mMoveComponentCmd.setFinalComponentXforms(this.mCompDataLocal);return[4,eDwCommandMgr.get().remove(this.mMoveComponentCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:ioMouseEvent.setHandled(false);this.mCompDataLocal=null;this.mLastDragPt=null;this.mMoveComponentCmd=null;return[2]}}))}))};eDwMoveOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var selIDHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);if(this.mSelectionEvent){this.addTouch(ioTouchEvent);ioTouchEvent.setHandled(true);return[2]}return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.CurrInputInfo=null;selIDHC=this.mSelMgr.getLastSelIDHC();if(utils.isNumber(selIDHC)){this.mSelectionEvent={TouchEvent:ioTouchEvent,SelObjIDHC:selIDHC}}return[2]}}))}))};eDwMoveOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var lastTouchInfo,origTouchEvent,curDragPt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];lastTouchInfo=$.extend({},this.getTouchById(ioTouchEvent.getId()));return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent.getHandled())return[2];if(this.CurrTouches.length>2||!this.mSelectionEvent){ioTouchEvent.setHandled(false);return[2]}origTouchEvent=this.mSelectionEvent.TouchEvent;if(ioTouchEvent.getId()===origTouchEvent.getId()){curDragPt=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());dragVec=eDwTypes_1.HC.Point3.subtract(curDragPt,lastTouchInfo.DragPt);this.dragFree(dragVec)}else{deltaPt=eDwTypes_1.HC.Point2.subtract(ioTouchEvent.getPosition(),lastTouchInfo.Pos);this.dragOrbit(deltaPt)}ioTouchEvent.setHandled(true);return[2]}}))}))};eDwMoveOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());if(!(this.mSelectionEvent&&ioTouchEvent.getId()===this.mSelectionEvent.TouchEvent.getId()))return[3,2];return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();this.mSelectionEvent=null;_a.label=2;case 2:return[2]}}))}))};eDwMoveOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_1.HC.EventType.MouseDown||iEventType===eDwTypes_1.HC.EventType.TouchStart};eDwMoveOperator.prototype.dragFree=function(vec){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var modelHC=this.Viewer.getModel().getHCModel();var transMat=new eDwTypes_1.HC.Matrix;transMat.setTranslationComponent(vec.x,vec.y,vec.z);utils.forAll((function(iModelNodeID,ioNodeData){ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,transMat);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};eDwMoveOperator.prototype.dragOrbit=function(deltaScrPt){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var view=this.Viewer.getHCView();var model=this.Viewer.getModel();var modelHC=model.getHCModel();var camera=view.getCamera();var projVec=eDwTypes_1.HC.Point3.subtract(camera.getTarget(),camera.getPosition()).normalize();var upVec=camera.getUp().copy().normalize();var dirVec=eDwTypes_1.HC.Point3.cross(upVec,projVec).normalize();utils.forAll((function(iModelNodeID,ioNodeData){if(!ioNodeData.Bbox)return;var xformedCenter=new eDwTypes_1.HC.Point3(0,0,0);ioNodeData.Xform.transform(ioNodeData.Bbox.center(),xformedCenter);var transMat=new eDwTypes_1.HC.Matrix;var revTransMat=new eDwTypes_1.HC.Matrix;revTransMat.setTranslationComponent(-xformedCenter.x,-xformedCenter.y,-xformedCenter.z);transMat.setTranslationComponent(xformedCenter.x,xformedCenter.y,xformedCenter.z);var upAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(upVec,deltaScrPt.x);var dirAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(dirVec,-deltaScrPt.y);var rotMatrix=eDwTypes_1.HC.Matrix.multiply(revTransMat,upAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,dirAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,transMat);ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,rotMatrix);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};return eDwMoveOperator}(eDwBaseSelOperator);function transformBox(iXform,ioBox){iXform.transform(ioBox.min,ioBox.min);iXform.transform(ioBox.max,ioBox.max)}return eDwMoveOperator}));define("eDwUIMoveComponentPlugin",["require","exports","eDwUIBasePlugin","eDwCompXformMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIBasePlugin_1,eDwCompXformMgr,eDwEvents_3,eDwUIUtils){"use strict";var eDwUIMoveComponentPlugin=function(_super){__extends(eDwUIMoveComponentPlugin,_super);function eDwUIMoveComponentPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-move"};_this=_super.call(this,"MoveComponent",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();_this.mCompXformMgr=new eDwCompXformMgr(iViewer);var model=iViewer.getModel();eDwUIUtils.hide(_this.PluginButtonID,!model.isAssembly());return _this}eDwUIMoveComponentPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.init.call(this)];case 1:_a.sent();return[2]}}))}))};eDwUIMoveComponentPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,null)}};eDwUIMoveComponentPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",true)};eDwUIMoveComponentPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",false)};eDwUIMoveComponentPlugin.prototype.onActivate=function(iButtonJQ){if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.mCompXformMgr.activateMoveOp();$("#edrawings-canvas")[0].style.cursor="pointer";return true};eDwUIMoveComponentPlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mCompXformMgr.deactivateMoveOp()];case 1:_a.sent();return[2]}}))}))})();$("#edrawings-canvas")[0].style.cursor="default";return true};eDwUIMoveComponentPlugin.prototype.onResetScene=function(iDoReset){this.mCompXformMgr.resetModelNodeXforms(iDoReset)};return eDwUIMoveComponentPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIMoveComponentPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwMeasureEntities",["require","exports","eDwEventMgr","eDwSelObj","eDwTypes","eDwGeomUtils","utils","eDwMeasureEvents"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwTypes_1,eDwGeomUtils,utils,eDwMeasureEvents_1){"use strict";var eDwMeasureEntities=function(_super){__extends(eDwMeasureEntities,_super);function eDwMeasureEntities(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("global-katbot-pro",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+</script>
+</body>
+</html>
diff --git a/injection/katbot-pro-mega-beta/cad/laser/102_BarrelInsulationCap_x2_1mm_INOX.DXF b/injection/katbot-pro-mega-beta/cad/laser/102_BarrelInsulationCap_x2_1mm_INOX.DXF
new file mode 100644
index 000000000..f9141dcea
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/cad/laser/102_BarrelInsulation_x2_1mm_INOX.DXF b/injection/katbot-pro-mega-beta/cad/laser/102_BarrelInsulation_x2_1mm_INOX.DXF
new file mode 100644
index 000000000..576a5e8d4
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/cad/laser/102_BarrelInsulation_x2_1mm_INOX.DXF
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diff --git a/injection/katbot-pro-mega-beta/cad/laser/200_Brackets_x2_8mm_INOX.DXF b/injection/katbot-pro-mega-beta/cad/laser/200_Brackets_x2_8mm_INOX.DXF
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index 000000000..08c3f7cbd
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diff --git a/injection/katbot-pro-mega-beta/cad/laser/401_BarrelMount_x1_8mm_FERRO.DXF b/injection/katbot-pro-mega-beta/cad/laser/401_BarrelMount_x1_8mm_FERRO.DXF
new file mode 100644
index 000000000..a80fdc2f5
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/cad/laser/403_MountPlate_x2_5mm_INOX.DXF b/injection/katbot-pro-mega-beta/cad/laser/403_MountPlate_x2_5mm_INOX.DXF
new file mode 100644
index 000000000..3c57a5a9c
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/cad/laser/701_HopperM_x1_1mm_INOX.DXF b/injection/katbot-pro-mega-beta/cad/laser/701_HopperM_x1_1mm_INOX.DXF
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diff --git a/injection/katbot-pro-mega-beta/cad/laser/701_Hopper_x1_1mm_INOX.DXF b/injection/katbot-pro-mega-beta/cad/laser/701_Hopper_x1_1mm_INOX.DXF
new file mode 100644
index 000000000..0b9acd13d
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/config.json b/injection/katbot-pro-mega-beta/config.json
new file mode 100644
index 000000000..c523d58ea
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/config.json
@@ -0,0 +1,28 @@
+{
+  "slug": "katbot-pro",
+  "name": "Katbot-Pro",
+  "category": "injection",
+  "code": "kb-pro",
+  "version": "0.5",
+  "price": 1600,
+  "opensource": true,
+  "bestseller": false,
+  "showParts": false,
+  "showDimensions": true,
+  "Preview3D": true,
+  "status": "development",
+  "cscartId": 63,
+  "shipping_eu": "100 Euro",
+  "shipping_oversee": "350 Euro",
+  "hasSpec": false,
+  "_forumCategory": 50,
+  "authors": [
+    {
+      "name": "PlasticHub S.L.",
+      "url": "${author_link}"
+    }
+  ],
+  "forumTopicId": 10104,
+  "forumPostId": 27477,
+  "forumPostHash": "e139c14d19e459bbe8a125d698167e70"
+}
\ No newline at end of file
diff --git a/injection/katbot-pro-mega-beta/config.yaml b/injection/katbot-pro-mega-beta/config.yaml
new file mode 100644
index 000000000..2f036f5f9
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/config.yaml
@@ -0,0 +1,19 @@
+tags :
+ - v3
+ - injection
+categories:
+  - Injection
+  - Machines
+alternatives: 
+  - injector
+  - elena-xmax
+  - lever
+  - lever-laser-cut
+tabs:
+  - build: false
+product_id: katbot
+preview: ${product_preview}
+buy: "mailto:sales@plastic-hub.com?subject=Inquiry%20-%20${slug}"
+teaser: "Our all time classic injection , perfect for starters and experiments."
+products: true
+overview_drawing: true
\ No newline at end of file
diff --git a/injection/katbot-pro-mega-beta/drawings/dimensions.SLDDRW b/injection/katbot-pro-mega-beta/drawings/dimensions.SLDDRW
new file mode 100644
index 0000000000000000000000000000000000000000..1d0b05be48a41eb253817414768fb8063ff1ed5e
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diff --git a/injection/katbot-pro-mega-beta/laser/en/350_Shields/-380/Stainless/1mm/kb-pro-361_ShieldCap_x2.DXF b/injection/katbot-pro-mega-beta/laser/en/350_Shields/-380/Stainless/1mm/kb-pro-361_ShieldCap_x2.DXF
new file mode 100644
index 000000000..83367dfc2
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diff --git a/injection/katbot-pro-mega-beta/laser/en/350_Shields/-380/Stainless/1mm/kb-pro-362_ShieldSeg_x2.DXF b/injection/katbot-pro-mega-beta/laser/en/350_Shields/-380/Stainless/1mm/kb-pro-362_ShieldSeg_x2.DXF
new file mode 100644
index 000000000..27b341bec
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/en/350_Shields/-380/Stainless/1mm/kb-pro-362_ShieldSeg_x2.DXF
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-102_BarrelInsulationCap_x2.DXF b/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-102_BarrelInsulationCap_x2.DXF
new file mode 100644
index 000000000..f9141dcea
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-102_BarrelInsulation_x2.DXF b/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-102_BarrelInsulation_x2.DXF
new file mode 100644
index 000000000..576a5e8d4
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-102_BarrelInsulation_x2.DXF
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-520_Belt_x2.DXF b/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-520_Belt_x2.DXF
new file mode 100644
index 000000000..031cd9f28
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-540_MiddlePlate_x2.DXF b/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-540_MiddlePlate_x2.DXF
new file mode 100644
index 000000000..044b4f519
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-701_HopperM_x1.DXF b/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-701_HopperM_x1.DXF
new file mode 100644
index 000000000..459bc9e6a
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-701_Hopper_x1.DXF b/injection/katbot-pro-mega-beta/laser/en/Stainless/1mm/kb-pro-701_Hopper_x1.DXF
new file mode 100644
index 000000000..0b9acd13d
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Stainless/5mm/kb-pro-403_MountPlate_x2.DXF b/injection/katbot-pro-mega-beta/laser/en/Stainless/5mm/kb-pro-403_MountPlate_x2.DXF
new file mode 100644
index 000000000..3c57a5a9c
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Stainless/8mm/kb-pro-200_Brackets_x2.DXF b/injection/katbot-pro-mega-beta/laser/en/Stainless/8mm/kb-pro-200_Brackets_x2.DXF
new file mode 100644
index 000000000..08c3f7cbd
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/en/Steel/8mm/kb-pro-401_BarrelMount_x1.DXF b/injection/katbot-pro-mega-beta/laser/en/Steel/8mm/kb-pro-401_BarrelMount_x1.DXF
new file mode 100644
index 000000000..a80fdc2f5
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/en/Steel/8mm/kb-pro-401_BarrelMount_x1.DXF
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diff --git a/injection/katbot-pro-mega-beta/laser/es/350_Shields/-380/INOX/1mm/kb-pro-361_ShieldCap_x2.DXF b/injection/katbot-pro-mega-beta/laser/es/350_Shields/-380/INOX/1mm/kb-pro-361_ShieldCap_x2.DXF
new file mode 100644
index 000000000..83367dfc2
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/es/350_Shields/-380/INOX/1mm/kb-pro-361_ShieldCap_x2.DXF
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diff --git a/injection/katbot-pro-mega-beta/laser/es/350_Shields/-380/INOX/1mm/kb-pro-362_ShieldSeg_x2.DXF b/injection/katbot-pro-mega-beta/laser/es/350_Shields/-380/INOX/1mm/kb-pro-362_ShieldSeg_x2.DXF
new file mode 100644
index 000000000..27b341bec
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/es/350_Shields/-380/INOX/1mm/kb-pro-362_ShieldSeg_x2.DXF
@@ -0,0 +1,6014 @@
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diff --git a/injection/katbot-pro-mega-beta/laser/es/FERRO/8mm/kb-pro-401_BarrelMount_x1.DXF b/injection/katbot-pro-mega-beta/laser/es/FERRO/8mm/kb-pro-401_BarrelMount_x1.DXF
new file mode 100644
index 000000000..a80fdc2f5
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/es/FERRO/8mm/kb-pro-401_BarrelMount_x1.DXF
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diff --git a/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-102_BarrelInsulationCap_x2.DXF b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-102_BarrelInsulationCap_x2.DXF
new file mode 100644
index 000000000..f9141dcea
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-102_BarrelInsulationCap_x2.DXF
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diff --git a/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-102_BarrelInsulation_x2.DXF b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-102_BarrelInsulation_x2.DXF
new file mode 100644
index 000000000..576a5e8d4
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-520_Belt_x2.DXF b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-520_Belt_x2.DXF
new file mode 100644
index 000000000..031cd9f28
--- /dev/null
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diff --git a/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-540_MiddlePlate_x2.DXF b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-540_MiddlePlate_x2.DXF
new file mode 100644
index 000000000..044b4f519
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-540_MiddlePlate_x2.DXF
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diff --git a/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-701_HopperM_x1.DXF b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-701_HopperM_x1.DXF
new file mode 100644
index 000000000..459bc9e6a
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-701_HopperM_x1.DXF
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diff --git a/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-701_Hopper_x1.DXF b/injection/katbot-pro-mega-beta/laser/es/INOX/1mm/kb-pro-701_Hopper_x1.DXF
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index 000000000..0b9acd13d
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diff --git a/injection/katbot-pro-mega-beta/laser/es/INOX/5mm/kb-pro-403_MountPlate_x2.DXF b/injection/katbot-pro-mega-beta/laser/es/INOX/5mm/kb-pro-403_MountPlate_x2.DXF
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index 000000000..3c57a5a9c
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diff --git a/injection/katbot-pro-mega-beta/laser/es/INOX/8mm/kb-pro-200_Brackets_x2.DXF b/injection/katbot-pro-mega-beta/laser/es/INOX/8mm/kb-pro-200_Brackets_x2.DXF
new file mode 100644
index 000000000..08c3f7cbd
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/laser/es/INOX/8mm/kb-pro-200_Brackets_x2.DXF
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diff --git a/injection/katbot-pro-mega-beta/readme.md b/injection/katbot-pro-mega-beta/readme.md
new file mode 100644
index 000000000..3c98751f6
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/readme.md
@@ -0,0 +1,40 @@
+## Rack and Gear - Professional
+
+https://leantechnik.com/us/leansl/
+
+## Gears
+
+- [EBay - Mod2.5 - 19-20T](https://www.ebay.es/itm/292528962426?var=591354690194)
+
+### Other sources
+
+https://rodavigo.net/es/p/engranaje-cilindrico-modulo-25-z-25/196CR2525
+
+https://www.elesa.com/es/elesab2bstoreus/Elementos-para-maquinaria--Engranajes-rectos--ZCL-25-K
+
+https://www.elesa-ganter.es/es/esp/Elementos-para-maquinaria--Engranajes-rectos--ZCL-25-K
+
+## Springs
+
+- [ID-8 | OD-16 | L-109 - Norolem](https://norelem.es/es/Vista-general-de-productos/Sistemas-y-componentes-para-la-construcci%C3%B3n-de-plantas-y-m%C3%A1quinas/26000/Muelles-de-compresi%C3%B3n/Muelles-de-compresi%C3%B3n-roscados-ISO-10243-carga-ligera/p/agid.20047)
+
+
+- [Parametric Spring - CAD](https://grabcad.com/library/the-parametric-spring-for-solidworks-1)
+
+
+## Spring loaded Lock Lever
+
+https://norelem.es/es/Vista-general-de-productos/Sistema-flexible-de-piezas-est%C3%A1ndar/03000/Pasadores-de-bloqueo-pestillos-de-cierre/Pasadores-de-bloqueo-de-acero-inoxidable/Pasador-de-bloqueo-de-acero-inoxidable-forma-B/p/agid.11358?text=&opened=&searchCase=&selectedfacetFilter=%3A%3AMM5_003%3A6%3AMM7_005%3A25%3AMM23_008%3AM10&cad=active
+
+## Bushing
+
+https://www.123rodamiento.es/accesorios-BNZF25-35-45-5-45
+
+## Fumes
+
+- [Dr. Mad Thrust - 2100W](https://www.ebay.es/itm/234245884354?var=0&mkevt=1&mkcid=1&mkrid=1185-53479-19255-0&campid=5338343597&toolid=10001&customid=eb%3Ag%3Avms%3Aeb%3Ap%3A234245884354%3BCj0KCQjw37iTBhCWARIsACBt1IxE-tKvqsj5pGZVuhcd_maWTeD0n8BWo1AHCmyvJQnZmklBqWxLsJsaAos3EALw_wcB&gclid=Cj0KCQjw37iTBhCWARIsACBt1IxE-tKvqsj5pGZVuhcd_maWTeD0n8BWo1AHCmyvJQnZmklBqWxLsJsaAos3EALw_wcB)
+
+
+### Rack
+
+[22425-025150X1000 - Norelem.es](https://norelem.es/es/Vista-general-de-productos/Sistemas-y-componentes-para-la-construcci%C3%B3n-de-plantas-y-m%C3%A1quinas/22000/Ruedas-dentadas-cil%C3%ADndricas-cremalleras-/Cremalleras-redondas-de-acero-Dentado-fresado-dentado-recto-%C3%A1ngulo-de-presi%C3%B3n-de-20%C2%B0/Cremallera-recto-acero-acabado-natural/p/22425-025150X1000)
\ No newline at end of file
diff --git a/injection/katbot-pro-mega-beta/renderings/perspective-vintage-deluxe.jpg b/injection/katbot-pro-mega-beta/renderings/perspective-vintage-deluxe.jpg
new file mode 100644
index 000000000..ecf69b149
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/renderings/perspective-vintage-deluxe.jpg
@@ -0,0 +1,3 @@
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+oid sha256:580dea5c1791a9db76e6c90b39c7f03e04e6d5fc51a185991a404a955130e311
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diff --git a/injection/katbot-pro-mega-beta/renderings/perspective.jpg b/injection/katbot-pro-mega-beta/renderings/perspective.jpg
new file mode 100644
index 000000000..ecf69b149
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/renderings/perspective.jpg
@@ -0,0 +1,3 @@
+version https://git-lfs.github.com/spec/v1
+oid sha256:580dea5c1791a9db76e6c90b39c7f03e04e6d5fc51a185991a404a955130e311
+size 454814
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new file mode 100644
index 000000000..a341a6db3
--- /dev/null
+++ b/injection/katbot-pro-mega-beta/resources/edrawings.html
@@ -0,0 +1,8367 @@
+<!DOCTYPE html>
+<html lang="en">
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+
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+
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+
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+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-tool-bar.edrawings-out-of-view {
+    left: -10000px;
+}
+
+.edrawings-bottom-centered-icons {
+    display: block; /* inline-block; */
+    position: relative;
+
+    left: 0;
+    top: 0;
+
+    width: 50px;
+    height: 100%;
+
+    text-align: center;
+}
+
+.edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: none;
+    width: inherit;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    display: block;
+}
+
+.edrawings-tool-bar.edrawings-collided {
+    /* Keep 3 arrows visible + gap with bottom-bar */
+    /* top-arrow height + top-arrow padding + bottom-arrow padding + bottom-arrow height + gap height with bottom-bar */
+    min-height: calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -o-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -webkit-calc((10px + 10px) + (10px + 10px) + 2px);
+    min-height: -moz-calc((10px + 10px) + (10px + 10px) + 2px);
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper {
+    display: block;
+    position: relative;
+    margin-left: 1px;
+
+    padding-top: 2px;
+    padding-bottom: 8px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper:nth-child(2) {
+    position: absolute;
+    bottom: 0px;
+
+    padding-top: 8px;
+    padding-bottom: 2px;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-tool-bar-content {
+    position: absolute;
+
+    /* top-arrow height + top-arrow padding */
+    top: calc(10px + 10px);
+    top: -o-calc(10px + 10px);
+    top: -webkit-calc(10px + 10px);
+    top: -moz-calc(10px + 10px);
+
+    /* Keep 2 arrows visible */
+    /* 100% - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px) - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow-x: hidden;
+    overflow-y: hidden;
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-tool-bar-content {
+    /* top-arrow height + top-arrow padding */
+    top: 0px;
+
+    /* 100% - (bottom-arrow padding + bottom-arrow height) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided .edrawings-bottom-centered-icons .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-tool-bar-content {
+    /* 100% - (top-arrow height + top-arrow padding) */
+    height: calc(100% - (10px + 10px));
+    height: -o-calc(100% - (10px + 10px));
+    height: -webkit-calc(100% - (10px + 10px));
+    height: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-icon-set {
+    position: absolute;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon-set.right {
+    right: 1px;
+}
+
+.edrawings-icon-set.left {
+    left: 1px;
+}
+
+.edrawings-icon-set.center {
+    left: 160px;
+}
+
+.edrawings-icon-set.label {
+    right: 40px;
+    
+    text-align: center;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-sheets-control {
+    display: inline-block;
+
+    margin: 0;
+
+    border-color: gray;
+    border-style: solid;
+    border-width: 1px;
+
+    width: 44px;
+
+    text-align: center;
+    line-height: 48px;
+}
+
+.edrawings-sheets-wrap {
+    display: block;
+
+    text-align: center;
+    float: left;
+}
+
+.edrawings-sheets-arrow {
+    display: inline-block;
+
+    height: 35px;
+
+    cursor: pointer;
+    vertical-align: middle;
+}
+
+#edrawings-sheets-index {
+    display: inline-block;
+    width: 40px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    text-align: right;
+}
+
+#edrawings-sheets-number {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+#edrawings-sheets-name {
+    display: inline-block;
+    width: 60px;
+
+    font-family: Arial, "Helvetica Neue", Helvetica, sans-serif;
+    font-weight: bold;
+
+    vertical-align: middle;
+    white-space: pre;
+}
+
+.edrawings-tool-button {
+    display: none;
+
+    float: none; /* left; */
+    text-align: center;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-icon {
+    width: 40px;
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+/* Override for buttons used to invoke some plugin.  Initially set so the
+ * button doesn't display.  The plugin will remove this when it loads. */
+.edrawings-icon-plugin {
+    display: none !important;
+}
+
+.edrawings-help-icon {
+    width: auto;
+    height: auto;
+}
+
+.edrawings-tree-button {
+    display: inline-block;
+
+    margin: 0 1px 0 1px;
+
+    -webkit-border-radius: 0;
+    border-radius: 0;
+
+    padding: 1px 1px 1px 1px;
+
+    width: 72px;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    text-align: center;
+
+    -moz-appearance: button; /* Firefox */
+    -webkit-appearance: none; /* Safari and Chrome */
+    -ms-appearance: button;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-button:hover {
+    -moz-box-shadow: 0 0 1px #000;
+    -webkit-box-shadow: 0 0 1px #000;
+    -ms-box-shadow: 0 0 1px #000; 
+    box-shadow: 0 0 1px #000; 
+}
+
+.edrawings-hud-icon {
+    height: 40px;
+
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-dd-icon {
+    height: 40px;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-tree-icon {
+    display: inline-block;
+
+    width: 40px;
+    height: 40px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-tree-icon-small {
+    width: 30px;
+    height: 30px;
+
+    align-content: stretch;
+    vertical-align: middle;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    pointer-events: none;
+}
+
+.edrawings-component-tree-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAb1BMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZ2eHnR09STlZhub3COj4/ExcZ3eHmNj5KHiIhpamrKzM1wcXKpqqt9f4F7fX+AgoV+gINxcnS9v79zdHRzdHZpaWl6e3yVlpacnZ1b/PAIAAAAC3RSTlMAIJ+vYBDv348wgDxAgzEAAADDSURBVHgB7dGFbgQhFEbhdftxGAem9v7P2Etla3ctUj8J0Q+f/PfVLRdzzKbnKC365iRd4SoOVHeKwqHphqFP1RiOUijvoKvxNktpzSG63ayhlPKAsZKq77Bi2G5dpb5ABWtgchsQWjAQ5XSPsGxLqpaShd6heYZEaPCQjHfX50HqMmjPhDcwtsC6DSz0e+kdDEhpwcEN3GtKin6dg5Pp7DXFUCJ4gjKQoRzkKQ95SjAKveLJawqhMV8sefCGFvV1/XcP4pMV/zsBAlwAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-tree-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-layer-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-configurations-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAUklEQVR4AWMYIWAUjIK0/yAI5zUAeQjYQA0DG6jgQlRXobtymBqICMPBayACDFIDKQajBhJO8lQxkEwX4obossPKQGwyg9dABKC9gSMDjIJRAAD/Xkq3wBMe1wAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAAAAACpleexAAAAAnRSTlMAAHaTzTgAAAAqSURBVHgBYxgkYBSkQcCoQsoDD86gXCGUQWWFYD71FBJWhACjCgcAjAIA9ApZp1n0r6IAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-up-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAAHlJREFUeNpiYBgFdAFpaWkGIEyMWkZiDANS+6Fcx1mzZl0g20AkwwSgQh8IGcpIgmEMxBjKSILLGIhxKSOx3oSyCXqfkZQwIyZMGUmNAELqGMmJTXzqmbCoJ5g0oHKOaJGlAGIwoSl4QEzixWJoIpC/YbRMGaQAIMAAtThb6yHjpQ0AAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-explode-down-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-measure-icon {
+    background-image: 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+}
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+    background-repeat: no-repeat;
+}
+
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+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-reset-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAbklEQVR4Ae3S1QGAMBADUEa4KbNWR2CU26j6hUvdEqgB74tlZma4QNm2AIKwmlIcUIDAbsXB5IZj03Byw5FpOLnhxBaPwSnTLRnOBZJHLpA8csHknrsnf4D33Ibk37/1fTev9QluTioGJzhWZmY0NQRDvwgtG/kAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-display-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xy-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAOVBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayjpaiPkJJyc3N+f4BqamqqJyNyAAAADHRSTlMAn2CAMM/vjxDfQL8Um++KAAAAiklEQVR42u3SOQrEMAxAUcl7Mt/Z7n/YAafxgAXuUkx+J3igQpK3p4p4YjcnZ8AAhG7mUkNmcj+yHbEMocf/wFrPFOZg3RG7HtYxVJ2DCjoDFUCnVoPIP0I3Bx24ATRluF+YvUFbqr9fOKSzQVPiRdspSzw2xOoDfgXWdv7LhArkBcdS2oIkbw/1BfJICJSB8ppdAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-yz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAANlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax+f4Byc3OPkJKjpahqamoZp5c7AAAAC3RSTlMAYJ+AMM/vEI8gv5CbchoAAACESURBVHgB7co1goRAAEXB187sR+9/WCTCoaPRrbj490omMgtyChyynZh5SZ4DKdStmFGo4ICPVVmKGU6OA2rKzFjOcZYVrc2LVrI50WpkMyJI8HPRZMbxmdPYCI3wh2+OVfTgFXD2/KG2DgkeMSaczh/qLJCCPFP840w0TDSaoiz/XmkAIxQH1+Tt7LAAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-xz-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAATlBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayfoaNqamp+f4CLjI12d3iTlJajpahubm9RPhSbAAAAEHRSTlMAEO/fcGCfIL9Qz4+vMIBAyBlmdwAAAKpJREFUeAHt0FVixDAMBNCRzJBksrz3v2iZW6XM78dsAT7MPxEskgwZVUdBFlgCo/KURgZYOkkXgiPZYVGy4VQj1Q7dWXGqsgcsKAlIBSaewoVKz4onDazXM3LAU5Kq4FI0ypZ688lEcnpGjuIY6ATvQrxzXrAkRd3t9zuNCZaS15vVfGq1WedixDxuD/Olw/b4RAbtNOZ8x2kG7S0X7dBmMW9oj9Hwr/LvBNYsC8+9SE3LAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-flip-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAS1BMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqayPkJJ2d3iTlJZubm9+f4CbnJ+HiImfoaOjpahqamrhCtCDAAAADXRSTlMAML+fIBBg79+vUM+ARJfGnQAAAJ9JREFUeF7t0DkSg0AMRNHZYBhMi325/0kNXQQOwCLCDvjxK5Uk8wc92QQke8FFrEVdJrgQHJIKgWBMAHRIcg16sJc+0dNlKqSkU6HxdCpkd8PSAa7UVJYXXQ3UXZF/OyVUsWlFAJG2iVU4YdajH0QI14Ye3h45h3ESBgibRrgDuG03y0fztunJvQuH7uMW3q6suS+oHb6frL+ST/xtT28xMwnaHjgv3AAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-normal-to-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-show-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-section-capping-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAA/0lEQVR4Ae2WNVrEUBRGswSWwpLSoFVocJcGLXF3lw2wABxGq6lweRUV+n6cuOs933fG5SSTzH0CQRAEESNKS0s3uW8uyLyIG5CkqseZucWjxeW1fTsOjYxlKioqnxHpdpyIDx6fnD61G4cNwwa2d3RdexH45oYNDY0MsV4F7uj4ZuYzEBdYoI4sFIHyY66nt7/wHRlEYN7MMYfIwAI7OrsuIL/dqnfMUSAF+hC4i0i5gQfW1NYxjL+W1rZrhMrFezB7A/2bQYjW7MXzXwsDKbBAE4qORh3NYpmIa2hsuuO3jwKfxXK/j1nEcYtCGchl3GIBhHHBKo8jCIIgCO95B4EAabVr8iggAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-ambient-occl-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-view-perspective-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAv0lEQVR4Ae3SN2HFMBRG4QvBEAxFBMLB08FhGp68hUAAiMAj8HrvvaZHGdMTl5vJOv/+SS5S4Xw+AmLcl22LchFbLnSov9sUhyuCGSwPDKl/4WxukICUZ1bUv+WSnCAxW/Y0f+JygRi6XBhS/5nLDBJieWZK/XcuO+h+nSXJD179OEfyf+C1Njgh1gRv2BJoggciET2whhXRA1PuMZpgnVRED8z+OTKCWX+XjKClK6IJ3mN0QSt5w/26UHy+6vUKl36Y+t8j6wgAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-top-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGRJREFUeNrt0jEOACEIRFFB2Psf2Vh9DRBLi3UaMplX0l7uRm1P7T4hHRhc99WplU58dc1KNyEOGNyEOGBw4rgC2h5tJQznH/D8PUA1DS1CFloGWWgpZKGlkIWWQtO0nb/n5WoGRVYCyHKZWfQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-bottom-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGJJREFUeNrt0jEOgEAQQlFkuf+ZjYYGJ9hauL+YDckrF7tvo7IXl6s6Kld1UK7qoFzVQbmqgx5rpoyocDz/gVRUIbWOO11niQXaGdoNaGdYHWRnWB1kZ1gdZGc4XP89u087AYU9AsErcYY9AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-iso-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAABFUlEQVRIx+3VMYrCQBTGcY/gETyCFxmwtBwQ/qVnsLG3TZVuKpstBSGlTaq1CoJjE0UQRJGAQhiLxLA77sLEsCzLzvf1Px6veK/V8vH5n6GNRKORtJtjHUYcyUhJyTgyovM61iXEcGJDUnbDCUNItz7WIyLnwLrCHl1zICei545JNDd2rJ6wR1fsuKGRbqDBfDmbPafBuIJD5tb2PrbYZMLUHRQIBiguZKSfsJSMKzGKgKAeKBD0mbAv91ns7UxESFC2Nlh0zJKcnC2zimoECgRvvFtYQ1ARe/B3wbETOHMFJZo9E/rfgiERZ+fjUJ2vC4rBE6iIudY6X9aBnTOswCnJiwfWegFLFmi2DV/AjzwpH5+/mTucZKNXzpS9jQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-left-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKADEIRFFj5v5nXlwWfkRMm2Iz3YdXiXZ3dq68jcvVuqm1XK0bWp2pdQFxwOIC4oDFDeEaqDy3Fo53MsRv4FRaC6f8K65eIC4KVyAuCldgOApXYDgKV6C8rf333B3dA9R7AsFLYzWAAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-right-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAFVBMVEUAAACnqaxmZmaLjI5mZmaanJ6HiImQnwxaAAAABHRSTlMAzGDfWLetXAAAAGtJREFUeNrt0jsKwCAURFE/k+x/yWGqqwwvbYp4Gxk4WIjt9G1Dey9uX6UbWtdU6ZpW11U6QxwwnCEOGK4JV0Bt2VVwP/qPIL/ncncJ/ercOL0S4rxwAXFeuIB2LFxAOxYuoEasAorsTp/2AOmRAshYQsZnAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-front-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAElBMVEUAAACnqaxmZmaho6aanJ5mZmaqrsCzAAAABHRSTlMAzGDfWLetXAAAAGhJREFUeNrt0jEKwCAQRNGJ+u9/5cAKC0OYtCnib2TgYSHq9G0D78X5im7gKzrhKzrhKzrhKzohX8/whiK8qrUP9Cc4145dhHPNvrFePcB2F9GJdgWjE+UaRifKNYxOlGv4cPn3nD7tBviOA4JNk8CMAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-back-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAAD1BMVEUAAACnqaxmZmaLjI5mZmZ9ZDsbAAAABHRSTlMAzGDfWLetXAAAAGdJREFUeNrt0jEOwCAMQ1ECvv+ZW6YPctKVoVhisPzEgGg3Z9O158MFGUBzXasbKl3T6kKlmxAHNDchDmiuCVdA7RlRwvdwo+JP0H+PQ17dmkEWmkMWWgpZaClkoaWQhZZDkelujuYBId4DDxYOWdcAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-face-normal-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAMAAAC7IEhfAAAASFBMVEUAAABmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmZmanqax2d3hubm9+f4CTlJaPkJKbnJ+HiImfoaOjpahqampsauumAAAADHRSTlMAnxDfv2BQzyCA7zAE/YYWAAAAhklEQVR4Xu2RuQ6EQAxDGQgsh819/P+frlyMtAVspqOZVz9FtlO8Tqb8hEQPCIlekilPZln4AJ6RRZ/GAGvcB9bVtALrVNX/XtN2/biQALmMfdc+aEPAvJESSXKbEYY7z7AfZBTFscNuRKU7+cOppA99Lx2N5y51d2LGgF7xWNmdUiO+TOYLQsAIN34iDksAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAd0lEQVR4Ae3UqQFDIRCE4W0wPaCmJxQN0AN1pIHch47hWJ2LB+PYf/wnRyxrweBQfuw5wh2x/7ijklwuoXA5j8LlFKRyClK5brD8mnLbwd3XFfilQAMDFwy4IfFA5YIIC4w9XD8Y8VKOBSrnRGhgL9f/Nk7Wy7Iqn6rCLmvdSsYAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-shaded-noedges-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAfElEQVR4Ae3MsRWBMRRHcbVWrc4IwApZAv4DQJcBVOCrMsA3ixlsIwu8c26OdHn39r+J53WZ9rqaL+u5m77mH8W2XOYg4zgIOQ5CjoOQo6C2GsxH5XowKJqfHXTwP/CheUuQchDkHAIT5wiYNMUYAGu5As4UzNeF6y/P+wEUsnm0iCPwyQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrr-icon {
+    background-image: url(data:image/png;base64,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+    background-repeat: no-repeat;
+}
+
+.edrawings-hlrv-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-wireframe-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAcUlEQVR4Ae2UNxaAIBQEPaoV9z+BqTGu80NHWDPzdhrAaaTDjJS5rHSkdHEGuuMiFtbtz5VZUKdKxCydKBGzdVeJGYcXyqULCPlrCNsRxv82INTLmBkLdYUZC3WFGQhlhRkLdYUZCv8rxPJ/m/4yMrIBq4zf/wX11xQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-help-refresh-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-leftmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-single-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-pan-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-rightmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-double-swipe-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoom-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-scrollmouse-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-spread-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-zoomtofit-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-doubleclickmouse-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAAsSAAALEgHS3X78AAACXklEQVRYhe2ZwYrTQBiAv7oLgpf2DbYret6CB4+2D7DgG9jbD0HY6gvYJ9D1JHOrF88L5t6KePC0EQQNHroLe9BbC3u18ZAphhCbmckkbqEfhJLpTObL8M9MZqaVJAnbxq3/LeDCvm0BEekCj/XtRCm18GpkgJW0iPSA80xSn78v0BhW4aGUioABcAhckko3jnVMK6VmQAc4AEa+hUxo2Y4eOkRmQKSU6tfgVIpVS2eE20BHRGY1OJViO3r0gKgOERusw8OUMA76AN8/reY/PieHwEJ35Mp4ldaiQ+DJOu3rdPVsfp680rdL4AwYK6UuXOvxMiOGcdAJ42ACTMkIF9DW/89F5NS1vsrSYRx0SDvnJtkiTkQkEpGObZ3W03iWjPBR/r/Fz+T447vVtb4d6N9pLtsRabj0beqt2tJjCoQBrr4l90gl19e/eCQiY5tKnaXDOOgCJ67lc4xswqRKS48rlM3TJh11jKgi7fvrbmia0Uk6jIMeaev4pLBvFOHa0qXxd/tO6xr4kLlK0d82pdS23Lr/sPX0+Pkedx+03ugkk8nEqDO6jtPrxUApe/vMgV8Wzy3FSfr9y989No+9rgxIJ6uNbOVqfCfdFDvppthJN8VO2gMXJplcpY0ebovpCt1JWj986VJ2A19MM1YJj7MKZYuYmGa8KcutJU1I6xB57Vo+x9jmRKHytpiIRFgslQp4q5Qa2hTwMeT1sehEOayFweMGpN5weWGYfUkaEk77eV53TfXJ14h0e+GgIMslaYc7rXIqVtv+tH6BbiYp8nV8V5t0ndy0bw8jtlL6D2WotwfXzuSkAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-help-touch-doubletap-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+    background-position: center;
+}
+
+.edrawings-animate-play-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-animate-pause-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-modelview-panel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAAOklEQVRYw+3RsQkAIBADQKfNHG6ujYVYPyJ4B6nSBNIaAABwSZKeZKz0iq564NhT0X038O2LAQCAwwRu3mM9TFEHdQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-logo-text-icon {
+    background-image: 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); 
+    background-repeat: no-repeat;
+    width: 296px;
+    height: 65px;
+}
+
+.edrawings-settings-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-close-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-search-cancel-icon {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAABGdBTUEAALGPC/xhBQAAAORJREFUOBHtU8sRgyAQFQ96SztpIEkF6YET1Xiyh1SQpAHbyQ0OkH0Ko1kWZ6JXd0aBfW8f+9GqOmxvBxQX0Fq/yeebprl3XffhOM7GmJNz7kHbuu/7y5JTLw9x70MIV2vtE4Echw8YOIR5jmeCyIxIAz1nLprEgIETubSdLSsZEA9s2/YGPy6gZRSDT2qJKIhgLgof2aoYCEVBgEwUrqGUGUBY1sPJvf1dzJBlhyHBtpXMxXYNRRJL01zDpgKEHsY/QCwNwjHb8TuN3KQ1rtJQaqXUqzTNJAoOKUjxPxcch/878AW3ko4SQvOwSQAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAwklEQVR4Ae3TSbHGIBAE4CcBCUhAUk6tAwdIiAQkRQISsqeLP+tUhncKfcr6VbP91Xw0NTBoENGjhS1FRTRwaNUoEnp4GN5bJYo+B+AQ0KFTDB89W8WZCnCvmrJNz6H2vwAMPHokGea3Nuj5rGcrly1ULwPZJgc51IUyfCoB2WYH7hExyDapIMj8FwhbFgz5QvFQyhfl5CkXSr5t9m12eb1tzo+WYlH2qAYUoCpwj+rBPbrfNklMCLYN11qPkqqp+UwGB/PZo0yUDCQAAAAASUVORK5CYII=);
+    background-repeat: no-repeat;
+}
+
+.edrawings-assembly-transparent {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-visible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAYAAACM/rhtAAAACXBIWXMAAAsSAAALEgHS3X78AAACrUlEQVRYhe2YT2vacBjHn4QkzUTsRGNzEHS0UDzNi3qbb6Fg38B2+SGVnfYyemvL8LRXUNhb8NCDhYJHKWVTUIia6LSlBBrzG0+2jFZY/eUP4iFfCAGT/J4PyfP9PokcpRS2WfxW00WAISgCDKoIMKi2HlAIYxFCyFsAOJJluW6aZlkQhEvLsr40m81e0LV9T5JVqFQq9ZROp8V4PA6DwQBGoxGEAeobsF6v27Ztc7lcDrLZLMK8OG6aJvR6PQdUFMXr8/Pzip86vnsQ4WKxGPT7fbi7u3OAXD08PDh3cTabOeCU0rLfOoF6sFQqwXw+h9vbW2i325BOp2GxWCA8IPz+/j5kMhlotVq+a3gCJIQUJUn6bNv2kfvb7u7uP9BOpwOFQsGBCktMgI1Go0UpfS9J0htFUSRVVeHm5ubFOQiKChMOWAFt2/6wXC5hb2/PMYQsy6FCvCYmkyBcsViE+/t7p9e63e52AcKzXnNBOY5jum48Hjt7QkjeD6BnF7ug66CGwyE8Pj4Cz/OOu3Vd/3lycuI5uJmCmhBCq9Xq2vOurq6cPUIpigJoJpwssBLcXiZMqC8LoiiCZVmQTCYdM7lwKDTWwcEB4OSxLKvG8/wPljWZHzHegXXuLZfLL4LbdT1OlslkQqfTKU4fqqoqp2kaUxMzAUqS9K3dbn/Egvl8/lXQ58GNoJiXCJVIJLhKpYLXOmCaprGUZnvEZ2dnnwDgnWEYl27MPJ+9r4HCn5HIHR4e+spP5h7Ehr64uDj2ChpUnk2yaVDfLt4UaOBX/r9ZdoyTwjCM09FoVPufmTCCdF3H7YnjOItl/dD/PEJQQRBOMesQFIMZDYJQhmGIsixfm6b5FQC+N5vNXxsHXAVdLpe1nZ0dT1AbAQxL0Yd7UEWAQRUBBlUEGEgA8BvhMXQX7pW6UgAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-invisible {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAoCAQAAAAm93DmAAAAyUlEQVR4Ae3URwGEMBCF4ZUQCUgYSZx+HTiIBCQgaSUgYba/bfThRoYL9Ut74VSq1EGLRE2H01LtRXXUGG0YpcdpSLqu7mjeDvpnrzAy5+vhAVC96u5Uxh53V5Z64xqqY3q2FqR59QYfQtaD/pq3/cDHvLW7gYpI/49gONVqcOCeYqNdEwMVGwVc6CYwfwMkGpx+ITjUsnplH/vbF4HqzTD6oNKq9R6eo2CAEBoHh9E4OIzGwAEUf//LFZsQ6h+xSQFwIDbHqVKlLj7wxnPfv/GjAAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+}
+
+.edrawings-body-transparent {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-config-inactive-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-sheet-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-view-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
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+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-visible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-table-invisible {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-list-option {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAKY3pUWHRSYXcgcHJvZmlsZSB0eXBlIGV4aWYAAHja5ZlrcuM6DoX/cxWzBL5BLofPqtnBLH8+ULKTOMm96dv9Y6rG7liyTIEkcIBzoDbrP//e5l+8QizFxCQl15wtr1hj9Y2TYq/XdXQ2ns/rS7x/cx+vm+cPnkuBY7i+5nWPb1xPbzfIPd71j9eNjNtOuQ25p+HzCjqznt/jym0o+Ov6YyGm3ve1+G47958ft9nb+Ov3KDhjJuwFb/wKLlg+vc4SWEEooXHMfLoQ/duVyievr31nnqcvznuevfjOtvt6+OgKY/M9IL/46L7u0sv18JzGf4za28wffij14d7Pvtt7lr3XtbsWM57K5t7UYyvnjIEdV17eyLyFv8S5nHflXdjiIGKT6TrvYVx1Hm9vF910zW23znG4wRKjX144ej98ONdKEF/9OEGJ+nbbC2GYhoj4MIha4LJ/rsWdeeuZb7jCzNMx0juMOe749DZfXfwn76ehvdW3ztny9BXr8opplqGR009GERC3b5+m49/zNu9wY98FNhDBdNxc2GCz/TLRk3vDVjhxDoxLNhp7pYaTeRvARcydWIwLRMBmF5LLzor34hx+LMSnsXIP7DsRcCn56cwmNiFkglO8zs094s5Yn/x1mdJCIBJJI4SGRCFYMSbwI7GAoZZCiiallJOkkmpqOeSYU85ZstaoJkGiJMkiUqRKK6HEkkouUkqppVVfAyUs1VzF1FJrbY1JG6YbdzdGtNZ9Dz321HOXXnrtbQCfEUcaecgoo442/QyT9J95ipll1tmWW0BpxZVWXrLKqqttsLbDjjvtvGWXXXd7Ru2O6seouZfI/XXU3B01jVg84+QtalwWeZhwWk6SxoyI+eiIuGgEALTXmNniYvQaOY2ZrZ6kSJ6ouaTBmU4jRgTjcj5t94zdW+T+Mm4mxV+Km/8uckZD9yciZzR0d+Q+x+2LqM12GCWcAGkWqk9t2BQ2BqzSfGnKSX9z7IvwFXxI2vpYJHo961K22dOXyoBo224shQiPFmXbqmnhXada7VX3TnNFbK2yh/RjyKdFJeQsj31WFLOfUlqS7qWwseTjtpI2t80aVmJvzFF6WkE+rK9yLz6lCKdhls1KsjWtVNdZ6Cbo6pSl5adZJml9VztX8300Gdkz50gijeLe7zFKRyAuJmXe3zqar36Qqd7MMA5gY0/HD/OsNsqoafvyaYx5GRSRGRUm2GwwLt3gxNGrjAQYctscXNXRozS5nK6uhiAvV1d2CSpwYohJ6ZVc2TIIKSAVwBdksVgXGOp2mUwQ8+zrBD8LfjJ+5s4/n/uoYeQzmw+sUWCmoN+myx0bOoU7s3x5NN/98INj2tGz1rhLlWUcVersOazpd+yTAiy7B+DnVt6VncxKvGfvfGY3Wqtu2hLYxpKOM2xYzU7DVxBfcHR0Lcbd0qoKnNn8zty+0pCdc01B8sx2SM3JBqAjbYoPwC8tuw6ywd8aHfyJrqxZVtQ6S2fNLrKiGCQ1zQ5JoSZKE86Ms1ER9GLtY2pemwlc6x45RsX/2pG83524wnOEAeoaHRzvKwgxLYGSTxAooxgasZ2UYUXXye8ePxvyc1HBSsS3uUGja9hWpo9SB2WeBUPEsxSguUrYy6GfcKn6KKydWbqCbm/4dzRNFDcTYmmv1gAfJUS9uIumhG/ItRJ3T9xVt1xoM325A/TS2kpZq8NiguXCnsBgyYuJQBWdKR7A9K7pM7clwwaULb4rvoiJ/mzrWu3gW1cq71ZaHFvco7eqnwKXND+qz8ErMaLYsCFeyKo2f6OYGPtHqtH/hyFqVuU9AKFA1pCrI/VDWJIbXDUgibiVZYqHesGHXZMKuQjq3uSOIbQjJXcy+PsElooyt7I6t516cDLPn6NL0OAwaE5SdQ8omYsU0AM2sEdlch1qP2YAFEIdyhYdeQrtYxwYtRvFptb6F0ZybXNq1RoQ/oLfpyjQdTHetwuiVXSKMEuawUwoGg72OQ44dqBaUBlkpnTXKGhwx9xOLt6YTg7m7ampWmeYyF3Ea36gHH50fG+oU5e1aJEyg5rt27aRKtegQrSOluoxB6GEdWzNgbqddfVo/ObYmouwOFIPMQIBnExGhbELuPHUBfRHVWdhgSoQKBdr2zapuExRJlOIR0TMjtzzY/tBUV+LTF6qVoXOeO2EjVd2nW/s+p5cjVtxIjhpuw9MqQFFBSeEDiDgbCVY4o+CotyPFlSMuFuMyBEjijc/DayiRncZNwTGeyKGh9mUzX/vb/PPAsX6KLfhQnhsAmVfs58dN7Ro2zWqUoQzg8MTcLLP06G503BI03YQBBDV/amPfABa5zqGjlqgZ0XcIXTRm2g8tlY0LWRgndyrMkkzKBpH2Jy1z5yP/I9oQDNVAcMLqKGYbRHPGI8vX9TLcZlSloqXRMKhIODryJwhIwu9GX16pqpHTtkf6JdvjuZn+gUGG+5I1YoEI/6IJ/J31RhVCaIWTUamAQsP5mg3QhTF0PSSqmqbMhxpQ/tAlbJ9zTkGIPWDTgbtGAC3BqmHIaar1y/lrXBVcfCQ3Sj6U7iEyRNsRu9Cd1OR9ZU4Q2jKYpXlUD6L8UEfdOwENpxSebBXBT2AUJTYdpkLuA8SjsSBcrn8oIuZJG+f9DaH+wHLKWi2VbUEKPKxpLXYUU2L1shGT07L1XY4WVcAYTpnSCL8V6Kho3HJzsFmduoRpyTmcCdh3qbQBG0UufFW5MIljh9FzlDlVFt0mhbVFusa5q9sjzOj7BQusoUPGkgvh1s4y/ZwC1onwC1GFdGf0FrmJwOhM08PG70r0JbqjbRZ1KkyNdFANNVHc+dCu8GxoVvoI6GpMmzKGgx8nH+2JvNHBOT/hqF2RKug4Bp54Uyisxqle6T5cOKjXaonigM3l2pNW0WlSsHtjmidmjkH6Cpbk4pW2MC0prIAxKvk7EdyXshCVB7VWi7V2m9yKpqnR7ZeohUwHtFqXkzAbAjjIwhGOppVu0KQSZqoaH1I1uLyLVlZp0pWcy/00qwq01n+oB4G+vRY3QrIkaqZbTcQVlLxbX6htcwfEGuXIaEUILnDck2uZov+rV99G9SJPEeChA1d51h3rle/VdOMYts4D9xPl2S2K6oaqART8nlUcfU+iBaVSQ2tpS3ePQ18pD1dy/R0kaqGprenp6vmTLLzWpkKVnL2VGT+6AcIsJ15dW3Hw4DX9RG/n7BZS6FVWklNPc2zApmbqxnDle+bMW3FVDv4GmAzPRFqumLA04DQQMpa+13P5ps3fyhDPhnaijJ7pMsHmXREEs74doTZDx2FTLvY9FD5fuv6D5Pz18P3TyiIWtRHD/l6iqNPHifFPvgWiyx9hJX0/2+KknNddMuYIQf6w0xXV05MhW1cu4t5/6jFUpv6Hwg/xqT5VRDLFOQq08DdpHbVp5F+1mCI+KEc5L9PwsoO0bNGpfrPRE/xoBAFqDaietwEB8grOmdSRG7ZowK1s+HzCO0bGn+vMBr1yKGPk0/eLcMch+LCBGnQMetFJ/TrYcIpFPn5uGCjVb8jSfNsBez6RSEJQgC7+S9A1/Xu3WIypAAAAAlwSFlzAAAuIwAALiMBeKU/dgAAAAd0SU1FB+IGDhYKC41RfHoAAADUSURBVDjL7ZKxaoNgFIW/+0sgoIMg6NC5S5+mS+eMmUUIJHsbCFnEJ8jc9xH6ACEoZKpCIb//zZRVQ002z3a4h8Pl3k8YUJqmS2APnJxz73mel3150zesqmouIp9AALwGQbAaWqC3UEQ6oLr5ruuOowrjOL6IyIdz7gB8tW27ZdLTJUOBLMverLUrY8zRWrstiqL595frup6p6rcxZgFsfN9fj8JGVT0guXnP815GFSZJ8qeqa+AsImXTNLuHHDoMw3kURbMJuYnD+zncAL/Azz0cXgGALF6GgptDtAAAAABJRU5ErkJggg==);
+    background-repeat: no-repeat;
+}
+
+.edrawings-select-face-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-edge-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-vertex-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-hole-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
+.edrawings-select-point-to-point-icon {
+    background-image: 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+    background-repeat: no-repeat;
+}
+
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+    background-image: 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+}
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+}
+
+.edrawings-markup-bezier-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-markup-image-icon {
+    background-image: url(data:image/png;base64,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);
+    background-repeat: no-repeat;
+}
+
+.edrawings-button-text {
+    margin: 0;
+    width: 69px;
+
+    font-size: 9px;
+    font-family: sans-serif;
+
+    overflow: auto;
+    word-wrap: break-word;
+    color: darkgray;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-button {
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-hud-button.active-button {
+    margin-top: -1px;
+    border-color: rgba(140, 140, 140, 1.0);
+    border-top: 4px solid #b1cb52;
+    border-bottom-color: #f5f5f5;
+    background-color:  #f5f5f5;
+}
+
+#edrawings-button-zoomtofit.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140,140,140,1.0);
+}
+
+#edrawings-button-help.edrawings-hud-button.active-button {
+    border-bottom-color: rgba(140, 140, 140, 1.0);
+}
+
+.bottom-button {
+    display: inline-block;
+
+    margin-left: 5px;
+
+    border-width: 1px;
+    border-color: rgba(255, 0, 0, 0.0);
+    border-style: solid;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+.edrawings-tool-button.bottom-button {
+    margin: 0px 5px;
+}
+
+.edrawings-tool-button.active-button {
+    border-color: rgba(140, 140, 140, 1.0);
+    border-right-color: #f5f5f5;
+    background-color: #f5f5f5;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button {
+    margin: 0px 2px;
+}
+
+.edrawings-bottom-centered-icons .edrawings-tool-button.bottom-button.active-button {
+    margin: 0px;
+    border-left: 4px solid #b1cb52;
+    border-right-width: 1px;
+
+    width: 46px; /* calc(44px + 2px); */
+}
+
+#edrawings-button-reset.edrawings-tool-button {
+    /* Make this like edrawings-hud-button */
+    float: none;
+    display: inline-block;
+
+    width: 44px;
+    height: 44px;
+
+    line-height: 44px;
+    text-align: center;
+}
+
+#edrawings-button-reset.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+}
+
+#edrawings-button-move.edrawings-tool-button.active-button {
+    border-right-color: rgba(140, 140, 140, 1.0);
+    border-right-width: 1px;
+}
+
+.bottom-menu-button {
+    margin-left: 0;
+    margin-right: 0;
+}
+
+.hud-menu-button {
+    border-style: solid;
+    border-width: 1px;
+    border-color: rgba(255,255,255, 0.0);
+
+    width: 40px;
+    height: 40px;
+
+    text-align: center;
+    line-height: 40px;
+}
+
+.hover-active-button:hover {
+    background-color:rgba(243, 243, 243, 1.0);
+
+    border-width: 1px;
+    border-color: rgba(140, 140, 140, 1);
+    border-style: solid;
+}
+
+.active-button { 
+
+    border-width: 1px;
+    border-color: rgba(183,183,183,1.0);
+    border-style: solid;
+}
+
+.state-on-button {
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-width: 1px;
+    border-style: solid;
+}
+
+#edrawings-file {
+    position: absolute;
+    z-index: 200;
+
+    width: 200px;
+}
+
+#edrawings-button-file-open {
+    height: 40px;
+    display: inline-block;
+}
+
+#edrawings-button-component-tree {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-button-configurations {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+
+   /*
+     Introduced in IE 10.
+     See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+   */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-hud-menu {
+    z-index: 110;
+
+    margin: 0px;
+
+    border-color: rgba(140, 140, 140, 1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    overflow: auto;
+
+    background-color: #f5f5f5;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+    opacity: 0.9;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+.edrawings-hud-menu-table {
+    border: 0 solid black;
+    border-collapse: collapse;
+    border-spacing: 0 0;
+}
+
+.edrawings-on-state {
+    background-color: rgba(200, 200, 200, 0.8);
+}
+
+.item-text {
+    cursor: pointer;
+}
+
+.item-tree-text {
+    pointer-events: none;
+    display: inline-block;
+
+    width: calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -o-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -webkit-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+    width: -moz-calc(100% - (5px + 15px) - 40px - (20px + 10px));
+
+    white-space: nowrap;
+    text-overflow: ellipsis;
+    overflow: hidden;
+
+    background: none;
+    cursor: pointer;
+    line-height: 40px;
+    vertical-align: middle;
+    text-align: left;
+
+    font-family: Arial;
+    font-size: 12px;
+    font-weight: bold;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-debug-menu #edrawings-debug-list.edrawings-submenu-list .item-tree-text,
+.item-tree-text.edrawings-root {
+    width: calc(100% - (5px + 15px) - 40px - 10px);
+    width: -o-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -webkit-calc(100% - (5px + 15px) - 40px - 10px);
+    width: -moz-calc(100% - (5px + 15px) - 40px - 10px);
+}
+
+.edrawings-submenu {
+    z-index: 99;
+    left: 50px; /* calc(0px + 50px); */
+
+    margin: 0px;
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    padding: 0px;
+
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-submenu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-menu-header {
+    padding: 0;
+
+    width: 100%;
+    height: 41px;
+    line-height: 41px;
+}
+
+.edrawings-menu-title {
+    display: inline-block;
+    position: relative;
+
+    margin-left: 10px;
+    margin-right: 10px;
+
+    width: auto;
+
+    font-family: "Segoe UI";
+    font-size: 17px;
+    font-weight: 600;
+
+    text-align: left;
+    color: #333333;
+}
+
+.edrawings-menu-setting {
+    right: 34px;
+    visibility: hidden;
+}
+
+.edrawings-hud-menu-close, .edrawings-menu-close {
+    right: 10px;
+}
+
+.edrawings-menu-icon {
+    position: absolute;
+
+    top: 11px;
+
+    padding: 0;
+
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-menu-head-button {
+    width: 20px;
+}
+
+.edrawings-submenu-list {
+    position: relative;
+    margin-right: 2px;
+    margin-left: 2px;
+
+    width: calc(100% - (2 * 2px));
+    width: -o-calc(100% - (2 * 2px));
+    width: -webkit-calc(100% - (2 * 2px));
+    width: -moz-calc(100% - (2 * 2px));
+
+    /* calc(100% - edrawings-menu-header height) */
+    height: calc(100% - 41px);
+    height: -o-calc(100% - 41px);
+    height: -webkit-calc(100% - 41px);
+    height: -moz-calc(100% - 41px);
+
+    overflow: auto;
+}
+
+#edrawings-component-tree-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    width: -o-calc(100% - 12px);
+    width: -webkit-calc(100% - 12px);
+    width: -moz-calc(100% - 12px);
+
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+#edrawings-debug-menu .component-search {
+    position: relative;
+
+    padding-left: 3px;
+    padding-right: 3px;
+    padding-top: 3px;
+    padding-bottom: 3px;
+
+    width: calc(100% - 12px);
+    height: 30px;
+
+    background-color: rgb(192, 192, 192);
+}
+
+.edrawings-menu-search {
+    position: relative;
+
+    margin-left: 8px;
+    margin-right: 8px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+    border-color: #757575;
+
+    background-color: white;
+}
+
+#component-search-control {
+    position: absolute; 
+
+    bottom: 8px; 
+    right: 5px; 
+
+    height: 20px;
+}
+
+.edrawings-menu-search-icon {
+    display: inline-block;
+    position: absolute;
+
+    top: 0;
+    width: 34px;
+
+    color: rgb(100, 100, 100);
+    vertical-align: middle;
+}
+
+.edrawings-menu-search-input {
+    display: block;
+
+    right: 0;
+    left: 12px;
+
+    border: none;
+    outline: none;
+
+    /* padding-left: 35px; */
+    padding-left: 34px;
+
+    width: calc(100% - 12px - 34px);
+    width: -o-calc(100% - 12px - 34px);
+    width: -webkit-calc(100% - 12px - 34px);
+    width: -moz-calc(100% - 12px - 34px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+.edrawings-menu-search-input::-webkit-input-placeholder { 
+    /* Chrome/Opera/Safari */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input::-moz-placeholder { 
+    /* Firefox 19+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-ms-input-placeholder { 
+    /* IE 10+ */
+    color: lightgray;
+}
+
+.edrawings-menu-search-input:-moz-placeholder { 
+    /* Firefox 18- */
+    color: lightgray;
+}
+
+.edrawings-menu-search-cancel {
+    position: absolute;
+
+    bottom: 12px;
+    right: 10px;
+
+    margin: 0;
+    padding: 0;
+
+    width: 15px;
+    height: 15px;
+
+    color: rgb(100, 100, 100);
+    cursor: default;
+}
+
+#edrawings-component-tree-menu .component-tools {
+    position: absolute;
+
+    bottom: 0;
+
+    padding-top: 5px;
+    padding-bottom: 5px;
+
+    width: 99%;
+    height: 75px;
+
+    background-color: rgb(192, 192, 192);
+
+    float: left;
+}
+
+.clearfix {
+    clear: both;
+}
+
+#edrawings-animations-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    left: 0;
+    bottom: 46px;
+
+    padding: 3px;
+
+    width: 140px;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+/*=================================================================*/
+/* edrawings-menu CSS                                              */
+
+.edrawings-menu {
+    z-index: 99;
+
+    left: 50px; /* calc(0px + 50px); */
+
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    /* (bottom gap + bottom-bar height) */
+    bottom: 52px; /* calc(2px + 50px); */
+
+    margin: 0 auto;
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0;
+
+    width: auto;
+    min-width: 321px;
+    max-width: 500px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    /* overflow-x: auto; */
+    overflow-x: hidden;
+    overflow-y: hidden;
+
+    color: darkgray;
+
+    font-family: sans-serif;
+    font-size: 12px;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 50px));
+}
+
+#edrawings-left-bar.edrawings-out-of-view ~ .edrawings-menu {
+    left: -9950px; /* calc(-10000px + 50px); */
+}
+
+.edrawings-submenu.edrawings-collapsible,
+.edrawings-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+    background-color: transparent;
+    /* IE has no support of unset */
+    /* cursor: unset; */
+    cursor: default;
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* bottom: auto; */
+    /* height: auto; */
+    overflow-x: visible;
+    overflow-y: hidden;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    z-index: 100;
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+
+    /* The width of the edrawings-menu-panel-arrow-collapse */
+    min-width: calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    min-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    max-width: calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -o-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -webkit-calc(16px + (2 * 1px) + (2 * 1px));
+    max-width: -moz-calc(16px + (2 * 1px) + (2 * 1px));
+
+    background-color: transparent;
+}
+
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px)*/
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-bar height + top gap) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (10px + 10px));
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse),
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed *:not(.edrawings-menu-panel-arrow-collapse) {
+    display: none;
+}
+
+/* End edrawings-menu CSS                                          */
+/*=================================================================*/
+
+#edrawings-animations-menu .header {
+    margin-bottom: 3px;
+    padding-left: 3px;
+}
+
+.edrawings-on-state {
+    background-color: rgb(200, 200, 200);
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item {
+    position: relative;
+    width: 100%;
+    height: 40px;
+    line-height: 40px;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+
+    vertical-align: middle;
+    color: #333333;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list .edrawings-submenu-list-item:first-child {
+    border-top: none;
+}
+
+.edrawings-submenu-list .debug-struct {
+    height: 30px;
+}
+
+.edrawings-submenu-list-item.hidden {
+    color: rgba(128, 128, 128, 0.6);
+}
+
+.edrawings-submenu-list-item-button {
+    display: inline-block;
+    position: absolute;
+    cursor: pointer;
+
+    top: 10px;
+    right: 10px;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-submenu-list-item-button.edrawings-root {
+    display: none;
+}
+
+.edrawings-hud-arrow {
+    display: inline-block;
+    position: relative;
+
+    top: -10px;
+    left: -5px;
+
+    border-style: solid;
+    border-width: 6.1px 3.5px 0 3.5px;
+    border-color: #2a2a2a transparent transparent transparent;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-tree-arrow-space-common {
+    display: inline-block;
+
+    margin: 0;
+    padding-left: 5px;
+
+    width: 15px;
+    height: 15px;
+
+    vertical-align: middle;
+}
+
+.edrawings-tree-arrow {
+    line-height: 15px;
+    background-color: rgba(255, 255, 255, 0);
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-position-x: 50%;
+}
+
+.edrawings-tree-space {
+    background: none;
+}
+
+.edrawings-panel-initial-left-padding {
+}
+
+#edrawings-hud-controls-menu {
+    display: none;
+    position: absolute;
+    z-index: 100;
+
+    top: 37px;
+    left: 200px;
+
+    width: 42px;
+}
+
+/*=================================================================*/
+/* #edrawings-hud-shaded-menu CSS                                  */
+
+#edrawings-hud-shaded-menu {
+    padding: 2px;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+@-moz-document url-prefix() {
+    #edrawings-hud-view-settings-menu.edrawings-collided,
+    #edrawings-hud-shaded-menu.edrawings-collided {
+        /* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+        padding-right: 18px;
+    }
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px) - (2 * 2px));
+}
+
+/* End #edrawings-hud-shaded-menu CSS                              */
+/*=================================================================*/
+
+#edrawings-hud-help-menu {
+    position: fixed;
+    z-index: 100;
+
+    top: 50%;
+    left: 50%;
+
+    border-style: solid;
+    border-width: 1px;
+
+    width: 279px;
+
+
+    font-size: 13px;
+    font-family: Arial;
+
+    -webkit-transform: translate(-50%, -50%);
+    transform: translate(-50%, -50%);
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-version {
+    margin: 5px;
+    padding: 10px;
+}
+
+#sizer {
+    margin: 0 auto;
+
+    width: 279px;
+
+    background: #666666 repeat-x 0 0;
+
+    -webkit-border-radius: 10px;
+    -moz-border-radius: 10px;
+    -khtml-border-radius: 10px;
+    border-radius: 10px;
+
+    -webkit-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -moz-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    -khtml-box-shadow: 0 5px 12px rgba(0,0,0,.4);
+    box-shadow: 0 5px 12px rgba(0,0,0,.4);
+}
+
+fieldset { 
+    border: 0; 
+
+    padding-bottom: 9px;
+}
+
+label, legend { 
+    display: block; 
+    cursor: pointer; 
+
+    line-height: 20px;  
+
+    text-shadow: 0 -1px 0 rgba(0,0,0,.2); 
+
+    font: 14px/18px 'HelveticaNeue-Light', 'Helvetica Neue', Arial, Helvetica, sans-serif; 
+    font-weight: bold; 
+    text-align: center; 
+
+    color: dark-gray;
+}
+
+/*=================================================================*/
+/* Section CSS                                                     */
+
+#edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px) */
+
+    border-color: rgba(140,140,140,1.0);
+    border-style: solid;
+    border-width: 1px;
+
+    width: auto;
+    height: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-section-menu.edrawings-collapsible {
+    /* IE has no support of unset */
+    /* border: unset; */
+    border-width: 0px;
+}
+
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-section-menu table {
+    border-collapse: collapse;
+}
+
+/* End Section CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Explode CSS                                                     */
+
+#edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 50px; /* calc(50px + 0px); */
+
+    width: 41px;
+
+    /* height of the slider
+       See #edrawings-explode-slider */
+    height: calc(170px + (2 * 15px) + (2 * 1px));
+    height: -o-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -webkit-calc(170px + (2 * 15px) + (2 * 1px));
+    height: -moz-calc(170px + (2 * 15px) + (2 * 1px));
+
+    min-height: calc((2 * 15px) + (2 * 1px));
+    min-height: -o-calc((2 * 15px) + (2 * 1px));
+    min-height: -webkit-calc((2 * 15px) + (2 * 1px));
+    min-height: -moz-calc((2 * 15px) + (2 * 1px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (50px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-menu.edrawings-collapsible {
+    width: auto;
+
+    /* border height + height of the slider */
+    height: calc(2px + 170px + 30px + 2px);
+    height: -o-calc(2px + 170px + 30px + 2px);
+    height: -webkit-calc(2px + 170px + 30px + 2px);
+    height: -moz-calc(2px + 170px + 30px + 2px);
+
+    min-height: calc(2px + 30px + 2px);
+    min-height: -o-calc(2px + 30px + 2px);
+    min-height: -webkit-calc(2px + 30px + 2px);
+    min-height: -moz-calc(2px + 30px + 2px);
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+    /* (top-bar height + top gap) */
+    top: 0px; /* calc(0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -o-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (2px + 50px));
+    max-height: -moz-calc(100% - (0px + 0px) - (2px + 50px));
+}
+
+#edrawings-explode-slider {
+    z-index: 100;
+
+    margin-top: 15px;
+    margin-bottom: 15px;
+    margin-left: 12px;
+    margin-right: 12px;
+
+    border: #c5c5c5 1px solid;
+    border-radius: 4px;
+
+    padding-left: 2px;
+
+    /* content-box, so minus margin and padding */
+    /* height: 170px; */
+    height: calc(100% - 2 * 15px - 2 * 1px);
+    height: -o-calc(100% - 2 * 15px - 2 * 1px);
+    height: -webkit-calc(100% - 2 * 15px - 2 * 1px);
+    height: -moz-calc(100% - 2 * 15px - 2 * 1px);
+
+    font-size: 18px; /* for some reason, the font size controls the width
+                         of the slider bar... */
+}
+
+/* Rail border */
+#edrawings-explode-slider {
+    border: #a2a2a2 1px solid;
+
+    background: #ffffff;
+}
+
+/* Add more padding to the arrow buttons. */
+.slide-bar-button {
+    display: none; /* off for 2019 release */
+
+    padding: 5px 0;
+}
+ 
+/* Darken slider handle */
+.ui-slider-handle {
+    border: 1px solid #aeaeae;
+    border-radius: 4px;
+
+    background: #aeaeae;
+}
+
+/* Center slider handle on rail. */
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em; 
+}
+ 
+/* Slider handle hover colors */
+.ui-slider-handle .ui-state-hover {
+    border: 1px solid #c3c3c3; 
+    background: #c3c3c3; 
+}
+ 
+.ui-slider-range {
+    background: #cccccc;
+}
+
+.ui-dialog {
+    border-color: rgba(140,140,140,1.0);
+    border: 1px;
+    border-style: solid;
+
+    background-color: rgba(232, 232, 232, 1.0);
+    color: rgb(130,130,130);
+
+    font-family: sans-serif;
+    font-weight: normal;
+}
+
+.ui-dialog-buttonpane {
+    background-color: rgba(232, 232, 232, 1.0);
+}
+
+/* End Explode CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Measure CSS                                                     */
+
+#edrawings-measure-panel {
+    bottom: auto;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 14px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collapsed,
+#edrawings-measure-panel.edrawings-collapsible.edrawings-collided {
+    /* bottom: calc(2px + 50px); */
+    height: 100%;
+}
+
+#edrawings-measure-submenu-list {
+    position: relative;
+    margin: 10px;
+    padding: 2px;
+    min-height: 50px;
+    /* 100% - edrawings-menu-header - edrawings-measure-filters - edrawings-measure-unit - edrawings-measure-messages */
+    max-height: calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -o-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -webkit-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    max-height: -moz-calc(100% - 41px - (48px + (2 * 4px)) - (66px + (2 * 10px)) - (150px + (2 * 10px) + (2 * 1px) + (2 * 10px)));
+    background-color: #FFFFFF;
+    -webkit-touch-callout: none;
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.edrawings-measure-entities-remove {
+    display: inline-block;
+    position: absolute;
+    right: 10px;
+    vertical-align: middle;
+
+    /* cross.png (used by edrawings-close-icon) is 20x20 */
+    width: 20px;
+    height: 20px;
+}
+
+.edrawings-measure-entities-info {
+    display: inline-block;
+    pointer-events: none;
+}
+
+.edrawings-measure-entities-type {
+    pointer-events: none;
+    white-space: pre-wrap;
+}
+
+/* End Measure CSS                                                 */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Markup CSS                                                      */
+
+#edrawings-markup-menu {
+    /* height: auto; */
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-family: Arial;
+    font-size: 15px;
+}
+
+/* End Markup CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* Debug CSS                                                       */
+
+#edrawings-debug-menu {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    font-size: 15px;
+    font-family: Arial;
+}
+
+#edrawings-console-debug-categories {
+    /* Copied from edrawings-menu-search-input */
+    display: block;
+    border: none;
+
+    width: calc(100% - 2px);
+    width: -o-calc(100% - 2px);
+    width: -webkit-calc(100% - 2px);
+    width: -moz-calc(100% - 2px);
+
+    Height: 34px;
+    font-size: 11pt;
+}
+
+/* End Debug CSS                                                   */
+/*=================================================================*/
+
+.edrawings-inactive {
+    pointer-events: none;
+}
+
+.edrawings-common-panel-props {
+    position: absolute;
+    box-shadow: none;
+
+    border: 1px solid gray;
+
+    cursor: pointer;
+    font-size: 14px;
+}
+
+/*=================================================================*/
+/* shortcut CSS                                                    */
+
+#edrawings-shortcut-menu {
+    background-color: rgba(255, 255, 255, 0.9);
+    z-index: 100;
+}
+
+.edrawings-shortcut-menu-text {
+    font-size: 12px;
+    font-family: Arial;
+    font-weight: bold;
+
+    color: rgb(130,130,130);
+    text-align: left;
+}
+
+.edrawings-shortcut-hide-show::before {
+    content: "Hide/Show";
+}
+
+.edrawings-shortcut-transp-solid::before {
+    content: "Transparent/Solid";
+}
+
+.edrawings-shortcut-isolate::before {
+    content: "Hide Others";
+}
+
+.edrawings-shortcut-show-all::before {
+    content: "Show All";
+}
+
+.edrawings-shortcut-measure-remove::before {
+    content: "Remove";
+}
+
+.edrawings-shortcut-measure-clear::before {
+    content: "Clear";
+}
+
+/* End shortcut CSS                                                */
+/*=================================================================*/
+
+#edrawings-preview-window {
+    box-shadow: none;
+    display: none;
+    position: absolute;
+    z-index: 1000;
+
+    border: 1px solid gray;
+
+    background-color: rgba(255, 255, 255, 0.9);
+
+    font-size: 14px;
+    cursor: pointer;
+
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.inputfile {
+    position: absolute;
+    z-index: -1;
+
+    width: 0.1px;
+    height: 0.1px;
+
+    overflow: hidden;
+
+    opacity: 0;
+}
+
+.button {
+    border-color: rgb(100,100,100);
+    border-style: solid;
+    border-width: thin;
+
+    padding: 4px 12px 4px 12px;
+
+    background-color: #EEEEEE;
+    color: rgb(100,100,100);
+
+    font: 11px Arial;
+}
+
+.edrawings-bottom-label {
+    display: table-cell;
+
+    width: 90px;
+
+    color: darkgray;
+
+    font-size: 14px;
+    font-family: sans-serif;
+
+    white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    text-align: center;
+    vertical-align: middle;
+}
+
+#edrawings-custom-cursor-rotate {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select3.png");
+}
+
+#edrawings-custom-cursor-pan {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/select2.png");
+}
+
+#edrawings-custom-cursor-zoom {
+    display: none;
+    position: absolute;
+    z-index: 10000;
+    cursor: none;
+
+    top: 0;
+    left: 0;
+
+    height: 32px;
+    width: 32px;
+
+    background-image: url("images/zoom1.png");
+}
+
+.unselectable {
+    -moz-user-select: -moz-none;
+    -khtml-user-select: none;
+    -webkit-user-select: none;
+    /*
+      Introduced in IE 10.
+      See http://ie.microsoft.com/testdrive/HTML5/msUserSelect/
+    */
+    -ms-user-select: none;
+    user-select: none;
+
+    cursor: default;
+}
+
+/* Required for jquery.ui.touch-punch.js.  Without this, touch doesn't work
+ * on IE/Edge
+ */
+.ui-draggable {
+    -ms-touch-action: none;
+    touch-action: none;
+}
+
+#edrawings-fileopen-background {
+    position: absolute;
+    pointer-events: none;
+
+    left: 0;
+    top: 0;
+
+    border-style: solid;
+    border-color: rgba(255,255,255,0);
+
+    width: 100%;
+    height: 100%;
+}
+
+#fileopen-group {
+    position: absolute;
+
+    top: 50%;
+    left: 50%;
+
+    margin-left: -175px;
+    margin-right: auto;
+    margin-top: -200px;
+    margin-bottom: auto;
+
+    width: 350px;
+    height: 400px;
+
+    color: rgb(120,120,120);
+
+    font-family: arial;
+    font-weight: bold;
+}
+
+.fileopen-block {
+    display: flex;
+
+    justify-content: center;
+
+    margin-top: 20px;
+    margin-bottom: 20px;
+}
+
+.fileopen-block-item {
+    align-self: center;
+}
+
+#fileopen-drop-block-background {
+    border-style: dashed;
+    border-radius: 10px;
+
+    height: 150px;
+}
+
+#edrawings-drop-block.edrawings-viewer-regular {
+    display: none;
+    position: absolute;
+    z-index: 10;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: 350px;
+    height: 150px;
+
+    background-color: rgba(255, 255, 255, 0.0);
+}
+
+#fileopen-drop-instr {
+    z-index: 50;
+}
+
+#edrawings-drop-block.edrawings-viewer-ondrop {
+    position: absolute;
+    z-index: 10;
+
+    top: 0;
+    left: 0;
+
+    margin: 5px;
+
+    border-style: dashed;
+    border-radius: 10px;
+
+    width: calc(100% - 20px);
+    width: -o-calc(100% - 20px);
+    width: -webkit-calc(100% - 20px);
+    width: -moz-calc(100% - 20px);
+
+    height: calc(100% - 20px);
+    height: -o-calc(100% - 20px);
+    height: -webkit-calc(100% - 20px);
+    height: -moz-calc(100% - 20px);
+
+    background: rgba(255,255,255,0.9);
+}
+
+#stream_viewer_link {
+    color: blue;
+    text-decoration: underline;
+}
+
+.fileopen-button-block {
+    pointer-events: all;
+}
+
+.edrawings-layer-checkbox-style {
+    display: inline-block;
+
+    margin-right: 10px;
+
+    line-height: 14px;
+
+    vertical-align: middle;
+
+    cursor: pointer;
+
+    -webkit-touch-callout: none;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+.bottom-bar {
+    position: absolute;
+    z-index: 2;
+
+    bottom: 0;
+
+    width: 100%;
+    height: 50px;
+
+    /* consolidate the alpha value 0.8 */
+    background-color: rgba(255, 255, 255, 0.8);
+
+    white-space: nowrap;
+
+    /* The children are inline-blocks.  Use font-size to control the gap width of the inline block. */
+    font-size: 0px;
+}
+
+/*=================================================================*/
+/* #edrawings-config-tab-list CSS                                  */
+
+#edrawings-config-tab-list {
+    display: inline-block;
+
+    height: 100%;
+    line-height: 44px;
+
+    white-space: nowrap;
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    -webkit-user-select: none;
+    -khtml-user-select: none;
+    -moz-user-select: none;
+    -ms-user-select: none;
+    user-select: none;
+}
+
+#edrawings-config-tab-list.edrawings-fullwidth {
+    width: 100%;
+}
+
+#edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap) - (1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (10px + 10px + 1px) - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-left:not(.edrawings-removed-arrow-right) #edrawings-config-tab-list.edrawings-compressed,
+.bottom-bar.edrawings-compressed-tab-list.edrawings-removed-arrow-right:not(.edrawings-removed-arrow-left) #edrawings-config-tab-list.edrawings-compressed {
+    /* 100% - (left-arrow width + left-arrow padding + 1px gap)/(1px gap + right-arrow padding + right-arrow width) - (rightmost icon and its padding) */
+    width: calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -o-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -webkit-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+    width: -moz-calc(100% - (1px + 10px + 10px) - (44px + (2 * 1px)));
+
+    overflow: hidden;
+}
+
+/* End #edrawings-config-tab-list CSS                              */
+/*=================================================================*/
+
+.bottom-bar:not(.edrawings-compressed-tab-list) .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+
+    background-color: rgba(100, 100, 100, 0.1);
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper {
+    position: relative;
+
+    top: -2px;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+    border-right: 1px solid white;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: 44px; /* inherit; */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper:nth-child(4) {
+    border-left: 1px solid white;
+    /* IE has no support of unset */
+    /* border-right: unset; */
+    border-right-width: 0px;
+
+    padding-left: 8px;
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-config-tab-list:not(.edrawings-compressed) ~ .edrawings-sheets-control {
+    display: none;
+}
+
+.edrawings-config-tab {
+    display: inline-block;
+    position: relative;
+    z-index: 0;
+
+    border-top: none;
+
+    border-bottom-color: lightgray;
+    border-bottom-style: solid;
+    border-bottom-width: 1px;
+
+    border-right-color: lightgray;
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    padding: 0 5px;
+
+    width: auto;
+    min-width: 76px;
+
+    height: 44px; /* 50px * .88 = 44px */
+
+    background-color: rgba(100, 100, 100, 0.1);
+
+    text-align: center;
+
+    font-size: medium; /* Default value is either medium or 16px */
+
+    cursor: default;
+}
+
+/* #edrawings-config-tab-list.edrawings-compressed .edrawings-config-tab {
+    height: 30px;
+} */
+
+.config-tab-text {
+    margin-left: 5px;
+    margin-right: 5px;
+
+    font-family: arial;
+    font-size: 14px;
+
+    pointer-events: none;
+}
+
+.active-modelview {
+    z-index: 0;
+    top: -2px;
+
+    margin-left: -1px;
+
+    border-top-color: white;
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    border-left-color: rgba(140,140,140,1.0);
+    border-left-style: solid;
+    border-left-width: 1px;
+
+    border-right-color: rgba(140,140,140,1.0);
+    border-right-style: solid;
+    border-right-width: 1px;
+
+    border-color: rgba(140,140,140,1.0);
+
+    height: calc(88% + 2px); /* 50 * .88 = 44 */
+
+    background-color: white;
+}
+
+
+#edrawings-config-tab-list .edrawings-config-tab.active-modelview:first-child {
+    /* IE has no support of unset */
+    /* margin-left: unset; */
+    margin-left: 0px;
+}
+
+.edrawings-measure-unit {
+    margin: 10px;
+}
+
+.measure-unit-selector {
+    display: inline-block;
+
+    /* Substract width of measure-unit-item-name */
+    width: calc(100% - 90px);
+    width: -o-calc(100% - 90px);
+    width: -webkit-calc(100% - 90px);
+    width: -moz-calc(100% - 90px);
+
+    height: auto;
+
+    background-color: #FFFFFF;
+    vertical-align: middle;
+}
+
+.edrawings-measure-unit-item {
+    position: relative;
+
+    margin: 0px;
+
+    height: 30px;
+    line-height: 30px;
+}
+
+.measure-unit-item-name {
+    display: inline-block;
+    margin-left: 6px;
+    width: 80px;
+    
+    text-align: left;
+    vertical-align: middle;
+
+    /* white-space: nowrap;
+    overflow: hidden;
+    text-overflow: ellipsis; */
+
+    font-family: Arial;
+    font-size: 14px;
+    font-weight: normal;
+}
+
+#edrawings-markup-view-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    min-height: 150px;
+    max-height: calc(100% - 45px);
+    max-height: -o-calc(100% - 45px);
+    max-height: -webkit-calc(100% - 45px);
+    max-height: -moz-calc(100% - 45px);
+
+    overflow: auto;
+
+    background-color: white;
+}
+
+.edrawings-markup-view-name {
+    pointer-events: none;
+}
+
+.markup-mode {
+    pointer-events: none;
+}
+
+.edrawings-icon.markup-mode {
+    margin: auto;
+}
+
+.markup-op {
+    pointer-events: none;
+}
+
+.edrawings-measure-messages {
+    margin: 10px;
+    border: rgb(140, 140, 140) 1px solid;
+    padding: 10px 6px;
+
+    min-height: 150px;
+    max-height: 200px;
+
+    overflow-y: auto;
+
+    background-color: #FFFFFF;
+
+    -webkit-touch-callout: text;
+    -webkit-user-select: text;
+    -khtml-user-select: text;
+    -moz-user-select: text;
+    -ms-user-select: text;
+    user-select: text;
+}
+
+.edrawings-measure-entities-list-item {
+    margin: 2px;
+    border-bottom: #cacaca 1px solid;
+    padding: 10px 6px;
+}
+
+.edrawings-measure-entities-list-item:last-child {
+    border-bottom: none;
+}
+
+#edrawings-measure-entities-list {
+    margin-left: 3px;
+    margin-right: 3px;
+    margin-top: 5px;
+    margin-bottom: 5px;
+
+    border-style: solid;
+    border-width: 1px;
+
+    background-color: white;
+}
+
+#edrawings-measure-result {
+    white-space: pre-wrap;
+}
+
+/*=================================================================*/
+/* navigation CSS                                                  */
+
+#edrawings-button-confignav {
+    display: block;
+    margin: 0;
+    float: none;
+}
+
+#edrawings-config-navigation {
+    /* Need this z-index to show on top of tool-bar */
+    z-index: 100;
+
+    bottom: 50px;
+    right: 0px;
+    /* IE has no support of unset */
+    /* left: unset; */
+    left: auto;
+    /* top: unset; */
+    top: auto;
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -o-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -webkit-calc(100% - (50px + 2px) - (0px + 50px));
+    max-height: -moz-calc(100% - (50px + 2px) - (0px + 50px));
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed,
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided {
+    height: 100%;
+}
+
+/* End navigation CSS                                              */
+/*=================================================================*/
+
+.measure-filter-image {
+    pointer-events: none;
+}
+
+.edrawings-icon.measure-filter-image {
+    margin: auto;
+}
+
+.edrawings-disabled-button {
+    pointer-events: none;
+
+    opacity: 0.3;
+    filter: alpha(opacity = 30); /* For IE8 and earlier */
+}
+
+.edrawings-menu-info {
+    display: inline-block;
+    position: absolute;
+
+    right: 45px;
+    top: 2px;
+
+    font-family: "Segoe UI";
+    font-size: 12px;
+
+    color: #5b5b5b;
+}
+
+#edrawings-logo-block {
+    display: inline-block;
+
+    margin-left: 5px;
+    margin-right: 4px;
+
+    width: auto;
+}
+
+#edrawings-fileload-block {
+    display: inline-block;
+}
+
+#edrawings-filename-block {
+    display: inline-block;
+    padding-right: 8px; /* width of the arrow padding */
+    width: auto;
+
+    overflow: hidden;
+    white-space: nowrap;
+
+    text-align: left;
+    vertical-align: middle;
+}
+
+.edrawings-collided-hud-bar #edrawings-filename-block {
+    /* logo-block: (5px + 44px)
+       fileload-block: 40px
+       font-size: 2px (multiply by # of items)
+       2 edrawings-hud-button (reset and fullscreen): 2 * 46px
+       1 arrow from hud-bar: 1 * (10px + 10px);
+       margin-right from hud-bar: 2px;
+       right from hud-bar: 0px;
+    */
+    max-width: calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -o-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -webkit-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+    max-width: -moz-calc(100% - (5px + 44px) - (2px + 40px) - (2px + (2px + (2 * 46px)) + (1 * (10px + 10px)) + 2px + 0px));
+}
+
+#edrawings-filename {
+    position: relative;
+
+    top: 0;
+
+    line-height: 22px;
+
+    text-align: center;
+}
+
+#edrawings-filename-text {
+    display: block;
+
+    width: 100%;
+
+    overflow: hidden;
+    text-overflow: ellipsis;
+
+    font-family: arial;
+    font-size: small;
+}
+
+#config-tab-border {
+    position: absolute;
+    z-index: 0;
+
+    border-top-color: rgba(140,140,140,1.0);
+    border-top-style: solid;
+    border-top-width: 1px;
+
+    top: 0;
+
+    width: 100%;
+
+    font-size: medium; /* Default value is either medium or 16px */
+}
+
+.edrawings-custom-redline {
+    position: absolute;
+}
+
+.edrawings-markupdiv-image {
+    width: 100%;
+    height: 100%;
+}
+
+#edrawings-measure-filters {
+    margin: 4px 10px;
+}
+
+#edrawings-layer-control-all {
+    height: auto;
+}
+
+.slide-bar-button {
+    margin: auto;
+
+    text-align: center;
+}
+
+.edrawings-bar-icon {
+    margin: auto;
+
+    width: 20px;
+    height: 20px;
+
+    vertical-align: middle;
+}
+
+.help-table-button {
+    width: 85px;
+
+    height: 60px;
+    line-height: 70px;
+
+    text-align: center;
+}
+
+.edrawings-help-grid {
+    border-width: 1px;
+    border-bottom-style: solid;
+
+    width: 279px;
+}
+
+.edrawings-help-table {
+    margin-top: 8px;
+    margin-bottom: 8px;
+
+    border-collapse: collapse;
+
+    width: 100%;
+}
+
+.help-column-first {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.help-column-second {
+    border-right: solid 1px;
+    border-color: rgb(150,150,150);
+}
+
+.ui-slider-vertical .ui-slider-handle {
+    left: -0.2em;
+}
+
+.section-button {
+    margin: 3px;
+}
+
+.bottom-button.section-button {
+    display: block;
+}
+
+#edrawings-button-shaded {
+    width: 48px;
+}
+
+.edrawings-arrow-wrapper {
+    display: inline-block;
+
+    width: auto;
+    height: auto;
+
+    text-align: center;
+}
+
+.edrawings-arrow-up {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-bottom: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-up,
+.edrawings-arrow-up.edrawings-disabled {
+    display: none;
+
+    border-bottom: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-down {
+    display: block;
+    position: relative;
+
+    top: calc((100% - 10px)/2);
+    top: -o-calc((100% - 10px)/2);
+    top: -webkit-calc((100% - 10px)/2);
+    top: -moz-calc((100% - 10px)/2);
+
+    left: calc((100% - (2 * 8px))/2);
+    left: -o-calc((100% - (2 * 8px))/2);
+    left: -webkit-calc((100% - (2 * 8px))/2);
+    left: -moz-calc((100% - (2 * 8px))/2);
+
+    border-left: 8px solid transparent;
+    border-right: 8px solid transparent;
+    border-top: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-down,
+.edrawings-arrow-down.edrawings-disabled {
+    display: none;
+
+    border-top: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-left {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-right: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-left,
+.edrawings-arrow-left.edrawings-disabled {
+    display: none;
+
+    border-right: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+.edrawings-arrow-right {
+    display: block;
+    position: relative;
+
+    top: calc((100% - (2 * 8px))/2);
+    top: -o-calc((100% - (2 * 8px))/2);
+    top: -webkit-calc((100% - (2 * 8px))/2);
+    top: -moz-calc((100% - (2 * 8px))/2);
+
+    left: calc((100% - 10px)/2);
+    left: -o-calc((100% - 10px)/2);
+    left: -webkit-calc((100% - 10px)/2);
+    left: -moz-calc((100% - 10px)/2);
+
+    border-top: 8px solid transparent;
+    border-bottom: 8px solid transparent;
+    border-left: 10px solid #666;
+
+    width: 0;
+    height: 0;
+}
+
+.edrawings-arrow-wrapper.edrawings-disabled-button .edrawings-arrow-right,
+.edrawings-arrow-right.edrawings-disabled {
+    display: none;
+
+    border-left: 10px solid lightgray;
+
+    pointer-events: none;
+}
+
+#edrawings-hud-bar {
+    display: block;
+    position: absolute;
+
+    top: 0px;
+    right: 0px;
+
+    margin-right: 2px;
+
+    width: auto;
+    height: inherit; /* 46px; */
+}
+
+.edrawings-hud-bar-content {
+    /* The children are inline-block.  Use font-size to control the gap between inline-block children */
+    font-size: 2px;
+}
+
+#edrawings-hud-bar .edrawings-arrow-wrapper {
+    display: none;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided {
+    /* Keep the arrows visible */
+    /* (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    min-width: calc((10px + 10px) + (10px + 10px));
+    min-width: -o-calc((10px + 10px) + (10px + 10px));
+    min-width: -webkit-calc((10px + 10px) + (10px + 10px));
+    min-width: -moz-calc((10px + 10px) + (10px + 10px));
+
+    overflow-x: auto;
+    overflow-y: hidden;
+
+    white-space: nowrap;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper {
+    display: block;
+    position: absolute;
+
+    padding-left: 2px;
+    padding-right: 8px;
+
+    width: auto;
+    height: inherit;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper:nth-child(2) {
+    right: 0px;
+
+    padding-left: 8px;
+
+    /* IE has no support of unset */
+    /* padding-right: unset; */
+    padding-right: 2px;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.edrawings-tool-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button,
+.bottom-bar.edrawings-compressed-tab-list .edrawings-arrow-wrapper.edrawings-disabled-button {
+    display: none;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-hud-bar-content {
+    display: block;
+    position: absolute;
+
+    /* Make room for the arrows */
+    /* (left-arrow width + left-arrow padding) */
+    left: calc(10px + 10px);
+    left: -o-calc(10px + 10px);
+    left: -webkit-calc(10px + 10px);
+    left: -moz-calc(10px + 10px);
+
+    /* 100% - (left-arrow width + left-arrow padding) + (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px) - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px) - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px) - (10px + 10px));
+
+    overflow: hidden;
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(1) ~ .edrawings-hud-bar-content {
+    left: 0px;
+
+    /* 100% - (right-arrow padding + right-arrow width) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+#edrawings-hud-bar.edrawings-collided .edrawings-arrow-wrapper.edrawings-disabled-button:nth-child(2) ~ .edrawings-hud-bar-content {
+    /* 100% - (left-arrow width + left-arrow padding) */
+    width: calc(100% - (10px + 10px));
+    width: -o-calc(100% - (10px + 10px));
+    width: -webkit-calc(100% - (10px + 10px));
+    width: -moz-calc(100% - (10px + 10px));
+}
+
+.edrawings-ui-hide {
+    display: none;
+}
+
+#edrawings-button-fs {
+    background-repeat: no-repeat;
+    background-position-y: 3px;
+    background-image: url(data:image/png;base64,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);
+}
+
+.edrawings-button-fs-restore {
+    background-image: url(data:image/png;base64,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) !important;
+}
+
+.edrawings-tree-expanded {
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAAOwwAADsMBx2+oZAAAALtJREFUOE/tkL0RgzAMhXHuTM0oZIMwQjZwClwnk5DaLuINMgLZIBmFGhdGzxYQCF1avjudnmSdfpzt/I9gH9Fav+H7vq+cc11MMkqpIs/zFtoYc4xJ4sB+pCArpZTPFM5wriRDzcSiQQjhTK4TQpxomyZl42YNciQ7rplYnADqulZU/ICm4gv8d2ytddAjPw0AT7+Sjf+Ate90+y2FM5sNAG3S8tqY/KLJVXxYsf7ECe89bv3AWO9skmUDwnw8r6UK7XsAAAAASUVORK5CYII=);
+}
+
+.edrawings-dialog-no-close .ui-dialog-titlebar-close {
+    display: none;
+}
+
+.edrawings-info-title .ui-dialog-title {
+    content: "Information";
+    font-weight: 600;
+}
+
+.edrawings-warn-title .ui-dialog-title {
+    content: "Warning";
+    font-weight: 600;
+}
+
+.edrawings-error-title .ui-dialog-title {
+    content: "Error";
+    font-weight: 600;
+}
+
+.edrawings-server-unsupported-file-type::after {
+    content: "Can not load " attr(data-file) ".  It is an unsupported file type.";
+}
+
+.edrawings-server-ajax-failure::after {
+    content: "Server unavailable.  Please try again.  If the failure persists, please report this message to customer support.";
+}
+
+.edrawings-server-load-failure-1::after {
+    content: "Model viewing failed.  Please reload and try again.  If the failure persists, please report the information below to customer support.";
+}
+
+.edrawings-server-load-failure-2::after {
+    margin-top: 20px;
+    white-space: pre;
+    content: "\AServer: " attr(data-server-id);
+}
+
+.edrawings-server-load-failure-3::after {
+    content: "Model ID: " attr(data-model-cache-name);
+}
+
+.edrawings-server-url-inaccessible::after {
+    content: "Cannot access file URL: " attr(data-file-url);
+    white-space: nowrap;
+}
+
+.edrawings-server-websocket-create-failure::after {
+    content: "Could not establish streaming connection for viewer.";
+}
+
+.edrawings-unable-process-file::after {
+    content: "Unable to complete processing of this file.";
+}
+
+.edrawings-viewer-load-failure::after {
+    content: "Failed to load model in the viewer: " attr(data-error-message);
+    white-space: nowrap;
+}
+
+.edrawings-glcontextlost::after {
+    content: "Your browser or device does not have the resources to display the viewer.";
+}
+
+.edrawings-unknown-error::after {
+    content: "An error occurred.  Please try again.";
+}
+
+.edrawings-unknown-license-error::after {
+    content: "A licensing error occurred.  Please try again.";
+}
+
+.edrawings-license-version-mismatch-error::after {
+    content: "There is a license version mismatch.";
+}
+
+.edrawings-no-licenses-error::after {
+    content: "We're sorry, no licenses are available at this time. Please close an existing session of eDrawings Web Viewer and try again later.";
+}
+
+.edrawings-license-server-connection-error::after {
+    content: "The license server is not reachable. Please confirm that the server is configured correctly and that the license server is running.";
+}
+
+.edrawings-license-expired-error::after {
+    content: "Your license has timed out due to inactivity, license has been returned to the server.";
+}
+
+.edrawings-debug-node-matrices::after {
+    content: "Show Matrices";
+}
+
+#edrawings-configurations-menu .edrawings-menu-title::after {
+    content: "Configurations";
+}
+
+/*=================================================================*/
+/* Loading CSS                                                     */
+
+#WaitBanner {
+    position: fixed;
+    z-index: 9999;
+    top: calc((100% - 65px - 24px)/ 2 - 5px);
+    left: calc((100% - 296px) / 2);
+    padding: 5px;
+    clear: both;
+    background-color: rgba(255, 255, 255, 0.85);
+}
+
+.edrawings-loading-logo-dark-text {
+    display: block;
+    position: relative;
+    margin: auto;
+    overflow: auto;
+    background-color: transparent;
+}
+
+.edrawings-loading-spin {
+    display: block;
+    position: relative;
+    top: 10px; 
+    margin: auto;
+    width: 24px; /* 1.5x larger */
+    height: 24px;
+    overflow: auto;
+    background-image: url(data:image/gif;base64,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); 
+    background-size: contain;
+    background-color: transparent;
+    
+}
+
+/* Loading CSS                                                     */
+/*=================================================================*/
+
+/*=================================================================*/
+/* ticker CSS                                                      */
+
+@keyframes edrawings-ticker-animation {
+    0% {
+        -webkit-transform: translate3d(0, 0, 0);
+        transform: translate3d(0, 0, 0);
+        visibility: visible;
+    }
+
+    100% {
+        -webkit-transform: translate3d(-66.667%, 0, 0);
+        transform: translate3d(-66.667%, 0, 0);
+    }
+}
+
+/* The current state of edrawings-ticker-wrapper is a full width tooltip without any animation */
+.edrawings-ticker-wrapper {
+    box-sizing: content-box;
+    position: fixed;
+    z-index: 101;
+
+    border: 1px solid rgba(140,140,140,1.0);
+
+    width: 100%;
+
+    height: 24px;
+    line-height: 24px;
+
+    overflow: hidden;
+
+    background-color: rgba(255, 255, 255, 1.0);
+    color: black;
+
+    font-family: Arial;
+    font-size: 12px;
+    text-align: center;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation {
+    padding-left: 0px; /* 100px; */
+
+    width: 100px;
+
+    /* IE has support of unset */
+    /* text-align: unset; */
+    text-align: left;
+}
+
+.edrawings-ticker {
+    display: inline-block;
+    white-space: nowrap;
+}
+
+.edrawings-ticker-wrapper.edrawings-animation .edrawings-ticker {
+    padding-right: 0px; /* 100%; */
+
+    -webkit-animation-iteration-count: infinite;
+    animation-iteration-count: infinite;
+
+    -webkit-animation-timing-function: linear;
+    animation-timing-function: linear;
+
+    -webkit-animation-name: edrawings-ticker-animation;
+    animation-name: edrawings-ticker-animation;
+
+    -webkit-animation-duration: 7s;
+    animation-duration: 7s;
+}
+
+/* End ticker CSS                                                  */
+/*=================================================================*/
+
+/*=================================================================*/
+/* edrawings-menu-panel-wrapper CSS                                */
+
+.edrawings-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+    left: 0px;
+    top: 0px;
+    border: 1px solid gray;
+
+    /* Make room for the edrawings-menu-panel-arrow-collapse */
+    width: calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -o-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -webkit-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+    width: -moz-calc(100% - (16px + (2 * 1px) + (2 * 1px)) - 1px);
+
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    cursor: pointer;
+    opacity: 0.9;
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+
+    /* substract the border width */
+    height: calc(100% - (2 * 1px));
+    height: -o-calc(100% - (2 * 1px));
+    height: -webkit-calc(100% - (2 * 1px));
+    height: -moz-calc(100% - (2 * 1px));
+
+    /* substract the border width */
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    background-color: #f5f5f5;
+    opacity: 0.9; 
+    cursor: pointer;
+}
+
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    position: relative;
+
+    left: 0px;
+    top: 0px;
+
+    border: 1px solid gray;
+    padding: 2px;
+
+    height: auto;
+
+    /* substract the border height and padding height */
+    max-height: calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -o-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (2 * 1px) - (2 * 2px));
+    max-height: -moz-calc(100% - (2 * 1px) - (2 * 2px));
+
+    overflow: auto;
+    background-color: #f5f5f5;
+    cursor: pointer;
+    text-align: center;
+    opacity: 0.9;
+}
+
+/* Mozilla only. Add 17~22 px for the firefox vertical scrollbar */
+@-moz-document url-prefix() {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {     
+        padding-right: 18px;
+    }
+}
+
+/* For IE Edge, need non-zero padding-right for outward vertical scrollbar. */
+@supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {      
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+/* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-section-menu.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        padding-right: 1px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        padding-right: 16px;
+    }
+}
+
+#edrawings-measure-panel.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* IE has no support of unset */
+    /* height: unset; */
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+@media all and (-ms-high-contrast: none), (-ms-high-contrast: active) {
+    #edrawings-measure-panel.edrawings-collapsible.edrawings-collided.edrawings-wiggle .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 2px;
+    }
+
+    .edrawings-tool-bar.edrawings-out-of-view ~ #edrawings-measure-panel.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+        /* For IE SP11, need non-zero padding-right for outward vertical scrollbar. */
+        padding-right: 16px;
+    }
+}
+
+#edrawings-markup-menu.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-wrapper {
+    /* Make room for the edrawings-menu-panel-arrow-collapse button */
+    left: calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -o-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    left: -webkit-calc(16px + (2 * 1px) + (2 * 1px) -1px);
+    left: -moz-calc(16px + (2 * 1px) + (2 * 1px) - 1px);
+    
+    height: auto;
+
+    max-height: calc(100% - (2 * 1px));
+    max-height: -o-calc(100% - (2 * 1px));
+    max-height: -webkit-calc(100% - (2 * 1px));
+    max-height: -moz-calc(100% - (2 * 1px));
+
+    overflow: auto;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collided .edrawings-menu-panel-wrapper {
+    height: 100%;
+    overflow: hidden;
+}
+
+/* End edrawings-menu-panel-wrapper CSS                            */
+/*=================================================================*/
+
+#edrawings-component-tree-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-debug-list.edrawings-submenu-list {
+    /* calc(100% - edrawings-menu-header - edrawings-menu-search - edrawings-menu-search) */
+    height: calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -o-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -webkit-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+    height: -moz-calc(100% - 41px - (36px + (2 * 1px) + 5px) - (36px + (2 * 1px) + 5px));
+}
+
+#edrawings-button-confignav.active-button img.edrawings-icon#edrawings-button-confignav-g {
+    transform: rotate(90deg);
+}
+
+/*=================================================================*/
+/* edrawings-menu-panel-arrow-collapse CSS                         */
+
+.edrawings-menu-panel-arrow-collapse {
+    position: absolute;
+    z-index: 99;
+
+    top: 0px;
+    right: 0px;
+
+    /* margin-right: calc(-16px - (2 * 1px) - (2 * 1px)); */
+    border: 1px solid rgba(140, 140, 140, 1.0);
+    padding: 0px 1px;
+
+    width: 16px;
+
+    height: 41px; /* match the height of the panel header */
+    line-height: 44px;
+
+    vertical-align: middle;
+
+    background-color: #f5f5f5;
+    background-image: url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAQCAYAAAAf8/9hAAAABGdBTUEAALGPC/xhBQAAANFJREFUOBHVUssRgjAQJY7hTAmWYAlYAh3EAzmbSvQMB9OBJUAHWoIlcCaH8HZkYWB28EwO2d97L7tJkmT3S0kTWGvfyGcxxqKu64+E4dyBHcGelFJNWZZGqE0pUaDv+wtOb4HKIPJER/eJsXLEERgzEm8Uk2AIofDed1wnK3bAgKqqHIhXxB06ydM0bbjGdlOAQVt2U4BGoDuAAL1IS3ezFjuuExQbYzKt9QtuTjHWA8/pfu5yFwXGWc+AdjjZgeyXtDkSBcbyF+S/H2mW2q03ANLBRIizuA/1AAAAAElFTkSuQmCC);
+    background-repeat: no-repeat;
+    background-position-y: 50%;
+
+    transform: rotate(180deg);
+
+    opacity: 0.9;
+    cursor: pointer;
+}
+
+.edrawings-submenu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+.edrawings-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    z-index: 99;
+
+    height: 44px; /* match the height of the bottom-button edrawings-tool-button */
+
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    left: 0px;
+    /* IE has no support of unset */
+    /* right: unset; */
+    right: auto;
+    /* IE has no support of unset */
+    /* transform: unset; */
+    transform: none;
+}
+
+#edrawings-config-navigation.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    /* substract height and border */
+    top: calc(100% - 41px - (2 * 1px));
+    top: -o-calc(100% - 41px - (2 * 1px)); 
+    top: -webkit-calc(100% - 41px - (2 * 1px)); 
+    top: -moz-calc(100% - 41px - (2 * 1px)); 
+    height: 41px; /* Match to the panel header height */
+    transform: rotate(180deg);
+}
+
+#edrawings-explode-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible .edrawings-menu-panel-arrow-collapse {
+    right: calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -o-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -webkit-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+    right: -moz-calc(-16px - (2 * 1px) - (2 * 1px) + 1px);
+}
+
+#edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse,
+#edrawings-section-menu.edrawings-collapsible.edrawings-collapsed .edrawings-menu-panel-arrow-collapse {
+    right: 0px;
+}
+
+/* End edrawings-menu-panel-arrow-collapse CSS                     */
+/*=================================================================*/
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar {
+    padding-bottom: 0px;
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 50px; /* calc((50px + 0px) + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+    top: 0px; /* calc(0px + 0px + 0px); */
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+.bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((50px + 0px) + (10px + 10px));
+    top: -o-calc((50px + 0px) + (10px + 10px));
+    top: -webkit-calc((50px + 0px) + (10px + 10px));
+    top: -moz-calc((50px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+#edrawings-top-bar.edrawings-out-of-view ~ .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+    /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+    top: calc((0px + 0px) + (10px + 10px));
+    top: -o-calc((0px + 0px) + (10px + 10px));
+    top: -webkit-calc((0px + 0px) + (10px + 10px));
+    top: -moz-calc((0px + 0px) + (10px + 10px));
+
+    /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+    max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+}
+
+.bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+    /* (bottom gap + bottom-bar height) */
+    bottom: 0px; /* calc(0px + 0px); */
+}
+
+/* edrawings-menu left + edrawings-menu max-width */
+/* calc((2px + 50px) + 500px) */
+@media screen and (max-width: 552px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        max-width: calc(100% - (0px + 50px) - 2px);
+        max-width: -o-calc(100% - (0px + 50px) - 2px);
+        max-width: -webkit-calc(100% - (0px + 50px) - 2px);
+        max-width: -moz-calc(100% - (0px + 50px) - 2px);
+    }
+}
+
+/* edrawings-menu left + edrawings-menu min-width */
+/* calc((0px + 50px) + 321px) */
+@media screen and (max-width: 371px) {
+    .edrawings-menu {
+        /* 100% - edrawings-menu left - padding on the right */
+        width: calc(100% - (0px + 50px) - 2px);
+        width: -o-calc(100% - (0px + 50px) - 2px);
+        width: -webkit-calc(100% - (0px + 50px) - 2px);
+        width: -moz-calc(100% - (0px + 50px) - 2px);
+
+        /* edrawings-tree-arrow-space-common + 
+           edrawings-tree-icon + 
+           5px item-tree-text width for ellipsis + 
+           edrawings-submenu-list-item-button + 
+           menu panel collapse button +
+           padding on the right */
+        min-width: calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -o-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -webkit-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+        min-width: -moz-calc((5px + 15px) + 40px + 5px + (20px + 10px) + (16px + 2px) + 2px);
+    }
+}
+
+@media screen and (max-height: 400px) {
+    .bottom-bar {
+        display: none;
+    }
+
+    .edrawings-menu {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px; /* calc(0px + 0px); */ /* This is the gap height now */
+        
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px)));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar {
+        padding-bottom: 0px;
+    }
+
+    .edrawings-tool-bar,
+    .edrawings-hud-menu,
+    #edrawings-section-menu,
+    #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-hud-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-section-menu,
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-explode-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-hud-shaded-menu {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+    }
+
+    #edrawings-config-navigation {
+        /* (bottom gap + bottom-bar height) */
+        bottom: 0px;
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ #edrawings-config-navigation {
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 50px; /* calc(50px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + edrawings-bottom-centered-icons padding + (top-arrow height + top-arrow padding) */
+        top: 0px; /* calc(0px + 0px + 0px); */
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((50px + 0px) + (10px + 10px));
+        top: -o-calc((50px + 0px) + (10px + 10px));
+        top: -webkit-calc((50px + 0px) + (10px + 10px));
+        top: -moz-calc((50px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (50px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+    #edrawings-top-bar.edrawings-out-of-view ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+        /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+        top: calc((0px + 0px) + (10px + 10px));
+        top: -o-calc((0px + 0px) + (10px + 10px));
+        top: -webkit-calc((0px + 0px) + (10px + 10px));
+        top: -moz-calc((0px + 0px) + (10px + 10px));
+
+        /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+        max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+    }
+}
+
+/* Window Edge 16 and 17, not Window IE 11, stops sending resize event when width reaches below 372px */
+@media screen and (max-width: 372px) {
+    @supports (-ms-accelerator:true) or (-ms-ime-align: auto) {
+        /* (-ms-accelerator:true): IE Edge 12+ CSS */
+        /* (-ms-ime-align: auto): IE Edge 16+ CSS */
+        /* The rest is similar to the behavior of having 
+            #edrawings-top-bar.edrawings-out-of-view
+            #edrawings-left-bar.edrawings-out-of-view
+            .bottom-bar.edrawings-ui-hide */
+        #edrawings-top-bar-content {
+            top: -10000px;
+        }
+
+        .edrawings-tool-bar {
+            top: 0px;
+            left: -10000px;
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar {
+            display: none;
+        }
+
+        .edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            top: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .edrawings-menu {
+            left: -9950px; /* calc(-10000px + 50px); */
+        }
+
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px)*/
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        #edrawings-hud-shaded-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        #edrawings-section-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-explode-menu {
+            /* (top-bar height + top gap) */
+            top: 0px; /* calc(0px + 0px); */
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        #edrawings-config-navigation {
+            bottom: 0px;
+            left: -9950px; /* calc(-10000px + 50px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-hud-menu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-submenu,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ #edrawings-hud-shaded-menu.edrawings-hud-menu {
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - padding */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (2 * 2px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-up ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: 0px; /* calc(0px + 0px); */
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (bottom-arrow padding + bottom-arrow height) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-explode-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ #edrawings-section-menu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-submenu.edrawings-collapsible.edrawings-collapsed,
+        .bottom-bar.edrawings-ui-hide ~ .edrawings-tool-bar.edrawings-collided.edrawings-removed-arrow-down ~ .edrawings-menu.edrawings-collapsible.edrawings-collapsed {
+            /* (top-bar height + top gap) + (top-arrow height + top-arrow padding) */
+            top: calc((0px + 0px) + (10px + 10px));
+            top: -o-calc((0px + 0px) + (10px + 10px));
+            top: -webkit-calc((0px + 0px) + (10px + 10px));
+            top: -moz-calc((0px + 0px) + (10px + 10px));
+            /* 100% - (top-bar height + top gap) - (bottom gap + bottom-bar height) - (top-arrow height + top-arrow padding) */
+            max-height: calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -o-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -webkit-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+            max-height: -moz-calc(100% - (0px + 0px) - (0px + 0px) - (10px + 10px));
+        }
+    }
+}
+
+/*! jQuery UI - v1.11.4 - 2018-08-29
+* http://jqueryui.com
+* Includes: core.css, draggable.css, resizable.css, button.css, dialog.css, menu.css, slider.css, tooltip.css, theme.css
+* To view and modify this theme, visit http://jqueryui.com/themeroller/?ffDefault=Arial%2CHelvetica%2Csans-serif&fsDefault=1em&fwDefault=normal&cornerRadius=3px&bgColorHeader=e9e9e9&bgTextureHeader=flat&borderColorHeader=dddddd&fcHeader=333333&iconColorHeader=444444&bgColorContent=ffffff&bgTextureContent=flat&borderColorContent=dddddd&fcContent=333333&iconColorContent=444444&bgColorDefault=f6f6f6&bgTextureDefault=flat&borderColorDefault=c5c5c5&fcDefault=454545&iconColorDefault=777777&bgColorHover=ededed&bgTextureHover=flat&borderColorHover=cccccc&fcHover=2b2b2b&iconColorHover=555555&bgColorActive=007fff&bgTextureActive=flat&borderColorActive=003eff&fcActive=ffffff&iconColorActive=ffffff&bgColorHighlight=fffa90&bgTextureHighlight=flat&borderColorHighlight=dad55e&fcHighlight=777620&iconColorHighlight=777620&bgColorError=fddfdf&bgTextureError=flat&borderColorError=f1a899&fcError=5f3f3f&iconColorError=cc0000&bgColorOverlay=aaaaaa&bgTextureOverlay=flat&bgImgOpacityOverlay=0&opacityOverlay=30&bgColorShadow=666666&bgTextureShadow=flat&bgImgOpacityShadow=0&opacityShadow=30&thicknessShadow=5px&offsetTopShadow=0px&offsetLeftShadow=0px&cornerRadiusShadow=8px
+* Copyright jQuery Foundation and other contributors; Licensed MIT */
+
+.ui-helper-hidden{display:none}.ui-helper-hidden-accessible{border:0;clip:rect(0 0 0 0);height:1px;margin:-1px;overflow:hidden;padding:0;position:absolute;width:1px}.ui-helper-reset{margin:0;padding:0;border:0;outline:0;line-height:1.3;text-decoration:none;font-size:100%;list-style:none}.ui-helper-clearfix:before,.ui-helper-clearfix:after{content:"";display:table;border-collapse:collapse}.ui-helper-clearfix:after{clear:both}.ui-helper-clearfix{min-height:0}.ui-helper-zfix{width:100%;height:100%;top:0;left:0;position:absolute;opacity:0;filter:Alpha(Opacity=0)}.ui-front{z-index:100}.ui-state-disabled{cursor:default!important}.ui-icon{display:block;text-indent:-99999px;overflow:hidden;background-repeat:no-repeat}.ui-widget-overlay{position:fixed;top:0;left:0;width:100%;height:100%}.ui-draggable-handle{-ms-touch-action:none;touch-action:none}.ui-resizable{position:relative}.ui-resizable-handle{position:absolute;font-size:0.1px;display:block;-ms-touch-action:none;touch-action:none}.ui-resizable-disabled .ui-resizable-handle,.ui-resizable-autohide 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.ui-button-icon-primary{left:.5em}.ui-button-text-icon-secondary .ui-button-icon-secondary,.ui-button-text-icons .ui-button-icon-secondary,.ui-button-icons-only .ui-button-icon-secondary{right:.5em}.ui-buttonset{margin-right:7px}.ui-buttonset .ui-button{margin-left:0;margin-right:-.3em}input.ui-button::-moz-focus-inner,button.ui-button::-moz-focus-inner{border:0;padding:0}.ui-dialog{overflow:hidden;position:absolute;top:0;left:0;padding:.2em;outline:0}.ui-dialog .ui-dialog-titlebar{padding:.4em 1em;position:relative}.ui-dialog .ui-dialog-title{float:left;margin:.1em 0;white-space:nowrap;width:90%;overflow:hidden;text-overflow:ellipsis}.ui-dialog .ui-dialog-titlebar-close{position:absolute;right:.3em;top:50%;width:20px;margin:-10px 0 0 0;padding:1px;height:20px}.ui-dialog .ui-dialog-content{position:relative;border:0;padding:.5em 1em;background:none;overflow:auto}.ui-dialog .ui-dialog-buttonpane{text-align:left;border-width:1px 0 0 0;background-image:none;margin-top:.5em;padding:.3em 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+
+    </style>
+    <title></title>
+    <meta name="viewport" content="width=device-width, initial-scale=1.0" />
+    <meta http-equiv="X-UA-Compatible" content="IE=11" /> 
+</head>
+
+<body>
+    <div id="edrawings-viewer" class="edrawings-viewer-regular">
+        <div id="edrawings-top-bar"
+             class="top-bar edrawings-ui-main edrawings-ui-hide">
+            <div id="edrawings-top-bar-content">
+                <div id="edrawings-logo-block"
+                     class="edrawings-top-bar-left">
+                  <div id="edrawings-logo"
+                       class="edrawings-logo-icon unselectable">
+                  </div>
+                </div>
+                <div id="edrawings-filename-block"
+                     class="edrawings-top-bar-left">
+                    <span id="edrawings-filename-text"
+                          class="unselectable">
+                        eDrawings
+                    </span>
+                </div>
+                <div id="edrawings-hud-bar"
+                     class="edrawings-top-bar-left">
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-left"></div>
+                    </div>
+                    <div class="edrawings-arrow-wrapper">
+                        <div class="edrawings-arrow-right"></div>
+                    </div>
+                    <div class="edrawings-hud-bar-content">
+                        <!-- Reset actually has the behavior of a tool button so
+                             use that as the class type instead of the HUD button
+                             class. -->
+                        <div id="edrawings-button-reset"
+                             class="edrawings-tool-button edrawings-reset-icon edrawings-icon edrawings-ui-hide"
+                             title="Reset">
+                        </div>
+                        <div id="edrawings-button-animate"
+                             class="edrawings-hud-button edrawings-animate-play-icon edrawings-icon edrawings-ui-hide"
+                             title="Animate Views">
+                        </div>
+                        <div id="edrawings-button-zoomtofit"
+                             class="edrawings-hud-button edrawings-zoomtofit-icon edrawings-hud-icon"
+                             title="Zoom to Fit">
+                        </div>
+                        <div id="edrawings-button-view-settings"
+                             class="edrawings-hud-button edrawings-view-settings-icon edrawings-hud-icon"
+                             title="View Settings">
+                        </div>
+                        <div id="edrawings-button-view"
+                             class="edrawings-hud-button edrawings-view-icon edrawings-hud-dd-icon"
+                             title="Views orientation">
+                        </div>
+                        <div id="edrawings-button-shaded"
+                             class="edrawings-hud-button edrawings-display-icon edrawings-hud-dd-icon"
+                             title="Display">
+                        </div>
+                        <div id="edrawings-button-help"
+                             class="edrawings-hud-button edrawings-help-icon edrawings-hud-icon"
+                             title="Help">
+                        </div>
+                        <div id="edrawings-button-fs"
+                             class="edrawings-hud-button edrawings-hud-icon"
+                             title="Fullscreen">
+                        </div>
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-config-bar" class="bottom-bar edrawings-ui-hide">
+<div id="config-tab-border"></div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-left"></div>
+</div>
+<div id="edrawings-config-tab-list" class="edrawings-fullwidth">
+</div>
+<div class="edrawings-arrow-wrapper">
+    <div class="edrawings-arrow-right"></div>
+</div>
+<div id="edrawings-button-sheets"
+     class="edrawings-sheets-control">
+    <div id="edrawings-button-confignav"
+         class="edrawings-tool-button bottom-button edrawings-modelview-panel-icon edrawings-icon"
+         title="All">
+    </div>
+</div>
+        </div>
+
+        <div id="edrawings-left-bar"
+             class="edrawings-ui-main edrawings-tool-bar edrawings-ui-hide">
+            <div class="edrawings-bottom-centered-icons">
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-up"></div>
+                </div>
+                <div class="edrawings-arrow-wrapper">
+                    <div class="edrawings-arrow-down"></div>
+                </div>
+                <div class="edrawings-tool-bar-content">
+                    <div id="edrawings-button-component-tree"
+                        class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-component-tree-icon edrawings-icon" 
+                         title="Components">
+                    </div>
+                    <div id="edrawings-button-sheet-tree"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-sheet-tree-icon edrawings-icon" 
+                         title="Sheets">
+                    </div>
+                    <div id="edrawings-button-layer-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-layer-icon edrawings-icon" 
+                         title="Layers">
+                    </div>
+                    <div id="edrawings-button-configurations"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-configurations-icon edrawings-icon"
+                         title="Configurations">
+                    </div>
+                    <div id="edrawings-button-explode"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-explode-icon edrawings-icon"
+                         title="Explode">
+                    </div>
+                    <div id="edrawings-button-section"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-section-icon edrawings-icon"
+                         title="Section Views">
+                    </div>
+                    <div id="edrawings-button-measure"
+                         class="edrawings-tool-button bottom-button edrawings-disabled-button edrawings-icon-plugin edrawings-ui-hide edrawings-measure-icon edrawings-icon"
+                         title="Measure">
+                    </div>
+                    <div id="edrawings-button-move"
+                         class="edrawings-tool-button bottom-button edrawings-icon-plugin edrawings-ui-hide edrawings-move-icon edrawings-icon"
+                         title="Move">
+                    </div>
+                    <div id="edrawings-button-annot-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-annot-icon edrawings-icon"
+                         title="Annotations">
+                    </div>
+                    <div id="edrawings-button-markup"
+                         class="edrawings-tool-button bottom-button edrawings-ui-hide edrawings-markup-icon edrawings-icon"
+                         title="Markup">
+                    </div>
+                    <div id="edrawings-button-tables-control"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-table-icon edrawings-icon"
+                         title="Tables">
+                    </div>
+                    <div id="edrawings-button-debug"
+                         class="bottom-button edrawings-tool-button edrawings-ui-hide edrawings-debug-icon edrawings-icon"
+                         title="Debug">
+                    </div>
+                </div>
+            </div>
+        </div>
+
+        <div id="edrawings-section-menu" class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+            <div class="edrawings-menu-panel-wrapper">
+                <div id="edrawings-section-xy-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xy-icon edrawings-icon" title="X/Y Plane">
+                </div>
+                <div id="edrawings-section-yz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-yz-icon edrawings-icon" title="Y/Z Plane">
+                </div>
+
+                <div id="edrawings-section-xz-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-xz-icon edrawings-icon" title="X/Z Plane">
+                </div>
+
+                <div id="edrawings-section-flip-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-flip-icon edrawings-icon" title="Flip">
+                </div>
+
+                <div id="edrawings-section-normal-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-normal-to-icon edrawings-icon" title="View the from Section Plane">
+                </div>
+
+                <div id="edrawings-section-show-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-show-icon edrawings-icon" 
+                     style="display: none"
+                     title="Show Section Plane">
+                </div>
+
+                <hr />
+
+                <div id="edrawings-section-capping-button"
+                     class="bottom-button bottom-menu-button section-button edrawings-section-capping-icon edrawings-icon" title="Enable Capping">
+                </div>
+            </div>
+            <div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-explode-menu" 
+             class="edrawings-submenu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div id="edrawings-explode-up" 
+         class="slide-bar-button edrawings-explode-up edrawings-bar-icon"
+         title="Explode Up">
+    </div>
+    <div id="edrawings-explode-slider"></div>
+    <div id="edrawings-explode-down" 
+         class="slide-bar-button edrawings-explode-down edrawings-bar-icon"
+         title="Explode Down">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-measure-panel" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Measure</div>
+        <div id="edrawings-measure-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-measure-filters">
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-face-button" title="Select Face">
+            <div id="edrawings-measure-face-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-face-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-edge-button" title="Select Edge">
+            <div id="edrawings-measure-edge-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-edge-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button measure-filter-button"
+             id="edrawings-measure-vertex-button" title="Select Vertex">
+            <div id="edrawings-measure-vertex-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-vertex-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-delta-button"
+             id="edrawings-measure-delta-button" title="XYZ Measurements">
+            <div id="edrawings-measure-delta-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-show-xyz-icon">
+            </div>
+        </div>
+        <div class="bottom-button bottom-menu-button edrawings-measure-pickpoint-button"
+             id="edrawings-measure-pickpoint-button" title="Point-to-Point">
+            <div id="edrawings-measure-pickpoint-button-on"
+                 class="edrawings-icon measure-filter-image edrawings-select-point-to-point-icon">
+            </div>
+        </div>
+    </div>
+    <div class="edrawings-measure-unit">
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-distant-unit" class="measure-unit-item-name">
+                Distance:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-distant-unit">
+                <option value="millimeter">Millimeters</option>
+                <option value="centimeter">Centimeters</option>
+                <option value="meter">Meters</option>
+                <option value="inch">Inches</option>
+                <option value="foot">Feet</option>
+                <option value="footAndInch">Feet and Inches</option>
+            </select>
+        </div>
+        <div class="edrawings-measure-unit-item">
+            <label for="edrawings-measure-angle-unit" class="measure-unit-item-name">
+                Angle:
+            </label>
+            <select class="measure-unit-selector"
+                    id="edrawings-measure-angle-unit">
+                <option value="degree">Degrees</option>
+                <option value="radian">Radians</option>
+            </select>
+        </div>
+    </div>
+    <div id="edrawings-measure-submenu-list" class="edrawings-measure-messages">
+    </div>
+    <div class="edrawings-measure-messages">
+        <span id="edrawings-measure-result">
+        </span>
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse"></div>
+        </div>
+
+        <div id="edrawings-markup-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-component-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title edrawings-comp-count">Components</div>
+        <div id="edrawings-component-tree-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-component-tree-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-menu-search">
+        <input id="edrawings-search-component-input" class="edrawings-menu-search-input" placeholder="Enter text to filter list">
+        <div id="component-search-cancel" class="edrawings-menu-search-cancel edrawings-search-cancel-icon"></div>
+    </div>
+    <div id="edrawings-component-tree-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-debug-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-sheet-tree-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Sheets</div>
+        <div id="edrawings-sheet-tree-setting"
+             class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon">
+        </div>
+        <div id="edrawings-sheet-tree-close"
+             class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon">
+        </div>
+    </div>
+    <div id="edrawings-sheet-tree-list" class="edrawings-submenu-list"></div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-layer-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title">Layers</div>
+        <div id="edrawings-layer-control-setting" class="edrawings-menu-setting edrawings-menu-icon edrawings-settings-icon"></div>
+        <div id="edrawings-layer-control-close" class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div id="edrawings-layer-control-all" class="edrawings-submenu-list">
+    </div>
+    <div id="edrawings-layer-control-list" class="edrawings-submenu-list">
+    </div>
+    <div class="clearfix"></div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide"></div>
+        </div>
+
+        <div id="edrawings-annot-control-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-tables-menu" 
+             class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+        </div>
+
+        <div id="edrawings-hud-view-settings-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide"
+             style="top: 57px; left: 1365px">
+            <table class="edrawings-hud-menu-table">
+                <tbody>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-ambient-occlusion"
+                                 class="hud-menu-button edrawings-view-ambient-occl-icon edrawings-icon" title="Ambient Occlusion">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td>
+                            <div id="edrawings-button-view-perspective"
+                                 class="hud-menu-button edrawings-view-perspective-icon edrawings-icon" title="Perspective">
+                            </div>
+                        </td>
+                    </tr>
+                </tbody>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-view-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-top"
+                             class="hud-menu-button hover-active-button edrawings-icon edrawings-view-top-icon"
+                              title="Top">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-iso"
+                             class="hud-menu-button hover-active-button edrawings-view-iso-icon edrawings-icon"
+                             title="Isometric">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-view-left"
+                             class="hud-menu-button hover-active-button edrawings-view-left-icon edrawings-icon"
+                             title="Left">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-front"
+                             class="hud-menu-button hover-active-button edrawings-view-front-icon edrawings-icon"
+                             title="Front">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-right"
+                             class="hud-menu-button hover-active-button edrawings-view-right-icon edrawings-icon"
+                             title="Right">
+                        </div>
+                    </td>
+                    <td>
+                        <div id="edrawings-button-view-back"
+                             class="hud-menu-button hover-active-button edrawings-view-back-icon edrawings-icon"
+                             title="Back">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-button-view-bottom"
+                             class="hud-menu-button hover-active-button edrawings-view-bottom-icon edrawings-icon"
+                             title="Bottom">
+                        </div>
+                    </td>
+                    <td></td>
+                    <td>
+                        <div id="edrawings-face-normal-button"
+                             class="hud-menu-button hover-active-button edrawings-view-face-normal-icon edrawings-icon edrawings-inactive"
+                             title="View from Selected Face">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+        <div id="edrawings-hud-shaded-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <table class="edrawings-hud-menu-table">
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-full"
+                             class="hud-menu-button edrawings-shaded-icon edrawings-icon"
+                             title="Shaded With Edges">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-noedges"
+                             class="hud-menu-button edrawings-shaded-noedges-icon edraings-icon"
+                             title="Shaded">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrr"
+                             class="hud-menu-button edrawings-hlrr-icon edrawings-icon"
+                             title="Hidden Lines Removed">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-hlrv"
+                             class="hud-menu-button edrawings-hlrv-icon edrawings-icon"
+                             title="Hidden Lines Visible">
+                        </div>
+                    </td>
+                </tr>
+                <tr>
+                    <td>
+                        <div id="edrawings-button-shaded-wireframe"
+                             class="hud-menu-button edrawings-wireframe-icon edrawings-icon"
+                             title="Wireframe">
+                        </div>
+                    </td>
+                </tr>
+            </table>
+        </div>
+
+        <div id="edrawings-hud-help-menu"
+             class="edrawings-hud-menu edrawings-common-panel-props edrawings-ui-hide">
+            <div id="edrawings-hud-help-close" class="edrawings-hud-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+            <div class="edrawings-help-grid">
+                <table class="edrawings-help-table">
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-refresh-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-leftmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-single-swipe-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-pan-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-rightmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-double-swipe-icon edrawings-icons edrawings-help-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoom-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-scrollmouse-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-spread-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                    <tr>
+                        <td class="help-column-first">
+                            <div class="help-table-button edrawings-help-zoomtofit-icon edrawings-icon edrawings-help-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-second">
+                            <div class="help-table-button edrawings-help-doubleclickmouse-icon edrawings-icon edrawingshelp-icon">
+                            </div>
+                        </td>
+                        <td class="help-column-third">
+                            <div class="help-table-button edrawings-help-touch-doubletap-icon edrawings-help-icon edrawings-icon">
+                            </div>
+                        </td>
+                    </tr>
+                </table>
+            </div>
+            <div id="edrawings-version"></div>
+        </div>
+
+        <div id="edrawings-configurations-menu" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+        <div id="edrawings-config-navigation" class="edrawings-submenu edrawings-menu edrawings-common-panel-props edrawings-collapsible edrawings-ui-hide">
+<div class="edrawings-menu-panel-wrapper">
+    <div class="edrawings-menu-header">
+        <div class="edrawings-menu-title"></div>
+        <div class="edrawings-menu-close edrawings-menu-icon edrawings-close-icon"></div>
+    </div>
+    <div class="edrawings-submenu-list">
+    </div>
+</div>
+<div class="edrawings-menu-panel-arrow-collapse edrawings-ui-hide "></div>
+        </div>
+
+
+        <ul id="edrawings-shortcut-menu" class="edrawings-common-panel-props edrawings-ui-hide"></ul>
+
+        <div id="edrawings-dialog-panel" class="edrawings-dialog-panel">
+<div id="edrawings-dialog-panel-text">
+</div> 
+        </div>
+
+        <div id="viewerContainer">
+            <div id="edrawings-canvas"></div>
+        </div>
+
+        <div class="edrawings-ticker-wrapper edrawings-ui-hide">
+            <div class="edrawings-ticker"></div>
+        </div>
+    </div>
+
+    <div id="WaitBanner">
+        <div id="spin" class="edrawings-loading-spin">
+        </div>
+        <div class="edrawings-loading-logo-dark-text edrawings-logo-text-icon">
+        </div>
+    </div>
+
+    <div id="edrawings-file">
+    </div>
+
+    <div id="edrawings-fileopen-background" class="edrawings-ui-hide">
+    </div>
+
+    <div id="TimeoutBanner" class="edrawings-ui-hide"
+         style="margin-top: -65%">
+        <table style="width: 100%; height: 100%">
+            <tr style="vertical-align: central">
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+g=c.get("Guid");if(void 0!==g&&(this._topic.guid=g,this._topic.topicType=c.get("TopicType")||c.get("Status"),this._topic.topicStatus=c.get("TopicStatus")||c.get("VerbalStatus"),b=b.firstElementChild,null!==b))for(;null!==b;){var a=b.localName;if(null===a)break;c=this._getChildData(b);g=this._getElementAttributes(b);switch(a){case "BimSnippet":void 0===this._topic.bimSnippets&&(this._topic.bimSnippets=[]);a=c.get("Reference");var k=g.get("SnippetType");void 0!==a&&void 0!==k&&(a={snippetType:k,reference:a},
+g.get("isExternal")&&(a.isExternal="true"===g.get("isExternal")),c.get("ReferenceSchema")&&(a.referenceSchema=c.get("ReferenceSchema")),this._topic.bimSnippets.push(a));break;case "DocumentReference":void 0===this._topic.documentReferences&&(this._topic.documentReferences=[]);g={};c.get("Guid")&&(g.guid=c.get("Guid"));c.get("isExternal")&&(g.isExternal="true"===c.get("isExternal"));c.get("Description")&&(g.description=c.get("Description"));c.get("ReferencedDocument")&&(g.referencedDocument=c.get("ReferencedDocument"));
+this._topic.documentReferences.push(g);break;case "RelatedTopic":void 0===this._topic.relatedTopics&&(this._topic.relatedTopics=[]);c=c.get("Guid");void 0!==c&&this._topic.relatedTopics.push({guid:c});break;case "ReferenceLink":b.textContent&&(this._topic.referenceLink=b.textContent);break;case "Title":b.textContent&&(this._topic.title=b.textContent);break;case "Priority":b.textContent&&(this._topic.priority=b.textContent);break;case "Index":b.textContent&&(this._topic.index=parseInt(b.textContent,
+10));break;case "Labels":b.textContent&&(void 0===this._topic.labels&&(this._topic.labels=[]),this._topic.labels.push(b.textContent));break;case "CreationDate":b.textContent&&(this._topic.creationDate=new Date(b.textContent));break;case "CreationAuthor":b.textContent&&(this._topic.creationAuthor=b.textContent);break;case "ModifiedDate":b.textContent&&(this._topic.modifiedDate=new Date(b.textContent));break;case "ModifiedAuthor":b.textContent&&(this._topic.modifiedAuthor=b.textContent);break;case "DueDate":b.textContent&&
+(this._topic.dueDate=new Date(b.textContent));break;case "AssignedTo":b.textContent&&(this._topic.assignedTo=b.textContent);break;case "Description":b.textContent&&(this._topic.description=b.textContent);break;case "Stage":b.textContent&&(this._topic.stage=b.textContent)}b=b.nextElementSibling}};n.prototype._parseComment=function(b){var c=new Date,g="",a="",k,e=this._getElementAttributes(b).get("Guid");if(e){b=b.firstElementChild;if(null!==b)for(;null!==b;){var d=b.localName;if(null===d)break;switch(d){case "Date":b.textContent&&
+(c=new Date(b.textContent));break;case "Author":b.textContent&&(g=b.textContent);break;case "Comment":b.textContent&&(a=b.textContent);break;case "Viewpoint":var n=this._getElementAttributes(b).get("Guid");break;case "ModifiedDate":b.textContent&&(k=new Date(b.textContent));break;case "ModifiedAuthor":if(b.textContent)var f=b.textContent}b=b.nextElementSibling}c=new l(e,c,g,a,n,k,f);this._comments.set(e,c)}};n.prototype._parseViewpoint=function(b){var c=this._getElementAttributes(b).get("Guid");if(void 0!==
+c){var g=this._getChildData(b);b=g.get("Viewpoint");var a=g.get("Snapshot");g=g.get("Index");this.addViewpoint(c,b,a,g)}};n.prototype.addViewpoint=function(b,c,g,a){this._viewpoints.set(b,new k(b,c,g,a))};n.prototype._getChildData=function(b){var c=new Map;for(b=b.firstElementChild;null!==b;){var g=b.localName,a=null;null===b.firstElementChild&&(a=b.textContent);null!==g&&null!==a&&c.set(g,a);b=b.nextElementSibling}return c};n.prototype._getElementAttributes=function(b){b=b.attributes;for(var c=new Map,
+g=0;g<b.length;++g){var a=b[g];c.set(a.name,a.value)}return c};return n}();d.BCFMarkup=n})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e){this._filename=a;this._data=e}d.createFromImage=function(a,e){e=d.snapshotDataFromImage(e);return new d(a,e)};d.prototype.getFilename=function(){return this._filename};d.prototype.getData=function(){return this._data};d.prototype.getUrl=function(){var a=new Blob([this._data],{type:"image/png"});return URL.createObjectURL(a,{oneTimeOnly:!0})};d.snapshotDataFromImage=function(a){return d._convertDataURIToBinary(a.src)};d._convertDataURIToBinary=function(a){var e=
+a.indexOf(";base64,")+8;a=window.atob(a.substring(e));e=new Uint8Array(a.length);for(var c=0;c<a.length;c++){var b=a[c].charCodeAt(0);e[c]=b}return e};return d}();d.BCFSnapshot=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){this._viewpointMap=new Map;this._snapshotMap=new Map;this._viewer=b;this._topicId=c;this._bcfDataId=a;this._bcfFilename=e}f.createTopic=function(a,e,c,b,g){void 0===g&&(g=null);return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p,q,h,u,t;return __generator(this,function(r){switch(r.label){case 0:return k=d.UUID.create(),l=new f(e,c,k,a),n=l.addMarkup("markup.bcf",null),n.setTopicTitle(b),m="viewpoint.bcfv",[4,d.BCFViewpoint.createViewpoint(a,
+m,g)];case 1:return p=r.sent(),l.setViewpoint(m,p),q="snapshot.png",(u=null!==g?g.getSnapshotImage():null)?[3,3]:[4,a.takeSnapshot()];case 2:u=r.sent(),r.label=3;case 3:return h=u,t=d.BCFSnapshot.createFromImage(q,h),l.setSnapshot(q,t),[2,l]}})})};f.prototype.getTopicId=function(){return this._topicId};f.prototype.addMarkup=function(a,e){return this._markup=new d.BCFMarkup(a,e,this)};f.prototype.getMarkup=function(){return this._markup};f.prototype.addViewpoint=function(a,e,c,b,g){e=new d.BCFViewpoint(a,
+e,c,b,g,this._viewer);this.setViewpoint(a,e);return e};f.prototype.setViewpoint=function(a,e){this._viewpointMap.set(a,e)};f.prototype.getViewpointMap=function(){return this._viewpointMap};f.prototype.getViewpoint=function(a){return this._viewpointMap.get(a)||null};f.prototype.addSnapshot=function(a,e){e=new d.BCFSnapshot(a,e);this.setSnapshot(a,e)};f.prototype.setSnapshot=function(a,e){this._snapshotMap.set(a,e)};f.prototype.getSnapshotMap=function(){return this._snapshotMap};f.prototype.getSnapshot=
+function(a){return this._snapshotMap.get(this._massageSnapshotFilename(a))||null};f.prototype._massageSnapshotFilename=function(a){if("viewpoint.bcfv"===a)return"snapshot.png";var e=a.split(".");return"bcfv"===e[1]?e[0]+".png":a};return f}();d.BCFTopic=h})(Communicator||(Communicator={}));
+(function(d){function h(b){return b?"true":"false"}function f(b,c){b=b.createElement("Component");b.setAttribute("IfcGuid",c.ifcGuid);c.originatingSystem&&b.setAttribute("OriginatingSystem",c.originatingSystem);c.authoringToolId&&b.setAttribute("AuthoringToolId",c.authoringToolId);return b}function a(b){return 1===b.length?"0"+b:b}function e(b,c){c=c?a(Math.round(c).toString(16)):"";var g=a(Math.round(b.r).toString(16)),k=a(Math.round(b.g).toString(16));b=a(Math.round(b.b).toString(16));return""+
+c+g+k+b}function c(b,c,a){var g=b.createElement("X"),k=b.createElement("Y");b=b.createElement("Z");g.innerHTML=a.x.toString();k.innerHTML=a.y.toString();b.innerHTML=a.z.toString();c.appendChild(g);c.appendChild(k);c.appendChild(b)}var b=function(){function b(b,c,g,a,e,f){this._version=d.BCFVersion.Unknown;this._components={};this._lines=[];this._clippingPlanes=[];this._viewer=f;this._filename=b;this._version=g;this._modelBounding=a;this._unitScale=1E3/e;this._parseDocument(c)}b.createViewpoint=function(c,
+g,a){void 0===a&&(a=null);return __awaiter(this,void 0,void 0,function(){var k,e,l,n,f,h,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:return k=function(b){var c=[];b.forEach(function(b){for(var g=null;null!==b&&null===g;)g=e.getNodeGenericId(b),b=e.getNodeParent(b);null!==g&&c.push(g)});return c},e=c.model,l=e.getAbsoluteRootNode(),[4,c.model.getVisibilityState(l)];case 1:return n=m.sent(),[4,e.getNodeColorMap(l,d.ElementType.Faces)];case 2:return f=m.sent(),[4,e.getModelBounding(!0,
+!1)];case 3:return h=m.sent(),v=e.getNodeUnitMultiplier(l),w=new b(g,null,d.BCFVersion.v2_1,h,v,c),w.setDefaultVisibility(n.defaultVisibility),z=n.visibilityExceptions,x=[],z.forEach(function(b){x.push(b)}),y=k(x),w.setVisibilityExceptions(y),A=c.selectionManager.getResults(),B=A.map(function(b){return b.getNodeId()}),D=k(B),w.setSelection(D),C=new Map,0<f.size&&f.forEach(function(b,c){c=e.getNodeGenericId(c);if(null!==c){var g=C.get(b);void 0===g&&(g=new Set,C.set(b,g));g.add(c)}}),w.setColors(C),
+w.setCamera(c.view.getCamera()),null!==a&&(E=b._markupRedlineToBcf(a.getMarkup(),c.view),w.setLines(E)),[2,w]}})})};b._markupRedlineToBcf=function(b,c){var g=function(b){b=c.projectPoint(b);return c.unprojectPoint(d.Point2.fromPoint3(b),0)},a=function(b,c,g){for(var a=2*Math.PI/g,k=[],e=0;e<=g;e++){var l=e*a;k.push(new d.Point2(b.x+Math.cos(l)*c,b.y+Math.sin(l)*c))}return k},k=function(b){for(var c=0;c<b.length-1;++c){var g=b[c],a=b[c+1];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],
+l.push(g))}},e=function(b){for(var c=0;c<b.length;++c){var g=b[c],a=b[(c+1)%b.length];null!==g&&null!==a&&(g=[g.copy().scale(.001),a.copy().scale(.001)],l.push(g))}},l=[];b.forEach(function(b){if(b instanceof d.Markup.Redline.RedlinePolyline){var l=b.getPoints().map(g);k(l)}else if(b instanceof d.Markup.Redline.RedlineCircle){l=b.getCenter();var n=b.getRadiusPoint();b=d.Point2.fromPoint3(c.projectPoint(l));l=d.Point2.fromPoint3(c.projectPoint(n));l=d.Point2.subtract(l,b).length();l=a(b,l,40).map(function(b){return c.unprojectPoint(b,
+0)});e(l)}else b instanceof d.Markup.Redline.RedlineRectangle&&(l=b.getPoint1(),n=b.getPoint2(),b=d.Point2.fromPoint3(c.projectPoint(l)),n=d.Point2.fromPoint3(c.projectPoint(n)),l=[],l.push(c.unprojectPoint(b,0)),l.push(c.unprojectPoint(new d.Point2(b.x,n.y),0)),l.push(c.unprojectPoint(n,0)),l.push(c.unprojectPoint(new d.Point2(n.x,b.y),0)),e(l))});return l};b.prototype._parseDocument=function(b){if(null!==b){b=b.documentElement;var c=b.attributes.getNamedItem("Guid");null!==c&&(this._viewpointGuid=
+c.value);for(b=b.firstElementChild;null!==b;){c=b.localName;if(null===c)break;switch(c){case "Components":this._version>=d.BCFVersion.v2_1?this._parseComponents(b):this._parseComponentsV2_0(b);break;case "OrthogonalCamera":this._parseOrthogonalCamera(b);break;case "PerspectiveCamera":this._parsePerspectiveCamera(b);break;case "Lines":this._parseLines(b);break;case "ClippingPlanes":this._parseClippingPlanes(b)}b=b.nextElementSibling}}};b.prototype._exportComponents=function(b){var c=b.createElement("Components"),
+g=b.createElement("ViewSetupHints"),a=this._components.viewSetupHints;a&&(c.setAttribute("SpacesVisible",h(a.spacesVisible)),c.setAttribute("SpaceBoundariesVisible",h(a.spaceBoundariesVisible)),c.setAttribute("OpeningsVisible",h(a.openingsVisible)));c.appendChild(g);var k=b.createElement("Selection");(g=this._components.selection)&&g.forEach(function(c){k.appendChild(f(b,c))});c.appendChild(k);g=b.createElement("Visibility");a=this._components.defaultVisibility;var d=this._components.visibilityExceptions;
+if(void 0!==a&&void 0!==d){g.setAttribute("DefaultVisibility",h(a));var r=b.createElement("Exceptions");d.forEach(function(c){r.appendChild(f(b,c))});g.appendChild(r)}c.appendChild(g);var u=b.createElement("Coloring");(g=this._components.coloring)&&g.forEach(function(c){var g=b.createElement("Color");g.setAttribute("Color",e(c.color,c.alpha));c.components.forEach(function(c){g.appendChild(f(b,c))});u.appendChild(g)});c.appendChild(u);return c};b.prototype._exportOrthogonalCamera=function(b,g){var a=
+b.createElement("OrthogonalCamera"),k=b.createElement("CameraViewPoint"),e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("ViewToWorldScale");b.innerHTML=g.viewToWorldScale.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportPerspectiveCamera=function(b,g){var a=b.createElement("PerspectiveCamera"),k=b.createElement("CameraViewPoint"),
+e=b.createElement("CameraViewPoint"),d=b.createElement("CameraViewPoint");c(b,k,g.cameraViewPoint);c(b,e,g.cameraDirection);c(b,d,g.cameraUpVector);b=b.createElement("FieldOfView");b.innerHTML=g.fieldOfView.toString();a.appendChild(k);a.appendChild(e);a.appendChild(d);a.appendChild(b);return a};b.prototype._exportLines=function(b){var g=b.createElement("Lines");this._lines.forEach(function(a){var k=b.createElement("Line"),e=b.createElement("StartPoint"),d=b.createElement("EndPoint");c(b,e,a.startPoint);
+c(b,d,a.endPoint);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype._exportClippingPlanes=function(b){var g=b.createElement("ClippingPlanes");this._clippingPlanes.forEach(function(a){var k=b.createElement("ClippingPlane"),e=b.createElement("Location"),d=b.createElement("Direction");c(b,e,a.location);c(b,d,a.direction);k.appendChild(e);k.appendChild(d);g.appendChild(k)});return g};b.prototype.export=function(){var b=document.implementation.createDocument("","",null),c=b.createElement("VisualizationInfo");
+c.appendChild(this._exportComponents(b));void 0!==this._viewpointGuid&&c.setAttribute("Guid",this._viewpointGuid);this._orthogonalCamera?c.appendChild(this._exportOrthogonalCamera(b,this._orthogonalCamera)):this._perspectiveCamera&&c.appendChild(this._exportPerspectiveCamera(b,this._perspectiveCamera));0<this._lines.length&&c.appendChild(this._exportLines(b));0<this._clippingPlanes.length&&c.appendChild(this._exportClippingPlanes(b));b.appendChild(c);return b};b.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._activateCamera(),[4,this._activateComponentsVisibility()];case 1:return b.sent(),[4,this._activateMarkup()];case 2:return b.sent(),[4,this._activateCuttingPlanes()];case 3:return b.sent(),this._activateSelected(),[4,this._activateColors()];case 4:return b.sent(),[2]}})})};b.prototype._activateCamera=function(){var b=this.getCamera();null!==b&&this._viewer.view.setCamera(b,800)};b.prototype._activateComponentsVisibility=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,c=this._getDefaultVisibility(),g=b.getNodeIdsByGenericIds(this.getVisibilityExceptions()),g.length?[4,b.setNodesVisibility([-2],c)]:[3,3];case 1:return a.sent(),[4,b.setNodesVisibility(g,!c)];case 2:return a.sent(),[3,5];case 3:return[4,b.reset()];case 4:a.sent(),a.label=5;case 5:return[2]}})})};b.prototype._activateMarkup=function(){return __awaiter(this,
+void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.lineManager,[4,b.removeAllLines()];case 1:k.sent();c=[];for(g=0;g<this._lines.length;++g)a=this._lines[g],e=new d.Markup.Line.LineMarkup(this._viewer,a.startPoint.copy().scale(1E3),a.endPoint.copy().scale(1E3)),c.push(b.addLine(e));return[4,Promise.all(c)];case 2:return k.sent(),[2]}})})};b.prototype._activateCuttingPlanes=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,a,e,f,h,u,t,v;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.getModelBounding(!0,!1)];case 1:return c=k.sent(),g=this._viewer.cuttingManager,[4,g.deactivateCuttingSections(!0)];case 2:k.sent(),a=0,k.label=3;case 3:if(!(a<this._clippingPlanes.length))return[3,7];e=g.getCuttingSection(a);return[4,e.clear()];case 4:return k.sent(),f=this._clippingPlanes[a],h=f.location.copy().scale(1E3),u=f.direction.normalize(),t=d.Plane.createFromPointAndNormal(h,u),
+v=g.createReferenceGeometryFromFaceNormal(u,h,c),[4,e.addPlane(t,v)];case 5:k.sent(),k.label=6;case 6:return++a,[3,3];case 7:return[4,g.activateCuttingSections()];case 8:return k.sent(),[2]}})})};b.prototype._activateSelected=function(){var b=this._getGenericIdsFromComponents(this._components.selection);if(b){b=this._viewer.model.getNodeIdsByGenericIds(b);this._viewer.selectionManager.clear();for(var c=0;c<b.length;++c)this._viewer.selectionManager.selectNode(b[c],d.SelectionMode.Add)}};b.prototype._activateColors=
+function(){return __awaiter(this,void 0,void 0,function(){var b,c,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return b=this._viewer.model,[4,b.resetNodesColor()];case 1:k.sent();if(void 0===this._components.coloring)return[3,3];c=new Map;g=function(g){var k=a._components.coloring[g];g=a._getGenericIdsFromComponents(k.components);b.getNodeIdsByGenericIds(g).forEach(function(b){c.set(b,k.color)})};a=this;for(e=0;e<this._components.coloring.length;++e)g(e);return[4,this._viewer.model.setNodesColors(c)];
+case 2:k.sent(),k.label=3;case 3:return[2]}})})};b.prototype.getFilename=function(){return this._filename};b.prototype.getViewpointGuid=function(){return this._viewpointGuid||null};b.prototype._fromBCFPerspectiveCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Perspective);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);
+b=d.Util.degreesToRadians(b.fieldOfView);b=Math.tan(b/2);b*=2*d.Point3.subtract(g.getTarget(),g.getPosition()).length();g.setWidth(b);g.setHeight(b);return g};b.prototype._fromBCFOrthogonalCamera=function(b,c){var g=new d.Camera;g.setProjection(d.Projection.Orthographic);var a=b.cameraViewPoint.copy().scale(this._unitScale);c=b.cameraDirection.copy().normalize().scale(c);c=d.Point3.add(a,c);var k=b.cameraUpVector.copy().normalize();g.setPosition(a);g.setTarget(c);g.setUp(k);b=b.viewToWorldScale*this._unitScale*
+2;g.setWidth(b);g.setHeight(b);return g};b.prototype.getCamera=function(){var b=this._modelBounding.extents().length();return this._perspectiveCamera?this._fromBCFPerspectiveCamera(this._perspectiveCamera,b/40):this._orthogonalCamera?this._fromBCFOrthogonalCamera(this._orthogonalCamera,b):null};b.prototype.setCamera=function(b){b.getProjection()===d.Projection.Perspective?(this._perspectiveCamera=this._toBCFPerspectiveCamera(b),this._orthogonalCamera=void 0):(this._orthogonalCamera=this._toBCFOrthogonalCamera(b),
+this._perspectiveCamera=void 0)};b.prototype._toBCFOrthogonalCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/this._unitScale);b=b.getWidth()/(2*this._unitScale);return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,viewToWorldScale:b}};b.prototype._toBCFPerspectiveCamera=function(b){var c=b.getPosition(),g=b.getTarget();g=d.Point3.subtract(g,c).normalize();var a=b.getUp().normalize();c=c.copy().scale(1/
+this._unitScale);var k=b.getWidth();b=d.Point3.subtract(b.getTarget(),b.getPosition()).length();b=d.Util.radiansToDegrees(2*Math.atan(k/(2*b)));return{cameraDirection:g,cameraUpVector:a,cameraViewPoint:c,fieldOfView:b}};b.prototype.setDefaultVisibility=function(b){this._components.defaultVisibility=b};b.prototype._getDefaultVisibility=function(){return void 0!==this._components.defaultVisibility?this._components.defaultVisibility:!0};b.prototype.setVisibilityExceptions=function(b){b=b.map(function(b){return{ifcGuid:b}});
+this._components.visibilityExceptions=b};b.prototype.getVisibilityExceptions=function(){return this._getGenericIdsFromComponents(this._components.visibilityExceptions)};b.prototype.setColors=function(b){var c=[];b.forEach(function(b,g){var a=[];b.forEach(function(b){a.push({ifcGuid:b})});c.push({color:g,components:a})});this._components.coloring=c};b.prototype.getColors=function(){var b=new Map,c=this._components.coloring;void 0!==c&&c.forEach(function(c){var g=c.color.copy(),a=new Set;c.components.map(function(b){a.add(b.ifcGuid)});
+b.set(g,a)});return b};b.prototype.setLines=function(b){var c=this;this._lines=[];b.forEach(function(b){b={startPoint:b[0].copy(),endPoint:b[1].copy()};c._lines.push(b)})};b.prototype.getLines=function(){var b=[];this._lines.forEach(function(c){b.push([c.startPoint.copy(),c.endPoint.copy()])});return b};b.prototype.setClippingPlanes=function(b){var c=this;this._clippingPlanes=[];b.forEach(function(b){b={location:b[0].copy(),direction:b[1].copy()};c._clippingPlanes.push(b)})};b.prototype.getClippingPlanes=
+function(){var b=[];this._clippingPlanes.forEach(function(c){b.push([c.location.copy(),c.direction.copy()])});return b};b.prototype.setSelection=function(b){b=b.map(function(b){return{ifcGuid:b}});this._components.selection=b};b.prototype.getSelection=function(){var b=[],c=this._components.selection;void 0!==c&&c.forEach(function(c){b.push(c.ifcGuid)});return b};b.prototype._getGenericIdsFromComponents=function(b){if(!b)return[];for(var c=[],g=0;g<b.length;++g)c.push(b[g].ifcGuid);return c};b.prototype._parseComponentsV2_0=
+function(b){console.assert(this._version<=d.BCFVersion.v2_0);var c=[],g=[],a=[],k=!0;for(b=b.firstElementChild;null!==b;){var e=b.localName;if(null===e)break;switch(e){case "Component":var f=b.attributes,h=f.getNamedItem("IfcGuid");e=f.getNamedItem("Selected");var t=f.getNamedItem("Visible");f=f.getNamedItem("Color");null!==h&&h.value&&(h={ifcGuid:h.value},null!==e&&"true"===e.value&&c.push(h),k=!1,null!==t&&"false"===t.value||g.push(h),null!==f&&f.value&&a.push(this._colorFromArgb(f.value,[h])))}b=
+b.nextElementSibling}this._components={defaultVisibility:k,selection:c,visibilityExceptions:g,coloring:a}};b.prototype._parseComponents=function(b){console.assert(this._version>=d.BCFVersion.v2_1);b=b.firstElementChild;for(var c={spacesVisible:!1,spaceBoundariesVisible:!1,openingsVisible:!1},g=[],a=!0,k=[],e=[];null!==b;){var f=b.localName;if(null===f)break;var h=b.attributes;switch(f){case "ViewSetupHints":f=h.getNamedItem("SpacesVisible");var t=h.getNamedItem("SpaceBoundariesVisible");h=h.getNamedItem("OpeningsVisible");
+null!==f&&(c.spacesVisible="true"===f.value);null!==t&&(c.spaceBoundariesVisible="true"===t.value);null!==h&&(c.openingsVisible="true"===h.value);break;case "Selection":g=this._getComponents(b);break;case "Visibility":(h=h.getNamedItem("DefaultVisibility"))&&(a="true"===h.value);h=b.firstElementChild;null!==h&&(k=this._getComponents(h));break;case "Coloring":e=this._getColoring(b)}b=b.nextElementSibling}this._components={viewSetupHints:c,selection:g,defaultVisibility:a,visibilityExceptions:k,coloring:e}};
+b.prototype._getCameraData=function(b){var c=[];for(b=b.firstElementChild;null!==b;)switch(b.nodeName){case "FieldOfView":case "ViewToWorldScale":b=b.textContent;null!==b&&c.push(parseFloat(b));b=null;break;default:c.push(this._getPoint(b)),b=b.nextElementSibling}return c};b.prototype._parseOrthogonalCamera=function(b){b=this._getCameraData(b);4===b.length&&(this._orthogonalCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],viewToWorldScale:b[3]})};b.prototype._parsePerspectiveCamera=
+function(b){b=this._getCameraData(b);4===b.length&&(this._perspectiveCamera={cameraViewPoint:b[0],cameraDirection:b[1],cameraUpVector:b[2],fieldOfView:b[3]})};b.prototype._parseLines=function(b){for(b=b.firstElementChild;null!==b;)this._lines.push(this._getLine(b)),b=b.nextElementSibling};b.prototype._parseClippingPlanes=function(b){for(b=b.firstElementChild;null!==b;)this._clippingPlanes.push(this._getClippingPlane(b)),b=b.nextElementSibling};b.prototype._getClippingPlane=function(b){b=b.firstElementChild;
+var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{location:c,direction:g}};b.prototype._getLine=function(b){b=b.firstElementChild;var c=d.Point3.zero(),g=d.Point3.zero();null!==b&&(c=this._getPoint(b),b=b.nextElementSibling,null!==b&&(g=this._getPoint(b)));return{startPoint:c,endPoint:g}};b.prototype._getPoint=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.firstChild;null!==g&&c.push(parseFloat(g.wholeText));
+b=b.nextElementSibling}console.assert(3===c.length);return new d.Point3(c[0],c[1],c[2])};b.prototype._colorFromArgb=function(b,c){c={color:d.Color.black(),components:c};for(var g=[],a=0;a<b.length;a+=2){var k=b.substr(a,2);g.push(parseInt(k,16))}3===g.length?c.color.set(g[0],g[1],g[2]):4===g.length&&(c.alpha=g[0],c.color.set(g[1],g[2],g[3]));return c};b.prototype._getColoring=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes.getNamedItem("Color"),a=this._getComponents(b);
+g&&a.length&&c.push(this._colorFromArgb(g.value,a));b=b.nextElementSibling}return c};b.prototype._getComponents=function(b){var c=[];for(b=b.firstElementChild;null!==b;){var g=b.attributes,a=g.getNamedItem("IfcGuid"),k=g.getNamedItem("OriginatingSystem");g=g.getNamedItem("AuthoringToolId");null!==a&&(a={ifcGuid:a.value},null!==k&&(a.originatingSystem=k.value),null!==g&&(a.authoringToolId=g.value),c.push(a));b=b.nextElementSibling}return c};return b}();d.BCFViewpoint=b})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){function d(a,e,c){this.x=a;this.y=e;this.z=c}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;return this};d.prototype.set=function(a,e,c){this.x=a;this.y=e;this.z=c;return this};d.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z};d.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;this.z+=a.z;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=
+a.y;this.z-=a.z;return this};d.prototype.copy=function(){return new d(this.x,this.y,this.z)};d.fromJson=function(a){return new d(a.x,a.y,a.z)};d.construct=function(a){return d.fromJson(a)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y,z:this.z}};d.prototype.forJson=function(){return this.toJson()};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z};d.prototype.equalsWithTolerance=function(a,e){return this.x-
+a.x<e&&this.x-a.x>-e&&this.y-a.y<e&&this.y-a.y>-e&&this.z-a.z<e&&this.z-a.z>-e};d.prototype.isAxis=function(){return 1===Math.abs(this.x)&&0===this.y&&0===this.z||0===this.x&&1===Math.abs(this.y)&&0===this.z||0===this.x&&0===this.y&&1===Math.abs(this.z)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y+this.z*this.z};d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;return this};d.prototype.normalize=
+function(){return this.scale(1/this.length())};d.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;return this};d.zero=function(){return new d(0,0,0)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y,a.z+e.z)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y,a.z-e.z)};d.dot=function(a,e){return a.x*e.x+a.y*e.y+a.z*e.z};d.cross=function(a,e){return new d(a.y*e.z-a.z*e.y,a.z*e.x-a.x*e.z,a.x*e.y-a.y*e.x)};d.distance=function(a,e){return d.subtract(e,a).length()};d.scale=function(a,
+e){return a.copy().scale(e)};d.createFromArray=function(a){return new d(a[0],a[1],a[2])};return d}();d.Point3=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.loadIdentity()}f.prototype.loadIdentity=function(){this.m=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];return this};f.prototype.isIdentity=function(){var a=this.m;return 1===a[0]&&0===a[1]&&0===a[2]&&0===a[3]&&0===a[4]&&1===a[5]&&0===a[6]&&0===a[7]&&0===a[8]&&0===a[9]&&1===a[10]&&0===a[11]&&0===a[12]&&0===a[13]&&0===a[14]&&1===a[15]};f.prototype.equals=function(a){for(var e=0;16>e;++e)if(this.m[e]!==a.m[e])return!1;return!0};f.prototype.equalsWithTolerance=function(a,
+e){e=Math.abs(e);for(var c=0;16>c;++c)if(Math.abs(this.m[c]-a.m[c])>e)return!1;return!0};f.prototype.setScaleComponent=function(a,e,c){this.m[0]=a;this.m[5]=e;this.m[10]=c;return this};f.prototype.setTranslationComponent=function(a,e,c){this.m[12]=a;this.m[13]=e;this.m[14]=c;return this};f.prototype.copy=function(){var a=new f;a.m=this.m.slice();return a};f.prototype.assign=function(a){for(var e=0;e<a.m.length;e++)this.m[e]=a.m[e];return this};f.prototype.scale=function(a){for(var e=0;16>e;e++)this.m[e]*=
+a;return this};f.prototype.transform=function(a,e){if(void 0===e)return e=d.Point3.zero(),this.transform(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12],a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13],a.x*this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14])};f.prototype.transform4=function(a,e){if(void 0===e)return e=d.Point4.zero(),this.transform4(a,e),e;e.set(a.x*this.m[0]+a.y*this.m[4]+a.z*this.m[8]+this.m[12]*a.w,a.x*this.m[1]+a.y*this.m[5]+a.z*this.m[9]+this.m[13]*a.w,a.x*
+this.m[2]+a.y*this.m[6]+a.z*this.m[10]+this.m[14]*a.w,a.x*this.m[3]+a.y*this.m[7]+a.z*this.m[11]+this.m[15]*a.w)};f.prototype.transformArray=function(a,e){for(var c=0;c<a.length;c++){var b=a[c];b=new d.Point3(b.x*this.m[0]+b.y*this.m[4]+b.z*this.m[8]+this.m[12],b.x*this.m[1]+b.y*this.m[5]+b.z*this.m[9]+this.m[13],b.x*this.m[2]+b.y*this.m[6]+b.z*this.m[10]+this.m[14]);e[c]=b}};f.prototype.transformBox=function(a){if(a.isDegenerate())return d.Box.invalid();a=a.getCorners();for(var e=0;e<a.length;e++){var c=
+a[e];this.transform(c,c)}e=new d.Box(a[0],a[0]);for(var b=1;b<a.length;++b)c=a[b],e.addPoint(c);return e};f.prototype.transpose=function(){var a=this.m[1];this.m[1]=this.m[4];this.m[4]=a;a=this.m[2];this.m[2]=this.m[8];this.m[8]=a;a=this.m[3];this.m[3]=this.m[12];this.m[12]=a;a=this.m[6];this.m[6]=this.m[9];this.m[9]=a;a=this.m[7];this.m[7]=this.m[13];this.m[13]=a;a=this.m[11];this.m[11]=this.m[14];this.m[14]=a;return this};f.createFromArray=function(a){var e=new f;e.m=a.slice();return e};f.createFromOffAxisRotation=
+function(a,e){var c=Math.PI/180*e;e=Math.sin(c);c=Math.cos(c);var b=new f;a=a.copy().normalize();var g=1-c,k=g*a.x*a.y,d=g*a.x*a.z,n=g*a.y*a.z;b.m[0]=g*a.x*a.x+c;b.m[1]=e*a.z+k;b.m[2]=d-e*a.y;b.m[3]=0;b.m[4]=k-e*a.z;b.m[5]=g*a.y*a.y+c;b.m[6]=e*a.x+n;b.m[7]=0;b.m[8]=e*a.y+d;b.m[9]=n-e*a.x;b.m[10]=g*a.z*a.z+c;b.m[11]=0;b.m[12]=0;b.m[13]=0;b.m[14]=0;b.m[15]=1;return b};f.createFromBasis=function(a,e,c){var b=new f;b.m[0]=a.x;b.m[1]=a.y;b.m[2]=a.z;b.m[4]=e.x;b.m[5]=e.y;b.m[6]=e.z;b.m[8]=c.x;b.m[9]=c.y;
+b.m[10]=c.z;return b};f.multiply=function(a,e){var c=new f;c.m[0]=a.m[0]*e.m[0]+a.m[1]*e.m[4]+a.m[2]*e.m[8]+a.m[3]*e.m[12];c.m[1]=a.m[0]*e.m[1]+a.m[1]*e.m[5]+a.m[2]*e.m[9]+a.m[3]*e.m[13];c.m[2]=a.m[0]*e.m[2]+a.m[1]*e.m[6]+a.m[2]*e.m[10]+a.m[3]*e.m[14];c.m[3]=a.m[0]*e.m[3]+a.m[1]*e.m[7]+a.m[2]*e.m[11]+a.m[3]*e.m[15];c.m[4]=a.m[4]*e.m[0]+a.m[5]*e.m[4]+a.m[6]*e.m[8]+a.m[7]*e.m[12];c.m[5]=a.m[4]*e.m[1]+a.m[5]*e.m[5]+a.m[6]*e.m[9]+a.m[7]*e.m[13];c.m[6]=a.m[4]*e.m[2]+a.m[5]*e.m[6]+a.m[6]*e.m[10]+a.m[7]*
+e.m[14];c.m[7]=a.m[4]*e.m[3]+a.m[5]*e.m[7]+a.m[6]*e.m[11]+a.m[7]*e.m[15];c.m[8]=a.m[8]*e.m[0]+a.m[9]*e.m[4]+a.m[10]*e.m[8]+a.m[11]*e.m[12];c.m[9]=a.m[8]*e.m[1]+a.m[9]*e.m[5]+a.m[10]*e.m[9]+a.m[11]*e.m[13];c.m[10]=a.m[8]*e.m[2]+a.m[9]*e.m[6]+a.m[10]*e.m[10]+a.m[11]*e.m[14];c.m[11]=a.m[8]*e.m[3]+a.m[9]*e.m[7]+a.m[10]*e.m[11]+a.m[11]*e.m[15];c.m[12]=a.m[12]*e.m[0]+a.m[13]*e.m[4]+a.m[14]*e.m[8]+a.m[15]*e.m[12];c.m[13]=a.m[12]*e.m[1]+a.m[13]*e.m[5]+a.m[14]*e.m[9]+a.m[15]*e.m[13];c.m[14]=a.m[12]*e.m[2]+
+a.m[13]*e.m[6]+a.m[14]*e.m[10]+a.m[15]*e.m[14];c.m[15]=a.m[12]*e.m[3]+a.m[13]*e.m[7]+a.m[14]*e.m[11]+a.m[15]*e.m[15];return c};f.prototype.inverseAndDeterminant=function(){var a=this.m[4]*this.m[9]-this.m[5]*this.m[8],e=this.m[4]*this.m[10]-this.m[6]*this.m[8],c=this.m[4]*this.m[11]-this.m[7]*this.m[8],b=this.m[4]*this.m[13]-this.m[5]*this.m[12],g=this.m[4]*this.m[14]-this.m[6]*this.m[12],k=this.m[4]*this.m[15]-this.m[7]*this.m[12],d=this.m[5]*this.m[10]-this.m[6]*this.m[9],n=this.m[5]*this.m[11]-
+this.m[7]*this.m[9],m=this.m[5]*this.m[14]-this.m[6]*this.m[13],p=this.m[5]*this.m[15]-this.m[7]*this.m[13],h=this.m[6]*this.m[11]-this.m[7]*this.m[10],r=this.m[6]*this.m[15]-this.m[7]*this.m[14],u=this.m[8]*this.m[13]-this.m[9]*this.m[12],t=this.m[8]*this.m[14]-this.m[10]*this.m[12],v=this.m[8]*this.m[15]-this.m[11]*this.m[12],w=this.m[9]*this.m[14]-this.m[10]*this.m[13],z=this.m[9]*this.m[15]-this.m[11]*this.m[13],x=this.m[10]*this.m[15]-this.m[11]*this.m[14],y=new f;y.m[0]=this.m[5]*x-this.m[6]*
+z+this.m[7]*w;y.m[1]=this.m[2]*z-this.m[3]*w-this.m[1]*x;y.m[2]=this.m[1]*r-this.m[2]*p+this.m[3]*m;y.m[3]=this.m[2]*n-this.m[3]*d-this.m[1]*h;y.m[4]=this.m[6]*v-this.m[7]*t-this.m[4]*x;y.m[5]=this.m[0]*x-this.m[2]*v+this.m[3]*t;y.m[6]=this.m[2]*k-this.m[3]*g-this.m[0]*r;y.m[7]=this.m[0]*h-this.m[2]*c+this.m[3]*e;y.m[8]=this.m[4]*z-this.m[5]*v+this.m[7]*u;y.m[9]=this.m[1]*v-this.m[3]*u-this.m[0]*z;y.m[10]=this.m[0]*p-this.m[1]*k+this.m[3]*b;y.m[11]=this.m[1]*c-this.m[3]*a-this.m[0]*n;y.m[12]=this.m[5]*
+t-this.m[6]*u-this.m[4]*w;y.m[13]=this.m[0]*w-this.m[1]*t+this.m[2]*u;y.m[14]=this.m[1]*g-this.m[2]*b-this.m[0]*m;y.m[15]=this.m[0]*d-this.m[1]*e+this.m[2]*a;a=this.m[0]*y.m[0]-this.m[1]*-y.m[4]+this.m[2]*y.m[8]-this.m[3]*-y.m[12];if(0===a)return[null,0];y.scale(1/a);return[y,a]};f.inverse=function(a){return a.inverseAndDeterminant()[0]};f.prototype.upperLeft3x3Determinant=function(){return this.m[0]*(this.m[5]*this.m[10]-this.m[9]*this.m[6])-this.m[4]*(this.m[1]*this.m[10]-this.m[9]*this.m[2])+this.m[8]*
+(this.m[1]*this.m[6]-this.m[5]*this.m[2])};f.prototype.normalMatrix=function(){var a=this.copy().setTranslationComponent(0,0,0).inverseAndDeterminant()[0];return a?a.transpose():null};f.prototype.toJson=function(){return this.m.slice()};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){return f.createFromArray(a)};f.construct=function(a){return f.fromJson(a)};f.toMatrix12=function(a){return[a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10],a[12],a[13],a[14]]};f.xAxisRotation=
+function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[5]=a;e.m[6]=-c;e.m[9]=c;e.m[10]=a;return e};f.yAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[2]=c;e.m[8]=-c;e.m[10]=a;return e};f.zAxisRotation=function(a){var e=new f,c=d.Util.degreesToRadians(a);a=Math.cos(c);c=Math.sin(c);e.m[0]=a;e.m[1]=-c;e.m[4]=c;e.m[5]=a;return e};return f}();d.Matrix=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,e,c){this.r=a;this.g=e;this.b=c}d.prototype.assign=function(a){this.set(a.r,a.g,a.b);return this};d.prototype.copy=function(){return new d(this.r,this.g,this.b)};d.prototype.equals=function(a){return this.r===a.r&&this.g===a.g&&this.b===a.b};d.prototype.set=function(a,e,c){this.r=a;this.g=e;this.b=c};d.prototype.setFromFloat=function(a,e,c){this.r=Math.round(255*a);this.g=Math.round(255*e);this.b=Math.round(255*c)};d.prototype.fromFloatArray=function(a){return this.setFromFloat(a[0],
+a[1],a[2])};d.prototype.getFloatArray=function(){return[this.r/255,this.g/255,this.b/255]};d.prototype.toFloatArray=function(a){a[0]=this.r/255;a[1]=this.g/255;a[2]=this.b/255};d.fromJson=function(a){return new d(a.r,a.g,a.b)};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{r:this.r,g:this.g,b:this.b}};d.prototype.forJson=function(){return this.toJson()};d.createFromFloat=function(a,e,c){var b=d.black();b.setFromFloat(a,e,c);return b};d.createFromFloatArray=
+function(a){var e=d.black();e.fromFloatArray(a);return e};d.red=function(){return new d(255,0,0)};d.green=function(){return new d(0,255,0)};d.blue=function(){return new d(0,0,255)};d.yellow=function(){return new d(255,255,0)};d.white=function(){return new d(255,255,255)};d.black=function(){return new d(0,0,0)};return d}();d.Color=h;h=function(){return function(d,a){this.top=d;this.bottom=a}}();d.VerticalGradient=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.LowerLeftCorner;this._instanceKeys=[];this._firstAttachment=this._enabled=!1;this._sceneReadyCompleted=d.Util.OpenPromise.create();this._geometryCreated=!1;this._viewer=a;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,
+void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._createViewport(),this._updateVisibility(),[4,this._createGeometry()];case 1:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){var c,b,g,a,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();c=this._viewer.model;b=0;for(g=this._instanceKeys;b<g.length;b++)a=
+g[b],e=c._getNodeFromInstanceInc(!0,0,a,!0),c._preventNodeDeletion(e);return[2]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.AxisTriad&&e._onViewportSet()}})}f.prototype.setAxisColor=function(a,
+e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:return[4,this._sceneReadyCompleted];case 1:k.sent();switch(a){case d.Axis.X:c=this._instanceKeys[0];b=this._instanceKeys[3];break;case d.Axis.Y:c=this._instanceKeys[1];b=this._instanceKeys[4];break;case d.Axis.Z:c=this._instanceKeys[2];b=this._instanceKeys[5];break;default:return[2]}g=this._getScEngine();g.setPartColor([0,c],d.ElementType.Faces,e);g.setPartColor([0,b],d.ElementType.Lines,
+e);return[2]}})})};f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(e){switch(e.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return e.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();return Promise.resolve()};
+f.prototype._updateVisibility=function(){this._enabled&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.AxisTriad,!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.AxisTriad};f.prototype._updateViewport=
+function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.AxisTriad,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(f._fieldSize);e.setHeight(f._fieldSize);
+e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.AxisTriad,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.AxisTriad),c=a._getViewportSize(d.BuiltinOverlayIndex.AxisTriad);a=a.getViewportAnchor(d.BuiltinOverlayIndex.AxisTriad);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,
+e,c,b,g,k,l;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=[this._createAxis(f._xRotMatrix,0,f._xColor),this._createAxis(f._yRotMatrix,1,f._yColor),this._createAxis(f._zRotMatrix,2,f._zColor),this._createAxisLabel(d.Axis.X,f._xColor,3),this._createAxisLabel(d.Axis.Y,f._yColor,4),this._createAxisLabel(d.Axis.Z,f._zColor,5)];return[4,Promise.all(a)];case 1:e=n.sent();this._onCameraUpdate();c=[];b=0;for(g=e;b<g.length;b++)k=g[b],c.push(0,k);l=this._getScEngine();
+l.setPartVisibility(c,!0,!0);this._createGeomCallbacks();this._geometryCreated=!0;return[2]}})})};f.prototype._createGeomCallbacks=function(){var a=this;this._viewer.setCallbacks({camera:function(){a._onCameraUpdate()}})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var e=this._viewer.overlayManager._toPixelPoint(this._viewportSize),c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+e.x&&a.y<=c.y+e.y};f.prototype._getOverlayOffset=
+function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype.getSelectionAxis=function(a){console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.AxisTriad)return null;var e=
+this._viewer.model;a=a.getNodeId();e=e._gatherInstanceIncsFromNodeIds([a],1);if(2!==e.length||0!==e[0])return null;e=e[1];for(a=0;a<this._instanceKeys.length;++a)if(this._instanceKeys[a]===e)switch(a%3){case 0:return d.Axis.X;case 1:return d.Axis.Y;case 2:return d.Axis.Z}return null};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,n;return __generator(this,function(f){switch(f.label){case 0:e=this.getSelectionAxis(a);if(null===e)return[2];c=
+this._viewer.model;b=this._viewer.view;switch(e){case d.Axis.X:g=34;break;case d.Axis.Y:g=68;break;case d.Axis.Z:g=24}return[4,c.getModelBounding(!0,!1)];case 1:return k=f.sent(),l=b.getCamera(),n=this._alignedFitBounding(g,!1,!1,k),l.equals(n)&&(n=this._alignedFitBounding(g,!0,!1,k)),[2,b._setCameraPromise(n,d.DefaultTransitionDuration)]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e,c,b,g,k){return __awaiter(this,void 0,void 0,
+function(){var l,n,f,p,h;return __generator(this,function(m){switch(m.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return l=m.sent(),n=new d.MeshInstanceData(l),n.setCreationFlags(k|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.Invisible),n.setOverlayIndex(d.BuiltinOverlayIndex.AxisTriad),n.setFaceColor(c),n.setLineColor(b),n.setMatrix(g),f=this._getScEngine(),[4,f.createMeshInstance(n)];
+case 2:return p=m.sent(),h=p[1],this._instanceKeys[e]=h,[2,h]}})})};f.prototype._createAxis=function(a,e,c){var b=d.Util.generateConeCylinderMeshData(.2,20,2,.4,.5,.1);return this._createInstance(b,e,c,d.Color.black(),a,d.MeshInstanceCreationFlags.None)};f.prototype._createAxisLabel=function(a,e,c){var b=new d.MeshData;b.setFaceWinding(d.FaceWinding.Clockwise);var g=new d.Matrix;a===d.Axis.X?(b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,.25,0,.15,-.25,0]),g.setTranslationComponent(3.1,
+0,0)):a===d.Axis.Y?(b.addPolyline([-.15,.25,0,0,0,0]),b.addPolyline([0,0,0,.15,.25,0]),b.addPolyline([0,0,0,0,-.3125,0]),g.setTranslationComponent(0,3.1,0)):a===d.Axis.Z&&(b.addPolyline([-.15,.25,0,.15,.25,0]),b.addPolyline([.15,.25,0,-.15,-.25,0]),b.addPolyline([-.15,-.25,0,.15,-.25,0]),g.setTranslationComponent(0,0,3.1));return this._createInstance(b,c,d.Color.black(),e,g,d.MeshInstanceCreationFlags.ScreenOriented)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();
+a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(f._fieldSize);a.setHeight(f._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.AxisTriad,a)};f.prototype._alignedFitBounding=function(a,e,c,b){var g=d.Point3.subtract(b.max,b.min).length();b=d.Point3.add(d.Point3.scale(b.min,.5),d.Point3.scale(b.max,.5));var k=new d.Point3(b.x,b.y,b.z+g);k=d.Point3.subtract(b,
+k);var l=-k.length();c=c?-1:1;0===a?(a=new d.Point3(0,c,0),e&&k.negate()):(e&&(l=-l),0!==(a&2)?k=new d.Point3(l,0,0):0!==(a&4)?k=new d.Point3(0,l,0):(console.assert(0!==(a&8)),k=new d.Point3(0,0,l)),0!==(a&16)?a=new d.Point3(c,0,0):0!==(a&32)?a=new d.Point3(0,c,0):(console.assert(0!==(a&64)),a=new d.Point3(0,0,c)));e=d.Point3.subtract(b,k);c=this._viewer.view.getCamera();return d.Camera.create(e,b,a,c.getProjection(),g,g,c.getNearLimit())};f._xRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(0,
+0,1),-90);f._yRotMatrix=new d.Matrix;f._zRotMatrix=d.Matrix.createFromOffAxisRotation(new d.Point3(1,0,0),90);f._xColor=new d.Color(168,56,59);f._yColor=new d.Color(96,166,50);f._zColor=new d.Color(41,81,185);f._fieldSize=8;return f}();d.AxisTriad=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){this._id=0;this._bcfMap=new Map;this._viewer=a}f.prototype._getId=function(){return++this._id};f.prototype.getBCFMap=function(){return this._bcfMap};f.prototype.getBCFData=function(a){return this._bcfMap.get(a)||null};f.prototype.removeBCFData=function(a){this._bcfMap.delete(a);this._viewer.trigger("bcfRemoved",a)};f.prototype.createBCFData=function(a){var e=this._getId();a=new d.BCFData(a,e);this._bcfMap.set(e,a);this._viewer.trigger("bcfLoaded",a.getId(),
+a.getFilename());return a};f.prototype.addBCFFromFile=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this.createBCFData(a),[4,new JSZip.external.Promise(function(b,c){JSZipUtils.getBinaryContent(a,function(g,a){g?c(g):b(a)})})];case 1:return c=b.sent(),[4,this._loadBCFData(c,e)];case 2:return b.sent(),[2]}})})};f.prototype.addBCFFromBuffer=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,
+function(b){switch(b.label){case 0:return c=this.createBCFData(e),[4,this._loadBCFData(a,c)];case 1:return b.sent(),[2]}})})};f.prototype._getVersion=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g;return __generator(this,function(k){switch(k.label){case 0:return e=a.file("bcf.version"),null!==e?[3,1]:[2,d.BCFVersion.v1_0];case 1:return[4,this._getDocument(e)];case 2:c=k.sent();b=c.documentElement;g=b.firstElementChild;if(null!==g&&null!==g.textContent)switch(g.textContent){case "2.0 RC":return[2,
+d.BCFVersion.v2_0];case "2.1":return[2,d.BCFVersion.v2_1]}return[2,d.BCFVersion.Unknown]}})})};f.prototype._loadBCFData=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l,n,f,p,h,r=this;return __generator(this,function(m){switch(m.label){case 0:return c=this._viewer.model,[4,c.getModelBounding(!0,!1)];case 1:return b=m.sent(),g=c.getNodeUnitMultiplier(c.getAbsoluteRootNode()),k=e.getId(),l=e.getFilename(),[4,JSZip.loadAsync(a)];case 2:return n=m.sent(),p=(f=e).setVersion,[4,
+this._getVersion(n)];case 3:return p.apply(f,[m.sent()]),h=[],n.forEach(function(c){return __awaiter(r,void 0,void 0,function(){var a,f,m,p,q,r,u,t,C,E,F,H,G,J,K,I,L;return __generator(this,function(v){switch(v.label){case 0:a=d.Util.OpenPromise.create();h.push(a);f=this._getFileType(c);if(f!==d.BCFFileType.Markup&&f!==d.BCFFileType.Snapshot&&f!==d.BCFFileType.Viewpoint)return[3,7];m=c.split("/");p=m[0];q=m[1];r=e.getTopic(p);null===r&&(r=new d.BCFTopic(k,l,p,this._viewer),e.addTopic(p,r));if(!q.length)return[3,
+7];u=n.file(c);if(null===u)return[3,7];t=f;switch(t){case d.BCFFileType.Markup:return[3,1];case d.BCFFileType.Viewpoint:return[3,3];case d.BCFFileType.Snapshot:return[3,5]}return[3,7];case 1:return E=(C=r).addMarkup,F=[q],[4,this._getDocument(u)];case 2:return E.apply(C,F.concat([v.sent()])),[3,7];case 3:return G=(H=r).addViewpoint,J=[q],[4,this._getDocument(u)];case 4:return G.apply(H,J.concat([v.sent(),e.getVersion(),b,g])),[3,7];case 5:return I=(K=r).addSnapshot,L=[q],[4,u.async("uint8array")];
+case 6:return I.apply(K,L.concat([v.sent()])),[3,7];case 7:return a.resolve(),[2]}})})}),[4,d.Util.waitForAll(h)];case 4:return m.sent(),this._viewer.trigger("bcfLoaded",k,l),[2]}})})};f.prototype._getDocument=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return e=new DOMParser,b=(c=e).parseFromString,[4,a.async("text")];case 1:return[2,b.apply(c,[g.sent(),"application/xml"])]}})})};f.prototype._getFileType=function(a){if("/"===
+a.slice(-1))return d.BCFFileType.TopicFolder;a=a.split(".");console.assert(2===a.length);switch(a[1]){case "bcf":return d.BCFFileType.Markup;case "bcfv":return d.BCFFileType.Viewpoint;case "png":return d.BCFFileType.Snapshot;case "version":return d.BCFFileType.Version;case "xsd":return d.BCFFileType.Schema;case "bcfp":return d.BCFFileType.Project}return d.BCFFileType.Unknown};return f}();d.BCFManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){void 0===a&&(a=d.Point3.zero());void 0===e&&(e=d.Point3.zero());this.min=a.copy();this.max=e.copy()}f.prototype.copy=function(){return new f(this.min,this.max)};f.prototype.equals=function(a){return this.min.equals(a.min)&&this.max.equals(a.max)};f.prototype.center=function(){var a=d.Point3.add(this.min,this.max);a.scale(.5);return a};f.prototype.extents=function(){return d.Point3.subtract(this.max,this.min)};f.prototype.addBox=function(a){a.isDegenerate()||
+(this.addPoint(a.min),this.addPoint(a.max))};f.prototype.addPoint=function(a){a.x<this.min.x&&(this.min.x=a.x);a.y<this.min.y&&(this.min.y=a.y);a.z<this.min.z&&(this.min.z=a.z);a.x>this.max.x&&(this.max.x=a.x);a.y>this.max.y&&(this.max.y=a.y);a.z>this.max.z&&(this.max.z=a.z)};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{min:this.min.toJson(),max:this.max.toJson()}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.min);
+a=d.Point3.fromJson(a.max);return new f(e,a)};f.construct=function(a){return f.fromJson(a)};f.prototype.getCorners=function(){var a=[];a[0]=this.min.copy();a[1]=this.min.copy();a[2]=this.min.copy();a[1].x=this.max.x;a[2].y=this.max.y;a[3]=a[2].copy();a[3].x=this.max.x;a[4]=a[0].copy();a[5]=a[1].copy();a[6]=a[2].copy();a[7]=a[3].copy();a[4].z=this.max.z;a[5].z=this.max.z;a[6].z=this.max.z;a[7].z=this.max.z;return a};f.invalid=function(){return new f(new d.Point3(Number.POSITIVE_INFINITY,Number.POSITIVE_INFINITY,
+Number.POSITIVE_INFINITY),new d.Point3(Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY,Number.NEGATIVE_INFINITY))};f.prototype.isDegenerate=function(){return this.min.x>this.max.x||this.min.y>this.max.y||this.min.z>this.max.z};return f}();d.Box=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){var a=this;this._aliasMap=new Map;this._callbackMap=new Map;this._activeTriggerDepth=0;this._pendingClearUnboundFilteredNames=new Set;this._aliasMap.set("sceneRendered","frameDrawn");this.bind({selectionArray:function(c){a._triggerDeprecatedSelectionCallback(c)},incrementalSelectionBatchBegin:function(){return a.unsafeTrigger("volumeSelectionBatchBegin")},incrementalSelectionBatchEnd:function(){return a.unsafeTrigger("volumeSelectionBatchEnd")},
+incrementalSelectionEnd:function(){return a.unsafeTrigger("volumeSelectionEnd")},visibilityChanged:function(c,b){a.unsafeTrigger("partsVisibilityShown",c);a.unsafeTrigger("partsVisibilityHidden",b)}})}a.prototype._triggerDeprecatedSelectionCallback=function(a){if(0===a.length)this.unsafeTrigger("selection",[d.Event.NodeSelectionEvent._createNull()]);else if(100>=a.length)this.unsafeTrigger("selection",a);else{var c=0;for(a=h.chunkify(a,100);c<a.length;c++)this.unsafeTrigger("selection",a[c])}};a.prototype._filterName=
+function(a){var c=this._aliasMap.get(a);return void 0===c?a:c};a.prototype.bind=function(a,c){for(var b=0,g=Object.keys(a);b<g.length;b++){var k=g[b],e=a[k];if("function"===typeof e){k=this._filterName(k);var d=this._callbackMap.get(k);void 0===d?this._callbackMap.set(k,[e]):c?d.unshift(e):d.push(e)}}};a.prototype.unbind=function(a){for(var c=0,b=Object.keys(a);c<b.length;c++){var g=b[c],k=this._filterName(g),e=this._callbackMap.get(k);if(void 0!==e){g=a[g];for(var d=0;d<e.length;d++)e[d]===g&&(e[d]=
+null,this._pendingClearUnboundFilteredNames.add(k))}}this._clearUnboundCallbacks()};a.prototype._clearUnboundCallbacks=function(){var a=this;0!==this._pendingClearUnboundFilteredNames.size&&0===this._activeTriggerDepth&&(this._pendingClearUnboundFilteredNames.forEach(function(c){var b=a._callbackMap.get(c);void 0!==b&&(b=b.filter(function(b){return null!==b}),0===b.length?a._callbackMap.delete(c):a._callbackMap.set(c,b))}),this._pendingClearUnboundFilteredNames.clear())};a.prototype.promiseTrigger=
+function(a,c){for(var b=[],g=2;g<arguments.length;g++)b[g-2]=arguments[g];return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(k){switch(k.label){case 0:console.assert(a!==c),k.label=1;case 1:return k.trys.push([1,3,4,5]),[4,this._unsafePromiseTrigger(a,b)];case 2:return k.sent(),[3,5];case 3:return g=k.sent(),console.log("Rejected promise in '"+a+"' callback:"),console.log(g),[3,5];case 4:return null!==c&&this.unsafeTrigger(c,b),[7];case 5:return[2]}})})};a.prototype._unsafePromiseTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);var g=[];if(void 0!==b){++this._activeTriggerDepth;for(var k=0;k<b.length;k++){var e=b[k];if(null!==e)try{g.push(e.apply(null,c))}catch(n){console.log("Unhandled exception in '"+a+"' callback:"),console.log(n)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}return d.Util.waitForAll(g)};a.prototype.trigger=function(a){for(var c=[],b=1;b<arguments.length;b++)c[b-1]=arguments[b];this.unsafeTrigger(a,c)};a.prototype.unsafeTrigger=
+function(a,c){var b=this._filterName(a);b=this._callbackMap.get(b);if(void 0!==b){++this._activeTriggerDepth;for(var g=0;g<b.length;g++){var k=b[g];if(null!==k)try{k.apply(null,c)}catch(l){console.log("Unhandled exception in '"+a+"' callback:"),console.log(l)}}--this._activeTriggerDepth;this._clearUnboundCallbacks()}};return a}();h.CallbackManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(a){a[a.LoadModel=0]="LoadModel";a[a.CreateNode=1]="CreateNode";a[a.CreateInstance=2]="CreateInstance";a[a.CreatePmi=3]="CreatePmi"})(d.NodeSource||(d.NodeSource={}));(function(a){a[a.Desktop=0]="Desktop";a[a.Mobile=1]="Mobile"})(d.ScreenConfiguration||(d.ScreenConfiguration={}));(function(a){a[a.Faces=0]="Faces";a[a.Lines=1]="Lines";a[a.Points=2]="Points"})(d.ElementType||(d.ElementType={}));(function(a){a[a.Orthographic=0]="Orthographic";a[a.Perspective=1]="Perspective"})(d.Projection||
+(d.Projection={}));(function(a){a[a.Top=0]="Top";a[a.Bottom=1]="Bottom";a[a.Left=2]="Left";a[a.Right=3]="Right";a[a.Front=4]="Front";a[a.Back=5]="Back";a[a.Iso=6]="Iso";a[a.TopRightFront=7]="TopRightFront";a[a.TopLeftFront=8]="TopLeftFront";a[a.TopLeftBack=9]="TopLeftBack";a[a.TopRightBack=10]="TopRightBack";a[a.TopBack=11]="TopBack";a[a.TopFront=12]="TopFront";a[a.TopLeft=13]="TopLeft";a[a.TopRight=14]="TopRight";a[a.BottomRightBack=15]="BottomRightBack";a[a.BottomLeftBack=16]="BottomLeftBack";a[a.BottomLeftFront=
+17]="BottomLeftFront";a[a.BottomRightFront=18]="BottomRightFront";a[a.BottomFront=19]="BottomFront";a[a.BottomBack=20]="BottomBack";a[a.BottomLeft=21]="BottomLeft";a[a.BottomRight=22]="BottomRight";a[a.RightBottomBack=23]="RightBottomBack";a[a.RightBottomFront=24]="RightBottomFront";a[a.RightTopFront=25]="RightTopFront";a[a.RightTopBack=26]="RightTopBack";a[a.RightTop=27]="RightTop";a[a.RightBottom=28]="RightBottom";a[a.RightFront=29]="RightFront";a[a.RightBack=30]="RightBack";a[a.LeftBottomFront=
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+(function(d){d=d.Internal||(d.Internal={});d=d.CameraFlags||(d.CameraFlags={});d[d.None=0]="None";d[d.Position=1]="Position";d[d.Target=2]="Target";d[d.Up=4]="Up";d[d.Width=8]="Width";d[d.Height=16]="Height";d[d.Projection=32]="Projection";d[d.NearLimit=64]="NearLimit"})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._position=new d.Point3(0,0,1);this._target=d.Point3.zero();this._up=new d.Point3(0,1,0);this._height=this._width=0;this._projection=d.Projection.Orthographic;this._nearLimit=.01;this._cameraFlags=d.Internal.CameraFlags.None}f.prototype._clearFlags=function(){this._cameraFlags=d.Internal.CameraFlags.None};f.prototype._getFlags=function(){return this._cameraFlags};f.prototype.copy=function(){return f.create(this._position,this._target,this._up,this._projection,
+this._width,this._height,this._nearLimit)};f.prototype.setPosition=function(a){this._position.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Position};f.prototype.getPosition=function(){return this._position.copy()};f.prototype.setTarget=function(a){this._target.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Target};f.prototype.getTarget=function(){return this._target.copy()};f.prototype.setUp=function(a){this._up.assign(a);this._cameraFlags|=d.Internal.CameraFlags.Up};f.prototype.getUp=
+function(){return this._up.copy()};f.prototype.setWidth=function(a){this._width=a;this._cameraFlags|=d.Internal.CameraFlags.Width};f.prototype.getWidth=function(){return this._width};f.prototype.setHeight=function(a){this._height=a;this._cameraFlags|=d.Internal.CameraFlags.Height};f.prototype.getHeight=function(){return this._height};f.prototype.setProjection=function(a){this._projection=a;this._cameraFlags|=d.Internal.CameraFlags.Projection};f.prototype.getProjection=function(){return this._projection};
+f.prototype.setNearLimit=function(a){this._nearLimit=a;this._cameraFlags|=d.Internal.CameraFlags.NearLimit};f.prototype.getNearLimit=function(){return this._nearLimit};f.prototype.equals=function(a){return this._position.equals(a._position)&&this._target.equals(a._target)&&this._up.equals(a._up)&&this._width===a._width&&this._height===a._height&&this._projection===a._projection&&this._nearLimit===a._nearLimit};f.prototype.dolly=function(a){this._position.subtract(a);this._target.subtract(a)};f.prototype.getCameraPlaneIntersectionPoint=
+function(a,e){var c=d.Point3.subtract(this._position,this._target).normalize();c=d.Plane.createFromPointAndNormal(this._target,c);a=e.raycastFromPoint(a);if(null===a)return null;e=d.Point3.zero();return c.intersectsRay(a,e)?e:null};f.prototype.getViewMatrix=function(a){return a._getScEngine().getViewMatrix(this)};f.prototype.getProjectionMatrix=function(a){return a._getScEngine().getProjectionMatrix(this)};f.prototype.getFullMatrix=function(a){return a._getScEngine().getFullCameraMatrix(this)};f.prototype.getMatrixFromCamera=
+function(){var a=d.Point3.subtract(this.getTarget(),this.getPosition()).normalize(),e=this.getUp().normalize();e=d.Point3.cross(e,a);var c=d.Point3.cross(a,e);return d.Matrix.createFromBasis(e,c,a)};f.create=function(a,e,c,b,g,k,d){var l=new f;l._position.assign(a);l._target.assign(e);l._up.assign(c);l._projection=b;l._width=g;l._height=k;void 0!==d&&(l._nearLimit=d);return l};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){return{position:this._position.toJson(),
+target:this._target.toJson(),up:this._up.toJson(),width:this._width,height:this._height,projection:this._projection,nearLimit:this._nearLimit,className:"Communicator.Camera"}};f.prototype.forJson=function(){return this.toJson()};f.fromJson=function(a){var e=d.Point3.fromJson(a.position),c=d.Point3.fromJson(a.target),b=d.Point3.fromJson(a.up);return f.create(e,c,b,a.projection,a.width,a.height,a.nearLimit)};f.construct=function(a){return f.fromJson(a)};f.prototype.transform=function(a){if(a.isIdentity())return this.copy();
+var e=Math.abs(this._width),c=Math.abs(this._height),b=this.getUp().normalize().scale(c);c=d.Point3.subtract(this._position,this._target);var g=d.Point3.cross(b,c).normalize().scale(e);e=this.getTarget();g=d.Point3.add(e,g);b=d.Point3.add(e,b);var k=d.Point3.add(e,c);a.transform(e,e);a.transform(g,g);a.transform(b,b);a.transform(k,k);a=d.Point3.subtract(g,e);c=d.Point3.subtract(b,e);b=d.Point3.subtract(k,e);b=d.Point3.add(e,b);g=c.copy().normalize();a=a.length();c=c.length();0>this._width&&(a=-a);
+0>this._height&&(c=-c);return f.create(b,e,g,this._projection,a,c,this._nearLimit)};return f}();d.Camera=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e,c,b){var g=this;this._cuttingSections=[];this._isInit=!1;this._standinGeometryPickable=!0;this._cappingFaceColor=d.Color.createFromFloat(.5,.5,.5);this._cappingLineColor=d.Color.createFromFloat(.5,.5,.5);this._cappingIdleCallbackEnabled=!1;this._cappingIdlePromise=null;this._conservativeIsCappingIdle=!1;this._viewer=a;this._model=e;this._callbackManager=c;this._engine=b;a.setCallbacks({cappingIdle:function(b){(g._conservativeIsCappingIdle=b)&&null!==g._cappingIdlePromise&&
+(g._cappingIdlePromise.resolve(),g._cappingIdlePromise=null)},_resetAssemblyTreeBegin:function(){null!==g._cappingIdlePromise&&(g._cappingIdlePromise.reject(new d.CommunicatorError("Model became reset.")),g._cappingIdlePromise=null);return Promise.resolve()}})}f.prototype.createReferenceGeometryFromAxis=function(a,e){var c=[];switch(a){case d.Axis.X:c.push(new d.Point3(0,e.max.y,e.min.z));c.push(new d.Point3(0,e.max.y,e.max.z));c.push(new d.Point3(0,e.min.y,e.max.z));c.push(new d.Point3(0,e.min.y,
+e.min.z));break;case d.Axis.Y:c.push(new d.Point3(e.min.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.min.z));c.push(new d.Point3(e.max.x,0,e.max.z));c.push(new d.Point3(e.min.x,0,e.max.z));break;case d.Axis.Z:c.push(new d.Point3(e.min.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.max.y,0)),c.push(new d.Point3(e.max.x,e.min.y,0)),c.push(new d.Point3(e.min.x,e.min.y,0))}return c};f.prototype.createReferenceGeometryFromFaceNormal=function(a,e,c){var b=[],g=(new d.Plane).setFromPointAndNormal(e,a).d;g=
+e.copy().add(d.Point3.scale(a,g));e=c.center();e=d.Point3.add(e,d.Point3.scale(a,d.Point3.dot(a,d.Point3.subtract(g,e))));c=c.extents().length()/2;g=d.Point3.subtract(e,g);var k=d.Point3.cross(a,g),l=g.copy().scale(-1),f=k.copy().scale(-1);a=d.Point3.add(g,k).normalize().scale(c).add(e);k=d.Point3.add(l,k).normalize().scale(c).add(e);l=d.Point3.add(l,f).normalize().scale(c).add(e);e=d.Point3.add(g,f).normalize().scale(c).add(e);b.push(a);b.push(k);b.push(l);b.push(e);return b};f.prototype.activateCuttingSections=
+function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)a.push(c[e].activate());return d.Util.waitForAll(a)};f.prototype.deactivateCuttingSections=function(a){void 0===a&&(a=!1);for(var e=[],c=0,b=this._cuttingSections;c<b.length;c++){var g=b[c];a?e.push(g.clear()):e.push(g.deactivate())}return d.Util.waitForAll(e)};f.prototype.setCuttingPlaneColor=function(a){for(var e=0,c=this._cuttingSections;e<c.length;e++)c[e].setColor(a);return Promise.resolve()};f.prototype.setCappingFaceColor=function(a){this._cappingFaceColor=
+a?a.copy():null;return this._engine.setCappingFaceColor(this._cappingFaceColor)};f.prototype.getCappingFaceColor=function(){return this._cappingFaceColor?this._cappingFaceColor.copy():null};f.prototype.setCappingLineColor=function(a){this._cappingLineColor=a?a.copy():null;return this._engine.setCappingLineColor(this._cappingLineColor)};f.prototype.getCappingLineColor=function(){return this._cappingLineColor?this._cappingLineColor.copy():null};f.prototype.getCuttingSection=function(a){return this._isInit&&
+a<this._cuttingSections.length?this._cuttingSections[a]:null};f.prototype.getCuttingSectionCapacity=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingPlanesPerSection:0};f.prototype.getCuttingSectionCount=function(){return void 0!==this._cuttingLimits?this._cuttingLimits.maxCuttingSections:0};f.prototype.getCuttingSectionFromNodeId=function(a){if(null!==a)for(var e=0,c=this._cuttingSections;e<c.length;e++){var b=c[e];if(0<=b._getInstanceNodeIds().indexOf(a))return b}return null};
+f.prototype.setStandinGeometryPickable=function(a){this._standinGeometryPickable=a;var e=this._gatherStandinGeometryIds();this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,e,!a);return Promise.resolve()};f.prototype.getStandinGeometryPickable=function(){return this._standinGeometryPickable};f.prototype._setStandinGeometryVisible=function(a){var e=this,c=this._gatherStandinGeometryIds(),b=this._model._gatherInstanceIncsFromNodeIds(c);this._engine.pauseRendering(function(){e._engine.setPartVisibility(b,
+a,!1)})};f.prototype.setCappingDelay=function(a){this._engine.setCappingDelay(a)};f.prototype.delayCapping=function(){this._engine.delayCapping()};f.prototype.enableCappingIdleCallback=function(a){a!==this._cappingIdleCallbackEnabled&&(this._cappingIdleCallbackEnabled=a,this._conservativeIsCappingIdle=!1,a||null===this._cappingIdlePromise||(this._cappingIdlePromise.reject(new d.CommunicatorError("Capping idle callback became disabled.")),this._cappingIdlePromise=null));return this._engine.enableCappingIdleCallback(a)};
+f.prototype.waitForCappingIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(!this._cappingIdleCallbackEnabled)throw console.assert(null===this._cappingIdlePromise),new d.CommunicatorError("Capping idle callback is not enabled.");if(this._conservativeIsCappingIdle)return[2];null===this._cappingIdlePromise&&(this._cappingIdlePromise=d.Util.OpenPromise.create());return[2,this._cappingIdlePromise]})})};f.prototype.setCappingGeometryVisibility=function(a){return this._engine.setCappingGeometryVisibility(a)};
+f.prototype.getCappingGeometryVisibility=function(){return this._engine.getCappingGeometryVisibility()};f.prototype.getActiveCuttingSectionCount=function(){var a=0;if(this._cuttingLimits)for(var e=0;e<this._cuttingLimits.maxCuttingSections;e++){var c=this.getCuttingSection(e);null!==c&&c.isActive()&&(a+=c.getCount())}return a};f.prototype._init=function(){if(!this._isInit){this._cuttingLimits=this._engine.getCuttingSectionLimits();for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=new d.CuttingSection(this._viewer,
+this._model,this._callbackManager,this,this._engine);this._cuttingSections.push(e)}this._isInit=!0}};f.prototype._isInitialized=function(){return this._isInit};f.prototype.refreshPlaneGeometry=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=c[e],g=0;g<b.getCount();g++){var k=b.getPlane(g);null!==k&&a.push(b.updatePlane(g,k,new d.Matrix,!1,!1))}return d.Util.waitForAll(a)};f.prototype.hasActiveCuttingSection=function(){if(this._cuttingLimits)for(var a=0;a<this._cuttingLimits.maxCuttingSections;a++){var e=
+this.getCuttingSection(a);if(null!==e&&e.isActive())return!0}return!1};f.prototype.toJson=function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],e=0;e<this._cuttingSections.length;e++)a[e]=this._cuttingSections[e].toJson();return{cuttingSections:a,cappingGeometryVisibility:this.getCappingGeometryVisibility(),cappingFaceColor:this.getCappingFaceColor(),cappingLineColor:this.getCappingLineColor(),pickable:this.getStandinGeometryPickable()}};f.prototype.forJson=function(){return this.toJson()};
+f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:e=d.Internal.deepClone(a);c=[];b=e.cuttingSections;for(g=0;g<b.length;g++)k=b[g],l=this._cuttingSections[g],c.push(l.fromJson(k));this.setStandinGeometryPickable(e.pickable);c.push(this.setCappingGeometryVisibility(e.cappingGeometryVisibility));c.push(this.setCappingFaceColor(d.Color.fromJson(e.cappingFaceColor)));c.push(this.setCappingLineColor(d.Color.fromJson(e.cappingLineColor)));
+return[4,Promise.all(c)];case 1:return f.sent(),[2,this._callbackManager.promiseTrigger("_cuttingSectionsLoaded",null)]}})})};f.prototype._gatherStandinGeometryIds=function(){for(var a=[],e=0,c=this._cuttingSections;e<c.length;e++)for(var b=0,g=c[e]._getInstanceNodeIds();b<g.length;b++)a.push(g[b]);return a};return f}();d.CuttingManager=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,k){this._container=a;this._canvasContainerElement=c;this._markupSvgElement=b;this._redlineSvgElement=g;this._redlineElement=k}a.prototype.getCanvasContainerElement=function(){return this._canvasContainerElement};a.prototype.getMarkupSvgElement=function(){return this._markupSvgElement};a.prototype.getRedlineSvgElement=function(){return this._redlineSvgElement};a.prototype.getRedlineElement=function(){return this._redlineElement};a.prototype.shutdown=
+function(){this._container.removeChild(this._markupSvgElement);this._container.removeChild(this._redlineSvgElement);this._container.removeChild(this._redlineElement);this._container.removeChild(this._canvasContainerElement)};a.createFromElement=function(e){var c=e.id;0===c.length&&(c=d.UUID.create());var b=c+"-canvas-container",g=c+"-svg",k=c+"-redline-svg";c+="-redline";var l=document.createElement("div");l.id=b;l.style.width="100%";l.style.height="100%";l.style.position="absolute";l.tabIndex=-1;
+l.classList.add("webviewer-canvas");l.oncontextmenu=function(){return!1};e.appendChild(l);b=a._createSvgElement(g);e.appendChild(b);k=a._createSvgElement(k);e.appendChild(k);g=document.createElement("div");g.id=c;g.style.position="absolute";g.style.width="100%";g.style.height="100%";g.style.pointerEvents="none";e.appendChild(g);return new a(e,l,b,k,g)};a.createFromId=function(a){a=document.getElementById(a);return null===a?null:this.createFromElement(a)};a._createSvgElement=function(a){var c=document.createElementNS("http://www.w3.org/2000/svg",
+"svg");c.id=a;c.style.width="100%";c.style.height="100%";c.style.position="absolute";c.style.pointerEvents="none";c.style.overflow="hidden";c.setAttributeNS("http://www.w3.org/2000/xmlns/","xmlns:xlink","http://www.w3.org/1999/xlink");return c};return a}();h.DomElements=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+var __extends=this&&this.__extends||function(){var d=function(h,f){d=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(a,d){a.__proto__=d}||function(a,d){for(var c in d)d.hasOwnProperty(c)&&(a[c]=d[c])};return d(h,f)};return function(h,f){function a(){this.constructor=h}d(h,f);h.prototype=null===f?Object.create(f):(a.prototype=f.prototype,new a)}}();
+(function(d){var h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(Error);d.CommunicatorError=h;var f=function(a){function c(b){b=a.call(this,"Invalid index ("+b+").")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InvalidIndexError=f;f=function(a){function c(){var b=a.call(this,"Selection invalidated.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.SelectionInvalidatedError=
+f;f=function(a){function c(){var b=a.call(this,"Internal logic error.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.InternalLogicError=f;f=function(a){function c(b){var g=a.call(this,"Invalid node ("+b+").")||this;Object.setPrototypeOf(g,c.prototype);g.nodeId=b;return g}__extends(c,a);return c}(h);d.InvalidNodeIdError=f;f=function(a){function c(b,g){for(var k=[],e=2;e<arguments.length;e++)k[e-2]=arguments[e];k.push(g);e=[];for(var f=0;f<k.length;f++){var m=k[f];
+switch(m){case 0:e.push(d.NodeType.DrawingSheet,d.NodeType.PartInstance,d.NodeType.AssemblyNode);break;case 1:e.push(d.NodeType.BodyInstance);e.push(d.NodeType.PmiBody);e.push(d.NodeType.ViewFrame);break;case 2:e.push(d.NodeType.BodyInstance);break;case 3:e.push(d.NodeType.CadView);break;default:d.Util.TypeAssertNever(m)}}e.sort();k=[];for(f=0;f<e.length;f++)k.push(d.NodeType[e[f]]);k=a.call(this,"Expected node ("+b+") to be of "+(1===k.length?"type ("+k[0]+")":"types "+k)+".")||this;Object.setPrototypeOf(k,
+c.prototype);k.nodeId=b;k.expectedTypes=e;return k}__extends(c,a);return c}(h);d.InvalidNodeTypeError=f;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.LoadError=f;var a=function(a){function c(){var b=a.call(this,"Load cancelled.")||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(f);d.LoadCancelledError=a;f=function(a){function c(b){b=a.call(this,"Missing model: '"+b+"'.")||this;Object.setPrototypeOf(b,
+c.prototype);return b}__extends(c,a);return c}(f);d.MissingModelError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.ParseError=h;f=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);d.AssemblyDataParseError=f;d.MetaDataParseError=f;h=function(a){function c(b){b=a.call(this,b)||this;Object.setPrototypeOf(b,c.prototype);return b}__extends(c,a);return c}(h);
+d.XmlParseError=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c){var b=this;this._explodeActive=!1;this._explodeMagnitude=0;this._model=a;this._engine=d;c.bind({_modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){this.stop();return[2]})})}})}d.prototype.start=function(a,d){this.getActive()&&this.stop();return this._doExplode(a,d)};d.prototype.setMagnitude=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return 0<
+a&&!this._explodeActive?[4,this.start()]:[3,2];case 1:return d.sent(),[3,3];case 2:0===a&&this._explodeActive&&this.stop(),d.label=3;case 3:return this._explodeActive?(this._explodeMagnitude=a,[2,this._engine.setExplodeMagnitude(a)]):[2]}})})};d.prototype.stop=function(){this._engine.stopExplode();this._explodeMagnitude=0;this._explodeActive=!1;this._engine.setExplodeMagnitude(0);return Promise.resolve()};d.prototype.getMagnitude=function(){return this._explodeMagnitude};d.prototype.getActive=function(){return this._explodeActive};
+d.prototype._doExplode=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b;return __generator(this,function(g){switch(g.label){case 0:return this._explodeActive=!0,c=void 0!==a&&0<a.length?this._model._gatherInstanceIncsFromNodeIds(a):[],d?[3,2]:[4,this._model.getModelBounding(!0,!1)];case 1:return b=g.sent(),this._engine.startExplode(c,b.center()),[3,3];case 2:this._engine.startExplode(c,d),g.label=3;case 3:return[2]}})})};return d}();d.ExplodeManager=h})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){function a(){this._obscuredLineColor=d.Color.black();this._obscuredLineOpacity=.2;this._visibleLineColor=d.Color.black();this._visibleLineOpacity=1;this._backgroundColor=d.Color.white()}a.prototype.getObscuredLineColor=function(){return this._obscuredLineColor.copy()};a.prototype.setObscuredLineColor=function(a){this._obscuredLineColor.assign(a)};a.prototype.getObscuredLineOpacity=function(){return this._obscuredLineOpacity};a.prototype.getObscuredLineTransparency=function(){return this.getObscuredLineOpacity()};
+a.prototype.setObscuredLineOpacity=function(a){0<=a&&1>=a&&(this._obscuredLineOpacity=a)};a.prototype.setObscuredLineTransparency=function(a){this.setObscuredLineOpacity(a)};a.prototype.getVisibleLineColor=function(){return this._visibleLineColor.copy()};a.prototype.setVisibleLineColor=function(a){this._visibleLineColor.assign(a)};a.prototype.getVisibleLineOpacity=function(){return this._visibleLineOpacity};a.prototype.getVisibleLineTransparency=function(){return this.getVisibleLineOpacity()};a.prototype.setVisibleLineOpacity=
+function(a){0<=a&&1>=a&&(this._visibleLineOpacity=a)};a.prototype.setVisibleLineTransparency=function(a){this.setVisibleLineOpacity(a)};a.prototype.getBackgroundColor=function(){return this._backgroundColor.copy()};a.prototype.setBackgroundColor=function(a){this._backgroundColor.assign(a)};return a}();h.HiddenLineSettings=f})(d.Settings||(d.Settings={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.isMouseEventType=function(a){switch(a){case d.EventType.MouseDown:return!0;case d.EventType.MouseMove:return!0;case d.EventType.MouseUp:return!0;case d.EventType.Mousewheel:return!0;case d.EventType.TouchStart:return!1;case d.EventType.TouchMove:return!1;case d.EventType.TouchEnd:return!1;case d.EventType.KeyDown:return!1;case d.EventType.KeyUp:return!1;case d.EventType.ViewOrientationChange:return!1}};var f=function(){function a(){this._date=new Date;this._handled=!1}
+a.prototype.getHandled=function(){return this._handled};a.prototype.setHandled=function(a){this._handled=a};a.prototype.getDate=function(){return this._date};return a}();h.InputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(a){function d(c,b,g){b=a.call(this)||this;b._keyCode=c;b._eventType=g;return b}__extends(d,a);d.prototype.getKeyCode=function(){return this._keyCode};d.prototype.getEventType=function(){return this._eventType};return d}(d.InputEvent);d.KeyInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function e(c,b){this._callbackManager=c;this._operatorManager=b;this._contextEventChecker=new a(this._callbackManager)}e.prototype.injectMouseDownEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Down);b=d.EventType.MouseDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseDownEvent(c)};e.prototype.injectMouseMoveEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,
+b,g,a,e,d.MouseInputType.Move);b=d.EventType.MouseMove;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectMouseUpEvent=function(c,b,g,a,e){c=new d.Event.MouseInputEvent(c,b,g,a,e,d.MouseInputType.Up);b=d.EventType.MouseUp;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onMouseUpEvent(c)};e.prototype.injectMousewheelEvent=function(c,b,g,a,e){c=new d.Event.MouseWheelInputEvent(c,
+b,g,a,e,d.MouseInputType.Wheel);b=d.EventType.Mousewheel;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyDownEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Down);b=d.EventType.KeyDown;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectKeyUpEvent=function(c,b){c=new d.Event.KeyInputEvent(c,b,d.KeyInputType.Up);b=d.EventType.KeyUp;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b)};e.prototype.injectTouchStartEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchStart;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchStartEvent(c)};e.prototype.injectTouchMoveEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.Start);b=d.EventType.TouchMove;this._callbackManager.trigger("_inputInteraction",
+c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchMoveEvent(c)};e.prototype.injectTouchEndEvent=function(c,b,g,a){c=new d.Event.TouchInputEvent(c,b,g,a,d.TouchInputType.End);b=d.EventType.TouchEnd;this._callbackManager.trigger("_inputInteraction",c,b);this._operatorManager.injectEvent(c,b);this._contextEventChecker.onTouchEndEvent(c)};e.prototype.injectViewOrientationChangeEvent=function(){this._operatorManager._injectViewOrientationChangeEvent()};return e}();h.EventDispatcher=
+f;var a=function(){function a(c){this._contextMenuMouseButton=d.Button.Right;this._contextMenuPositionStart=d.Point2.zero();this._touchTimer=new d.Util.Timer;this._activeTouchCount=0;this._initialPosition=d.Point2.zero();this._callbackManager=c}a.prototype.onMouseDownEvent=function(c){c.getHandled()||this._contextMenuPositionStart.assign(c.getPosition())};a.prototype.onMouseUpEvent=function(c){if(!c.getHandled()){var b=c.getPosition();c.getButton()===this._contextMenuMouseButton&&this._contextMenuPositionStart.equals(b)&&
+this._callbackManager.trigger("contextMenu",b,c.getModifiers())}};a.prototype.onTouchStartEvent=function(c){var b=this,g=c.getPosition().copy();0===this._activeTouchCount&&(this._initialPosition=g);++this._activeTouchCount;c.getHandled()||this._touchTimer.set(600,function(){b._callbackManager.trigger("contextMenu",g,d.KeyModifiers.None)})};a.prototype.onTouchMoveEvent=function(c){if(!this._touchTimer.isIdle(0)){c=d.Point2.subtract(this._initialPosition,c.getPosition());c=Math.abs(c.squaredLength());
+var b=.02*window.outerHeight;c>b*b&&this._touchTimer.clear()}};a.prototype.onTouchEndEvent=function(c){0<this._activeTouchCount&&--this._activeTouchCount;this._touchTimer.clear()};return a}()})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d){this.x=a;this.y=d}d.prototype.assign=function(a){this.x=a.x;this.y=a.y;return this};d.prototype.add=function(a){this.x+=a.x;this.y+=a.y;return this};d.prototype.subtract=function(a){this.x-=a.x;this.y-=a.y;return this};d.prototype.scale=function(a){this.x*=a;this.y*=a;return this};d.prototype.equals=function(a){return this.x===a.x&&this.y===a.y};d.prototype.set=function(a,d){this.x=a;this.y=d;return this};d.prototype.copy=function(){return new d(this.x,
+this.y)};d.prototype.length=function(){return Math.sqrt(this.squaredLength())};d.prototype.squaredLength=function(){return this.x*this.x+this.y*this.y};d.prototype.toJson=function(){return this._toJson()};d.prototype._toJson=function(){return{x:this.x,y:this.y}};d.prototype.forJson=function(){return this.toJson()};d.fromJson=function(a){return new d(a.x,a.y)};d.subtract=function(a,e){return new d(a.x-e.x,a.y-e.y)};d.add=function(a,e){return new d(a.x+e.x,a.y+e.y)};d.distance=function(a,e){return d.subtract(e,
+a).length()};d.zero=function(){return new d(0,0)};d.fromPoint3=function(a){return new d(a.x,a.y)};return d}();d.Point2=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.top=this.left=0}}(),a=function(){function a(c,b){this._isFirefox=this._isIE=!1;this._canvas=null;this._canvasEventFunctions=new Map;this._documentEventFunctions=new Map;this._pointerEventsEnabled=!0;this._captureInput=this._dragStarted=this._eventsBound=this._processInput=!1;this._elementOffset=new f;this._pointerUp=!1;this._buttons=d.Buttons.None;this._eventDispatcher=c;this._timeoutMonitor=b;this._document=document;c=navigator.userAgent.toLowerCase();
+this._isIE=0<=c.indexOf("trident")||0<=c.indexOf("edge");this._isFirefox=-1<c.indexOf("firefox")}a.prototype._tryLockEventDispatcher=function(){return a._activeEventDispatcherLocked&&a._activeEventDispatcher!==this._eventDispatcher?!1:(this._calculateElementOffset(),a._activeEventDispatcher=this._eventDispatcher,a._activeOffset=this._elementOffset,a._activeEventDispatcherLocked=!0)};a.prototype._unlockEventDispatcher=function(){a._activeEventDispatcherLocked=!1};a.prototype.shutdown=function(){this.unbindEvents()};
+a.prototype.setDocument=function(c){this._unbindDocumentEvents();this._document=c;this._initDocumentEvents()};a.prototype.setOptions=function(c){c.hasOwnProperty("usePointerEvents")&&this.setPointerEventsEnabled(!!c.usePointerEvents)};a.prototype.elementResize=function(){this._calculateElementOffset()};a.prototype.setPointerEventsEnabled=function(c){this._pointerEventsEnabled=c};a.prototype.getPointerEventsEnabled=function(){return this._pointerEventsEnabled};a.prototype._browserSupportsPointerEvents=
+function(){return window.hasOwnProperty("PointerEvent")};a.prototype._usePointerEvents=function(){return this._browserSupportsPointerEvents()&&this._pointerEventsEnabled&&this._isIE};a.prototype._calculateElementOffset=function(){if(null!==this._canvas){var c=this._canvas.getBoundingClientRect();this._elementOffset.left=c.left;this._elementOffset.top=c.top}};a.prototype._initDocumentEvents=function(){var c=this;this._usePointerEvents()?(this._bindDocumentEvent("pointermove",function(b){c._processDocumentPointerMove(b)}),
+this._bindDocumentEvent("pointerup",function(b){c._processDocumentPointerUp(b)})):(this._bindDocumentEvent("mousemove",function(b){c._processDocumentMouseMove(b)}),this._bindDocumentEvent("mouseup",function(b){c._processDocumentMouseUp(b)}))};a.prototype._initCanvasEvents=function(){var c=this;this._usePointerEvents()?(this._bindCanvasEvent("pointerdown",function(b){c._processPointerDown(b)}),this._bindCanvasEvent("pointermove",function(b){c._processPointerMove(b)}),this._bindCanvasEvent("pointerup",
+function(b){c._processPointerUp(b)}),this._bindCanvasEvent("pointerenter",function(b){c._processPointerEnter(b)}),this._bindCanvasEvent("pointerleave",function(b){c._processPointerLeave(b)})):(this._bindCanvasEvent("mousedown",function(b){c._processMouseDown(b)}),this._bindCanvasEvent("mousemove",function(b){c._processMouseMove(b)}),this._bindCanvasEvent("mouseup",function(b){c._processMouseUp(b)}),this._bindCanvasEvent("mouseenter",function(b){c._processMouseEnter(b)}),this._bindCanvasEvent("mouseleave",
+function(b){c._processMouseLeave(b)}),this._bindCanvasEvent("touchstart",function(b){c._processTouchStart(b)}),this._bindCanvasEvent("touchmove",function(b){c._processTouchMove(b)}),this._bindCanvasEvent("touchend",function(b){c._processTouchEnd(b)}),this._bindCanvasEvent("touchcancel",function(b){c._processTouchEnd(b)}));this._isFirefox?this._bindCanvasEvent("DOMMouseScroll",function(b){c._processMousewheel(b)}):this._bindCanvasEvent("mousewheel",function(b){c._processMousewheel(b)});this._bindCanvasEvent("keydown",
+function(b){c._processKeyDownEvent(b)});this._bindCanvasEvent("keyup",function(b){c._processKeyUpEvent(b)})};a.prototype.bindEvents=function(c){this._eventsBound||(this._canvas=c,this._processInput=!0,this._initCanvasEvents(),this._initDocumentEvents(),this._eventsBound=!0,this._tryLockEventDispatcher())};a.prototype._bindDocumentEvent=function(c,b){if(null!==this._document){var g=this._documentEventFunctions.get(c);void 0!==g&&this._document.removeEventListener(c,g);this._documentEventFunctions.set(c,
+b);this._document.addEventListener(c,b)}};a.prototype._bindCanvasEvent=function(c,b){if(null!==this._canvas){var g=this._canvasEventFunctions.get(c);void 0!==g&&this._canvas.removeEventListener(c,g);this._canvasEventFunctions.set(c,b);this._canvas.addEventListener(c,b)}};a.prototype._unbindDocumentEvents=function(){var c=this;this._documentEventFunctions.forEach(function(b,g){c._document.removeEventListener(g,b)});this._documentEventFunctions.clear()};a.prototype._unbindCanvasEvents=function(){var c=
+this;null!==this._canvas&&(this._canvasEventFunctions.forEach(function(b,g){c._canvas.removeEventListener(g,b)}),this._canvasEventFunctions.clear());console.assert(0===this._canvasEventFunctions.size)};a.prototype.unbindEvents=function(){this._unbindCanvasEvents();this._unbindDocumentEvents();this._eventsBound=this._processInput=!1;a._activeEventDispatcher===this._eventDispatcher&&this._unlockEventDispatcher()};a.prototype._convertEventCoordsToTargetCoords=function(c,b){var g=null!==a._activeOffset?
+a._activeOffset:this._elementOffset;return new d.Point2(c-g.left,b-g.top)};a.prototype.focusInput=function(c){null!==this._canvas&&(c?this._canvas.focus():this._canvas.blur())};a.prototype._setButtons=function(c){c.buttons&&(this._buttons=c.buttons)};a.prototype._processMouseDown=function(c){if(this._tryLockEventDispatcher()){switch(c.button){case 0:this._buttons|=d.Buttons.Left;break;case 1:this._buttons|=d.Buttons.Middle;break;case 2:this._buttons|=d.Buttons.Right}c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g);this._dragStarted=!0}}};a.prototype._processMouseMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY);c=this._getEventModifiers(c);null!==a._activeEventDispatcher&&a._activeEventDispatcher.injectMouseMoveEvent(b.x,
+b.y,d.Button.None,this._buttons,c)}};a.prototype._processMouseUp=function(c){this._unlockEventDispatcher();switch(c.button){case 0:this._buttons&=~d.Buttons.Left;break;case 1:this._buttons&=~d.Buttons.Middle;break;case 2:this._buttons&=~d.Buttons.Right}c.preventDefault();c.stopPropagation();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,
+b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1}};a.prototype._processMousewheel=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);this._eventDispatcher.injectMousewheelEvent(b.x,b.y,this._isFirefox?0<c.detail?-1:1:0<c.wheelDelta?1:-1,this._buttons,g)}};a.prototype._processDocumentMouseMove=
+function(c){this._dragStarted&&this._captureInput&&this._processMouseMove(c)};a.prototype._processDocumentMouseUp=function(c){this._dragStarted&&this._captureInput&&this._processMouseUp(c)};a.prototype._processMouseLeave=function(c){this._unlockEventDispatcher();this._dragStarted&&(this._captureInput=!0)};a.prototype._processMouseEnter=function(c){this._tryLockEventDispatcher()&&this._dragStarted&&(this._captureInput=!1)};a.prototype._isFunctionKey=function(c){return 112<=c.which&&123>=c.which};a.prototype._processKeyDownEvent=
+function(c){this._isFunctionKey(c)||c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyDownEvent(c.which,b)}};a.prototype._processKeyUpEvent=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._getEventModifiers(c);this._eventDispatcher.injectKeyUpEvent(c.which,b)}};a.prototype._processTouchStart=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();
+if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchStartEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processTouchMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchMoveEvent(g.identifier,
+a.x,a.y,this._buttons)}};a.prototype._processTouchEnd=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput)for(var b=0;b<c.changedTouches.length;b++){var g=c.changedTouches.item(b),a=this._convertEventCoordsToTargetCoords(g.clientX,g.clientY);this._eventDispatcher.injectTouchEndEvent(g.identifier,a.x,a.y,this._buttons)}};a.prototype._processPointerDown=function(c){if(this._tryLockEventDispatcher()&&(this._setButtons(c),c.preventDefault(),this._timeoutMonitor.resetTimeout(),
+this._processInput)){var b=this._convertEventCoordsToTargetCoords(c.clientX,c.clientY),g=this._getEventModifiers(c);"mouse"===c.pointerType?a._activeEventDispatcher.injectMouseDownEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchStartEvent(c.pointerId,b.x,b.y,this._buttons);this._pointerUp=!1}};a.prototype._processPointerMove=function(c){c.preventDefault();this._timeoutMonitor.resetTimeout();this._setButtons(c);if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);null!==a._activeEventDispatcher&&("mouse"===c.pointerType?a._activeEventDispatcher.injectMouseMoveEvent(b.x,b.y,c.button,this._buttons,g):"touch"===c.pointerType&&a._activeEventDispatcher.injectTouchMoveEvent(c.pointerId,b.x,b.y,this._buttons))}};a.prototype._processPointerUp=function(c){this._unlockEventDispatcher();this._setButtons(c);c.preventDefault();this._timeoutMonitor.resetTimeout();if(this._processInput){var b=this._convertEventCoordsToTargetCoords(c.clientX,
+c.clientY),g=this._getEventModifiers(c);"mouse"!==c.pointerType||this._pointerUp?"touch"===c.pointerType&&this._eventDispatcher.injectTouchEndEvent(c.pointerId,b.x,b.y,this._buttons):null!==a._activeEventDispatcher?a._activeEventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g):this._eventDispatcher.injectMouseUpEvent(b.x,b.y,c.button,this._buttons,g);this._captureInput=this._dragStarted=!1;this._pointerUp=!0}};a.prototype._processPointerEnter=function(c){this._pointerUp||(this._captureInput=
+!1)};a.prototype._processPointerLeave=function(c){this._pointerUp||(this._captureInput=!0)};a.prototype._processDocumentPointerMove=function(c){!this._pointerUp&&this._captureInput&&this._processPointerMove(c)};a.prototype._processDocumentPointerUp=function(c){!this._pointerUp&&this._captureInput&&this._processPointerUp(c)};a.prototype._getEventModifiers=function(c){var b=d.KeyModifiers.None;c.altKey&&(b|=d.KeyModifiers.Alt);c.ctrlKey&&(b|=d.KeyModifiers.Control);c.shiftKey&&(b|=d.KeyModifiers.Shift);
+c.metaKey&&(b|=d.KeyModifiers.Command);return b};a._activeEventDispatcher=null;a._activeEventDispatcherLocked=!1;a._activeOffset=null;return a}();h.InputMonitor=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Directional=0]="Directional"})(d.LightType||(d.LightType={}));(function(d){d[d.World=0]="World";d[d.Camera=1]="Camera"})(d.LightSpace||(d.LightSpace={}));var h=function(){return function(d,a,e,c){this.type=d;this.space=a;this.position=e;this.color=c}}();d.Light=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(){}d.prototype.exportMarkup=function(){return[]};d.prototype.loadData=function(a){a;return Promise.resolve([])};return d}();d.MarkupTypeManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.removeAllLines()];case 1:return b.sent(),[2]}})})}});return b}__extends(a,f);a.prototype.addLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._markupArray.push(a),
+[4,a.updateLine()];case 1:return c.sent(),this._callbackManager.trigger("lineCreated",a),[2]}})})};a.prototype.removeLine=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:c=0,b.label=1;case 1:return c<this._markupArray.length?this._markupArray[c].getId()!==a.getId()?[3,3]:[4,a.removeLine()]:[3,4];case 2:b.sent(),this._markupArray.splice(c,1),this._callbackManager.trigger("lineDeleted",a),b.label=3;case 3:return c++,[3,1];case 4:return[2]}})})};
+a.prototype.removeAllLines=function(){for(var a=this,c=[],b=function(b){var d=g._markupArray[b];c.push(d.removeLine().then(function(){a._callbackManager.trigger("lineDeleted",d)}));g._markupArray.splice(b,1)},g=this,k=this._markupArray.length-1;0<=k;k--)b(k);return d.Util.waitForAll(c)};a.prototype.getAllLines=function(){return this._markupArray.slice(0)};a.prototype.removeLastLine=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return 0<
+this._markupArray.length?[4,this.removeLine(this._markupArray[this._markupArray.length-1])]:[3,2];case 1:a.sent(),a.label=2;case 2:return[2]}})})};a.prototype.getLineByNodeId=function(a){for(var c=0,b=this._markupArray;c<b.length;c++){var g=b[c],d=g.getNodeId();if(null!==d&&d===a)return g}return null};a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadLine=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){switch(c.label){case 0:return a instanceof d.Markup.Line.LineMarkup?[4,this.addLine(a)]:[3,2];case 1:return c.sent(),this._callbackManager.trigger("lineLoaded",a),[2,!0];case 2:return[2,!1]}})})};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof Promise?b.push(k.then(function(b){return c._handleLoadLine(b)})):b.push(this._handleLoadLine(k)))}}return Promise.all(b)};
+return a}(d.MarkupTypeManager);d.LineManager=h})(Communicator||(Communicator={}));var __decorate=this&&this.__decorate||function(d,h,f,a){var e=arguments.length,c=3>e?h:null===a?a=Object.getOwnPropertyDescriptor(h,f):a,b;if("object"===typeof Reflect&&"function"===typeof Reflect.decorate)c=Reflect.decorate(d,h,f,a);else for(var g=d.length-1;0<=g;g--)if(b=d[g])c=(3>e?b(c):3<e?b(h,f,c):b(h,f))||c;return 3<e&&c&&Object.defineProperty(h,f,c),c};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l){this._markupTypeMap=new Map;this._domElements=a;this._callbackManager=b;this._viewer=l;this._sheetManager=g;this._sheetManager.setMarkupManager(this);this._noteTextManager=k;this._renderer=new d.Internal.SVG.SVGMarkupRenderer;this._itemManager=new d.Internal.MarkupItemManager(this._callbackManager,this._domElements,this._renderer);this._viewManager=new d.Internal.MarkupViewManager(this._viewer,this._itemManager,this._callbackManager,l.explodeManager,
+l.cuttingManager,this._sheetManager);this._measurementManager=e;this._lineManager=c}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","MarkupManager",d);return b.apply(this,c)};return c};f.prototype.registerMarkupTypeManager=function(a,d){this._markupTypeMap.set(a,d)};f.prototype.createMarkupView=function(a,d,c,b,g){void 0===d&&(d=!0);void 0===c&&(c=null);void 0===b&&(b=null);void 0===
+g&&(g=null);var k=this._viewer.sheetManager.getActiveSheetId();return this._viewManager.createView(a,d,k,c,b,g).getUniqueId()};f.prototype.getMarkupView=function(a){return this._viewManager.getView(a)};f.prototype.getMarkupViewKeys=function(){return this._viewManager.getViewKeys()};f.prototype.activateMarkupViewWithPromise=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._viewManager.activateView(a,
+e)]})})};f.prototype.activateMarkupView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._viewManager.deprecatedActivateView(a,e)};f.prototype.getActiveMarkupView=function(){return this._itemManager.getActiveView()};f.prototype.deleteMarkupView=function(a){return this._viewManager.deleteView(a)};f.prototype.registerMarkup=function(a){a=this._itemManager.registerMarkupItem(a);this.updateLater();return a};f.prototype.unregisterMarkup=function(a){this._itemManager.unregisterMarkupItem(a);
+this.updateLater()};f.prototype.addMarkupElement=function(a){var e=d.UUID.create();a.id=e;this._domElements.getRedlineElement().appendChild(a);return e};f.prototype.removeMarkupElement=function(a){for(var d=this._domElements.getRedlineElement(),c=0;c<d.children.length;c++){var b=d.children.item(c);null!==b&&b.id===a&&d.removeChild(b)}};f.prototype.refreshMarkup=function(){this.updateLater()};f.prototype.updateLater=function(){this._itemManager.updateLater()};f.prototype.pickMarkupItem=function(a){return this._itemManager.pick(a)};
+f.prototype.getPickTolerance=function(){return this._itemManager.getPickTolerance()};f.prototype.setPickTolerance=function(a){return this._itemManager.setPickTolerance(a)};f.prototype.selectMarkup=function(a){this._itemManager.select(a)};f.prototype.getSelectedMarkup=function(){return this._itemManager.getSelected()};f.prototype.exportMarkup=function(){var a={views:this._viewManager.exportMarkup(),notes:this._noteTextManager.exportMarkup(),measurement:this._measurementManager.exportMarkup(),lines:this._lineManager.exportMarkup()};
+this._markupTypeMap.forEach(function(d,c){a[c]=d.exportMarkup()});return a};f.prototype.loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){"string"===typeof a&&(a=JSON.parse(a));return[2,this._loadMarkupData(a)]})})};f.prototype._loadMarkupData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){e=[];a.hasOwnProperty("views")&&(c=this._viewManager.loadData(a.views).then(d.Internal.all),e.push(c));
+a.hasOwnProperty("notes")&&(c=this._noteTextManager.loadData(a.notes).then(d.Internal.all),e.push(c));a.hasOwnProperty("measurement")&&(c=this._measurementManager.loadData(a.measurement).then(d.Internal.all),e.push(c));a.hasOwnProperty("lines")&&(c=this._lineManager.loadData(a.lines).then(d.Internal.all),e.push(c));this._markupTypeMap.forEach(function(b,c){a.hasOwnProperty(c)&&(b=b.loadData(a[c]).then(d.Internal.all),e.push(b))});return[2,Promise.all(e).then(d.Internal.all)]})})};f.prototype.getRenderer=
+function(){return this._renderer};f.prototype._shutdown=function(){this._itemManager.shutdown();this._renderer._clear()};f.prototype._update=function(){this._itemManager.update()};f.prototype._setActiveMarkupView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._itemManager.setActiveView(a)]})})};f.prototype._getItemManager=function(){return this._itemManager};__decorate([f.deprecated],f.prototype,"activateMarkupView",null);return f}();d.MarkupManager=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a,c){var b=f.call(this)||this;b._markupArray=[];b._color=new d.Color(0,0,0);b._edgeColor=new d.Color(0,0,0);b._viewer=a;b._callbackManager=c;b._callbackManager.bind({modelSwitched:function(){b.removeAllMeasurements()}});return b}__extends(a,f);a.prototype.addMeasurement=function(a){this._markupArray.push(a);var c=this._viewer.markupManager.registerMarkup(a);a._setId(c);return c};a.prototype.finalizeMeasurement=function(a){this._callbackManager.trigger("measurementCreated",a)};
+a.prototype.removeMeasurement=function(a){for(var c=0;c<this._markupArray.length;c++)if(this._markupArray[c]._getId()===a._getId()){this._markupArray.splice(c,1);this._viewer.markupManager.unregisterMarkup(a._getId());this._callbackManager.trigger("measurementDeleted",a);break}};a.prototype.removeAllMeasurements=function(){for(var a=this._markupArray.length-1;0<=a;a--){var c=this._markupArray[a];this._viewer.markupManager.unregisterMarkup(c._getId());this._markupArray.splice(a,1);this._callbackManager.trigger("measurementDeleted",
+c)}};a.prototype.getAllMeasurements=function(){return this._markupArray.slice(0)};a.prototype.removeLastMeasurement=function(){0<this._markupArray.length&&this.removeMeasurement(this._markupArray[this._markupArray.length-1])};a.prototype.setMeasurementColor=function(a){this._color.assign(a)};a.prototype.getMeasurementColor=function(){return this._color.copy()};a.prototype.setMeasurementEdgeColor=function(a){this._edgeColor.assign(a)};a.prototype.getMeasurementEdgeColor=function(){return this._edgeColor.copy()};
+a.prototype.exportMarkup=function(){for(var a=[],c=0,b=this._markupArray;c<b.length;c++)a.push(b[c].toJson());return a};a.prototype._handleLoadMeasurement=function(a){return a instanceof d.Markup.Measure.MeasureMarkup?(this.addMeasurement(a),this._callbackManager.trigger("measurementLoaded",a),!0):!1};a.prototype.loadData=function(a){for(var c=this,b=[],g=0;g<a.length;g++){var k=a[g];if(k.hasOwnProperty("className")){var e=d.Internal.classFromString(k.className);e&&(k=e.fromJson(k,this._viewer),k instanceof
+Promise?b.push(k.then(function(b){return c._handleLoadMeasurement(b)})):b.push(Promise.resolve(this._handleLoadMeasurement(k))))}}return Promise.all(b)};return a}(d.MarkupTypeManager);d.MeasureManager=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this._faceMeshData=[];this._pointMeshData=[];this._polylineMeshData=[];this._faceWinding=d.FaceWinding.CounterClockwise;this._isManifold=this._backfacesEnabled=!1}f.prototype.addFaces=function(a,e,c,b,g){void 0===g&&(g=0);this._faceMeshData.push(new d.Internal.FaceMeshData(a,e,c,b,g))};f.prototype.addPoints=function(a,e,c){void 0===c&&(c=0);this._pointMeshData.push(new d.Internal.PointMeshData(a,e,c))};f.prototype.addPolyline=function(a,e,c){void 0===c&&
+(c=0);this._polylineMeshData.push(new d.Internal.PolylineMeshData(a,e,c))};f.prototype.clear=function(){this._faceMeshData.length=0;this._pointMeshData.length=0;this._polylineMeshData.length=0};f.prototype.setFaceWinding=function(a){this._faceWinding=a};f.prototype.getFaceWinding=function(){return this._faceWinding};f.prototype.setBackfacesEnabled=function(a){this._backfacesEnabled=a};f.prototype.getBackfacesEnabled=function(){return this._backfacesEnabled};f.prototype.setManifold=function(a){this._isManifold=
+a};f.prototype.isManifold=function(){return this._isManifold};f.prototype._getFaceData=function(){return this._faceMeshData};f.prototype._getPointData=function(){return this._pointMeshData};f.prototype._getPolylineData=function(){return this._polylineMeshData};return f}();d.MeshData=h;h=function(){function f(a,e,c,b,g,k,l){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=
+d.MeshInstanceCreationFlags.None;this._overlayIndex=0;a&&(this._meshId=a.slice());e&&(this._matrix=e.copy());c&&(this._instanceName=c);b&&(this._faceColor=b.copy());g&&(this._lineColor=g.copy());k&&(this._pointColor=k.copy());l&&(this._creationFlags=l)}f.prototype.copy=function(){var a=new f(this.getMeshId(),this.getMatrix(),this.getInstanceName(),this.getFaceColor(),this.getLineColor(),this.getPointColor(),this.getCreationFlags());a.setPointOpacity(this.getOpacity());a.setLineOpacity(this.getLineOpacity());
+a.setOpacity(this.getOpacity());a.setOverlayIndex(this.getOverlayIndex());return a};f.prototype.clear=function(){this._instanceName=this._pointColor=this._lineColor=this._faceColor=this._matrix=this._meshId=null;this._pointOpacity=this._lineOpacity=this._faceOpacity=1;this._creationFlags=d.MeshInstanceCreationFlags.None;this._overlayIndex=0};f.prototype.getMeshId=function(){return null!==this._meshId?this._meshId.slice():null};f.prototype.getMeshKey=function(){return this.getMeshId()};f.prototype.setMeshId=
+function(a){this._meshId=a.slice()};f.prototype.setMeshKey=function(a){this.setMeshId(a)};f.prototype.getMatrix=function(){return null!==this._matrix?this._matrix.copy():null};f.prototype.getCreationFlags=function(){return this._creationFlags};f.prototype.setCreationFlags=function(a){this._creationFlags=a};f.prototype.setMatrix=function(a){this._matrix=a.copy()};f.prototype.getInstanceName=function(){return this._instanceName};f.prototype.setInstanceName=function(a){this._instanceName=a};f.prototype.setFaceColor=
+function(a){this._faceColor=a.copy()};f.prototype.getFaceColor=function(){return null!==this._faceColor?this._faceColor.copy():null};f.prototype.setLineColor=function(a){this._lineColor=a.copy()};f.prototype.getLineColor=function(){return null!==this._lineColor?this._lineColor.copy():null};f.prototype.setPointColor=function(a){this._pointColor=a.copy()};f.prototype.getPointColor=function(){return null!==this._pointColor?this._pointColor.copy():null};f.prototype.setPointOpacity=function(a){this._pointOpacity=
+a};f.prototype.getPointOpacity=function(){return this._pointOpacity};f.prototype.setLineOpacity=function(a){this._lineOpacity=a};f.prototype.getLineOpacity=function(){return this._lineOpacity};f.prototype.setOpacity=function(a){this._faceOpacity=a};f.prototype.setTransparency=function(a){this._faceOpacity=a};f.prototype.getOpacity=function(){return this._faceOpacity};f.prototype.getTransparency=function(){return this._faceOpacity};f.prototype.setOverlayIndex=function(a){this._overlayIndex=a};f.prototype.getOverlayIndex=
+function(){return this._overlayIndex};return f}();d.MeshInstanceData=h})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(a,d,c,b,g){void 0===g&&(g=0);this.vertexData=a;this.normalData=d;this.rgba32data=c;this.uvData=b;this.bits=g}}();d.FaceMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PolylineMeshData=f;f=function(){return function(a,d,c){void 0===c&&(c=0);this.vertexData=a;this.rgba32data=d;this.bits=c}}();d.PointMeshData=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){function a(a){console.assert(a!==d.invalidNodeId);return a>d.invalidNodeId}d.invalidNodeId=-1;d.isAuthoredId=a;d.getAuthoredId=function(d){console.assert(a(d));return d};d.getRuntimeId=function(e,c){return a(e)?d.towardInclusionContext(c).toRuntimeId(e):e}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d.DefaultTransitionDuration=400;d.EmptyModelName="_empty";d.InvalidNodeId=d.Internal.Tree.invalidNodeId;var h=function(){function f(a,e){var c=this;this._pmiColor=d.Color.black();this._pmiColorOverride=!1;this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;this._firstModelRootId=d.InvalidNodeId;this._engine=a;this._callbackManager=e;this._callbackManager.bind({_firstModelLoaded:function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){this._firstModelRootId=
+b[0];return[2]})})},_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){this._viewAxes=new d.ViewAxes;this._viewAxesSet=!1;return[2]})})}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","Model",d);return b.apply(this,c)};return c};f.prototype._setModelStructure=function(a){console.assert(void 0===this._modelStructure);this._modelStructure=
+a};f.prototype.getClientDimensions=function(){return this._engine.getClientDimensions()};f.prototype.setViewAxes=function(a,e){if(a.isAxis()&&e.isAxis()&&!a.equals(e))this._viewAxes.frontVector=a,this._viewAxes.upVector=e,this._callbackManager.trigger("viewAxes",a,e),this._viewAxesSet=!0;else throw new d.CommunicatorError("The upVector and frontVector must be unique, cardinal axes.");};f.prototype.viewAxesHaveBeenSet=function(){return this._viewAxesSet};f.prototype.getViewAxes=function(){return this._viewAxes};
+f.prototype.getModelBounding=function(a,e,c){void 0===c&&(c=!1);return __awaiter(this,void 0,void 0,function(){var b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:b=new d.Box,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._engine.getModelBounding(a,e,c)];case 2:return b=f.sent(),[3,4];case 3:return g=f.sent(),k=!1,SC.isError(g)&&(l=SC.getStateFailure(g),1===l&&(k=!0)),console.assert(k),[3,4];case 4:return[2,b]}})})};f.prototype._preventNodeDeletion=function(a){return this._modelStructure.preventNodeDeletion(a)};
+f.prototype._preventMeshDeletion=function(a){console.assert(0===a[0]);return this._modelStructure.preventMeshDeletion(a[1])};f.prototype._getNodeFromInstanceInc=function(a,d,c,b){return this._modelStructure.getNodeFromInstanceInc(a,d,c,b)};f.prototype.getNodesBounding=function(a,d){var c=7,b=!1,g=!1;void 0!==d&&(!1===d.bodyInstance&&(c&=-2),!1===d.pmiBody&&(c&=-3),!1===d.viewFrame&&(c&=-5),d.ignoreInvisible&&(b=!0),d.tightBounding&&(g=!0));return this._modelStructure.getBounding(a,c,b,g)};f.prototype.getNodeRealBounding=
+function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(0===e.length)throw new d.CommunicatorError("Cannot get bounding of node without geometry.");return[2,this._engine.getDrawnPartsBounding(e)]})})};f.prototype.setNodesVisibilities=function(a,e){void 0===e&&(e=null);a=d.Internal.fromIntegerMap(a);return this._modelStructure.setVisibilitiesByMap(a,e)};f.prototype.setNodesVisibility=
+function(a,d,c){void 0===c&&(c=null);return this._modelStructure.setVisibilitiesByValue(a,d,c)};f.prototype.resetNodesVisibility=function(){return this._modelStructure.resetAllVisibilities()};f.prototype.getVisibilityState=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InvalidNodeIdError(a);return[2,d.Internal.Tree.getVisibilityState(e)]})})};f.prototype.resetNodesTransform=function(){return this._modelStructure.resetAllTransforms()};
+f.prototype.reset=function(){return this._modelStructure.reset()};f.prototype.clear=function(){return this._modelStructure.clear()};f.prototype.setNodesFaceColor=function(a,d){this._setNodesFaceColor(a,d);return Promise.resolve()};f.prototype._setNodesFaceColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Faces,e)};f.prototype._unsetNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartColor(a,e)};f.prototype.unsetNodesFaceColor=function(a){this._unsetNodesColor(a,d.ElementType.Faces);return Promise.resolve()};f.prototype.setNodesLineColor=function(a,d){this._setNodesLineColor(a,d);return Promise.resolve()};f.prototype._setNodesLineColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartColor(a,d.ElementType.Lines,e)};
+f.prototype.unsetNodesLineColor=function(a){this._unsetNodesColor(a,d.ElementType.Lines);return Promise.resolve()};f.prototype.setNodesHighlighted=function(a,e){if(0===a.length)return Promise.resolve();a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightParts(a,e);return Promise.resolve()};f.prototype.getNodesHighlighted=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartHighlighted(a):
+Promise.resolve([])};f.prototype.setNodesColors=function(a,e){var c=this;void 0===e&&(e=!1);var b=new Set,g=new Map,k=function(a,k){a=c._modelStructure.lookupAnyTreeNode(a);if(null!==a&&(a=d.Internal.Tree.gatherInstanceIncsSync(a,7,!1,b,d.Internal.Tree.WalkRestriction.None),0<a.length)){k=(k.r<<16)+(k.g<<8)+k.b;var e=g.get(k);e?g.set(k,e.concat(a)):g.set(k,a)}};if(a instanceof Map)a.forEach(function(b,c){k(c,b)});else for(var l=0,f=Object.keys(a);l<f.length;l++){var m=parseInt(f[l],10);k(m,a[m])}g.forEach(function(b,
+g){g=new d.Color(g>>16,(g&65280)>>8,g&255);c._engine.setPartColor(b,d.ElementType.Faces,g);e&&c._engine.setPartColor(b,d.ElementType.Lines,g)});return Promise.resolve()};f.prototype.getPmiTopologyReferences=function(a){var e=[],c=function(b,c,g){var a=new d.RefOnTopoItem;a.bodyId=b;a.subElementType=c;a.subElementIndex=g;return a};a=this._modelStructure.getPmiTopologyReferences(a);if(null!==a)for(var b=0;b<a.length;b++){for(var g=a[b],k=g.body.getRuntimeId(),l=0,f=g.faceIds;l<f.length;l++)e.push(c(k,
+d.PmiTopoRef.Face,f[l]));l=0;for(g=g.edgeIds;l<g.length;l++)e.push(c(k,d.PmiTopoRef.Edge,g[l]))}return 0===e.length?null:e};f.prototype.getPmis=function(){return this._modelStructure.getPmis()};f.prototype.getPMIs=function(){return this.getPmis()};f.prototype.getPmiType=function(a){return this._modelStructure.getPmiType(a)};f.prototype.getPMIType=function(a){return this.getPmiType(a)};f.prototype.getPmiSubtype=function(a){return this._modelStructure.getPmiSubType(a)};f.prototype.getPMISubtype=function(a){return this.getPmiSubtype(a)};
+f.prototype.setPmiColor=function(a){this._pmiColor.assign(a)};f.prototype.setPMIColor=function(a){this.setPmiColor(a)};f.prototype.getPmiColor=function(){return this._pmiColor.copy()};f.prototype.getPMIColor=function(){return this.getPmiColor()};f.prototype.setPmiColorOverride=function(a,d){(this._pmiColorOverride=a)?this._modelStructure.setPmiColor(this._pmiColor,d):this._modelStructure.resetPmiColor(d);return Promise.resolve()};f.prototype.setPMIColorOverride=function(a){return this.setPmiColorOverride(a)};
+f.prototype.getPmiColorOverride=function(){return this._pmiColorOverride};f.prototype.getPMIColorOverride=function(){return this.getPmiColorOverride()};f.prototype.computeMinimumBodyBodyDistance=function(a,e){var c=this._modelStructure.lookupAnyBody(a);if(null===c)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(e);if(null===a)throw new d.InvalidNodeTypeError(e,1);e=c.getInstanceInc();c=a.getInstanceInc();return this._engine.computeMininimumBodyBodyDistance(e,c)};f.prototype.computeMinimumFaceFaceDistance=
+function(a,e,c,b){var g=this._modelStructure.lookupAnyBody(a);if(null===g)throw new d.InvalidNodeTypeError(a,1);a=this._modelStructure.lookupAnyBody(c);if(null===a)throw new d.InvalidNodeTypeError(c,1);c=g.getInstanceInc();g=a.getInstanceInc();return this._engine.computeMininimumFaceFaceDistance([c[0],c[1]],e,[g[0],g[1]],b)};f.prototype.computeMinimumFaceRayDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceRayDistance(a,
+e,c)};f.prototype.computeMinimumFaceLineDistance=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();return this._engine.computeMinimumFaceLineDistance(a,e,c)};f.prototype.setNodeFaceColor=function(a,d,c){this._setNodeFaceColor(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceColor=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);2===a.length&&this._engine.setElementColor(a,
+d.ElementType.Faces,e,1,c)};f.prototype._unsetElementColor=function(a,d,c){a=this._getInstanceIncFromSingleLeafNode(a);this._engine.unsetElementColor(a,d,c,1)};f.prototype.unsetNodeFaceColor=function(a,e){this._unsetElementColor(a,d.ElementType.Faces,e);return Promise.resolve()};f.prototype.setNodeFaceHighlighted=function(a,d,c){this._setNodeFaceHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeFaceHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],
+7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Faces,e,1,c)};f.prototype._getElementHighlighted=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementHighlighted(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceHighlighted=function(a,e){return this._getElementHighlighted(a,
+d.ElementType.Faces,e)};f.prototype.setNodeLineColor=function(a,d,c){this._setNodeLineColor(a,d,c);return Promise.resolve()};f.prototype._setNodeLineColor=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.setElementColor(a,d.ElementType.Lines,e,1,c)};f.prototype.unsetNodeLineColor=function(a,e){this._unsetElementColor(a,d.ElementType.Lines,e);return Promise.resolve()};f.prototype.setNodeLineHighlighted=function(a,
+d,c){this._setNodeLineHighlighted(a,d,c);return Promise.resolve()};f.prototype._setNodeLineHighlighted=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.LoadedNodesOnly);0<a.length&&this._engine.highlightElements(a,d.ElementType.Lines,e,1,c)};f.prototype.getNodeLineHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Lines,e)};f.prototype.setNodePointHighlighted=function(a,d,c){this._setNodePointHighlighted(a,d,c);return Promise.resolve()};
+f.prototype._setNodePointHighlighted=function(a,e,c){var b=this._modelStructure.lookupAnyBody(a);if(null===b)throw new d.InvalidNodeTypeError(a,1);a=b.getInstanceInc();this._engine.highlightElements(a,d.ElementType.Points,e,1,c)};f.prototype.getNodePointHighlighted=function(a,e){return this._getElementHighlighted(a,d.ElementType.Points,e)};f.prototype.resetNodesColor=function(){this._engine.resetColors();return Promise.resolve()};f.prototype.setNodesOpacity=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.setPartOpacity(a,e)};f.prototype.setNodesTransparency=function(a,d){this.setNodesOpacity(a,d);return Promise.resolve()};f.prototype.getNodesHaveTransparency=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getPartHasTransparency(a):Promise.resolve([])};f.prototype.setNodesOpacities=function(a){var e=this;a=d.Internal.fromIntegerMap(a);var c=new Set;
+a.forEach(function(b,g){g=e._modelStructure.lookupAnyTreeNode(g);null!==g&&(g=d.Internal.Tree.gatherInstanceIncsSync(g,1,!1,c,d.Internal.Tree.WalkRestriction.None),0<g.length&&e._engine.setPartOpacity(g,b))})};f.prototype.setNodesTransparencies=function(a){this.setNodesOpacities(a);return Promise.resolve()};f.prototype.resetModelOpacity=function(){this._engine.resetOpacity();this._callbackManager.trigger("_resetOpacity")};f.prototype.resetModelTransparency=function(){this.resetModelOpacity();return Promise.resolve()};
+f.prototype.resetModelHighlight=function(){this._engine.clearHighlight();return Promise.resolve()};f.prototype.resetNodesOpacity=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);0<a.length&&this._engine.unsetPartOpacity(a)};f.prototype.resetNodesTransparency=function(a){this.resetNodesOpacity(a);return Promise.resolve()};f.prototype._getNodesColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);
+return 0<a.length?this._engine.getPartColor(a,e):Promise.resolve([])};f.prototype._getNodesEffectiveColor=function(a,e){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return 0<a.length?this._engine.getEffectivePartColor(a,e):Promise.resolve([])};f.prototype.getNodesFaceColor=function(a){return this._getNodesColor(a,d.ElementType.Faces)};f.prototype.getNodesEffectiveFaceColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Faces)};f.prototype.getNodesLineColor=
+function(a){return this._getNodesColor(a,d.ElementType.Lines)};f.prototype.getNodesEffectiveLineColor=function(a){return this._getNodesEffectiveColor(a,d.ElementType.Lines)};f.prototype.getNodeColorMap=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=this._modelStructure.lookupAnyTreeNode(a);if(null!==c)return[2,d.Internal.Tree.getNodeColorMap(c,this._engine,e)];throw new d.InvalidNodeIdError(a);})})};f.prototype.getNodesOpacity=function(a){return Promise.resolve(this._getNodesOpacity(a))};
+f.prototype.getNodesTransparency=function(a){return this.getNodesOpacity(a)};f.prototype._getNodesOpacity=function(a){a=this._getInstanceIncsFromLeafNodes(a);return 0<a.length?this._engine.getPartOpacity(a):[]};f.prototype.getNodesEffectiveOpacity=function(a,d){return(a=this._getInstanceIncsFromLeafNodes(a))&&0<a.length?this._engine.getEffectivePartOpacity(a,d):Promise.resolve([])};f.prototype.getNodesEffectiveTransparency=function(a,d){return this.getNodesEffectiveOpacity(a,d)};f.prototype._getNodeElementColor=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getElementColor(b,d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype._getNodeEffectiveElementColor=function(a,d,c){return __awaiter(this,void 0,void 0,function(){var b,g;return __generator(this,function(k){switch(k.label){case 0:return b=this._getInstanceIncFromSingleLeafNode(a),[4,this._engine.getEffectiveElementColor(b,
+d,c)];case 1:return g=k.sent()[0],[2,g]}})})};f.prototype.getNodeFaceColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeEffectiveFaceColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Faces,e)};f.prototype.getNodeLineColor=function(a,e){return this._getNodeElementColor(a,d.ElementType.Lines,e)};f.prototype.getNodeEffectiveLineColor=function(a,e){return this._getNodeEffectiveElementColor(a,d.ElementType.Lines,e)};f.prototype.getOutOfHierarchy=
+function(a){return this._modelStructure.isOutOfHierarchy(a)};f.prototype.getAbsoluteRootNode=function(){return this._modelStructure.getAbsoluteRootNodeId()};f.prototype.getRootNode=function(){return this.getAbsoluteRootNode()};f.prototype.getNodeChildren=function(a,d){return this._modelStructure.getChildIds(a,d||!1)};f.prototype.getNodesInstancingSamePart=function(a){return this._modelStructure.getPartReferrers(a)};f.prototype.getUnitMultiplier=function(){var a=this._firstModelRootId!==d.InvalidNodeId?
+this._firstModelRootId:this.getAbsoluteRootNode();return this.getNodeUnitMultiplier(a)};f.prototype.getNodeUnitMultiplier=function(a){return this._modelStructure.getUnit(a)};f.prototype.createCadView=function(a,d,c,b,g,k,l,f,m){b||(b=[]);g||(g=[]);k||(k=[]);l||(l=[]);void 0===f&&(f=null);void 0===m&&(m=null);a=this._modelStructure.createCadView(a,d,c,b,g,k,l,f,m);null!==a&&this._callbackManager.trigger("cadViewCreated",a,d);return a};f.prototype.createCADView=function(a,d,c,b,g,k,l,f,m){return this.createCadView(a,
+d,c,b,g,k,l,f,m)};f.prototype.getCadViewMap=function(){return this._modelStructure.getCadViewMap()};f.prototype.getCadViews=function(){return d.Internal.toIntegerMap(this.getCadViewMap())};f.prototype.getCADViews=function(){return this.getCadViews()};f.prototype.activateCadView=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return this._modelStructure.activateCadView(a,e)};f.prototype.activateCADView=function(a,d){return this.activateCadView(a,d)};f.prototype.getCadViewPmis=function(a){return this._modelStructure.getCadViewPmis(a)};
+f.prototype.getCADViewPMIs=function(a){return this.getCadViewPmis(a)};f.prototype.cadConfigurationsEnabled=function(){return this._modelStructure.cadConfigurationsEnabled()};f.prototype.getCadConfigurations=function(){return this._modelStructure.getCadConfigurations()};f.prototype.getCADConfigurations=function(){return this.getCadConfigurations()};f.prototype.getDefaultCadConfiguration=function(){return this._modelStructure.getDefaultCadConfiguration()};f.prototype.getCADDefaultConfiguration=function(){return this.getDefaultCadConfiguration()};
+f.prototype.getActiveCadConfiguration=function(){return this._modelStructure.getActiveCadConfiguration()};f.prototype.getCADActiveConfiguration=function(){return this.getActiveCadConfiguration()};f.prototype.activateCadConfiguration=function(a){return this._modelStructure.activateCadConfiguration(a)};f.prototype.activateCADConfiguration=function(a){return this.activateCadConfiguration(a)};f.prototype.activateDefaultCadConfiguration=function(){return this._modelStructure.activateDefaultCadConfiguration()};
+f.prototype.activateCADDefaultConfiguration=function(){return this.activateDefaultCadConfiguration()};f.prototype.getEdgeCount=function(a){return this._modelStructure.getEdgeCount(a)};f.prototype.getEdgeAttributes=function(a,d){return this._modelStructure.getEdgeAttributes(a,d)};f.prototype.getEdgeProperty=function(a,d){return this._modelStructure.getEdgeProperty(a,d)};f.prototype.getFaceCount=function(a){return this._modelStructure.getFaceCount(a)};f.prototype.getFaceAttributes=function(a,d){return this._modelStructure.getFaceAttributes(a,
+d)};f.prototype.getFaceProperty=function(a,d){return this._modelStructure.getFaceProperty(a,d)};f.prototype.setEdgeProperty=function(a,d,c){this._modelStructure.setEdgeProperty(a,d,c)};f.prototype.setFaceProperty=function(a,d,c){this._modelStructure.setFaceProperty(a,d,c)};f.prototype.getNodeMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:e=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);
+if(0===e.length)throw new d.CommunicatorError("Node does not refer to a mesh instance");if(2<e.length)throw new d.CommunicatorError("Node refers to multiple mesh instances");c=e;return[4,this._engine.getInstancesMeshData(c)];case 1:return b=g.sent(),[2,this._engine.getMeshData(b)]}})})};f.prototype.getNodeMatrix=function(a){return this._modelStructure.getMatrix(a)};f.prototype.setNodeMatrix=function(a,d,c){void 0===c&&(c=!1);return this._modelStructure.setMatrix(a,d,c)};f.prototype.resetNodeMatrixToInitial=
+function(a){return this._modelStructure.resetToInitialMatrix(a)};f.prototype.getNodeNetMatrix=function(a){return this._modelStructure.getNetMatrix(a)};f.prototype.getNodeParent=function(a){return this._modelStructure.getParentId(a)};f.prototype.getNodeType=function(a){return this._modelStructure.getType(a)};f.prototype.getNodeProperties=function(a){return this._modelStructure.getProperties(a)};f.prototype.addPropertyToNode=function(a,d,c){return this._modelStructure.addProperty(a,d,c)};f.prototype.setPhysicalProperties=
+function(a,d,c,b){return this._modelStructure.setPhysicalProperties(a,d,c,b)};f.prototype.requestNodes=function(a){return this._modelStructure.requestNodes(a)};f.prototype.getNodeName=function(a){return this._modelStructure.getName(a)||null};f.prototype.getNodeExchangeId=function(a){return this._modelStructure.getNodeExchangeId(a)};f.prototype.getFilters=function(){return this._modelStructure.getFilters()};f.prototype.getFilterName=function(a){return this._modelStructure.getFilterName(a)};f.prototype.getFiltersWithNode=
+function(a){return this._modelStructure.getFiltersWithNode(a)};f.prototype.getNodesFromFiltersId=function(a){return this._modelStructure.getNodesFromFilterIds(a)};f.prototype.getLayers=function(){return this._modelStructure.getLayers()};f.prototype.getUniqueLayerNames=function(){return this._modelStructure.getUniqueLayerNames()};f.prototype.getLayerName=function(a){return this._modelStructure.getLayerName(a)};f.prototype.getLayerIdsFromName=function(a){return this._modelStructure.getLayerIdsFromName(a)};
+f.prototype.getNodeLayerId=function(a){return this._modelStructure.getNodeLayerId(a)};f.prototype.getNodesFromLayer=function(a,d){return this._modelStructure.getRuntimeNodesFromLayer(a,d)};f.prototype.getNodesFromLayers=function(a,d){return this._modelStructure.getRuntimeNodesFromLayers(a,d)};f.prototype.getNodesFromLayerName=function(a,d){return this._modelStructure.getNodesFromLayerName(a,d)};f.prototype.getNodeVisibility=function(a){return this._modelStructure.isVisible(a)};f.prototype.getBranchVisibility=
+function(a){a=this._modelStructure.getBranchVisibility(a);if(2===a)return d.BranchVisibility.Shown;if(1===a)return d.BranchVisibility.Hidden;console.assert(3===a);return d.BranchVisibility.Mixed};f.prototype.getDataFromIds=function(a){return this._engine.getDataFromIds(a)};f.prototype.getDataFromKeys=function(a){return this.getDataFromIds(a)};f.prototype.createMesh=function(a,d){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._engine.createMesh(a)];case 1:return c=b.sent(),d&&d.doNotDelete&&this._preventMeshDeletion(c),[2,c]}})})};f._flatArrayToPairArray=function(a){for(var d=[],c=0;c<a.length;c+=2)d.push([a[c],a[c+1]]);return d};f._pairArrayToFlatArray=function(a){for(var d=[],c=0;c<a.length;c++){var b=a[c];d.push(b[0],b[1])}return d};f.prototype.getMeshIds=function(a){return __awaiter(this,void 0,void 0,function(){var e,c;return __generator(this,function(b){switch(b.label){case 0:return e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,
+7,d.Internal.Tree.WalkRestriction.None),[4,this._engine.getInstancesMeshData(e)];case 1:return c=b.sent(),[2,f._flatArrayToPairArray(c)]}})})};f.prototype.replaceMesh=function(a,d){return this._engine.replaceMesh(a,d)};f.prototype.createMeshInstance=function(a,d,c,b){void 0===d&&(d=null);c||(c=!1);b||(b=!1);return this._createMeshInstance(a,d,c,b)};f.prototype._createMeshInstance=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,f,m,p,h,r;return __generator(this,function(n){switch(n.label){case 0:g=
+a.getMatrix();k=null!==g||null!==e;l=a.getCreationFlags();console.assert(!e||!b,"Out of hierarchy instances should not have a parent node.");f=null===e||this.getNodeVisibility(e);m=a;if(k||!f)m=a.copy(),m.setCreationFlags(l|d.MeshInstanceCreationFlags.Invisible);return[4,this._engine.createMeshInstance(m)];case 1:p=n.sent();h=this._modelStructure.createMeshInstance(p[0],p[1],a.getInstanceName(),e,c,b);if(!k)return[3,3];r=g?g:new d.Matrix;return[4,this.setNodeMatrix(h,r,!0)];case 2:n.sent(),0===(l&
+d.MeshInstanceCreationFlags.Invisible)&&f&&this._engine.setPartVisibility(p,!0,!0),n.label=3;case 3:return null===e?[3,5]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[h],d.NodeSource.CreateInstance)];case 4:n.sent(),n.label=5;case 5:return[2,h]}})})};f.prototype.createPmiInstance=function(a,e,c,b,g){return __awaiter(this,void 0,void 0,function(){var k,l,f,m,p,h,r,u;return __generator(this,function(n){switch(n.label){case 0:void 0===g&&(g=null);k=[];l=0;for(f=b;l<f.length;l++){m=
+f[l];p=this._modelStructure.lookupBodyInstance(m.bodyId);if(null===p)throw new d.InvalidNodeIdError(m.bodyId);h=d.Internal.Tree.ReferenceOnTopology.fromBodyInstance(p,m.subElementType,m.subElementIndex);k.push(h)}return[4,this._engine.createMeshInstance(a)];case 1:return r=n.sent(),u=this._modelStructure.createPmiInstance(r[0],r[1],e,c,k,a.getInstanceName(),g),null===g?[3,3]:[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[u],d.NodeSource.CreatePmi)];case 2:n.sent(),n.label=
+3;case 3:return[2,u]}})})};f.prototype.createPMIInstance=function(a,d,c,b,g){return this.createPmiInstance(a,d,c,b,g)};f.prototype.createImage=function(a,d){return this._engine.createImage(a,d)};f.prototype.deleteImages=function(a){return this._engine.destroyImages(f._pairArrayToFlatArray(a))};f.prototype.setNodesTexture=function(a,d){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.setTexture(a,d)};f.prototype.unsetNodesTexture=function(a){a=this._getInstanceIncsFromLeafNodes(a);this._engine.unsetTexture(a)};
+f.prototype.deleteMeshes=function(a){return this._engine.destroyMeshes(f._pairArrayToFlatArray(a))};f.prototype.deleteMeshInstances=function(a){var e=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None),c=[];if(0<e.length){for(var b=0;b<a.length;b++)c.push(this._modelStructure.deleteNode(a[b]));c.push(this._engine.destroyLocalInstances(e))}return d.Util.waitForAll(c)};f.prototype._obtainLoadSubtreeConfig=function(a){if(a[0]instanceof d.LoadSubtreeConfig)var e=
+a[0];else e=new d.LoadSubtreeConfig,e.additionalMatrix=a[0]||null,e.allowMissingExternalModels=!!a[1];return e.copy()};f.prototype.loadSubtreeFromXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);
+c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlFile=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);return this._modelStructure.loadSubtreeFromScsXmlFile(a,e,c,b)};f.prototype.loadSubtreeFromScsXmlBuffer=function(a,e,c){for(var b=[],g=3;g<arguments.length;g++)b[g-3]=arguments[g];b=this._obtainLoadSubtreeConfig(b);c||(c=d.Internal.identity);
+return this._modelStructure.loadSubtreeFromScsXmlDoc(a,e,c,b)};f.prototype.loadSubtreeFromModel=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromStream(a,d,c)};f.prototype.loadSubtreeFromScsFile=function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsFile(a,d,c)};f.prototype.loadSubtreeFromScsBuffer=
+function(a,d){for(var c=[],b=2;b<arguments.length;b++)c[b-2]=arguments[b];c=this._obtainLoadSubtreeConfig(c);return this._modelStructure.loadSubtreeFromScsBuffer(a,d,c)};f.prototype.loadSubtreeFromUrl=function(a,d){return this.loadSubtreeFromXmlFile(a,d)};f.prototype.loadSubtreeFromXML=function(a,d){return this.loadSubtreeFromXmlBuffer(a,d)};f.prototype.switchToModel=function(a){this._callbackManager.trigger("modelLoadBegin");return this._modelStructure.switchToModel(a)};f.prototype.createNode=function(a,
+e,c,b,g,k){void 0===a&&(a=null);void 0===c&&(c=null);void 0===b&&(b=null);if(void 0===g||null===g)g=!0;a=this._modelStructure.createNode(a,e,c,b,g,k);null!==a&&(e=this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",[a],d.NodeSource.CreateNode),e);return a};f.prototype.deleteNode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._modelStructure.deleteNode(a)];case 1:return d.sent(),this._callbackManager.trigger("subtreeDeleted",
+[a]),[2]}})})};f.prototype.createPart=function(a){void 0===a&&(a=null);return this._modelStructure.createPart(a)};f.prototype.setPart=function(a,d){return void 0===a||null===a||void 0===d||null===d?!1:this._modelStructure.setPart(a,d)};f.prototype.createAndAddRepresentationItem=function(a,d){if(void 0===a||null===a)return null;void 0===d&&(d=null);return this._modelStructure.createAndAddRepItem(a,d)};f.prototype.createAndAddBody=function(a,d){return this.createAndAddRepresentationItem(a,d)};f.prototype.getLowestAvailableNodeId=
+function(){return this._modelStructure.getLowestAvailableNodeId()};f.prototype.getLowestAvailableNodeID=function(){return this.getLowestAvailableNodeId()};f.prototype.setInstanceModifier=function(a,d,c){this._setInstanceModifier(a,d,c,7);return Promise.resolve()};f.prototype._setInstanceModifier=function(a,e,c,b){e=this._modelStructure.gatherInstanceIncsFromNodeIds(e,b,d.Internal.Tree.WalkRestriction.None);0<e.length&&this._engine.setInstanceModifier(a,e,c)};f.prototype.getSCInstanceKey=function(a){a=
+this._modelStructure.lookupBodyInstance(a);return null!==a?a.getInstanceInc():null};f.prototype.getNodeIDFromSCInstanceKey=function(a,d){return this._modelStructure.getNodeFromInstanceInc(!1,a,d,!1)};f.prototype.getPrimaryModelKey=function(){return this._engine.getPrimaryModelKey()};f.prototype.getPrimaryModelId=function(){return this.getPrimaryModelKey()};f.prototype.getAssociatedModelKey=function(a){a=this._modelStructure.getAssociatedModelKey(a);return Promise.resolve(a)};f.prototype.hasDepthRange=
+function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.hasDepthRange(a)};f.prototype.setDepthRange=function(a,d,c){this._setDepthRange(a,d,c);return Promise.resolve()};f.prototype._setDepthRange=function(a,e,c){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.setDepthRange(a,e,c)};f.prototype.unsetDepthRange=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetDepthRange(a)};
+f.prototype._gatherInstanceIncsFromNodeIds=function(a,e){void 0===e&&(e=7);return this._modelStructure.gatherInstanceIncsFromNodeIds(a,e,d.Internal.Tree.WalkRestriction.None)};f.prototype._getInstanceIncsFromLeafNodes=function(a){for(var e=[],c=0;c<a.length;c++){var b=this._modelStructure.gatherInstanceIncsFromNodeIds([a[c]],7,d.Internal.Tree.WalkRestriction.None);if(2===b.length)e.push(b[0],b[1]);else throw new d.CommunicatorError("Non-leaf node encountered");}return e};f.prototype._getInstanceIncFromSingleLeafNode=
+function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds([a],7,d.Internal.Tree.WalkRestriction.None);if(2===a.length)return a;throw new d.CommunicatorError("Non-leaf node encountered");};f.prototype.setMeshLevel=function(a,d){this._modelStructure.setMeshLevel(a,d);return Promise.resolve()};f.prototype.setEnableAutomaticUnitScaling=function(a){return this._modelStructure.setEnableAutomaticUnitScaling(a)};f.prototype.setBehaviorInitiallyHidden=function(a){return this._modelStructure.setBehaviorInitiallyHidden(a)};
+f.prototype.isDrawing=function(){return this._modelStructure.isACadDrawing()};f.prototype.isMeasurable=function(){return this._modelStructure.isMeasurable()};f.prototype.getModelFileNameFromNode=function(a){return this._modelStructure.getModelFileNameFromNode(a)};f.prototype.getModelFileTypeFromNode=function(a){return this._modelStructure.getModelFileTypeFromNode(a)};f.prototype.getNodeGenericType=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodeGenericId=function(a){return this._modelStructure.getNodeGenericId(a)};
+f.prototype.registerBimNodes=function(a,e,c){void 0===c&&(c=null);return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=this._modelStructure.lookupAnyTreeNode(a);if(null===b)return[2];"boolean"===typeof c&&(c=c?"TYPE":null);return[2,d.Internal.Tree.registerBimNodes(e,this._engine,this._modelStructure,b,c)]})})};f.prototype.getGenericTypeIdMap=function(){return this._modelStructure.getGenericTypeIdMap()};f.prototype.getIfcNodeIds=function(){return this.getGenericTypeIdMap()};
+f.prototype.getIfcTypeByNodeId=function(a){return this._modelStructure.getNodeGenericType(a)};f.prototype.getNodesByGenericType=function(a){return this._modelStructure.getNodesByGenericType(a)};f.prototype.getNodesByIfcType=function(a){return this.getNodesByGenericType(a)};f.prototype.getGenericTypes=function(){return this._modelStructure.getGenericTypes()};f.prototype.getIfcTypes=function(){return this.getGenericTypes()};f.prototype.hasEffectiveGenericType=function(a,d){return this._modelStructure.hasEffectiveGenericType(a,
+d)};f.prototype.registerIfcNodes=function(a,e){void 0===e&&(e=null);return this.registerBimNodes(a,d.Internal.Tree.ifcAttributeToBimMask,e)};f.prototype.isAnnotationView=function(a){return this._modelStructure.isAnnotationView(a)};f.prototype.setNodesCullingVector=function(a,d,c,b){this._setNodesCullingVector(a,d,c,b);return Promise.resolve()};f.prototype._setNodesCullingVector=function(a,e,c,b){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);return this._engine.setCullingVector(a,
+e,c,b)};f.prototype.unsetNodesCullingVectors=function(a){this._unsetNodesCullingVectors(a);return Promise.resolve()};f.prototype._unsetNodesCullingVectors=function(a){a=this._modelStructure.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);this._engine.unsetCullingVector(a)};f.prototype.getNodesCullingVectors=function(a){a=this._getInstanceIncsFromLeafNodes(a);return this._engine.getCullingVector(a)};f.prototype.getNodeIdOffset=function(a){return this._modelStructure.getIdOffset(a)};
+f.prototype.isNodeLoaded=function(a){return this._modelStructure.isNodeLoaded(a)};f.prototype.triangulatePolygon=function(a,e){e=d.Internal.toVec3(e);return this._engine.triangulatePolygon(a,e)};f.prototype.setNodesLinePattern=function(a,d,c,b){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.setLinePattern(a,d,c,b)};f.prototype.unsetNodesLinePattern=function(a){a=this._gatherInstanceIncsFromNodeIds(a);this._engine.unsetLinePattern(a)};f.prototype._hwfAwaitAssemblyTreeReady=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c;return __generator(this,function(b){switch(b.label){case 0:a=this.getAbsoluteRootNode();e=this._modelStructure.lookupAnyTreeNode(a);if(null===e)throw new d.InternalLogicError;c=d.Internal.Tree.towardLoadContext(e);return[4,d.Internal.Tree.WalkerAsync.forceLazyPromises(c)];case 1:return b.sent(),[4,d.Internal.Tree.markContextsLoaded([c])];case 2:return b.sent(),[2]}})})};f.prototype.getNodeUserDataIndices=function(a){return this._modelStructure.getUserDataIndices(a)};
+f.prototype.getNodeUserData=function(a,d){return this._modelStructure.getUserData(a,d)};f.prototype.getNodeIdsByGenericIds=function(a){for(var d=[],c=0;c<a.length;c++){var b=this._modelStructure.getNodeByGenericId(a[c]);null!==b&&d.push(b)}return d};f.prototype.getNodeIdsByIfcGuids=function(a){return this.getNodeIdsByGenericIds(a)};f.prototype._getModelStructure=function(){return this._modelStructure};f.prototype.isWithinExternalModel=function(a){return this._modelStructure.isWithinExternalModel(a)};
+f.prototype._firstAssemblyDataHeader=function(){return this._modelStructure.firstAssemblyDataHeader()};__decorate([f.deprecated],f.prototype,"getPMIs",null);__decorate([f.deprecated],f.prototype,"getPMIType",null);__decorate([f.deprecated],f.prototype,"getPMISubtype",null);__decorate([f.deprecated],f.prototype,"setPMIColor",null);__decorate([f.deprecated],f.prototype,"getPMIColor",null);__decorate([f.deprecated],f.prototype,"setPMIColorOverride",null);__decorate([f.deprecated],f.prototype,"getPMIColorOverride",
+null);__decorate([f.deprecated],f.prototype,"setNodesTransparency",null);__decorate([f.deprecated],f.prototype,"setNodesTransparencies",null);__decorate([f.deprecated],f.prototype,"resetModelTransparency",null);__decorate([f.deprecated],f.prototype,"resetNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesTransparency",null);__decorate([f.deprecated],f.prototype,"getNodesEffectiveTransparency",null);__decorate([f.deprecated],f.prototype,"getRootNode",null);__decorate([f.deprecated],
+f.prototype,"getUnitMultiplier",null);__decorate([f.deprecated],f.prototype,"createCADView",null);__decorate([f.deprecated],f.prototype,"getCadViews",null);__decorate([f.deprecated],f.prototype,"getCADViews",null);__decorate([f.deprecated],f.prototype,"activateCADView",null);__decorate([f.deprecated],f.prototype,"getCADViewPMIs",null);__decorate([f.deprecated],f.prototype,"getCADConfigurations",null);__decorate([f.deprecated],f.prototype,"getCADDefaultConfiguration",null);__decorate([f.deprecated],
+f.prototype,"getCADActiveConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADConfiguration",null);__decorate([f.deprecated],f.prototype,"activateCADDefaultConfiguration",null);__decorate([f.deprecated],f.prototype,"getDataFromKeys",null);__decorate([f.deprecated],f.prototype,"createPMIInstance",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromUrl",null);__decorate([f.deprecated],f.prototype,"loadSubtreeFromXML",null);__decorate([f.deprecated],f.prototype,"createAndAddBody",
+null);__decorate([f.deprecated],f.prototype,"getLowestAvailableNodeID",null);__decorate([f.deprecated],f.prototype,"getSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getNodeIDFromSCInstanceKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelKey",null);__decorate([f.deprecated],f.prototype,"getPrimaryModelId",null);__decorate([f.deprecated],f.prototype,"getIfcNodeIds",null);__decorate([f.deprecated],f.prototype,"getIfcTypeByNodeId",null);__decorate([f.deprecated],f.prototype,
+"getNodesByIfcType",null);__decorate([f.deprecated],f.prototype,"getIfcTypes",null);__decorate([f.deprecated],f.prototype,"getNodeIdsByIfcGuids",null);return f}();d.Model=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._position=new d.OverlayUnitPoint(0,d.OverlayUnit.Pixels,0,d.OverlayUnit.Pixels);this._viewportSize=new d.OverlayUnitPoint(200,d.OverlayUnit.Pixels,200,d.OverlayUnit.Pixels);this._anchor=d.OverlayAnchor.UpperRightCorner;this._dimension=3;this._fieldSize=8;this._instanceKeys=[];this._enabled=!1;this._textImageId=null;this._selectionFaceColor=new d.Color(76,186,240);this._outlineColor=new d.Color(17,94,133);this._lastSelectedNodes=[];this._nodeIds=
+[];this._adjacentFaces=[];this._preserveModelUp=!0;this._cameraRotation=0;this._lastFaceIndex=this._lastCamera=this._lastOrientation=null;this._textWidths=[];this._sceneReadyCompleted=d.Util.OpenPromise.create();this._firstAttachment=this._geometryCreated=this._texturesReady=!1;this._viewer=a;this._fontSize=25;this._fontInfo=this._fontSize+"px Arial";this._textureSize=512;this._viewer.setCallbacks({sceneReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._createViewport()];case 1:return c.sent(),this._updateVisibility(),[4,this._createGeometry()];case 2:return c.sent(),this._sceneReadyCompleted.resolve(),[2]}})})},_assemblyTreeReady:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._sceneReadyCompleted];case 1:return c.sent(),[2,this._setTextures()]}})})},_firstAttachment:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._firstAttachment=
+!0,[4,this._onCameraUpdate()];case 1:return c.sent(),this._updateVisibility(),[2]}})})},modelSwitchStart:function(){e._firstAttachment=!1},camera:function(){e._onCameraUpdate()},overlayViewportSet:function(c){c===d.BuiltinOverlayIndex.NavCube&&e._onViewportSet()},transitionEnd:function(){e._onCameraUpdate()},viewAxes:function(){e._updateOrientationMatrices()},_resetOpacity:function(){e._viewer.model.setNodesOpacity(e._nodeIds.slice(1),0)},viewOrientation:function(c){e._lastOrientation=c;e._cameraRotation=
+0;e._lastCamera=e._viewer.view.getCamera()}})}f.prototype.setAnchor=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return this._anchor=a,[4,this._sceneReadyCompleted];case 1:return d.sent(),[2,this._updateViewport()]}})})};f.prototype.getAnchor=function(){return this._anchor};f.prototype.enable=function(){this._enabled=!0;this._updateVisibility();return Promise.resolve()};f.prototype.disable=function(){this._enabled=!1;this._updateVisibility();
+return Promise.resolve()};f.prototype.setPreserveModelUp=function(a){this._preserveModelUp=a};f.prototype.getPreserveModelUp=function(){return this._preserveModelUp};f.prototype._updateVisibility=function(){this._enabled&&this._texturesReady&&this._firstAttachment?this._showOverlay():this._hideOverlay()};f.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,!1)};f.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.NavCube,
+!0)};f.prototype.getEnabled=function(){return this._enabled};f.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.NavCube};f.prototype._setTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g;return __generator(this,function(k){switch(k.label){case 0:if(!this._textImageId||0<this._nodeIds.length||0>=this._instanceKeys.length)return[2];a=this._viewer.model;d=0;for(c=this._instanceKeys;d<c.length;d++)b=c[d],g=a._getNodeFromInstanceInc(!0,0,b,!0),this._nodeIds.push(g),
+a._preventNodeDeletion(g);a.setNodesOpacity(this._nodeIds.slice(1),0);return[4,a.setNodesTexture([this._nodeIds[0]],{imageId:this._textImageId})];case 1:return k.sent(),this._texturesReady=!0,this._updateVisibility(),[2]}})})};f.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.NavCube,this._anchor,this._position.x,d.OverlayUnit.Pixels,this._position.y,d.OverlayUnit.Pixels,this._viewportSize.x,d.OverlayUnit.Pixels,this._viewportSize.y,d.OverlayUnit.Pixels)};
+f.prototype._createViewport=function(){var a=this._viewer.overlayManager;this._updateViewport();var e=new d.Camera;e.setPosition(new d.Point3(0,0,10));e.setTarget(d.Point3.zero());e.setUp(new d.Point3(0,1,0));e.setWidth(this._fieldSize);e.setHeight(this._fieldSize);e.setProjection(d.Projection.Orthographic);a.setCamera(d.BuiltinOverlayIndex.NavCube,e)};f.prototype._onViewportSet=function(){var a=this._viewer.overlayManager,e=a._getViewportPosition(d.BuiltinOverlayIndex.NavCube),c=a._getViewportSize(d.BuiltinOverlayIndex.NavCube);
+a=a.getViewportAnchor(d.BuiltinOverlayIndex.NavCube);null!==e&&null!==c&&null!==a&&(this._position=e,this._viewportSize=c,this._anchor=a)};f.prototype._createGeometry=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N;return __generator(this,function(n){switch(n.label){case 0:if(this._geometryCreated)return[2];a=this._initializeTextures();e=0;c=[];c.push(this._createCube(e++,this._dimension));b=[];b.push(this._makeRotationMatrixX(-.5*
+Math.PI));b.push(this._makeRotationMatrixX(.5*Math.PI));b.push(this._makeRotationMatrixY(.5*Math.PI));b.push(this._makeRotationMatrixY(-.5*Math.PI));b.push(this._makeRotationMatrixZ(.5*Math.PI));b.push(this._makeRotationMatrixZ(-.5*Math.PI));g=this._dimension/4;k=this._dimension/2;l=[];f=new d.Point3(0,0,0);m=new d.Point3(0,0,0);p=new d.Point3(0,0,0);for(h=0;h<b.length;h++)r=this._dimension,u=b[h],t=!1,h===b.length-1&&(t=!0,f.z+=this._dimension+.02),m=new d.Point3(.5*r-g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+
+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),
+c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,-.5*r+g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-g,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(.5*r-g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+g,m.y-k,m.z),c.push(this._createSelectionFace(e++,m,p,u,t,f,l)),m=new d.Point3(-.5*r+g,.5*r-g,-.5*r+-.01),p=new d.Point3(m.x+k,m.y-k,m.z),c.push(this._createSelectionFace(e++,
+m,p,u,t,f,l));for(v=0;v<l.length;v++){w=Math.floor(v/9);z=[];x=l[v];for(y=0;y<x.length;y+=2)for(A=x[y],B=x[y+1],D=0;D<l.length;D++)if(C=Math.floor(D/9),C!==w)for(E=l[D],F=0;F<E.length;F+=2)H=E[F],G=E[F+1],this._isSameEdge(A,B,H,G)&&z.push(D);this._adjacentFaces.push(z)}return[4,Promise.all(c)];case 1:J=n.sent();this._updateOrientationMatrices();this._onCameraUpdate();K=[];I=0;for(L=J;I<L.length;I++)M=L[I],K.push(0,M);N=this._getScEngine();N.setPartVisibility(K,!0,!0);this._geometryCreated=!0;return[2,
+a]}})})};f.prototype._createTexture=function(a,e){a=a.getImageData(0,0,e,e).data;e=new ArrayBuffer(e*e*3);e=new Uint8Array(e);for(var c=0,b=0;b<a.length;b+=4)e[c]=a[b],e[c+1]=a[b],e[c+2]=a[b],c+=3;return this._viewer.model.createImage({format:d.ImageFormat.Rgb24,data:e,width:this._textureSize,height:this._textureSize})};f.prototype._geometryHasBeenCreated=function(){return this._geometryCreated};f.prototype.insideOverlay=function(a){var d=this._viewer.overlayManager._toPixelPoint(this._viewportSize),
+c=this._getOverlayOffset();return a.x>=c.x&&a.y>=c.y&&a.x<=c.x+d.x&&a.y<=c.y+d.y};f.prototype._getOverlayOffset=function(){var a=this._viewer.overlayManager._toPixelPoint(this._viewportSize);return this._viewer.overlayManager._getOverlayOffset(this._anchor,a)};f.prototype._getViewportSize=function(){return this._viewportSize};f.prototype._getViewportPixelSize=function(){return this._viewer.overlayManager._toPixelPoint(this._viewportSize)};f.prototype._onNoSelection=function(){this._enabled&&0<this._lastSelectedNodes.length&&
+(this._viewer.model.setNodesOpacity(this._lastSelectedNodes,0),this._lastSelectedNodes.length=0)};f.prototype.onClickSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e;return __generator(this,function(c){switch(c.label){case 0:console.assert(this._enabled);if(null===a||!a.isFaceSelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.NavCube)return this._onNoSelection(),[2];e=this._getFaceIndexFromNodeId(a.getNodeId());return e<this._nodeIds.length&&0<e?[4,this._setViewOrientation(e)]:
+[3,2];case 1:c.sent(),c.label=2;case 2:return[2]}})})};f.prototype.onMoveSelection=function(a){var e=this;console.assert(this._enabled);if(null!==a&&a.isFaceSelection()&&a.overlayIndex()===d.BuiltinOverlayIndex.NavCube){var c=a.getNodeId(),b=this._getFaceIndexFromNodeId(c)-1;0<=b&&c!==this._nodeIds[0]&&this._viewer.pauseRendering(function(){var g=e._viewer.model;g.setNodesOpacity(e._lastSelectedNodes,0);e._lastSelectedNodes.length=0;e._lastSelectedNodes.push(c);console.assert(b<e._adjacentFaces.length);
+for(var a=0,d=e._adjacentFaces[b];a<d.length;a++){var f=e._getNodeIdFromFaceIndex(d[a]+1);e._lastSelectedNodes.push(f)}g.setNodesOpacity(e._lastSelectedNodes,1)})}else this._onNoSelection()};f.prototype._getViewOrientationFromFaceIndex=function(a){switch(a){case 1:a=d.ViewOrientation.LeftBottomBack;break;case 2:a=d.ViewOrientation.LeftBottomFront;break;case 3:a=d.ViewOrientation.LeftTopFront;break;case 4:a=d.ViewOrientation.LeftTopBack;break;case 5:a=d.ViewOrientation.LeftTop;break;case 6:a=d.ViewOrientation.LeftBottom;
+break;case 7:a=d.ViewOrientation.LeftFront;break;case 8:a=d.ViewOrientation.LeftBack;break;case 9:a=d.ViewOrientation.Left;break;case 10:a=d.ViewOrientation.RightTopBack;break;case 11:a=d.ViewOrientation.RightTopFront;break;case 12:a=d.ViewOrientation.RightBottomFront;break;case 13:a=d.ViewOrientation.RightBottomBack;break;case 14:a=d.ViewOrientation.RightBottom;break;case 15:a=d.ViewOrientation.RightTop;break;case 16:a=d.ViewOrientation.RightFront;break;case 17:a=d.ViewOrientation.RightBack;break;
+case 18:a=d.ViewOrientation.Right;break;case 19:a=d.ViewOrientation.BackTopRight;break;case 20:a=d.ViewOrientation.BackBottomRight;break;case 21:a=d.ViewOrientation.BackBottomLeft;break;case 22:a=d.ViewOrientation.BackTopLeft;break;case 23:a=d.ViewOrientation.BackLeft;break;case 24:a=d.ViewOrientation.BackRight;break;case 25:a=d.ViewOrientation.BackBottom;break;case 26:a=d.ViewOrientation.BackTop;break;case 27:a=d.ViewOrientation.Back;break;case 28:a=d.ViewOrientation.FrontBottomRight;break;case 29:a=
+d.ViewOrientation.FrontTopRight;break;case 30:a=d.ViewOrientation.FrontTopLeft;break;case 31:a=d.ViewOrientation.FrontBottomLeft;break;case 32:a=d.ViewOrientation.FrontLeft;break;case 33:a=d.ViewOrientation.FrontRight;break;case 34:a=d.ViewOrientation.FrontTop;break;case 35:a=d.ViewOrientation.FrontBottom;break;case 36:a=d.ViewOrientation.Front;break;case 37:a=d.ViewOrientation.BottomRightFront;break;case 38:a=d.ViewOrientation.BottomLeftFront;break;case 39:a=d.ViewOrientation.BottomLeftBack;break;
+case 40:a=d.ViewOrientation.BottomRightBack;break;case 41:a=d.ViewOrientation.BottomBack;break;case 42:a=d.ViewOrientation.BottomFront;break;case 43:a=d.ViewOrientation.BottomLeft;break;case 44:a=d.ViewOrientation.BottomRight;break;case 45:a=d.ViewOrientation.Bottom;break;case 46:a=d.ViewOrientation.TopLeftBack;break;case 47:a=d.ViewOrientation.TopRightBack;break;case 48:a=d.ViewOrientation.TopRightFront;break;case 49:a=d.ViewOrientation.TopLeftFront;break;case 50:a=d.ViewOrientation.TopFront;break;
+case 51:a=d.ViewOrientation.TopBack;break;case 52:a=d.ViewOrientation.TopRight;break;case 53:a=d.ViewOrientation.TopLeft;break;case 54:a=d.ViewOrientation.Top;break;default:a=d.ViewOrientation.Front}return a};f.prototype._setViewOrientation=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h,r,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return e=this._viewer.view,c=this._getViewOrientationFromFaceIndex(a),[4,e.getViewOrientationCamera(c,void 0,this._preserveModelUp)];
+case 1:b=n.sent();g=!1;console.assert(0<=a-1);console.assert(a-1<this._adjacentFaces.length);k=this._adjacentFaces[a-1];l=0;for(f=k;l<f.length;l++)if(m=f[l],p=m+1,p===this._lastFaceIndex){g=!0;break}this._lastFaceIndex=a;h=null!==this._lastCamera&&this._lastCamera.equals(e.getCamera());this._cameraRotation=(r=this._lastOrientation===c||g)&&h?this._preserveModelUp?(this._cameraRotation+90)%360:90:0;this._lastOrientation=c;0<this._cameraRotation&&(u=d.Point3.subtract(b.getPosition(),b.getTarget()).normalize(),
+t=d.Matrix.createFromOffAxisRotation(u,this._cameraRotation),v=b.getUp(),t.transform(v,v),b.setUp(v));return[4,e.fitWorld(d.DefaultTransitionDuration,b)];case 2:return n.sent(),this._lastCamera=e.getCamera(),[2]}})})};f.prototype._getScEngine=function(){return this._viewer._getScEngine()};f.prototype._createInstance=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k,l;return __generator(this,function(f){switch(f.label){case 0:return[4,this._viewer.model.createMesh(a)];case 1:return c=
+f.sent(),b=new d.MeshInstanceData(c),b.setCreationFlags(d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.Invisible),b.setOverlayIndex(d.BuiltinOverlayIndex.NavCube),g=this._getScEngine(),[4,g.createMeshInstance(b)];case 2:return k=f.sent(),l=k[1],this._instanceKeys[e]=l,[2,l]}})})};f.prototype._createCube=function(a,e){for(var c=[],b=[],g=[],k=[],l=this._textWidths[0],
+f=0,m=this._textWidths;f<m.length;f++){var p=m[f];p>l&&(l=p)}l+=10;c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));b.push(new d.Point3(0,1,0));f=22/this._textureSize;m=82/this._textureSize;
+f=1-f;m=1-m;var h=(l-this._textWidths[0])/2;p=-(h/this._textureSize);h=(this._textWidths[0]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*
+e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));b.push(new d.Point3(0,-1,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[1])/2;p=-(h/this._textureSize);h=(this._textWidths[1]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));b.push(new d.Point3(-1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[2])/2;p=-(h/this._textureSize);h=(this._textWidths[2]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));k.push(new d.Point3(-.5*e,.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,.5*e));k.push(new d.Point3(-.5*e,-.5*e,-.5*e));k.push(new d.Point3(-.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));b.push(new d.Point3(1,0,0));f-=60/this._textureSize;m-=60/this._textureSize;h=
+(l-this._textWidths[3])/2;p=-(h/this._textureSize);h=(this._textWidths[3]+h)/this._textureSize;g.push(new d.Point2(h,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));k.push(new d.Point3(.5*e,.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,.5*e));k.push(new d.Point3(.5*e,-.5*e,-.5*e));k.push(new d.Point3(.5*
+e,-.5*e,-.5*e));k.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,.5*e,-.5*e));c.push(new d.Point3(.5*e,-.5*e,-.5*e));c.push(new d.Point3(-.5*e,.5*e,-.5*e));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));b.push(new d.Point3(0,0,-1));f-=60/this._textureSize;m-=60/this._textureSize;
+h=(l-this._textWidths[4])/2;p=-(h/this._textureSize);h=(this._textWidths[4]+h)/this._textureSize;g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,f));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(-.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(-.5*e,.5*e,.5*e));c.push(new d.Point3(.5*e,-.5*e,.5*e));c.push(new d.Point3(.5*e,.5*e,.5*e));b.push(new d.Point3(0,
+0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));b.push(new d.Point3(0,0,1));f-=60/this._textureSize;m-=60/this._textureSize;h=(l-this._textWidths[5])/2;p=-(h/this._textureSize);h=(this._textWidths[5]+h)/this._textureSize;g.push(new d.Point2(p,f));g.push(new d.Point2(p,m));g.push(new d.Point2(h,m));g.push(new d.Point2(p,f));g.push(new d.Point2(h,m));g.push(new d.Point2(h,f));e=new d.MeshData;e.setFaceWinding(d.FaceWinding.CounterClockwise);
+l=[];m=[];p=[];for(f=h=0;f<c.length;f++){var r=c[f];l.push(r.x);l.push(r.y);l.push(r.z);r=b[f];m.push(r.x);m.push(r.y);m.push(r.z);r=g[f];p.push(r.x);p.push(r.y);if(18<=l.length){r=[[0,255,0,255],[0,255,0,255],[255,0,0,255],[255,0,0,255],[0,0,255,255],[0,0,255,255]][h];for(var u=[],t=0;6>t;t++)u.push(r[0]),u.push(r[1]),u.push(r[2]),u.push(r[3]);e.addFaces(l,m,new Uint8Array(u),p);l=[];m=[];p=[];++h}}l=[];c=new Uint8Array(4*k.length);for(f=0;f<k.length;f++)b=k[f],l.push(b.x),l.push(b.y),l.push(b.z),
+b=4*f,c[b]=this._outlineColor.r,c[b+1]=this._outlineColor.g,c[b+2]=this._outlineColor.b,c[b+3]=255;e.addPolyline(l,c);return this._createInstance(e,a)};f.prototype._onCameraUpdate=function(){var a=new d.Camera,e=this._viewer.view.getCamera();a.setPosition(e.getPosition().subtract(e.getTarget()).normalize());a.setTarget(d.Point3.zero());a.setUp(e.getUp());a.setProjection(d.Projection.Orthographic);a.setWidth(this._fieldSize);a.setHeight(this._fieldSize);this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.NavCube,
+a)};f.prototype._updateOrientationMatrices=function(){var a=this._viewer.model.getViewAxes(),e=a.upVector.copy(),c=a.frontVector.copy(),b=d.Point3.cross(e,c.copy().scale(-1));a=new d.Matrix;a.m[0]=-c.x;a.m[1]=-c.y;a.m[2]=-c.z;a.m[4]=b.x;a.m[5]=b.y;a.m[6]=b.z;a.m[8]=e.x;a.m[9]=e.y;a.m[10]=e.z;e=this._getScEngine();c=[];b=0;for(var g=this._instanceKeys;b<g.length;b++)c.push(0,g[b]);e.setInstancesMatrix(c,a)};f.prototype._createSelectionFace=function(a,e,c,b,g,k,l){var f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);
+var m=[];this._createQuad(e,c,m,b,k,g);e=[];c=[];b=[];for(k=0;k<m.length;k++){var p=m[k];e.push(p.x);e.push(p.y);e.push(p.z);c.push(0);c.push(0);c.push(-1);b.push(this._selectionFaceColor.r);b.push(this._selectionFaceColor.g);b.push(this._selectionFaceColor.b);b.push(128)}k=[];p=[this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255,this._outlineColor.r,this._outlineColor.g,this._outlineColor.b,255];f.addFaces(e,c,new Uint8Array(b));e=[];g?(e.push(m[4].x,m[4].y,m[4].z),e.push(m[5].x,
+m[5].y,m[5].z)):(e.push(m[0].x,m[0].y,m[0].z),e.push(m[1].x,m[1].y,m[1].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[1].x,m[1].y,m[1].z);e.push(m[2].x,m[2].y,m[2].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));e=[];e.push(m[3].x,m[3].y,m[3].z);e.push(m[4].x,m[4].y,m[4].z);f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));
+e=[];g?(e.push(m[3].x,m[3].y,m[3].z),e.push(m[2].x,m[2].y,m[2].z)):(e.push(m[5].x,m[5].y,m[5].z),e.push(m[3].x,m[3].y,m[3].z));f.addPolyline(e,new Uint8Array(p));k.push(new d.Point3(e[0],e[1],e[2]),new d.Point3(e[3],e[4],e[5]));l.push(k);return this._createInstance(f,a)};f.prototype._createQuad=function(a,e,c,b,g,k){void 0===k&&(k=!1);a=new d.Point3(a.x,a.y,a.z);e=new d.Point3(e.x,e.y,e.z);g&&(a.x+=g.x,a.y+=g.y,a.z+=g.z,e.x+=g.x,e.y+=g.y,e.z+=g.z);g=c.length;var l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);
+c.push(l);l=new d.Point3(a.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,a.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(e.x,e.y,a.z);l=b.transform(l);c.push(l);l=new d.Point3(a.x,a.y,a.z);l=b.transform(l);c.push(l);if(k)for(b=0;3>b;b++)k=g+b,a=c[g+b],a=new d.Point3(a.x,a.y,a.z),e=g+(6-b-1),c[k].x=c[e].x,c[k].y=c[e].y,c[k].z=c[e].z,c[e].x=a.x,c[e].y=a.y,c[e].z=a.z};f.prototype._makeRotationMatrixX=function(a){var e=Math.cos(a);a=
+Math.sin(a);var c=new d.Matrix;c.m[5]=e;c.m[6]=-a;c.m[9]=a;c.m[10]=e;return c};f.prototype._makeRotationMatrixY=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[2]=a;c.m[8]=-a;c.m[10]=e;return c};f.prototype._makeRotationMatrixZ=function(a){var e=Math.cos(a);a=Math.sin(a);var c=new d.Matrix;c.m[0]=e;c.m[1]=-a;c.m[4]=a;c.m[5]=e;return c};f.prototype._getFaceIndexFromNodeId=function(a){for(var d=0;d<this._nodeIds.length;d++)if(this._nodeIds[d]===a)return d;return-1};f.prototype._getNodeIdFromFaceIndex=
+function(a){return this._nodeIds[a]};f.prototype._isSameEdge=function(a,e,c,b){var g=d.Point3.subtract(a,c).squaredLength()+d.Point3.subtract(e,b).squaredLength();a=d.Point3.subtract(e,c).squaredLength()+d.Point3.subtract(a,b).squaredLength();return.03>Math.min(g,a)};f.prototype._initializeTextures=function(){return __awaiter(this,void 0,void 0,function(){var a,d,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=document.createElement("canvas");a.width=this._textureSize;a.height=
+this._textureSize;d=a.getContext("2d");c=2*(this._fontSize+5);d.beginPath();d.rect(0,0,this._textureSize,this._textureSize);d.fillStyle="gray";d.fill();d.fillStyle="black";d.font=this._fontInfo;for(b=0;b<f._faceTexts.length;b++)g=f._faceTexts[b],d.fillText(g,0,c*(b+1)),k=d.measureText(g),this._textWidths.push(k.width);return[4,this._createTexture(d,this._textureSize)];case 1:return this._textImageId=l=e.sent(),[2]}})})};f._faceTexts="LEFT RIGHT FRONT BACK BOTTOM TOP".split(" ");return f}();d.NavCube=
+h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._operatorStack=[];this._operators=new Map;this._customOperatorIdCount=0;this._customOperatorIdIndex=1E4;this._eventSequencePromise=Promise.resolve();this._events=[];this._viewer=a;this._viewer.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){var c,b=this;return __generator(this,function(g){c=[];this._operators.forEach(function(g,a){g=b._deactivateOperator(a);void 0!==g&&c.push(g);g=b._activateOperator(a);
+void 0!==g&&c.push(g)});return[2,d.Util.waitForAll(c)]})})}})}f.prototype._shutdown=function(){for(;void 0!==this.pop(););};f.prototype._registerOperator=function(a,d){this._operators.set(a,d)};f.prototype.registerCustomOperator=function(a){var d=this._customOperatorIdIndex+this._customOperatorIdCount++;this._operators.set(d,a);return d};f.prototype.unregisterCustomOperator=function(a){a>=this._customOperatorIdIndex&&this._operators.delete(a)};f.prototype.replaceOperator=function(a,d){d=this.getOperator(d);
+return null!==d?(this._operators.set(a,d),!0):!1};f.prototype.indexOf=function(a){for(var d=this.size()-1;0<=d;d--)if(this._operatorStack[d]===a)return d;return-1};f.prototype.push=function(a){return this._isValid(a)&&!this._contains(a)?(this._operatorStack.push(a),this._activateOperator(a),!0):!1};f.prototype.set=function(a,d){var c=this._operatorStack[d];return a===c?!1:this._isValid(a)&&!this._contains(a)?(this._deactivateOperator(c),this._activateOperator(a),this._operatorStack[d]=a,!0):!1};f.prototype.pop=
+function(){var a=this._operatorStack.pop();void 0!==a&&this._deactivateOperator(a);return a};f.prototype.remove=function(a){var d=this.indexOf(a);-1!==d&&(this._operatorStack.splice(d,1),this._deactivateOperator(a))};f.prototype.peek=function(){return 0<this.size()?this._operatorStack[this.size()-1]:d.OperatorId.Invalid};f.prototype.clear=function(){for(var a=this.size()-1;0<=a;a--)this.pop()};f.prototype.size=function(){return this._operatorStack.length};f.prototype.getOperator=function(a){a=this._operators.get(a);
+return void 0!==a?a:null};f.prototype._injectEvent=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g;return __generator(this,function(k){switch(k.label){case 0:c=this.size()-1,k.label=1;case 1:if(!(0<=c))return[3,37];b=this._operators.get(this._operatorStack[c]);if(void 0===b)return[3,33];g=e;switch(g){case d.EventType.KeyDown:return[3,2];case d.EventType.KeyUp:return[3,5];case d.EventType.MouseDown:return[3,8];case d.EventType.MouseMove:return[3,11];case d.EventType.MouseUp:return[3,
+14];case d.EventType.Mousewheel:return[3,17];case d.EventType.TouchStart:return[3,20];case d.EventType.TouchMove:return[3,23];case d.EventType.TouchEnd:return[3,26];case d.EventType.ViewOrientationChange:return[3,29]}return[3,32];case 2:return b.onKeyDown?[4,b.onKeyDown(a)]:[3,4];case 3:k.sent(),k.label=4;case 4:return[3,33];case 5:return b.onKeyUp?[4,b.onKeyUp(a)]:[3,7];case 6:k.sent(),k.label=7;case 7:return[3,33];case 8:return b.onMouseDown?[4,b.onMouseDown(a)]:[3,10];case 9:k.sent(),k.label=10;
+case 10:return[3,33];case 11:return b.onMouseMove?[4,b.onMouseMove(a)]:[3,13];case 12:k.sent(),k.label=13;case 13:return[3,33];case 14:return b.onMouseUp?[4,b.onMouseUp(a)]:[3,16];case 15:k.sent(),k.label=16;case 16:return[3,33];case 17:return b.onMousewheel?[4,b.onMousewheel(a)]:[3,19];case 18:k.sent(),k.label=19;case 19:return[3,33];case 20:return b.onTouchStart?[4,b.onTouchStart(a)]:[3,22];case 21:k.sent(),k.label=22;case 22:return[3,33];case 23:return b.onTouchMove?[4,b.onTouchMove(a)]:[3,25];
+case 24:k.sent(),k.label=25;case 25:return[3,33];case 26:return b.onTouchEnd?[4,b.onTouchEnd(a)]:[3,28];case 27:k.sent(),k.label=28;case 28:return[3,33];case 29:return b.onViewOrientationChange?[4,b.onViewOrientationChange()]:[3,31];case 30:k.sent(),k.label=31;case 31:return[3,33];case 32:d.Util.TypeAssertNever(e),k.label=33;case 33:return a.getHandled()?e!==d.EventType.MouseUp&&e!==d.EventType.TouchEnd?[3,35]:[4,this._stopInteraction()]:[3,36];case 34:k.sent(),k.label=35;case 35:return[3,37];case 36:return c--,
+[3,1];case 37:return[2]}})})};f.prototype.injectEvent=function(a,d){return __awaiter(this,void 0,void 0,function(){var c=this;return __generator(this,function(b){this._events.push({event:a,eventType:d});this._eventSequencePromise=this._eventSequencePromise.then(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._injectNextEvent()];case 1:return b.sent(),[2]}})})});return[2,this._eventSequencePromise]})})};f.prototype._injectNextEvent=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){switch(g.label){case 0:a=this._events.shift();if(void 0===a)return[2];e=a.eventType;if(e===d.EventType.MouseMove||e===d.EventType.TouchMove)for(;0<this._events.length;)if(c=this._events[0],c.eventType===e)a=c,this._events.shift();else break;g.label=1;case 1:return g.trys.push([1,3,,4]),[4,this._injectEvent(a.event,a.eventType)];case 2:return g.sent(),[3,4];case 3:return b=g.sent(),console.log(b),
+[3,4];case 4:return[2]}})})};f.prototype._stopInteraction=function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b;return __generator(this,function(g){a=[];for(e=this.size()-1;0<=e;e--)(c=this._operators.get(this._operatorStack[e]))&&c.stopInteraction&&(b=c.stopInteraction(),void 0!==b&&a.push(b));return[2,d.Util.waitForAll(a)]})})};f.prototype._injectViewOrientationChangeEvent=function(){for(var a=this.size()-1;0<=a;a--){var d=this._operators.get(this._operatorStack[a]);if(void 0!==
+d&&d.onViewOrientationChange)d.onViewOrientationChange()}};f.prototype._isValid=function(a){return this._operators.has(a)||a===d.OperatorId.None};f.prototype._contains=function(a){return-1!==this.indexOf(a)};f.prototype._activateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onActivate)return a.onActivate()};f.prototype._deactivateOperator=function(a){a=this._operators.get(a);if(void 0!==a&&a.onDeactivate)return a.onDeactivate()};return f}();d.OperatorManager=h})(Communicator||(Communicator=
+{}));
+(function(d){var h=function(){return function(a,c,b,g){this.x=a;this.xUnit=c;this.y=b;this.yUnit=g}}();d.OverlayUnitPoint=h;var f=function(){function a(c,b,g){this._anchor=c;this._position=b;this._size=g}a.prototype.getAnchor=function(){return this._anchor};a.prototype.getPosition=function(){return this._position};a.prototype.getSize=function(){return this._size};return a}(),a=function(){function a(c,b){this._viewer=c;this._engine=b;this._viewports=[];for(c=0;c<=this.maxIndex();c++)this._viewports.push(null)}a.prototype.maxIndex=
+function(){return d.BuiltinOverlayIndex.First-1};a.prototype.setViewport=function(c,b,g,a,e,n,m,p,q,r){if(0===c)throw new d.CommunicatorError("Index 0 is reserved and may not be used to specify an overlay.");if(0>c)throw new d.CommunicatorError("Invalid index "+c+" specified when setting viewport.");if(a===d.OverlayUnit.ProportionOfOtherDimension&&n===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both x and y may not be set proportional to each other");if(p===d.OverlayUnit.ProportionOfOtherDimension&&
+r===d.OverlayUnit.ProportionOfOtherDimension)throw new d.CommunicatorError("Both width and height may not be set proportional to each other");this._validateUnit(g,a,"x");this._validateUnit(e,n,"y");this._validateUnit(m,p,"width");this._validateUnit(q,r,"height");var k=new h(g,a,e,n),l=new h(m,p,q,r);k=new f(b,k,l);this._viewports[c]=k;this._engine.setOverlayViewport(c,b,g,a,e,n,m,p,q,r);this._viewer._getCallbackManager().trigger("overlayViewportSet",c);return Promise.resolve()};a.prototype._getViewportPosition=
+function(c){c=this._viewports[c];return null===c?null:c.getPosition()};a.prototype.getViewportPixelPosition=function(c){c=this._viewports[c];if(null===c)return null;c=c.getPosition();return this._toPixelPoint(c)};a.prototype._getViewportSize=function(c){c=this._viewports[c];return null===c?null:c.getSize()};a.prototype.getViewportPixelSize=function(c){c=this._viewports[c];if(null===c)return null;c=c.getSize();return this._toPixelPoint(c)};a.prototype.getViewportAnchor=function(c){c=this._viewports[c];
+return null===c?null:c.getAnchor()};a.prototype.setVisibility=function(c,b){this._engine.setOverlayVisibility(c,b);return Promise.resolve()};a.prototype.destroy=function(c){this._engine.destroyOverlay(c);this._viewports[c]=null;return Promise.resolve()};a.prototype.addNodes=function(c,b){b=this._viewer.model._gatherInstanceIncsFromNodeIds(b);0<b.length&&this._engine.addNodesToOverlay(b,c);return Promise.resolve()};a.prototype.setCamera=function(c,b){this._engine.setOverlayCamera(c,b);return Promise.resolve()};
+a.prototype._getOverlayOffset=function(c,b){var g=this._viewer.view.getCanvasSize(),a=d.Point2.zero();if(c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.UpperRightCorner||c===d.OverlayAnchor.RightCenter)a.x=g.x-b.x;else if(c===d.OverlayAnchor.Center||c===d.OverlayAnchor.TopCenter||c===d.OverlayAnchor.BottomCenter)a.x=.5*(g.x-b.x);if(c===d.OverlayAnchor.LowerLeftCorner||c===d.OverlayAnchor.LowerRightCorner||c===d.OverlayAnchor.BottomCenter)a.y=g.y-b.y;else if(c===d.OverlayAnchor.Center||
+c===d.OverlayAnchor.LeftCenter||c===d.OverlayAnchor.RightCenter)a.y=.5*(g.y-b.y);return a};a.prototype._toPixelPoint=function(c){var b=this._viewer.view.getCanvasSize(),g=d.Point2.zero(),a=!1;switch(c.xUnit){case d.OverlayUnit.Pixels:g.x=c.x;break;case d.OverlayUnit.ProportionOfCanvas:g.x=b.x*c.x;break;case d.OverlayUnit.ProportionOfOtherDimension:a=!0}switch(c.yUnit){case d.OverlayUnit.Pixels:g.y=c.y;break;case d.OverlayUnit.ProportionOfCanvas:g.y=b.y*c.y;break;case d.OverlayUnit.ProportionOfOtherDimension:g.y=
+g.x*c.y}a&&(g.x=c.x*c.y);return g};a.prototype._validateUnit=function(c,b,g){if(b!==d.OverlayUnit.Pixels&&(0>c||1<c))throw new d.ParseError("value for "+g+" should be between 0.0 and 1.0 when specifying non pixel value");};return a}();d.OverlayManager=a})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.None=0]="None";d[d.Floor=1]="Floor";d[d.Wall=2]="Wall";d[d.Door=4]="Door"})(d.BimMask||(d.BimMask={}));var h=function(){function f(a){void 0===a&&(a=d.SelectionMask.Face);this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=d.SelectionMask.None;this.restrictLinesAndPointsToSelectedFaceInstances=this.oneEntityPerTypePerInstance=this.respectDepthRange=!0;this.restrictToOverlays=this.ignoreOverlays=this.ignoreCappingGeometry=
+this.enableProximityFaces=!1;this.selectionMask=a}Object.defineProperty(f.prototype,"allowFaces",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Face)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Face,a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowLines",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Line)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Line,
+a)},enumerable:!0,configurable:!0});Object.defineProperty(f.prototype,"allowPoints",{get:function(){return 0!==(this.selectionMask&d.SelectionMask.Point)},set:function(a){this.selectionMask=d.Internal.setBit(this.selectionMask,d.SelectionMask.Point,a)},enumerable:!0,configurable:!0});return f}();d.PickConfig=h;h=function(){return function(f){void 0===f&&(f=d.SelectionMask.All);this.mustBeFullyContained=!1;this.respectVisibility=!0;this.forceEffectiveSceneVisibilityMask=this.forceEffectiveVisibilityMask=
+d.SelectionMask.None;this.ignoreCuttingSections=this.allowPoints=this.allowLines=this.allowFaces=!0;this.ignoreUnrequestedInstances=this.onlyStreamedInstances=!1;this.allowFaces=0!==(f&d.SelectionMask.Face);this.allowLines=0!==(f&d.SelectionMask.Line);this.allowPoints=0!==(f&d.SelectionMask.Point)}}();d.IncrementalPickConfig=h})(Communicator||(Communicator={}));var SC;
+(function(d){d.UnspecifiedMeasurementUnit=0;d.isError=function(d){return"object"===typeof d&&null!==d&&!0};d.getStateFailure=function(d){d=d.data;return"object"===typeof d&&null!==d&&"scStateFailure"in d?d.scStateFailure:null}})(SC||(SC={}));
+(function(d){(function(h){function f(b){return null!==b?d.Color.createFromFloatArray(b):b}function a(b){return h.mapInPlace(b,f)}var e;(function(b){b[b.Add=0]="Add";b[b.Update=1]="Update"})(e||(e={}));var c=function(){return function(b){this.promise=h.OpenPromise.create();this.ids=b}}(),b=function(){function b(b,c){this._engineReadyPromise=h.OpenPromise.create();this._sessionStartedPromise=h.OpenPromise.create();this._connectionlessEmpty=!1;this._uri="ws://localhost:9999";this._streamingMode=d.StreamingMode.Default;
+this._rendererType=d.RendererType.Client;this._memoryLimit=this._meshLevel=0;this._boundingPreviewMode=d.BoundingPreviewMode.All;this._streamCutoffScale=1;this._loadFinished=!1;this._statistics=new h.StatisticMap;this._cachedElementCount=this._cachedTriangleCount=null;this._windowSize=new d.Point2(0,0);this._cuttingSectionToKeyMap=new Map;this._cappingQuantizationGranularity=-1E4;this._cappingMaterialDirty=this._cappingGeometryVisibility=this._cappingLinesEnabled=this._cappingFacesEnabled=!0;this._cappingDelayTimeoutId=
+null;this._cappingDelay=500;this._requestBatchCountByType=[];this._pendingRequestsByType=[];this._xRayMaterials=[];this._callbackManager=b;this._applyOptions(c);for(b=0;1>b;++b)this._requestBatchCountByType.push(0),this._pendingRequestsByType.push([])}b.prototype.getNetworkModelName=function(){console.assert(1===this._sessionType);if(void 0!==this._model)return this._model;throw new d.InternalLogicError;};b.prototype.logMessage=function(b){console.log(b)};b.prototype.setTimeout=function(b,c){return setTimeout(b,
+c)};b.prototype.sleep=function(b){return d.Util.sleep(b)};b.prototype.getScsInfo=function(){console.assert(2===this._sessionType);return void 0!==this._buffer?this._buffer:/^wss?:\/\//i.test(this._uri)?null:this._uri};b.prototype._applyOptions=function(b){void 0!==b.empty&&(this._connectionlessEmpty=b.empty);void 0!==b.endpointUri&&(this._uri=b.endpointUri);b.model&&(this._model=b.model);void 0!==b.sessionToken&&(this._sessionToken=b.sessionToken);void 0!==b.buffer&&(this._buffer=b.buffer);void 0!==
+b.streamingMode&&(this._streamingMode=b.streamingMode);void 0!==b.rendererType&&(this._rendererType=b.rendererType);void 0!==b.defaultMeshLevel&&(this._meshLevel=b.defaultMeshLevel);void 0!==b.memoryLimit&&(this._memoryLimit=b.memoryLimit);void 0!==b.boundingPreviewMode&&(this._boundingPreviewMode=b.boundingPreviewMode);void 0!==b.streamCutoffScale&&this._setStreamCutoffScale(b.streamCutoffScale)};b.prototype.start=function(b,c){var a=this;this._canvasContainer=b;this._initOptions=c;_SC.createInstance({container:b,
+onReady:function(b){a._onEngineReady(b)},onError:function(b){a._callbackManager.trigger("modelLoadFailure",a._model||"","failed to load engine: "+b)},enginePath:c.enginePath});return!0};b.prototype.setPickTolerance=function(b){this._scSelectionManager.setPickTolerance(b)};b.prototype.getPickTolerance=function(){return this._scSelectionManager.getPickTolerance()};b.prototype._onEngineReady=function(b){var c=this;this._sc=b;this._sessionType=0;this._matrixCache=new h.ScMatrixCache(this);this._materialCache=
+new h.ScMaterialCache(this);this._scSelectionManager=new h.ScSelectionManager(this._sc);this.resize();this._callbackManager.bind({_firstBoundingReady:function(){return c._regenerateCapping()}});this._sc.setEventHandler("session_started",function(){var b=function(){c._callbackManager.unbind(a);return c._sessionStartedPromise},a={_sessionStarted:function(){return c._onSessionStarted()},_assemblyTreeReady:b,_modelSwitched:b};c._callbackManager.bind(a);c._sessionStartedPromise.resolve(c._callbackManager.promiseTrigger("_sessionStarted",
+null))});this._sc.setEventHandler("announce_model",function(b,a,g){c._callbackManager.trigger("_announceModel",a,g)});this._sc.setEventHandler("first_instance",function(){c._callbackManager.trigger("_firstInstance")});this._sc.setEventHandler("inclusion",function(b,a,g,d){c._callbackManager.trigger("_inclusion",a,g,d)});this._sc.setEventHandler("remap_model",function(b,a,g,d){c._callbackManager.trigger("_remapModel",a,g,d)});this._sc.setEventHandler("remap_inclusion",function(b,a,g,d,k){c._callbackManager.trigger("_remapInclusion",
+a,g,d,k)});this._sc.setEventHandler("capping_idle",function(b,a,g){c._callbackManager.trigger("cappingIdle",a,g)});this._sc.setEventHandler("stream_active",this._initOptions.streamingActivated);this._sc.setEventHandler("stream_idle",this._initOptions.streamingDeactivated);this._sc.setEventHandler("open_model_failed",function(b,a){switch(a.reason){case "UNKNOWN_MODEL":b="Unknown model";break;case "BAD_NETWORK_VERSION":b="Client/Server network version mismatch";break;case "BAD_STREAM_VERSION":case "BAD_STORE_VERSION":b=
+"Unsupported file version";break;default:b="Internal Error"}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("missing_model",function(b,a,g){c._callbackManager.trigger("_missingModel",a,g);c._callbackManager.trigger("missingModel",g)});this._sc.setEventHandler("bad_data",function(b,a){switch(a.type){case "TRUNCATED_BLOCK":b="Failed to parse truncated data block.";break;case "ZFRAME_DECOMPRESS_FAILED":b="Failed to decompress data.";break;case "UNMATCHED_CODE":b=
+"Unknown opcode.";break;case "STORE_VERSION_MISMATCHED":b="Store version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "STREAM_VERSION_MISMATCHED":b="Stream version mismatched. Expected='"+(a.expected+"'.");b+=" Actual='"+a.actual+"'.";break;case "PARSE_BOUNDING_TREE_FAILED":b="Failed to parse bounding tree.";break;default:b="Unknown error."}c._callbackManager.trigger("modelLoadFailure",c._model||"",b)});this._sc.setEventHandler("socket_open_failed",function(){c._callbackManager.trigger("modelLoadFailure",
+c._model||"","WebSocket connection failed.")});this._sc.setEventHandler("post_draw",function(b,a,g,d){c._syncedCamera=g;c._statistics=a;c._initOptions.renderComplete();c._fillStatTotalCounts();b=c._fromScCamera(g);c._callbackManager.trigger("frameDrawn",b,d)});this._sc.setEventHandler("priority_meta_data_sent",function(b,a,g){c._initOptions.priorityMetaDataSent(a,g)});this.setAllowHighDpi(!0);this._sc.setEventHandler("meta_data",function(b,a,g,d){0>a&&(a+=4294967296);c._callbackManager.trigger("_metaData",
+a,g,d)});this._sc.setEventHandler("draw_complete",function(){c._callbackManager.trigger("_drawComplete")});this._sc.setEventHandler("webgl_context_lost",function(){c._callbackManager.trigger("webGlContextLost")});this._sc.setEventHandler("websocket_connection_closed",function(){c._callbackManager.trigger("websocketConnectionClosed")});this._initOptions.engineReady(this._sessionStartedPromise);this._engineReadyPromise.resolve()};b.prototype.loadFinished=function(){return this._loadFinished};b.prototype.resetCachedStatistics=
+function(){this._cachedTriangleCount=this._cachedElementCount=null};b.prototype.setAmbientOcclusionEnabled=function(b){this._sc.setAmbientOcclusionEnabled(b)};b.prototype.setAmbientOcclusionRadius=function(b){this._sc.setAmbientOcclusionRadius(b)};b.prototype.setLightingEnabled=function(b){this._sc.setLightingEnabled(b)};b.prototype._fillStatTotalCounts=function(){null!==this._cachedElementCount&&null!==this._cachedTriangleCount&&(this._statistics.total_element_count=this._cachedElementCount,this._statistics.total_triangle_count=
+this._cachedTriangleCount)};b.prototype._updateCachedStats=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a;return __generator(this,function(g){switch(g.label){case 0:return b=this._sc.getElementCount(),c=this._sc.getTriangleCount(),[4,Promise.all([b,c])];case 1:return a=g.sent(),this._cachedElementCount=a[0],this._cachedTriangleCount=a[1],this._fillStatTotalCounts(),[2]}})})};b.prototype._toVector3=function(b){var c=[0,0,0];b.toArray(c);return c};b.prototype.startExplode=function(b,
+c){this.delayCapping();this._sc.startExplode(b,this._toVector3(c))};b.prototype.setExplodeMagnitude=function(b){this._callbackManager.trigger("explode",b);this.delayCapping();this._sc.explode(b)};b.prototype.stopExplode=function(){this.delayCapping();this._sc.resetExplode()};b.prototype.getStatistics=function(b){void 0===b&&(b=!1);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return!b||this.loadFinished()?[3,2]:[4,this._updateCachedStats()];
+case 1:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 2:return this.loadFinished()&&null===this._cachedTriangleCount?[4,this._updateCachedStats()]:[3,4];case 3:return c.sent(),this._fillStatTotalCounts(),[2,this._statistics];case 4:return this._fillStatTotalCounts(),[2,this._statistics]}})})};b.prototype.setStreamIdleMarker=function(){return this._sc.setStreamIdleMarker()};b.prototype.hasDepthRange=function(b){return this._sc.MeshInstance.hasDepthRange(b)};b.prototype.setDepthRange=
+function(b,c,a){this._sc.MeshInstance.setDepthRange(b,c,a)};b.prototype.unsetDepthRange=function(b){this._sc.MeshInstance.unsetDepthRange(b)};b.prototype.setDefaultDepthRange=function(b,c){this._sc.setDefaultDepthRange(b,c)};b.prototype._getScPlaneArray=function(b){for(var c=[],a=0;a<b.getCount();a++){var g=b.getPlane(a);if(null!==g){var d=[];g.normal.toArray(d);d[3]=g.d;c.push(d)}}return c};b.prototype.getCuttingSectionLimits=function(){return this._sc.cuttingSectionLimits()};b.prototype._addCuttingSection=
+function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(!this._cuttingSectionToKeyMap.has(b)),a=4294967295,g=this._getScPlaneArray(b),0<g.length?[4,this._sc.addCuttingSection(g)]:[3,2];case 1:a=l.sent();if(4294967295===a)throw k=c===e.Add?"add":"update",new d.CommunicatorError("Failed to "+k+" cutting section.");l.label=2;case 2:return console.assert(!this._cuttingSectionToKeyMap.has(b)),this._cuttingSectionToKeyMap.set(b,
+a),c===e.Add&&this._callbackManager.trigger("addCuttingSection",b),[2]}})})};b.prototype.addCuttingSection=function(b){return this._addCuttingSection(b,e.Add)};b.prototype.removeCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];this._cuttingSectionToKeyMap.delete(b);this._callbackManager.trigger("removeCuttingSection");return 4294967295===c?[2]:[2,this._sc.removeCuttingSections([c])]})})};
+b.prototype.removeAllCuttingSections=function(){this._cuttingSectionToKeyMap.clear();this._callbackManager.trigger("removeCuttingSection");return this._sc.removeAllCuttingSections()};b.prototype.updateCuttingSection=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){c=this._cuttingSectionToKeyMap.get(b);if(void 0===c)return console.assert(!1),[2];if(4294967295===c)return[2,this._addCuttingSection(b,e.Update)];a=this._getScPlaneArray(b);return[2,
+this._sc.replaceCuttingSection(a,c)]})})};b.prototype.setCappingDelay=function(b){this._cappingDelay=b};b.prototype.enableCappingIdleCallback=function(b){return this._sc.setCappingIdleHookEnabled(b)};b.prototype.delayCapping=function(){var b=this;null===this._cappingDelayTimeoutId?this._sc.pauseCapping():clearTimeout(this._cappingDelayTimeoutId);this._cappingDelayTimeoutId=setTimeout(function(){b._cappingDelayTimeoutId=null;b._sc.resumeCapping()},this._cappingDelay)};b.prototype.setCappingGeometryVisibility=
+function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){console.assert(void 0!==this._cappingLineMaterialId);console.assert(void 0!==this._cappingFaceMaterialId);if(this._cappingGeometryVisibility!==b||this._cappingMaterialDirty){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=null);this._cappingMaterialDirty=!1;if(this._cappingGeometryVisibility=b)return c=this._cappingLinesEnabled?this._cappingLineMaterialId:
+[0,4294967295],a=this._cappingFacesEnabled?this._cappingFaceMaterialId:[0,4294967295],[2,this._sc.enableCapping(c,a,this._cappingQuantizationGranularity)];this._sc.disableCapping()}return[2]})})};b.prototype._regenerateCapping=function(){this._cappingMaterialDirty=!0;return this.setCappingGeometryVisibility(this._cappingGeometryVisibility)};b.prototype.getCappingGeometryVisibility=function(){return this._cappingGeometryVisibility};b.prototype.setDiffuseColor=function(b,c){return this._sc.Material.setDiffuseColor(b,
+c)};b.prototype._toRgb=function(b){var c=[0,0,0];b.toFloatArray(c);return c};b.prototype._toRgba=function(b,c){c=[0,0,0,c];b.toFloatArray(c);return c};b.prototype.setCappingFaceColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingFacesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingFaceMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};
+b.prototype.setCappingLineColor=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return this._cappingMaterialDirty=!0,this._cappingLinesEnabled=!!b,b?[4,this.setDiffuseColor(this._cappingLineMaterialId,this._toRgba(b,1))]:[3,2];case 1:c.sent(),c.label=2;case 2:return[2,this._regenerateCapping()]}})})};b.prototype._onSessionStarted=function(){return __awaiter(this,void 0,void 0,function(){var b,c,a,g,e,f,h,u,t=this;return __generator(this,
+function(k){switch(k.label){case 0:this._sc.suspendDrawing();this._sc.setDrawMode(1);this._sc.setHighlightedInstanceFilter(3);this._sc.setUnhighlightedFilter(0);this._sc.setHighlightMode(1);this._sc.setAntiAliasingMode(1);b=[];b.push(this._matrixCache.init());c=[.5,.5,.5,1];a=function(){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(b){this._cappingMaterialDirty=!0;return void 0!==this._cappingFaceMaterialId&&void 0!==this._cappingLineMaterialId?[2,this.setCappingGeometryVisibility(this.getCappingGeometryVisibility())]:
+[2]})})};b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingFaceMaterialId=b,[2,a()]}})})}));b.push(this.createMaterial().then(function(b){return __awaiter(t,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this.setDiffuseColor(b,c)];case 1:return g.sent(),this._cappingLineMaterialId=b,
+[2,a()]}})})}));g=function(c){e._xRayMaterials[c]=[];for(var a=function(a){b.push(e.createMaterial().then(function(b){t._xRayMaterials[c][a]={id:b,color:null}}))},g=0,k=[d.ElementType.Faces,d.ElementType.Lines,d.ElementType.Points];g<k.length;g++)a(k[g])};e=this;f=0;for(h=[d.XRayGroup.Selected,d.XRayGroup.Unselected];f<h.length;f++)u=h[f],g(u);return[4,Promise.all(b)];case 1:return k.sent(),this._initOptions.sceneReady(),this._sc.resumeDrawing(),[2]}})})};b.prototype.isInit=function(){return void 0!==
+this._sc};b.prototype.setRemoteEndpoint=function(b,c){this._uri=b;this._model=c};b.prototype.getSessionType=function(){return this._sessionType};b.prototype._awaitEmptyLoad=function(){var b=this,c=h.OpenPromise.create(),a={_attached:function(g){b._callbackManager.unbind(a);0===g?c.resolve():c.reject(new d.InternalLogicError)}};this._callbackManager.bind(a);return c};b.prototype.loadEmpty=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,
+this._engineReadyPromise];case 1:c.sent();try{if(0!==this._sessionType)throw new d.LoadError("Incompatible load types.");b=this._awaitEmptyLoad();this._sessionType=this._connectionlessEmpty||void 0!==this._buffer||void 0===this._model?this._loadEmptyScs():this._loadEmptyNetwork();return[2,b]}catch(n){throw this._callbackManager.trigger("modelLoadFailure",this._model||"",n.message),n;}}})})};b.prototype._loadEmpty=function(b){var c=this;console.assert(void 0===b.XHRonprogress);console.assert(void 0===
+b.XHRonerror);console.assert(void 0===b.XHRonloadend);b.XHRonprogress=function(b){c._callbackManager.trigger("XHRonprogress",b)};b.XHRonerror=function(b){c._callbackManager.trigger("XHRonerror",b)};b.XHRonloadend=function(b,a,g){c._callbackManager.trigger("XHRonloadend",b,a,g)};return this._sc.load(b)};b.prototype._loadEmptyScs=function(){console.assert(void 0===this._model);var b={empty:!0};this._streamingMode===d.StreamingMode.OnDemand&&(b.streamInstancesOnDemand=!0);return this._loadEmpty(b)};
+b.prototype._loadEmptyNetwork=function(){console.assert(void 0!==this._model);var b={model:d.EmptyModelName,uri:this._uri,serverSideRendering:this._rendererType===d.RendererType.Server,meshLevel:this._meshLevel,streamCutoffScale:this._streamCutoffScale};void 0!==this._sessionToken&&(b.sessionToken=this._sessionToken);0<this._memoryLimit&&(b.limitMiB=this._memoryLimit);(this._boundingPreviewMode&d.BoundingPreviewMode.Model)===d.BoundingPreviewMode.Model&&(b.streamModelBoundingPreviews=!0);(this._boundingPreviewMode&
+d.BoundingPreviewMode.Instance)===d.BoundingPreviewMode.Instance&&(b.streamInstanceBoundingPreviews=!0);(this._boundingPreviewMode&d.BoundingPreviewMode.Ejected)===d.BoundingPreviewMode.Ejected&&(b.streamEjectedBoundingPreviews=!0);switch(this._streamingMode){case d.StreamingMode.OnDemand:b.streamInstancesOnDemand=!0;break;case d.StreamingMode.All:b.streamCulled=!0,b.streamMetaDataOnIdle=!0}return this._loadEmpty(b)};b.prototype.setProjection=function(b){var c=this.getCamera();c.getProjection()!==
+b&&(c.setProjection(b),this.setCamera(c))};b.prototype.getViewMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.viewMatrix())};b.prototype.getProjectionMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.projectionMatrix())};b.prototype.getFullCameraMatrix=function(b){b=void 0!==b?this._toCamera(b):this._sc.getCamera();return d.Matrix.createFromArray(b.fullMatrix())};b.prototype.getSynchedViewMatrix=
+function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.viewMatrix()):new d.Matrix};b.prototype.getSynchedProjectionMatrix=function(){return this._syncedCamera?d.Matrix.createFromArray(this._syncedCamera.projectionMatrix()):new d.Matrix};b.prototype.getPrimaryModelKey=function(){return this._sc.primaryModelKey()};b.prototype.getPartsBounding=function(b,c,a){return this.getBounding(b,c,!1,a)};b.prototype.getDrawnPartsBounding=function(b){return __awaiter(this,void 0,void 0,
+function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,this._sc.MeshInstance.getDrawnWorldSpaceBounding(b)];case 1:return c=g.sent(),a=new d.Box,a.min.fromArray(c.min),a.max.fromArray(c.max),[2,a]}})})};b.prototype.getBounding=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k,e;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getWorldSpaceBounding(b,c,a,g)];case 1:return k=l.sent(),e=new d.Box,e.min.fromArray(k.min),
+e.max.fromArray(k.max),[2,e]}})})};b.prototype.getClientDimensions=function(){var b=this._sc.container;return[b.clientWidth,b.clientHeight]};b.prototype.getModelBounding=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this.getBounding([],b,c,a)]})})};b.prototype.pickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickFromScreen(b,c,a)]})})};b.prototype.pickAllFromScreen=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.pickAllFromScreen(b,c,a)]})})};b.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.compositePickFromScreen(b,c,a)]})})};b.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,
+this._scSelectionManager.beginScreenAreaSelection(b,c,a)]})})};b.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginRayDrillSelection(b,c,a)]})})};b.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginConvexPolyhedronSelection(b,c,a)]})})};b.prototype.beginSphereSelection=
+function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._scSelectionManager.beginSphereSelection(b,c,a)]})})};b.prototype.endIncrementalSelection=function(b){this._scSelectionManager.endIncrementalSelection(b)};b.prototype.advanceIncrementalSelection=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,this._scSelectionManager.advanceIncrementalSelection(b,!1)]})})};b.prototype.flushMetaDataCache=
+function(){this._sc.flushMetaDataCache()};b.prototype.safeGetMetaDatas=function(b,c){for(var a=[],g=0;g<c.length;g++)a.push(b,c[g]);return this.getDataFromIds(a).then(h.identity,function(){return null})};b.prototype.safeGetMetaData=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,this.safeGetMetaDatas(b,[c])];case 1:return a=g.sent(),null!==a?[2,a[0]]:[2,null]}})})};b.prototype.safeLoadMetaDatas=function(b){return this.getDataFromIds(b).then(h.nop,
+h.nop)};b.prototype.getDataFromIds=function(b){if(0===this._requestBatchCountByType[0])return this._getDataFromIds(b);b=new c(b);this._pendingRequestsByType[0].push(b);return b.promise};b.prototype._getDataFromIds=function(b){return this._sc.getMetaData(b)};b.prototype.pickFromRay=function(b,c){return this._scSelectionManager.pickFromRay(b,c)};b.prototype.pickAllFromRay=function(b,c){return this._scSelectionManager.pickAllFromRay(b,c)};b.prototype.updateCamera=function(b){var c=b._getFlags(),a=this._sc.getCamera();
+(c&h.CameraFlags.Position)===h.CameraFlags.Position&&a.setPosition(this._toVector3(b.getPosition()));(c&h.CameraFlags.Target)===h.CameraFlags.Target&&a.setTarget(this._toVector3(b.getTarget()));(c&h.CameraFlags.Up)===h.CameraFlags.Up&&a.setUpVector(this._toVector3(b.getUp()));this._setCamera(a);return this.getCamera()};b.prototype._toProjection=function(b){switch(b){default:case d.Projection.Orthographic:return 1;case d.Projection.Perspective:return 0}};b.prototype._toCamera=function(b){var c=this._sc.getCamera();
+c.reset(this._toProjection(b.getProjection()),this._toVector3(b.getPosition()),this._toVector3(b.getTarget()),this._toVector3(b.getUp()),b.getWidth(),b.getHeight());c.setNearLimit(b.getNearLimit());return c};b.prototype.setCamera=function(b){b=this._toCamera(b);this._setCamera(b)};b.prototype._setCamera=function(b){this.delayCapping();this._sc.setCamera(b)};b.prototype.setInstancesMatrix=function(b,c){this._sc.MeshInstance.setAnonymousMatrix(b,c.m)};b.prototype.setMatrices=function(b,c){this._sc.requestMeshInstances(b,
+!1,!0);for(var a=0;a<c.length;a++)this._sc.MeshInstance.setAnonymousMatrix([b[2*a],b[2*a+1]],c[a].m)};b.prototype.highlightParts=function(b,c){this._sc.MeshInstance.setHighlighted(b,c);this._sc.MeshInstance.setXRay(b,c)};b.prototype.highlightElements=function(b,c,a,g,d){c=this._toElementType(c);this._sc.MeshInstance.setElementHighlighted(b,c,a,g,d);this._sc.MeshInstance.setElementXRay(b,c,a,g,d)};b.prototype.getPartHighlighted=function(b){return this._sc.MeshInstance.getHighlighted(b)};b.prototype.getElementHighlighted=
+function(b,c,a){return this._sc.MeshInstance.getElementHighlighted(b,this._toElementType(c),a)};b.prototype.setNodeHighlightColor=function(b,c){b?(this._sc.setHighlightedInstanceFilter(3),b=this._toRgba(b,1),this._sc.setHiddenLineHighlightedInstanceFillColor(b),this._sc.setHighlightedInstanceColor(b)):this._sc.setHighlightedInstanceFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHiddenLineHighlightedInstanceOutlineColor(b);this._sc.setHighlightedInstanceOutlineColor(b)};b.prototype.setElementHighlightColor=
+function(b,c){b?(this._sc.setHighlightedElementFilter(3),b=this._toRgba(b,1),this._sc.setHighlightedElementColor(b),this._sc.setHiddenLineHighlightedElementFillColor(b)):this._sc.setHighlightedElementFilter(0);b=c?this._toRgba(c,1):[0,0,0,0];this._sc.setHighlightedElementOutlineColor(b);this._sc.setHiddenLineHighlightedElementOutlineColor(b)};b.prototype.setHighlightColorizeCompression=function(b){this._sc.setHighlightColorizeCompression(b)};b.prototype.computeMininimumBodyBodyDistance=function(b,
+c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:if(2!==b.length||2!==c.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalBodyBodyDistance(b,c)];case 1:return a=g.sent(),[2,h.makeFaceFaceDistanceItem(a)]}})})};b.prototype.computeMininimumFaceFaceDistance=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(e){switch(e.label){case 0:if(2!==
+b.length||2!==a.length)throw new d.CommunicatorError("Invalid instance inc.");return[4,this._sc.MeshInstance.computeMinimalFaceFaceDistance(b,c,a,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceRayDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceRayDistance(b,
+c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.computeMinimumFaceLineDistance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(e){switch(e.label){case 0:if(2!==b.length)throw new d.CommunicatorError("Invalid instance inc.");g=h.toScRay(a);return[4,this._sc.MeshInstance.computeMinimalFaceLineDistance(b,c,g)];case 1:return k=e.sent(),[2,h.makeFaceFaceDistanceItem(k)]}})})};b.prototype.pauseRendering=function(b){this._sc.suspendDrawing();
+if("function"===typeof b)try{b()}finally{this._sc.resumeDrawing()}};b.prototype.resumeRendering=function(){this._sc.resumeDrawing()};b.prototype.beginRequestBatch=function(b){++this._requestBatchCountByType[b]};b.prototype.endRequestBatch=function(b){0<this._requestBatchCountByType[b]&&--this._requestBatchCountByType[b];this._flushBatchedRequests(b)};b.prototype._flushBatchedRequests=function(b){var c=this._pendingRequestsByType[b];this._pendingRequestsByType[b]=[];for(var a=[],g=0;g<c.length;g++)for(var k=
+0,e=c[g].ids;k<e.length;k++)a.push(e[k]);switch(b){case 0:return this._flushBatchedMetaDataRequests(c,a);default:return d.Util.TypeAssert(b),console.assert(!1),Promise.resolve()}};b.prototype._flushBatchedMetaDataRequests=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,k,e,l,f,h,w;return __generator(this,function(n){switch(n.label){case 0:return[4,this._getDataFromIds(c)];case 1:a=n.sent();d=g=0;for(k=b;d<k.length;d++){e=k[d];l=[];f=e.ids.length/2;for(h=0;h<f;++h)w=a[g++],l.push(w);
+e.promise.resolve(l)}console.assert(g===a.length);return[2]}})})};b.prototype.clearHighlight=function(){this._sc.unsetAllHighlighted();this._sc.unsetAllXRay()};b.prototype.resetColors=function(){this._sc.unsetAllColors()};b.prototype.resetOpacity=function(){this._sc.unsetAllOpacity()};b.prototype.setPartOpacity=function(b,c){var a=this;this.pauseRendering(function(){a._sc.MeshInstance.setOpacity(b,0,c);a._sc.MeshInstance.setOpacity(b,1,c)})};b.prototype.unsetPartOpacity=function(b){var c=this;this.pauseRendering(function(){c._sc.MeshInstance.unsetOpacity(b,
+0);c._sc.MeshInstance.unsetOpacity(b,1)})};b.prototype.getPartOpacity=function(b){return this._sc.MeshInstance.getOpacity(b,0)};b.prototype.getEffectivePartOpacity=function(b,c){return this._sc.MeshInstance.getEffectiveOpacity(b,this._toElementType(c))};b.prototype.getPartHasTransparency=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,d,k;return __generator(this,function(e){switch(e.label){case 0:return c=[],c.push(this._sc.MeshInstance.hasTransparency(b,0)),c.push(this._sc.MeshInstance.hasTransparency(b,
+1)),[4,Promise.all(c)];case 1:a=e.sent();g=a[0];d=a[1];for(k=0;k<g.length;++k)g[k]||(g[k]=d[k]);return[2,g]}})})};b.prototype.setPartColor=function(b,c,a){this._sc.MeshInstance.setColor(b,this._toElementType(c),a.getFloatArray())};b.prototype.unsetPartColor=function(b,c){this._sc.MeshInstance.unsetColor(b,this._toElementType(c))};b.prototype.getPartColor=function(b,c){return this._sc.MeshInstance.getColor(b,this._toElementType(c)).then(a)};b.prototype.getEffectivePartColor=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var g,d;return __generator(this,function(k){switch(k.label){case 0:return g=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveColor(b,g)];case 1:return d=k.sent(),[2,a(d)]}})})};b.prototype.setElementColor=function(b,c,a,g,d){this._sc.MeshInstance.setElementColor(b,this._toElementType(c),a,g,d.getFloatArray())};b.prototype.unsetElementColor=function(b,c,a,g){this._sc.MeshInstance.unsetElementColor(b,this._toElementType(c),a,g)};b.prototype.getElementColor=function(b,
+c,g){return this._sc.MeshInstance.getElementColor(b,this._toElementType(c),g).then(a)};b.prototype.getEffectiveElementColor=function(b,c,g){return __awaiter(this,void 0,void 0,function(){var d,k;return __generator(this,function(e){switch(e.label){case 0:return d=this._toElementType(c),[4,this._sc.MeshInstance.getEffectiveElementColor(b,d,g)];case 1:return k=e.sent(),[2,a(k)]}})})};b.prototype.synchronizeVisibilities=function(b,c){0<b.length&&this._sc.MeshInstance.synchronizeVisibilities(b,c)};b.prototype.setPartVisibility=
+function(b,c,a){0<b.length&&this._sc.MeshInstance.setVisible(b,c,a)};b.prototype.setVisibilityByAttachment=function(b,c){this._sc.setVisibilityByAttachment(b,c)};b.prototype.requestMeshInstances=function(b){this._sc.demandMeshInstances(b)};b.prototype.getRendererType=function(){return this._rendererType};b.prototype._toMeshDataBuilder=function(b){for(var c=b._getFaceData(),a=b._getPointData(),g=b._getPolylineData(),k=new this._sc.MeshDataBuilder,e=0;e<c.length;e++){var f=c[e];k.addFace(f.vertexData,
+{normals:f.normalData,rgba32s:f.rgba32data,uvs:f.uvData,bits:f.bits})}for(c=0;c<a.length;c++)f=a[c],k.addPoints(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});for(a=0;a<g.length;a++)f=g[a],k.addPolyline(f.vertexData,{rgba32s:f.rgba32data,bits:f.bits});switch(b.getFaceWinding()){case d.FaceWinding.Clockwise:g=1;break;case d.FaceWinding.CounterClockwise:g=2;break;default:g=0}f=b.getBackfacesEnabled()?4:0;b=b.isManifold()?65536:0;k.formatBits=k.formatBits|g|f|b;return k};b.prototype.createMesh=function(b){b=
+this._toMeshDataBuilder(b);return this._sc.MeshData.create(b)};b.prototype.replaceMesh=function(b,c){c=this._toMeshDataBuilder(c);return this._sc.MeshData.replace(b,c)};b.prototype.destroyMeshes=function(b){return this._sc.MeshData.destroy(b)};b.prototype._toImageFormat=function(b){switch(b){case d.ImageFormat.Gray8:return 2;case d.ImageFormat.GrayAlpha16:return 3;case d.ImageFormat.Rgb24:return 1;case d.ImageFormat.Rgba32:return 0;case d.ImageFormat.Jpeg:return 4;case d.ImageFormat.Png:return 5}};
+b.prototype._validateImage=function(b){if(void 0===b.format)throw new d.ParseError("missing 'format' property");if(void 0===b.data)throw new d.ParseError("missing 'data' property");if((b.format===d.ImageFormat.Gray8||b.format===d.ImageFormat.GrayAlpha16||b.format===d.ImageFormat.Rgb24||b.format===d.ImageFormat.Rgba32)&&(void 0===b.width||0>=b.width||void 0===b.height||0>=b.height))throw new d.ParseError("uncompressed format requested but missing width or height");};b.prototype.createImage=function(b,
+c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){this._validateImage(b);return void 0!==c?(this._validateImage(c),[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height,this._toImageFormat(c.format),c.data,c.width,c.height)]):[2,this._sc.Image.create(this._toImageFormat(b.format),b.data,b.width,b.height)]})})};b.prototype.destroyImages=function(b){return this._sc.Image.destroy(b)};b.prototype._toTextureTiling=function(b){switch(b){default:case d.TextureTiling.Repeat:return 0;
+case d.TextureTiling.Clamp:return 1}};b.prototype._toTextureInterpolation=function(b){return!1===b?1:0};b.prototype._toTextureMipMapping=function(b){return!1===b?1:0};b.prototype._toTextureParameterization=function(b){switch(b){default:case d.TextureParameterization.UV:return 0}};b.prototype._toTextureModifier=function(b){switch(b){default:case 0:return 0;case d.TextureModifier.Decal:return 1}};b.prototype.setTexture=function(b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(a){if(void 0===c.imageId)throw new d.ParseError("missing 'imageId' property");return[2,this._sc.MeshInstance.setTexture(b,0,c.imageId,void 0!==c.matrix?c.matrix.m:(new d.Matrix).m,this._toTextureTiling(c.tiling),this._toTextureInterpolation(c.interpolation),this._toTextureMipMapping(c.mipMapping),this._toTextureParameterization(c.parameterization),this._toTextureModifier(c.modifiers))]})})};b.prototype.unsetTexture=function(b){this._sc.MeshInstance.unsetTexture(b,0)};b.prototype.createMaterial=
+function(){return this._sc.Material.create()};b.prototype._getMaterialPromiseWithDiffuseColor=function(b,c,a,g){var d=new h.MaterialInfo;d.setDiffuseColor(null!==b?b:a);d.setDiffuseTransparency(null!==c?c:g);return this._materialCache.getOrCreateMaterial(d)};b.prototype.createMatrix=function(b){return this._sc.Matrix.create(b)};b.prototype.createIdentityMatrix=function(){return this._sc.Matrix.create()};b.prototype.createMeshInstance=function(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,e,f,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:c=b.getMeshId();if(null===c)throw new d.CommunicatorError("MeshId is not set");e=this._matrixCache.getIdentityInc();f=[];if(h=b.getMatrix())t=this.createMatrix(h.m).then(function(b){e=b}),f.push(t);v=new d.Color(255,0,0);f.push(this._getMaterialPromiseWithDiffuseColor(b.getFaceColor(),b.getOpacity(),v,1).then(function(b){a=b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getLineColor(),b.getLineOpacity(),v,1).then(function(b){g=
+b}));f.push(this._getMaterialPromiseWithDiffuseColor(b.getPointColor(),b.getPointOpacity(),v,1).then(function(b){k=b}));return[4,Promise.all(f)];case 1:return l.sent(),[4,this._sc.MeshInstance.create(c,e,a,g,k,b.getCreationFlags(),b.getOverlayIndex())];case 2:return w=l.sent(),this._callbackManager.trigger("_geometryCreated",w),[2,w]}})})};b.prototype.destroyLocalInstances=function(b){return this._sc.MeshInstance.destroy(b)};b.prototype._fromScCamera=function(b){var c=d.Projection.Orthographic;0===
+b.projection()&&(c=d.Projection.Perspective);return d.Camera.create(d.Point3.createFromArray(b.position()),d.Point3.createFromArray(b.target()),d.Point3.createFromArray(b.upVector()),c,b.fieldWidth(),b.fieldHeight(),b.nearLimit())};b.prototype.getCameraPromise=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,this._sc.getCameraPromise()];case 1:return b=c.sent(),[2,this._fromScCamera(b)]}})})};b.prototype.getCamera=
+function(){var b=this._sc.getCamera();return this._fromScCamera(b)};b.prototype.resize=function(){this._sc.onResize();this._windowSize.set(this._canvasContainer.offsetWidth,this._canvasContainer.offsetHeight)};b.prototype.setFaceVisibility=function(b){this._sc.setFacesVisible(b)};b.prototype.setLineVisibility=function(b){this._sc.setLinesVisible(b)};b.prototype.getCanvasSize=function(){return this._windowSize.copy()};b.prototype.setBackgroundGradient=function(b,c){this._sc.setBackgroundGradient(b?
+this._toRgba(b,1):[0,0,0,0],c?this._toRgba(c,1):[0,0,0,0])};b.prototype.setServerRenderQuality=function(b,c,a,g){this._sc.setSsrQuality({jpegQualityLow:b,jpegQualityHigh:c,scaleLow:a,scaleHigh:g})};b.prototype.setMinimumFramerate=function(b){this._sc.setMinFrameRate(b)};b.prototype.getMinimumFramerate=function(){return this._sc.getMinFrameRate()};b.prototype.setBackFacesVisible=function(b){this._sc.setBackFacesVisible(b)};b.prototype.setDrawMode=function(b){this._sc.setDrawMode(b)};b.prototype.enableHiddenLineRendering=
+function(b){this.setDrawMode(2);this._sc.setHiddenLineVisibleLineColor(this._toRgba(b.getVisibleLineColor(),b.getVisibleLineOpacity()));this._sc.setHiddenLineHiddenLineColor(this._toRgba(b.getObscuredLineColor(),b.getObscuredLineOpacity()))};b.prototype.setAntiAliasingMode=function(b){switch(b){case d.AntiAliasingMode.None:this._sc.setAntiAliasingMode(0);break;case d.AntiAliasingMode.SMAA:this._sc.setAntiAliasingMode(1)}};b.prototype.setInstanceModifier=function(b,c,a){switch(b){case d.InstanceModifier.DoNotCut:this._sc.MeshInstance.setDoNotCut(c,
+a);break;case d.InstanceModifier.DoNotExplode:this._sc.MeshInstance.setDoNotExplode(c,a);break;case d.InstanceModifier.DoNotSelect:this._sc.MeshInstance.setDoNotSelect(c,a);break;case d.InstanceModifier.SuppressCameraScale:this._sc.MeshInstance.setSuppressCameraScale(c,a);break;case d.InstanceModifier.OverrideSceneVisibility:this._sc.MeshInstance.setOverrideSceneVisibility(c,a);break;case d.InstanceModifier.DoNotLight:this._sc.MeshInstance.setDoNotLight(c,a);break;case d.InstanceModifier.DoNotOutlineHighlight:this._sc.MeshInstance.setDoNotOutlineHighlight(c,
+a);break;case d.InstanceModifier.ExcludeBounding:this._sc.MeshInstance.setExcludeBounding(c,a);break;case d.InstanceModifier.DoNotUseVertexColors:this._sc.MeshInstance.setDoNotUseVertexColors(c,a);break;case d.InstanceModifier.AlwaysDraw:this._sc.MeshInstance.setAlwaysDraw(c,a);break;case d.InstanceModifier.DoNotXRay:this._sc.MeshInstance.setDoNotXRay(c,a);break;case d.InstanceModifier.ScreenOriented:this._sc.MeshInstance.setScreenOriented(c,a);break;case d.InstanceModifier.ScreenSpace:this._sc.MeshInstance.setScreenSpace(c,
+a);break;case d.InstanceModifier.ScreenSpaceStretched:this._sc.MeshInstance.setScreenSpaceStretched(c,a)}};b.prototype.attachModel=function(b,c,a,g,d){return this._attachModels(b,[[c,a]],g,d)};b.prototype.attachScsModelByKey=function(b,c,a,g,d){console.assert(2===this._sessionType);return this._sc.attachScsModelByKey(b,a,c,g,d)};b.prototype._attachModels=function(b,c,a,g){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return[4,this._sc.attachModels(b,
+c,a,g)];case 1:return d.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.attachScsBuffer=function(b,c,a,g,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(k){switch(k.label){case 0:return[4,this._sc.attachScsBuffer(b,c,a,g,d,e)];case 1:return k.sent(),this._callbackManager.trigger("_attached",b),[2]}})})};b.prototype.feedScsBuffer=function(b,c){this._sc.feedScsBuffer(b,c)};b.prototype._parseKeyInfo=function(b,c,a){if(b||c)return a;b=new Map;
+for(c=0;c<a.length;++c){for(var g=a[c++],d=[];c<a.length&&4294967295!==a[c];++c)d.push(a[c]);b.set(g,d)}return b};b.prototype.instanceKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,d,e;return __generator(this,function(k){switch(k.label){case 0:return g=1===c,d=1===a,[4,this._sc.meshInstanceKeyInfo(b,g,d)];case 1:return e=k.sent(),[2,this._parseKeyInfo(g,d,e)]}})})};b.prototype.metaDataKeyInfo=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._sc.metaDataKeyInfo(b,c,a)];case 1:return g=d.sent(),[2,this._parseKeyInfo(c,a,g)]}})})};b.prototype.modelKeysFromInclusionKeys=function(b){return this._sc.modelKeysFromInclusionKeys(b)};b.prototype.detachInclusions=function(b){return this._sc.detachInclusions(b)};b.prototype.resetToEmpty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,d,e;return __generator(this,function(k){switch(k.label){case 0:for(a=0;a<this._requestBatchCountByType.length;++a){g=
+this._requestBatchCountByType[a]=0;for(d=this._pendingRequestsByType[a];g<d.length;g++)e=d[g],e.promise.reject(e.ids);this._pendingRequestsByType[a].length=0}return[4,this._sc.resetToEmpty(b,c)];case 1:return k.sent(),this.flushMetaDataCache(),[2]}})})};b.prototype.redraw=function(){this._sc.queueRedraw()};b.prototype.disconnectNetwork=function(){this._sc.disconnectNetwork()};b.prototype.shutdown=function(){null!==this._cappingDelayTimeoutId&&(clearTimeout(this._cappingDelayTimeoutId),this._cappingDelayTimeoutId=
+null);this._sessionType=0;this._sc.shutDown()};b.prototype.getVersionString=function(){return this._sc.getStreamVersion().toString()};b.prototype.setAllowHighDpi=function(b){this._sc.allowHighDpi=b;this.resize()};b.prototype.getAllowHighDpi=function(){return this._sc.allowHighDpi};b.prototype.setMeshLevel=function(b,c){this._sc.MeshInstance.setMeshLevel(b,c)};b.prototype.setOverlayVisibility=function(b,c){this._sc.Overlay.setVisible(b,c)};b.prototype.setOverlayCamera=function(b,c){c=this._toCamera(c);
+this._sc.Overlay.setCamera(b,c)};b.prototype.destroyOverlay=function(b){this._sc.Overlay.destroy(b)};b.prototype._overlayUnit=function(b){switch(b){case d.OverlayUnit.ProportionOfCanvas:return 1;case d.OverlayUnit.ProportionOfOtherDimension:return 2;default:return 0}};b.prototype.getMaxOverlayIndex=function(){return this._sc.Overlay.maxIndex()};b.prototype._overlayAnchor=function(b){switch(b){case d.OverlayAnchor.BottomCenter:return 7;case d.OverlayAnchor.Center:return 8;case d.OverlayAnchor.LeftCenter:return 5;
+case d.OverlayAnchor.LowerLeftCorner:return 1;case d.OverlayAnchor.LowerRightCorner:return 2;case d.OverlayAnchor.RightCenter:return 6;case d.OverlayAnchor.TopCenter:return 4;case d.OverlayAnchor.UpperRightCorner:return 3;default:return 0}};b.prototype.setOverlayViewport=function(b,c,a,g,d,e,f,h,t,v){this._sc.Overlay.setViewport(b,this._overlayAnchor(c),a,this._overlayUnit(g),d,this._overlayUnit(e),f,this._overlayUnit(h),t,this._overlayUnit(v))};b.prototype.addNodesToOverlay=function(b,c){this._sc.MeshInstance.setOverlayIndex(b,
+c)};b.prototype.getInstancesMeshData=function(b){return this._sc.MeshInstance.getMeshData(b)};b.prototype.getMeshData=function(b){return this._sc.MeshData.getData(b)};b.prototype._toElementType=function(b){switch(b){case d.ElementType.Faces:return 0;case d.ElementType.Lines:return 1;case d.ElementType.Points:return 2}};b.prototype._toXRayGroup=function(b){switch(b){case d.XRayGroup.Selected:return 0;case d.XRayGroup.Unselected:return 1}};b.prototype.setXRayColor=function(b,c,a){var g=this._xRayMaterials[b][c];
+if(g.color&&g.color.equals(a))return Promise.resolve();g.color=a;this.setDiffuseColor(g.id,this._toRgba(a,1));return this._sc.setXRayMaterial(this._toXRayGroup(b),this._toElementType(c),g.id)};b.prototype.unsetXRayColor=function(b,c){if(!this._xRayMaterials[b][c].color)return Promise.resolve();this._xRayMaterials[b][c].color=null;return this._sc.unsetXRayMaterial(this._toXRayGroup(b),this._toElementType(c))};b.prototype.setXRayOpacity=function(b,c){void 0!==c?this._sc.setXRayOpacity(this._toElementType(c),
+b):(this._sc.setXRayOpacity(0,b),this._sc.setXRayOpacity(1,b),this._sc.setXRayOpacity(2,b))};b.prototype._xRayTransparencyMode=function(b){switch(b){case d.XRayTransparencyMode.Unsorted:return 0;case d.XRayTransparencyMode.SingleLayer:return 1}};b.prototype.setXRayTransparencyMode=function(b){this._sc.setXRayTransparencyMode(this._xRayTransparencyMode(b))};b.prototype._transparencyMode=function(b){switch(b){case d.TransparencyMode.Unsorted:return 0;case d.TransparencyMode.SingleLayer:return 1}};b.prototype.setTransparencyMode=
+function(b){this._sc.setTransparencyMode(this._transparencyMode(b))};b.prototype._toPointSizeUnit=function(b){switch(b){case d.PointSizeUnit.ScreenPixels:return 0;case d.PointSizeUnit.CSSPixels:return 1;case d.PointSizeUnit.World:return 2;case d.PointSizeUnit.ProportionOfScreenWidth:return 3;case d.PointSizeUnit.ProportionOfScreenHeight:return 4;case d.PointSizeUnit.ProportionOfBoundingDiagonal:return 5}};b.prototype._toPointShape=function(b){switch(b){case d.PointShape.Square:return 0;case d.PointShape.Disk:return 1;
+case d.PointShape.Sphere:return 2}};b.prototype._fromPointSizeUnit=function(b){switch(b){default:case 0:return d.PointSizeUnit.ScreenPixels;case 1:return d.PointSizeUnit.CSSPixels;case 2:return d.PointSizeUnit.World;case 3:return d.PointSizeUnit.ProportionOfScreenWidth;case 4:return d.PointSizeUnit.ProportionOfScreenHeight;case 5:return d.PointSizeUnit.ProportionOfBoundingDiagonal}};b.prototype._fromPointShape=function(b){switch(b){default:case 0:return d.PointShape.Square;case 1:return d.PointShape.Disk;
+case 2:return d.PointShape.Sphere}};b.prototype.setPointSize=function(b,c){this._sc.setPointSize(b,this._toPointSizeUnit(c))};b.prototype.getPointSize=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return[4,Promise.all([this._sc.getPointSize(),this._sc.getPointSizeUnit()])];case 1:return b=c.sent(),[2,[b[0],this._fromPointSizeUnit(b[1])]]}})})};b.prototype.setPointShape=function(b){this._sc.setPointShape(this._toPointShape(b))};
+b.prototype.getPointShape=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._fromPointShape,[4,this._sc.getPointShape()];case 1:return[2,b.apply(this,[c.sent()])]}})})};b.prototype.setEyeDomeLightingEnabled=function(b){this._sc.setEyeDomeLightingEnabled(b)};b.prototype.getEyeDomeLightingEnabled=function(){return this._sc.getEyeDomeLightingEnabled()};b.prototype.setEyeDomeLightingBlurSamples=function(b){this._sc.setEyeDomeLightingBlurSamples(b)};
+b.prototype.getEyeDomeLightingBlurSamples=function(){return this._sc.getEyeDomeLightingBlurSamples()};b.prototype.setEyeDomeLightingBlurInterval=function(b){this._sc.setEyeDomeLightingBlurInterval(b)};b.prototype.getEyeDomeLightingBlurInterval=function(){return this._sc.getEyeDomeLightingBlurInterval()};b.prototype.setEyeDomeLightingBlurEdgeDistance=function(b){this._sc.setEyeDomeLightingBlurEdgeDistance(b)};b.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._sc.getEyeDomeLightingBlurEdgeDistance()};
+b.prototype.setEyeDomeLightingShadingEdgeDistance=function(b){this._sc.setEyeDomeLightingShadingEdgeDistance(b)};b.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._sc.getEyeDomeLightingShadingEdgeDistance()};b.prototype.setEyeDomeLightingOpacity=function(b){this._sc.setEyeDomeLightingOpacity(b)};b.prototype.getEyeDomeLightingOpacity=function(){return this._sc.getEyeDomeLightingOpacity()};b.prototype.setDisplayIncompleteFrames=function(b){this._sc.setDisplayIncompleteFrames(b)};
+b.prototype.setInteractiveDrawDelay=function(b){this._sc.setPostInputDelay(b)};b.prototype.setInteractiveDrawLimitIncreaseEnabled=function(b){this._sc.setInteractiveDrawLimitIncreaseEnabled(b)};b.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._sc.getInteractiveDrawLimitIncreaseEnabled()};b.prototype._toCullingVectorSpace=function(b){switch(b){case d.CullingVectorSpace.Object:return 0;case d.CullingVectorSpace.World:return 1}};b.prototype._fromCullingVectorSpace=function(b){switch(b){default:case 0:return d.CullingVectorSpace.Object;
+case 1:return d.CullingVectorSpace.World}};b.prototype.setCullingVector=function(b,c,a,g){this._sc.MeshInstance.setCullingVector(b,this._toCullingVectorSpace(c),[a.x,a.y,a.z],g)};b.prototype.unsetCullingVector=function(b){this._sc.MeshInstance.unsetCullingVector(b)};b.prototype.getCullingVector=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:return[4,this._sc.MeshInstance.getCullingVector(b)];case 1:c=l.sent();a=[];
+g=0;for(e=c;g<e.length;g++)k=e[g],0===k.vector[0]&&0===k.vector[1]&&0===k.vector[2]?a.push(null):a.push({space:this._fromCullingVectorSpace(k.space),vector:d.Point3.createFromArray(k.vector),toleranceDegrees:k.toleranceDegrees});return[2,a]}})})};b.prototype._setStreamCutoffScale=function(b){this._streamCutoffScale=Math.max(0,Math.min(b,2))};b.prototype.setStreamCutoffScale=function(b){this._setStreamCutoffScale(b);this._sc.setStreamCutoffScale(this._streamCutoffScale)};b.prototype.getStreamCutoffScale=
+function(){return this._streamCutoffScale};b.prototype.loseWebGlContext=function(){return this._sc._loseWebGlContext()};b.prototype.triangulatePolygon=function(b,c){b=this._sc.triangulatePolygon(b,c);return new Float32Array(b)};b.prototype.debug_log=function(b){return this._sc.debug_log(b)};b.prototype.debug_stateFailure=function(b){return this._sc.debug_stateFailure(b)};b.prototype.debug_sync=function(){return this._sc.debug_sync()};b.prototype._toLinePatternLengthUnit=function(b){switch(b){case d.LinePatternLengthUnit.Object:return 0;
+case d.LinePatternLengthUnit.World:return 1;case d.LinePatternLengthUnit.ProportionOfScreenWidth:return 2;case d.LinePatternLengthUnit.ProportionOfScreenHeight:return 3}};b.prototype.setLinePattern=function(b,c,a,g){this._sc.MeshInstance.setLinePattern(b,c,a,this._toLinePatternLengthUnit(g))};b.prototype.unsetLinePattern=function(b){this._sc.MeshInstance.unsetLinePattern(b)};b.prototype.exportToSvg=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._sc.exportToSvg(b)];case 1:return c=g.sent(),a=c.map(function(b){return String.fromCharCode(b)}),[2,a.join("")]}})})};b.prototype.waitForImageDecoding=function(){return this._sc.waitForImageDecoding()};b.prototype.registerBimInstances=function(b,c){return this._sc.registerBimInstances(b,c)};b.prototype.setAmbientLightColor=function(b){this._sc.setAmbientLightColor(this._toRgb(b))};b.prototype.clearLights=function(){this._sc.clearLights()};b.prototype._toLightType=function(b){switch(b){default:case d.LightType.Directional:return 0}};
+b.prototype._toLightSpace=function(b){switch(b){case d.LightSpace.World:return 0;default:case d.LightSpace.Camera:return 1}};b.prototype.addLight=function(b){return this._sc.addLight(this._toLightType(b.type),this._toLightSpace(b.space),this._toVector3(b.position),this._toRgb(b.color))};b.prototype.removeLight=function(b){this._sc.removeLight(b)};b.prototype.updateLight=function(b,c){this._sc.updateLight(b,this._toLightType(c.type),this._toLightSpace(c.space),this._toVector3(c.position),this._toRgb(c.color))};
+b.prototype.setBloomEnabled=function(b){this._sc.setBloomEnabled(b)};b.prototype.setBloomThreshold=function(b){this._sc.setBloomThreshold(b)};b.prototype.setBloomThresholdRampWidth=function(b){this._sc.setBloomThresholdRampWidth(b)};b.prototype.setBloomIntensityScale=function(b){this._sc.setBloomIntensityScale(b)};b.prototype._toBlurIntervalUnit=function(b){switch(b){default:case d.BlurIntervalUnit.Pixels:return 0;case d.BlurIntervalUnit.ProportionOfWidth:return 1;case d.BlurIntervalUnit.ProportionOfHeight:return 2}};
+b.prototype.setBloomLayers=function(b){for(var c=0;c<b.length;c++){var a=b[c];if(void 0!==a.blurInterval&&2!==a.blurInterval.length)throw new d.CommunicatorError("'blurInterval' must be an array containing a number followed by a BlurIntervalUnit");}this._sc.suspendDrawing();this._sc.setBloomLayerCount(b.length);for(c=0;c<b.length;++c)a=b[c],void 0!==a.intensity&&this._sc.setBloomIntensity(c,a.intensity),void 0!==a.blurSamples&&this._sc.setBloomBlurSamples(c,a.blurSamples),void 0!==a.blurInterval&&
+this._sc.setBloomBlurInterval(c,a.blurInterval[0],this._toBlurIntervalUnit(a.blurInterval[1]));this._sc.resumeDrawing()};b.prototype.startComparison=function(b,c,a){var g=a&&a.sameColor?this._toRgb(a.sameColor):[0,0,0],d=a&&a.only1Color?this._toRgb(a.only1Color):[1,0,0];a=a&&a.only2Color?this._toRgb(a.only2Color):[0,1,0];this._sc.setComparisonColors(g,d,a);this._sc.startComparison(b,c)};b.prototype.endComparison=function(){this._sc.endComparison()};b.prototype.setSimpleShadowColor=function(b){this._sc.setSimpleShadowColor(this._toRgb(b))};
+b.prototype.setSimpleShadowEnabled=function(b){this._sc.setSimpleShadowEnabled(b)};b.prototype.setSimpleShadowOpacity=function(b){this._sc.setSimpleShadowOpacity(b)};b.prototype.setGroundPlane=function(b,c){void 0!==c?this._sc.setGroundPlaneWithPosition(this._toVector3(b),this._toVector3(c)):this._sc.setGroundPlane(this._toVector3(b))};b.prototype.setSimpleShadowResolution=function(b){this._sc.setSimpleShadowResolution(b)};b.prototype.setSimpleShadowBlurSamples=function(b){this._sc.setSimpleShadowBlurSamples(b)};
+b.prototype.setSimpleShadowBlurInterval=function(b){this._sc.setSimpleShadowBlurInterval(b)};b.prototype.setSimpleShadowInteractiveUpdateEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleShadowInteractiveUpdateEnabled(b)};b.prototype.setSilhouetteColor=function(b){this._sc.setSilhouetteColor(this._toRgb(b))};b.prototype.setSilhouetteEnabled=function(b){void 0===b&&(b=!0);this._sc.setSilhouetteEnabled(b)};b.prototype.setSilhouetteOpacity=function(b){this._sc.setSilhouetteOpacity(b)};b.prototype.setSilhouetteThreshold=
+function(b){this._sc.setSilhouetteThreshold(b)};b.prototype.setSilhouetteThresholdRampWidth=function(b){this._sc.setSilhouetteThresholdRampWidth(b)};b.prototype.setHardEdgeColor=function(b){this._sc.setHardEdgeColor(this._toRgb(b))};b.prototype.setHardEdgesEnabled=function(b){void 0===b&&(b=!0);this._sc.setHardEdgesEnabled(b)};b.prototype.setHardEdgeOpacity=function(b){this._sc.setHardEdgeOpacity(b)};b.prototype.setHardEdgeThreshold=function(b){this._sc.setHardEdgeThreshold(b)};b.prototype.setHardEdgeThresholdRampWidth=
+function(b){this._sc.setHardEdgeThresholdRampWidth(b)};b.prototype.setSimpleReflectionEnabled=function(b){void 0===b&&(b=!0);this._sc.setSimpleReflectionEnabled(b)};b.prototype.setSimpleReflectionBlurInterval=function(b,c){this._sc.setSimpleReflectionBlurInterval(b,this._toBlurIntervalUnit(c))};b.prototype.setSimpleReflectionBlurSamples=function(b){this._sc.setSimpleReflectionBlurSamples(b)};b.prototype.setSimpleReflectionFadeAngle=function(b){this._sc.setSimpleReflectionFadeAngle(b)};b.prototype.setSimpleReflectionOpacity=
+function(b){this._sc.setSimpleReflectionOpacity(b)};b.prototype.setSimpleReflectionAttenuation=function(b,c,a){void 0===a&&(a=d.SimpleReflectionAttenuationUnit.World);this._sc.setSimpleReflectionAttenuation(b,c,a)};b.prototype.throttleLoad=function(b,c){this._sc.throttleLoad(b,c)};b.prototype._toVector3Array=function(b){for(var c=[],a=0;a<b.length;a++){var g=b[a];c.push([g.x,g.y,g.z])}return c};b.prototype.testPointVisibility=function(b){return this._sc.testPointVisibility(this._toVector3Array(b))};
+b.prototype.setPointVisibilityTest=function(b){this._sc.setPointVisibilityTest(this._toVector3Array(b))};return b}();h.ScEngine=b})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function b(b,c,a,d,e,f,h){this._position=b.copy();this._normal=c.copy();this._elementIndex=a;this._elementBits=e;this._bounding=f.copy();this._overlayIndex=d;this._isProximityFace=h}b.prototype.isProximityFace=function(){return this._isProximityFace};b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{position:this._position.toJson(),normal:this._normal.toJson(),
+cadFaceIndex:this._elementIndex,cadFaceBits:this._elementBits,bounding:this._bounding.toJson(),overlayIndex:this._overlayIndex,isProximityFace:this._isProximityFace}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Point3.fromJson(c.normal),e=d.Box.fromJson(c.bounding);return new b(a,g,c.cadFaceIndex,c.overlayIndex,c.cadFaceBits,e,!0===c.isProximityFace)};b.construct=function(c){return b.fromJson(c)};b.prototype.getPosition=function(){return this._position.copy()};
+b.prototype.getNormal=function(){return this._normal.copy()};b.prototype.getCadFaceIndex=function(){return this._elementIndex};b.prototype.getCadFaceBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.FaceEntity=f;var a=function(){function b(b,c,a,e,f,p,h){this._lineSegmentVertices=[];this._elementIndex=b;this._elementBits=h;this._position=c.copy();this._bounding=f.copy();
+this._overlayIndex=p;if(a)for(0<=e&&(b=3*e,this._bestLineSegmentVertexIndex=new d.Point3(a[b],a[b+1],a[b+2])),this._lineSegmentVertices.push(new d.Point3(a[0],a[1],a[2])),b=3;b<a.length;b+=6)this._lineSegmentVertices.push(new d.Point3(a[b],a[b+1],a[b+2]))}b.prototype.isCappingGeometry=function(){return-1===this._elementIndex};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){for(var b=[],c=0,a=this._lineSegmentVertices;c<a.length;c++)b.push(a[c].toJson());return{lineId:this._elementIndex,
+lineBits:this._elementBits,position:this._position.toJson(),linePoints:b,bounding:this._bounding.copy(),overlayIndex:this._overlayIndex}};b.prototype.forJson=function(){return this.toJson()};b.fromJson=function(c){var a=d.Point3.fromJson(c.position),g=d.Box.fromJson(c.bounding);a=new b(c.lineId,a,null,-1,g,c.overlayIndex,0);g=0;for(c=c.linePoints;g<c.length;g++){var e=d.Point3.fromJson(c[g]);a._lineSegmentVertices.push(e)}return a};b.construct=function(c){return b.fromJson(c)};b.prototype.getLineId=
+function(){return this._elementIndex};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPoints=function(){return this._lineSegmentVertices};b.prototype.getBestVertex=function(){return this._bestLineSegmentVertexIndex?this._bestLineSegmentVertexIndex.copy():null};b.prototype.getLineBits=function(){return this._elementBits};b.prototype.getBounding=function(){return this._bounding.copy()};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.LineEntity=
+a;var e=function(){function b(b,c,a,d){this._position=b.copy();this._elementIndex=c;this._overlayIndex=a;this._elementBits=d}b.fromJson=function(c){var a=d.Point3.fromJson(c.position);return new b(a,c.pointId,c.pointBits,c.overlayIndex)};b.construct=function(c){return b.fromJson(c)};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=function(){return{pointId:this._elementIndex,pointBits:this._elementBits,position:this._position.toJson(),overlayIndex:this._overlayIndex}};b.prototype.forJson=
+function(){return this.toJson()};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.getPointBits=function(){return this._elementBits};b.prototype.getPointId=function(){return this._elementIndex};b.prototype.overlayIndex=function(){return this._overlayIndex};return b}();h.PointEntity=e;var c=function(){return function(b){this._handle=b}}();h.IncrementalSelectionId=c;c=function(){function b(b,c,a,d,e){void 0===b&&(b=null);void 0===c&&(c=null);void 0===a&&(a=null);void 0===
+d&&(d=null);void 0===e&&(e=null);this._nodeId=b;this._inclusionKey=c;this._faceEntity=a;this._lineEntity=d;this._pointEntity=e}b.create=function(c,a,d,e,f){return new b(c,a,d,e,f)};b.prototype.getSelectionType=function(){return null===this._nodeId?d.SelectionType.None:null!==this._faceEntity?d.SelectionType.Face:null!==this._lineEntity?d.SelectionType.Line:null!==this._pointEntity?d.SelectionType.Point:d.SelectionType.Part};b.prototype.toJson=function(){return this._toJson()};b.prototype._toJson=
+function(){return{nodeId:this._nodeId,includeId:this._inclusionKey,faceEntity:this._faceEntity?this._faceEntity.toJson():null,lineEntity:this._lineEntity?this._lineEntity.toJson():null,pointEntity:this._pointEntity?this._pointEntity.toJson():null}};b.prototype.forJson=function(){return this.toJson()};b._fromJson=function(c){return new b(c.nodeId,c.includeId,c.faceEntity?f.fromJson(c.faceEntity):null,c.lineEntity?a.fromJson(c.lineEntity):null,c.pointEntity?e.fromJson(c.pointEntity):null)};b.prototype.getFaceEntity=
+function(){return this._faceEntity};b.prototype.getLineEntity=function(){return this._lineEntity};b.prototype.getPointEntity=function(){return this._pointEntity};b.prototype.getNodeId=function(){return this._nodeId};b.prototype.getInclusionKey=function(){return this._inclusionKey};b.prototype.getIncludeId=function(){return this.getInclusionKey()};b.prototype.getPosition=function(){return null!==this._faceEntity?this._faceEntity.getPosition():null!==this._lineEntity?this._lineEntity.getPosition():
+null!==this._pointEntity?this._pointEntity.getPosition():null};b.prototype.overlayIndex=function(){return this._faceEntity?this._faceEntity.overlayIndex():this._lineEntity?this._lineEntity.overlayIndex():this._pointEntity?this._pointEntity.overlayIndex():null};b.prototype._setNodeId=function(b){this._nodeId=b};b.prototype.equals=function(b){return this._nodeId!==b._nodeId||this.getSelectionType()!==b.getSelectionType()?!1:this._faceEntity&&b._faceEntity?this._faceEntity.getCadFaceIndex()===b._faceEntity.getCadFaceIndex():
+this._lineEntity&&b._lineEntity?this._lineEntity.getLineId()===b._lineEntity.getLineId():this._pointEntity&&b._pointEntity?this._pointEntity.getPointId()===b._pointEntity.getPointId():!0};b.prototype._hash=function(){var b=null!==this._nodeId?this._nodeId.toString(36):"";b+=";"+this.getSelectionType()+";";this._faceEntity&&(b+=this._faceEntity.getCadFaceIndex().toString(36));b+=";";this._lineEntity&&(b+=this._lineEntity.getLineId().toString(36));b+=";";this._pointEntity&&(b+=this._pointEntity.getPointId().toString(36));
+return b};b.prototype.isEntitySelection=function(){return null!==this._faceEntity||null!==this._lineEntity||null!==this._pointEntity};b.prototype.isNodeSelection=function(){return null!==this._nodeId};b.prototype.isNodeEntitySelection=function(){return null!==this._nodeId&&this.isEntitySelection()};b.prototype.isFaceSelection=function(){return null!==this._nodeId&&null!==this._faceEntity};b.prototype.isLineSelection=function(){return null!==this._nodeId&&null!==this._lineEntity};b.prototype.isPointSelection=
+function(){return null!==this._nodeId&&null!==this._pointEntity};return b}();h.SelectionItem=c;c=function(){function b(b,c,a){this.faceItem=b;this.lineItem=c;this.pointItem=a}b.prototype.fetchMostRelevant=function(b){return null!==this.pointItem&&0!==(b&d.SelectionMask.Point)?this.pointItem:null!==this.lineItem&&0!==(b&d.SelectionMask.Line)?this.lineItem:null!==this.faceItem&&0!==(b&d.SelectionMask.Face)?this.faceItem:null};return b}();h.CompositeSelectionItem=c})(d.Selection||(d.Selection={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.sleep=function(d){return new Promise(function(a){setTimeout(a,d)})}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.hasBits=function(d,a){return(d&a)===a};h.setBit=function(d,a,e){return e?d|a:d&~a};h.classFromString=function(d){d=d.split(".");for(var a=window||this,e=0;e<d.length;e++){if(void 0===a)return null;a=a[d[e]]}return"function"!==typeof a?null:a};h.projectOnto=function(f,a){f=d.Point3.dot(a,f);var e=a.squaredLength();return d.Point3.scale(a,f/e)};h.majorAxis=function(f){var a=Math.abs(f.x),e=Math.abs(f.y);f=Math.abs(f.z);a=+a.toFixed(6);e=+e.toFixed(6);f=+f.toFixed(6);return a>
+e&&a>f?new d.Point3(1,0,0):e>a&&e>f?new d.Point3(0,1,0):f>a&&f>e?new d.Point3(0,0,1):null};h.deepClone=function(d){return JSON.parse(JSON.stringify(d))};h.getWithDefault=function(d,a){return void 0===d?a:d};h.versionAtLeast=function(d,a){for(var e=d.length>a.length?d.length:a.length,c=0;c<e;++c){var b=d[c]||0,g=a[c]||0;if(b>g)break;else if(b<g)return!1}return!0}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){return function(a){this.futureItemHash=null;this.pastItemHash=a}}(),f=function(){function a(){this.part=this.point=this.line=this.face=this.none=0}a.prototype.update=function(c,b){switch(c.getSelectionType()){case d.SelectionType.None:0===b?--this.none:++this.none;break;case d.SelectionType.Face:0===b?--this.face:++this.face;break;case d.SelectionType.Line:0===b?--this.line:++this.line;break;case d.SelectionType.Point:0===b?--this.point:++this.point;break;case d.SelectionType.Part:0===
+b?--this.part:++this.part}};a.prototype.sum=function(){return this.none+this.face+this.line+this.point+this.part};return a}(),a=function(){function a(c,b,a,e,l){var g=this;this._selectedItemsPruned=new Map;this._selectedItemsFull=new Map;this._selectedNodeCounts=new Map;this._temporalLinks=new Map;this._newestItemHash=this._oldestItemHash=null;this._selectedLayers=new Set;this._selectedTypes=new Set;this._nodeSelectionColor=new d.Color(255,255,0);this._nodeSelectionOutlineColor=new d.Color(255,255,
+0);this._elementSelectionColor=d.Color.red();this._elementSelectionOutlineColor=d.Color.red();this._nodeElementHighlightMode=this._nodeHighlightMode=d.SelectionHighlightMode.HighlightAndOutline;this._pruneSelectionDescendants=this._selectParentIfSelected=this._highlightPointElementSelection=this._highlightLineElementSelection=this._highlightFaceElementSelection=this._highlightNodeSelection=!0;this._selectionFilter=null;this._incrementalBlacklistedInstanceNodes=new Set;this._engine=b;this._view=a;
+this._model=e;this._modelStructure=l;this._callbackManager=c;this._callbackManager.bind({_subtreeLoaded:function(b){for(var c=0;c<b.length;c++)g._onSubtreeLoaded(b[c]);return Promise.resolve()}})}a.deprecated=function(c,b,a){var g=a.value;a.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","SelectionManager",b);return g.apply(this,c)};return a};a.prototype._init=function(){this._updateHighlightingMode();this._engine.setHighlightColorizeCompression(.7)};
+a.prototype.setSelectionFilter=function(c){this._selectionFilter=c};a.prototype.getSelectionFilter=function(){return this._selectionFilter};a.prototype.setPruneSelectionDescendants=function(c){this._pruneSelectionDescendants=c;this.clear()};a.prototype.getPruneSelectionDescendants=function(){return this._pruneSelectionDescendants};a.prototype.setSelectParentIfSelected=function(c){this._selectParentIfSelected=c};a.prototype.getSelectParentIfSelected=function(){return this._selectParentIfSelected};
+a.prototype.selectFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromPoint(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromPoint=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickAllFromPoint(c,
+b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype.selectFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this._view.pickFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItem(g,a),[2]}})})};a.prototype.selectAllFromRay=function(c,b,a){void 0===a&&(a=d.SelectionMode.Set);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._view.pickAllFromRay(c,b)];case 1:return g=d.sent(),this._onSelectionItems(g,a),[2]}})})};a.prototype._onSelectionItem=function(c,b){c.isNodeEntitySelection()?this._processSelection(c,b):this._triggerNullSelection()};a.prototype._onSelectionItems=function(c,b){b===d.SelectionMode.Set&&this.clear(!1);if(0===c.length)this._triggerNullSelection();else switch(b){case d.SelectionMode.Add:case d.SelectionMode.Set:this.add(c);break;case d.SelectionMode.Toggle:for(b=
+0;b<c.length;b++)this.toggle(c[b]);break;default:d.Util.TypeAssertNever(b)}};a.prototype.beginScreenSelectByArea=function(c,b,a){return this._view.beginScreenSelectByArea(c,b,a)};a.prototype.beginRayDrillSelection=function(c,b,a){return this._view.beginRayDrillSelection(c,b,a)};a.prototype.beginConvexPolyhedronSelection=function(c,b,a){return this._view.beginConvexPolyhedronSelection(c,b,a)};a.prototype.beginSphereSelection=function(c,b,a){return this._view.beginSphereSelection(c,b,a)};a.prototype.endIncrementalSelection=
+function(c){this._callbackManager.trigger("incrementalSelectionEnd");this._view.endIncrementalSelection(c);return Promise.resolve()};a.prototype.endVolumeSelection=function(c){return this.endIncrementalSelection(c)};a.prototype.advanceIncrementalSelection=function(c,b){void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._view.advanceIncrementalSelection(c)];case 1:return a=g.sent(),null===a?[2,!1]:null===
+b?[3,3]:[4,Promise.all(a.map(b))];case 2:d=g.sent(),a=a.filter(function(b,c){return d[c]}),g.label=3;case 3:return this.add(a),[2,!0]}})})};a.prototype.advanceVolumeSelection=function(c,b){void 0===b&&(b=null);return this.advanceIncrementalSelection(c,b)};a.prototype.isSelected=function(c){return this.contains(c)?!0:c.isNodeSelection()?null!==this._findAncestor(c):!1};a.prototype.contains=function(c){return this._selectedItemsPruned.has(c._hash())};a.prototype.containsParent=function(c){return this._findAncestor(c)};
+a.prototype._findAncestor=function(c){if(0<this._selectedItemsPruned.size)for(;;){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);var b=c._hash();if(this._selectedItemsPruned.has(b))return c}return null};a.prototype.selectLayer=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getLayerIdsFromName(c);if(null!==e)for(var l=0;l<e.length;l++){var f=this._model.getNodesFromLayer(e[l],!0);if(null!==f)for(var m=0;m<f.length;m++)a.push(d.Selection.SelectionItem.create(f[m]))}e=
+this._selectedLayers.has(c);b===d.SelectionMode.Toggle&&e?this.remove(a):(this.add(a),this._selectedLayers.add(c))};a.prototype.getSelectedLayers=function(){var c=[];this._selectedLayers.forEach(function(b){c.push(b)});return c};a.prototype.selectType=function(c,b){b===d.SelectionMode.Set&&this.clear();var a=[],e=this._model.getNodesByGenericType(c);null!==e&&e.forEach(function(b){a.push(d.Selection.SelectionItem.create(b))});e=this._selectedTypes.has(c);if(b===d.SelectionMode.Toggle&&e)for(c=0;c<
+a.length;c++)this.remove(a[c]);else this.add(a),this._selectedTypes.add(c)};a.prototype.getSelectedTypes=function(){var c=[];this._selectedTypes.forEach(function(b){c.push(b)});return c};a.prototype.selectNode=function(c,b){void 0===b&&(b=d.SelectionMode.Set);if(null!==c&&this._modelStructure.isIdValid(c))return c=d.Selection.SelectionItem.create(c),this._processSelection(c,b),c.getSelectionType();this._processSelection(null,b);return d.SelectionType.None};a.prototype._triggerNullSelection=function(){this._callbackManager.trigger("selectionArray",
+[],!1)};a.prototype._isInAxisOverlay=function(c){var b=c.getFaceEntity();return b||(b=c.getLineEntity())?1===b.overlayIndex():(c=c.getPointEntity())?1===c.overlayIndex():!1};a.prototype._getNodeCounts=function(c){c=c.getNodeId();var b=this._selectedNodeCounts.get(c);b||(b=new f,this._selectedNodeCounts.set(c,b));return b};a.prototype._addToFull=function(c,b){for(;this._selectedItemsFull.set(b,c);){c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c);b=
+c._hash()}};a.prototype._addItems=function(c){var b=c.length;if(0!==b){this._callbackManager.trigger("incrementalSelectionBatchBegin");for(var a=[],e=0;e<b;++e){var l=this._filterItem(c[e]);null!==l&&this._addImpl(l,l._hash())&&(l=new d.Event.NodeSelectionEvent(l),a.push(l))}0===a.length?this._triggerNullSelection():this._callbackManager.trigger("selectionArray",a,!1);this._callbackManager.trigger("incrementalSelectionBatchEnd")}};a.prototype._addItem=function(c){c=this._filterItem(c);null!==c&&this._addImpl(c,
+c._hash())?(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1)):this._triggerNullSelection()};a.prototype.add=function(c){null===c?this._triggerNullSelection():Array.isArray(c)?this._addItems(c):this._addItem(c)};a.prototype._filterItem=function(c){if(null===this._selectionFilter)return c;var b=c.getNodeId(),a=this._selectionFilter(b,this._model);return a===b?c:null===a?null:d.Selection.SelectionItem.create(a)};a.prototype._addImpl=function(c,b){if(c.getSelectionType()===
+d.SelectionType.None)return!1;if(this._isInAxisOverlay(c))return!0;if(this._selectedItemsPruned.has(b))return!1;if(this._pruneSelectionDescendants){if(null!==this._findAncestor(c))return!1;this._removeDescendants(c)}this._selectedItemsPruned.set(b,c);this._addToFull(c,b);this._getNodeCounts(c).update(c,1);var a=this._newestItemHash;this._newestItemHash=b;this._oldestItemHash||(this._oldestItemHash=b);if(null!==a){var e=this._temporalLinks.get(a);e&&(e.futureItemHash=b)}a=new h(a);this._temporalLinks.set(b,
+a);this._updateItemHighlight(c,!0,!0);if(this._modelStructure.getType(c.getNodeId())===d.NodeType.Pmi&&(c=this._modelStructure.getPmiTopologyReferences(c.getNodeId()),null!==c))for(b=0;b<c.length;b++){e=c[b];a=e.body.getRuntimeId();for(var l=0,f=e.faceIds;l<f.length;l++)this._model.setNodeFaceHighlighted(a,f[l],!0);l=0;for(e=e.edgeIds;l<e.length;l++)this._model.setNodeLineHighlighted(a,e[l],!0)}return!0};a.prototype._removeUpdateLayers=function(c){0<this._selectedLayers.size&&(c=c.getNodeId(),null!==
+c&&(c=this._model.getNodeLayerId(c),null!==c&&(c=this._model.getLayerName(c),null!==c&&this._selectedLayers.delete(c))))};a.prototype._removeUpdateTypes=function(c){0<this._selectedTypes.size&&(c=c.getNodeId(),null!==c&&(c=this._model.getNodeGenericType(c),null!==c&&this._selectedTypes.delete(c)))};a.prototype._removeFromFull=function(c,b){this._removeUpdateLayers(c);this._removeUpdateTypes(c);if(this._selectedItemsFull.delete(b))for(b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=
+d.Selection.SelectionItem.create(c[b]);this._removeFromFull(a,a._hash())}};a.prototype._removeItems=function(c){var b=this,a=[];c.forEach(function(c){b._removeImpl(c,c._hash())&&a.push(new d.Event.NodeSelectionEvent(c))});this._callbackManager.trigger("selectionArray",a,!0)};a.prototype._removeItem=function(c){this._removeImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!0))};a.prototype.remove=function(c){Array.isArray(c)?this._removeItems(c):
+this._removeItem(c)};a.prototype._removeImpl=function(c,b){if(!this._selectedItemsPruned.delete(b))return!1;this._removeFromFull(c,b);var a=this._getNodeCounts(c);a.update(c,0);var d=this._temporalLinks.get(b);if(void 0!==d){this._temporalLinks.delete(b);if(null!==d.pastItemHash){var e=this._temporalLinks.get(d.pastItemHash);e&&(e.futureItemHash=d.futureItemHash)}null!==d.futureItemHash&&(e=this._temporalLinks.get(d.futureItemHash))&&(e.pastItemHash=d.pastItemHash);this._oldestItemHash===b&&(this._oldestItemHash=
+d.futureItemHash);this._newestItemHash===b&&(this._newestItemHash=d.pastItemHash)}b=!0;0===a.sum()&&(b=!1,a=c.getNodeId(),this._selectedNodeCounts.delete(a));this._updateItemHighlight(c,b,!1);return!0};a.prototype.toggle=function(c){var b=this._findAncestor(c);null!==b?null===c.getFaceEntity()&&null===c.getLineEntity()&&null===c.getPointEntity()&&this._removeImplicit(c,b):(b=c._hash(),this._selectedItemsPruned.has(b)?this._removeImpl(c,b)&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",
+[c],!0)):(c=this._filterItem(c),null!==c&&this._addImpl(c,c._hash())&&(c=new d.Event.NodeSelectionEvent(c),this._callbackManager.trigger("selectionArray",[c],!1))))};a.prototype.set=function(c){this.clear(!1);this.add(c)};a.prototype.getResults=function(){var c=[];this.each(function(b){c.push(b)});return c};a.prototype.getResult=function(c){var b=this.size();if(0>c||c>=b)return null;b=b-c-1;return c<=b?this._getItemFromOldest(c):this._getItemFromNewest(b)};a.prototype._getItemFromOldest=function(c){for(var b=
+this._oldestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).futureItemHash}return null};a.prototype._getItemFromNewest=function(c){for(var b=this._newestItemHash;b;){if(0===c--)return this._selectedItemsPruned.get(b)||null;b=this._temporalLinks.get(b).pastItemHash}return null};a.prototype.getFirst=function(){return null!==this._oldestItemHash?this._selectedItemsPruned.get(this._oldestItemHash)||null:null};a.prototype.getLast=function(){return null!==
+this._newestItemHash?this._selectedItemsPruned.get(this._newestItemHash)||null:null};a.prototype.size=function(){return this._selectedItemsPruned.size};a.prototype.each=function(c){for(var b=this._oldestItemHash;b;){var a=this._selectedItemsPruned.get(b);c(a);b=this._temporalLinks.get(b).futureItemHash}};a.prototype.clear=function(c){void 0===c&&(c=!0);this._selectedLayers.clear();this._selectedTypes.clear();this._clearHighlight();this._selectedItemsPruned.clear();this._selectedItemsFull.clear();
+this._selectedNodeCounts.clear();this._temporalLinks.clear();this._newestItemHash=this._oldestItemHash=null;c&&this._triggerNullSelection()};a.prototype.setNodeSelectionColor=function(c){this._setNodeSelectionColor(c);return Promise.resolve()};a.prototype._setNodeSelectionColor=function(c){this._nodeSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionColor=function(){return this._nodeSelectionColor.copy()};a.prototype.setNodeSelectionOutlineColor=function(c){this._setNodeSelectionOutlineColor(c);
+return Promise.resolve()};a.prototype._setNodeSelectionOutlineColor=function(c){this._nodeSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeSelectionOutlineColor=function(){return this._nodeSelectionOutlineColor.copy()};a.prototype.setNodeElementSelectionColor=function(c){this._setNodeElementSelectionColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionColor=function(c){this._elementSelectionColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionColor=
+function(){return this._elementSelectionColor.copy()};a.prototype.setNodeElementSelectionOutlineColor=function(c){this._setNodeElementSelectionOutlineColor(c);return Promise.resolve()};a.prototype._setNodeElementSelectionOutlineColor=function(c){this._elementSelectionOutlineColor.assign(c);this._updateHighlightingMode()};a.prototype.getNodeElementSelectionOutlineColor=function(){return this._elementSelectionOutlineColor.copy()};a.prototype.getHighlightFaceElementSelection=function(){return this._highlightFaceElementSelection};
+a.prototype.setHighlightFaceElementSelection=function(c){this._highlightFaceElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setNodeSelectionHighlightMode=function(c){this._setNodeSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeSelectionHighlightMode=function(c){this._nodeHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeSelectionHighlightMode=function(){return this._nodeHighlightMode};a.prototype.setNodeElementSelectionHighlightMode=
+function(c){this._setNodeElementSelectionHighlightMode(c);return Promise.resolve()};a.prototype._setNodeElementSelectionHighlightMode=function(c){this._nodeElementHighlightMode=c;this._updateHighlightingMode()};a.prototype.getNodeElementSelectionHighlightMode=function(){return this._nodeElementHighlightMode};a.prototype.setHighlightNodeSelection=function(c){this._highlightNodeSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.getHighlightNodeSelection=function(){return this._highlightNodeSelection};
+a.prototype.getHighlightLineElementSelection=function(){return this._highlightLineElementSelection};a.prototype.getHighlightPointElementSelection=function(){return this._highlightPointElementSelection};a.prototype.setHighlightLineElementSelection=function(c){this._highlightLineElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setHighlightPointElementSelection=function(c){this._highlightPointElementSelection=c;this._updateHighlight();return Promise.resolve()};a.prototype.setPickTolerance=
+function(c){this._engine.setPickTolerance(c)};a.prototype.getPickTolerance=function(){return this._engine.getPickTolerance()};a.prototype.exportSelectionData=function(){for(var c=[],b=0,a=this.getResults();b<a.length;b++)c.push(a[b].toJson());return c};a.prototype.loadSelectionData=function(c){this.clear(!1);if("string"===typeof c&&(c=JSON.parse(c),!Array.isArray(c)))throw new d.ParseError("Expected JSON depicting an Array.");for(var b=[],a=0;a<c.length;a++){var e=d.Selection.SelectionItem._fromJson(c[a]);
+e.isNodeSelection()&&b.push(e)}this.add(b)};a.prototype._pathToParent=function(c,b){for(var a=[];!c.equals(b);){a.push(c);c=this._model.getNodeParent(c.getNodeId());if(null===c)break;c=d.Selection.SelectionItem.create(c)}return a};a.prototype._removeImplicit=function(c,b){for(var a=this._pathToParent(c,b),e=b;0<a.length;){this.remove(e);b=[];var l=0;for(e=this._model.getNodeChildren(e.getNodeId());l<e.length;l++){var f=d.Selection.SelectionItem.create(e[l]);b.push(f)}this.add(b);e=a.pop()}console.assert(c===
+e);this.remove(c)};a.prototype._removeDescendants=function(c){var b=0;for(c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._removeDescendantsRecursive=function(c){var b=c._hash();if(this._selectedItemsFull.delete(b))for(this._removeImpl(c,b),b=0,c=this._model.getNodeChildren(c.getNodeId());b<c.length;b++){var a=d.Selection.SelectionItem.create(c[b]);this._removeDescendantsRecursive(a)}};a.prototype._processSelection=
+function(c,b){switch(b){case d.SelectionMode.Add:this.add(c);break;case d.SelectionMode.Set:this.set(c);break;case d.SelectionMode.Toggle:null!==c&&this.toggle(c)}};a.prototype._clearHighlight=function(){0<this._selectedItemsPruned.size&&this._engine.clearHighlight()};a.prototype._updateHighlight=function(){var c=this;this._clearHighlight();this._selectedItemsPruned.forEach(function(b){b&&c._updateItemHighlight(b,!0,!0)});this._highlightNodeSelection&&this._model.setNodesHighlighted([],!0)};a.prototype._updateItemHighlight=
+function(c,b,a){var g=c.getNodeId();this._highlightNodeSelection&&this._model.setNodesHighlighted([g],b);this._model.getNodeType(g)!==d.NodeType.Pmi&&(b=c.getFaceEntity(),this._highlightFaceElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeFaceHighlighted(g,b.getCadFaceIndex(),a),b=c.getLineEntity(),this._highlightLineElementSelection&&null!==b&&!b.isCappingGeometry()&&this._model.setNodeLineHighlighted(g,b.getLineId(),a),c=c.getPointEntity(),this._highlightPointElementSelection&&
+null!==c&&this._model.setNodePointHighlighted(g,c.getPointId(),a))};a.prototype._updateHighlightingMode=function(){switch(this._nodeHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setNodeHighlightColor(this._nodeSelectionColor,null);break;case d.SelectionHighlightMode.OutlineOnly:this._engine.setNodeHighlightColor(null,this._nodeSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setNodeHighlightColor(this._nodeSelectionColor,this._nodeSelectionOutlineColor)}switch(this._nodeElementHighlightMode){case d.SelectionHighlightMode.HighlightOnly:this._engine.setElementHighlightColor(this._elementSelectionColor,
+null);break;case d.SelectionHighlightMode.OutlineOnly:this._nodeHighlightMode===d.SelectionHighlightMode.OutlineOnly?this._engine.setElementHighlightColor(null,this._elementSelectionOutlineColor):this._engine.setElementHighlightColor(this._nodeSelectionColor,this._elementSelectionOutlineColor);break;case d.SelectionHighlightMode.HighlightAndOutline:this._engine.setElementHighlightColor(this._elementSelectionColor,this._elementSelectionOutlineColor)}};a.prototype._onSubtreeLoaded=function(c){c=d.Selection.SelectionItem.create(c);
+if(this.isSelected(c))return this._updateItemHighlight(c,!0,!0)};a.ifcSelectionFilter=function(c,b){if(b.getNodeType(c)===d.NodeType.BodyInstance)for(var a=c;null!==a;){if(null!==b.getNodeGenericId(a))return a;a=b.getNodeParent(a)}return c};__decorate([a.deprecated],a.prototype,"endVolumeSelection",null);__decorate([a.deprecated],a.prototype,"advanceVolumeSelection",null);return a}();d.SelectionManager=a})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Background=0]="Background";a[a.Shadow=1]="Shadow";a[a.Selection=2]="Selection"})(h||(h={}));var f=function(){function a(a,c,b,g){var e=this;this._backgroundSheetMeshId=this._activeSheetId=null;this._sheetIds=[null,null,null];this._backgroundSelectionEnabled=this._backgroundSheetEnabled=!1;this._backgroundColor=new d.Color(180,180,180);this._sheetColor=d.Color.white();this._sheetShadowColor=new d.Color(75,75,75);this._viewer=a;this._engine=c;this._callbackManager=
+b;var l=function(){return __awaiter(e,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:if(!this._viewer.model.isDrawing())return[2];b=this._viewer.sheetManager.getActiveSheetId();return null!=b?[3,4]:[4,this.deactivateSheets(!1)];case 1:return a.sent(),c=this.getSheetIds(),0===this.get3DNodes().length&&0<c.length?[4,this.setActiveSheetId(c[0],!0,!0)]:[3,3];case 2:a.sent(),a.label=3;case 3:return[3,6];case 4:return[4,this._activateSheetId(b,!0,!0)];case 5:a.sent(),
+a.label=6;case 6:return[2]}})})};this._viewer.setCallbacks({_modelStructureHeaderParsed:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){return this._viewer.model.isDrawing()&&!g?[2,this.setBackgroundSheetEnabled(!0)]:[2]})})},_firstModelLoaded:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,l()];case 1:return b.sent(),[2]}})})},_resetAssemblyTreeBegin:function(){return __awaiter(e,
+void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this.setBackgroundSheetEnabled(!1)];case 1:return a.sent(),[4,this.setBackgroundSelectionEnabled(!1)];case 2:return a.sent(),this._backgroundSheetMeshId=this._activeSheetId=null,b=this._viewer.view,c=b.getBackgroundColor(),b.setBackgroundColor(c.top,c.bottom),[2]}})})},_resetDrawing:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+l()];case 1:return b.sent(),[2]}})})}})}a.prototype.getSheetIds=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=b[g];a.getNodeType(k)===d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.get3DNodes=function(){var a=this._viewer.model,c=a.getAbsoluteRootNode();c=a.getNodeChildren(c);var b=a.getNodeChildren(c[0]);c=[];var g=0;for(b=a.getNodeChildren(b[0]);g<b.length;g++){var k=
+b[g];a.getNodeType(k)!==d.NodeType.DrawingSheet&&c.push(k)}return c};a.prototype.deactivateSheets=function(a){void 0===a&&(a=!0);return __awaiter(this,void 0,void 0,function(){var c,b,g,d;return __generator(this,function(e){switch(e.label){case 0:return this._activeSheetId=null,this._viewer.pauseRendering(),c=this.get3DNodes(),b=0<c.length,[4,this._viewer.view.isolateNodes(c,0,b)];case 1:return e.sent(),[4,this._refreshBackgroundSheets()];case 2:return e.sent(),g=this._viewer.view,d=g.getBackgroundColor(),
+g.setBackgroundColor(d.top,d.bottom),this._viewer.resumeRendering(),a&&this._callbackManager.trigger("sheetDeactivated"),[2]}})})};a.prototype.setActiveSheetId=function(a,c,b){void 0===c&&(c=!0);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:if(this._activeSheetId===a)return[2];this._activeSheetId=a;return[4,this._activateSheetId(a,c,b)];case 1:return g.sent(),[2]}})})};a.prototype._activateSheetId=function(a,c,b){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,this._markupManager._setActiveMarkupView(null)];case 1:g.sent();if(!c)return[3,4];this._viewer.pauseRendering();return[4,this._viewer.view.isolateNodes([a],0,b)];case 2:return g.sent(),[4,this._refreshBackgroundSheets()];case 3:g.sent(),this._viewer.resumeRendering(),g.label=4;case 4:return this._callbackManager.trigger("sheetActivated",this._activeSheetId),[2]}})})};a.prototype.getActiveSheetId=function(){return this._activeSheetId};
+a.prototype.isDrawingSheetActive=function(){return this._viewer.model.isDrawing()&&null!==this._activeSheetId};a.prototype.setMarkupManager=function(a){this._markupManager=a};a.prototype._createBackgroundSheetMesh=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b;return __generator(this,function(g){a=[0,0,0,1,0,0,0,1,0,0,1,0,1,0,0,1,1,0];c=[0,0,1,0,0,1,0,0,1,0,0,1,0,0,1,0,0,1];b=new d.MeshData;b.addFaces(a,c);b.setBackfacesEnabled(!0);return[2,this._viewer.model.createMesh(b)]})})};
+a.prototype._createBackgroundSheetMatrix=function(a,c){var b=a.min,g=a.max,e=this._viewer.view.getCamera();a=e.getPosition();var l=e.getTarget(),f=d.Point3.subtract(l,a);a=g.x-b.x;l=g.y-b.y;var m=Math.max(.1*a,.1*(g.z-b.z)),p=b.x+.5*a,h=b.y+.5*l,r=Math.max(.05*a,.05*l);a+=r;l+=r;p-=.5*a;h-=.5*l;b=0<f.z?g.z+m:b.z-m;c&&(c=e.getUp(),e=.3*r,p+=e,0<c.y&&(e=-e),h+=e,b+=0<f.z?m:-m);c=new d.Matrix;c.setTranslationComponent(p,h,b);c.setScaleComponent(a,l,1);return c};a.prototype._createBackgroundSheetInstance=
+function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p;return __generator(this,function(n){switch(n.label){case 0:return e=d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.DoNotLight|d.MeshInstanceCreationFlags.DoNotOutlineHighlight|d.MeshInstanceCreationFlags.AlwaysDraw|d.MeshInstanceCreationFlags.ExcludeBounding,l||(e|=d.MeshInstanceCreationFlags.DoNotSelect),f=new d.MeshInstanceData(a,
+b,c,g,null,null,e),[4,this._viewer.model.createMeshInstance(f,null,!1,!0)];case 1:return p=n.sent(),this._viewer.model.setNodesOpacity([p],k),[2,p]}})})};a.prototype._deleteBackgroundSheetInstances=function(a){void 0===a&&(a=[h.Background,h.Selection,h.Shadow]);return __awaiter(this,void 0,void 0,function(){var c,b,g,d,e;return __generator(this,function(k){c=[];b=0;for(g=a;b<g.length;b++)d=g[b],e=this._sheetIds[d],null!==e&&(this._sheetIds[d]=null,c.push(e));return 0<c.length?[2,this._viewer.model.deleteMeshInstances(c)]:
+[2]})})};a.prototype._createOrUpdateSheet=function(a,c,b,g,k,l){return __awaiter(this,void 0,void 0,function(){var e,f,p,h;return __generator(this,function(n){switch(n.label){case 0:e=this._viewer.model;if(null!==this._sheetIds[a])return[3,2];f=this._sheetIds;p=a;return[4,this._createBackgroundSheetInstance(this._backgroundSheetMeshId,c,b,g,k,l)];case 1:return f[p]=n.sent(),[2,Promise.resolve()];case 2:return h=this._sheetIds[a],e.setNodesFaceColor([h],g),e.setNodesOpacity([h],k),null!==l&&e.setInstanceModifier(d.InstanceModifier.DoNotSelect,
+[h],!l),[2,e.setNodeMatrix(h,b,!0)]}})})};a.prototype._refreshBackgroundSheets=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g,k,l;return __generator(this,function(e){switch(e.label){case 0:a=this._viewer.model;if(!this.isDrawingSheetActive())return this._backgroundSelectionEnabled=!1,[2,this._deleteBackgroundSheetInstances()];if(null!==this._backgroundSheetMeshId)return[3,2];c=this;return[4,this._createBackgroundSheetMesh()];case 1:c._backgroundSheetMeshId=e.sent(),e.label=
+2;case 2:return[4,a.getModelBounding(!0,!1)];case 3:return b=e.sent(),g=this._createBackgroundSheetMatrix(b,!1),k=[],this._backgroundSelectionEnabled?[4,this._createOrUpdateSheet(h.Selection,"2d_drawing_background_selection_sheet",g,d.Color.black(),0,!0)]:[3,5];case 4:return e.sent(),[3,6];case 5:k.push(h.Selection),e.label=6;case 6:this._engine.setBackgroundGradient(this._backgroundColor,this._backgroundColor);if(!this._backgroundSheetEnabled)return[3,9];l=this._createBackgroundSheetMatrix(b,!0);
+return[4,this._createOrUpdateSheet(h.Background,"2d_drawing_background_sheet",g,this._sheetColor,1,!1)];case 7:return e.sent(),[4,this._createOrUpdateSheet(h.Shadow,"2d_drawing_background_shadow_sheet",l,this._sheetShadowColor,1,!1)];case 8:return e.sent(),[3,10];case 9:k.push(h.Background,h.Shadow),e.label=10;case 10:return 0<k.length?[2,this._deleteBackgroundSheetInstances(k)]:[2]}})})};a.prototype.setSheetColors=function(a,c,b){this._backgroundColor=a.copy();this._sheetColor=c.copy();this._sheetShadowColor=
+b.copy();return this._refreshBackgroundSheets()};a.prototype.getSheetBackgroundColor=function(){return this._backgroundColor};a.prototype.getSheetColor=function(){return this._sheetColor};a.prototype.getSheetShadowColor=function(){return this._sheetShadowColor};a.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(a===this._backgroundSheetEnabled)return[2];this._backgroundSheetEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSheetEnabled=function(){return this._backgroundSheetEnabled};a.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:this.isDrawingSheetActive()||(a=!1);if(a===this._backgroundSelectionEnabled)return[2];this._backgroundSelectionEnabled=a;this._viewer.pauseRendering();
+return[4,this._refreshBackgroundSheets()];case 1:return c.sent(),this._viewer.resumeRendering(),[2]}})})};a.prototype.getBackgroundSelectionEnabled=function(){return this._backgroundSelectionEnabled};a.prototype.startComparison=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return g=this._viewer.view,g.startComparison([a],[c],b),[4,this.setActiveSheetId(a,!1,!1)];case 1:return d.sent(),[4,g.isolateNodes([a,c],0,!0)];
+case 2:return d.sent(),[4,this._refreshBackgroundSheets()];case 3:return d.sent(),[2]}})})};a.prototype.endComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeSheetId?[2]:[4,this.setActiveSheetId(this._activeSheetId,!0,!1)];case 1:return a.sent(),this._viewer.view.endComparison(),[2]}})})};return a}();d.SheetManager=f})(Communicator||(Communicator={}));
+(function(d){var h;(function(a){a[a.Model=1]="Model";a[a.Svg=2]="Svg";a[a.Html=4]="Html";a[a.All=7]="All"})(h=d.SnapshotLayer||(d.SnapshotLayer={}));var f=function(){return function(a,d,c){void 0===a&&(a=0);void 0===d&&(d=0);void 0===c&&(c=h.All);this.width=a;this.height=d;this.layers=c}}();d.SnapshotConfig=f})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b){var c=document.createElement("canvas");c.width=b.width;c.height=b.height;c.getContext("2d").drawImage(b,0,0);return c}function a(b){if(b instanceof HTMLCanvasElement&&0<b.clientWidth&&0<b.clientHeight)return b;for(var c=0;c<b.childNodes.length;c++){var d=b.childNodes.item(c);if(d=a(d))return d}return null}function e(b,c){var a=b.getContext("2d");if(null===a)throw new d.CommunicatorError("failed to create 2D canvas context");for(var g=0;g<c.length;g++)a.drawImage(c[g],
+0,0);var e=h.OpenPromise.create(),f=new Image;f.src=b.toDataURL();f.onload=function(){e.resolve(f)};return e}var c=function(){function b(b,c){this._domElements=b;this._config=c}b.prototype._extractMarkupSvgAsCanvas=function(){var b=this._domElements.getMarkupSvgElement(),c=(new XMLSerializer).serializeToString(b);b=c;var a=(new DOMParser).parseFromString(b,"text/xml");c=a.getElementsByTagName("defs");for(var d=[],e=0;e<c.length;e++)for(var p=c.item(e).getElementsByTagName("marker"),h=0;h<p.length;h++){var r=
+p.item(h);d.push(r)}c=[];p=a.getElementsByTagName("line");for(e=0;e<p.length;e++)if(a=p.item(e),null!==a.style.marker&&0<a.style.marker.length){h=a.style.marker.indexOf("#")+1;r=a.style.marker.indexOf('"',h+1);r=a.style.marker.substring(h,r);var u=null,t=null;for(h=0;h<d.length;h++)if(d[h].id===r){u=d[h];t=d[h+1];break}c.push({line:a,start:u,end:t})}for(d=b.indexOf("marker: url");0<=d;){e=b.indexOf(")",d)+1;a=b.substring(d,e);h=a.indexOf("#")+1;p=a.indexOf('"',h);r=a.indexOf("&quot",h+11+1);u=p;if(0>
+p||r<p)u=r;h=a.substring(h,u);p=0;for(r=c;p<r.length;p++)if(a=r[p],u=a.start,a=a.end,null!==u&&null!==a&&u.id===h){h="marker-start: url('#"+u.id+"');";h+="marker-end: url('#"+a.id+"')";b=b.slice(0,d)+h+b.slice(e);break}d=b.indexOf("marker: url",e+1)}c=b;b=document.createElement("canvas");document.body.appendChild(b);canvg(b,c);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineSvgAsCanvas=function(b,c){var a=this._domElements.getRedlineSvgElement();a.setAttribute("width",""+
+b);a.setAttribute("height",""+c);a=(new XMLSerializer).serializeToString(a);a=a.replace("width: 100%;","width: "+b+";");a=a.replace("height: 100%;","height: "+c+";");b=document.createElement("canvas");document.body.appendChild(b);canvg(b,a);c=f(b);document.body.removeChild(b);return c};b.prototype._extractRedlineAsCanvas=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){b=this._domElements.getRedlineElement();return[2,html2canvas(b,{background:void 0})]})})};
+b.prototype.capture=function(b){return __awaiter(this,void 0,void 0,function(){var c,g,n,m,p;return __generator(this,function(k){switch(k.label){case 0:c=a(b);if(null===c)throw new d.CommunicatorError("failed to find canvas");g=document.createElement("canvas");g.width=this._config.width||b.clientWidth;g.height=this._config.height||b.clientHeight;g.style.width="100%";g.style.height="100%";n=[];this._config.layers&d.SnapshotLayer.Model&&n.push(f(c));this._config.layers&d.SnapshotLayer.Svg&&(n.push(this._extractMarkupSvgAsCanvas()),
+n.push(this._extractRedlineSvgAsCanvas(g.width,g.height)));if(!(this._config.layers&d.SnapshotLayer.Html))return[3,2];p=(m=n).push;return[4,this._extractRedlineAsCanvas()];case 1:p.apply(m,[k.sent()]),k.label=2;case 2:return[2,e(g,n)]}})})};return b}();h.Snapshot=c})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._strokeWidth=1;this._strokeColor=d.Color.black()}b.prototype._assign=function(b){this._strokeWidth=b._strokeWidth;this._strokeColor.assign(b._strokeColor)};b.prototype.setStrokeColor=function(b){this._strokeColor.assign(b)};b.prototype.getStrokeColor=function(){return this._strokeColor.copy()};b.prototype.setStrokeWidth=function(b){this._strokeWidth=b};b.prototype.getStrokeWidth=function(){return this._strokeWidth};return b}();
+f.StrokedShape=a;var e=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._fillColor=d.Color.black();c._fillOpacity=1;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fillColor.assign(c._fillColor);this._fillOpacity=c._fillOpacity};c.prototype.getFillOpacity=function(){return this._fillOpacity};c.prototype.setFillOpacity=function(b){this._fillOpacity=b};c.prototype.setFillColor=function(b){this._fillColor.assign(b)};c.prototype.getFillColor=
+function(){return this._fillColor.copy()};return c}(a);f.FilledShape=e;var c;(function(b){b[b.None=0]="None";b[b.Arrowhead=1]="Arrowhead";b[b.Circle=2]="Circle"})(c=f.EndcapType||(f.EndcapType={}));a=function(b){function a(){var a=null!==b&&b.apply(this,arguments)||this;a._startEndcapType=c.None;a._startEndcapColor=d.Color.black();a._startEndcapSize=9;a._endEndcapType=c.None;a._endEndcapColor=d.Color.black();a._endEndcapSize=9;a._endcapsInverted=!1;return a}__extends(a,b);a.prototype._assign=function(c){b.prototype._assign.call(this,
+c);this._startEndcapType=c._startEndcapType;this._startEndcapColor.assign(c._startEndcapColor);this._startEndcapSize=c._startEndcapSize;this._endEndcapType=c._endEndcapType;this._endEndcapColor.assign(c._endEndcapColor);this._endEndcapSize=c._endEndcapSize;this._endcapsInverted=c._endcapsInverted};a.prototype.getStartEndcapType=function(){return this._startEndcapType};a.prototype.setStartEndcapType=function(b){this._startEndcapType=b};a.prototype.getStartEndcapColor=function(){return this._startEndcapColor.copy()};
+a.prototype.setStartEndcapColor=function(b){this._startEndcapColor.assign(b)};a.prototype.getStartEndcapSize=function(){return this._startEndcapSize};a.prototype.setStartEndcapSize=function(b){this._startEndcapSize=b};a.prototype.getEndEndcapType=function(){return this._endEndcapType};a.prototype.setEndEndcapType=function(b){this._endEndcapType=b};a.prototype.setEndcapType=function(b){this._endEndcapType=this._startEndcapType=b};a.prototype.getEndEndcapSize=function(){return this._endEndcapSize};
+a.prototype.setEndEndcapSize=function(b){this._endEndcapSize=b};a.prototype.getEndEndcapColor=function(){return this._endEndcapColor.copy()};a.prototype.setEndEndcapColor=function(b){this._endEndcapColor.assign(b)};a.prototype.getEndcapsInverted=function(){return this._endcapsInverted};a.prototype.setEndcapsInverted=function(b){this._endcapsInverted=b};return a}(a);f.EndcapShape=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=null!==b&&b.apply(this,arguments)||this;c._borderRadius=0;return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._borderRadius=c._borderRadius};c.prototype.getBorderRadius=function(){return this._borderRadius};c.prototype.setBorderRadius=function(b){this._borderRadius=b};return c}(f.FilledShape);f.RectangleBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=
+d.Point2.zero();g._size=d.Point2.zero();c&&g._position.assign(c);a&&g._size.assign(a);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._position.assign(c._position);this._size.assign(c._size)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(b){this._size.assign(b)};c.prototype.getSize=function(){return this._size.copy()};return c}(a);f.Rectangle=
+e;var c=function(){return function(b,c){this.position=b.copy();this.size=c.copy()}}();f._MarkupRectangleData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._rectangles=[];return c}__extends(a,b);a.prototype.clear=function(){this._rectangles=[]};a.prototype.addRectangle=function(b,a){this._rectangles.push(new c(b,a))};a.prototype.getRectangles=function(){return this._rectangles};return a}(a);f.RectangleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function c(){var c=b.call(this)||this;c._fontFamily=null;c._fontSize=12;c.setStrokeWidth(0);return c}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._fontFamily=c._fontFamily;this._fontSize=c._fontSize};c.prototype.getFontFamily=function(){return this._fontFamily};c.prototype.setFontFamily=function(b){this._fontFamily=b};c.prototype.setFontSize=function(b){this._fontSize=b};c.prototype.getFontSize=function(){return this._fontSize};
+return c}(f.FilledShape);f.TextMarkupBase=a;var e=function(b){function c(c,a){var g=b.call(this)||this;g._position=d.Point2.zero();g._text="";a&&(g._position=a.copy());c&&g.setText(c);return g}__extends(c,b);c.prototype._assign=function(c){b.prototype._assign.call(this,c);this._text=c._text;this._position.assign(c._position)};c.prototype.setPosition=function(b){this._position.assign(b)};c.prototype.getPosition=function(){return this._position};c.prototype.setText=function(b){this._text=b};c.prototype.getText=
+function(){return this._text};return c}(a);f.Text=e;var c=function(){return function(b,c){this.text=b;this.position=c.copy()}}();f._MarkupTextData=c;a=function(b){function a(){var c=null!==b&&b.apply(this,arguments)||this;c._textStrings=[];return c}__extends(a,b);a.prototype.clear=function(){this._textStrings=[]};a.prototype.addString=function(b,a){this._textStrings.push(new c(b,a))};a.prototype.getStrings=function(){return this._textStrings};return a}(a);f.TextCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._behindView=!1}a.prototype.remove=function(){};a.prototype.draw=function(){};a.prototype.hit=function(a){a;return!1};a.prototype.hitWithTolerance=function(a,c){a;c;return!1};a.prototype.onSelect=function(){};a.prototype.onDeselect=function(){};a.prototype.toJson=function(){return{}};a.prototype.forJson=function(){return this.toJson()};a.prototype.getClassName=function(){return"Communicator.Markup.MarkupItem"};return a}();d.MarkupItem=f})(d.Markup||
+(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(c){function b(b){var a=c.call(this)||this;a._position=new d.Point2(10,10);a._nextItemPosition=d.Point2.zero();a._statItemOffset=new d.Point2(5,5);a._maxStatWidth=0;a._viewer=b;a._backgroundPanel=new d.Markup.Shape.Rectangle(a._position,new d.Point2(300,100));a._backgroundPanel.setFillColor(d.Color.white());a._backgroundPanel.setStrokeWidth(0);a._statsText=new d.Markup.Shape.TextCollection;return a}__extends(b,c);b.prototype.draw=function(){this._updateBackgroundSize();
+var b=this._viewer.markupManager.getRenderer();b.drawRectangle(this._backgroundPanel);b.drawTexts(this._statsText)};b.prototype.clearStatsText=function(){this._statsText.clear();this._nextItemPosition.assign(this._position)};b.prototype.setPosition=function(b){this._position.assign(b);this._backgroundPanel.setPosition(this._position)};b.prototype.addStatistic=function(b,c){var a=d.Point2.add(this._nextItemPosition,this._statItemOffset);this._statsText.addString(b+": "+c,a);this._nextItemPosition.y+=
+this._statsText.getFontSize()};b.prototype._updateBackgroundSize=function(){for(var b=this._viewer.markupManager.getRenderer(),c=this._statsText.getStrings(),a=this._statsText.getFontSize(),e=0;e<c.length;e++){var f=b.measureText(c[e].text,this._statsText);this._maxStatWidth=Math.max(this._maxStatWidth,f.x)}this._backgroundPanel.setSize(new d.Point2(2*this._statItemOffset.x+this._maxStatWidth,c.length*(a+this._statItemOffset.y)))};return b}(d.Markup.MarkupItem),a=function(){return function(){this.total_triangle_count=
+this.total_element_count=0}}();h.StatisticMap=a;var e=function(){function c(b,c){var g=this;this._statisticsDisplayHandle=null;this._statistics=new a;this._viewer=c;this._callbackManager=b;this._callbackManager.bind({frameDrawn:function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.update()];case 1:return b.sent(),[2]}})})}});this._statisticsDisplay=new f(this._viewer)}c.prototype.update=function(){return __awaiter(this,void 0,
+void 0,function(){var b,c,a,d,e,f,p;return __generator(this,function(g){switch(g.label){case 0:return[4,this._viewer.getStatistics()];case 1:this._statistics=b=g.sent();this._statisticsDisplay.clearStatsText();c=Object.keys(this._statistics);a=0;for(d=c;a<d.length;a++)f=e=d[a],p=this._statistics[f],this._statisticsDisplay.addStatistic(f,p.toString());return[2]}})})};c.prototype.isShown=function(){return null!==this._statisticsDisplayHandle};c.prototype.getStatistics=function(){return this._statistics};
+c.prototype.showDisplay=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this.isShown()?[3,2]:[4,this.update()];case 1:b.sent(),this._statisticsDisplayHandle=this._viewer.markupManager.registerMarkup(this._statisticsDisplay),b.label=2;case 2:return[2]}})})};c.prototype.hideDisplay=function(){this.isShown()&&(this._viewer.markupManager.unregisterMarkup(this._statisticsDisplayHandle),this._statisticsDisplayHandle=null)};return c}();
+h.Statistics=e})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){var h=function(){return function(){this.svgXmlPrologEnabled=!0;this.svgBackgroundCssColor="";this.linesDrawModelLinesEnabled=this.silhouettesEnabled=!0;this.linesStrokeWidth=20;this.linesCssColor="#000000";this.linesClipZNudgeFactor=this.linesClipProximityToPlane=5.5;this.polygonsForceDrawCssColor="";this.logDiagnostics=this.logProgress=!1}}();d.SvgConfig=h})(Communicator||(Communicator={}));
+(function(d){(function(d){d[d.Rgba32=0]="Rgba32";d[d.Rgb24=1]="Rgb24";d[d.Gray8=2]="Gray8";d[d.GrayAlpha16=3]="GrayAlpha16";d[d.Jpeg=4]="Jpeg";d[d.Png=5]="Png"})(d.ImageFormat||(d.ImageFormat={}));(function(d){d[d.Clamp=0]="Clamp";d[d.Repeat=1]="Repeat"})(d.TextureTiling||(d.TextureTiling={}));(function(d){d[d.UV=0]="UV"})(d.TextureParameterization||(d.TextureParameterization={}));(function(d){d[d.Decal=1]="Decal"})(d.TextureModifier||(d.TextureModifier={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._timeoutDurationMinutes=15;this._timeoutWarningMinutes=14;this._timer=new d.Util.Timer;this._enabled=!0;this._callbackManager=a;this.resetTimeout()}a.prototype.setTimeoutDurations=function(a,c){this._timeoutDurationMinutes=a;this._timeoutWarningMinutes=c;this.resetTimeout();return!0};a.prototype.shutdown=function(){this._enabled=!1;this._timer.clear()};a.prototype.resetTimeout=function(){var a=this;this._enabled&&this._timer.set(Math.round(6E4*
+this._timeoutWarningMinutes),function(){a._warn()})};a.prototype._warn=function(){var a=this;console.assert(this._timer.isIdle(0));var c=this._timeoutDurationMinutes-this._timeoutWarningMinutes,b=Math.round(6E4*c);this._callbackManager.trigger("timeoutWarning",c);this._timer.set(b,function(){a._timeout()})};a.prototype._timeout=function(){this._callbackManager.trigger("timeout");this._callbackManager.trigger("_timeout")};return a}();h.TimeoutMonitor=f})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){d.create=function(){return"xxxxxxxx-xxxx-4xxx-yxxx-xxxxxxxxxxxx".replace(/[xy]/g,function(d){var a=16*Math.random()|0;return("x"===d?a:a&3|8).toString(16)})}})(d.UUID||(d.UUID={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.create=function(){return d.UUID.create()}})(d.GUID||(d.GUID={}))})(Communicator||(Communicator={}));
+var __assign=this&&this.__assign||function(){__assign=Object.assign||function(d){for(var h,f=1,a=arguments.length;f<a;f++){h=arguments[f];for(var e in h)Object.prototype.hasOwnProperty.call(h,e)&&(d[e]=h[e])}return d};return __assign.apply(this,arguments)};
+(function(d){var h=function(){function f(a,e,c,b,g,k,l,f){this._backfacesVisible=!1;this._initialCamera=null;this._boundingCalculationIgnoresInvisible=this._faceVisibility=this._lineVisibility=!0;this._backgroundColorBottom=this._backgroundColorTop=null;this._drawMode=d.DrawMode.WireframeOnShaded;this._ambientOcclusionEnabled=!1;this._ambientOcclusionRadius=.03;this._antiAliasingMode=d.AntiAliasingMode.SMAA;this._lightingEnabled=!0;this._ambientLightColor=d.Color.black();this._bloomEnabled=!1;this._bloomIntensityScale=
+this._bloomThresholdRampWidth=this._bloomThreshold=0;this._bloomLayers=[];this._hardEdgesEnabled=this._silhouetteEnabled=this._simpleReflectionEnabled=this._simpleShadowEnabled=!1;this._hiddenLineSettings=new d.Settings.HiddenLineSettings;this._projectionMode=d.Projection.Orthographic;var n=a.getCreationParameters();this._viewer=a;this._engine=e;this._callbackManager=c;this._interpolationManager=g;this._eventDispatcher=b;this._model=a.model;this._statistics=k;this._navCube=l;this._axisTriad=f;this._determineInitialAxes=
+d.Internal.getWithDefault(n.calculateDefaultViewAxes,!0);this._initEvents()}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","View",d);return b.apply(this,c)};return c};f.prototype._initEvents=function(){var a=this;this._callbackManager.bind({_resetAssemblyTreeBegin:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this._initialCamera=null;return[2]})})},
+_firstAttachment:function(e){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){return e===d.Internal.AttachType.Direct?[2,this._massageInitialCamera(!1)]:[2]})})},_firstModelLoaded:function(){return a._massageInitialCamera(!1)},_modelSwitched:function(d){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return d?[3,2]:[4,this._massageInitialCamera(!1)];case 1:return c.sent(),[2,this._setInitialView(0)];case 2:return[2]}})})},
+hwfParseComplete:function(){return a._massageInitialCamera(!0)},_modelStructureHeaderParsed:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){return this._viewer.sheetManager.isDrawingSheetActive()?(this._model.setViewAxes(new d.Point3(0,0,1),new d.Point3(0,1,0)),[2,this.setViewOrientation(d.ViewOrientation.Front,0)]):[2]})})},_sessionStarted:function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){this.clearLights();this.setAmbientLightColor(d.Color.createFromFloatArray([.075,
+.075,.075]));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(.5,.5,1),d.Color.createFromFloatArray([.925,.925,.925])));this.addLight(new d.Light(d.LightType.Directional,d.LightSpace.Camera,new d.Point3(-.5,-.5,1),d.Color.createFromFloatArray([.1,.1,.2])));this.setBloomIntensityScale(1);this.setBloomThreshold(.65);this.setBloomThresholdRampWidth(.1);this.setBloomLayers([{intensity:.5,blurSamples:5,blurInterval:[.0025,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,
+blurSamples:5,blurInterval:[.005,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:.5,blurSamples:9,blurInterval:[.01,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:1,blurSamples:9,blurInterval:[.02,d.BlurIntervalUnit.ProportionOfHeight]},{intensity:2,blurSamples:11,blurInterval:[.04,d.BlurIntervalUnit.ProportionOfHeight]}]);this.setGroundPlane({normal:new d.Point3(0,0,1),followViewAxes:!0});this.setSimpleShadowColor(d.Color.black());this.setSimpleShadowOpacity(.65);this.setSimpleShadowResolution(512);
+this.setSimpleShadowBlurSamples(5);this.setSimpleShadowBlurInterval(1);this.setSimpleShadowInteractiveUpdateEnabled();this.setSimpleReflectionOpacity(.65);this.setSimpleReflectionFadeAngle(10);this.setSimpleReflectionBlurSamples(9);this.setSimpleReflectionBlurInterval(1,d.BlurIntervalUnit.Pixels);this.setSimpleReflectionAttenuation(0,1,d.SimpleReflectionAttenuationUnit.ProportionOfBoundingHeight);this.setSilhouetteColor(d.Color.black());this.setSilhouetteOpacity(1);this.setSilhouetteThreshold(.05);
+this.setSilhouetteThresholdRampWidth(.025);this.setHardEdgeColor(d.Color.black());this.setHardEdgeOpacity(1);this.setHardEdgeThreshold(30);this.setHardEdgeThresholdRampWidth(20);return[2]})})},viewAxes:function(d,c){a._updateGroundPlane(d,c)}})};f.prototype._massageInitialCamera=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null!==this._initialCamera)return[2];d=this;return[4,this._engine.getCameraPromise()];case 1:return d._initialCamera=
+c.sent(),this._projectionMode=this._initialCamera.getProjection(),!this._determineInitialAxes||this._viewer.sheetManager.isDrawingSheetActive()||this._model.viewAxesHaveBeenSet()||this._determineViewAxes(this._initialCamera),a?[4,this.fitWorld()]:[3,3];case 2:c.sent(),this._initialCamera=this.getCamera(),c.label=3;case 3:return[2]}})})};f.prototype.setLineVisibility=function(a){this._setLineVisibility(a);return Promise.resolve()};f.prototype._setLineVisibility=function(a){a!==this._lineVisibility&&
+(this._lineVisibility=a,this._engine.setLineVisibility(a))};f.prototype.getLineVisibility=function(){return this._lineVisibility};f.prototype.setFaceVisibility=function(a){this._setFaceVisibility(a);return Promise.resolve()};f.prototype._setFaceVisibility=function(a){a!==this._faceVisibility&&(this._faceVisibility=a,this._engine.setFaceVisibility(a));return Promise.resolve()};f.prototype.getFaceVisibility=function(){return this._faceVisibility};f.prototype.setProjectionMode=function(a){this._projectionMode!==
+a&&(this._projectionMode=a,this._engine.isInit()&&this._engine.setProjection(a),this._eventDispatcher.injectViewOrientationChangeEvent())};f.prototype.getProjectionMode=function(){return this._projectionMode};f.prototype.getViewMatrix=function(){return this._engine.getViewMatrix()};f.prototype.getProjectionMatrix=function(){return this._engine.getProjectionMatrix()};f.prototype.getFullCameraMatrix=function(){return this._engine.getFullCameraMatrix()};f.prototype.raycastFromPoint=function(a){var e=
+this.getCanvasSize(),c=this._engine.getViewMatrix(),b=this._engine.getProjectionMatrix(),g=new d.Point3(a.x,e.y-a.y,0);a=this._unproject(g,b,c,e);if(null===a)return null;g.z=.5;e=this._unproject(g,b,c,e);if(null===e)return null;e=d.Point3.subtract(e,a).normalize();return new d.Ray(a,e)};f.prototype._unproject=function(a,e,c,b){e=d.Matrix.multiply(c,e);e=d.Matrix.inverse(e);if(null===e)return null;a=new d.Point4(a.x,a.y,a.z,1);a.x/=b.x;a.y/=b.y;a.x=2*a.x-1;a.y=2*a.y-1;a.z=2*a.z-1;b=e.transform4(a);
+if(0===b.w)return null;b.scale(1/b.w);return new d.Point3(b.x,b.y,b.z)};f.prototype._rectifySelectionItem=function(a){var d=a.getInclusionKey(),c=a.getNodeId();d=this._model._getNodeFromInstanceInc(!1,d,c,!0);a._setNodeId(d)};f.prototype.isOutsideCanvasArea=function(a){var d=this.getCanvasSize();return 0>a.x||0>a.y||a.x>=d.x||a.y>=d.y};f.prototype.pickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[4,this._engine.pickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};f.prototype.pickAllFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.pickAllFromScreen(a,
+e,this._viewer.sheetManager.isDrawingSheetActive())];case 1:c=l.sent();b=0;for(g=c;b<g.length;b++)k=g[b],this._rectifySelectionItem(k);return[2,c]}})})};f.prototype.compositePickFromPoint=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[4,this._engine.compositePickFromScreen(a,e,this._viewer.sheetManager.isDrawingSheetActive())];
+case 1:return c=b.sent(),null!==c.faceItem&&this._rectifySelectionItem(c.faceItem),null!==c.lineItem&&this._rectifySelectionItem(c.lineItem),null!==c.pointItem&&this._rectifySelectionItem(c.pointItem),[2,c]}})})};f.prototype.pickFromRay=function(a,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,this._engine.pickFromRay(a,e)];case 1:return(c=b.sent())?(this._rectifySelectionItem(c),[2,c]):[2,d.Selection.SelectionItem.create()]}})})};
+f.prototype.pickAllFromRay=function(a,d){return __awaiter(this,void 0,void 0,function(){var c,b,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._engine.pickAllFromRay(a,d)];case 1:c=k.sent();b=0;for(g=c;b<g.length;b++)e=g[b],this._rectifySelectionItem(e);return[2,c]}})})};f.prototype.beginScreenSelectByArea=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a)||this.isOutsideCanvasArea(e))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");
+return[2,this._engine.beginScreenAreaSelection(a,e,c)]})})};f.prototype.beginRayDrillSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(this.isOutsideCanvasArea(a))throw new d.CommunicatorError("Cannot pick from outside the canvas area.");return[2,this._engine.beginRayDrillSelection(a,e,c)]})})};f.prototype.beginConvexPolyhedronSelection=function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return[2,
+this._engine.beginConvexPolyhedronSelection(a,d,c)]})})};f.prototype.beginSphereSelection=function(a,e,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=d.Internal.toVec3(a);return[2,this._engine.beginSphereSelection(b,e,c)]})})};f.prototype.endIncrementalSelection=function(a){this._endIncrementalSelection(a);return Promise.resolve()};f.prototype._endIncrementalSelection=function(a){this._engine.endIncrementalSelection(a)};f.prototype.endVolumeSelection=
+function(a){return this.endIncrementalSelection(a)};f.prototype.advanceIncrementalSelection=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,k,l,f,m,p,h;return __generator(this,function(n){switch(n.label){case 0:return n.trys.push([0,2,,3]),[4,this._engine.advanceIncrementalSelection(a)];case 1:e=n.sent();if(null===e)return[2,null];c=this._viewer.selectionManager;b=[];g=0;for(k=e;g<k.length;g++)l=k[g],this._rectifySelectionItem(l),f=l,m=f.getNodeId(),(p=c._incrementalBlacklistedInstanceNodes.has(m))||
+b.push(f);return[2,b];case 2:h=n.sent();if("advanceVolumeSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 3:return[2]}})})};f.prototype.advanceVolumeSelection=function(a){return this.advanceIncrementalSelection(a)};f.prototype.projectPoint=function(a,d){if(void 0!==d){var c=d.getProjectionMatrix(this._viewer);var b=d.getViewMatrix(this._viewer)}else c=this._engine.getSynchedProjectionMatrix(),b=this._engine.getSynchedViewMatrix();d=this.getCanvasSize();a=this._project(a,
+c,b,d);a.y=d.y-a.y;return a};f.prototype._project=function(a,e,c,b){a=new d.Point4(a.x,a.y,a.z,1);c.transform4(a,a);e.transform4(a,a);e=0>=a.w;c=a.w;0>=a.w&&(a.w=.001);a.scale(1/a.w);a.x=.5*a.x+.5;a.y=.5*a.y+.5;a.z=.5*a.z+.5;a.x*=b.x;a.y*=b.y;e&&(a.z=c);return new d.Point3(a.x,a.y,a.z)};f.prototype.unprojectPoint=function(a,e){var c=this.getCanvasSize(),b=this.getProjectionMatrix(),g=this.getViewMatrix();a=new d.Point3(a.x,c.y-a.y,e);return this._unproject(a,b,g,c)};f.prototype.pointToWindowPosition=
+function(a){var e=this._engine.getCanvasSize();return new d.Point2(a.x/e.x*2-1,1-a.y/e.y*2)};f.prototype.setCamera=function(a,d){void 0===d&&(d=0);return null===a?!1:this._setCameraImpl(a,d).unsafeValue};f.prototype._setCameraPromise=function(a,d){return this._setCameraImpl(a,d).readyPromise};f.prototype._setCameraImpl=function(a,e){return 0<e?this._interpolateCamera(a,e):this._engine.isInit()?(e=a.getProjection(),this._projectionMode!==e&&this.setProjectionMode(e),this._engine.setCamera(a),e=this._markupManager?
+this._markupManager._setActiveMarkupView(null):Promise.resolve(),this._callbackManager.trigger("camera",a),d.Internal.UnsafePromise.create(!0,e)):d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype._interpolateCamera=function(a,e){var c=this;if(this._engine.isInit()){var b=this.getCamera();if(b.equals(a))return this._markupManager&&this._markupManager._update(),d.Internal.UnsafePromise.create(!1,Promise.resolve());this._callbackManager.trigger("transitionBegin",e);var g=d.Util.OpenPromise.create();
+this._interpolationManager.start(new d.Internal.CameraInterpolation(b,a,e,function(){c._eventDispatcher.injectViewOrientationChangeEvent();c._callbackManager.trigger("transitionEnd");g.resolve()},this));return d.Internal.UnsafePromise.create(!0,g)}return d.Internal.UnsafePromise.create(!1,Promise.resolve())};f.prototype.updateCamera=function(a){a=this._engine.updateCamera(a);this._callbackManager.trigger("camera",a);return a};f.prototype.resetCamera=function(a){void 0===a&&(a=d.DefaultTransitionDuration);
+return this._setInitialView(a)};f.prototype.getCamera=function(){if(this._engine.isInit())return this._engine.getCamera();throw new d.CommunicatorError("getCamera() called before sceneReady");};f.prototype.getViewOrientationCamera=function(a,e,c){void 0===c&&(c=!0);return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f,m,p,h,r,u,t,v,w,z,x,y,A,B,D,C,E,F;return __generator(this,function(n){switch(n.label){case 0:return b=this.getCamera(),g=b.getUp().copy().normalize(),k=this._model.getViewAxes(),
+l=k.upVector.copy(),f=k.frontVector.copy(),void 0!==e?[3,2]:[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return e=n.sent(),[3,3];case 2:this._fitCameraToBounding(b,e),n.label=3;case 3:m=e.center();p=m.copy();h=m.copy();r=d.Point3.subtract(b.getPosition(),b.getTarget()).length();u=d.Point3.subtract(b.getPosition(),m).length();t=new d.Point3(0,0,1);v=new d.Point3(-1,0,0);null!==l&&(t=l.copy());null!==f&&(v=f.copy());w=v.copy().scale(-1);z=v.copy();x=t.copy();
+y=t.copy().scale(-1);A=d.Point3.cross(x,w);B=A.copy().scale(-1);D=function(b){b=d.Point3.subtract(h,b);var c=t,a=d.Util.computeAngleBetweenVector(b,t);if(0===a||180===a)c=v;var e=d.Point3.cross(b,c),k=e.copy().negate(),l=d.Point3.cross(b,e),f=l.copy().negate();b=Infinity;c=e;a=0;for(e=[e,k,l,f];a<e.length;a++)k=e[a],l=d.Util.computeAngleBetweenVector(g,k),l<=b&&(b=l,c=k);return c.normalize()};C=null;switch(a){case d.ViewOrientation.Front:p=d.Point3.add(h,z);break;case d.ViewOrientation.Back:p=d.Point3.add(h,
+w);break;case d.ViewOrientation.Left:p=d.Point3.add(h,A);break;case d.ViewOrientation.Right:p=d.Point3.add(h,B);break;case d.ViewOrientation.Bottom:p=d.Point3.add(h,y);C=w.copy();break;case d.ViewOrientation.Top:p=d.Point3.add(h,x);C=w.copy();break;case d.ViewOrientation.FrontTop:case d.ViewOrientation.TopFront:p=d.Point3.add(h,d.Point3.add(z,x));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.FrontTopLeft:case d.ViewOrientation.LeftTopFront:case d.ViewOrientation.TopLeftFront:p=d.Point3.add(h,
+d.Point3.add(z,d.Point3.add(A,x)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.Iso:case d.ViewOrientation.FrontTopRight:case d.ViewOrientation.RightTopFront:case d.ViewOrientation.TopRightFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,x)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontLeft:case d.ViewOrientation.LeftFront:p=d.Point3.add(h,d.Point3.add(z,A));break;case d.ViewOrientation.FrontRight:case d.ViewOrientation.RightFront:p=
+d.Point3.add(h,d.Point3.add(z,B));break;case d.ViewOrientation.FrontBottom:case d.ViewOrientation.BottomFront:p=d.Point3.add(h,d.Point3.add(z,y));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.FrontBottomLeft:case d.ViewOrientation.LeftBottomFront:case d.ViewOrientation.BottomLeftFront:p=d.Point3.add(h,d.Point3.add(z,d.Point3.add(A,y)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.FrontBottomRight:case d.ViewOrientation.RightBottomFront:case d.ViewOrientation.BottomRightFront:p=
+d.Point3.add(h,d.Point3.add(z,d.Point3.add(B,y)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTop:case d.ViewOrientation.TopBack:p=d.Point3.add(h,d.Point3.add(w,x));C=d.Point3.add(z,x).normalize();break;case d.ViewOrientation.BackTopLeft:case d.ViewOrientation.LeftTopBack:case d.ViewOrientation.TopLeftBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,x)));C=d.Point3.add(z,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.BackTopRight:case d.ViewOrientation.RightTopBack:case d.ViewOrientation.TopRightBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,x)));C=d.Point3.add(z,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackLeft:case d.ViewOrientation.LeftBack:p=d.Point3.add(h,d.Point3.add(w,A));break;case d.ViewOrientation.BackRight:case d.ViewOrientation.RightBack:p=d.Point3.add(h,d.Point3.add(w,B));break;case d.ViewOrientation.BackBottom:case d.ViewOrientation.BottomBack:p=d.Point3.add(h,d.Point3.add(w,y));C=d.Point3.add(w,x).normalize();break;case d.ViewOrientation.BackBottomLeft:case d.ViewOrientation.LeftBottomBack:case d.ViewOrientation.BottomLeftBack:p=
+d.Point3.add(h,d.Point3.add(w,d.Point3.add(A,y)));C=d.Point3.add(w,d.Point3.add(A,x)).normalize();break;case d.ViewOrientation.BackBottomRight:case d.ViewOrientation.RightBottomBack:case d.ViewOrientation.BottomRightBack:p=d.Point3.add(h,d.Point3.add(w,d.Point3.add(B,y)));C=d.Point3.add(w,d.Point3.add(B,x)).normalize();break;case d.ViewOrientation.LeftBottom:case d.ViewOrientation.BottomLeft:p=d.Point3.add(h,d.Point3.add(A,y));C=d.Point3.add(A,x).normalize();break;case d.ViewOrientation.LeftTop:case d.ViewOrientation.TopLeft:p=
+d.Point3.add(h,d.Point3.add(A,x));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightBottom:case d.ViewOrientation.BottomRight:p=d.Point3.add(h,d.Point3.add(B,y));C=d.Point3.add(B,x).normalize();break;case d.ViewOrientation.RightTop:case d.ViewOrientation.TopRight:p=d.Point3.add(h,d.Point3.add(B,x));C=d.Point3.add(A,x).normalize();break;default:d.Util.TypeAssertNever(a)}c||(C=D(p));null===C&&(C=t);E=d.Point3.add(d.Point3.subtract(p,m).normalize().scale(u),m);F=d.Point3.add(d.Point3.subtract(p,
+m).normalize().scale(u-r),m);b.setPosition(E);b.setTarget(F);b.setUp(C);return[2,b]}})})};f.prototype.setViewOrientation=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);void 0===b&&(b=!0);return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getViewOrientationCamera(a,c,b)];case 1:return g=d.sent(),void 0!==c?[3,3]:[4,this.fitWorld(e,g)];case 2:return d.sent(),[3,5];case 3:return[4,this.fitBounding(c,e,g)];case 4:d.sent(),
+d.label=5;case 5:return this._callbackManager.trigger("viewOrientation",a),[2]}})})};f.prototype.centerCameraOnNode=function(a,e,c){void 0===e&&(e=0);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){var b,g,k,l,f;return __generator(this,function(n){switch(n.label){case 0:return[4,this._model.getNodesBounding([a])];case 1:b=n.sent();g=b.center();k=c.getPosition();l=c.getTarget();f=d.Point3.subtract(l,g);k.subtract(f);c.setPosition(k);c.setTarget(g);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c);return[2]}})})};f.prototype._setInitialView=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){if(!this._initialCamera)return[2,this.fitWorld(a)];if(0<a)return[2,this._setCameraPromise(this._initialCamera,a)];this.setCamera(this._initialCamera);this._eventDispatcher.injectViewOrientationChangeEvent();return[2]})})};f.prototype.getCanvasSize=function(){return this._engine.getCanvasSize()};f.prototype._setMarkupManager=function(a){this._markupManager=
+a};f.prototype.setStatisticsDisplayVisibility=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){switch(d.label){case 0:return a?[4,this._statistics.showDisplay()]:[3,2];case 1:return d.sent(),[3,3];case 2:this._statistics.hideDisplay(),d.label=3;case 3:return[2]}})})};f.prototype.getBackgroundColor=function(){var a=null!==this._backgroundColorTop?this._backgroundColorTop.copy():null,e=null!==this._backgroundColorBottom?this._backgroundColorBottom.copy():
+null;return new d.VerticalGradient(a,e)};f.prototype.setBackgroundColor=function(a,e){void 0===a&&(a=null);void 0===e&&(e=null);this._backgroundColorTop=null!==a?a.copy():null;this._backgroundColorBottom=null!==e?e.copy():null;this._drawMode===d.DrawMode.HiddenLine||this._viewer.sheetManager.isDrawingSheetActive()||this._engine.setBackgroundGradient(this._backgroundColorTop,this._backgroundColorBottom);return Promise.resolve()};f.prototype.isolateNodes=function(a,e,c,b){void 0===e&&(e=d.DefaultTransitionDuration);
+void 0===c&&(c=!0);void 0===b&&(b=null);return __awaiter(this,void 0,void 0,function(){var g,d,l,f,m;return __generator(this,function(k){switch(k.label){case 0:g=this._model.getAbsoluteRootNode();d=new Map;d.set(g,!1);l=0;for(f=a;l<f.length;l++)m=f[l],d.set(m,!0);return[4,this._model.setNodesVisibilities(d,b)];case 1:return k.sent(),c?[2,this.fitNodes(a,e)]:[2]}})})};f.prototype.fitNodes=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var c;
+return __generator(this,function(b){switch(b.label){case 0:return[4,this._model.getNodesBounding(a)];case 1:return c=b.sent(),[2,this.fitBounding(c,e)]}})})};f.prototype.fitWorld=function(a,d){void 0===a&&(a=0);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return d||(d=this.getCamera()),[4,this._model.getModelBounding(this._boundingCalculationIgnoresInvisible,!1)];case 1:return c=b.sent(),[2,this.fitBounding(c,a,d)]}})})};f.prototype._fitCameraToBounding=
+function(a,e){var c=e.extents().length(),b=a.getWidth(),g=d.Point3.subtract(a.getPosition(),a.getTarget()),k=g.length();b=c*k/b;e=e.center();g=d.Point3.add(e,g.normalize().scale(b));a.setTarget(e);a.setPosition(g);a.setWidth(c);a.setHeight(c)};f.prototype.fitBounding=function(a,e,c){void 0===e&&(e=d.DefaultTransitionDuration);void 0===c&&(c=this.getCamera());return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){if(a){this._fitCameraToBounding(c,a);if(0<e)return[2,this._setCameraPromise(c,
+e)];this.setCamera(c)}return[2]})})};f.prototype.setBackfacesVisible=function(a){this._backfacesVisible=a;this._engine.setBackFacesVisible(a);return Promise.resolve()};f.prototype.getBackfacesVisible=function(){return this._backfacesVisible};f.prototype.setDrawMode=function(a){this._setDrawMode(a);return Promise.resolve()};f.prototype._setDrawMode=function(a){this._drawMode=a;this._drawMode!==d.DrawMode.HiddenLine&&this.setBackgroundColor(this._backgroundColorTop,this._backgroundColorBottom);switch(a){case d.DrawMode.Wireframe:this._engine.setDrawMode(1);
+this._setLineVisibility(!0);this._setFaceVisibility(!1);break;case d.DrawMode.Shaded:this._engine.setDrawMode(1);this._setLineVisibility(!1);this._setFaceVisibility(!0);break;case d.DrawMode.WireframeOnShaded:this._engine.setDrawMode(1);this._setLineVisibility(!0);this._setFaceVisibility(!0);break;case d.DrawMode.HiddenLine:a=this._hiddenLineSettings.getBackgroundColor();this._setLineVisibility(!0);this._setFaceVisibility(!0);this._engine.enableHiddenLineRendering(this._hiddenLineSettings);this._engine.setBackgroundGradient(a,
+a);break;case d.DrawMode.XRay:this._engine.setDrawMode(3),this._setLineVisibility(!0),this._setFaceVisibility(!0)}};f.prototype.getDrawMode=function(){return this._drawMode};f.prototype.setAntiAliasingMode=function(a){this._setAntiAliasingMode(a);return Promise.resolve()};f.prototype._setAntiAliasingMode=function(a){this._antiAliasingMode=a;this._engine.setAntiAliasingMode(a)};f.prototype.getAntiAliasingMode=function(){return this._antiAliasingMode};f.prototype.getHiddenLineSettings=function(){return this._hiddenLineSettings};
+f.prototype.setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._setAmbientOcclusionEnabled(a);return Promise.resolve()};f.prototype._setAmbientOcclusionEnabled=function(a){void 0===a&&(a=!0);this._ambientOcclusionEnabled=a;this._engine.setAmbientOcclusionEnabled(a)};f.prototype.getAmbientOcclusionEnabled=function(){return this._ambientOcclusionEnabled};f.prototype.setAmbientOcclusionRadius=function(a){this._setAmbientOcclusionRadius(a);return Promise.resolve()};f.prototype._setAmbientOcclusionRadius=
+function(a){this._ambientOcclusionRadius=a;this._engine.setAmbientOcclusionRadius(a)};f.prototype.getAmbientOcclusionRadius=function(){return this._ambientOcclusionRadius};f.prototype.setLightingEnabled=function(a){void 0===a&&(a=!0);this._setLightingEnabled(a);return Promise.resolve()};f.prototype._setLightingEnabled=function(a){void 0===a&&(a=!0);this._lightingEnabled=a;this._engine.setLightingEnabled(a)};f.prototype.getLightingEnabled=function(){return this._lightingEnabled};f.prototype.setTransparencyMode=
+function(a){this._engine.setTransparencyMode(a)};f.prototype.setXRayOpacity=function(a,d){this._setXRayOpacity(a,d);return Promise.resolve()};f.prototype._setXRayOpacity=function(a,d){this._engine.setXRayOpacity(a,d)};f.prototype.setXRayTransparencyMode=function(a){this._setXRayTransparencyMode(a);return Promise.resolve()};f.prototype._setXRayTransparencyMode=function(a){this._engine.setXRayTransparencyMode(a)};f.prototype.setXRayColor=function(a,e,c){void 0===c&&(c=d.XRayGroup.Selected);return this._engine.setXRayColor(c,
+a,e)};f.prototype.unsetXRayColor=function(a,e){void 0===e&&(e=d.XRayGroup.Selected);return this._engine.unsetXRayColor(e,a)};f.prototype.setPointSize=function(a,d){this._setPointSize(a,d);return Promise.resolve()};f.prototype._setPointSize=function(a,d){this._engine.setPointSize(a,d)};f.prototype.getPointSize=function(){return this._engine.getPointSize()};f.prototype.setPointShape=function(a){this._setPointShape(a);return Promise.resolve()};f.prototype._setPointShape=function(a){this._engine.setPointShape(a)};
+f.prototype.getPointShape=function(){return this._engine.getPointShape()};f.prototype.setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._setEyeDomeLightingEnabled(a);return Promise.resolve()};f.prototype._setEyeDomeLightingEnabled=function(a){void 0===a&&(a=!0);this._engine.setEyeDomeLightingEnabled(a)};f.prototype.getEyeDomeLightingEnabled=function(){return this._engine.getEyeDomeLightingEnabled()};f.prototype.setEyeDomeLightingBlurSamples=function(a){this._setEyeDomeLightingBlurSamples(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingBlurSamples=function(a){this._engine.setEyeDomeLightingBlurSamples(a)};f.prototype.getEyeDomeLightingBlurSamples=function(){return this._engine.getEyeDomeLightingBlurSamples()};f.prototype.setEyeDomeLightingBlurInterval=function(a){this._setEyeDomeLightingBlurInterval(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurInterval=function(a){this._engine.setEyeDomeLightingBlurInterval(a)};f.prototype.getEyeDomeLightingBlurInterval=
+function(){return this._engine.getEyeDomeLightingBlurInterval()};f.prototype.setEyeDomeLightingBlurEdgeDistance=function(a){this._setEyeDomeLightingBlurEdgeDistance(a);return Promise.resolve()};f.prototype._setEyeDomeLightingBlurEdgeDistance=function(a){this._engine.setEyeDomeLightingBlurEdgeDistance(a)};f.prototype.getEyeDomeLightingBlurEdgeDistance=function(){return this._engine.getEyeDomeLightingBlurEdgeDistance()};f.prototype.setEyeDomeLightingShadingEdgeDistance=function(a){this._setEyeDomeLightingShadingEdgeDistance(a);
+return Promise.resolve()};f.prototype._setEyeDomeLightingShadingEdgeDistance=function(a){this._engine.setEyeDomeLightingShadingEdgeDistance(a)};f.prototype.getEyeDomeLightingShadingEdgeDistance=function(){return this._engine.getEyeDomeLightingShadingEdgeDistance()};f.prototype.setEyeDomeLightingOpacity=function(a){this._setEyeDomeLightingOpacity(a);return Promise.resolve()};f.prototype._setEyeDomeLightingOpacity=function(a){this._engine.setEyeDomeLightingOpacity(a)};f.prototype.getEyeDomeLightingOpacity=
+function(){return this._engine.getEyeDomeLightingOpacity()};f.prototype.setBoundingCalculationIgnoresInvisible=function(a){this._boundingCalculationIgnoresInvisible=a};f.prototype.getBoundingCalculationIgnoresInvisible=function(){return this._boundingCalculationIgnoresInvisible};f.prototype.setDisplayIncompleteFrames=function(a){this._setDisplayIncompleteFrames(a);return Promise.resolve()};f.prototype._setDisplayIncompleteFrames=function(a){this._engine.setDisplayIncompleteFrames(a)};f.prototype.setInteractiveDrawDelay=
+function(a){this._setInteractiveDrawDelay(a);return Promise.resolve()};f.prototype._setInteractiveDrawDelay=function(a){this._engine.setInteractiveDrawDelay(a)};f.prototype.setInteractiveDrawLimitIncreaseEnabled=function(a){this._engine.setInteractiveDrawLimitIncreaseEnabled(a)};f.prototype.getInteractiveDrawLimitIncreaseEnabled=function(){return this._engine.getInteractiveDrawLimitIncreaseEnabled()};f.prototype.getNavCube=function(){return this._navCube};f.prototype.getAxisTriad=function(){return this._axisTriad};
+f.prototype._determineViewAxes=function(a){var e=a.getUp().normalize();a=d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();e=d.Internal.majorAxis(e);a=d.Internal.majorAxis(a);null===e&&null===a?(e=new d.Point3(0,1,0),a=new d.Point3(0,0,1)):null===e?e=0===a.y?new d.Point3(0,1,0):new d.Point3(0,0,1):null===a&&(a=0===e.z?new d.Point3(0,0,1):new d.Point3(0,1,0));this._model.setViewAxes(a,e)};f.prototype.setAmbientLightColor=function(a){this._ambientLightColor=a;this._engine.setAmbientLightColor(a)};
+f.prototype.getAmbientLightColor=function(){return this._ambientLightColor};f.prototype.clearLights=function(){this._engine.clearLights()};f.prototype.addLight=function(a){return this._engine.addLight(a)};f.prototype.removeLight=function(a){this._engine.removeLight(a)};f.prototype.updateLight=function(a,d){this._engine.updateLight(a,d)};f.prototype.setBloomEnabled=function(a){void 0===a&&(a=!0);this._engine.setBloomEnabled(a);this._bloomEnabled=a};f.prototype.getBloomEnabled=function(){return this._bloomEnabled};
+f.prototype.setBloomThreshold=function(a){this._engine.setBloomThreshold(a);this._bloomThreshold=a};f.prototype.getBloomThreshold=function(){return this._bloomThreshold};f.prototype.setBloomThresholdRampWidth=function(a){this._engine.setBloomThresholdRampWidth(a);this._bloomThresholdRampWidth=a};f.prototype.getBloomThresholdRampWidth=function(){return this._bloomThresholdRampWidth};f.prototype.setBloomIntensityScale=function(a){this._engine.setBloomIntensityScale(a);this._bloomIntensityScale=a};f.prototype.getBloomIntensityScale=
+function(){return this._bloomIntensityScale};f.prototype.setBloomLayers=function(a){a=d.Internal.deepClone(a);for(var e=0;e<a.length;e++){var c=a[e];void 0===c.intensity&&(c.intensity=1);void 0===c.blurSamples&&(c.blurSamples=9);void 0===c.blurInterval&&(c.blurInterval=[1,d.BlurIntervalUnit.Pixels])}this._engine.setBloomLayers(a);this._bloomLayers=a};f.prototype.getBloomLayers=function(){return d.Internal.deepClone(this._bloomLayers)};f.prototype.startComparison=function(a,e,c){var b=this._model._getModelStructure();
+a=b.gatherInstanceIncsFromNodeIds(a,7,d.Internal.Tree.WalkRestriction.None);e=b.gatherInstanceIncsFromNodeIds(e,7,d.Internal.Tree.WalkRestriction.None);this._engine.startComparison(a,e,c)};f.prototype.endComparison=function(){this._engine.endComparison()};f.prototype.setSimpleShadowEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowEnabled=a;this._engine.setSimpleShadowEnabled(a)};f.prototype.getSimpleShadowEnabled=function(){return this._simpleShadowEnabled};f.prototype.setSimpleShadowColor=
+function(a){this._simpleShadowColor=a.copy();this._engine.setSimpleShadowColor(a)};f.prototype.getSimpleShadowColor=function(){return this._simpleShadowColor.copy()};f.prototype.setSimpleShadowOpacity=function(a){this._simpleShadowOpacity=a;this._engine.setSimpleShadowOpacity(a)};f.prototype.getSimpleShadowOpacity=function(){return this._simpleShadowOpacity};f.prototype.setGroundPlane=function(a){this._groundPlane=__assign({},a);this._updateGroundPlane()};f.prototype._updateGroundPlane=function(a,
+e){if(this._groundPlane.followViewAxes&&(void 0!==a&&void 0!==e||this._model.viewAxesHaveBeenSet())){if(void 0===a||void 0===e)e=this._model.getViewAxes(),a=e.frontVector,e=e.upVector;a=a.copy().negate();var c=d.Point3.cross(e,a);a=d.Matrix.createFromBasis(a,c,e);e=new d.Point3(0,0,0);a.transform(this._groundPlane.normal,e);this._engine.setGroundPlane(e,this._groundPlane.position)}else this._engine.setGroundPlane(this._groundPlane.normal,this._groundPlane.position)};f.prototype.getGroundPlane=function(){return __assign({},
+this._groundPlane)};f.prototype.setSimpleShadowResolution=function(a){this._simpleShadowResolution=a;this._engine.setSimpleShadowResolution(a)};f.prototype.getSimpleShadowResolution=function(){return this._simpleShadowResolution};f.prototype.setSimpleShadowBlurSamples=function(a){this._simpleShadowBlurSamples=a;this._engine.setSimpleShadowBlurSamples(a)};f.prototype.getSimpleShadowBlurSamples=function(){return this._simpleShadowBlurSamples};f.prototype.setSimpleShadowBlurInterval=function(a){this._simpleShadowBlurInterval=
+a;this._engine.setSimpleShadowBlurInterval(a)};f.prototype.getSimpleShadowBlurInterval=function(){return this._simpleShadowBlurInterval};f.prototype.setSimpleShadowInteractiveUpdateEnabled=function(a){void 0===a&&(a=!0);this._simpleShadowInteractiveUpdateEnabled=a;this._engine.setSimpleShadowInteractiveUpdateEnabled(a)};f.prototype.getSimpleShadowInteractiveUpdateEnabled=function(){return this._simpleShadowInteractiveUpdateEnabled};f.prototype.setSilhouetteEnabled=function(a){void 0===a&&(a=!0);this._silhouetteEnabled=
+a;this._engine.setSilhouetteEnabled(a)};f.prototype.getSilhouetteEnabled=function(){return this._silhouetteEnabled};f.prototype.setSilhouetteColor=function(a){this._silhouetteColor=a.copy();this._engine.setSilhouetteColor(a)};f.prototype.getSilhouetteColor=function(){return this._silhouetteColor.copy()};f.prototype.setSilhouetteOpacity=function(a){this._silhouetteOpacity=a;this._engine.setSilhouetteOpacity(a)};f.prototype.getSilhouetteOpacity=function(){return this._silhouetteOpacity};f.prototype.setSilhouetteThreshold=
+function(a){this._silhouetteThreshold=a;this._engine.setSilhouetteThreshold(a)};f.prototype.getSilhouetteThreshold=function(){return this._silhouetteThreshold};f.prototype.setSilhouetteThresholdRampWidth=function(a){this._silhouetteThresholdRampWidth=a;this._engine.setSilhouetteThresholdRampWidth(a)};f.prototype.getSilhouetteThresholdRampWidth=function(){return this._silhouetteThresholdRampWidth};f.prototype.setHardEdgesEnabled=function(a){void 0===a&&(a=!0);this._hardEdgesEnabled=a;this._engine.setHardEdgesEnabled(a)};
+f.prototype.getHardEdgesEnabled=function(){return this._hardEdgesEnabled};f.prototype.setHardEdgeColor=function(a){this._hardEdgeColor=a.copy();this._engine.setHardEdgeColor(a)};f.prototype.getHardEdgeColor=function(){return this._hardEdgeColor.copy()};f.prototype.setHardEdgeOpacity=function(a){this._hardEdgeOpacity=a;this._engine.setHardEdgeOpacity(a)};f.prototype.getHardEdgeOpacity=function(){return this._hardEdgeOpacity};f.prototype.setHardEdgeThreshold=function(a){this._hardEdgeThreshold=a;this._engine.setHardEdgeThreshold(a)};
+f.prototype.getHardEdgeThreshold=function(){return this._hardEdgeThreshold};f.prototype.setHardEdgeThresholdRampWidth=function(a){this._hardEdgeThresholdRampWidth=a;this._engine.setHardEdgeThresholdRampWidth(a)};f.prototype.getHardEdgeThresholdRampWidth=function(){return this._hardEdgeThresholdRampWidth};f.prototype.setSimpleReflectionEnabled=function(a){void 0===a&&(a=!0);this._simpleReflectionEnabled=a;this._engine.setSimpleReflectionEnabled(a)};f.prototype.getSimpleReflectionEnabled=function(){return this._simpleReflectionEnabled};
+f.prototype.setSimpleReflectionBlurInterval=function(a,e){void 0===e&&(e=d.BlurIntervalUnit.Pixels);this._simpleReflectionBlurInterval=[a,e];this._engine.setSimpleReflectionBlurInterval(a,e)};f.prototype.getSimpleReflectionBlurInterval=function(){return[this._simpleReflectionBlurInterval[0],this._simpleReflectionBlurInterval[1]]};f.prototype.setSimpleReflectionBlurSamples=function(a){this._simpleReflectionBlurSamples=a;this._engine.setSimpleReflectionBlurSamples(a)};f.prototype.getSimpleReflectionBlurSamples=
+function(){return this._simpleReflectionBlurSamples};f.prototype.setSimpleReflectionFadeAngle=function(a){this._simpleReflectionFadeAngle=a;this._engine.setSimpleReflectionFadeAngle(a)};f.prototype.getSimpleReflectionFadeAngle=function(){return this._simpleReflectionFadeAngle};f.prototype.setSimpleReflectionOpacity=function(a){this._simpleReflectionOpacity=a;this._engine.setSimpleReflectionOpacity(a)};f.prototype.getSimpleReflectionOpacity=function(){return this._simpleReflectionOpacity};f.prototype.setSimpleReflectionAttenuation=
+function(a,e,c){void 0===c&&(c=d.SimpleReflectionAttenuationUnit.World);this._simpleReflectionAttenuation={nearDistance:a,farDistance:e,unit:c};this._engine.setSimpleReflectionAttenuation(a,e,c)};f.prototype.getSimpleReflectionAttenuation=function(){return __assign({},this._simpleReflectionAttenuation)};f.prototype.testPointVisibility=function(a){return this._engine.testPointVisibility(a)};f.prototype.setPointVisibilityTest=function(a){this._engine.setPointVisibilityTest(a)};__decorate([f.deprecated],
+f.prototype,"endVolumeSelection",null);__decorate([f.deprecated],f.prototype,"advanceVolumeSelection",null);return f}();d.View=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a){var e=this;this._callbackManager=new d.Internal.CallbackManager;this._interpolationManager=new d.Internal.InterpolationManager;this._streamingMode=d.StreamingMode.Interactive;this._rendererType=d.RendererType.Client;this._alreadyShutDown=!1;this._sceneReadyPromise=d.Util.OpenPromise.create();this._seenPriorityMetaDataSent=!1;this._params=__assign({},a);this._contextMenuActiveFlag=!1;if(void 0!==this._params.containerId){a=d.Internal.DomElements.createFromId(this._params.containerId);
+if(null===a)throw new d.ParseError("'containerId' is invalid");this._domElements=a}else if(void 0!==this._params.container)this._domElements=d.Internal.DomElements.createFromElement(this._params.container);else throw new d.ParseError("must supply 'container' or 'containerId'");this.operatorManager=new d.OperatorManager(this);this._eventDispatcher=new d.Internal.EventDispatcher(this._callbackManager,this.operatorManager);this._timeoutMonitor=new d.Internal.TimeoutMonitor(this._callbackManager);this._inputMonitor=
+new d.Internal.InputMonitor(this._eventDispatcher,this._timeoutMonitor);this._setInitialOptions(this._params);this._engine=new d.Internal.ScEngine(this._callbackManager,this._params);this._statistics=new d.Internal.Statistics(this._callbackManager,this);a=new d.NavCube(this);var c=new d.AxisTriad(this);this.model=new d.Model(this._engine,this._callbackManager);this.view=new d.View(this,this._engine,this._callbackManager,this._eventDispatcher,this._interpolationManager,this._statistics,a,c);this.cuttingManager=
+new d.CuttingManager(this,this.model,this._callbackManager,this._engine);a={disableAutomaticFitWorld:d.Internal.getWithDefault(this._params.disableAutomaticFitWorld,!1),markImplicitNodesOutOfHierarchy:d.Internal.getWithDefault(this._params._markImplicitNodesOutOfHierarchy,!0),streamingMode:d.Internal.getWithDefault(this._params.streamingMode,d.StreamingMode.Default)};this._modelStructure=d.Internal.Tree.ModelStructure.unsafeCreate(a,this._engine,this._callbackManager,this.cuttingManager,this.view,
+this.model,this._params._maxConcurrentAttachments||null);this.model._setModelStructure(this._modelStructure);this.measureManager=new d.MeasureManager(this,this._callbackManager);this.lineManager=new d.LineManager(this,this._callbackManager);this.explodeManager=new d.ExplodeManager(this.model,this._engine,this._callbackManager);this.overlayManager=new d.OverlayManager(this,this._engine);this.BCFManager=new d.BCFManager(this);this.selectionManager=new d.SelectionManager(this._callbackManager,this._engine,
+this.view,this.model,this._modelStructure);a=d.Internal.getWithDefault(this._params.disableAutomaticBackgroundSheets,!1);this.sheetManager=new d.SheetManager(this,this._engine,this._callbackManager,a);this.noteTextManager=new d.Markup.Note.NoteTextManager(this);this.markupManager=new d.MarkupManager(this._domElements,this.measureManager,this.lineManager,this._callbackManager,this.sheetManager,this.noteTextManager,this);this.view._setMarkupManager(this.markupManager);this._initEventDispatcher();var b=
+function(b){if(!e.sheetManager.isDrawingSheetActive()){e.model._setInstanceModifier(d.InstanceModifier.OverrideSceneVisibility,b,!0,6);for(var c=0;c<b.length;c++)e.model.setPmiColorOverride(!0,b[c])}},g=function(b){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return b?[4,Promise.all([this.view.setPointSize(.003,d.PointSizeUnit.ProportionOfBoundingDiagonal),this.view.setEyeDomeLightingEnabled(!0),this.view.setPointShape(d.PointShape.Disk)])]:
+[3,2];case 1:return c.sent(),[3,4];case 2:return[4,Promise.all([this.view.setPointSize(1,d.PointSizeUnit.ScreenPixels),this.view.setEyeDomeLightingEnabled(!1),this.view.setPointShape(d.PointShape.Square)])];case 3:c.sent(),c.label=4;case 4:return[2]}})})},k=function(b){return __awaiter(e,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return c=this.model.getModelFileTypeFromNode(b[0]),null===c||c===d.FileType.Unknown?[3,2]:[4,g(!1)];case 1:a.sent(),a.label=
+2;case 2:return[2]}})})},l=function(b){return __awaiter(e,void 0,void 0,function(){var c,a,g,e,k;return __generator(this,function(l){switch(l.label){case 0:c=[];if(this.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc)for(a=0,g=b;a<g.length;a++)e=g[a],k=this.model.registerIfcNodes(e),c.push(k);return[4,Promise.all(c)];case 1:return l.sent(),[2]}})})},f=function(b){var c=e.selectionManager.getSelectionFilter();b=e.model.getModelFileTypeFromNode(b[0])===d.FileType.Ifc;!c&&b?e.selectionManager.setSelectionFilter(d.SelectionManager.ifcSelectionFilter):
+c!==d.SelectionManager.ifcSelectionFilter||b||e.selectionManager.setSelectionFilter(null)};this.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(b){e.model.setPmiColor(d.Color.black());return[2]})})},_sessionStarted:function(){return g(!0)},_firstModelLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return e.model.setPmiColor(d.Color.black()),f(c),b([this.model.getAbsoluteRootNode()]),
+[4,Promise.all([l(c),k(c)])];case 1:return a.sent(),[2]}})})},_modelSwitched:function(c,a){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return f(a),b(a),[4,Promise.all([l(a),k(a)])];case 1:return c.sent(),[2]}})})},_subtreeLoaded:function(c){return __awaiter(e,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return b(c),[4,l(c)];case 1:return a.sent(),[2]}})})},subtreeLoaded:function(b,c){e._callbackManager.trigger("modelLoaded",
+b,c)}})}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var c=[],a=0;a<arguments.length;a++)c[a]=arguments[a];this._callbackManager.trigger("deprecated","WebViewer",d);return b.apply(this,c)};return c};f.prototype.setContextMenuStatus=function(a){this._contextMenuActiveFlag=a};f.prototype.getContextMenuStatus=function(){return this._contextMenuActiveFlag};f.prototype.deactivateSheets=function(){return this.sheetManager.deactivateSheets()};f.prototype.setActiveSheetId=function(a){return this.sheetManager.setActiveSheetId(a,
+!0,!0)};f.prototype.getActiveSheetId=function(){return this.sheetManager.getActiveSheetId()};f.prototype.getSheetIds=function(){return this.sheetManager.getSheetIds()};f.prototype.isDrawingSheetActive=function(){return this.sheetManager.isDrawingSheetActive()};f.prototype.setBackgroundSheetEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSheetEnabled(a)]})})};f.prototype.getBackgroundSheetEnabled=function(){return this.sheetManager.getBackgroundSheetEnabled()};
+f.prototype.setBackgroundSelectionEnabled=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this.sheetManager.setBackgroundSelectionEnabled(a)]})})};f.prototype.getBackgroundSelectionEnabled=function(){return this.sheetManager.getBackgroundSelectionEnabled()};f.prototype.setSheetColors=function(a,d,c){return this.sheetManager.setSheetColors(a,d,c)};f.prototype.getSheetBackgroundColor=function(){return this.sheetManager.getSheetBackgroundColor()};
+f.prototype.getSheetColor=function(){return this.sheetManager.getSheetColor()};f.prototype.getSheetShadowColor=function(){return this.sheetManager.getSheetShadowColor()};f.prototype.getCreationParameters=function(){return __assign({},this._params)};f.prototype._setInitialOptions=function(a){this._inputMonitor.setOptions(a);void 0!==a.streamingMode?this._streamingMode=a.streamingMode:a.streamingMode=this._streamingMode;void 0!==a.rendererType?this._rendererType=a.rendererType:a.rendererType=this._rendererType};
+f.prototype._initEventDispatcher=function(){var a=new d.Operator.CameraOrbitOperator(this),e=new d.Operator.CameraPanOperator(this),c=new d.Operator.CameraZoomOperator(this),b=new d.Operator.CameraNavigationOperator(this,a,e,c),g=new d.Operator.CameraWalkOperator(this),k=new d.Operator.CameraKeyboardWalkOperator(this),l=new d.Operator.CameraWalkModeOperator(this,g,k),f=new d.Operator.CameraTurntableOperator(this),m=new d.Operator.SelectionOperator(this,this.noteTextManager),p=new d.Operator.AreaSelectionOperator(this),
+h=new d.Operator.RayDrillSelectionOperator(this),r=new d.Operator.RedlineCircleOperator(this),u=new d.Operator.RedlineTextOperator(this),t=new d.Operator.RedlineRectangleOperator(this),v=new d.Operator.RedlinePolylineOperator(this),w=new d.Operator.MeasureEdgeLengthOperator(this,this.measureManager),z=new d.Operator.MeasureFaceFaceDistanceOperator(this,this.measureManager),x=new d.Operator.MeasurePointPointDistanceOperator(this,this.measureManager),y=new d.Operator.MeasureFaceFaceAngleOperator(this,
+this.measureManager),A=new d.Operator.NoteOperator(this,this.noteTextManager),B=new d.Operator.CuttingPlaneOperator(this,this.cuttingManager),D=new d.Operator.HandleOperator(this),C=new d.Operator.NavCubeOperator(this),E=new d.Operator.AxisTriadOperator(this);this.operatorManager._registerOperator(d.OperatorId.Navigate,b);this.operatorManager._registerOperator(d.OperatorId.Orbit,a);this.operatorManager._registerOperator(d.OperatorId.Pan,e);this.operatorManager._registerOperator(d.OperatorId.Zoom,
+c);this.operatorManager._registerOperator(d.OperatorId.Walk,g);this.operatorManager._registerOperator(d.OperatorId.KeyboardWalk,k);this.operatorManager._registerOperator(d.OperatorId.WalkMode,l);this.operatorManager._registerOperator(d.OperatorId.Turntable,f);this.operatorManager._registerOperator(d.OperatorId.Select,m);this.operatorManager._registerOperator(d.OperatorId.AreaSelect,p);this.operatorManager._registerOperator(d.OperatorId.RayDrillSelect,h);this.operatorManager._registerOperator(d.OperatorId.RedlineCircle,
+r);this.operatorManager._registerOperator(d.OperatorId.RedlineText,u);this.operatorManager._registerOperator(d.OperatorId.RedlineRectangle,t);this.operatorManager._registerOperator(d.OperatorId.RedlinePolyline,v);this.operatorManager._registerOperator(d.OperatorId.MeasureEdgeLength,w);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceDistance,z);this.operatorManager._registerOperator(d.OperatorId.MeasurePointPointDistance,x);this.operatorManager._registerOperator(d.OperatorId.MeasureFaceFaceAngle,
+y);this.operatorManager._registerOperator(d.OperatorId.Note,A);this.operatorManager._registerOperator(d.OperatorId.Cutting,B);this.operatorManager._registerOperator(d.OperatorId.Handle,D);this.operatorManager._registerOperator(d.OperatorId.NavCube,C);this.operatorManager._registerOperator(d.OperatorId.AxisTriad,E);b.setBimNavigationEnabled(!1);w.addMapping(d.Button.Left);z.addMapping(d.Button.Left);x.addMapping(d.Button.Left);x.addMapping(d.Button.Left,d.KeyModifiers.Alt);y.addMapping(d.Button.Left);
+B.addMapping(d.Button.Left);p.addMapping(d.Button.Left);p.addMapping(d.Button.Left,d.KeyModifiers.Control);this.operatorManager.set(d.OperatorId.Navigate,0);this.operatorManager.set(d.OperatorId.Select,1);this.operatorManager.push(d.OperatorId.Cutting);this.operatorManager.push(d.OperatorId.Handle);this.operatorManager.push(d.OperatorId.NavCube);this.operatorManager.push(d.OperatorId.AxisTriad)};f.prototype.getViewerVersionString=function(){return f.VIEWER_VERSION_STRING};f.prototype.getFormatVersionString=
+function(){return this._engine.getVersionString()};f.prototype.getView=function(){return this.view};f.prototype.getModel=function(){return this.model};f.prototype.getOverlayManager=function(){return this.overlayManager};f.prototype.getMeasureManager=function(){return this.measureManager};f.prototype.getLineManager=function(){return this.lineManager};f.prototype.getCuttingManager=function(){return this.cuttingManager};f.prototype.getMarkupManager=function(){return this.markupManager};f.prototype.getSelectionManager=
+function(){return this.selectionManager};f.prototype.getExplodeManager=function(){return this.explodeManager};f.prototype.getOperatorManager=function(){return this.operatorManager};f.prototype._getNoteTextManager=function(){return this.noteTextManager};f.prototype.start=function(){var a=this,d=this._domElements.getCanvasContainerElement();return this._engine.start(d,{enginePath:this._params.enginePath,engineReady:function(c){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+c];case 1:return b.sent(),[4,this._modelStructure.waitForReady()];case 2:return b.sent(),[4,this._scEngineReady()];case 3:return b.sent(),[2]}})})},sceneReady:function(){a._sceneReady()},renderComplete:function(){a._renderComplete()},streamingActivated:function(){a._streamingActivated()},streamingDeactivated:function(){a._streamingDeactivated()},priorityMetaDataSent:function(c,b){a._priorityMetaDataSent(c,b)}})};f.prototype.registerCustomOperator=function(a){return this.operatorManager.registerCustomOperator(a)};
+f.prototype.unregisterCustomOperator=function(a){this.operatorManager.unregisterCustomOperator(a)};f.prototype.focusInput=function(a){this._inputMonitor.focusInput(a)};f.prototype.setCallbacks=function(a){this._callbackManager.bind(a)};f.prototype.unsetCallbacks=function(a){this._callbackManager.unbind(a)};f.prototype.resizeCanvas=function(){this._alreadyShutDown||(this._engine.resize(),this._inputMonitor.elementResize())};f.prototype.moveToWindow=function(a){this._inputMonitor.setDocument(a.document)};
+f.prototype.redraw=function(a){var d=this;if(a){var c=function(){d._callbackManager.unbind({_drawComplete:c});a()};this._callbackManager.bind({_drawComplete:c})}this._engine.redraw()};f.prototype.selectPart=function(a,e){void 0===e&&(e=d.SelectionMode.Set);return this.selectionManager.selectNode(a,e)};f.prototype.trigger=function(a){for(var d=[],c=1;c<arguments.length;c++)d[c-1]=arguments[c];this._callbackManager.unsafeTrigger(a,d)};f.prototype.triggerEvent=function(a,d){this._callbackManager.unsafeTrigger(a,
+d)};f.prototype._getCallbackManager=function(){return this._callbackManager};f.prototype._setStreamIdleMarker=function(){return this._engine.setStreamIdleMarker()};f.prototype.getStatistics=function(a){void 0===a&&(a=!1);return this._engine.getStatistics(a)};f.prototype.setMinimumFramerate=function(a){this._setMinimumFramerate(a);return Promise.resolve()};f.prototype._setMinimumFramerate=function(a){this._engine.setMinimumFramerate(a)};f.prototype.getMinimumFramerate=function(){return this._engine.getMinimumFramerate()};
+f.prototype.setServerRenderQuality=function(a,d,c,b){return this._engine.setServerRenderQuality(a,d,c,b)};f.prototype.getStreamingMode=function(){return this._streamingMode};f.prototype.getRendererType=function(){return this._engine.getRendererType()};f.prototype.getViewElement=function(){return this._domElements.getCanvasContainerElement()};f.prototype.shutdown=function(){this._alreadyShutDown||(console.assert(this._modelStructure.isReady()),this._callbackManager.trigger("_shutdownBegin"),this.operatorManager._shutdown(),
+this._inputMonitor.shutdown(),this.markupManager._shutdown(),this._timeoutMonitor.shutdown(),this._modelStructure.shutdown(),this._domElements.shutdown(),this._engine.shutdown(),this._alreadyShutDown=!0)};f.prototype.setClientTimeout=function(a,d){return this._timeoutMonitor.setTimeoutDurations(a,d)};f.prototype.resetClientTimeout=function(){this._timeoutMonitor.resetTimeout()};f.prototype.pauseRendering=function(a){this._pauseRendering(a);return Promise.resolve()};f.prototype._pauseRendering=function(a){this._engine.pauseRendering(a)};
+f.prototype.resumeRendering=function(){this._resumeRendering();return Promise.resolve()};f.prototype._resumeRendering=function(){this._engine.resumeRendering()};f.prototype.delayCapping=function(){this.cuttingManager.delayCapping()};f.prototype.reset=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return(d=null!==this.model.getDefaultCadConfiguration())?[4,this._modelStructure.cadConfigurationsEnabled()]:
+[3,2];case 1:d=c.sent(),c.label=2;case 2:return d?[4,this.model.activateDefaultCadConfiguration()]:[3,4];case 3:return c.sent(),[3,7];case 4:return[4,this.model.reset()];case 5:return c.sent(),this.sheetManager.isDrawingSheetActive()?[3,7]:[4,this.view.resetCamera(a)];case 6:c.sent(),c.label=7;case 7:return[2]}})})};f.prototype.closeConnection=function(){this.view.setCamera(this.view.getCamera());this._engine.disconnectNetwork();this._timeoutMonitor.shutdown()};f.prototype.setAllowHighDpi=function(a){this._engine.setAllowHighDpi(a)};
+f.prototype.setAllowHighDPI=function(a){this.setAllowHighDpi(a)};f.prototype.getAllowHighDpi=function(){return this._engine.getAllowHighDpi()};f.prototype.getAllowHighDPI=function(){return this.getAllowHighDpi()};f.prototype.takeSnapshot=function(a){var e=this;void 0===a&&(a=new d.SnapshotConfig);var c=d.Util.OpenPromise.create(),b=new d.Internal.Snapshot(this._domElements,a),g=this._domElements.getCanvasContainerElement(),k=this._domElements.getRedlineElement(),l=0<a.width&&0<a.height;if(l){var f=
+a.width/g.clientWidth*100+"%";a=a.height/g.clientHeight*100+"%";g.style.width=f;g.style.height=a;k.style.width=f;k.style.height=a}var m=this.getAllowHighDpi();this._engine.setAllowHighDpi(!1);this._engine.resize();this.redraw(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return[4,b.capture(g)];case 1:return a=d.sent(),l&&(g.style.width="100%",g.style.height="100%",k.style.width="100%",k.style.height="100%"),this._engine.setAllowHighDpi(m),
+this._engine.resize(),c.resolve(a),[2]}})})});return c};f.prototype.fitWorld=function(a){void 0===a&&(a=d.DefaultTransitionDuration);return this.view.fitWorld(a)};f.prototype.setViewOrientation=function(a,e){void 0===e&&(e=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this.view.setViewOrientation(a,e)];case 1:return c.sent(),this._eventDispatcher.injectViewOrientationChangeEvent(),[2]}})})};f.prototype._scEngineReady=
+function(){return __awaiter(this,void 0,void 0,function(){var a,e,c,b,g,k;return __generator(this,function(l){switch(l.label){case 0:console.assert(this._modelStructure.isReady()),a=this.model.getAbsoluteRootNode(),e=this._engine.getSessionType(),l.label=1;case 1:return l.trys.push([1,,17,18]),this.cuttingManager._init(),[4,this._sceneReadyPromise];case 2:return l.sent(),[4,this._callbackManager.promiseTrigger("_assemblyTreeReady","assemblyTreeReady")];case 3:l.sent(),c="",l.label=4;case 4:l.trys.push([4,
+15,,16]);b=new d.LoadSubtreeConfig;b._allowSubtreeLoadedCallback=!1;if(1!==e)return[3,8];c=this._engine.getNetworkModelName();return c!==d.EmptyModelName?[3,5]:[3,7];case 5:return[4,this.model.loadSubtreeFromModel(a,c,b)];case 6:l.sent(),l.label=7;case 7:return[3,14];case 8:if(2!==e)return[3,13];this._timeoutMonitor.shutdown();g=this._engine.getScsInfo();return"string"!==typeof g?[3,10]:[4,this.model.loadSubtreeFromScsFile(a,g,b)];case 9:return l.sent(),[3,12];case 10:return null===g?[3,12]:[4,this.model.loadSubtreeFromScsBuffer(a,
+g,b)];case 11:return l.sent(),[3,12];case 12:return[3,14];case 13:throw new d.InternalLogicError;case 14:return[3,16];case 15:throw k=l.sent(),this._callbackManager.trigger("modelLoadFailure",c,""+k,k),k;case 16:return[3,18];case 17:return console.assert(this._modelStructure.isReady()),[2,this._callbackManager.promiseTrigger("_modelStructureReady","modelStructureReady")];case 18:return[2]}})})};f.prototype._sceneReady=function(){var a=this;this._inputMonitor.bindEvents(this._domElements.getCanvasContainerElement());
+this.selectionManager._init();this._callbackManager.bind({_timeout:function(){a.shutdown()}});this._callbackManager.trigger("sceneReady");this._sceneReadyPromise&&this._sceneReadyPromise.resolve()};f.prototype._priorityMetaDataSent=function(a,e){this._callbackManager.trigger("_priorityMetaDataSent",a,e);if(!this._seenPriorityMetaDataSent){if(0!==a||0!==e)throw new d.InternalLogicError;this._seenPriorityMetaDataSent=!0;this._callbackManager.trigger("_attached",0)}};f.prototype._renderComplete=function(){this.markupManager._update()};
+f.prototype._streamingActivated=function(){this._callbackManager.trigger("streamingActivated")};f.prototype._streamingDeactivated=function(){this._callbackManager.trigger("streamingDeactivated")};f.prototype.setStreamCutoffScale=function(a){this._setStreamCutoffScale(a);return Promise.resolve()};f.prototype._setStreamCutoffScale=function(a){this._engine.setStreamCutoffScale(a)};f.prototype.getStreamCutoffScale=function(){return this._engine.getStreamCutoffScale()};f.prototype._loseWebGlContext=function(){return this._engine.loseWebGlContext()};
+f.prototype._getScEngine=function(){return this._engine};f.prototype._debug_log=function(a){return this._engine.debug_log(a)};f.prototype._debug_stateFailure=function(a){return this._engine.debug_stateFailure(a)};f.prototype._debug_sync=function(){return this._engine.debug_sync()};f.prototype.exportToSvg=function(a){void 0===a&&(a=new d.SvgConfig);return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,this.cuttingManager._setStandinGeometryVisible(!1)];
+case 1:c.sent(),c.label=2;case 2:return c.trys.push([2,,5,7]),[4,this.waitForIdle({redraw:!1})];case 3:return c.sent(),[4,this._engine.exportToSvg(a)];case 4:return d=c.sent(),[3,7];case 5:return[4,this.cuttingManager._setStandinGeometryVisible(!0)];case 6:return c.sent(),[7];case 7:return[2,d]}})})};f.prototype.waitForIdle=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b;return __generator(this,function(g){switch(g.label){case 0:return this._alreadyShutDown?[2]:[4,this._setStreamIdleMarker()];
+case 1:return g.sent(),e=[],this.cuttingManager.hasActiveCuttingSection()?[4,this.cuttingManager.enableCappingIdleCallback(!0)]:[3,3];case 2:(c=g.sent())||e.push(this.cuttingManager.waitForCappingIdle()),g.label=3;case 3:return e.push(this._engine.waitForImageDecoding()),[4,Promise.all(e)];case 4:g.sent();if(!a||!1===a.redraw)return[3,6];b=d.Util.OpenPromise.create();this.redraw(function(){b.resolve()});return[4,b];case 5:g.sent(),g.label=6;case 6:return[2]}})})};f.prototype.startSheetComparison=
+function(a,d,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this.sheetManager.startComparison(a,d,c)];case 1:return b.sent(),[2]}})})};f.prototype.endSheetComparison=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.sheetManager.endComparison()];case 1:return a.sent(),[2]}})})};f.BUILD_ID="b9b36e1";f.VIEWER_VERSION_STRING="8.3 Build "+f.BUILD_ID;__decorate([f.deprecated],
+f.prototype,"deactivateSheets",null);__decorate([f.deprecated],f.prototype,"setActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getActiveSheetId",null);__decorate([f.deprecated],f.prototype,"getSheetIds",null);__decorate([f.deprecated],f.prototype,"isDrawingSheetActive",null);__decorate([f.deprecated],f.prototype,"setBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"getBackgroundSheetEnabled",null);__decorate([f.deprecated],f.prototype,"setBackgroundSelectionEnabled",
+null);__decorate([f.deprecated],f.prototype,"getBackgroundSelectionEnabled",null);__decorate([f.deprecated],f.prototype,"setSheetColors",null);__decorate([f.deprecated],f.prototype,"getSheetBackgroundColor",null);__decorate([f.deprecated],f.prototype,"getSheetColor",null);__decorate([f.deprecated],f.prototype,"getSheetShadowColor",null);__decorate([f.deprecated],f.prototype,"getView",null);__decorate([f.deprecated],f.prototype,"getModel",null);__decorate([f.deprecated],f.prototype,"getOverlayManager",
+null);__decorate([f.deprecated],f.prototype,"getMeasureManager",null);__decorate([f.deprecated],f.prototype,"getLineManager",null);__decorate([f.deprecated],f.prototype,"getCuttingManager",null);__decorate([f.deprecated],f.prototype,"getMarkupManager",null);__decorate([f.deprecated],f.prototype,"getSelectionManager",null);__decorate([f.deprecated],f.prototype,"getExplodeManager",null);__decorate([f.deprecated],f.prototype,"getOperatorManager",null);__decorate([f.deprecated],f.prototype,"setAllowHighDPI",
+null);__decorate([f.deprecated],f.prototype,"getAllowHighDPI",null);__decorate([f.deprecated],f.prototype,"startSheetComparison",null);__decorate([f.deprecated],f.prototype,"endSheetComparison",null);return f}();d.WebViewer=h})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){for(var b=2*Math.PI/c,a=[],d=0;d<c;d++){var e=d*b,f=Math.sin(e);a.push(Math.cos(e));a.push(f)}return a}function a(c,b,a,e){void 0===e&&(e=1);var g=d.Point3.cross(a,new d.Point3(0,1,0));.001>g.length()&&(g=d.Point3.cross(a,new d.Point3(0,0,1)));a=d.Point3.cross(g,a);for(var k=2*Math.PI/c,f=[],p=0;p<c;p++){var h=p*k,r=Math.sin(h);h=Math.cos(h);r=g.copy().scale(r).add(a.copy().scale(h)).scale(e).add(b);f.push(r)}return f}function e(c,b,a,e,l){for(var g=[],k=[],
+f=0;f<a.length;f++){var h=(f+1)%a.length;g.push(a[f]);g.push(a[h]);g.push(e[f]);g.push(a[h]);g.push(e[h]);g.push(e[f]);k.push(d.Point3.subtract(a[f],c));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[f],b));k.push(d.Point3.subtract(a[h],c));k.push(d.Point3.subtract(e[h],b));k.push(d.Point3.subtract(e[f],b))}if(l)for(c=d.Point3.subtract(c,b),b=0;b<k.length;b++)k[b].add(c).normalize();return[g,k]}h.generateSphereMeshData=function(){var c=(1+Math.sqrt(5))/2,b=Math.sqrt(10+2*Math.sqrt(5))/
+(4*c),a=b/2;c=b/(2*c);var e=[];e[0]=new d.Point3(-c,a,0);e[1]=new d.Point3(c,a,0);e[2]=new d.Point3(-c,-a,0);e[3]=new d.Point3(c,-a,0);e[4]=new d.Point3(0,-c,a);e[5]=new d.Point3(0,c,a);e[6]=new d.Point3(0,-c,-a);e[7]=new d.Point3(0,c,-a);e[8]=new d.Point3(a,0,-c);e[9]=new d.Point3(a,0,c);e[10]=new d.Point3(-a,0,-c);e[11]=new d.Point3(-a,0,c);for(a=0;a<e.length;a++)e[a].normalize();var l=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,
+6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],f=12;a=function(b){var c=[];l.map(function(b){var a=e[b[0]],g=e[b[1]],k=e[b[2]];e[f++]=(new d.Point3(a.x+g.x,a.y+g.y,a.z+g.z)).scale(.5).normalize();e[f++]=(new d.Point3(g.x+k.x,g.y+k.y,g.z+k.z)).scale(.5).normalize();e[f++]=(new d.Point3(k.x+a.x,k.y+a.y,k.z+a.z)).scale(.5).normalize();c.push([b[0],f-3,f-1]);c.push([f-3,f-2,f-1]);c.push([f-3,b[1],f-2]);c.push([f-2,b[2],f-1])});l=c};for(c=0;2>c;c++)a(c);a=[];c=[];b=0;for(var m=l;b<m.length;b++)for(var h=
+m[b],q=0;3>q;q++){var r=h[q];a.push(e[r].x);a.push(e[r].y);a.push(e[r].z);r=e[r].normalize();c.push(r.x);c.push(r.y);c.push(r.z)}b=new d.MeshData;b.addFaces(a,c);b.setFaceWinding(d.FaceWinding.CounterClockwise);return b};h.generateConeCylinderMeshData=function(c,b,g,k,l,n){var m=new d.Matrix,h,q=g+n,r=f(b);for(h=0;h<r.length;h++)r[h]*=k;l=new d.Point3(0,q+l,0);h=new d.Point3(0,q,0);var u=m.transform(l),t=m.transform(h);l=[];var v=[];for(h=0;h<r.length;h+=2){var w=r[h],z=r[h+1],x=(h+2)%r.length,y=
+r[x],A=r[x+1],B=r[h],D=r[h+1],C=r[x];x=r[x+1];var E=new d.Point3(w,q,z),F=new d.Point3(y,q,A);E=m.transform(E);F=m.transform(F);l.push(u);l.push(E);l.push(F);F=new d.Point3(0,1,0);B=new d.Point3(B,0,D);C=new d.Point3(C,0,x);D=m.transform(F);B=m.transform(B);C=m.transform(C);v.push(D);v.push(B);v.push(C);w=new d.Point3(w,q,z);y=new d.Point3(y,q,A);A=m.transform(w);y=m.transform(y);l.push(t);l.push(y);l.push(A);y=new d.Point3(0,-1,0);y=m.transform(y);v.push(y);v.push(y);v.push(y)}q=[];r=[];for(h=0;h<
+l.length;h++)u=l[h],q.push(u.x),q.push(u.y),q.push(u.z),u=v[h],r.push(u.x),r.push(u.y),r.push(u.z);h=[q,r];l=[];v=[];r=f(b);for(q=0;q<r.length;q++)r[q]*=c;u=[];t=[];for(q=0;q<r.length;q+=2){y=r[q];A=r[q+1];x=(q+2)%r.length;w=r[x];z=r[x+1];C=r[q];B=r[q+1];D=r[x];x=r[x+1];u[0]=new d.Point3(y,g,A);u[1]=new d.Point3(y,0,A);u[2]=new d.Point3(w,0,z);u[3]=new d.Point3(w,0,z);u[4]=new d.Point3(w,g,z);u[5]=new d.Point3(y,g,A);t[0]=new d.Point3(C,0,B);t[1]=new d.Point3(C,0,B);t[2]=new d.Point3(D,0,x);t[3]=
+new d.Point3(D,0,x);t[4]=new d.Point3(D,0,x);t[5]=new d.Point3(C,0,B);for(C=0;C<u.length;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B);u[0]=new d.Point3(w,0,z);u[1]=new d.Point3(y,0,A);u[2]=d.Point3.zero();t[0]=new d.Point3(0,-1,0);t[1]=new d.Point3(0,-1,0);t[2]=new d.Point3(0,-1,0);for(C=0;3>C;C++)B=m.transform(u[C]),l.push(B),B=m.transform(t[C]),v.push(B)}m=[];r=[];for(q=0;q<l.length;q++)u=l[q],m.push(u.x),m.push(u.y),m.push(u.z),u=v[q],r.push(u.x),r.push(u.y),r.push(u.z);m=[m,
+r];l=new d.Point3(0,0,g);g=new d.Point3(0,0,g+n);n=new d.Point3(0,0,1);c=a(b,l,n,c);b=a(b,g,n,k);b=e(l,g,c,b,!0);k=[];c=[];for(g=0;g<b[0].length;g++)k.push(b[0][g].x),k.push(b[0][g].z),k.push(b[0][g].y),c.push(b[1][g].x),c.push(b[1][g].z),c.push(b[1][g].y);k=[k,c];b=h[0].concat(m[0]).concat(k[0]);k=h[1].concat(m[1]).concat(k[1]);c=new d.MeshData;c.setFaceWinding(d.FaceWinding.Clockwise);c.addFaces(b,k);return c};h.createCylinderMeshDataFromArc=function(c,b,g,k){for(var f=[],n=[],m,h=0;h<c.length-
+3;h+=3){var q=new d.Point3(c[h],c[h+1],c[h+2]),r=new d.Point3(c[h+3],c[h+4],c[h+5]),u=a(g,q,b,k),t=a(g,r,b,k);m=e(q,r,u,t,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1])}q=c.length;h=new d.Point3(c[q-3],c[q-2],c[q-1]);t=h.copy().subtract(new d.Point3(c[q-6],c[q-5],c[q-4])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(h,r,q,u,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=
+0;h<q.length;h++)m=(h+1)%q.length,f.push(t),f.push(u[h]),f.push(u[m]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);h=new d.Point3(c[0],c[1],c[2]);t=h.copy().subtract(new d.Point3(c[3],c[4],c[5])).normalize();q=a(2*g,h,b,k);r=h.copy().add(t.copy().scale(2/3));u=a(2*g,r,b,2*k);t=r.copy().add(t.copy().scale(2));m=e(r,h,u,q,!1);Array.prototype.push.apply(f,m[0]);Array.prototype.push.apply(n,m[1]);for(h=0;h<q.length;h++)m=(h+1)%q.length,f.push(t),
+f.push(u[m]),f.push(u[h]),m=u[h].copy().subtract(r).normalize().add(t.copy().normalize()).normalize(),n.push(m),n.push(m),n.push(m);c=[];b=[];for(h=0;h<f.length;h++)g=f[h],c.push(g.x),c.push(g.y),c.push(g.z),m=n[h],b.push(m.x),b.push(m.y),b.push(m.z);f=new d.MeshData;f.setFaceWinding(d.FaceWinding.CounterClockwise);f.addFaces(c,b);return f}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c){this._mode=a;this._impl=new d.Internal.IncrementalSelectionImpl(c)}a.create=function(d,c){return new a(d,c)};a.prototype.performSelection=function(a,c,b){var d=this._impl.viewer;"View"===this._mode?(d=d.view,void 0===b&&(b=[])):(h.TypeAssert(this._mode),d=d.selectionManager);void 0===c&&(c=null);return this._impl.performSelection(d,a,c,b)};a.prototype.isIdle=function(){return this._impl.isIdle()};a.prototype.waitForIdle=function(){return this._impl.waitForIdle()};
+a.prototype.stopSelection=function(){return this._impl.stopSelection()};a.prototype.clearSelection=function(){return this._impl.clearSelection()};return a}();h.IncrementalSelection=f;(function(a){a.isScreenByAreaConfig=function(a){return"areaCssMin"in a};a.isRayDrillConfig=function(a){return"rayCssBoxRadius"in a};a.isConvexPolyhedronConfig=function(a){return"volumePlanes"in a};a.isSphereConfig=function(a){return"sphereRadius"in a}})(f=h.IncrementalSelection||(h.IncrementalSelection={}))})(d.Util||
+(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._killHandles=[];this._activeSelectionCount=0;this._inactivityPromise=null;this.viewer=a}a.prototype.isIdle=function(){return 0===this._activeSelectionCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){if(0===this._activeSelectionCount)return console.assert(null===this._inactivityPromise),[2,Promise.resolve()];null===this._inactivityPromise&&(this._inactivityPromise=
+h.OpenPromise.create());return[2,this._inactivityPromise]})})};a.prototype.stopSelection=function(){return __awaiter(this,void 0,void 0,function(){var a,c,b,g;return __generator(this,function(e){console.assert(this._killHandles.length===this._activeSelectionCount);a=[];c=0;for(b=this._killHandles;c<b.length;c++)g=b[c],a.push(g());return[2,d.Util.waitForAll(a)]})})};a.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return a=
+this.viewer.selectionManager,a.clear(),[4,this.stopSelection()];case 1:return c.sent(),a.clear(),[2]}})})};a.prototype._advanceBySelectionManager=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this.viewer.selectionManager;return[2,b.advanceIncrementalSelection(a,c)]})})};a.prototype._advanceByView=function(a,c,b){return __awaiter(this,void 0,void 0,function(){var d,e,f,n,m,h;return __generator(this,function(g){switch(g.label){case 0:return d=
+this.viewer.view,[4,d.advanceIncrementalSelection(a)];case 1:return e=g.sent(),null===e?[2,!1]:c?[4,Promise.all(e.map(c))]:[3,3];case 2:f=g.sent(),e=e.filter(function(b,c){return f[c]}),g.label=3;case 3:n=0;for(m=e;n<m.length;n++)h=m[n],b.push(h);return[2,!0]}})})};a.prototype._wrapBeginSelection=function(a,c){return d.Util.IncrementalSelection.isScreenByAreaConfig(c)?a.beginScreenSelectByArea(c.areaCssMin,c.areaCssMax,c.pickConfig):d.Util.IncrementalSelection.isRayDrillConfig(c)?a.beginRayDrillSelection(c.rayCssOrigin,
+c.rayCssBoxRadius,c.pickConfig):d.Util.IncrementalSelection.isConvexPolyhedronConfig(c)?a.beginConvexPolyhedronSelection(c.volumePlanes,c.heuristicOrigin,c.pickConfig):d.Util.IncrementalSelection.isSphereConfig(c)?a.beginSphereSelection(c.sphereCenter,c.sphereRadius,c.pickConfig):d.Util.TypeAssertNever(c)};a.prototype.performSelection=function(a,c,b,d){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return void 0!==d?[3,1]:[2,this._performSelection(a,
+c,b,null)];case 1:return[4,this._performSelection(a,c,b,d)];case 2:return g.sent(),[2,d]}})})};a.prototype._performSelection=function(a,c,b,g){return __awaiter(this,void 0,void 0,function(){var e,f,n,m,p,q,r,u,t=this;return __generator(this,function(k){switch(k.label){case 0:e=this._wrapBeginSelection(a,c);if(null===e)return[2];++this._activeSelectionCount;f=this.viewer.selectionManager;n=null===g;m=!1;p=h.Lazy.create(function(){return __awaiter(t,void 0,void 0,function(){var b,c;return __generator(this,
+function(a){switch(a.label){case 0:m=!0,a.label=1;case 1:return a.trys.push([1,,7,8]),[4,e];case 2:return b=a.sent(),n?[4,f.endIncrementalSelection(b)]:[3,4];case 3:return a.sent(),[3,6];case 4:return[4,this.viewer.view.endIncrementalSelection(b)];case 5:a.sent(),a.label=6;case 6:return[3,8];case 7:return c=this._killHandles.indexOf(q),console.assert(0<=c),this._killHandles.splice(c,1),--this._activeSelectionCount,0===this._activeSelectionCount&&null!==this._inactivityPromise&&(this._inactivityPromise.resolve(),
+this._inactivityPromise=null),[7];case 8:return[2]}})})});q=function(){return p.get()};this._killHandles.push(q);k.label=1;case 1:return k.trys.push([1,,11,13]),[4,e];case 2:r=k.sent(),u=!0,k.label=3;case 3:return!u||m?[3,10]:n?[4,this._advanceBySelectionManager(r,b)]:[3,5];case 4:return u=k.sent(),[3,7];case 5:return[4,this._advanceByView(r,b,g)];case 6:u=k.sent(),k.label=7;case 7:return!u||m?[3,9]:[4,d.Util.sleep(1)];case 8:k.sent(),k.label=9;case 9:return[3,3];case 10:return[3,13];case 11:return[4,
+q()];case 12:return k.sent(),[7];case 13:return[2]}})})};return a}();h.IncrementalSelectionImpl=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this.diffuseColor=[1,1,1,1]}a.prototype.setDiffuseTransparency=function(a){this.diffuseColor[3]=a};a.prototype.setDiffuseColor=function(a){a.toFloatArray(this.diffuseColor)};a.prototype.setDiffuseColorFromArray=function(a){this.diffuseColor[0]=a[0];this.diffuseColor[1]=a[1];this.diffuseColor[2]=a[2]};a.prototype.hash=function(){return this.diffuseColor.join(",")};return a}();d.MaterialInfo=f;f=function(){function a(a){this._materials=new Map;
+this._engine=a}a.prototype.getOrCreateMaterial=function(a){var c=this,b=a.hash(),d=this._materials.get(b);if(void 0!==d)return d;d=this._engine.createMaterial().then(function(b){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.setDiffuseColor(b,a.diffuseColor)];case 1:return c.sent(),[2,b]}})})});this._materials.set(b,d);return d};return a}();d.ScMaterialCache=f;f=function(){function a(a){this._engine=a}a.prototype.getIdentityInc=
+function(){return this._identityInc};a.prototype.init=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return[4,this._engine.createIdentityMatrix()];case 1:return this._identityInc=a=c.sent(),[2]}})})};return a}();d.ScMatrixCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(b,c,a){if(b.selectionMask===d.SelectionMask.None)throw new d.CommunicatorError("selectionMask is None");return __assign({},b,{cullSuboptimalEntities:c,enableOcclusionChecks:c,restrictLinesAndPointsToSelectedFaceInstances:a?!1:b.restrictLinesAndPointsToSelectedFaceInstances})}function a(b,c){var a=d.Point3.createFromArray(b.rayPoint),g=d.Point3.createFromArray(b.normal),e=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),k=new d.Point3(b.bounding.max[0],
+b.bounding.max[1],b.bounding.max[2]);e=new d.Box(e,k);c=new d.Selection.FaceEntity(a,g,b.elementIndex,b.overlayIndex,b.elementBits,e,c);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],c,null,null)}function e(b){var c=new d.Point3(b.bounding.min[0],b.bounding.min[1],b.bounding.min[2]),a=new d.Point3(b.bounding.max[0],b.bounding.max[1],b.bounding.max[2]);c=new d.Box(c,a);c=new d.Selection.LineEntity(b.elementIndex,d.Point3.createFromArray(b.point),b.lineSegmentVertices,b.bestLineSegmentVertexIndex,
+c,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,c,null)}function c(b){var c=new d.Selection.PointEntity(d.Point3.createFromArray(b.point),b.elementIndex,b.overlayIndex,b.elementBits);b=b.instanceInc;return d.Selection.SelectionItem.create(b[1],b[0],null,null,c)}function b(b){return null!==b.point?(b=b.point.entities[0],c(b)):null!==b.line?(b=b.line.entities[0],e(b)):null!==b.face?(b=b.face.entities[0],a(b,!1)):null!==b.proximityFace?(b=b.proximityFace.entities[0],
+a(b,!0)):null}function g(b){var g=null;if(null!==b.face){var k=b.face.entities[0];g=a(k,!1)}else null!==b.proximityFace&&(k=b.proximityFace.entities[0],g=a(k,!0));var f=null;null!==b.line&&(k=b.line.entities[0],f=e(k));k=null;null!==b.point&&(k=b.point.entities[0],k=c(k));return new d.Selection.CompositeSelectionItem(g,f,k)}function k(b){var d=[];if(null!==b.face)for(var g=0,k=b.face.entities;g<k.length;g++){var f=a(k[g],!1);d.push(f)}a:for(f=b.line,g=b.point,k=b.proximityFace,b=null!==f?f.entities:
+[],g=null!==g?g.entities:[],k=null!==k?k.entities:[],f=[b,g,k];;){for(var l,n=l=Number.POSITIVE_INFINITY,m=null,h=0;h<f.length;h++){var x=f[h];if(0<x.length){var y=x[0];y.radialMetric<l?(l=y.radialMetric,n=y.zMetric,m=x):y.radialMetric===l&&y.zMetric<n&&(n=y.zMetric,m=x)}}l=m;if(null===l){console.assert(0===b.length);console.assert(0===g.length);console.assert(0===k.length);break a}console.assert(0<l.length);l===b?(l=b.pop(),l=e(l)):l===g?(l=g.pop(),l=c(l)):(console.assert(l===k),l=k.pop(),l=a(l,
+!0));d.push(l)}return d}var l;(function(b){b[b.Batch=1E3]="Batch";b[b.Chunk=100]="Chunk"})(l=h.AdvanceSelectionCapacity||(h.AdvanceSelectionCapacity={}));var n=function(){function c(b){this._pickTolerance=20;this._incrementalChunkedItems=new Map;this._sc=b}c.prototype.setPickTolerance=function(b){this._pickTolerance=b};c.prototype.getPickTolerance=function(){return this._pickTolerance};c.prototype.beginScreenAreaSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,
+function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginScreenAreaSelection(b.x,b.y,c.x,c.y,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginScreenAreaSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginRayDrillSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k;return __generator(this,function(f){switch(f.label){case 0:g=
+a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginRayDrillSelection(b.x,b.y,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginRayDrillSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.beginConvexPolyhedronSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,e,k,f,l,n,m,h;return __generator(this,function(p){switch(p.label){case 0:g=
+a;e=[];k=0;for(f=b;k<f.length;k++)l=f[k],e.push(l.getCoefficients());n=[c.x,c.y,c.z];p.label=1;case 1:return p.trys.push([1,3,,4]),[4,this._sc.beginConvexPolyhedronSelection(e,n,g)];case 2:return m=p.sent(),[3,4];case 3:h=p.sent();if(SC.isError(h)&&"beginConvexPolyhedronSelection"===h.scFunction)throw new d.SelectionInvalidatedError;throw h;case 4:return[2,new d.Selection.IncrementalSelectionId(m)]}})})};c.prototype.beginSphereSelection=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k;return __generator(this,function(f){switch(f.label){case 0:g=a,f.label=1;case 1:return f.trys.push([1,3,,4]),[4,this._sc.beginSphereSelection(b,c,g)];case 2:return e=f.sent(),[3,4];case 3:k=f.sent();if(SC.isError(k)&&"beginSphereSelection"===k.scFunction)throw new d.SelectionInvalidatedError;throw k;case 4:return[2,new d.Selection.IncrementalSelectionId(e)]}})})};c.prototype.endIncrementalSelection=function(b){this._incrementalChunkedItems.delete(b._handle);this._sc.endVolumeSelection(b._handle)};
+c.prototype.advanceIncrementalSelection=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g,e,k,f,n,m,p;return __generator(this,function(q){switch(q.label){case 0:if((a=this._incrementalChunkedItems.get(b._handle))&&a.length)return[2,a.pop()];q.label=1;case 1:return q.trys.push([1,3,,4]),[4,this._sc.advanceVolumeSelection(b._handle,l.Batch)];case 2:return g=q.sent(),[3,4];case 3:e=q.sent();if(SC.isError(e)&&"advanceVolumeSelection"===e.scFunction)throw new d.SelectionInvalidatedError;
+throw e;case 4:return 2!==g.length||4294967295!==g[1]?[3,7]:c?[4,this._sc.setStreamIdleMarker()]:[3,6];case 5:return q.sent(),[2,this.advanceIncrementalSelection(b,!1)];case 6:return[2,null];case 7:k=[];for(f=0;f<g.length;f+=2)n=g[f],m=g[f+1],k.push(d.Selection.SelectionItem.create(m,n));if(k.length<=l.Chunk)return[2,k];p=h.chunkify(k,l.Chunk).reverse();this._incrementalChunkedItems.set(b._handle,p);return[2,p.pop()]}})})};c.prototype._screenSelectByRay=function(b,c,a,g){return __awaiter(this,void 0,
+void 0,function(){var e,k,l,n;return __generator(this,function(m){e=f(c,a,g);k=c.selectionMask;n=(l=c.selectionMask!==d.SelectionMask.Face||c.enableProximityFaces)?this._pickTolerance:-1;return[2,this._sc.screenSelectByRay(k,b.x,b.y,n,e)]})})};c.prototype._worldSelectByRay=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=f(c,a,!1);g=h.toScRay(b);return[2,this._sc.worldSelectByRay(g,d)]})})};c.prototype.pickFromScreen=function(c,a,d){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(c,a,!0,d)];case 1:return g=e.sent(),[2,b(g)]}})})};c.prototype.pickAllFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._screenSelectByRay(b,c,!1,a)];case 1:return d=g.sent(),[2,k(d)]}})})};c.prototype.compositePickFromScreen=function(b,c,a){return __awaiter(this,void 0,void 0,
+function(){var d;return __generator(this,function(e){switch(e.label){case 0:return[4,this._screenSelectByRay(b,c,!0,a)];case 1:return d=e.sent(),[2,g(d)]}})})};c.prototype.pickFromRay=function(c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._worldSelectByRay(c,a,!0)];case 1:return d=g.sent(),[2,b(d)]}})})};c.prototype.pickAllFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._worldSelectByRay(b,c,!1)];case 1:return a=d.sent(),[2,k(a)]}})})};c.prototype.pickCompositeFromRay=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d,e;return __generator(this,function(k){switch(k.label){case 0:return a=f(c,!0,!1),d=h.toScRay(b),[4,this._sc.worldSelectByRay(d,a)];case 1:return e=k.sent(),[2,g(e)]}})})};return c}();h.ScSelectionManager=n})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){d=d.Internal||(d.Internal={});(d.Test||(d.Test={})).AdvanceSelectionCapacity=d.AdvanceSelectionCapacity})(Communicator||(Communicator={}));
+(function(d){(function(h){h.toScRay=function(d){var a={origin:[],direction:[]};d.origin.toArray(a.origin);d.direction.toArray(a.direction);return a};h.makeFaceFaceDistanceItem=function(f){var a=new d.FaceFaceDistanceItem;a.pos1.fromArray(f.point1);a.pos2.fromArray(f.point2);a.distance=f.distance;return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a){this.attributes=a}d.prototype.copy=function(){return new d(this.attributes.map(function(a){return a.copy()}))};return d}();d.SubentityAttributes=h})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a.isFace=function(a){return a instanceof d.SubentityProperties.CylinderElement||a instanceof d.SubentityProperties.PlaneElement||a instanceof d.SubentityProperties.ConeElement||a instanceof d.SubentityProperties.SphereElement||a instanceof d.SubentityProperties.TorusElement||a instanceof d.SubentityProperties.Blend01Element||a instanceof d.SubentityProperties.Blend02Element||a instanceof d.SubentityProperties.Blend03Element||a instanceof d.SubentityProperties.NurbsElement||
+a instanceof d.SubentityProperties.CylindricalElement||a instanceof d.SubentityProperties.OffsetElement||a instanceof d.SubentityProperties.PipeElement||a instanceof d.SubentityProperties.RuledElement||a instanceof d.SubentityProperties.RevolutionElement||a instanceof d.SubentityProperties.ExtrusionElement||a instanceof d.SubentityProperties.FromCurvesElement||a instanceof d.SubentityProperties.TransformElement||a instanceof d.SubentityProperties.OtherFaceElement};a.isEdge=function(a){return a instanceof
+d.SubentityProperties.LineElement||a instanceof d.SubentityProperties.CircleElement||a instanceof d.SubentityProperties.OtherEdgeElement}})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var k=d.SubentityProperties.FaceType,l=a.parseFaceType();switch(l){case k.Cylinder:return c.parseBinary(a);case k.Plane:return b.parseBinary(a);case k.Cone:return g.parseBinary(a);case k.Other:return n.parseBinary(a);case k.Sphere:return e.parseBinary(a);case k.Torus:return f.parseBinary(a);case k.Blend01:return m.parseBinary(a);case k.Blend02:return h.parseBinary(a);case k.Blend03:return q.parseBinary(a);case k.Nurbs:return r.parseBinary(a);
+case k.Cylindrical:return u.parseBinary(a);case k.Offset:return t.parseBinary(a);case k.Pipe:return v.parseBinary(a);case k.Ruled:return w.parseBinary(a);case k.Revolution:return z.parseBinary(a);case k.Extrusion:return x.parseBinary(a);case k.FromCurves:return y.parseBinary(a);case k.Transform:return A.parseBinary(a);default:throw d.Util.TypeAssert(l),new d.AssemblyDataParseError("Unexpected measurement face type.");}};var c=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),
+a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CylinderElement(c,a,b)};return b}();a.Cylinder=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.PlaneElement(c,b)};return b}();a.Plane=b;var g=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32(),g=b.parsePoint3_32();b=b.parseFloat_32();return new d.SubentityProperties.ConeElement(c,a,g,b)};return b}();
+a.Cone=g;var e=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.SphereElement(c,a,b)};return b}();a.Sphere=e;var f=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parseFloat_32(),g=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.TorusElement(c,a,g,b)};return b}();a.Torus=f;var n=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OtherFaceElement};
+return b}();a.Other=n;var m=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend01Element};return b}();a.Blend01=m;var h=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend02Element};return b}();a.Blend02=h;var q=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.Blend03Element};return b}();a.Blend03=q;var r=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.NurbsElement};
+return b}();a.Nurbs=r;var u=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.CylindricalElement};return b}();a.Cylindrical=u;var t=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.OffsetElement};return b}();a.Offset=t;var v=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.PipeElement};return b}();a.Pipe=v;var w=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RuledElement};
+return b}();a.Ruled=w;var z=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.RevolutionElement};return b}();a.Revolution=z;var x=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.ExtrusionElement};return b}();a.Extrusion=x;var y=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.FromCurvesElement};return b}();a.FromCurves=y;var A=function(){function b(){}b.parseBinary=function(b){return new d.SubentityProperties.TransformElement};
+return b}();a.Transform=A})(a.Face||(a.Face={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){(function(a){a.parseBinary=function(a){var e=d.SubentityProperties.EdgeType,k=a.parseEdgeType();switch(k){case e.Line:return c.parseBinary(a);case e.Circle:return b.parseBinary(a);case e.Other:return g.parseBinary(a);default:throw d.Util.TypeAssert(k),new d.AssemblyDataParseError("Unexpected measurement edge type.");}};var c=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.LineElement(b)};return b}();
+a.Line=c;var b=function(){function b(){}b.parseBinary=function(b){var c=b.parseFloat_32(),a=b.parsePoint3_32();b=b.parsePoint3_32();return new d.SubentityProperties.CircleElement(c,a,b)};return b}();a.Circle=b;var g=function(){function b(){}b.parseBinary=function(b){b=b.parseFloat_32();return new d.SubentityProperties.OtherEdgeElement(b)};return b}();a.Other=g})(a.Edge||(a.Edge={}))})(f.MeasurementProperty||(f.MeasurementProperty={}))})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(d){var f;(function(c){c[c.Undefined=0]="Undefined";c[c.Line=1]="Line";c[c.Circle=2]="Circle";c[c.Other=6]="Other"})(f=d.EdgeType||(d.EdgeType={}));var a;(function(c){c[c.Undefined=0]="Undefined";c[c.Cylinder=3]="Cylinder";c[c.Plane=4]="Plane";c[c.Cone=5]="Cone";c[c.Other=6]="Other";c[c.Sphere=7]="Sphere";c[c.Torus=8]="Torus";c[c.Blend01=9]="Blend01";c[c.Blend02=10]="Blend02";c[c.Blend03=11]="Blend03";c[c.Nurbs=12]="Nurbs";c[c.Cylindrical=13]="Cylindrical";c[c.Offset=14]="Offset";
+c[c.Pipe=15]="Pipe";c[c.Ruled=16]="Ruled";c[c.Revolution=17]="Revolution";c[c.Extrusion=18]="Extrusion";c[c.FromCurves=19]="FromCurves";c[c.Transform=20]="Transform"})(a=d.FaceType||(d.FaceType={}));var e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Line};return c}();d.LineElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal)};c.prototype.type=function(){return f.Circle};return c}();d.CircleElement=e;e=function(){function c(b){this.length=b}c.prototype.copy=function(){return new c(this.length)};c.prototype.type=function(){return f.Other};return c}();d.OtherEdgeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Other};return c}();d.OtherFaceElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}
+c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Cylinder};return c}();d.CylinderElement=e;e=function(){function c(b,c){this.origin=b.copy();this.normal=c.copy()}c.prototype.copy=function(){return new c(this.origin,this.normal)};c.prototype.type=function(){return a.Plane};return c}();d.PlaneElement=e;e=function(){function c(b,c,a,d){this.radius=b;this.origin=c.copy();this.normal=a.copy();this.halfAngle=d}c.prototype.copy=function(){return new c(this.radius,
+this.origin,this.normal,this.halfAngle)};c.prototype.type=function(){return a.Cone};return c}();d.ConeElement=e;e=function(){function c(b,c,a){this.radius=b;this.origin=c.copy();this.normal=a.copy()}c.prototype.copy=function(){return new c(this.radius,this.origin,this.normal)};c.prototype.type=function(){return a.Sphere};return c}();d.SphereElement=e;e=function(){function c(b,c,a,d){this.majorRadius=b;this.minorRadius=c;this.origin=a.copy();this.normal=d.copy()}c.prototype.copy=function(){return new c(this.majorRadius,
+this.minorRadius,this.origin,this.normal)};c.prototype.type=function(){return a.Torus};return c}();d.TorusElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend01};return c}();d.Blend01Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend02};return c}();d.Blend02Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Blend03};
+return c}();d.Blend03Element=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Nurbs};return c}();d.NurbsElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Cylindrical};return c}();d.CylindricalElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Offset};return c}();d.OffsetElement=e;e=function(){function c(){}c.prototype.copy=
+function(){return new c};c.prototype.type=function(){return a.Pipe};return c}();d.PipeElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Ruled};return c}();d.RuledElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Revolution};return c}();d.RevolutionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Extrusion};
+return c}();d.ExtrusionElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.FromCurves};return c}();d.FromCurvesElement=e;e=function(){function c(){}c.prototype.copy=function(){return new c};c.prototype.type=function(){return a.Transform};return c}();d.TransformElement=e})(d.SubentityProperties||(d.SubentityProperties={}))})(Communicator||(Communicator={}));
+(function(d){d=d.StaticGenericType||(d.StaticGenericType={});d.IfcColumn="IFCCOLUMN";d.IfcCovering="IFCCOVERING";d.IfcCurtainWall="IFCCURTAINWALL";d.IfcDoor="IFCDOOR";d.IfcRamp="IFCRAMP";d.IfcRoof="IFCROOF";d.IfcSlab="IFCSLAB";d.IfcSpace="IFCSPACE";d.IfcStair="IFCSTAIR";d.IfcStairFlight="IFCSTAIRFLIGHT";d.IfcTransportElement="IFCTRANSPORTELEMENT";d.IfcWall="IFCWALL";d.IfcWallStandardCase="IFCWALLSTANDARDCASE";d.IfcWindow="IFCWINDOW"})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,c,a,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,m,h,w,z;return __generator(this,function(p){switch(p.label){case 0:return[4,c.getNodeOrRepItem(a)];case 1:e=p.sent();if(null===e||e instanceof f.RepresentationItem||e instanceof f.PartDefinition)return[2,d.BimMask.None];k=f.getNodeGenericType(e);return null!==k?[3,3]:null===g?[2,d.BimMask.None]:[4,e.getAttributes()];case 2:l=p.sent();n=0;for(m=l;n<m.length;n++)if(h=m[n],w=h.getTitle(),
+w===g){k=h.getValue();break}if(null===k)return[2,d.BimMask.None];p.label=3;case 3:return z=b(k),z!==d.BimMask.None?[2,z]:[2,d.BimMask.None]}})})}function e(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return c=[],a={enterAnyBody:function(b){b instanceof f.BodyInstance&&c.push(b)}},[4,f.WalkerAsync.walk(a,b,f.WalkRestriction.None)];case 1:return d.sent(),[2,c]}})})}function c(b){return __awaiter(this,void 0,void 0,function(){var c,
+a,g,k,f,h;return __generator(this,function(l){switch(l.label){case 0:return[4,e(b)];case 1:c=l.sent();a=new Set;g=0;for(k=c;g<k.length;g++)f=k[g],h=f.getParent(),a.add(h);return[2,d.Util.setToArray(a)]}})})}function b(b,c,g,e){return __awaiter(this,void 0,void 0,function(){var k,f,l,n,m,h,w,z,x,y,A;return __generator(this,function(p){switch(p.label){case 0:k=[];f=0;for(l=g;f<l.length;f++)n=l[f],m=a(b,c,n,e),k.push(m);return[4,Promise.all(k)];case 1:h=p.sent();w=[];z=[];x=[];for(y=0;y<g.length;++y)n=
+g[y],A=h[y],A!==d.BimMask.None&&(0!==(A&d.BimMask.Floor)&&w.push(n),0!==(A&d.BimMask.Wall)&&z.push(n),0!==(A&d.BimMask.Door)&&x.push(n));return[2,{floors:w,walls:z,doors:x}]}})})}function g(b){for(var c=[],a=0;a<b.length;a++)for(var d=0,g=b[a].getBodyInstances();d<g.length;d++){var e=g[d].getInstanceInc();c.push(e[0],e[1])}return c}f.hasEffectiveGenericType=function(b,c){for(;null!==b;){if(b.getName()===c||f.getNodeGenericType(b)===c)return!0;b=f.towardProductOccurrence(b.getParent())}return!1};f.ifcAttributeToBimMask=
+function(b){switch(b){case d.StaticGenericType.IfcColumn:case d.StaticGenericType.IfcCurtainWall:case d.StaticGenericType.IfcStair:case d.StaticGenericType.IfcStairFlight:case d.StaticGenericType.IfcWall:case d.StaticGenericType.IfcWallStandardCase:case d.StaticGenericType.IfcWindow:return d.BimMask.Wall|d.BimMask.Floor;case d.StaticGenericType.IfcCovering:case d.StaticGenericType.IfcRamp:case d.StaticGenericType.IfcRoof:case d.StaticGenericType.IfcSlab:return d.BimMask.Floor;case d.StaticGenericType.IfcDoor:case d.StaticGenericType.IfcTransportElement:return d.BimMask.Door|
+d.BimMask.Floor}return d.BimMask.None};f.registerBimNodes=function(a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){var k,l,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return[4,c(f)];case 1:return k=q.sent(),[4,b(a,e,k,h)];case 2:return l=q.sent(),n=g(l.floors),d.registerBimInstances(n,0),m=g(l.walls),d.registerBimInstances(m,1),p=g(l.doors),d.registerBimInstances(p,2),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function c(b,c,a,d,e,f){this.headerVersion=b;this._rootAssemblyDataKey=c;this.isDrawing=a;this.isMeasurable=d;this.originalFileName=e;this.originalFileType=f}c.prototype.rootAssemblyDataKey=function(){console.assert(4294967295!==this._rootAssemblyDataKey);return this._rootAssemblyDataKey};c.parseBinary=function(b){if(0===b.length)return null;b=new f.AssemblyDataParser(new e(null,b));var a=new f.NodeParseBits;a.parseBits1(b);if(!a.hasBits1(8388608))return null;
+var k=b.parseAssemblyDataHeaderVersion();if(k>c._maxHeaderVersion)throw new d.AssemblyDataParseError("Unknown header version: "+k);a.parseBits2(b);var l=b.parseDataKey(),n=b.parseBoolean(),m="",h=d.FileType.Unknown;var q=1<=k?b.parseBoolean():!0;3<=k&&(a.hasBits2(4)&&(m=b.parseCString()),h=b.parseIndex_32());return new c(k,l,n,q,m,h)};c._maxHeaderVersion=3;c.dynamic=new c(c._maxHeaderVersion,4294967295,!1,!1,"",d.FileType.Unknown);return c}();f.AssemblyDataHeader=a;var e=function(){return function(c,
+b){this.header=c;this.bytes=b}}();f.AssemblyData=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){return function(){this.prototypes=new Map;this.partDefinitions=new Map}}(),e=function(){return function(){this.bodies=new Map;this.contexts=[]}}(),c=function(){function b(b,c,a,e,m,p){this._centralQueueClock=new h.Clock;this._productOccurrences=new Map;this._pmis=new Map;this._cadViews=new Map;this._bodyInstances=new Map;this._pmiBodies=new Map;this._viewFrames=new Map;this._partDefinitions=new Map;this._representationItems=new Map;this._partToInstance=
+new Map;this._filters=[];this._layers=new Map;this._layersIds=new Map;this._nextLayerId=0;this._genericTypeToNodes=new Map;this._genericIdToNode=new Map;this._cadConfigurations=new Set;this._modelContents=new Map;this._inclusionContents=new Map;this._nodeDeletionBlackList=new Set;this._meshDeletionBlackList=new Set;this._dynamicNodeIdSeed=f.invalidNodeId;this._currentNodeIdOffset=0;this._initialEmptyNodeIdOffsetObtained=!1;this._firstProductOccurrenceWithView=this._defaultCadConfiguration=this._activeCadConfiguration=
+this._activeCadView=null;this._isMeasurable=this._containsDrawings=!1;this._initiallyHiddenStayHidden=this._automaticMeasurementUnitScaling=!0;this._completedLoadTimestamp=this._activeLoadTimestamp=0;this._requestedNodes=new Map;this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0;this._seenExternalModel=this._isInitialized=!1;this._config=__assign({},b);this._engine=c;this._callbackManager=a;this._cuttingManager=e;this._view=m;this._model=
+p;this._isScs=2===this._engine.getSessionType();console.assert(!this._isScs||this._engine.getRendererType()===d.RendererType.Client)}b.prototype.initialize=function(b){var c=this;console.assert(void 0===this._rootLoadContext);console.assert(void 0===this._rootNode);console.assert(!this._isInitialized);this._isInitialized=!0;console.assert(void 0===this._centralQueue);this._centralQueue=new h.PromiseQueue(b.maxConcurrentAttachments(),!1);this._callbackManager.bind({_inputInteraction:function(b,a){c._onUserInteraction(b,
+a)}});this._rootLoadContext=new f.LoadContext(null,d.EmptyModelName,null);b=new f.AttachContext(new f.ScKeyRemapper,0,!1,0,this._rootLoadContext);this._rootLoadContext.addAttachContext(b);var a=new f.InclusionContext(this,b,0,0);b.addInclusionContext(a);this._rootNode=f.ProductOccurrence.createDynamic(this,a,"Models",null,null,!0);a.addProductOccurrence(this._rootNode);console.assert(this._rootNode.isAbsoluteRoot());this.preventNodeDeletion(this._rootLoadContext);this.preventNodeDeletion(b);this.preventNodeDeletion(a);
+this.preventNodeDeletion(this._rootNode);this._rootNode.markLoaded()};b.prototype.isInitialized=function(){return this._isInitialized};b.prototype.getRootNode=function(){return this._rootNode};b.prototype.getAbstractScEngine=function(){return this._engine};b.prototype.generateDynamicNodeId=function(){return--this._dynamicNodeIdSeed};b.prototype.newNodeIdOffset=function(){if(!this._initialEmptyNodeIdOffsetObtained)return this._initialEmptyNodeIdOffsetObtained=!0,console.assert(0===this._currentNodeIdOffset),
+0;var b=this._currentNodeIdOffset;this._currentNodeIdOffset+=4294967296;return b};b.prototype.getLowestAvailableNodeId=function(){return this._currentNodeIdOffset};b.prototype.tryParseHeader=function(b){var c=this,a=f.AssemblyDataHeader.parseBinary(b);if(null===a)return null;this._containsDrawings=this._containsDrawings||a.isDrawing;this._isMeasurable=this._isMeasurable||a.isMeasurable;return this._callbackManager.promiseTrigger("_modelStructureHeaderParsed",null,a).then(function(){c._callbackManager.trigger("modelStructureHeaderParsed",
+a.originalFileName,a.originalFileType);return a})};b.prototype._isRegistered=function(b){return this._productOccurrences.has(b)||this._pmis.has(b)||this._cadViews.has(b)||this._bodyInstances.has(b)||this._pmiBodies.has(b)||this._viewFrames.has(b)||this._partDefinitions.has(b)||this._representationItems.has(b)};b.prototype.registerProductOccurrence=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._productOccurrences.set(c,b);c=f.getNodeGenericType(b);
+null!==c&&this.registerGenericType(b,c);c=b.getGenericId();null!==c&&this.registerGenericGlobalId(b,c);b.isAConfigurationNode()&&this._registerCadConfiguration(b);if(b.isADrawingSheetNode()||b.isADrawingViewNode())this._containsDrawings=!0}};b.prototype.lookupProductOccurrence=function(b){b=this._productOccurrences.get(b);return void 0!==b?b:null};b.prototype.registerPmi=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmis.set(c,b)};b.prototype.lookupPmi=function(b){b=
+this._pmis.get(b);return void 0!==b?b:null};b.prototype.registerCadView=function(b){null===this._firstProductOccurrenceWithView&&(this._firstProductOccurrenceWithView=b.getParent());var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._cadViews.set(c,b)};b.prototype.getFirstProductOccurrenceWithView=function(){return this._firstProductOccurrenceWithView};b.prototype.lookupCadView=function(b){b=this._cadViews.get(b);return void 0!==b?b:null};b.prototype.registerBodyInstance=function(b){var c=
+b.getRuntimeId();console.assert(!this._isRegistered(c));this._bodyInstances.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupBodyInstance=function(b){b=this._bodyInstances.get(b);return void 0!==b?b:null};b.prototype.registerPmiBody=function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._pmiBodies.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupPmiBody=function(b){b=this._pmiBodies.get(b);return void 0!==b?b:null};b.prototype.registerViewFrame=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._viewFrames.set(c,b);this._registerAnyBodyByInstanceInc(b)};b.prototype.lookupViewFrame=function(b){b=this._viewFrames.get(b);return void 0!==b?b:null};b.prototype.registerPartDefinition=function(b){if(!b.isMissing()){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._partDefinitions.set(c,b)}};b.prototype.lookupPartDefinition=function(b){b=this._partDefinitions.get(b);return void 0!==b?b:null};b.prototype.registerRepresentationItem=
+function(b){var c=b.getRuntimeId();console.assert(!this._isRegistered(c));this._representationItems.set(c,b)};b.prototype.lookupRepresentationItem=function(b){b=this._representationItems.get(b);return void 0!==b?b:null};b.prototype.lookupAnyBody=function(b){return this.lookupBodyInstance(b)||this.lookupPmiBody(b)||this.lookupViewFrame(b)};b.prototype.lookupAnyTreeNode=function(b){return this.lookupProductOccurrence(b)||this.lookupPmi(b)||this.lookupCadView(b)||this.lookupAnyBody(b)};b.prototype.lookupAnyNonTreeNode=
+function(b){return this.lookupRepresentationItem(b)||this.lookupPartDefinition(b)};b.prototype.lookupAnyNode=function(b){return this.lookupAnyTreeNode(b)||this.lookupAnyNonTreeNode(b)};b.prototype._registerCadConfiguration=function(b){console.assert(b.isAConfigurationNode());console.assert(!this._cadConfigurations.has(b));this._cadConfigurations.add(b);b.isADefaultNode()&&null===this._defaultCadConfiguration&&(this._defaultCadConfiguration=b)};b.prototype.getInstanceCountByInclusion=function(b){return this._getInclusionContent(b).bodies.size};
+b.prototype.lookupAnyBodyByInstanceInc=function(b,c){b=this._getInclusionContent(b).bodies.get(c);return void 0!==b?b:null};b.prototype._registerAnyBodyByInstanceInc=function(b){var c=b.getInstanceInc(),a=this._getInclusionContent(c[0]),g=a.bodies.get(c[1]);if(void 0!==g){console.assert(b.hasAuthoredId());if(g.hasAuthoredId()){console.assert(g.constructor===b.constructor);h.CompileTime.disable&&console.assert(!1);return}console.assert(g.constructor===f.BodyInstance);g=g.getRuntimeId();b instanceof
+f.BodyInstance?this._bodyInstances.set(g,b):b instanceof f.PmiBody?this._pmiBodies.set(g,b):(d.Util.TypeAssert(b),this._viewFrames.set(g,b))}a.bodies.set(c[1],b)};b.prototype._getInclusionContent=function(b){console.assert(4294967295!==b);var c=this._inclusionContents.get(b);void 0===c&&(c=new e,this._inclusionContents.set(b,c));return c};b.prototype._getModelContent=function(b,c){console.assert(4294967295!==c);var d=this._modelContents.get(b);void 0===d&&(d=new Map,this._modelContents.set(b,d));
+b=d.get(c);void 0===b&&(b=new a,d.set(c,b));return b};b.prototype.registerPrototypeByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.prototypes.has(a));b.prototypes.set(a,d)};b.prototype.registerPartDefinitionByDataId=function(b,c,a,d){b=this._getModelContent(b,c);console.assert(!b.partDefinitions.has(a));b.partDefinitions.set(a,d)};b.prototype.lookupPrototypeByDataId=function(b,c,a){b=this._getModelContent(b,c).prototypes.get(a);return void 0!==b?b:null};b.prototype.lookupPartDefinitionByDataId=
+function(b,c,a){b=this._getModelContent(b,c).partDefinitions.get(a);return void 0!==b?b:null};b.prototype.registerInclusionContext=function(b){var c=b.getInclusionKey();this._getInclusionContent(c).contexts.push(b)};b.prototype.getInclusionContexts=function(b){return this._getInclusionContent(b).contexts};b.prototype._createLayer=function(b,c,a,d){a=new f.Layer(b,c,a,d);console.assert(!this._layers.has(b));this._layers.set(b,a);null!==c&&this._updateNameToLayersMap(c,b);return a};b.prototype._updateNameToLayersMap=
+function(b,c){var a=this._layersIds.get(b);void 0!==a?a.push(c):this._layersIds.set(b,[c])};b.prototype.createLayer=function(b,c,a){var d=this._nextLayerId++;c=this._createLayer(d,c,[],[]);a.addLayerIdToMap(d,b);return c};b.prototype.updateLayerName=function(b,c){var a=this._layers.get(b);void 0!==a&&(a.name=c,this._updateNameToLayersMap(c,b))};b.prototype._registerNodeInLayer=function(b,c,a){var d=f.towardLoadContext(b),g=d.getRuntimeLayerId(c);null===g&&(g=this._nextLayerId++,this._createLayer(g,
+null,[b],[]),d.addLayerIdToMap(g,c));var e=this._layers.get(g);void 0!==e?a(e).push(b):(console.assert(!1,"Layer has mapping in LoadContext but not represented in AssemblyTree"),this._createLayer(g,null,[b],[]),d.addLayerIdToMap(g,c))};b.prototype.registerNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.nodes})};b.prototype.registerTreeNodeInLayer=function(b,c){return this._registerNodeInLayer(b,c,function(b){return b.treeNodes})};b.prototype.addFilter=function(b,
+c){this._filters.push({filter:b,loadContext:c})};b.prototype.getFilters=function(){for(var b=new Map,c=0;c<this._filters.length;c++){var a=this.getFilterName(c)||"";b.set(c,a)}return b};b.prototype.getFilterName=function(b){return b<this._filters.length?this._filters[b].filter.name||"":null};b.prototype.getFiltersWithNode=function(b){for(var c=b.getAuthoredId(),a=this._filters,d=[],g=0;g<a.length;g++){var e=a[g],f=e.filter;e=e.loadContext;if(null!==f.layers)for(var h=0,u=f.layers.authoredIds;h<u.length;h++){var t=
+e.getRuntimeLayerId(u[h]);if(null!==t){var v=this.getNodesFromLayer(t);if(null!==v)for(t=0;t<v.length;t++)b===v[t]&&d.push(g)}}if(null!==f.entities)for(e=0,f=f.entities.ids;e<f.length;e++)c===f[e]&&d.push(g)}return d};b.prototype.getNodesFromFilterIds=function(b){for(var c=new Set,a=new Set,g=null,e=0;e<b.length;e++){var f=this._filters[b[e]],h=f.filter,r=f.loadContext,u=h.layers;if(null!==u){f=u.isInclusive;null===g&&(g=f);var t=0;for(u=u.authoredIds;t<u.length;t++){var v=r.getRuntimeLayerId(u[t]);
+if(null!==v&&(v=this._layers.get(v))&&null!==v.nodes)for(var w=0,z=v.nodes;w<z.length;w++)v=z[w].getRuntimeId(),f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}}r=h.entities;if(null!==r)for(f=r.isInclusive,null===g&&(g=f),h=0,r=r.ids;h<r.length;h++)v=r[h],f?(c.add(v),a.delete(v)):(c.delete(v),a.add(v))}return null===g?null:g?new d.FilteredNodes(!0,c):new d.FilteredNodes(!1,a)};b.prototype.getLayers=function(){var b=new Map;this._layers.forEach(function(c,a){b.set(a,c.name||"")});return b};b.prototype.getUniqueLayerNames=
+function(){var b=new Set,c=[];this._layers.forEach(function(a){a=a.name;null===a||b.has(a)||(b.add(a),c.push(a))});return c};b.prototype.getLayerName=function(b){b=this._layers.get(b);return void 0!==b?b.name||"":null};b.prototype.getLayersIdFromName=function(b){b=this._layersIds.get(b);return void 0!==b?b:null};b.prototype.getNodesFromLayer=function(b,c){b=this._layers.get(b);return void 0!==b?c?b.treeNodes:b.nodes:null};b.prototype.getNodesFromLayers=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=
+this.getNodesFromLayer(b[d],c);if(null!==g)for(var e=0;e<g.length;e++)a.push(g[e])}return a};b.prototype.getNodesFromLayerName=function(b,c){b=this._layersIds.get(b);return void 0!==b?this.getNodesFromLayers(b,c):null};b.prototype.generateProductName=function(){return"Product "+this._unnamedProductCount++};b.prototype.generateGroupName=function(){return"Product "+this._unnamedGroupCount++};b.prototype.generateDrawingSheetName=function(){return"Product "+this._unnamedDrawingSheetCount++};b.prototype.generateDrawingViewName=
+function(){return"Product "+this._unnamedDrawingViewCount++};b.prototype.forEachCadView=function(b){this._cadViews.forEach(b)};b.prototype.forEachPmi=function(b){this._pmis.forEach(b)};b.prototype.forEachCadConfiguration=function(b){this._cadConfigurations.forEach(b)};b.prototype.hasActiveCadView=function(){return null!==this._activeCadView};b.prototype.activateCadView=function(b,c){console.assert(null===this._activeCadView);this._activeCadView=b;return b.activate(this,this._engine,this._callbackManager,
+this._cuttingManager,this._view,c,this._activeCadConfiguration)};b.prototype.deactivateActiveCadView=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return null===this._activeCadView?[2]:[4,this._activeCadView.deactivate(this._cuttingManager)];case 1:return b.sent(),console.assert(null!==this._activeCadView),this._activeCadView=null,[2]}})})};b.prototype.getCadViewPmis=function(b){var c=[];this._pmis.forEach(function(a){b.hasPmi(a)&&
+c.push(a)});return c};b.prototype.isMeasureable=function(){return this._isMeasurable};b.prototype.containsDrawings=function(){return this._containsDrawings};b.prototype.getDefaultCadConfiguration=function(){return this._defaultCadConfiguration};b.prototype.getActiveCadConfiguration=function(){return this._activeCadConfiguration};b.prototype.activateCadConfiguration=function(b){console.assert(b.isAConfigurationNode());this._activeCadConfiguration=b;b=b.getRuntimeId();return this._view.isolateNodes([b],
+d.DefaultTransitionDuration,!0)};b.prototype.massageAuthoredUserId=function(b,c){if(null===c)return this.generateDynamicNodeId();b=b.toRuntimeId(c);return null!==this.lookupAnyNode(b)?this.generateDynamicNodeId():c};b.prototype.createNode=function(b,c,a,d,e,h){void 0===h&&(h=null);c=f.ProductOccurrence.createDynamic(this,b,c,a,d,e,!1,h);b.addProductOccurrence(c);c.markLoaded();return c};b.prototype.createPart=function(b){b=f.PartDefinition.createDynamic(this,b,null);b.markLoaded();return b};b.prototype.setPart=
+function(b,c){c.addReferrer(b);var a=this._partToInstance.get(c);if(void 0===a){a=f.towardInclusionContext(this._rootNode);var d=h.LazyObject.create(function(){console.assert(void 0!==g);return new f.SharedPrototypeContext(h.LazyPromise.create(g))});a=new f.PrototypeContext(d,a);var g=f.ProductOccurrence.createDynamic(this,a,null,null,null,!0);g.setPartDefinition(c);g.markLoaded()}b.setPrototype(a)};b.prototype._createCadView=function(b,c,a,d,e,h,q,r){c=f.CadView.createDynamic(this,b,c,a,d,e,h,q,
+r);b.addCadView(c);c.markLoaded();return c};b.prototype._createCadViewInstance=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t,v,w;return __generator(this,function(n){switch(n.label){case 0:return null===a?[3,2]:[4,b.createMeshInstance(a)];case 1:d=n.sent(),g=d[0],e=d[1],k=this.generateDynamicNodeId(),l={nodeId:k,bits:786432,name:null,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},h={nodeInfo:l,inclusionKey:g,instanceKey:e,bits:0},t=f.towardAttachContext(c),v=t.getMasterModelKey(),console.assert(c.isLoaded()),w=f.ViewFrame.reify(this,v,c,h),c.setViewFrame(w),w.markLoaded(),n.label=2;case 2:return[2]}})})};b.prototype.createCadView=function(b,c,a,d,e,f,h,r,u,t){c=this._createCadView(c,a,d,e,f,h,r,u);null!==t&&(b=this._createCadViewInstance(b,c,t),b);return c};b.prototype.createMeshInstance=function(b,c,a,d,e,h,q,r){var g=0;q&&(g|=16384);r&&(g|=268435456);c=f.BodyInstance.createDynamic(this,
+c,a,d,e,h,g);h.addBodyInstance(c);b&&c.markLoaded();return c};b.prototype.createPmiInstance=function(b,c,a,d,e,h,q,r){var g=f.towardInclusionContext(e);b={nodeInfo:{nodeId:this.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:b,instanceKey:c,bits:0};d=f.Pmi.createDynamic(this,g,e,d,h,q,[b],r);e.addPmi(d);d.markLoaded();return d};b.prototype.getAutomaticMeasurementUnitScaling=
+function(){return this._automaticMeasurementUnitScaling};b.prototype.setAutomaticMeasurementUnitScaling=function(b){this._automaticMeasurementUnitScaling=b};b.prototype.getInitiallyHiddenStayHidden=function(){return this._initiallyHiddenStayHidden};b.prototype.setInitiallyHiddenStayHidden=function(b){this._initiallyHiddenStayHidden=b};b.prototype._removeIdMappingsRecursive=function(b){var c=this;return f.WalkerAsync.walk({enterProductOccurrence:function(b){c._productOccurrences.delete(b.getRuntimeId())},
+enterAnyBody:function(b){var a=b.getRuntimeId();b instanceof f.BodyInstance?c._bodyInstances.delete(a):b instanceof f.PmiBody?c._pmiBodies.delete(a):(d.Util.TypeAssert(b),c._viewFrames.delete(a))},enterCadView:function(b){c._cadViews.delete(b.getRuntimeId())},enterPmi:function(b){c._pmis.delete(b.getRuntimeId())}},b,f.WalkRestriction.None)};b.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,r;return __generator(this,function(k){switch(k.label){case 0:if(!this._canDeleteNode(b))throw c=
+b.getRuntimeId(),new d.CommunicatorError("Cannot delete node ("+c+")");a=f.gatherInstanceIncsSync(b,7,!0,new Set,f.WalkRestriction.None);this._engine.setPartVisibility(a,!1,!1);this._engine.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0);if(!(b instanceof f.ProductOccurrence))return[3,2];this._cadConfigurations.delete(b)&&(b===this._activeCadConfiguration&&(this._activeCadConfiguration=null),b===this._defaultCadConfiguration&&(this._defaultCadConfiguration=null));g=b.getParent();console.assert(null!==
+g);null!==g&&(e=void 0,e=g instanceof f.PrototypeContext?g.removeReferrer(b):g.removeProductOccurrence(b),console.assert(e));this._productOccurrences.delete(b.getRuntimeId());return[4,this._removeIdMappingsRecursive(b)];case 1:return k.sent(),[2,b.purgeContents()];case 2:d.Util.TypeAssert(b),h=b.getParent(),h.removeBodyInstance(b),q=b.getInstanceInc(),r=this._getInclusionContent(q[0]),r.bodies.delete(q[1]),this._bodyInstances.delete(b.getRuntimeId()),k.label=3;case 3:return[2]}})})};b.prototype._canDeleteNode=
+function(b){return!this._nodeDeletionBlackList.has(b)};b.prototype.preventNodeDeletion=function(b){var c=b.getParent();if(c instanceof f.PrototypeContext)throw new d.InternalLogicError;null!==c&&(console.assert(null===c||this._nodeDeletionBlackList.has(c)),b instanceof f.ProductOccurrence?(console.assert(!b.hasAuthoredId()),console.assert(!b.isOutOfHierarchy())):b instanceof f.BodyInstance&&(c=b.getInstanceInc(),console.assert(!b.hasAuthoredId()),console.assert(0===c[0]),console.assert(b.isOutOfHierarchy())));
+this._nodeDeletionBlackList.add(b)};b.prototype.preventMeshDeletion=function(b){this._meshDeletionBlackList.add(b)};b.prototype._resetContents=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){switch(c.label){case 0:return this.hasActiveCadView()?[4,this.deactivateActiveCadView()]:[3,2];case 1:return c.sent(),[2,this._resetContents()];case 2:return[4,this._rootLoadContext.purgeContents()];case 3:return c.sent(),this._productOccurrences.clear(),
+this._pmis.clear(),this._cadViews.clear(),this._bodyInstances.clear(),this._pmiBodies.clear(),this._viewFrames.clear(),this._partDefinitions.clear(),this._representationItems.clear(),this._partToInstance.clear(),this._filters.length=0,this._layers.clear(),this._layersIds.clear(),this._genericTypeToNodes.clear(),this._genericIdToNode.clear(),this._cadConfigurations.clear(),this._modelContents.clear(),this._inclusionContents.clear(),this._currentNodeIdOffset=0,this._firstProductOccurrenceWithView=this._defaultCadConfiguration=
+this._activeCadConfiguration=this._activeCadView=null,this._isMeasurable=this._containsDrawings=!1,this._completedLoadTimestamp=this._activeLoadTimestamp=0,this._requestedNodes.clear(),this._unnamedDrawingViewCount=this._unnamedDrawingSheetCount=this._unnamedGroupCount=this._unnamedProductCount=0,this._seenExternalModel=!1,this._rootNode.unsetMeasurementUnit(),this._nodeDeletionBlackList.forEach(function(c){if(c instanceof f.ProductOccurrence){var a=c.getRuntimeId();b._productOccurrences.set(a,c);
+a=c.getParent();a instanceof f.PrototypeContext?console.assert(!1):a.addProductOccurrence(c);c.setVisibility(!0);c.unsetMeasurementUnit();c.hasLocalTransformOverride()&&c.removeLocalTransformOverride()}else if(c instanceof f.BodyInstance){a=c.getRuntimeId();b._bodyInstances.set(a,c);a=c.getInstanceInc();var g=a[0];console.assert(0===g);g=b._getInclusionContent(g);g.bodies.set(a[1],c);c.getParent().addBodyInstance(c)}else c instanceof f.LoadContext?(a=c.getParent(),null!==a&&a.addLoadContext(c)):c instanceof
+f.AttachContext?c.getParent().addAttachContext(c):(d.Util.TypeAssert(c),g=c.getInclusionKey(),console.assert(0===g),g=b._getInclusionContent(g),g.contexts.push(c),c.getParent().addInclusionContext(c))}),[2]}})})};b.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._callbackManager.promiseTrigger("_resetAssemblyTreeBegin",null)];case 1:return a.sent(),[4,this._resetContents()];case 2:return a.sent(),
+b=[],this._nodeDeletionBlackList.forEach(function(c){c instanceof f.BodyInstance&&(c=c.getInstanceInc(),console.assert(0===c[0]),b.push(c[1]))}),c=[],this._meshDeletionBlackList.forEach(function(b){c.push(b)}),[4,this._engine.resetToEmpty(b,c)];case 3:return a.sent(),[4,this._resetContents()];case 4:return a.sent(),[2]}})})};b.prototype.setViewAxes=function(b,c){this._model.setViewAxes(b,c)};b.prototype._requestIncsOfNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,g,e,h,q,
+r,u,t;return __generator(this,function(k){switch(k.label){case 0:if(this._config.streamingMode!==d.StreamingMode.OnDemand)return[2];c=new Set;a=[];g=[];e=0;for(h=b;e<h.length;e++)q=h[e],r=f.gatherInstanceIncs(q,7,!1,c).then(function(b){for(var c=0;c<b.length;c++)a.push(b[c])}),g.push(r);return[4,d.Util.waitForAll(g)];case 1:return k.sent(),u=[],t=[],c.forEach(function(b){if(!b.isRequested()){b.setRequested();var c=b.isInitiallyShown();c!==b.isVisible()&&(c?(b.setVisibility(!0),u.push(b.getRuntimeId())):
+(b.setVisibility(!1),t.push(b.getRuntimeId())))}}),0<u.length+t.length&&this._callbackManager.trigger("visibilityChanged",u,t),this._engine.requestMeshInstances(a),[2]}})})};b.prototype._requestExternalModelsLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadPendingExternalModels(b)];case 1:return d=g.sent(),0===d.length?[3,4]:[4,f.markContextsLoaded(d)];case 2:return g.sent(),[4,this._requestNodes(b,
+[c],a)];case 3:g.sent(),g.label=4;case 4:return[2,d]}})})};b.prototype._requestExternalModelsNonLocal=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,u,t,v;return __generator(this,function(n){switch(n.label){case 0:return[4,f.gatherParentsOfPendingExternalModels(c)];case 1:d=n.sent();if(0===d.length)return[2,[]];g=[];e=0;for(k=d;e<k.length;e++)l=k[e],u=this._requestExternalModelsLocal(b,l,a),g.push(u);v=h.concatAll;return[4,Promise.all(g)];case 2:return t=v.apply(void 0,
+[n.sent()]),[2,t]}})})};b.prototype._requestExternalModelsOfNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,f,l,t;return __generator(this,function(n){switch(n.label){case 0:d=[];g=0;for(e=c;g<e.length;g++)k=e[g],f=this._requestExternalModelsNonLocal(b,k,a),d.push(f);t=h.concatAll;return[4,Promise.all(d)];case 1:return l=t.apply(void 0,[n.sent()]),[2,l]}})})};b.prototype._requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g,e,k,l,h,t;
+return __generator(this,function(n){switch(n.label){case 0:if(!a)for(d=0,g=c;d<g.length;d++)e=g[d],this._activeLoadTimestamp!==this._completedLoadTimestamp&&this._requestedNodes.set(e,this._activeLoadTimestamp),e instanceof f.ProductOccurrence&&b.notifyDirectRequest(e);k=this._requestIncsOfNodes(c);l=this._requestExternalModelsOfNodes(b,c,a);h=[k,l];return[4,Promise.all(h)];case 1:return t=n.sent()[1],[2,t]}})})};b.prototype.requestNodes=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g,
+e,k,f,l,u,t;return __generator(this,function(n){switch(n.label){case 0:return[4,this._requestNodes(b,c,a)];case 1:g=n.sent();e=[];k=0;for(f=g;k<f.length;k++)l=f[k],u=l.getChildren(),h.concatInPlace(e,u);if(!(0<e.length))return[3,3];t=e.map(function(b){return b.getRuntimeId()});return[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",t,d.NodeSource.LoadModel)];case 2:n.sent(),n.label=3;case 3:return[2]}})})};b.prototype.isBeingRequested=function(b){for(;;)if(b instanceof f.NodeMixin){if(this._requestedNodes.has(b))return!0;
+b=b.getParent()}else if(b instanceof f.AttachContext)b=b.getParent();else if(b instanceof f.InclusionContext)b=b.getParent();else if(b instanceof f.LoadContext){if(b=b.getParent(),null===b)return!1}else return d.Util.TypeAssert(b),console.assert(!1),!1};b.prototype.onDemandRequestsActive=function(){return 0!==this._requestedNodes.size};b.prototype.onLoadBegin=function(){++this._activeLoadTimestamp};b.prototype.onLoadEnd=function(){var b=this;console.assert(this._completedLoadTimestamp<this._activeLoadTimestamp);
+++this._completedLoadTimestamp;console.assert(this._completedLoadTimestamp===this._activeLoadTimestamp);var c=[];this._requestedNodes.forEach(function(a,d){a<=b._completedLoadTimestamp&&(console.assert(a===b._completedLoadTimestamp),c.push(d))});for(var a=0;a<c.length;a++)this._requestedNodes.delete(c[a])};b.prototype.markSeenExternalModel=function(){this._seenExternalModel=!0};b.prototype.seenExternalModel=function(){return this._seenExternalModel};b.prototype.getNodeByGenericId=function(b){return this._genericIdToNode.get(b)||
+null};b.prototype.getNodesByGenericType=function(b){return this._genericTypeToNodes.get(b)||null};b.prototype.genericTypeToNodes=function(){return this._genericTypeToNodes};b.prototype.registerGenericGlobalId=function(b,c){this._genericIdToNode.set(c,b)};b.prototype.registerGenericType=function(b,c){var a=this._genericTypeToNodes.get(c);void 0===a&&(a=new Set);a.add(b);this._genericTypeToNodes.set(c,a)};b.prototype.disableAutomaticFitWorld=function(){return this._config.disableAutomaticFitWorld};
+b.prototype.markImplicitNodesOutOfHierarchy=function(){return this._config.markImplicitNodesOutOfHierarchy};b.prototype._throttleLoad=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._engine.throttleLoad(200,200),[4,this._engine.sleep(20)];case 1:return b.sent(),[2]}})})};b.prototype.enqueue=function(b){var c=this,a="function"===typeof b?h.Lazy.create(b):b;return this._centralQueue.push(function(){return __awaiter(c,void 0,
+void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return(b=this._isScs&&this._centralQueueClock.isTicking())?[4,this._throttleLoad()]:[3,2];case 1:d.sent(),d.label=2;case 2:return[4,a.get()];case 3:return c=d.sent(),b?[4,this._throttleLoad()]:[3,5];case 4:d.sent(),d.label=5;case 5:return[2,c]}})})})};b.prototype._onUserInteraction=function(b,c){if(this._isScs){var a=!1;switch(c){case d.EventType.MouseDown:case d.EventType.MouseUp:case d.EventType.Mousewheel:case d.EventType.TouchStart:case d.EventType.TouchMove:case d.EventType.TouchEnd:case d.EventType.KeyDown:case d.EventType.KeyUp:case d.EventType.ViewOrientationChange:a=
+!0;break;case d.EventType.MouseMove:a=b.getButtons()!==d.Buttons.None;break;default:d.Util.TypeAssertNever(c)}a&&this._centralQueueClock.tickFor(1E3)}};return b}();f.AssemblyTree=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(c){var b=this;return function(a,d){return __awaiter(b,void 0,void 0,function(){var b,g;return __generator(this,function(e){switch(e.label){case 0:return b=h.versionAtLeast(d,[7,3])?a+".scs":a,[4,c(b)];case 1:return g=e.sent(),"string"===typeof g?h.FetchApi.isSupported()?[2,h.FetchApi.request(g)]:[2,h.httpRequestBuffer(g)]:[2,g]}})})}}var e=function(){function c(b,c,a,d,e,m){this._clearQueue=new h.PromiseQueue(1,!1);this._clearInProgress=!1;this._cadConfigurationsEnabled=
+!0;this._engine=c;this._callbackManager=a;this._cuttingManager=d;this._view=e;this._model=m;this._assemblyTree=new f.AssemblyTree(b,this._engine,this._callbackManager,this._cuttingManager,this._view,this._model);this._readyPromise=h.TrackedOpenPromise.create()}c.unsafeCreate=function(b,c,a,d,e,f,h){return this._create(b,c,a,d,e,f,h).unsafeValue};c.create=function(b,c,a,d,e,f,h){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,this._create(b,c,a,d,e,f,h)]})})};
+c._create=function(b,a,d,e,f,m,p){b=new c(b,a,d,e,f,m);p=b._init(p);return h.UnsafePromise.create(b,p)};c.prototype._init=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){switch(d.label){case 0:return[4,f.ScAttacher.createWithEmptyModel(this._engine,this._view,this._callbackManager,b)];case 1:return c=d.sent(),this._assemblyTree.initialize(c),a=new f.TreeLoader(this._assemblyTree,c,this._engine,this._view,this._callbackManager),this._callbackManager.trigger("modelStructureLoadBegin"),
+this._callbackManager.trigger("modelStructureLoadEnd"),this._callbackManager.trigger("modelStructureParseBegin"),console.assert(void 0===this._treeLoader),this._treeLoader=a,this._readyPromise.resolve(),[2]}})})};c.prototype._loadSubtreePrologue=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:if(this._engine.getSessionType()!==b)throw new d.LoadError("Incompatible load types.");return a?[4,this._clearQueue.waitOnLatest()]:
+[3,2];case 1:e.sent(),e.label=2;case 2:if(this._clearInProgress)throw new d.LoadCancelledError;g=this._assemblyTree.lookupProductOccurrence(c);if(null===g)throw new d.InvalidNodeTypeError(c,0);return[2,g]}})})};c.prototype._loadSubtreeEpilogue=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,g;return __generator(this,function(e){switch(e.label){case 0:return b.isFirstLoad()&&2===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,
+2];case 1:e.sent(),e.label=2;case 2:return a=b.getChildren(),g=a.map(function(b){return b.getRuntimeId()}),c?[4,this._callbackManager.promiseTrigger("_subtreeLoaded","subtreeLoaded",g,d.NodeSource.LoadModel)]:[3,4];case 3:e.sent(),e.label=4;case 4:return[2,g]}})})};c.prototype.loadSubtreeFromXmlFile=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,
+this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlFile(d,g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromXmlDoc=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._disableCadConfigurations()];case 1:return k.sent(),[4,this._loadSubtreePrologue(1,b,!0)];case 2:return g=k.sent(),[4,this._treeLoader.loadByXmlDoc(d,
+g,c,a)];case 3:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,!1)]}})})};c.prototype.loadSubtreeFromScsXmlFile=function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlFile(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype.loadSubtreeFromScsXmlDoc=
+function(b,c,d,e){return __awaiter(this,void 0,void 0,function(){var g,k,f;return __generator(this,function(l){switch(l.label){case 0:return[4,this._disableCadConfigurations()];case 1:return l.sent(),[4,this._loadSubtreePrologue(2,b,!0)];case 2:return g=l.sent(),k=a(d),[4,this._treeLoader.loadByXmlDoc(e,g,c,k)];case 3:return f=l.sent(),[2,this._loadSubtreeEpilogue(f,!1)]}})})};c.prototype._loadSubtreeFromStream=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,
+function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,a)];case 1:return g=k.sent(),[4,this._treeLoader.loadByStream(d,g,c)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,d._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromStream=function(b,c,a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(d){return[2,this._loadSubtreeFromStream(b,c,!0,a)]})})};c.prototype.loadSubtreeFromScsFile=function(b,c,a){return __awaiter(this,void 0,
+void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];case 1:return d=e.sent(),[4,this._treeLoader.loadByScsFile(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromScsBuffer=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){switch(e.label){case 0:return[4,this._loadSubtreePrologue(2,b,!0)];
+case 1:return d=e.sent(),[4,this._treeLoader.loadByScsBuffer(a,d,c)];case 2:return g=e.sent(),[2,this._loadSubtreeEpilogue(g,a._allowSubtreeLoadedCallback)]}})})};c.prototype.loadSubtreeFromAssemblyData=function(b,c,a,d){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,this._loadSubtreePrologue(1,b,!0)];case 1:return g=k.sent(),[4,this._treeLoader.loadByAssemblyData(d,g,c,a)];case 2:return e=k.sent(),[2,this._loadSubtreeEpilogue(e,
+d._allowSubtreeLoadedCallback)]}})})};c.prototype._clearImpl=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:console.assert(!this._clearInProgress),this._clearInProgress=!0,c.label=1;case 1:return c.trys.push([1,5,,6]),[4,this._treeLoader.cancelPendingLoads()];case 2:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),[4,this._treeLoader.reset()];case 3:return c.sent(),console.assert(this._treeLoader.isIdle()),
+console.assert(this._clearInProgress),[4,this._assemblyTree.reset()];case 4:return c.sent(),console.assert(this._treeLoader.isIdle()),console.assert(this._clearInProgress),this._clearInProgress=!1,[3,6];case 5:throw b=c.sent(),console.assert(this._clearInProgress),this._clearInProgress=!1,b;case 6:return[2]}})})};c.prototype.clear=function(){var b=this;return this._clearQueue.push(function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._callbackManager.trigger("modelSwitchStart",
+!0),[4,this._clearImpl()];case 1:return b.sent(),[2,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",!0,[],h.AttachType.Direct)]}})})})};c.prototype.switchToModel=function(b){var c=this,a=b===d.EmptyModelName;return this._clearQueue.push(function(){return __awaiter(c,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._callbackManager.trigger("modelSwitchStart",!1),[4,this._clearImpl()];case 1:g.sent();if(!a)return[3,2];c=[];return[3,
+4];case 2:return[4,this._loadSubtreeFromStream(this.getAbsoluteRootNodeId(),b,!1,new d.LoadSubtreeConfig)];case 3:c=g.sent(),g.label=4;case 4:return[4,this._callbackManager.promiseTrigger("_modelSwitched","modelSwitched",a,c,h.AttachType.Direct)];case 5:return g.sent(),[2,c]}})})})};c.prototype.getAbsoluteRootNodeId=function(){return this._assemblyTree.getRootNode().getRuntimeId()};c.prototype.isIdValid=function(b){return null!==this._assemblyTree.lookupAnyNode(b)};c.prototype._getNodeChildren=function(b,
+c){var a=b.getChildrenSync();c||(a=a.filter(function(b){return!b.isOutOfHierarchy()}));for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];e.isOutOfHierarchy()&&!c||a.push(e)}c=0;for(b=b.getPmis();c<b.length;c++)a.push(b[c]);return a};c.prototype.getChildIds=function(b,c){var a=this._assemblyTree.lookupProductOccurrence(b);if(null===a)return[];b=[];var d=0;for(c=this._getNodeChildren(a,c);d<c.length;d++)b.push(c[d].getRuntimeId());return b};c.prototype.isOutOfHierarchy=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b&&f.isOutOfHierarchy(b)};c.prototype.getParentId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return null;b=f.towardContainerNode(b.getParent());return null===b?null:b.getRuntimeId()};c.prototype.getPartReferrers=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h,q,r,u,t,v,w,z;return __generator(this,function(g){switch(g.label){case 0:c=this._assemblyTree.lookupProductOccurrence(b);if(null===c)return[2,null];a=this._assemblyTree.getRootNode();
+return[4,f.forcePrototypes(a)];case 1:return g.sent(),[4,f.forcePartDefinitions(a)];case 2:g.sent();d=c.getPartDefinitionSync();if(null===d)return[2,null];e=d.getReferrers();m=new Set;h=0;for(q=e;h<q.length;h++)for(r=q[h],u=r.getParent(),t=u.getReferrers(),v=0,w=t;v<w.length;v++)z=w[v],m.add(z.getRuntimeId());return[2,Array.from(m)]}})})};c.prototype.getAttributes=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];
+case 1:return c=a.sent(),null===c?[2,[]]:[2,c.getAttributes()]}})})};c.prototype.getProperties=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,e,n,m,p,q=this;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:c=g.sent();if(null===c)return[2,null];a=null;e=[];n=c.getAttributes().then(function(b){null===a&&(a={});for(var c=0;c<b.length;c++){var d=b[c],g=d.getTitle();d=d.getValue();a[g]=d}});e.push(n);m=function(c){null===a&&
+(a={});var g=q.getNetMatrix(b),e=new d.Point3(g.m[0],g.m[1],g.m[2]),k=q.getUnit(b),f=e.length()/k;e=c.volume*f*f*f;f=d.Util.formatWithUnit(c.surfaceArea*f*f,k);a["Surface Area"]=""+f+h.Unicode.Subscript2;e=d.Util.formatWithUnit(e,k);a.Volume=""+e+h.Unicode.Subscript3;c=g.transform(c.centerOfGravity);g=d.Point3.scale(c,1/k);k=g.x.toLocaleString();c=g.y.toLocaleString();g=g.z.toLocaleString();a.COG="x:"+k+" y:"+c+" z:"+g};c instanceof f.RepresentationItem?(p=c.getPhysicalProperties(),null!==p&&m(p)):
+c instanceof f.ProductOccurrence&&(n=Promise.resolve(f.forcePartDefinition(c)).then(function(){return __awaiter(q,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,c.getPhysicalProperties()];case 1:return b=a.sent(),null!==b&&m(b),[2]}})})}),e.push(n));return[4,d.Util.waitForAll(e)];case 2:return g.sent(),[2,a]}})})};c.prototype.addProperty=function(b,c,a){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return!1;c=new f.Attribute(d.AttributeType.String,
+c,a);b.addAttribute(c);return!0};c.prototype.setPhysicalProperties=function(b,c,a,d){b=this._assemblyTree.lookupRepresentationItem(b);if(null===b)return!1;c=new f.PhysicalProperties(a,d,c);b.setPhysicalProperties(c);return!0};c.prototype.getUserDataIndices=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.getUserDataIndices()};c.prototype.getUserData=function(b,c){var a=this._assemblyTree.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);
+return a.getUserData(c)};c.prototype.getInstanceIncs=function(b,c){b=this._assemblyTree.lookupAnyTreeNode(b);if(null===b)return console.assert(!1),[];var a=f.isOutOfHierarchy(b),d=new Set;return f.gatherInstanceIncsSync(b,c,a,d,f.WalkRestriction.None)};c.prototype.getNodeFromInstanceInc=function(b,c,a,d){var g=this._assemblyTree.lookupAnyBodyByInstanceInc(c,a);null===g?(g=b?this._rectifyParent(c,null):this._assemblyTree.getRootNode(),g=this._assemblyTree.createMeshInstance(b,c,a,null,null,g,!1,d)):
+g instanceof f.PmiBody?g=g.getParent():g instanceof f.ViewFrame&&(b=g.getParent(),b);return g.getRuntimeId()};c.prototype._getAssociatedModelKey=function(b){if(b instanceof f.PartDefinition)return b.getModelKey();d.Util.TypeAssert(b);return this._getAssociatedModelKey(b.getParent())};c.prototype.getAssociatedModelKey=function(b){var c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?(c=this._assemblyTree.lookupAnyNonTreeNode(b),null===c?null:this._getAssociatedModelKey(c)):f.towardAttachContext(c).getMasterModelKey()};
+c.prototype.getMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);if(null===b)return new d.Matrix;b=b.getLocalTransform();return null===b?new d.Matrix:b.copy()};c.prototype.setMatrix=function(b,c,a){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,function(e){d=this._assemblyTree.lookupAnyTreeNode(b);if(null===d)return[2];a?d.setLocalTransformAsInitial(c):d.overrideLocalTransform(c);g=f.isOutOfHierarchy(d);return[2,f.updateScMatrices(this._engine,this._callbackManager,
+[d],g)]})})};c.prototype.resetToInitialMatrix=function(b){return __awaiter(this,void 0,void 0,function(){var c,a;return __generator(this,function(d){c=this._assemblyTree.lookupAnyTreeNode(b);return null===c?[2]:c.hasLocalTransformOverride()?(c.removeLocalTransformOverride(),a=f.isOutOfHierarchy(c),[2,f.updateScMatrices(this._engine,this._callbackManager,[c],a)]):[2]})})};c.prototype.getNetMatrix=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?new d.Matrix:f.getNetMatrix(b)};c.prototype._getBodyInstanceIndexFrom=
+function(b,c,a){void 0===a&&(a={});for(var d=0,g=b.getBodyInstances();d<g.length;d++){var e=g[d];void 0!==a.value?a.value++:a.value=0;if(e===c)return a.value}d=0;for(g=b.getChildrenSync();d<g.length;d++)if(b=this._getBodyInstanceIndexFrom(g[d],c,a),void 0!==b)return b};c.prototype.getNodeOrRepItem=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,m,h;return __generator(this,function(g){switch(g.label){case 0:if(!(b instanceof f.BodyInstance))return[3,8];c=void 0;a=b.getParent();
+d=void 0;e=a;g.label=1;case 1:return e instanceof f.ProductOccurrence?[4,f.forcePartDefinition(e)]:[2,null];case 2:return g.sent(),[4,e.getPartDefinition()];case 3:return m=g.sent(),null===m?[3,5]:[4,m.value];case 4:return d=g.sent(),[3,7];case 5:e=e.getParent(),g.label=6;case 6:return[3,1];case 7:return c=this._getBodyInstanceIndexFrom(e,b),h=d.getRepresentationItems(),void 0!==c&&c<h.length?[2,h[c]]:[2,null];case 8:if(b instanceof f.ProductOccurrence||b instanceof f.Pmi||b instanceof f.CadView||
+b instanceof f.PartDefinition||b instanceof f.RepresentationItem)return[2,b];g.label=9;case 9:return[2,null]}})})};c.prototype._getNodeOrRepItemFromId=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyNode(b);return null===c?[2,null]:[2,this.getNodeOrRepItem(c)]})})};c.prototype.getEdgeCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?[2,c.getEdgeCount()]:[2,0]}})})};c.prototype.getEdgeAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeAttributes(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getEdgeProperty=function(b,c){return __awaiter(this,
+void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getEdgeMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceCount=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return c=a.sent(),c instanceof f.RepresentationItem?
+[2,c.getFaceCount()]:[2,0]}})})};c.prototype.getFaceAttributes=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceAttributes(c),null!=d)?[2,d.copy()]:[2,null]}})})};c.prototype.getFaceProperty=function(b,c){return __awaiter(this,void 0,void 0,function(){var a,d;return __generator(this,function(g){switch(g.label){case 0:return[4,
+this._getNodeOrRepItemFromId(b)];case 1:return a=g.sent(),a instanceof f.RepresentationItem&&(d=a.getFaceMeasurementProperty(c),null!==d)?[2,d.copy()]:[2,null]}})})};c.prototype.setEdgeProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isEdge(a)&&b.setEdgeMeasurementProperty(c,a)};c.prototype.setFaceProperty=function(b,c,a){b=this._assemblyTree.lookupRepresentationItem(b);null!==b&&f.MeasurementProperty.isFace(a)&&b.setFaceMeasurementProperty(c,
+a)};c.prototype.getName=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getName():null};c.prototype.getNodeExchangeId=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.getExchangeId():null};c.prototype.getFilters=function(){return this._assemblyTree.getFilters()};c.prototype.getFilterName=function(b){return this._assemblyTree.getFilterName(b)};c.prototype.getFiltersWithNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null===b?[]:this._assemblyTree.getFiltersWithNode(b)};
+c.prototype.getNodesFromFilterIds=function(b){return this._assemblyTree.getNodesFromFilterIds(b)};c.prototype.getLayers=function(){return this._assemblyTree.getLayers()};c.prototype.getUniqueLayerNames=function(){return this._assemblyTree.getUniqueLayerNames()};c.prototype.getLayerName=function(b){return this._assemblyTree.getLayerName(b)};c.prototype.getLayerIdsFromName=function(b){return this._assemblyTree.getLayersIdFromName(b)};c.prototype.getNodeLayerId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return null;var c=b.getAuthoredLayerId();return null===c?null:f.towardLoadContext(b).getRuntimeLayerId(c)};c.prototype.getAuthoredNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getAuthoredNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.getRuntimeNodesFromLayer=function(b,c){b=this._assemblyTree.getNodesFromLayer(b,
+c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getRuntimeNodesFromLayers=function(b,c){b=this._assemblyTree.getNodesFromLayers(b,c);return null===b?null:b.map(function(b){return b.getRuntimeId()})};c.prototype.getNodesFromLayerName=function(b,c){b=this._assemblyTree.getNodesFromLayerName(b,c);return null===b?null:b.map(function(b){return b.getAuthoredId()})};c.prototype.createCadView=function(b,c,a,d,e,f,h,q,r){if(null===this._assemblyTree.lookupProductOccurrence(b))return null;
+b=this._assemblyTree.lookupProductOccurrence(b);if(null===b)return null;for(var g=[],k=0;k<d.length;k++){var l=this._assemblyTree.lookupPmi(d[k]);null!==l&&g.push(l)}d=new Map;for(k=0;k<h.length;k++)l=h[k],d.set(l[0],l[1]);return this._assemblyTree.createCadView(this._engine,b,c,a,g,e,f,d,q,r).getRuntimeId()};c.prototype.getCadViewMap=function(){var b=this._assemblyTree.getFirstProductOccurrenceWithView(),c=new Map;this._assemblyTree.forEachCadView(function(a){var d=a.getRuntimeId(),g=a.getParent();
+a=g===b?a.getName()||"(null)":g.getName()+" - "+a.getName();c.set(d,a)});return c};c.prototype.activateCadView=function(b,c){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(d){switch(d.label){case 0:return this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:return d.sent(),[2,this.activateCadView(b,c)];case 2:return a=this._assemblyTree.lookupCadView(b),null===a?[2]:[2,this._assemblyTree.activateCadView(a,c)]}})})};
+c.prototype.getCadViewPmis=function(b){var c=this._assemblyTree.lookupCadView(b);if(null===c)return[];b=[];var a=0;for(c=this._assemblyTree.getCadViewPmis(c);a<c.length;a++)b.push(c[a].getRuntimeId());return b};c.prototype._disableCadConfigurations=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled=!1,[4,this._assemblyTree.deactivateActiveCadView()];case 1:return b.sent(),[2]}})})};c.prototype.cadConfigurationsEnabled=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._cadConfigurationsEnabled&&this._assemblyTree.seenExternalModel()?[4,this._disableCadConfigurations()]:[3,2];case 1:b.sent(),b.label=2;case 2:return[2,this._cadConfigurationsEnabled]}})})};c.prototype.getCadConfigurations=function(){var b={};this._assemblyTree.forEachCadConfiguration(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getDefaultCadConfiguration=
+function(){var b=this._assemblyTree.getDefaultCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype.getActiveCadConfiguration=function(){var b=this._assemblyTree.getActiveCadConfiguration();return null!==b?b.getRuntimeId():null};c.prototype._activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){switch(a.label){case 0:return[4,this._assemblyTree.activateCadConfiguration(b)];case 1:return a.sent(),c=b.getRuntimeId(),
+this._callbackManager.trigger("configurationActivated",c),[2]}})})};c.prototype.activateCadConfiguration=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupProductOccurrence(b);return null===c?[2]:[2,this._activateCadConfiguration(c)]})})};c.prototype.activateDefaultCadConfiguration=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._assemblyTree.getDefaultCadConfiguration(),
+null===b?[3,2]:[4,this._activateCadConfiguration(b)];case 1:c.sent(),c.label=2;case 2:return[2]}})})};c.prototype.getPmis=function(){var b={};this._assemblyTree.forEachPmi(function(c){var a=c.getRuntimeId();c=c.getName()||"(null)";b[a]=c});return b};c.prototype.getPmiType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?f.PmiType.Unknown:b.getPmiType()};c.prototype.getPmiSubType=function(b){b=this._assemblyTree.lookupPmi(b);return null===b?d.PmiSubType.Unknown:b.getPmiSubType()};c.prototype.getUnit=
+function(b){b=this._assemblyTree.lookupAnyNode(b);return b instanceof f.ProductOccurrence?b.getMeasurementUnit():b instanceof f.BodyInstance?b.getParent().getMeasurementUnit():1};c.prototype._rectifyParent=function(b,c){if(null!==c){c=this._assemblyTree.lookupProductOccurrence(c);if(null!==c)return c;console.assert(!1)}b=this._assemblyTree.getInclusionContexts(b);return 0<b.length?(b=b[0].getChildren(),console.assert(0<b.length),b[0]):this._assemblyTree.getRootNode()};c.prototype.createMeshInstance=
+function(b,c,a,d,e,f){d=this._rectifyParent(b,d);return this._assemblyTree.createMeshInstance(!0,b,c,null,a,d,e,f).getRuntimeId()};c.prototype.createPmiInstance=function(b,c,a,d,e,f,h){h=this._rectifyParent(b,h);return this._assemblyTree.createPmiInstance(b,c,null,f,h,a,d,e).getRuntimeId()};c.prototype.setVisibilitiesByMap=function(b,c){var a=this,d=new Map;b.forEach(function(b,c){c=a._assemblyTree.lookupAnyTreeNode(c);null!==c&&d.set(c,b)});b=this._assemblyTree.getRootNode();return f.updateVisibilities(this._assemblyTree,
+this._engine,this._callbackManager,b,d,!1,c,null)};c.prototype.setVisibilitiesByValue=function(b,c,a){for(var d=new Map,g=0;g<b.length;g++){var e=this._assemblyTree.lookupAnyTreeNode(b[g]);null!==e&&d.set(e,c)}c=this._assemblyTree.getRootNode();1===b.length&&(b=this._assemblyTree.lookupAnyTreeNode(b[0]),b instanceof f.ProductOccurrence&&(c=b));return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,d,!1,a,null)};c.prototype.resetAllVisibilities=function(){var b=new Map,
+c=this._assemblyTree.getRootNode(),a=this._assemblyTree.getActiveCadConfiguration();return f.updateVisibilities(this._assemblyTree,this._engine,this._callbackManager,c,b,!0,null,a)};c.prototype.resetAllTransforms=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(a){switch(a.label){case 0:return b=this._assemblyTree.getRootNode(),[4,f.resetTransforms(b)];case 1:return(c=a.sent())?[2,f.updateScMatrices(this._engine,this._callbackManager,[b],!1)]:[2]}})})};
+c.prototype.reset=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._cadConfigurationsEnabled=!0,this.isACadDrawing()?[2,this._callbackManager.promiseTrigger("_resetDrawing",null)]:this._assemblyTree.hasActiveCadView()?[4,this._assemblyTree.deactivateActiveCadView()]:[3,2];case 1:c.sent(),c.label=2;case 2:return b=[this.resetAllVisibilities(),this.resetAllTransforms()],[4,d.Util.waitForAll(b)];case 3:return c.sent(),
+[2]}})})};c.prototype.setPmiColor=function(b,c){void 0===c&&(c=this.getAbsoluteRootNodeId());c=this.getInstanceIncs(c,6);0<c.length&&(this._engine.setPartColor(c,d.ElementType.Faces,b),this._engine.setPartColor(c,d.ElementType.Lines,b))};c.prototype.resetPmiColor=function(b){void 0===b&&(b=this.getAbsoluteRootNodeId());b=this.getInstanceIncs(b,6);0<b.length&&(this._engine.unsetPartColor(b,d.ElementType.Faces),this._engine.unsetPartColor(b,d.ElementType.Lines))};c.prototype.getPmiTopologyReferences=
+function(b){b=this._assemblyTree.lookupPmi(b);return null===b?null:b.getPmiTopologyReferences(this._assemblyTree)};c.prototype.createNode=function(b,c,a,e,n,m){void 0===e&&(e=null);void 0===n&&(n=!0);void 0===m&&(m=null);var g=null;null!==b&&(g=this._assemblyTree.lookupProductOccurrence(b));null===g&&(g=this._assemblyTree.getRootNode());null===a||f.isAuthoredId(a)||(a=null);m&&(b=m/g.getMeasurementUnit(),b=(new d.Matrix).setScaleComponent(b,b,b),e=e?d.Matrix.multiply(e,b):b);return this._assemblyTree.createNode(g,
+c,a,e,n,m).getRuntimeId()};c.prototype.deleteNode=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(a){c=this._assemblyTree.lookupAnyTreeNode(b);if(null!==c){if(c instanceof f.ProductOccurrence||c instanceof f.BodyInstance)return[2,this._assemblyTree.deleteNode(c)];throw new d.InvalidNodeTypeError(b,0,2);}return[2]})})};c.prototype.createPart=function(b){return this._assemblyTree.createPart(b).getRuntimeId()};c.prototype.setPart=function(b,c){b=this._assemblyTree.lookupProductOccurrence(b);
+if(null===b)return!1;c=this._assemblyTree.lookupPartDefinition(c);if(null===c)return!1;this._assemblyTree.setPart(b,c);return!0};c.prototype.createAndAddRepItem=function(b,c){b=this._assemblyTree.lookupPartDefinition(b);return null===b?null:b.createRepItem(this._assemblyTree,c).getRuntimeId()};c.prototype.getLowestAvailableNodeId=function(){return this._assemblyTree.getLowestAvailableNodeId()};c.prototype.getType=function(b){b=this._assemblyTree.lookupAnyNode(b);return null===b?d.NodeType.Unknown:
+f.getNodeType(b)};c.prototype.isVisible=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?b.isVisible():!1};c.prototype.getBranchVisibility=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getBranchVisibility(b):1};c.prototype.setMeshLevel=function(b,c){for(var a=[],d=0;d<b.length;d++){var g=this._assemblyTree.lookupAnyTreeNode(b[d]);null!==g&&a.push(g)}return f.setMeshLevels(this._engine,a,c)};c.prototype.setEnableAutomaticUnitScaling=function(b){this._assemblyTree.setAutomaticMeasurementUnitScaling(b)};
+c.prototype.setBehaviorInitiallyHidden=function(b){this._assemblyTree.setInitiallyHiddenStayHidden(b)};c.prototype.isACadDrawing=function(){return this._assemblyTree.containsDrawings()};c.prototype.isMeasurable=function(){return this._assemblyTree.isMeasureable()};c.prototype.getModelFileNameFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.towardAttachContext(b).getOriginalFileName():null};c.prototype.getModelFileTypeFromNode=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+return null!==b?f.towardAttachContext(b).getOriginalFileType():null};c.prototype.isAnnotationView=function(b){var c=this._assemblyTree.lookupCadView(b);if(null!==c)return c.isAnnotationView();throw new d.InvalidNodeTypeError(b,3);};c.prototype.preventNodeDeletion=function(b){b=this._assemblyTree.lookupBodyInstance(b);if(null===b)throw new d.InternalLogicError;this._assemblyTree.preventNodeDeletion(b)};c.prototype.preventMeshDeletion=function(b){this._assemblyTree.preventMeshDeletion(b)};c.prototype.getBounding=
+function(b,c,a,d){return f.getBoundingByNodeId(this._assemblyTree,this._engine,b,c,a,d)};c.prototype.getIdOffset=function(b){b=this._assemblyTree.lookupAnyNode(b);return null!==b?(b instanceof f.PartDefinition?b.getInclusionContextForNodeId():b instanceof f.RepresentationItem?b.getParent().getInclusionContextForNodeId():f.towardInclusionContext(b)).getIdOffset():0};c.prototype.isNodeLoaded=function(b){var c=this._assemblyTree.lookupAnyNode(b);if(null===c)throw new d.InvalidNodeIdError(b);return c.isLoaded()};
+c.prototype.shutdown=function(){var b=this._treeLoader.cancelPendingLoads();b};c.prototype.isReady=function(){console.assert(2!==this._readyPromise.state);return 0!==this._readyPromise.state};c.prototype.waitForReady=function(){return this._readyPromise};c.prototype.lookupAnyTreeNode=function(b){return this._assemblyTree.lookupAnyTreeNode(b)};c.prototype.lookupAnyBody=function(b){return this._assemblyTree.lookupAnyBody(b)};c.prototype.lookupBodyInstance=function(b){return this._assemblyTree.lookupBodyInstance(b)};
+c.prototype.gatherInstanceIncsFromNodeIds=function(b,c,a){return f.gatherInstanceIncsByNodeIdsSync(this._assemblyTree,b,c,a)};c.prototype.requestNodes=function(b){return __awaiter(this,void 0,void 0,function(){var c,a,d,e,f;return __generator(this,function(g){c=[];a=0;for(d=b;a<d.length;a++)e=d[a],f=this._assemblyTree.lookupAnyTreeNode(e),null!==f&&c.push(f);return[2,this._assemblyTree.requestNodes(this._treeLoader,c,!1)]})})};c.prototype.isWithinExternalModel=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);
+if(null===b)return!1;for(b=f.towardProductOccurrence(b);null!==b;){if(b.isExternalModelRoot())return!0;b=f.towardProductOccurrence(b.getParent())}return!1};c.prototype.getNodeGenericType=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?f.getNodeGenericType(b):null};c.prototype.getNodeGenericId=function(b){b=this._assemblyTree.lookupAnyTreeNode(b);return null!==b?b.getGenericId():null};c.prototype.getNodeByGenericId=function(b){b=this._assemblyTree.getNodeByGenericId(b);return null!==
+b?b.getRuntimeId():null};c.prototype.getNodesByGenericType=function(b){b=this._assemblyTree.getNodesByGenericType(b);if(null!==b){var c=new Set;b.forEach(function(b){c.add(b.getRuntimeId())});return c}return null};c.prototype.getGenericTypes=function(){var b=[];this._assemblyTree.genericTypeToNodes().forEach(function(c,a){b.push(a)});return b};c.prototype.getGenericTypeIdMap=function(){var b=new Map;this._assemblyTree.genericTypeToNodes().forEach(function(c,a){var d=new Set;c.forEach(function(b){d.add(b.getRuntimeId())});
+b.set(a,d)});return b};c.prototype.hasEffectiveGenericType=function(b,c){var a=this.lookupAnyTreeNode(b);if(null===a)throw new d.InvalidNodeIdError(b);return f.hasEffectiveGenericType(a,c)};c.prototype.registerGenericId=function(b,c){return this._assemblyTree.registerGenericGlobalId(b,c)};c.prototype.registerGenericType=function(b,c){return this._assemblyTree.registerGenericType(b,c)};c.prototype.firstAssemblyDataHeader=function(){return this._treeLoader.firstAssemblyDataHeader()};return c}();f.ModelStructure=
+e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a){for(;;)if(a instanceof f.InclusionContext)a=a.getParent();else{if(a instanceof f.AttachContext)return a;if(a instanceof f.NodeMixin)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)throw new d.InternalLogicError;}else d.Util.TypeAssert(a),a=a.getInclusionContext()}}f.getNetMatrix=function(a){for(var c=new d.Matrix;null!==a;)if(a instanceof f.NodeMixin){var b=a.getLocalTransform();b&&(c=d.Matrix.multiply(c,b));a=a instanceof
+f.PartDefinition?null:a.getParent()}else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.LoadContext)a=a.getParent();else{d.Util.TypeAssert(a);break}return c};f.towardContainerNode=function(a){for(;;)if(a instanceof f.NodeMixin)if(a instanceof f.BodyMixin)a=a.getParent();else return a;else if(a instanceof f.LoadContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.AttachContext)a=
+a.getParent();else{if(null===a)return null;d.Util.TypeAssert(a);console.assert(!1);a=a.getInclusionContext()}};f.isOutOfHierarchy=function(a){return a instanceof f.BodyMixin||a instanceof f.ProductOccurrence?a.isOutOfHierarchy():!1};f.getBranchVisibility=function(a){return a instanceof f.ProductOccurrence||a instanceof f.Pmi||a instanceof f.CadView?a.getBranchVisibility():a.isVisible()?2:1};f.getNodeType=function(a){if(a instanceof f.ProductOccurrence)return a.hasBodyInstances()?a.isADrawingSheetNode()?
+d.NodeType.DrawingSheet:d.NodeType.PartInstance:d.NodeType.AssemblyNode;if(a instanceof f.PartDefinition)return d.NodeType.Part;if(a instanceof f.PmiBody)return d.NodeType.PmiBody;if(a instanceof f.ViewFrame)return d.NodeType.ViewFrame;if(a instanceof f.BodyInstance)return d.NodeType.BodyInstance;if(a instanceof f.RepresentationItem)switch(a.getBodyType()){case f.BodyType.BRep:return d.NodeType.BrepBody;case f.BodyType.Tessellation:return d.NodeType.TessBody;case f.BodyType.Wireframe:return d.NodeType.WireBody;
+case f.BodyType.PointCloud:return d.NodeType.PointsBody;default:return d.NodeType.Body}else{if(a instanceof f.Pmi)return d.NodeType.Pmi;d.Util.TypeAssert(a);return d.NodeType.CadView}};f.getNodeGenericType=function(d){var c=d.getGenericTypeId();return null!==c&&(d=a(d).getGenericTypeMaps(),null!==d)?d.getRight(c)||null:null};f.towardInclusionContext=function(a){for(;;)if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext)return a;if(a instanceof f.PmiBody)a=a.getParent();
+else if(a instanceof f.ViewFrame)a=a.getParent();else return d.Util.TypeAssert(a),a.getInclusionContext()}};f.towardLoadContext=function(a){for(;;)if(a instanceof f.AttachContext)a=a.getParent();else{if(a instanceof f.LoadContext)return a;a instanceof f.NodeMixin?a=a.getParent():a instanceof f.InclusionContext?a=a.getParent():(d.Util.TypeAssert(a),a=a.getInclusionContext())}};f.towardAttachContext=a;f.towardAttachRoot=function(a){for(var c=null;;)if(a instanceof f.ProductOccurrence)c=a,a=a.getParent();
+else if(a instanceof f.NodeMixin)a=a.getParent();else{if(a instanceof f.InclusionContext){if(null===c)throw new d.InternalLogicError;return c}d.Util.TypeAssert(a);a=a.getInclusionContext()}};f.towardProductOccurrence=function(a){for(;;){if(a instanceof f.ProductOccurrence)return a;if(a instanceof f.AttachContext)a=a.getParent();else if(a instanceof f.InclusionContext)a=a.getParent();else if(a instanceof f.LoadContext){if(a=a.getParent(),null===a)return null}else if(a instanceof f.BodyMixin)a=a.getParent();
+else if(a instanceof f.Pmi)a=a.getParent();else if(a instanceof f.CadView)a=a.getParent();else return d.Util.TypeAssert(a),console.assert(!1),null}}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){})(f.GenericTypeId||(f.GenericTypeId={}));var a=function(){function a(c,b,a,e,f){this._inclusionContexts=this._reservedNodeIdOffset=null;this._originalFileName="";this._originalFileType=d.FileType.Unknown;this._genericTypeMaps=null;console.assert(4294967295!==e);this._remapper=c;this._attachScope=b;this._attachedInvisibly=a;this._masterModelKey=e;this._parent=f}a.prototype.getRootNodeMetaData=function(c){return __awaiter(this,void 0,void 0,function(){var b,
+a,d,e,n,m;return __generator(this,function(g){switch(g.label){case 0:if(4294967295===this._masterModelKey)return[2,null];b=c.getAbstractScEngine();a=this._masterModelKey;return[4,b.safeGetMetaData(a,1)];case 1:d=g.sent();if(null===d)return[3,4];e=c.tryParseHeader(d);return null===e?[2,new f.AssemblyData(null,d)]:[4,e];case 2:return n=g.sent(),this._originalFileName=n.originalFileName,this._originalFileType=n.originalFileType,[4,b.safeGetMetaData(a,n.rootAssemblyDataKey())];case 3:return m=g.sent(),
+null!==m?[2,new f.AssemblyData(n,m)]:[2,null];case 4:return[2,null]}})})};a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};a.prototype.getMasterModelKey=function(){return this._masterModelKey};a.prototype.addInclusionContext=function(c){console.assert(c.getParent()===this);this._inclusionContexts=h.TerseArray.push(this._inclusionContexts,c)};a.prototype.getRemapper=function(){return this._remapper};a.prototype.getParent=
+function(){return this._parent};a.prototype.getChildren=function(){var c=this._inclusionContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.split=function(c,b,d){return new a(this._remapper,c,b,this._masterModelKey,d)};a.prototype.hasChildren=function(){return null!==this._inclusionContexts};a.prototype.removeProductOccurrence=function(c){for(var b=
+null,a=h.TerseArray.toArray(this._inclusionContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._inclusionContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._inclusionContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._inclusionContexts=null;return d.Util.waitForAll(c)};a.prototype.isLoaded=
+function(){if(this._inclusionContexts instanceof f.InclusionContext)return this._inclusionContexts.isLoaded();if(null!==this._inclusionContexts)for(var c=0,b=this._inclusionContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.setReservedNodeIdOffset=function(c){console.assert(null===this._reservedNodeIdOffset);this._reservedNodeIdOffset=c};a.prototype.getReservedNodeIdOffset=function(){return this._reservedNodeIdOffset};a.prototype.forgetReservedNodeIdOffset=function(){console.assert(null!==
+this._reservedNodeIdOffset);this._reservedNodeIdOffset=null};a.prototype.getOriginalFileName=function(){return this._originalFileName};a.prototype.getOriginalFileType=function(){return this._originalFileType};a.prototype.setGenericTypeMaps=function(c){this._genericTypeMaps=c};a.prototype.getGenericTypeMaps=function(){return this._genericTypeMaps};return a}();f.AttachContext=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){this._productOccurrences=null;console.assert(void 0!==a);console.assert(0===a===(0===d));this._attachContext=b;this._inclusionKey=a;this._modelKey=d;a=b.getReservedNodeIdOffset();null!==a?b.forgetReservedNodeIdOffset():a=c.newNodeIdOffset();this._nodeIdOffset=a;c.registerInclusionContext(this)}a.prototype.split=function(c,b){return new a(c,b,this._inclusionKey,this._modelKey)};a.prototype.getIdOffset=function(){return this._nodeIdOffset};
+a.prototype.toRuntimeId=function(c){console.assert(f.isAuthoredId(c));return c+this._nodeIdOffset};a.prototype.getInclusionKey=function(){return this._inclusionKey};a.prototype.getModelKey=function(){return this._modelKey};a.prototype.getParent=function(){return this._attachContext};a.prototype.getAttachContext=function(){return this._attachContext};a.prototype.addProductOccurrence=function(c){console.assert(c.getParent()===this);this._productOccurrences=h.TerseArray.push(this._productOccurrences,
+c)};a.prototype.getChildren=function(){console.assert(null!==this._productOccurrences);return h.TerseArray.toArray(this._productOccurrences)};a.prototype.removeProductOccurrence=function(c){var b=h.TerseArray.toArray(this._productOccurrences),a=b.length;b=b.filter(function(b){return b!==c});0===b.length?delete this._productOccurrences:this._productOccurrences=h.TerseArray.fromArray(b);return b.length<a};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._productOccurrences);b<
+a.length;b++){var e=a[b].purgeContents();c.push(e)}this._productOccurrences=null;return d.Util.waitForAll(c)};a.prototype.hasChildren=function(){return null!==this._productOccurrences};a.prototype.isLoaded=function(){if(this._productOccurrences instanceof f.ProductOccurrence)return this._productOccurrences.isLoaded();if(null!==this._productOccurrences)for(var c=0,b=this._productOccurrences;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};return a}();f.InclusionContext=a})(h.Tree||(h.Tree={}))})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a){this._attachContexts=this._handledExternalModels=null;this._registeredScsModelKeys=new Map;this._layerIdMap=new h.Bimap;this._parent=c;this._debugLoadString=b;this._debugLoadString;this._scsBufferCache=a}a.prototype.handleExternalModel=function(c,b,a){b=b.getInclusionKey();c=h.compressUint(a)+" "+h.compressUint(b)+" "+h.compressUint(c);null===this._handledExternalModels&&(this._handledExternalModels=new Set);if(this._handledExternalModels.has(c))return!1;
+this._handledExternalModels.add(c);return!0};a.prototype.getParent=function(){return this._parent};a.prototype.addAttachContext=function(c){this._attachContexts=h.TerseArray.push(this._attachContexts,c)};a.prototype.getChildren=function(){var c=this._attachContexts;if(null===c)return[];if(Array.isArray(c)){console.assert(0<c.length);for(var b=c[0].getChildren(),a=1;a<c.length;++a)h.append(b,c[a].getChildren());return b}return c.getChildren()};a.prototype.hasChildren=function(){return null!==this._attachContexts};
+a.prototype.removeProductOccurrence=function(c){for(var b=null,a=h.TerseArray.toArray(this._attachContexts),d=0,e=a;d<e.length;d++){var f=e[d];if(f.removeProductOccurrence(c)){b=f;break}}if(null===b)return!1;a=a.filter(function(b){return b.hasChildren()});this._attachContexts=0===a.length?null:h.TerseArray.fromArray(a);return!0};a.prototype.purgeContents=function(){for(var c=[],b=0,a=h.TerseArray.toArray(this._attachContexts);b<a.length;b++){var e=a[b].purgeContents();c.push(e)}this._attachContexts=
+null;return d.Util.waitForAll(c)};a.prototype.isLoaded=function(){if(this._attachContexts instanceof f.AttachContext)return this._attachContexts.isLoaded();if(null!==this._attachContexts)for(var c=0,b=this._attachContexts;c<b.length;c++)if(!b[c].isLoaded())return!1;return!0};a.prototype.initializeScsModelKeysOf=function(c){console.assert(void 0===this._registeredScsModelKeys.get(c));this._registeredScsModelKeys.set(c,h.TrackedOpenPromise.create())};a.prototype.getScsModelKeysOf=function(c){c=this._registeredScsModelKeys.get(c);
+return void 0===c?null:c};a.prototype.markAsFirstLoad=function(){console.assert(void 0===this._isFirstLoad);this._isFirstLoad=!0};a.prototype.isFirstLoad=function(){return!0===this._isFirstLoad};a.prototype.toScsBuffer=function(c,b){return __awaiter(this,void 0,void 0,function(){var a,e=this;return __generator(this,function(g){a=h.LazyPromise.create(function(){return __awaiter(e,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return[4,b(c)];case 1:g=a=g.sent();
+if("string"===typeof g)throw new d.InternalLogicError;return[2,g]}})})});return null===this._scsBufferCache?[2,a]:[2,this._scsBufferCache.load(c,a)]})})};a.prototype.onLoadComplete=function(){this._scsBufferCache=null};a.prototype.addLayerIdToMap=function(c,b){this._layerIdMap.set(c,b)};a.prototype.getAuthoredLayerId=function(c){c=this._layerIdMap.getRight(c);return void 0!==c?c:null};a.prototype.getRuntimeLayerId=function(c){c=this._layerIdMap.getLeft(c);return void 0!==c?c:null};return a}();f.LoadContext=
+a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function c(b){this._referrers=null;this._prototype=b}c.prototype._addReferrer=function(b){this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype._getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype._getPrototype=function(){return this._prototype};c.prototype._removeReferrer=function(b){var c=!1,a=d.TerseArray.toArray(this._referrers);a=a.filter(function(a){return a===b?(c=!0,!1):!0});if(!c)return!1;0===
+a.length?delete this._referrers:this._referrers=d.TerseArray.fromArray(a);return!0};c.prototype._purgeContents=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return this._prototype.isUnforced()?[3,3]:[4,this._prototype];case 1:return b=c.sent(),[4,b.purgeContents()];case 2:c.sent(),c.label=3;case 3:return[2]}})})};c.prototype._isLoaded=function(){return this._prototype.isResolved()&&this._prototype.getResolved().isLoaded()};
+return c}();f.SharedPrototypeContext=a;var e=function(){function c(b,c){b instanceof a&&(b=d.LazyObject.create(b));this._shared=b;this._inclusionContext=c}c.prototype.getInclusionContext=function(){return this._inclusionContext};c.prototype.addReferrer=function(b){this._shared.get()._addReferrer(b)};c.prototype.getReferrers=function(){return this._shared.get()._getReferrers()};c.prototype.getProductOccurrence=function(){return this._shared.get()._getPrototype()};c.prototype.removeReferrer=function(b){return this._shared.get()._removeReferrer(b)?
+(b=b.removePrototype(),console.assert(this===b),!0):!1};c.prototype.removeAllReferrers=function(){for(var b=0,c=this.getReferrers();b<c.length;b++)this.removeReferrer(c[b])||console.assert(!1)};c.prototype.purgeContents=function(){return this._shared.get()._purgeContents()};c.prototype.isLoaded=function(){return this._shared.get()._isLoaded()};return c}();f.PrototypeContext=e})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function b(){this._bits2=this._bits1=0}b.prototype.hasBits1=function(b){return h.hasBits(this._bits1,b)};b.prototype.hasBits2=function(b){return h.hasBits(this._bits2,b)};b.prototype.parseBits1=function(b){this._bits1=b.parseIndex_32()};b.prototype.parseBits2=function(b){this.hasBits1(1073741824)&&(this._bits2=b.parseIndex_32())};return b}();f.NodeParseBits=a;var e=function(){return function(b,c){this.shown=b;this.removed=c}}();f.AssemblyVisibility=
+e;var c=function(){function b(b){this._bytes=b.bytes;this._header=b.header;this._dataView=new DataView(this._bytes.buffer,this._bytes.byteOffset,this._bytes.byteLength);this._currentPos=0}b.prototype.hasNext=function(){return this._currentPos<this._bytes.length};b.prototype.parseCount_32=function(){return this._parseUint_32()};b.prototype.parseIndex_32=function(){return this._parseUint_32()};b.prototype.parseAssemblyDataVersion=function(){return{major:this._parseUint_32(),minor:this._parseUint_32()}};
+b.prototype.parseAssemblyDataHeaderVersion=function(){return this._parseUint_32()};b.prototype.parseVisibility=function(){var b=this._parseInt_8(),c=h.hasBits(b,2);b=h.hasBits(b,1);return new e(c,b)};b.prototype.parseProductBits=function(){var b=this._parseUint_8();return null!==this._header&&2<=this._header.headerVersion||!h.hasBits(b,6)?b:b&-7|32};b.prototype.parseCString=function(){for(var b=this._currentPos,c=this._bytes[this._currentPos++];0!==c;)c=this._bytes[this._currentPos++];return h.utf8ArrayToStr(this._bytes.subarray(b,
+this._currentPos-1))};b.prototype.parseBytes=function(b){var c=this._currentPos;this._currentPos+=b;b=this._bytes.subarray(c,this._currentPos);return new Uint8Array(b)};b.prototype.parseNodeId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseLayerId=function(){var b=this._parseUint_32();console.assert(b!==f.invalidNodeId);return b};b.prototype.parseGenericTypes=function(){for(var b=this._parseUint_32(),c=new h.Bimap,a=0;a<b;a++){var d=this.parseCString(),
+e=this._parseUint_32();c.set(e,d)}return c};b.prototype.parseGenericTypeId=function(){return this._parseUint_32()};b.prototype.parseGenericId=function(){return this.parseCString()};b.prototype._parseScKey=function(){var b=this._parseUint_32();console.assert(4294967295!==b);return b};b.prototype.parseDataKey=function(){return this._parseScKey()};b.prototype.parseInstanceKey=function(){return this._parseScKey()};b.prototype.parseMeshKey=function(){return this._parseScKey()};b.prototype.parseModelKey=
+function(b){var c=this._parseScKey();return null!==b?b.getEffectiveModelKey(c):c};b.prototype.parseInclusionKey=function(b,c){var a=this._parseScKey();return null!==b?b.getEffectiveInclusionKey(a,c):a};b.prototype._parseInt_8=function(){return this._dataView.getInt8(this._currentPos++)};b.prototype._parseUint_8=function(){return this._dataView.getUint8(this._currentPos++)};b.prototype._parseUint_32=function(){var b=this._dataView.getUint32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_32=
+function(){var b=this._dataView.getFloat32(this._currentPos,!0);this._currentPos+=4;return b};b.prototype._parseFloat_64=function(){var b=this._dataView.getFloat64(this._currentPos,!0);this._currentPos+=8;return b};b.prototype.parseFloat_32=function(){return this._parseFloat_32()};b.prototype.parseFloat_64=function(){return this._parseFloat_64()};b.prototype.parseAttributeType=function(){return this._parseInt_8()};b.prototype.parseNodeParseBits=function(){var b=new a;b.parseBits1(this);b.parseBits2(this);
+return b};b.prototype.parseViewParseBits=function(){return this._parseUint_32()};b.prototype.parsePmiParseBits=function(){return this._parseUint_32()};b.prototype.parseLayerParseBits=function(){return this._parseUint_32()};b.prototype.parseBoolean=function(){return 0!==this._parseUint_8()};b.prototype.parsePoint3_32=function(){return new d.Point3(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePoint3_64=function(){return new d.Point3(this._parseFloat_64(),this._parseFloat_64(),
+this._parseFloat_64())};b.prototype.parsePlane3_32=function(){return d.Plane.createFromCoefficients(this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32(),this._parseFloat_32())};b.prototype.parsePmiType=function(){return this._parseUint_32()};b.prototype.parsePmiSubType=function(){return this._parseUint_32()};b.prototype.parsePmiTopoRef=function(){return this._parseInt_8()};b.prototype.parseBodyType=function(){return this._parseUint_8()};b.prototype.parseFaceType=function(){return this._parseInt_8()};
+b.prototype.parseEdgeType=function(){return this._parseInt_8()};b.prototype.parseUserDataIndex=function(){var b=this._parseUint_32(),c=this._parseUint_32();return 2097151>=c?4294967296*c+b:(""+c.toString(16)+h.zeroPadHex32(b)).toUpperCase()};b.prototype.getHeader=function(){return this._header};return b}();f.AssemblyDataParser=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(c,b){this._inclusionsOf=new Map;this._masterModelKey=4294967295;this._prototypeInstanceCount=-1;this._attachScope=c;this._attachedInvisibly=b}a.prototype.getAttachScope=function(){return this._attachScope};a.prototype.getMasterModelKey=function(){console.assert(4294967295!==this._masterModelKey);return this._masterModelKey};a.prototype.getModelKeys=function(){var c=[];this._inclusionsOf.forEach(function(b,a){c.push(a)});return c};
+a.prototype.hasInclusions=function(){return 0<this._inclusionsOf.size};a.prototype.getAllInclusions=function(){var c=[];this._inclusionsOf.forEach(function(b,a){for(var d=0;d<b.length;d++)c.push(b[d],a)});return c};a.prototype.getInclusionsOf=function(c){var b=this._inclusionsOf.get(c);if(void 0===b)return[];for(var a=[],d=0;d<b.length;d++)a.push(b[d],c);return a};a.prototype.hasModelIncluded=function(c){return this._inclusionsOf.has(c)};a.prototype.attachedInvisibly=function(){return this._attachedInvisibly};
+a.prototype.prototypeInstanceCount=function(){console.assert(0<=this._prototypeInstanceCount);return this._prototypeInstanceCount};a.prototype.registerInclusion=function(c,b){var a=this._inclusionsOf.get(b);void 0===a?this._inclusionsOf.set(b,[c]):a.push(c)};a.prototype.registerMasterModelKey=function(c){console.assert(4294967295===this._masterModelKey);this._masterModelKey=c};a.prototype.registerPrototypeInstanceCount=function(c){console.assert(-1===this._prototypeInstanceCount);this._prototypeInstanceCount=
+c};return a}();d.AttachInfoBuilder=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(){function a(){this._prevPriorityValue=1;this._priorityProxies=new Map}a.prototype._getPriorityCompareValue=function(c){if("number"===typeof c)return c;c=this._priorityProxies.get(c);null!==c.worldBounding&&console.assert(1>=c.priorityHeuristic);return c.priorityHeuristic};a.prototype.comparePriority=function(c,b){c=this._getPriorityCompareValue(c);b=this._getPriorityCompareValue(b);return c<b};a.prototype._updateHeuristicInfo=function(c,b){if(null!==
+b.worldBounding){var a=d.toVec3(b.worldBounding.center()),e=d.toVec3(b.worldBounding.extents());c=c.calculateAttachHeuristic(e,a);b.priorityHeuristic=c}null!==b.xmlAttachInfo&&b.xmlAttachInfo.directlyRequested&&(null===b.worldBounding&&(b.priorityHeuristic=0),b.priorityHeuristic+=-1E6)};a.prototype.createPriority=function(c,b,a){if(null===a)return++this._prevPriorityValue;var d=Object.create(null);if(null!==a.bounding){b=b.transformBox(a.bounding);var g=0}else b=null,g=++this._prevPriorityValue;a=
+{xmlAttachInfo:a,worldBounding:b,priorityHeuristic:g};this._updateHeuristicInfo(c,a);this._priorityProxies.set(d,a);return d};a.prototype.destroyPriority=function(c){"object"===typeof c&&this._priorityProxies.delete(c)};a.prototype.onViewChange=function(c){var b=this;this._priorityProxies.forEach(function(a){b._updateHeuristicInfo(c,a)})};a.prototype.reset=function(){this._priorityProxies.clear()};return a}();f.AttachPriorityManager=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||
+(Communicator={}));(function(d){(function(d){(function(d){(function(a){function d(c){return"modelName"in c}a.isNameInfo=d;a.isIncInfo=function(c){return!d(c)};a.canImplicitlyLoad=function(c){return c.config.implicitlyLoadXmlExternalModels||!d(c)}})(d.ExternalModel||(d.ExternalModel={}))})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b instanceof e?b.referencedInfo:b}var e=function(){return function(b){this.referencedInfo=b}}();f.ReferencedNodeInfo=e;f.modelFileNodeInfoAsProdOccInfo=a;var c=function(){function b(){}b.parseXml=function(b,c,a,n,m){console.assert("ModelFile"===n.localName);var g=new Map,k=new Map,l=new Map;for(n=n.firstElementChild;null!==n;){if("ProductOccurence"!==n.localName)throw new d.XmlParseError('Unexpected element "'+n.localName+'".');if(null===
+f.XmlParser.parseNodeId(n,"Id"))throw new d.XmlParseError('Expected "Id" attribute.');var h=n,t=f.ProductOccurrence.parseXml(b,c,a,h,m),v=t.nodeInfo.nodeId;if(l.has(t.nodeInfo.nodeId)){var w=new e(t);g.set(v,w)}else{if(!k.has(t.nodeInfo.nodeId)&&(k.set(t.nodeInfo.nodeId,null),null!==b.additionalMatrix)){w=b.additionalMatrix;var z=t.nodeInfo.localTransform;z=null===z?w:d.Matrix.multiply(z,w);t=__assign({},t,{nodeInfo:__assign({},t.nodeInfo,{localTransform:z})})}g.set(v,t)}v=0;for(w=f.XmlParser.parseNodeIds(h,
+"Children")||[];v<w.length;v++)k.set(w[v],t);h=f.XmlParser.parseNodeId(h,"InstanceRef");null!==h&&(v=l.get(h),void 0===v?l.set(h,[t]):v.push(t));n=n.nextElementSibling}b=this._parentMapToChildMap(g,k,l);return{treeInfos:this._childMapRoseTrees(b)}};b._parentMapToChildMap=function(b,c,a){var g=new Map,k=function(b,c){var a=g.get(b);void 0===a?g.set(b,[c]):a.push(c)};c.forEach(function(c,a){a=b.get(a);if(a instanceof e)throw new d.XmlParseError('Expected a referenced node for "InstanceRef".');k(c,a)});
+a.forEach(function(c,a){console.assert(0<c.length);a=b.get(a);if(!(a instanceof e))throw new d.XmlParseError('Node is both an "InstanceRef" and contained in another node\'s "Children" list.');for(var g=0;g<c.length;g++)k(c[g],a)});return g};b._childMapRoseTrees=function(b){var c=function(d){var g=[],e=a(d);e=b.get(e);if(void 0!==e){console.assert(0<e.length);for(var k=0;k<e.length;k++){var f=c(e[k]);g.push(f)}}return new h.RoseTree(d,g)},d=b.get(null);if(void 0===d)return console.assert(0===b.size),
+[];for(var g=[],f=0;f<d.length;f++){var p=d[f];p instanceof e?console.assert(!1):(p=c(p),g.push(p))}return g};b.reify=function(b,c,a,f,m,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,p,w,z,x;return __generator(this,function(q){switch(q.label){case 0:g=[];k=[];l=[];n=0;for(p=h.treeInfos;n<p.length;n++)w=p[n],w.value instanceof e?console.assert(!1):(z=this._reifyProductOccurrence(b,c,a,f,m,m,w,g),k.push(z),l.push(z.getRuntimeId()));x=c.promiseTrigger("_subtreeLoaded","subtreeLoaded",
+l,d.NodeSource.LoadModel).then(function(){for(var b=0,a=l;b<a.length;b++)c.trigger("shatteredXmlStructureReady",a[b])});g.push(x);return[4,d.Util.waitForAll(g)];case 1:return q.sent(),[2,k]}})})};b._rectifyExternalModelInfo=function(b,c){c=c.referencedInfo.externalModelInfo;if(null===c)throw new d.XmlParseError('"InstanceRef" node does not contain "ExternalModel".');if(!f.ExternalModel.isNameInfo(c))throw new d.InternalLogicError;console.assert(0===c.reservedNodeIdOffset);b=b.newNodeIdOffset();return c=
+__assign({},c,{reservedNodeIdOffset:b})};b._reifyProductOccurrence=function(b,c,l,n,m,h,q,r){var g=this,k=a(q.value);if(0!==k.childDataKeys.length)throw new d.InternalLogicError;if(null!==k.externalModelInfo)throw new d.LoadError('Unexpected "ExternalModel". Should be a child of an "InstanceRef".');var p=f.ProductOccurrence.reifySync(b,l,n,m,k,h);h.addProductOccurrence(p);p.markLoaded();h=0;for(q=q.kids;h<q.length;h++)k=q[h],k.value instanceof e?(console.assert(0===k.kids.length),k=this._rectifyExternalModelInfo(n,
+k.value),f.ExternalModel.canImplicitlyLoad(k)?(k=l.attachByExternalModelInfo(k,p,m).then(function(b){return __awaiter(g,void 0,void 0,function(){var a;return __generator(this,function(g){switch(g.label){case 0:return null===b?[2]:[4,f.markContextsLoaded([b])];case 1:return g.sent(),p.addAttachContext(b),a=b.getChildren().map(function(b){return b.getRuntimeId()}),[4,c.promiseTrigger("_subtreeLoaded","subtreeLoaded",a,d.NodeSource.LoadModel)];case 2:return g.sent(),[2]}})})}),r.push(k)):p.addPendingExternalModel(k)):
+(console.assert(null===k.value.externalModelInfo),this._reifyProductOccurrence(b,c,l,n,m,p,k,r));return p};b._parseBounding=function(b,c){var g=a(b.value),e=SC.UnspecifiedMeasurementUnit;null!==g.measurementUnit&&(e=g.measurementUnit);var k=1;e===SC.UnspecifiedMeasurementUnit?e=c:c!==SC.UnspecifiedMeasurementUnit&&(k=e/c);k=(new d.Matrix).setScaleComponent(k,k,k);var h=g.nodeInfo.localTransform;null!==h&&(k=d.Matrix.multiply(h,k));h=d.Box.invalid();var q=0;for(b=b.kids;q<b.length;q++){var r=this._parseBounding(b[q],
+e);r=k.transformBox(r);h.addBox(r)}b=g.externalModelInfo;if(null!==b){if(!f.ExternalModel.isNameInfo(b))throw new d.InternalLogicError;g=b.bounding;null===g||g.isDegenerate()||(b=b.measurementUnit||SC.UnspecifiedMeasurementUnit,c!==SC.UnspecifiedMeasurementUnit&&b!==SC.UnspecifiedMeasurementUnit&&(c=b/e,c=(new d.Matrix).setScaleComponent(c,c,c),k=d.Matrix.multiply(c,k)),g=k.transformBox(g),h.addBox(g))}return h};b.parseBounding=function(b,c){var a=d.Box.invalid(),g=0;for(b=b.treeInfos;g<b.length;g++)for(var e=
+0,k=b[g].kids;e<k.length;e++){var f=this._parseBounding(k[e],c);a.addBox(f)}return a};return b}();f.ModelFile=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(c,b,a,d){var g=this;this._cameraTimeoutId=null;this._isFirstAttachment=!0;this._attachScope=0;null===d&&(d=13);console.assert(0<d);this._engine=c;this._view=b;this._callbackManager=a;this._parentToXmlAttachInfos=new Map;this._viewInfo=new f.ViewInfo(this._view);this._attachPriorityManager=new f.AttachPriorityManager;this._comparePriority=function(b,c){return g._attachPriorityManager.comparePriority(b,c)};this._attachQueue=this._createAttachQueue(d);
+this._prefetchScsQueue=this._createPrefetchScsQueue(d);this._registerCameraListener()}a.createWithEmptyModel=function(c,b,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return[4,c.loadEmpty()];case 1:return g.sent(),[2,new a(c,b,d,e)]}})})};a.prototype._createAttachQueue=function(c){return new h.PriorityPromiseQueue(c,this._comparePriority,!1)};a.prototype._createPrefetchScsQueue=function(c){return new h.PriorityPromiseQueue(c+15,this._comparePriority,
+!1)};a.prototype._reprioritizeAttachments=function(){this._viewInfo=new f.ViewInfo(this._view);this._attachQueue.markDirty();this._prefetchScsQueue.markDirty();this._attachPriorityManager.onViewChange(this._viewInfo)};a.prototype._registerCameraListener=function(){var c=this,b=function(){c._onCameraChange()};this._callbackManager.bind({camera:b,_shutdownBegin:function(){null!==c._cameraTimeoutId&&(clearTimeout(c._cameraTimeoutId),c._cameraTimeoutId=null);c._callbackManager.unbind({camera:b})}})};
+a.prototype._onCameraChange=function(){var c=this;null!==this._cameraTimeoutId&&clearTimeout(this._cameraTimeoutId);this._cameraTimeoutId=this._engine.setTimeout(function(){c._cameraTimeoutId=null;c._reprioritizeAttachments()},500)};a.prototype._awaitAttachInfo=function(c,b,a,e,l){var g=this,k=null===e,p=new f.AttachInfoBuilder(b,a),q=!1,r=[],u=h.OpenPromise.create(),t=h.OpenPromise.create(),v=!1,w=function(){console.assert(!v);v=!0;g._cleanupAttachLowLevel();g._callbackManager.unbind(x)},z=null,
+x={_priorityMetaDataSent:function(c,a){c===b&&(p.registerPrototypeInstanceCount(a),u.resolve())},_announceModel:function(c,a){c===b&&(q=!0,p.registerMasterModelKey(a))},_inclusion:function(c,a,d){c===b&&(p.registerInclusion(a,d),r.push(d))},_remapModel:function(a,d,g){a===b&&c.remapModel(d,g)},_remapInclusion:function(a,d,g,e){a===b&&c.remapInclusion(d,g,e)},_missingModel:function(c,a){c===b&&(z=a)},_attached:function(c){if(c===b){if(!q){if(null!==z&&(k||l)){console.assert(0===r.length);t.reject(new d.MissingModelError(z));
+return}if(1!==r.length){t.reject(new d.LoadError("Bad model: Could not find master model key."));return}p.registerMasterModelKey(r[0])}c=[u];var a=g._isFirstAttachment;if(a){g._isFirstAttachment=!1;var e=g._callbackManager.promiseTrigger("_firstAttachment",null,k?h.AttachType.Direct:h.AttachType.Indirect);c.push(e)}return d.Util.waitForAll(c).catch(function(b){console.assert(!1);throw b;}).then(function(){return __awaiter(g,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return a&&
+1===this._engine.getSessionType()?[4,this._callbackManager.promiseTrigger("_firstBoundingReady",null)]:[3,2];case 1:b.sent(),b.label=2;case 2:return w(),t.resolve(p),[2]}})})})}}};this._callbackManager.bind(x);return t.catch(function(b){w();throw b;})};a.prototype._createPriority=function(c,b){return this._attachPriorityManager.createPriority(this._viewInfo,c,b)};a.prototype._cleanupAttachLowLevel=function(){};a.prototype._cleanupAttachHighLevel=function(c,b,a){return __awaiter(this,void 0,void 0,
+function(){return __generator(this,function(d){switch(d.label){case 0:return d.trys.push([0,,2,3]),[4,c];case 1:return[2,d.sent()];case 2:return null!==a&&this._forgetXmlAttachment(a),this._attachPriorityManager.destroyPriority(b),[7];case 3:return[2]}})})};a.prototype.newAttachScope=function(){return++this._attachScope};a.prototype._attachByStream=function(c,b,a,e,f,n,h,p){var g=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,h);var l=this._attachQueue.push(function(){return __awaiter(g,
+void 0,void 0,function(){var d,g,e,l=this;return __generator(this,function(m){switch(m.label){case 0:d=this.newAttachScope(),g=this._awaitAttachInfo(b,d,n.get(),h,p),m.label=1;case 1:return m.trys.push([1,4,,5]),[4,c.enqueue(function(){return l._engine.attachModel(d,a,k,f,n.get())})];case 2:return m.sent(),[4,g];case 3:return[2,m.sent()];case 4:throw e=m.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},e);return this._cleanupAttachHighLevel(l,e,h)};a._getAllModelKeys=function(c){var b=
+c.getMasterModelKey();c=c.getAllInclusions();if(c[1]!==b)for(var a=2;a<c.length;a+=2)if(c[a+1]===b){var d=c[a];c[a]=c[0];c[a+1]=c[1];c[0]=d;c[1]=b;break}b=[];a=0;for(d=1;d<c.length;++a,d+=2)b[a]=c[d];return b};a.prototype.attachByNamedScsBuffer=function(c,b,g,e,l,n,m,p){return __awaiter(this,void 0,void 0,function(){var k,r,u,t,v,w=this;return __generator(this,function(q){c.getAutomaticMeasurementUnitScaling()||(n=SC.UnspecifiedMeasurementUnit);k=f.towardLoadContext(p.parent);r=d.Matrix.toMatrix12(l.m);
+u=this._createPriority(l,p);t=function(e){return __awaiter(w,void 0,void 0,function(){var l,q,u,t,v,w,x,z,G,J,K,I,L=this;return __generator(this,function(y){switch(y.label){case 0:return[4,function(){return __awaiter(L,void 0,void 0,function(){var a;return __generator(this,function(c){a=k.getScsModelKeysOf(b);return null===a?(k.initializeScsModelKeysOf(b),[2,e]):[2,a]})})}()];case 1:l=y.sent();q=k.getScsModelKeysOf(b);if(null===q)throw new d.InternalLogicError;u=this.newAttachScope();if(!(l instanceof
+Uint8Array||h.FetchApi.isSupported()&&l instanceof Response))return[3,7];v=!0;w=this._awaitAttachInfo(g,u,m.get(),p,!1);y.label=2;case 2:return y.trys.push([2,5,,6]),[4,c.enqueue(function(){var b=L._engine.attachScsBuffer(u,l instanceof Uint8Array?l:null,r,n,m.get(),v);l instanceof Uint8Array||L.streamScsData(u,l);return b})];case 3:return y.sent(),[4,w];case 4:return t=y.sent(),[3,6];case 5:throw x=y.sent(),this._cleanupAttachLowLevel(),x;case 6:return 0===q.state&&(z=a._getAllModelKeys(t),q.resolve(z)),
+[3,8];case 7:if(null===l)t=null,0===q.state&&q.resolve(null);else if(l instanceof Array){console.assert(0!==q.state);G=new f.AttachInfoBuilder(u,m.get());G.registerPrototypeInstanceCount(0);for(J=0;J<l.length;++J)K=l[J],I=this._engine.attachScsModelByKey(u,K,r,n,m.get()),G.registerInclusion(I,K),0===J&&G.registerMasterModelKey(K);t=G}else throw new d.InternalLogicError;y.label=8;case 8:return[2,t]}})})};v=function(){return __awaiter(w,void 0,void 0,function(){var a,c=this;return __generator(this,
+function(d){switch(d.label){case 0:return[4,this._prefetchScsQueue.push(function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){return[2,k.toScsBuffer(b,e)]})})},u)];case 1:return a=d.sent(),p.directlyRequested=!0,[2,this._attachQueue.push(function(){return t(a)},u)]}})})}();return[2,this._cleanupAttachHighLevel(v,u,p)]})})};a.prototype.streamScsData=function(a,b){var c=this;this._callbackManager.trigger("_fetchBegin",b.url,a);var d=b.body.getReader();this._engine.setTimeout(function(){return __awaiter(c,
+void 0,void 0,function(){var c,g,e;return __generator(this,function(k){switch(k.label){case 0:return[4,d.read()];case 1:c=k.sent();g=c.done;e=c.value;if(g)return this._engine.feedScsBuffer(a,null),this._callbackManager.trigger("_fetchEnd",b.url,a),[2];this._engine.feedScsBuffer(a,e);return[3,0];case 2:return[2]}})})},0)};a.prototype._attachByScsBuffer=function(a,b,g,e,f,n){var c=this,k=d.Matrix.toMatrix12(e.m);e=this._createPriority(e,null);var l=this._attachQueue.push(function(){return __awaiter(c,
+void 0,void 0,function(){var c,d,e,l=this;return __generator(this,function(h){switch(h.label){case 0:c=this.newAttachScope(),d=this._awaitAttachInfo(b,c,n.get(),null,!1),h.label=1;case 1:return h.trys.push([1,4,,5]),[4,a.enqueue(function(){var b=l._engine.attachScsBuffer(c,g instanceof Uint8Array?g:null,k,f,n.get(),!1);g instanceof Uint8Array||l.streamScsData(c,g);return b})];case 2:return h.sent(),[4,d];case 3:return[2,h.sent()];case 4:throw e=h.sent(),this._cleanupAttachLowLevel(),e;case 5:return[2]}})})},
+e);return this._cleanupAttachHighLevel(l,e,null)};a.prototype.simpleAttach=function(a,b,g,e,f,n,h,p){a.getAutomaticMeasurementUnitScaling()||(f=SC.UnspecifiedMeasurementUnit);if("string"===typeof g)return this._attachByStream(a,b,g,e,f,n,h,p);if(null===h)return this._attachByScsBuffer(a,b,g,e,f,n);d.Util.TypeAssert(g);d.Util.TypeAssert(h);throw new d.InternalLogicError;};a.prototype.reset=function(){this._isFirstAttachment=!0;this._attachScope=0;this._parentToXmlAttachInfos.clear();this._attachPriorityManager.reset();
+this._attachQueue.killDeferred();return this._attachQueue.waitForIdle()};a.prototype.isIdle=function(){return this._attachQueue.isIdle()};a.prototype.notifyDirectRequest=function(a){a=this._parentToXmlAttachInfos.get(a);if(void 0!==a){for(var b=!1,c=0;c<a.length;c++){var d=a[c];d.directlyRequested||(b=d.directlyRequested=!0)}b&&this._reprioritizeAttachments()}};a.prototype.registerXmlAttachInfo=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);void 0===c&&(c=[],this._parentToXmlAttachInfos.set(b,
+c));c.push(a)};a.prototype._forgetXmlAttachment=function(a){var b=a.parent,c=this._parentToXmlAttachInfos.get(b);1===c.length?(console.assert(c[0]===a),this._parentToXmlAttachInfos.delete(b)):(console.assert(1<c.length),a=c.indexOf(a),console.assert(0<=a),c.splice(a,1))};a.prototype.maxConcurrentAttachments=function(){return this._attachQueue.maxActivePromises()};return a}();f.ScAttacher=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(){this._remappedModelKeys=new Map;this._remappedInclusionKeys=new Map}a.prototype.remapModel=function(a,b){this._remappedModelKeys.set(b,a);this._remappedInclusionKeys.has(a)||this._remappedInclusionKeys.set(a,new Map)};a.prototype.remapInclusion=function(a,b,d){a=this._remappedInclusionKeys.get(a);console.assert(void 0!==a);a.set(d,b)};a.prototype.getEffectiveModelKey=function(a){var b=this._remappedModelKeys.get(a);return void 0!==
+b?b:a};a.prototype.getEffectiveInclusionKey=function(a,b){b=this._remappedInclusionKeys.get(b);return void 0!==b&&(b=b.get(a),void 0!==b)?b:a};return a}();d.ScKeyRemapper=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return(new DOMParser).parseFromString(b,"application/xml")}function e(b){return __awaiter(this,void 0,void 0,function(){var c,d;return __generator(this,function(g){switch(g.label){case 0:return[4,h.httpRequest(b)];case 1:return c=g.sent(),d=c.responseXML,null===d&&(d=a(c.responseText)),[2,d]}})})}function c(b){if(!b.hasChildNodes)return null;b=b.firstChild;if(!(b instanceof Comment))return null;b=b.data.split(" ");if(2!==b.length||"HC"!==b[0])return null;
+b=b[1].split(".");if(2!==b.length)return null;for(var a=0;a<b.length;a++)if(!h.isBase10Number(b[a]))return null;return[parseInt(b[0],10),parseInt(b[1],10)]}function b(b){b=b.getElementsByTagName("parsererror");if(0<b.length)throw new d.XmlParseError(b[0].textContent||"unknown error");}function g(b,a,c,d){return{getAttachScope:function(){return b},getMasterModelKey:function(){return d},getModelKeys:function(){return[d]},hasInclusions:function(){return!0},getAllInclusions:function(){return[c,d]},getInclusionsOf:function(b){return b===
+d?[c,d]:[]},hasModelIncluded:function(b){return b===d},attachedInvisibly:function(){return a},prototypeInstanceCount:function(){return 0}}}var k=function(){function k(b,a,c,d,g){this._loadQueue=new h.PromiseQueue(1,!1);this._activeLoadGeneration=this._activeLoadCount=0;this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;console.assert(b.isInitialized());this._assemblyTree=b;this._scAttacher=a;this._engine=c;this._view=d;this._callbackManager=g;this._isScsSession=2===this._engine.getSessionType();
+this._nodesUntilNextSleep=2E3}k.prototype._resolveMeasurementUnits=function(b){if(this._assemblyTree.getAutomaticMeasurementUnitScaling()){var a=f.towardProductOccurrence(b.getParent());if(null===a)throw new d.InternalLogicError;var c=a.getMeasurementUnit(),g=b.getMeasurementUnit();c!==g&&(a=b.getLocalTransform(),null===a&&(a=new d.Matrix),c=g/c,a.m[0]*=c,a.m[5]*=c,a.m[10]*=c,b.setLocalTransformAsInitial(a))}};k.prototype._patchImplicitNodesByModelInc=function(b,a,c,d,g){var e=this,k=0;if(0!==d.length)for(var l,
+n=h.Lazy.create(function(){var d=b.get(),k=f.towardAttachContext(d),n=k.getAttachScope();l=k.attachedInvisibly();k=k.split(n,l,d);d.addAttachContext(k);d=new f.InclusionContext(e._assemblyTree,k,a,c);k.addInclusionContext(d);k=f.ProductOccurrence.createDynamic(e._assemblyTree,d,"Of Inclusion ("+a+")",null,null,!l,g);d.addProductOccurrence(k);return k}),m=0;m<d.length;m++){var p=d[m],q=this._assemblyTree.lookupAnyBodyByInstanceInc(a,p);if(null===q){q=n.get();var r="Implicit Body "+ ++k;q=this._assemblyTree.createMeshInstance(!0,
+a,p,null,r,q,!1,!1);l&&q.setVisibility(!1)}}};k.prototype._getPrototypeInstanceCountByAttachment=function(b){var a=new Set,c=0;b=b.getAllInclusions();for(var d=0;d<b.length;d+=2){var g=b[d],e=b[d+1];a.has(e)||(a.add(e),c+=this._assemblyTree.getInstanceCountByInclusion(g))}return c};k.prototype._patchImplicitNodesByAttachment=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,function(q){switch(q.label){case 0:return console.assert(b.isLoaded()),
+g=null,e=h.Lazy.create(function(){var d=new f.ScKeyRemapper,e=a.getMasterModelKey();g=new f.AttachContext(d,a.getAttachScope(),a.attachedInvisibly(),e,b);d=new f.InclusionContext(B._assemblyTree,g,0,0);g.addInclusionContext(d);e=f.ProductOccurrence.createDynamic(B._assemblyTree,d,"Implicit Bodies",null,null,!a.attachedInvisibly(),c);d.addProductOccurrence(e);return e}),k=a.prototypeInstanceCount(),0!==k?[3,2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,1)];case 1:k=q.sent()[0],q.label=2;
+case 2:return l=this._getPrototypeInstanceCountByAttachment(a),l===k?[2]:[4,this._engine.instanceKeyInfo(a.getAttachScope(),0,0)];case 3:n=q.sent();m=a.getAllInclusions();for(p=0;p<m.length;p+=2)x=m[p],y=m[p+1],A=n.get(y),void 0!==A&&this._patchImplicitNodesByModelInc(e,x,y,A,c);l=this._getPrototypeInstanceCountByAttachment(a);if(l<k)throw new d.InternalLogicError;return null===g?[2]:[4,f.markContextsLoaded([g])];case 4:return q.sent(),b.addAttachContext(g),[2]}})})};k.prototype._updateOnDemandRequests=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e;return __generator(this,function(k){if(!this._assemblyTree.onDemandRequestsActive())return[2];a=b.getChildren();c=[];d=0;for(g=a;d<g.length;d++)e=g[d],this._assemblyTree.isBeingRequested(e)&&c.push(e);return[2,this._assemblyTree.requestNodes(this,c,!0)]})})};k.prototype._populateAttachment=function(b,a,c,d,g,e){return __awaiter(this,void 0,void 0,function(){var k;return __generator(this,function(f){switch(f.label){case 0:return console.assert(g===
+h.AttachType.Indirect===(null!==e)),[4,this._parseRootNodes(b,a,c,d,e)];case 1:return k=f.sent(),[4,this._postProcessAttachContext(a,d,g,k)];case 2:return f.sent(),[2,k]}})})};k.prototype._postProcessAttachContext=function(b,a,c,d){return __awaiter(this,void 0,void 0,function(){var g,e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return[4,f.WalkerAsync.forceLazyPromises(d)];case 1:return n.sent(),[4,this._assemblyTree.enqueue(function(){return f.synchronizePmiVisibilities(l._engine,
+d)})];case 2:return n.sent(),(g=this._assemblyTree.markImplicitNodesOutOfHierarchy())&&(g=0<d.getChildren().length||c===h.AttachType.Indirect),[4,this._patchImplicitNodesByAttachment(b,a,g)];case 3:return n.sent(),[4,this._updateOnDemandRequests(d)];case 4:return n.sent(),e=d.getChildren(),k=e.map(function(b){return b.getRuntimeId()}),this._callbackManager.trigger("_attachmentPopulated",k),[2]}})})};k.prototype._parseRootNodes=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,
+k,l,n,m,p,q,r=this;return __generator(this,function(u){switch(u.label){case 0:return e=d.getMasterModelKey(),k=d.getInclusionsOf(e),4294967295===e&&(console.assert(0===k.length),k.push(4294967295,4294967295)),l=new f.AttachContext(c,d.getAttachScope(),d.attachedInvisibly(),e,a),null!==g&&l.setReservedNodeIdOffset(g),n=new h.PromiseQueue(1,!0),[4,this._assemblyTree.enqueue(function(){return l.getRootNodeMetaData(r._assemblyTree)})];case 1:m=u.sent();p=function(a){n.push(function(){return r._parseRootNode(b,
+l,m,k[a],k[a+1])})};for(q=0;q<k.length;q+=2)p(q);return[4,n.waitForIdle()];case 2:return u.sent(),[2,l]}})})};k.prototype._parseRootNode=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k;return __generator(this,function(l){switch(l.label){case 0:return console.assert(0!==d),[4,this._populateInclusion(b,a,c,d,g)];case 1:return e=l.sent(),e.hasAuthoredId()?(console.assert(!e.isLoaded()),k=f.towardInclusionContext(e),l=k.getParent(),l=l instanceof f.AttachContext&&l.getParent()instanceof
+f.LoadContext?!0:!1,l&&this._setupRootNode(e,!1)):null===e.getName()&&(a.removeProductOccurrence(e)||console.assert(!1)),[2]}})})};k.prototype._setupRootNode=function(b,a){console.assert(!b.isAbsoluteRoot());a&&b.markIsExternalModelRoot(this._assemblyTree);this._resolveMeasurementUnits(b)};k.prototype._populateInclusion=function(b,a,c,d,g){return __awaiter(this,void 0,void 0,function(){var e,k,l=this;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==d),e=new f.InclusionContext(this._assemblyTree,
+a,d,g),a.addInclusionContext(e),[4,function(){return __awaiter(l,void 0,void 0,function(){var d,g,k;return __generator(this,function(l){if(null===c||0===c.bytes.length)return d=null,null===c&&(d="Missing"),[2,f.ProductOccurrence.createDynamic(this._assemblyTree,e,d,null,null,!a.attachedInvisibly())];g=new f.AssemblyDataParser(c);k=f.ProductOccurrence.parseBinary(b,this._assemblyTree,e,g);return[2,f.ProductOccurrence.reify(b,this,this._assemblyTree,e,k,e)]})})}()];case 1:return k=n.sent(),e.addProductOccurrence(k),
+[2,k]}})})};k.prototype._rectifyLateVisibilityChange=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e;return __generator(this,function(k){c=f.towardAttachContext(a.getParent());d=f.towardProductOccurrence(a.getParent());console.assert(d===f.towardProductOccurrence(c));if(b.attachInvisibly||null===d||!d.isLoaded())return[2];g=d.isVisible();if(c.attachedInvisibly()===!g)return[2];e=g?2:0;return[2,f.updateVisibilitiesByAttachment(this._assemblyTree,this._engine,c,e)]})})};k.prototype._loadCleanup=
+function(b,a){console.assert(0<this._activeLoadCount);b.onLoadComplete();null!==a&&this._callbackManager.unbind(a);--this._activeLoadCount;this._assemblyTree.onLoadEnd();this._callbackManager.trigger("visibilityChanged",[],[])};k.prototype._wrap=function(b,a,c,g){var e=this,k=this._activeLoadGeneration;return this._loadQueue.push(function(){return __awaiter(e,void 0,void 0,function(){var e,f,l,n,m,p,q,r,u,C,E,F,H,G=this;return __generator(this,function(t){switch(t.label){case 0:this._assemblyTree.onLoadBegin();
+e=null;if(k!==this._activeLoadGeneration)throw this._loadCleanup(a,e),new d.LoadCancelledError;null===this._firstAssemblyDataHeader&&(e={_modelStructureHeaderParsed:function(b){return __awaiter(G,void 0,void 0,function(){return __generator(this,function(a){null!==e&&(null===this._firstAssemblyDataHeader&&(this._firstAssemblyDataHeader=b),this._callbackManager.unbind(e),e=null);return[2]})})}},this._callbackManager.bind(e,!0));t.label=1;case 1:return t.trys.push([1,3,,5]),[4,c];case 2:return t.sent(),
+[3,5];case 3:return f=t.sent(),[4,a.purgeContents()];case 4:throw t.sent(),this._loadCleanup(a,e),f;case 5:l=a.getParent();if(null===l)throw this._loadCleanup(a,e),new d.InternalLogicError;n=g===h.AttachType.Direct;if(!n)return[3,8];if(!a.hasChildren())return[3,6];l.addLoadContext(a);return[3,8];case 6:return[4,a.purgeContents()];case 7:t.sent(),t.label=8;case 8:this._loadCleanup(a,e);m=a.getChildren();p=[];q=0;for(r=m;q<r.length;q++)u=r[q],C=this._rectifyLateVisibilityChange(b,u),p.push(C);return[4,
+d.Util.waitForAll(p)];case 9:t.sent();if(!this._isFirstLoad)return[3,13];this._isFirstLoad=!1;a.markAsFirstLoad();E=m.map(function(b){return b.getRuntimeId()});F=!1;t.label=10;case 10:return t.trys.push([10,12,,13]),[4,this._callbackManager.promiseTrigger("_firstModelLoaded","firstModelLoaded",E,F,g)];case 11:return t.sent(),[3,13];case 12:throw H=t.sent(),console.assert(!1),H;case 13:return[2,a]}})})})};k.prototype._initLoad=function(b,a,c){++this._activeLoadCount;c=this._isScsSession&&c?new h.PromiseCache:
+null;return new f.LoadContext(b,a,c)};k._getNetMatrix=function(b,a){b=f.getNetMatrix(b);null!==a&&(b=d.Matrix.multiply(a,b));return b};k.prototype._lazyAttachInvisibly=function(b,a){return h.Lazy.create(function(){return a.attachInvisibly||!b.isVisible()})};k.prototype._loadBySingleAttach=function(b,a,c,d){var g=this,e=this._initLoad(a,d,!1);d=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var d,g,l,n,m,p,q;return __generator(this,function(r){switch(r.label){case 0:return[4,
+c];case 1:return d=r.sent(),g=new f.ScKeyRemapper,l=k._getNetMatrix(a,b.additionalMatrix),n=a.getMeasurementUnit(),m=this._lazyAttachInvisibly(a,b),[4,this._scAttacher.simpleAttach(this._assemblyTree,g,d,l,n,m,null,!1)];case 2:return p=r.sent(),[4,this._populateAttachment(b,e,g,p,h.AttachType.Direct,null)];case 3:return q=r.sent(),[4,f.markContextsLoaded([e,q])];case 4:return r.sent(),q.hasChildren()&&e.addAttachContext(q),[2,{}]}})})});return this._wrap(b,e,d,h.AttachType.Direct)};k.prototype._populateFromXml=
+function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,p,q,A,B,D;return __generator(this,function(r){switch(r.label){case 0:e=c.documentElement;k=e.firstElementChild;for(l=null;null!==k;)"ModelFile"===k.localName&&(console.assert(null===l),l=f.ModelFile.parseXml(b,this._assemblyTree,a,k,g)),k=k.nextElementSibling;if(null===l)throw new d.XmlParseError('Expected "ModelFile" element.');n=!1;if(!this._isFirstLoad)return[3,2];h=SC.UnspecifiedMeasurementUnit;this._assemblyTree.getAutomaticMeasurementUnitScaling()&&
+(m=f.towardProductOccurrence(a),h=m.getMeasurementUnit());p=f.ModelFile.parseBounding(l,h);if(p.isDegenerate())return[3,2];n=!0;return[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0,p)];case 1:r.sent(),r.label=2;case 2:return[4,f.ModelFile.reify(b,this._callbackManager,this,this._assemblyTree,a,l)];case 3:q=r.sent();A=0;for(B=q;A<B.length;A++)D=B[A],this._setupRootNode(D,!1);return!this._isFirstLoad||n?[3,5]:[4,this._view.setViewOrientation(d.ViewOrientation.Iso,0)];case 4:r.sent(),r.label=
+5;case 5:return[2]}})})};k.prototype._loadByXml=function(a,g,e,k,l){var n=this,m=this._initLoad(g,l,!0);l=h.LazyPromise.create(function(){return __awaiter(n,void 0,void 0,function(){var l,n,p,q,r,u,t,D,C;return __generator(this,function(v){switch(v.label){case 0:return[4,e];case 1:l=v.sent();b(l);n=c(l);if(null===n||!h.versionAtLeast([8,3],n))throw new d.XmlParseError("Bad version.");p=function(b){return k(b,n)};g.addLoadContext(m);q=f.towardInclusionContext(g);r=f.towardAttachContext(q);u=this._scAttacher.newAttachScope();
+t=this._lazyAttachInvisibly(g,a);D=r.split(u,t.get(),m);m.addAttachContext(D);C=q.split(this._assemblyTree,D);D.addInclusionContext(C);return[4,this._populateFromXml(a,C,l,p)];case 2:return v.sent(),[4,f.markContextsLoaded([m,D])];case 3:return v.sent(),[2,{}]}})})});return this._wrap(a,m,l,h.AttachType.Indirect)};k.prototype._attachExternalModelByInc=function(b,a){return __awaiter(this,void 0,void 0,function(){var c,d,g,e,k,l;return __generator(this,function(n){switch(n.label){case 0:return console.assert(0!==
+b.inclusionKey),c=f.towardAttachContext(a).getAttachScope(),d=b.modelKey,g=this._lazyAttachInvisibly(a,b.config),e=new f.ScKeyRemapper,k=new f.AttachContext(e,c,g.get(),d,a),[4,k.getRootNodeMetaData(this._assemblyTree)];case 1:return l=n.sent(),[4,this._populateInclusion(b.config,k,l,b.inclusionKey,b.modelKey)];case 2:return n.sent(),[2,k]}})})};k.prototype._attachExternalModelInfoByName=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,m,p,x,y,A,B=this;return __generator(this,
+function(q){switch(q.label){case 0:g=new f.ScKeyRemapper;e=this._lazyAttachInvisibly(a,b.config);k=a.getMeasurementUnit();q=f.getNetMatrix(a);if(0>=k||!B._assemblyTree.getAutomaticMeasurementUnitScaling())l=q;else{var r=c.getAttachContext().getParent();null===r?r=SC.UnspecifiedMeasurementUnit:(r=r.getParent(),r=null===r?SC.UnspecifiedMeasurementUnit:r.getMeasurementUnit());r=r===SC.UnspecifiedMeasurementUnit?1:k/r;l=1===r?q:d.Matrix.multiply(q,(new d.Matrix).setScaleComponent(r,r,r))}n={bounding:b.bounding,
+parent:a,directlyRequested:!1};if(!this._isScsSession)return[3,2];this._scAttacher.registerXmlAttachInfo(n);return[4,this._scAttacher.attachByNamedScsBuffer(this._assemblyTree,b.modelName,g,b.toAttachData,l,k,e,n)];case 1:return m=q.sent()||0,[3,8];case 2:return q.trys.push([2,7,,8]),[4,b.toAttachData(b.modelName)];case 3:p=q.sent();if(null!==p&&p!==d.EmptyModelName)return[3,4];m=0;return[3,6];case 4:if("string"!==typeof p)throw d.Util.TypeAssert(p),new d.InternalLogicError;d.Util.TypeAssert(p);this._scAttacher.registerXmlAttachInfo(n);
+return[4,this._scAttacher.simpleAttach(this._assemblyTree,g,p,l,k,e,n,b.config.allowMissingExternalModels)];case 5:m=q.sent(),q.label=6;case 6:return[3,8];case 7:x=q.sent();if(b.config.allowMissingExternalModels&&x instanceof d.MissingModelError)m=1;else throw x;return[3,8];case 8:if("number"===typeof m){d.Util.TypeAssert(m);y=this._scAttacher.newAttachScope();A=!e.get();a:{r=this._assemblyTree;var u=m,t=A;q=new f.AttachContext(g,y,t,0,a);switch(u){case 0:break a;case 1:u=new f.InclusionContext(r,
+q,0,0);q.addInclusionContext(u);r=f.ProductOccurrence.createDynamic(r,u,"Missing",null,null,!t);u.addProductOccurrence(r);break a;default:q=d.Util.TypeAssertNever(u)}}return[2,q]}return[2,this._populateAttachment(b.config,a,g,m,h.AttachType.Indirect,b.reservedNodeIdOffset)]}})})};k.prototype.isIdle=function(){return 0===this._activeLoadCount?(console.assert(this._scAttacher.isIdle()),!0):!1};k.prototype.waitOnCurrentLoads=function(){return this._loadQueue.waitOnLatest()};k.prototype.cancelPendingLoads=
+function(){++this._activeLoadGeneration;return this.waitOnCurrentLoads()};k.prototype.loadByStream=function(b,a,c){return c===d.EmptyModelName?(b=new f.LoadContext(a,d.EmptyModelName,null),Promise.resolve(b)):this._loadBySingleAttach(b,a,Promise.resolve(c),c)};k.prototype.loadByScsBuffer=function(b,a,c){return this._loadBySingleAttach(b,a,Promise.resolve(c),"*SCS Buffer*")};k.prototype.loadByScsFile=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){if(h.FetchApi.isSupported())return[2,
+this._loadBySingleAttach(b,a,h.FetchApi.request(c),c)];d=h.httpRequestBuffer(c);return[2,this._loadBySingleAttach(b,a,d,c)]})})};k.prototype.loadByXmlDoc=function(b,c,d,g){d="string"===typeof d?a(d):d;return this._loadByXml(b,c,Promise.resolve(d),g,"*XML Document*")};k.prototype.loadByXmlFile=function(b,a,c,d){var g=e(c);return this._loadByXml(b,a,g,d,c)};k.prototype.attachByExternalModelInfo=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var g,e,k,l,n,h,m;return __generator(this,
+function(p){switch(p.label){case 0:return f.ExternalModel.isNameInfo(b)?[4,this._attachExternalModelInfoByName(b,a,c)]:[3,2];case 1:return g=p.sent(),[3,4];case 2:return[4,this._attachExternalModelByInc(b,a)];case 3:g=p.sent(),p.label=4;case 4:e=[];k=g.getChildren();l=0;for(n=k;l<n.length;l++)h=n[l],this._setupRootNode(h,!0),m=this._rectifyLateVisibilityChange(b.config,h),e.push(m);return[4,d.Util.waitForAll(e)];case 5:return p.sent(),[2,g]}})})};k.prototype.loadByAssemblyData=function(b,a,c,d){return __awaiter(this,
+void 0,void 0,function(){var e,k,l,n,m,p,q,y,A=this;return __generator(this,function(r){e=h.AttachType.Direct;k=c[0];l=c[1];n=this._scAttacher.newAttachScope();m=!a.isVisible();p=g(n,m,k,l);q=this._initLoad(a,"*Assembly Data*",!1);y=h.LazyPromise.create(function(){return __awaiter(A,void 0,void 0,function(){var a,c,g;return __generator(this,function(h){switch(h.label){case 0:return a=new f.ScKeyRemapper,c=p.getMasterModelKey(),g=new f.AttachContext(a,n,p.attachedInvisibly(),c,q),[4,this._parseRootNode(b,
+g,d,k,l)];case 1:return h.sent(),[4,this._postProcessAttachContext(q,p,e,g)];case 2:return h.sent(),[4,f.markContextsLoaded([q,g])];case 3:return h.sent(),g.hasChildren()&&q.addAttachContext(g),[2,{}]}})})});return[2,this._wrap(b,q,y,e)]})})};k.prototype.reset=function(){this._isFirstLoad=!0;this._firstAssemblyDataHeader=null;return this._scAttacher.reset()};k.prototype.notifyDirectRequest=function(b){this._scAttacher.notifyDirectRequest(b)};k.prototype.onLoadChildProductOccurrence=function(){if(0===
+this._nodesUntilNextSleep)return this._nodesUntilNextSleep=2E3,this._engine.sleep(10);--this._nodesUntilNextSleep};k.prototype.firstAssemblyDataHeader=function(){return this._firstAssemblyDataHeader};return k}();f.TreeLoader=k})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a){var b=a.getCamera(),c=b.getPosition(),e=b.getTarget();e=d.Point3.subtract(e,c);var f=e.length();1E-7>f&&(f=1E-7);this._eyeDistanceInverse=1/f;e.scale(this._eyeDistanceInverse);a=a.getFullCameraMatrix();this._frustum=h.ConvexVolume.createFrustumFromMatrix(a);this._viewProjectionW=h.col4(a,3);this._cameraIsOrtho=b.getProjection()===d.Projection.Orthographic;this._position=h.toVec3(c);this._eye=h.toVec3(e)}a.prototype.calculateAttachHeuristic=
+function(a,b){var c=0;if(this._frustum.axisAlignedBoxNotOutside(b,a))return a=h.squaredNorm3(a),a=h.projectSquaredSize(b,a,this._viewProjectionW),0<a&&(c=h.sub3(b,this._position),b=1/(h.dot3(this._eye,c)*this._eyeDistanceInverse+1E-5),c=h.scale3(1/h.norm3(c),c),c=h.dot3(this._eye,c),b=Math.pow(b,6),this._cameraIsOrtho||(b*=5*Math.pow(c,10)),1E-5>b&&(b=1E-5),c=a*b),console.assert(0<=c),-c-1;c=1/(1+Math.exp(h.norm3(a)));console.assert(0<=c&&1>c);return c};return a}();f.ViewInfo=a})(h.Tree||(h.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){}a._parseUint_32=function(a){if(!h.isBase10Number(a))return null;a=parseInt(a,10);return 4294967295>=a?a:null};a._parseFloat=function(a){a=parseFloat(a);return isNaN(a)?null:a};a.parseFloat=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseFloat(a)};a._parseScKey=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseDataKey=function(a,b){return this._parseScKey(a,b)};a.parseMeshKey=
+function(a,b){return this._parseScKey(a,b)};a.parseInstanceKeyFromInc=function(a,b){a=a.getAttribute(b);if(null===a)return null;a=a.split(" ");return 2!==a.length||null===this._parseUint_32(a[0])?null:this._parseUint_32(a[1])};a.parseNodeId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseLayerId=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};a.parseUint=function(a,b){a=a.getAttribute(b);return null===a?null:this._parseUint_32(a)};
+a.parseUints=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/[0-9]+/g)||[];b<c.length;b++){var d=this._parseUint_32(c[b]);if(null===d)return null;a.push(d)}return a};a.parseFloats=function(a,b){var c=a.getAttribute(b);if(null===c)return null;a=[];b=0;for(c=c.match(/\S+/g)||[];b<c.length;b++){var d=this._parseFloat(c[b]);if(null===d)return null;a.push(d)}return a};a.parseNodeIds=function(a,b){return this.parseUints(a,b)};a._parsePoint3=function(a,b){a=a.getAttribute(b);
+if(null===a)return null;a=a.split(" ");if(3!==a.length)return null;b=[];for(var c=0;c<a.length;c++){var e=Number(a[c]);if(isNaN(e))return null;b.push(e)}return new d.Point3(b[0],b[1],b[2])};a.parseBounding=function(a,b){a=a.getElementsByTagName(b);if(1!==a.length)return null;b=a[0];a=this._parsePoint3(b,"Min");if(null===a)return null;b=this._parsePoint3(b,"Max");return null===b?null:new d.Box(a,b)};return a}();f.XmlParser=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){function a(a,b){var c="number"===typeof a;return c===("number"===typeof b)?a<b?-1:a>b?1:0:c?-1:1}var e=function(){function a(){console.assert(!1)}a.parseXml=function(b,a){var c=f.XmlParser.parseNodeId(a,"Id");null===c&&(console.assert(!1),c=b.generateDynamicNodeId());b=a.getAttribute("Name");for(var d=null,g=[],e=a.firstElementChild;null!==e;){if("Transformation"===e.localName)console.assert(null===d),d=f.Transform.parseXml(e),d.isIdentity()&&(d=null);else if("Attributes"===e.localName)for(var h=
+e.firstElementChild;null!==h;){console.assert("Attr"===h.localName);var q=f.Attribute.parseXml(h);g.push(q);h=h.nextElementSibling}e=e.nextElementSibling}e=a.getAttribute("ExchangeId");a=f.XmlParser.parseLayerId(a,"LayerId");return{nodeId:c,bits:1073741824,name:b,localTransform:d,attributes:g,header:f.AssemblyDataHeader.dynamic,exchangeId:e,layerId:a,genericTypeId:null,genericId:null,userDatas:null}};a.parseBinary=function(b,a,c){c.hasBits1(1)?b=a.parseNodeId():(console.assert(!1),b=b.generateDynamicNodeId());
+var d=c.hasBits1(2)?a.parseCString():null,g=1073741824;if(c.hasBits1(4)){var e=a.parseVisibility();e.shown||(g&=-1073741825);e.removed&&(g|=536870912)}e=null;c.hasBits1(8)&&(e=f.Transform.parseBinary(a),e.isIdentity()&&(e=null));var k=null;c.hasBits1(256)&&(k=a.parseDataKey());var h=c.hasBits1(33554432)?a.parseCString():null,r=c.hasBits1(67108864)?a.parseLayerId():null,u=null;c.hasBits2(16)&&(u=a.parseGenericTypeId());var t=null;c.hasBits2(32)&&(t=a.parseGenericId());var v=null;if(c.hasBits1(536870912)){v=
+new Map;c=a.parseCount_32();for(var w=0;w<c;++w){var z=a.parseUserDataIndex(),x=a.parseCount_32();x=a.parseBytes(x);v.set(z,x)}}return{nodeId:b,bits:g,name:d,localTransform:e,attributes:null!==k?k:[],header:a.getHeader(),exchangeId:h,layerId:r,genericTypeId:u,genericId:t,userDatas:v}};return a}();f.Node=e;e=function(){function c(b,a,e){this._bits=0;this._nodeId=e.nodeId;this._bits=e.bits;null!==e.name&&(this._name=e.name);null!==e.localTransform&&(this._localTransform=e.localTransform.copy());"number"===
+typeof e.attributes?this._lazyAttributes=c._lazyLoadAttributes(b,a,e.attributes,e.header):0<e.attributes.length&&(this._lazyAttributes=h.LazyPromise.create(e.attributes));null!==e.exchangeId&&(this._exchangeId=e.exchangeId);null!==e.layerId&&(this._layerId=e.layerId);null!==e.genericTypeId&&(this._genericTypeId=e.genericTypeId);null!==e.genericId&&(this._genericId=e.genericId);null!==e.userDatas&&(this._userDatas=d.Util.copyMap(e.userDatas))}c._lazyLoadAttributes=function(b,a,c,d){var g=this;return h.LazyPromise.create(function(){return __awaiter(g,
+void 0,void 0,function(){var g,e,k,l,n,h;return __generator(this,function(m){switch(m.label){case 0:return g=b.getAbstractScEngine(),[4,b.enqueue(function(){return g.safeGetMetaData(a,c)})];case 1:e=m.sent();k=[];if(null!==e)for(l=new f.AssemblyData(d,e),n=new f.AssemblyDataParser(l);n.hasNext();)h=f.Attribute.parseBinary(n),k.push(h);return[2,k]}})})})};c.prototype.hasAuthoredId=function(){return f.isAuthoredId(this._nodeId)};c.prototype.getAuthoredId=function(){return f.getAuthoredId(this._nodeId)};
+c.prototype.getName=function(){return void 0!==this._name?this._name:null};c.prototype.getExchangeId=function(){return void 0!==this._exchangeId?this._exchangeId:null};c.prototype.getAuthoredLayerId=function(){return void 0!==this._layerId?this._layerId:null};c.prototype.getGenericTypeId=function(){return void 0!==this._genericTypeId?this._genericTypeId:null};c.prototype.getGenericId=function(){return void 0!==this._genericId?this._genericId:null};c.prototype._hasBits=function(b){return h.hasBits(this._bits,
+b)};c.prototype.isLoaded=function(){return this._hasBits(-2147483648)};c.prototype.markLoaded=function(){this._bits|=-2147483648};c.prototype._setVisibility=function(b){this._bits|=524288;this._bits=b?this._bits|262144:this._bits&-262145};c.prototype.isVisible=function(){return this._hasBits(524288)?this._hasBits(262144):this.isInitiallyShown()};c.prototype.isInitiallyShown=function(){return this._hasBits(536870912)?!1:this._hasBits(1073741824)};c.prototype.setLocalTransformAsInitial=function(b){this._localTransform=
+b.copy()};c.prototype.overrideLocalTransform=function(b){this._localTransformOverride=b.copy()};c.prototype.hasLocalTransformOverride=function(){return void 0!==this._localTransformOverride};c.prototype.removeLocalTransformOverride=function(){console.assert(void 0!==this._localTransformOverride);delete this._localTransformOverride};c.prototype.getLocalTransform=function(){return void 0!==this._localTransformOverride?this._localTransformOverride:void 0!==this._localTransform?this._localTransform:null};
+c.prototype.getAttributes=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(a){return void 0!==this._lazyAttributes?[2,this._lazyAttributes.then(function(a){if(void 0!==b._lazyAttributes){for(var c=0;c<a.length;c++)b.addAttribute(a[c]);delete b._lazyAttributes}return b.getAttributes()})]:[2,h.TerseArray.toArray(this._attributes)]})})};c.prototype.addAttribute=function(b){this._attributes=h.TerseArray.push(this._attributes,b)};c.prototype.getUserDataIndices=
+function(){var b=[];void 0!==this._userDatas&&this._userDatas.forEach(function(a,c){b.push(c)});return b.sort(a)};c.prototype.getUserData=function(b){if(void 0!==this._userDatas){var a=this._userDatas.get(b);if(void 0!==a)return a}throw new d.InvalidIndexError(b);};return c}();f.NodeMixin=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(b){function a(a,c,d,g){c=b.call(this,a,c,g.nodeInfo)||this;c._bits|=g.bits;c._parent=d;c._instanceInc=[g.inclusionKey,g.instanceKey];d=c.getAuthoredLayerId();null!==d&&a.registerNodeInLayer(c,d);null===d||c.isOutOfHierarchy()||a.registerTreeNodeInLayer(c,d);return c}__extends(a,b);a.prototype.setRequested=function(){this._bits|=1024};a.prototype.isRequested=function(){return this._hasBits(1024)};a.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};
+a.prototype.preventFromResetting=function(){return this._hasBits(16384)};a.prototype.getInstanceInc=function(){return this._instanceInc};a.prototype.getParent=function(){return this._parent};return a}(f.NodeMixin);f.BodyMixin=a;var e=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;a.registerBodyInstance(c);return c}__extends(a,b);a.parseXml=function(b,a,c){b=f.Node.parseXml(b,a);a=f.XmlParser.parseInstanceKeyFromInc(a,"MeshInstanceKey");if(null===a)throw new d.XmlParseError('Expected "MeshInstanceKey" attribute.');
+return{nodeInfo:b,inclusionKey:c,instanceKey:a,bits:0}};a.parseBinary=function(b,a,c){var g=f.towardAttachContext(a),e=g.getRemapper(),k=g.getMasterModelKey();g=c.parseNodeParseBits();b=f.Node.parseBinary(b,c,g);a=g.hasBits1(131072)?c.parseInclusionKey(e,k):a.getInclusionKey();if(!g.hasBits1(262144))throw new d.AssemblyDataParseError('Expected "ScInstanceKey" in binary data.');c=c.parseInstanceKey();return{nodeInfo:b,inclusionKey:a,instanceKey:c,bits:0}};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);
+b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.createDynamic=function(b,c,d,g,e,h,r){var k=f.towardInclusionContext(h),l=f.towardAttachContext(k).getMasterModelKey();c={nodeInfo:{nodeId:b.massageAuthoredUserId(k,g),bits:1073741824,name:e,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},inclusionKey:c,instanceKey:d,bits:r};return new a(b,l,h,c)};a.prototype.getName=function(){var a=
+b.prototype.getName.call(this);if(null!==a)return a;a=this.getParent().getBodyInstances();if(1<a.length){for(var c=0;c<a.length;++c)if(this===a[c])return"body "+(c+1);console.assert(!1)}return"body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.BodyInstance=e;var c=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;
+a.registerPmiBody(c);return c}__extends(a,b);a.parseBinary=function(b,a,c,d){b=e.parseBinary(b,a,c);d&&(d=b.nodeInfo,d=__assign({},d,{bits:d.bits&-1073741825}),b=__assign({},b,{nodeInfo:d}));return b};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=function(){var b=this.getName();return null!==b?b:"PMI body"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();
+this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.PmiBody=c;a=function(b){function a(a,c,d,g){c=b.call(this,a,c,d,g)||this;c._bits&=-1073741825;a.registerViewFrame(c);return c}__extends(a,b);a.parseXml=function(b,a,c){return e.parseXml(b,a,c)};a.parseBinary=function(b,a,c){return e.parseBinary(b,a,c)};a.reify=function(b,c,d,g){var e=f.towardAttachContext(d);b=new a(b,c,d,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};a.prototype.getName=
+function(){var b=this.getName();return null!==b?b:"CAD View frame"};a.prototype.setVisibility=function(b){b!==this.isVisible()&&this.getParent().getParent().markBranchVisibilityDirty();this._setVisibility(b)};a.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};return a}(a);f.ViewFrame=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b,a){var c=new h.PromiseQueue(1,!0);c.push(function(){return b.clear()});for(var d=function(a){c.push(function(){return b.addPlane(a,null)})},g=0;g<a.length;g++)d(a[g]);return c.waitForIdle()}function e(b,a){a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}var c=function(b){function c(a,g,e,m,p){var k=this,l=f.towardAttachContext(g).getMasterModelKey();k=b.call(this,a,l,{nodeId:e.nodeId,bits:0,name:e.name,localTransform:null,
+attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._parent=p;k._bits|=e.bits;k._activatedCuttingSectionIndex=null;null!==e.camera&&(k._camera={initial:e.camera.copy(),derived:e.camera.copy()});k._instanceMarkupKeysToShow=d.Util.toSet(e.instanceMarkupKeysToShow);c.isAuthoredViewInfo(e,m)?(k._nodesToShow=c._toRuntimeIds(g,e.nodesToShow),k._nodesToHide=c._toRuntimeIds(g,e.nodesToHide),0<e.transformMap.size&&(k._transformMap=
+new Map,e.transformMap.forEach(function(b,a){a=g.toRuntimeId(a);k._transformMap.set(a,b.copy())}))):(k._nodesToShow=d.Util.toSet(e.nodesToShow),k._nodesToHide=d.Util.toSet(e.nodesToHide),0<e.transformMap.size&&(k._transformMap=d.Util.copyMap(e.transformMap)));null!==e.viewFrameInfo&&(k._viewFrame=k._loadViewFrame(a,l,e.viewFrameInfo));0<e.cuttingPlanes.length&&(k._cuttingPlanes=h.TerseArray.fromArray(e.cuttingPlanes));a.registerCadView(k);return k}__extends(c,b);c.parseXml=function(b,a,c){var g=0,
+e=f.XmlParser.parseNodeId(a,"Id");if(null===e)throw new d.XmlParseError('Expected "Id" attribute.');var k=a.getAttribute("Name");if(null===k)throw new d.XmlParseError('Expected "Name" attribute');var l=function(b,a,c,g){b=b.getAttribute("Enabled");if(null===b)throw new d.XmlParseError("Expected "+c+" attribute");return a=h.setBit(a,g,"1"===b)},n=a.getAttribute("isAnnotationView");g=null===n?h.setBit(g,134217728,!1):h.setBit(g,134217728,"true"===n);var t=n=null,v=[],w=[],z=[],x=new Map,y=[],A=function(b){var a=
+f.XmlParser.parseUint(b,"Projection");if(null===a)throw new d.XmlParseError('Expected "Projection" attribute');var c=b.getAttribute("field");if(null===c)throw new d.XmlParseError('Expected "field" attribute');var g=c.split(" ");if(2!==g.length)throw new d.XmlParseError("Expected 2 field values");c=parseFloat(g[0]);g=parseFloat(g[1]);b=b.getAttribute("definition");if(null===b)throw new d.XmlParseError('Expected "definition" attribute');var e=b.split(" ");if(9!==e.length)throw new d.XmlParseError("Expected 9 definition values");
+var k=function(b,a){return new d.Point3(parseFloat(b[a]),parseFloat(b[a+1]),parseFloat(b[a+2]))};b=k(e,0);var l=k(e,3);e=k(e,6);return d.Camera.create(b,l,e,a,c,g)},B=function(b){var a=[];if(null===f.XmlParser.parseUint(b,"Count"))throw new d.XmlParseError('Expected "PMIToShow Count" attribute');b=f.XmlParser.parseNodeIds(b,"IDs");if(null===b)throw new d.XmlParseError('Expected "PMIToShow Ids" attribute');for(var c=0;c<b.length;c+=2)a.push(b[c+1]);return a},D=function(b){var a=[],c=f.XmlParser.parseUint(b,
+"Count");if(null===c)throw new d.XmlParseError('Expected "ClipPlanes Count" attribute');b=f.XmlParser.parseFloats(b,"Plane");if(null===b)throw new d.XmlParseError('Expected "Plane" attribute');if(b.length/4!==c)throw new d.XmlParseError("Expected "+c+" Planes");for(c=0;c<b.length;c+=4)a.push(d.Plane.createFromCoefficients(b[c],b[c+1],b[c+2],b[c+3]));return a},C=function(b){var a=new Map,c=f.XmlParser.parseUint(b,"Count");if(null===c)throw new d.XmlParseError('Expected "IDLocalTransform Count" attribute');
+b=f.XmlParser.parseFloats(b,"IDTransform");if(null===b)throw new d.XmlParseError('Expected "IDTransform" attribute');if(b.length/13!==c)throw new d.XmlParseError("Expected "+c+" IDTransform values");for(c=0;c<b.length;c+=13){var g=b[c],e=b,k=c,l=new d.Matrix;l.m[1]=e[k+1];l.m[2]=e[k+2];l.m[3]=e[k+3];l.m[4]=e[k+4];l.m[6]=e[k+5];l.m[7]=e[k+6];l.m[8]=e[k+7];l.m[9]=e[k+8];l.m[11]=e[k+9];l.m[12]=e[k+10];l.m[13]=e[k+11];l.m[14]=e[k+12];a.set(g,l)}return a};for(a=a.firstElementChild;null!==a;)"Camera"===
+a.localName?(console.assert(null===n),n=A(a)):"Frame"===a.localName?t=f.ViewFrame.parseXml(b,a,c.getInclusionKey()):"PMIToShow"===a.localName?v=B(a):"InstanceToShow"===a.localName?w=f.XmlParser.parseNodeIds(a,"IDs"):"InstanceToHide"===a.localName?z=f.XmlParser.parseNodeIds(a,"IDs"):"ClipPlanes"===a.localName?y=D(a):"IDLocalTransform"===a.localName?x=C(a):"IsCameraSet"===a.localName?g=l(a,g,"IsCameraSet",67108864):"IsPMIFilteringSet"===a.localName?g=l(a,g,"IsPMIFilteringSet",33554432):"IsGeomFilteringSet"===
+a.localName?g=l(a,g,"IsGeomFilteringSet",16777216):"IsCrosssectionSet"===a.localName?g=l(a,g,"IsCrosssectionSet",8388608):"IsExplosionSet"===a.localName?g=l(a,g,"IsExplosionSet",4194304):"IsCombineState"===a.localName&&(g=l(a,g,"IsCombineState",2097152)),a=a.nextElementSibling;return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:v,viewFrameInfo:t,nodesToShow:null===w?[]:w,nodesToHide:null===z?[]:z,transformMap:x,cuttingPlanes:y,bits:g}};c.parseBinary=function(b,a,c){var g=c.parseViewParseBits(),
+e=c.parseNodeId(),k=null;h.hasBits(g,1)&&(k=c.parseCString());var l=0,n=!1;h.hasBits(g,256)?(n=!0,k+=" # Annotation View"):null!==k&&0<=k.indexOf("# Annotation View")&&(n=!0);n&&(l|=134217728);h.hasBits(g,1024)||(l|=33554432);h.hasBits(g,2048)||(l|=16777216);h.hasBits(g,4096)||(l|=8388608);h.hasBits(g,8192)||(l|=4194304);h.hasBits(g,16384)&&(l|=2097152);var t=h.hasBits(g,32768);t&&(l|=1048576);n=null;if(h.hasBits(g,2)){t=t?d.Projection.Perspective:d.Projection.Orthographic;var v=c.parsePoint3_32(),
+w=c.parsePoint3_32(),z=c.parsePoint3_32(),x=c.parseFloat_32(),y=c.parseFloat_32();!h.hasBits(g,512)&&(l|=67108864,n=d.Camera.create(v,w,z,t,x,y),0>x||0>y)&&(l|=8192)}t=[];if(h.hasBits(g,4))for(w=c.parseCount_32(),v=0;v<w;++v)z=c.parseInstanceKey(),t.push(z);w=null;h.hasBits(g,8)&&(w=f.ViewFrame.parseBinary(b,a,c));b=[];if(h.hasBits(g,16))for(a=c.parseCount_32(),v=0;v<a;++v)z=c.parseNodeId(),b.push(z);a=[];if(h.hasBits(g,32))for(z=c.parseCount_32(),v=0;v<z;++v)x=c.parseNodeId(),a.push(x);z=new Map;
+if(h.hasBits(g,64))for(x=c.parseCount_32(),v=0;v<x;++v){y=c.parseNodeId();var A=f.Transform.parseBinary(c);z.set(y,A)}x=[];if(h.hasBits(g,128))for(g=c.parseCount_32(),v=0;v<g;++v)y=c.parsePlane3_32(),x.push(y);return{nodeId:e,name:k,camera:n,instanceMarkupKeysToShow:t,viewFrameInfo:w,nodesToShow:b,nodesToHide:a,transformMap:z,cuttingPlanes:x,bits:l}};c.reify=function(b,a,d,g){var e=f.towardAttachContext(a);b=new c(b,a,d,0,g);e.attachedInvisibly()&&b.setVisibility(!1);return b};c.createDynamic=function(b,
+a,d,g,e,h,r,u,t){for(var k=f.towardInclusionContext(a),l=b.generateDynamicNodeId(),n=[],m=0;m<e.length;m++)for(var p=0,q=e[m].getPmiBodies();p<q.length;p++){var B=q[p],D=f.towardInclusionContext(B);console.assert(k===D);B=B.getInstanceInc()[1];n.push(B)}return new c(b,k,{nodeId:l,name:d,camera:g,instanceMarkupKeysToShow:n,viewFrameInfo:null,nodesToShow:h,nodesToHide:r,transformMap:u,cuttingPlanes:null!==t?[t]:[],bits:67108864},1,a)};c.isAuthoredViewInfo=function(b,a){return 0===a};c._toRuntimeIds=
+function(b,a){for(var c=new Set,d=0;d<a.length;d++){var g=b.toRuntimeId(a[d]);c.add(g)}return c};c.prototype._loadViewFrame=function(b,a,c){return f.ViewFrame.reify(b,a,this,c)};c.prototype.getViewFrame=function(){return void 0!==this._viewFrame?this._viewFrame:null};c.prototype.getParent=function(){return this._parent};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};c.prototype.getBranchVisibility=function(){var b=this.isVisible()?2:1;void 0===this._viewFrame||this._viewFrame.isOutOfHierarchy()||
+(b|=this._viewFrame.isVisible()?2:1);return b};c.prototype.setVisibility=function(b){this._setVisibility(b)};c.prototype.isPmiFilteringSet=function(){return this._hasBits(33554432)};c.prototype.deactivate=function(b){var a=Promise.resolve();null!==this._activatedCuttingSectionIndex&&(b=b.getCuttingSection(this._activatedCuttingSectionIndex),null!==b&&(a=b.clear()),this._activatedCuttingSectionIndex=null);return a};c.prototype.activate=function(b,a,c,d,g,e,f){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(k){switch(k.label){case 0:return console.assert(null===this._activatedCuttingSectionIndex),[4,this._activateView(b,a,c,d,f)];case 1:return k.sent(),[2,this._activateCamera(b,a,g,e)]}})})};c.prototype._activateView=function(b,c,g,m,p){return __awaiter(this,void 0,void 0,function(){var k,l,n,t,v,w,z,x,y,A,B,D=this;return __generator(this,function(q){switch(q.label){case 0:return k=b.getRootNode(),null!==p&&console.assert(p.isAConfigurationNode()),l=0,n=new Map,t=[],v=[],w=e,void 0!==this._transformMap&&
+(w=function(b,a){var c=D._transformMap,d=a.getRuntimeId();c=c.get(d);void 0!==c?(a.overrideLocalTransform(c),b.push(a)):a.hasLocalTransformOverride()&&(a.removeLocalTransformOverride(),b.push(a))}),z={enterProductOccurrence:function(b){(p===b||0<l)&&++l;var a=b.forEachPmi(function(b){var a=b.getPmiBodies();if(0!==a.length){var c=!0;if(D.isPmiFilteringSet()){c=!1;for(var d=0;d<a.length;d++){var g=a[d];g=g.getInstanceInc()[1];if(D._instanceMarkupKeysToShow.has(g)){c=!0;break}}}null!==p&&(c=c&&0<l);
+n.set(b,c);for(b=0;b<a.length;b++)g=a[b],n.set(g,c)}}).then(function(){var a=b.getRuntimeId();D._nodesToHide.has(a)||b.isADrawingSheetNode()?n.set(b,!1):D._nodesToShow.has(a)&&(null!==p?n.set(b,0<l):n.set(b,!0));w(t,b);return b.forEachCadView(function(b){if(void 0!==b._viewFrame){var a=b===D;null!==p&&(a=a&&0<l);n.set(b,a);n.set(b._viewFrame,a)}})});v.push(a)},leaveProductOccurrence:function(){0<l&&--l},enterAnyBody:function(b){w(t,b);for(var a=null,c=b.getParent();null!==c&&null===a&&!(c instanceof
+f.Pmi);){var d=c.getRuntimeId();D._nodesToHide.has(d)?(a=!1,n.set(c,!1)):D._nodesToShow.has(d)&&(a=!0,n.set(c,!0));c=f.towardContainerNode(c.getParent())}null===a&&(d=b.getRuntimeId(),D._nodesToShow.has(d)?n.set(b,!0):D._nodesToHide.has(d)&&n.set(b,!1));null!==p&&0===l&&n.set(b,!1)}},[4,f.WalkerAsync.walk(z,k,f.WalkRestriction.None)];case 1:return q.sent(),[4,Promise.all(v)];case 2:return q.sent(),x=[],y=f.updateVisibilities(b,c,g,k,n,!0,!1,null),x.push(y),y=f.updateScMatrices(c,g,t,!1),x.push(y),
+[4,d.Util.waitForAll(x)];case 3:q.sent();A=h.TerseArray.toArray(this._cuttingPlanes);if(!(0<A.length))return[3,5];B=m.getCuttingSection(4);if(null===B)return[3,5];this._activatedCuttingSectionIndex=4;return[4,a(B,A)];case 4:return q.sent(),[2,B.activate()];case 5:return[2]}})})};c.prototype._activateCamera=function(b,a,c,g){return __awaiter(this,void 0,void 0,function(){var e,k,l,n,h,m,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I,L,M,N,R,O,P,S,Q,T,U,V,W,X;return __generator(this,function(p){switch(p.label){case 0:return e=
+this._camera,void 0!==e?[3,3]:b.disableAutomaticFitWorld()?[3,2]:[4,c.fitWorld(g)];case 1:p.sent(),p.label=2;case 2:return[2];case 3:k=f.towardAttachRoot(this);l=f.towardAttachContext(k);n=f.towardProductOccurrence(l);h=f.getNetMatrix(l);null!==n&&(m=k.getMeasurementUnit(),w=n.getMeasurementUnit(),m!==w&&(z=m/w,x=new d.Matrix,x.setScaleComponent(z,z,z),h=d.Matrix.multiply(x,h)));e.derived=e.initial.transform(h);if(!this._hasBits(8192))return[3,8];y=!1;return void 0===this._viewFrame?[3,5]:[4,f.getBoundingByNodeId(b,
+a,[this._viewFrame.getRuntimeId()],7,!1,y)];case 4:return B=p.sent(),[3,7];case 5:return[4,a.getModelBounding(!0,!1,y)];case 6:B=p.sent(),p.label=7;case 7:return A=B,D=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition()),C=A.extents().length(),E=D.copy().normalize().scale(C),F=A.center(),H=d.Point3.subtract(F,E),e.derived.setPosition(H),e.derived.setTarget(F),e.derived.setWidth(C),e.derived.setHeight(C),[2,c._setCameraPromise(e.derived,g)];case 8:if(e.derived.getProjection()!==d.Projection.Orthographic)return[3,
+10];G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());return[4,a.getModelBounding(!0,!1,!1)];case 9:return A=p.sent(),J=d.Point3.subtract(A.center(),e.derived.getPosition()),K=1/G.length(),I=K*d.Point3.dot(G,J),0<I&&(G.scale(K),L=Math.max(e.derived.getWidth(),e.derived.getHeight()),M=d.Point3.add(e.derived.getPosition(),d.Point3.scale(G,I)),N=d.Point3.subtract(M,d.Point3.scale(G,2.5*L)),e.derived.setPosition(N),e.derived.setTarget(M)),[2,c._setCameraPromise(e.derived,g)];case 10:if(e.derived.getProjection()!==
+d.Projection.Perspective)return[3,12];R=.01;return[4,a.getModelBounding(!0,!1,!1)];case 11:A=p.sent();O=d.Point3.subtract(A.max,A.min).length();G=d.Point3.subtract(e.derived.getTarget(),e.derived.getPosition());P=G.length();S=P/O;if(0===O||S>R)return[2,c._setCameraPromise(e.derived,g)];Q=O*R*1.001;T=e.derived.getWidth()/P;U=e.derived.getHeight()/P;V=T*Q;W=U*Q;X=G.copy().normalize().scale(Q);F=d.Point3.add(e.derived.getPosition(),X);e.derived.setTarget(F);e.derived.setWidth(V);e.derived.setHeight(W);
+return[2,c._setCameraPromise(e.derived,g)];case 12:return[2,c._setCameraPromise(e.derived,g)]}})})};c.prototype.hasPmi=function(b){var a=f.towardInclusionContext(this).getInclusionKey(),c=f.towardInclusionContext(b).getInclusionKey();if(a!==c)return!1;a=0;for(b=b.getPmiBodies();a<b.length;a++)if(c=b[a].getInstanceInc()[1],this._instanceMarkupKeysToShow.has(c))return!0;return!1};c.prototype.isAnnotationView=function(){return this._hasBits(134217728)};c.prototype.setViewFrame=function(b){console.assert(void 0===
+this._viewFrame);this._viewFrame=b};return c}(f.NodeMixin);f.CadView=c})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b,e,f.nodeInfo)||this;g._inclusionContextForNodeId=c;g._modelKey=e;0<f.repItemInfos.length&&(c=g._loadRepresentationItems(b,e,f.repItemInfos),g._repItems=d.TerseArray.fromArray(c));b.registerPartDefinition(g);return g}__extends(c,a);c.parseXml=function(b,a){var c=f.Node.parseXml(b,a);if(null===c.name){var d=a.getAttribute("FilePath");null!==d&&(c=__assign({},c,{name:d}))}d=[];for(a=a.firstElementChild;null!==
+a;){if("Body"===a.localName){var g=f.RepresentationItem.parseXml(b,a);d.push(g)}a=a.nextElementSibling}return{nodeInfo:c,repItemInfos:d}};c.parseBinary=function(b,a){var c=a.parseNodeParseBits(),d=f.Node.parseBinary(b,a,c),g=[];if(c.hasBits1(1024)){c=a.parseCount_32();for(var e=0;e<c;++e){var h=f.RepresentationItem.parseBinary(b,a);g.push(h)}}return{nodeInfo:d,repItemInfos:g}};c.reify=function(b,a,d,e){return new c(b,a,d,e)};c.createDynamic=function(b,a,d){var g=b.getRootNode();g=f.towardInclusionContext(g);
+a={nodeInfo:{nodeId:b.massageAuthoredUserId(g,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null},repItemInfos:[]};return new c(b,g,0,a)};c.createMissing=function(b){b=this.createDynamic(b,null,null);b._bits|=4096;return b};c.prototype.isMissing=function(){return this._hasBits(4096)};c.prototype._loadRepresentationItems=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.RepresentationItem.reify(b,
+a,c[g],this);this._addRepresentationItem(e);d.push(e)}return d};c.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._inclusionContextForNodeId)};c.prototype.getInclusionContextForNodeId=function(){return this._inclusionContextForNodeId};c.prototype.addReferrer=function(b){var a=f.towardLoadContext(b),c=f.towardLoadContext(this._inclusionContextForNodeId);console.assert(a===c);this._referrers=d.TerseArray.push(this._referrers,b)};c.prototype.createRepItem=function(b,a){b=f.RepresentationItem.createDynamic(b,
+a,null,this._modelKey,this);this._addRepresentationItem(b);return b};c.prototype._addRepresentationItem=function(b){this._repItems=d.TerseArray.push(this._repItems,b)};c.prototype.getRepresentationItems=function(){return d.TerseArray.toArray(this._repItems)};c.prototype.getReferrers=function(){return d.TerseArray.toArray(this._referrers)};c.prototype.removeAllReferrers=function(){for(var b=0,a=this.getReferrers();b<a.length;b++){var c=a[b].removePartDefinition();console.assert(this===c)}delete this._referrers};
+c.prototype.getModelKey=function(){return this._modelKey};return c}(f.NodeMixin);f.PartDefinition=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){a[a.Unknown=0]="Unknown";a[a.Text=1]="Text";a[a.Dimension=2]="Dimension";a[a.Arrow=3]="Arrow";a[a.Balloon=4]="Balloon";a[a.CircleCenter=5]="CircleCenter";a[a.Coordinate=6]="Coordinate";a[a.Datum=7]="Datum";a[a.Fastener=8]="Fastener";a[a.Gdt=9]="Gdt";a[a.Locator=10]="Locator";a[a.MeasurementPoint=11]="MeasurementPoint";a[a.Roughness=12]="Roughness";a[a.Welding=13]="Welding";a[a.Table=14]="Table";a[a.Other=15]="Other";a[a.GeometricalTolerance=16]=
+"GeometricalTolerance"})(f.PmiType||(f.PmiType={}));(function(a){a[a.Ident=1]="Ident";a[a.Target=2]="Target"})(f.PmiSubTypeDatum||(f.PmiSubTypeDatum={}));(function(a){a[a.Distance=1]="Distance";a[a.DistanceOffset=2]="DistanceOffset";a[a.DistanceCumulate=3]="DistanceCumulate";a[a.Chamfer=4]="Chamfer";a[a.Slope=5]="Slope";a[a.Ordinate=6]="Ordinate";a[a.Radius=7]="Radius";a[a.RadiusTangent=8]="RadiusTangent";a[a.RadiusCylinder=9]="RadiusCylinder";a[a.RadiusEdge=10]="RadiusEdge";a[a.Diameter=11]="Diameter";
+a[a.DiameterTangent=12]="DiameterTangent";a[a.DiameterCylinder=13]="DiameterCylinder";a[a.DiameterEdge=14]="DiameterEdge";a[a.DiameterCone=15]="DiameterCone";a[a.Length=16]="Length";a[a.LengthCurvilinear=17]="LengthCurvilinear";a[a.LengthCircular=18]="LengthCircular";a[a.Angle=19]="Angle"})(f.PmiSubTypeDimension||(f.PmiSubTypeDimension={}));(function(a){a[a.Fcf=1]="Fcf"})(f.PmiSubTypeGdt||(f.PmiSubTypeGdt={}));(function(a){a[a.Line=1]="Line";a[a.Spot=2]="Spot"})(f.PmiSubTypeWelding||(f.PmiSubTypeWelding=
+{}));(function(a){a[a.SymbolUser=1]="SymbolUser";a[a.SymbolUtility=2]="SymbolUtility";a[a.SymbolCustom=3]="SymbolCustom";a[a.GeometricReference=4]="GeometricReference";a[a.Region=5]="Region"})(f.PmiSubTypeOther||(f.PmiSubTypeOther={}));var a=function(){return function(a){this.faceIds=[];this.edgeIds=[];this.body=a}}();f.PmiTopologyReference=a;var e=function(c){function b(a,d,e,n){var g=f.towardAttachContext(d).getMasterModelKey();var k=0;e.initiallyShown&&(k|=1073741824);k=c.call(this,a,g,{nodeId:e.nodeId,
+bits:k,name:e.name,localTransform:null,attributes:e.attributesDataKey?e.attributesDataKey:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,userDatas:null})||this;k._bits|=16384;k._parent=n;k._packed=b._pack(e.pmiType,e.pmiSubType);n=0;for(var l=e.pmiBodyInfos;n<l.length;n++)k._pmiBodies=h.TerseArray.push(k._pmiBodies,k._loadPmiBody(a,g,l[n]));0<e.topoRefInfos.length&&(k._topoRefs=b._loadTopoRefs(d,e.topoRefInfos));if(0<e.topoRefs.length)if(void 0===
+k._topoRefs)k._topoRefs=e.topoRefs.slice();else for(d=0,e=e.topoRefs;d<e.length;d++)k._topoRefs.push(e[d]);a.registerPmi(k);return k}__extends(b,c);b.parseBinary=function(b,a,c){var d=c.parsePmiParseBits(),g=c.parseNodeId(),e=null;h.hasBits(d,1)&&(e=c.parseCString());var k=null;h.hasBits(d,4)&&(k=c.parseDataKey());var l=1;h.hasBits(d,16)&&(l=c.parseCount_32());for(var u=[],t=h.hasBits(d,8),v=0;v<l;++v){var w=f.PmiBody.parseBinary(b,a,c,t);u.push(w)}b=0<u.length?h.hasBits(u[0].nodeInfo.bits,1073741824):
+!1;a=c.parsePmiType();l=c.parsePmiSubType();t=[];if(h.hasBits(d,2))for(d=c.parseCount_32(),v=0;v<d;++v)w=f.ReferenceOnTopology.parseBinary(c),t.push(w);return{nodeId:g,name:e,attributesDataKey:k,pmiBodyInfos:u,initiallyShown:b,pmiType:a,pmiSubType:l,topoRefInfos:t,topoRefs:[]}};b.reify=function(a,c,d,e){var g=f.towardAttachContext(c);a=new b(a,c,d,e);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.createDynamic=function(a,c,d,e,f,h,q,r){e={nodeId:a.generateDynamicNodeId(),name:e,attributesDataKey:null,
+pmiBodyInfos:q,initiallyShown:!0,pmiType:f,pmiSubType:h,topoRefInfos:[],topoRefs:r};return new b(a,c,e,d)};b._loadTopoRefs=function(b,a){for(var c=[],d=0;d<a.length;d++){var g=f.ReferenceOnTopology.reify(b,a[d]);c.push(g)}return c};b.prototype._loadPmiBody=function(b,a,c){return f.PmiBody.reify(b,a,this,c)};b.prototype.getPmiBodies=function(){return h.TerseArray.toArray(this._pmiBodies)};b._pack=function(b,a){return b+100*a};b.prototype.getPmiType=function(){return this._packed%100};b.prototype.getPmiSubType=
+function(){return Math.floor(this._packed/100)%100};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.getBranchVisibility=function(){for(var b=this.isVisible()?2:1,a=0,c=h.TerseArray.toArray(this._pmiBodies);a<c.length;a++){var d=c[a];d.isOutOfHierarchy()||(b|=d.isVisible()?2:1)}return b};b.prototype.setVisibility=function(b){this._setVisibility(b)};b.prototype.getPmiTopologyReferences=function(b){if(void 0===
+this._topoRefs)return[];for(var c=new Map,g=0,e=this._topoRefs;g<e.length;g++){var f=e[g],h=f.getBodyInstanceInc();h=b.lookupAnyBodyByInstanceInc(h[0],h[1]);if(null!==h){var q=c.get(h);void 0===q&&(q=new a(h),c.set(h,q));switch(f.getTopoItemType()){case d.PmiTopoRef.Face:q.faceIds.push(f.getItemIndex());break;case d.PmiTopoRef.Edge:q.edgeIds.push(f.getItemIndex())}}}var r=[];c.forEach(function(b){r.push(b)});return r};return b}(f.NodeMixin);f.Pmi=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(a,b){for(var c=[],e=0;e<a.length;e++){var f=b(a[e]);f&&c.push(f)}return d.Util.waitForAll(c)}var e=function(c){function b(a,e,l,n,m,p,q){var g=this;q=b._amendInfo(n,q);var k=f.towardAttachContext(m),t=k.getMasterModelKey();k=f.towardLoadContext(k);g=c.call(this,n,t,q.nodeInfo)||this;g._parent=p;g._bits=g._bits|q.productBits|32768;var v=q.nodeInfo.header;p=[];null!==q.prototypeDataKey&&(console.assert(null!==l),g._prototypeContext=g._loadPrototypeContext(e,
+l,n,m,q.prototypeDataKey,v));console.assert(null===q.quickAccessPartDefinitionDataId||null===q.partDefinition);null!==q.partDefinition?Array.isArray(q.partDefinition)?g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.partDefinition,v):g._partDefinition=g._lazyLoadPartDefinitionByInfo(n,m,q.partDefinition,t):null!==q.quickAccessPartDefinitionDataId&&(g._partDefinition=g._lazyLoadPartDefinitionById(n,m,q.quickAccessPartDefinitionDataId,v));if(0<q.childDataKeys.length){console.assert(null!==l);var w=
+function(){return __awaiter(g,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._loadProductOccurrences(e,l,n,m,q.childDataKeys,v)];case 1:return b=a.sent(),this._children=h.TerseArray.fromArray(b),[2]}})})}();p.push(w)}0<q.bodyInstanceInfos.length&&(t=g._loadBodyInstances(n,t,q.bodyInstanceInfos),g._bodyInstances=h.TerseArray.fromArray(t));0<q.cadViewInfos.length&&(t=g._loadCadViews(n,m,q.cadViewInfos),g._cadViews=h.TerseArray.fromArray(t));0<
+q.pmiInfos.length&&(t=g._loadPmis(n,m,q.pmiInfos),g._pmis=h.TerseArray.fromArray(t));null!==q.measurementUnit&&(g._measurementUnit=q.measurementUnit);null!==q.externalModelInfo&&(console.assert(null!==a),console.assert(null!==l),f.ExternalModel.canImplicitlyLoad(q.externalModelInfo)?(w=g._loadAndAttachExternalModel(l,m,q.externalModelInfo),p.push(w)):g._pendingExternalModels=h.TerseArray.push(g._pendingExternalModels,q.externalModelInfo));t=0;for(w=q.layerInfos;t<w.length;t++){var z=w[t],x=k.getRuntimeLayerId(z.id);
+null===x?n.createLayer(z.id,z.name,k):null!==z.name&&n.updateLayerName(x,z.name)}t=0;for(w=q.filters;t<w.length;t++)n.addFilter(w[t],k);k=g.getAuthoredLayerId();null!==k&&(n.registerNodeInLayer(g,k),g.isOutOfHierarchy()||n.registerTreeNodeInLayer(g,k));n.registerProductOccurrence(g);if(null===a){if(0<p.length)throw new d.InternalLogicError;}else a.resolve(d.Util.waitForAll(p));return g}__extends(b,c);b.parseXml=function(b,a,c,d,e){var g=c.getInclusionKey(),k=f.Node.parseXml(a,d),l=f.XmlParser.parseFloat(d,
+"Unit"),h=[],n=[],m=[],w=[],z=null,x=null,y=null;for(d=d.firstElementChild;null!==d;){if("PartDefinition"===d.localName){z=f.PartDefinition.parseXml(a,d);break}else if("BodyInstance"===d.localName){var A=f.BodyInstance.parseXml(a,d,g);h.push(A)}else if("Material"===d.localName)console.assert(null===x),x=f.SimpleMaterial.parseXml(d);else if("ExternalModel"===d.localName){if(console.assert(null===y),A=d.getAttribute("Name"),null!==A){y=f.XmlParser.parseFloat(d,"Unit");var B=f.XmlParser.parseBounding(d,
+"BoundingBox");y={config:b,modelName:A,bounding:B,measurementUnit:y,toAttachData:e,reservedNodeIdOffset:0}}}else"CADView"===d.localName?(A=f.CadView.parseXml(a,d,c),w.push(A)):"Filter"===d.localName?n.push(f.Filter.parseXml(d)):"Layer"===d.localName&&(A=f.Layer.parseXml(d),null!==A&&m.push(A));d=d.nextElementSibling}return{nodeInfo:k,productBits:0,childDataKeys:[],prototypeDataKey:null,partDefinition:z,quickAccessPartDefinitionDataId:null,externalModelInfo:y,bodyInstanceInfos:h,cadViewInfos:w,pmiInfos:[],
+measurementUnit:l,simpleMaterial:x,layerInfos:m,filters:n}};b.parseBinary=function(b,a,c,d){var g=f.towardAttachContext(c),e=g.getRemapper(),k=d.parseNodeParseBits();if(k.hasBits1(2097152)){var l=d.parseAssemblyDataVersion();l}k.hasBits2(8)&&g.setGenericTypeMaps(d.parseGenericTypes());l=f.Node.parseBinary(a,d,k);var h=0;k.hasBits1(4194304)&&(h=d.parseProductBits());var n=[];if(k.hasBits1(16))for(var v=d.parseCount_32(),w=0;w<v;++w){var z=d.parseDataKey();n.push(z)}z=v=null;if(k.hasBits1(32)&&(v=d.parseDataKey(),
+k.hasBits1(64))){z=d.parseModelKey(e);console.assert(0!==z);var x=d.parseDataKey();z=[z,x]}x=[];if(k.hasBits1(128)){var y=d.parseCount_32();for(w=0;w<y;++w){var A=f.BodyInstance.parseBinary(a,c,d);x.push(A)}}y=null;k.hasBits1(524288)&&(w=d.parseModelKey(e),console.assert(0!==w),y=d.parseInclusionKey(e,w),y={config:b,inclusionKey:y,modelKey:w});b=null;k.hasBits1(512)&&(w=d.parseModelKey(e),0===w&&(w=g.getMasterModelKey()),b=d.parseDataKey(),b=[w,b]);g=[];if(k.hasBits1(32768))for(e=d.parseCount_32(),
+w=0;w<e;++w)A=f.CadView.parseBinary(a,c,d),g.push(A);e=[];if(k.hasBits1(65536))for(A=d.parseCount_32(),w=0;w<A;++w){var B=f.Pmi.parseBinary(a,c,d);e.push(B)}c=null;k.hasBits1(16384)&&(c=d.parseFloat_64());k.hasBits1(16777216)&&(w=d.parsePoint3_64(),A=d.parsePoint3_64(),a.setViewAxes(w,A));a=[];if(k.hasBits1(134217728))for(A=d.parseCount_32(),w=0;w<A;++w)B=f.Layer.parseBinary(d),a.push(B);A=[];if(k.hasBits1(268435456))for(k=d.parseCount_32(),w=0;w<k;++w)B=f.Filter.parseBinary(d),A.push(B);return{nodeInfo:l,
+productBits:h,childDataKeys:n,prototypeDataKey:v,partDefinition:b,quickAccessPartDefinitionDataId:z,externalModelInfo:y,bodyInstanceInfos:x,cadViewInfos:g,pmiInfos:e,measurementUnit:c,simpleMaterial:null,layerInfos:a,filters:A}};b.reifySync=function(a,c,d,e,h,p){console.assert(0===h.childDataKeys.length);console.assert(null===h.externalModelInfo);var g=f.towardAttachContext(e);a=new b(null,a,c,d,e,p,h);g.attachedInvisibly()&&a.setVisibility(!1);return a};b.reify=function(a,c,d,e,f,p){return __awaiter(this,
+void 0,void 0,function(){var g,k;return __generator(this,function(l){switch(l.label){case 0:return g=h.OpenPromise.create(),k=new b(g,a,c,d,e,p,f),[4,g];case 1:return l.sent(),[2,k]}})})};b.createDynamic=function(a,c,e,h,m,p,q,r){void 0===q&&(q=!1);void 0===r&&(r=null);var g=f.towardInclusionContext(c);e={nodeInfo:{nodeId:a.massageAuthoredUserId(g,h),bits:p?1073741824:0,name:e,localTransform:m,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},productBits:q?268435456:0,childDataKeys:[],prototypeDataKey:null,partDefinition:null,quickAccessPartDefinitionDataId:null,bodyInstanceInfos:[],externalModelInfo:null,cadViewInfos:[],pmiInfos:[],measurementUnit:r,simpleMaterial:null,layerInfos:[],filters:[]};h=new d.LoadSubtreeConfig;h.attachInvisibly=!p;return new b(null,h,null,a,g,c,e)};b.createMissing=function(b,a){b=this.createDynamic(b,a,"Missing",null,null,!1);b._bits|=4096;return b};b.prototype.isMissing=function(){return this._hasBits(4096)};
+b._amendInfo=function(b,a){if(null!==a.nodeInfo.name)return a;var c=null;h.hasBits(a.productBits,2)?c=b.generateProductName():h.hasBits(a.productBits,4)?c=b.generateGroupName():h.hasBits(a.productBits,32)?c=b.generateDrawingSheetName():h.hasBits(a.productBits,8)&&(c=b.generateDrawingViewName());if(null===c)return a;b=__assign({},a.nodeInfo,{name:c});return __assign({},a,{nodeInfo:b})};b.prototype._loadExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d,g;return __generator(this,
+function(e){if(f.ExternalModel.isNameInfo(c))return[2,b.attachByExternalModelInfo(c,this,a)];d=this.getAuthoredId();g=f.towardLoadContext(a);return g.handleExternalModel(d,a,c.inclusionKey)?[2,b.attachByExternalModelInfo(c,this,a)]:[2,null]})})};b.prototype._loadAndAttachExternalModel=function(b,a,c){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(g){switch(g.label){case 0:return[4,this._loadExternalModel(b,a,c)];case 1:return d=g.sent(),null!==d&&this.addAttachContext(d),
+[2,d]}})})};b.prototype.loadPendingExternalModels=function(b){return __awaiter(this,void 0,void 0,function(){var a,c,d,g,e,q,r,u,t,v;return __generator(this,function(k){switch(k.label){case 0:if(!this.hasPendingExternalModels())return[2,[]];a=f.towardInclusionContext(this);c=[];d=0;for(g=h.TerseArray.toArray(this._pendingExternalModels);d<g.length;d++)e=g[d],q=this._loadAndAttachExternalModel(b,a,e),c.push(q);delete this._pendingExternalModels;r=[];u=0;return[4,Promise.all(c)];case 1:t=k.sent(),k.label=
+2;case 2:if(!(u<t.length))return[3,4];v=t[u];null!==v&&r.push(v);k.label=3;case 3:return u++,[3,2];case 4:return[2,r]}})})};b.prototype._lazyLoadPartDefinitionByInfo=function(b,a,c,d){b=f.PartDefinition.reify(b,a,d,c);return h.LazyPromise.create(b)};b.prototype._lazyLoadPartDefinitionById=function(b,a,c,d){var g=this,e=b.getAbstractScEngine(),k=f.towardLoadContext(a),l=b.lookupPartDefinitionByDataId(k,c[0],c[1]);if(null!==l)return h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var b;
+return __generator(this,function(a){switch(a.label){case 0:return[4,l];case 1:return b=a.sent(),b.addReferrer(this),[2,b]}})})});l=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l,h,n,m,p;return __generator(this,function(q){switch(q.label){case 0:return g=c[0],k=c[1],[4,b.enqueue(function(){return e.safeGetMetaData(g,k)})];case 1:return l=q.sent(),null!==l?(h=new f.AssemblyData(d,l),n=new f.AssemblyDataParser(h),m=f.PartDefinition.parseBinary(b,n),p=f.PartDefinition.reify(b,
+a,g,m),p.addReferrer(this),[2,p]):[2,f.PartDefinition.createMissing(b)]}})})});b.registerPartDefinitionByDataId(k,c[0],c[1],l);return l};b._loadProductOccurrence=function(a,c,d,e,h,p){return __awaiter(this,void 0,void 0,function(){var g,k;return __generator(this,function(l){g=new f.AssemblyDataParser(h);k=b.parseBinary(a,d,e,g);return[2,b.reify(a,c,d,e,k,p)]})})};b.prototype._loadPrototypeContext=function(a,c,d,e,m,p){var g=this,k=f.towardAttachContext(e),l=f.towardLoadContext(k),n=k.getMasterModelKey();
+k=d.lookupPrototypeByDataId(l,n,m);null===k&&(k=h.LazyPromise.create(function(){return __awaiter(g,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=d.getAbstractScEngine(),[4,d.enqueue(function(){return g.safeGetMetaData(n,m)})];case 1:return k=h.sent(),null!==k?(l=new f.AssemblyData(p,k),[2,b._loadProductOccurrence(a,c,d,e,l,v)]):[2,b.createMissing(d,v)]}})})}),k=new f.SharedPrototypeContext(k),d.registerPrototypeByDataId(l,n,m,k));var v=new f.PrototypeContext(k,
+e);v.addReferrer(this);return v};b.prototype._loadProductOccurrences=function(a,c,d,e,m,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,v,w,z,x,y,A,B;return __generator(this,function(q){switch(q.label){case 0:return g=f.towardAttachContext(e),l=k=g.getMasterModelKey(),n=d.getAbstractScEngine(),[4,d.enqueue(function(){return n.safeGetMetaDatas(l,m)})];case 1:v=q.sent(),w=[],z=0,q.label=2;case 2:if(!(z<m.length))return[3,9];x=void 0;if(null===v)return[3,6];y=v[z];v[z]=h.emptyBytes;A=new f.AssemblyData(p,
+y);return[4,b._loadProductOccurrence(a,c,d,e,A,this)];case 3:return x=q.sent(),(B=c.onLoadChildProductOccurrence())?[4,B]:[3,5];case 4:q.sent(),q.label=5;case 5:return[3,7];case 6:x=b.createMissing(d,this),q.label=7;case 7:w.push(x),q.label=8;case 8:return++z,[3,2];case 9:return[2,w]}})})};b.prototype._loadBodyInstances=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.BodyInstance.reify(b,a,this,c[g]);d.push(e)}return d};b.prototype._loadCadViews=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=
+f.CadView.reify(b,a,c[g],this);d.push(e);e.markLoaded()}return d};b.prototype._loadPmis=function(b,a,c){for(var d=[],g=0;g<c.length;g++){var e=f.Pmi.reify(b,a,c[g],this);d.push(e)}return d};b.prototype.getParent=function(){return this._parent};b.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this)};b.prototype.isAbsoluteRoot=function(){return-2===this._nodeId};b.prototype.getPrototype=function(){return void 0!==this._prototypeContext?this._prototypeContext:null};b.prototype.isAConfigurationNode=
+function(){return this._hasBits(1)};b.prototype.isADefaultNode=function(){return this._hasBits(16)};b.prototype.isAProductNode=function(){return h.hasBits(this._bits,2)};b.prototype.isAGroupNode=function(){return h.hasBits(this._bits,4)};b.prototype.isADrawingSheetNode=function(){return h.hasBits(this._bits,32)};b.prototype.isADrawingViewNode=function(){return h.hasBits(this._bits,8)};b.prototype.addProductOccurrence=function(b){console.assert(b.getParent()===this);this._children=h.TerseArray.push(this._children,
+b);this._itemWasAdded()};b.prototype.addBodyInstance=function(b){console.assert(b.getParent()===this);this._bodyInstances=h.TerseArray.push(this._bodyInstances,b);this._itemWasAdded()};b.prototype.addCadView=function(b){console.assert(b.getParent()===this);this._cadViews=h.TerseArray.push(this._cadViews,b);this._itemWasAdded()};b.prototype.addPmi=function(b){console.assert(b.getParent()===this);this._pmis=h.TerseArray.push(this._pmis,b);this._itemWasAdded()};b.prototype.addLoadContext=function(b){console.assert(b.getParent()===
+this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype.addAttachContext=function(b){console.assert(b.getParent()===this);this._childContexts=h.TerseArray.push(this._childContexts,b);this._itemWasAdded()};b.prototype._followPrototypesWhileEmpty=function(){if(void 0===this._prototypeContext||void 0!==this._children||void 0!==this._childContexts)return this;var b=this._prototypeContext.getProductOccurrence();return b.isResolved()?b.getResolved()._followPrototypesWhileEmpty():
+this};b.prototype.getRawPartDefinition=function(){if(void 0!==this._partDefinition)return this._partDefinition;if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getRawPartDefinition()}return null};b.prototype.getPartDefinition=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){b=this.getRawPartDefinition();if(b instanceof h.LazyPromise)return[2,h.Boxed.create(b)];if(b instanceof
+Promise)return[2,b];d.Util.TypeAssert(b);return[2,null]})})};b.prototype.getPartDefinitionSync=function(){console.assert(this.isLoaded());if(void 0!==this._partDefinition&&this._partDefinition.isResolved())return this._partDefinition.getResolved();if(void 0!==this._prototypeContext){var b=this._prototypeContext.getProductOccurrence();if(b.isResolved())return b.getResolved().getPartDefinitionSync()}return null};b.prototype._getChildren=function(){for(var b=h.TerseArray.toArray(this._children),a=0,
+c=h.TerseArray.toArray(this._childContexts);a<c.length;a++){var d=c[a].getChildren();h.append(b,d)}return b};b.prototype.getChildren=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return[4,this._followPrototypesWhileEmpty()];case 1:return b=a.sent(),[2,b._getChildren()]}})})};b.prototype.getChildrenSync=function(){console.assert(this.isLoaded());var b=this.tryGetChildrenSync();if(null===b)throw new d.InternalLogicError;return b};
+b.prototype.tryGetChildrenSync=function(){var b=this._followPrototypesWhileEmpty();return b instanceof Promise?null:b._getChildren()};b.prototype.forEachChild=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this.getChildren()];case 1:return c=d.sent(),[2,a(c,b)]}})})};b.prototype.forEachBodyInstance=function(b){var c=this.getBodyInstances();return a(c,b)};b.prototype.forEachPmi=function(b){var c=this.getPmis();return a(c,
+b)};b.prototype.forEachCadView=function(b){var c=this.getCadViews();return a(c,b)};b.prototype.hasBodyInstances=function(){return void 0!==this._bodyInstances};b.prototype.getBodyInstances=function(){return h.TerseArray.toArray(this._bodyInstances)};b.prototype.getCadViews=function(){return h.TerseArray.toArray(this._cadViews)};b.prototype.getPmis=function(){return h.TerseArray.toArray(this._pmis)};b.prototype.setMeasurementUnit=function(b){this._measurementUnit=b};b.prototype.unsetMeasurementUnit=
+function(){this._measurementUnit=void 0};b.prototype.hasMeasurementUnit=function(){return void 0!==this._measurementUnit};b.prototype.getMeasurementUnit=function(){for(var b=this;null!==b;){if(void 0!==b._measurementUnit)return b._measurementUnit;b=f.towardProductOccurrence(b._parent)}return 1};b.prototype.getPhysicalProperties=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return[4,this.getPartDefinition()];case 1:return b=
+g.sent(),null===b?[2,null]:[4,b.value];case 2:a=g.sent();c=a.getRepresentationItems();if(1!==c.length)return[2,null];d=c[0];e=d.getPhysicalProperties();return[2,e]}})})};b.prototype.setPartDefinition=function(b){console.assert(void 0===this._partDefinition);this._partDefinition=h.LazyPromise.create(b)};b.prototype.setPrototype=function(b){console.assert(void 0===this._prototypeContext);this._prototypeContext=b;this._markBranchVisibilityDirty(!1)};b.prototype.removePrototype=function(){if(void 0===
+this._prototypeContext)throw new d.InternalLogicError;var b=this._prototypeContext;delete this._prototypeContext;this._markBranchVisibilityDirty(!1);return b};b.prototype.getBranchVisibility=function(){this._updateBranchVisibility();return this._getBranchVisibility()};b.prototype._getBranchVisibility=function(){var b=this.isVisible()?2:1;this._hasBits(65536)&&(b|=2);this._hasBits(131072)&&(b|=1);return b};b.prototype._setBranchVisibility=function(b){this.isVisible()?console.assert(h.hasBits(b,2)):
+console.assert(h.hasBits(b,1));this._bits&=-196609;h.hasBits(b,1)&&(this._bits|=131072);h.hasBits(b,2)&&(this._bits|=65536)};b.prototype._updateBranchVisibility=function(){if(this._hasBits(32768)){var b=this.isVisible()?2:1,a=this._getSubBranchVisibilities();null!==a&&(b|=a);this._setBranchVisibility(b);this._bits&=-32769}};b.prototype._getSubBranchVisibilities=function(){for(var b=0,a=0,c=this.getChildrenSync();a<c.length;a++){var d=c[a].getBranchVisibility();b|=d;if(3===b)return 3}d=0;for(a=this.getBodyInstances();d<
+a.length;d++)if(c=a[d],!c.isOutOfHierarchy()&&(b|=c.isVisible()?2:1,3===b))return 3;a=0;for(c=this.getPmis();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;a=0;for(c=this.getCadViews();a<c.length;a++)if(d=c[a].getBranchVisibility(),b|=d,3===b)return 3;return 0===b?null:b};b.prototype._itemWasAdded=function(){3!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!0)};b.prototype._onItemRemoved=function(){1!==this._getBranchVisibility()&&this._markBranchVisibilityDirty(!1)};
+b.prototype.markBranchVisibilityDirty=function(){this._markBranchVisibilityDirty(!1)};b.prototype._markBranchVisibilityDirty=function(b){if(!(this._hasBits(32768)||b&&3===this._getBranchVisibility()))if(this._bits|=32768,this._parent instanceof f.PrototypeContext)for(var a=0,c=this._parent.getReferrers();a<c.length;a++)c[a]._markBranchVisibilityDirty(b);else if(a=f.towardProductOccurrence(this._parent),null!==a)return a._markBranchVisibilityDirty(b)};b.prototype.setVisibility=function(b){this.isVisible()!==
+b&&(this._setVisibility(b),this._markBranchVisibilityDirty(!1))};b.prototype._removeDirectChild=function(b){var a=h.TerseArray.toArray(this._children),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._children:this._children=h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype._removeIndirectChild=function(b){for(var a=!1,c=h.TerseArray.toArray(this._childContexts),d=0,g=c;d<g.length;d++)if(g[d].removeProductOccurrence(b)){a=!0;break}if(!a)return!1;
+c=c.filter(function(b){return b.hasChildren()});0===c.length?delete this._childContexts:this._childContexts=h.TerseArray.fromArray(c);this._onItemRemoved();return!0};b.prototype.removeProductOccurrence=function(b){return this._removeDirectChild(b)?!0:this._removeIndirectChild(b)};b.prototype.removeBodyInstance=function(b){var a=h.TerseArray.toArray(this._bodyInstances),c=a.length;a=a.filter(function(a){return a!==b});if(a.length===c)return!1;0===a.length?delete this._bodyInstances:this._bodyInstances=
+h.TerseArray.fromArray(a);this._onItemRemoved();return!0};b.prototype.purgeContents=function(){var b=this;this._markBranchVisibilityDirty(!1);var c=[];if(void 0!==this._partDefinition&&!this._partDefinition.isUnforced()){var e=this._partDefinition.then(function(a){a.removeAllReferrers();delete b._partDefinition});c.push(e)}void 0!==this._prototypeContext&&(e=this._prototypeContext.purgeContents(),c.push(e),delete this._prototypeContext);e=h.TerseArray.toArray(this._children);e=a(e,function(b){return b.purgeContents()});
+c.push(e);delete this._children;e=h.TerseArray.toArray(this._childContexts);e=a(e,function(b){return b.purgeContents()});c.push(e);delete this._childContexts;delete this._bodyInstances;delete this._cadViews;delete this._pmis;delete this._measurementUnit;return d.Util.waitForAll(c)};b.prototype.removePartDefinition=function(){if(void 0===this._partDefinition||!this._partDefinition.isResolved())throw new d.InternalLogicError;var b=this._partDefinition;delete this._partDefinition;return b.getResolved()};
+b.prototype.isOutOfHierarchy=function(){return this._hasBits(268435456)};b.prototype.markIsExternalModelRoot=function(b){console.assert(!this._hasBits(2048));this._bits|=2048;b.markSeenExternalModel()};b.prototype.isExternalModelRoot=function(){return this._hasBits(2048)};b.prototype.addPendingExternalModel=function(b){this._pendingExternalModels=h.TerseArray.push(this._pendingExternalModels,b)};b.prototype.hasPendingExternalModels=function(){return!h.TerseArray.isEmpty(this._pendingExternalModels)};
+return b}(f.NodeMixin);f.ProductOccurrence=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(c._faceMeasurementProps=d.faceMeasurementProps.slice());0<d.edgeMeasurementProps.length&&(c._edgeMeasurementProps=d.edgeMeasurementProps.slice());null!==d.physicalProps&&(c._physicalProps=d.physicalProps);if(0<d.faceAttributes.length){c._faceAttributes=[];for(var e=0,f=d.faceAttributes;e<f.length;e++)g=f[e],c._faceAttributes.push(g.copy())}if(0<d.edgeAttributes.length)for(c._edgeAttributes=[],e=0,d=d.edgeAttributes;e<d.length;e++)g=d[e],c._edgeAttributes.push(g.copy());a.registerRepresentationItem(c);
+return c}__extends(g,b);g.parseXml=function(b,a){b=f.Node.parseXml(b,a);a=f.XmlParser.parseMeshKey(a,"TCKey_Mesh");return{nodeInfo:b,meshKey:a,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]}};g.parseBinary=function(b,a){var c=a.parseNodeParseBits();b=f.Node.parseBinary(b,a,c);var g=a.parseBodyType(),e=null;c.hasBits1(8192)&&(e=a.parseMeshKey());var k=[];if(c.hasBits1(2048))for(var l=a.parseCount_32(),h=0;h<l;++h){var n=f.MeasurementProperty.Face.parseBinary(a);
+k.push(n)}n=[];if(c.hasBits1(4096))for(l=a.parseCount_32(),h=0;h<l;++h){var w=f.MeasurementProperty.Edge.parseBinary(a);n.push(w)}l=null;c.hasBits1(1048576)&&(l=f.PhysicalProperties.parseBinary(a));w=[];if(c.hasBits2(1)){var z=a.parseCount_32();for(h=0;h<z;h++){for(var x=[],y=a.parseCount_32(),A=0;A<y;A++){var B=f.Attribute.parseBinary(a);x.push(B)}w.push(new d.SubentityAttributes(x))}}z=[];if(c.hasBits2(2))for(c=a.parseCount_32(),h=0;h<c;h++){x=[];y=a.parseCount_32();for(A=0;A<y;A++)B=f.Attribute.parseBinary(a),
+x.push(B);z.push(new d.SubentityAttributes(x))}return{nodeInfo:b,meshKey:e,bodyType:g,faceMeasurementProps:k,edgeMeasurementProps:n,physicalProps:l,faceAttributes:w,edgeAttributes:z}};g.reify=function(b,a,c,d){return new g(b,a,c,d)};g.createDynamic=function(b,a,d,e,k){var l=k.getInclusionContextForNodeId();a={nodeInfo:{nodeId:b.massageAuthoredUserId(l,a),bits:1073741824,name:d,localTransform:null,attributes:[],header:f.AssemblyDataHeader.dynamic,exchangeId:null,layerId:null,genericTypeId:null,genericId:null,
+userDatas:null},meshKey:null,bodyType:c.Unknown,faceMeasurementProps:[],edgeMeasurementProps:[],physicalProps:null,faceAttributes:[],edgeAttributes:[]};return new g(b,e,a,k)};g.prototype.setPhysicalProperties=function(b){this._physicalProps=b};g.prototype.getPhysicalProperties=function(){return void 0!==this._physicalProps?this._physicalProps:null};g.prototype.getParent=function(){return this._parent};g.prototype.getFaceCount=function(){return void 0!==this._faceMeasurementProps?this._faceMeasurementProps.length:
+0};g.prototype.getEdgeCount=function(){return void 0!==this._edgeMeasurementProps?this._edgeMeasurementProps.length:0};g.prototype.getFaceAttributes=function(b){return a(this._faceAttributes,b)};g.prototype.getEdgeAttributes=function(b){return a(this._edgeAttributes,b)};g.prototype.getFaceMeasurementProperty=function(b){return a(this._faceMeasurementProps,b)};g.prototype.getEdgeMeasurementProperty=function(b){return a(this._edgeMeasurementProps,b)};g.prototype.setFaceMeasurementProperty=function(b,
+a){this._faceMeasurementProps=e(this._faceMeasurementProps,b,a.copy())};g.prototype.setEdgeMeasurementProperty=function(b,a){this._edgeMeasurementProps=e(this._edgeMeasurementProps,b,a.copy())};g.prototype.getBodyType=function(){return this._bodyType};g.prototype.getRuntimeId=function(){return f.getRuntimeId(this._nodeId,this._parent.getInclusionContextForNodeId())};return g}(f.NodeMixin);f.RepresentationItem=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+d.AttributeType.Int;break;case "f":b=d.AttributeType.Float;break;case "t":b=d.AttributeType.Time;break;case "s":b=d.AttributeType.String}c=c.getAttribute("Value");null!==c&&(e=c);return new a(b,g,e)};a.prototype.getType=function(){return this._type};a.prototype.getTitle=function(){return this._title};a.prototype.getValue=function(){return this._value};a.prototype.copy=function(){return new a(this._type,this._title.slice(),this._value.slice())};return a}();f.Attribute=a})(h.Tree||(h.Tree={}))})(d.Internal||
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+console.assert(!1);return null};return a}();f.ColorTable=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return c};return b}();f.FilterEntities=a;var e=function(){function b(){this.isInclusive=!1;this.authoredIds=[]}b.parseBinary=function(a){var c=new b;c.isInclusive=a.parseBoolean();for(var d=a.parseCount_32(),g=0;g<d;g++)c.authoredIds.push(a.parseLayerId());return c};b.parseXml=function(a){var c=new b;c.isInclusive="1"===a.getAttribute("Inclusive");var d=f.XmlParser.parseUints(a,"Ids");null!==d?(c.authoredIds=d,a=a.getAttribute("Count"),null!==a&&(a=parseInt(a,10),console.assert(a===c.authoredIds.length))):
+console.error("'Layers' tag has missing or malformed 'Ids' attribute");return c};return b}();f.FilterLayers=e;var c=function(){function b(){this.isDisplayfilter=!1;this.name=null;this.isActive=!1;this.entities=this.layers=null}b.parseBinary=function(c){var g=new b,f=null,h=null,m=c.parseLayerParseBits();g.isDisplayfilter=c.parseBoolean();d.hasBits(m,1)&&(g.name=c.parseCString());g.isActive=c.parseBoolean();d.hasBits(m,2)&&(f=e.parseBinary(c));d.hasBits(m,4)&&(h=a.parseBinary(c));g.layers=f;g.entities=
+h;return g};b.parseXml=function(c){var d=new b,g=c.getAttribute("Name");null!==g&&(d.name=g);d.isDisplayfilter="1"===c.getAttribute("Display");d.isActive="1"===c.getAttribute("Active");for(g=c.firstElementChild;null!==g;g=g.nextElementSibling)"Layers"===g.localName?(console.assert(null===d.layers),d.layers=e.parseXml(g)):"Entities"===g.localName?(console.assert(null===d.entities),d.entities=a.parseXml(g)):console.error("Unknown tag: "+c.localName);return d};return b}();f.Filter=c})(d.Tree||(d.Tree=
+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+"EmissiveAlpha")||0,l=f.XmlParser.parseFloat(c,"SpecularAlpha")||0,h=f.XmlParser.parseFloat(c,"Shininess")||0,m=f.XmlParser.parseUint(c,"AmbientIndice"),p=f.XmlParser.parseUint(c,"DiffuseIndice"),q=f.XmlParser.parseUint(c,"EmissiveIndice");c=f.XmlParser.parseUint(c,"SpecularIndice");return new a(b,d,e,l,h,m,p,q,c)};a.prototype.getAmbientColorIndex=function(){return void 0!==this._ambientIndex?this._ambientIndex:null};a.prototype.getDiffuseColorIndex=function(){return void 0!==this._diffuseIndex?this._diffuseIndex:
+null};a.prototype.getEmissiveColorIndex=function(){return void 0!==this._emissiveIndex?this._emissiveIndex:null};a.prototype.getSpecularColorIndex=function(){return void 0!==this._specularIndex?this._specularIndex:null};a.prototype.getAmbientAlpha=function(){return this._ambientAlpha};a.prototype.getDiffuseAlpha=function(){return this._diffuseAlpha};a.prototype.getEmissiveAlpha=function(){return this._emissiveAlpha};a.prototype.getSpecularAlpha=function(){return this._specularAlpha};a.prototype.getShininess=
+function(){return this._shininess};return a}();f.Material=a;a=function(){function a(a,b){null!==a&&(this._color=a);null!==b&&(this._alpha=b)}a.parseXml=function(c){console.assert("Material"===c.localName);var b=null,g=null;c=c.getAttribute("Color");if(null!==c){var e=c.split(" ");if(4!==e.length)throw new d.XmlParseError('Expected "Color" attribute to have four channel components.');b=parseFloat(e[0]);g=parseFloat(e[1]);c=parseFloat(e[2]);e=parseFloat(e[3]);b=new d.Color(b,g,c);g=e}return new a(b,
+g)};a.prototype.getColor=function(){return void 0!==this._color?this._color:null};a.prototype.getAlpha=function(){return void 0!==this._alpha?this._alpha:null};return a}();f.SimpleMaterial=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+function(){return[this._inclusionKey,this._bodyInstanceKey]};a.prototype.getTopoItemType=function(){return this._topoItemType};a.prototype.getItemIndex=function(){return this._itemIndex};return a}();d.ReferenceOnTopology=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+{}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){b.markLoaded();var a=0;for(b=b.getRepresentationItems();a<b.length;a++)b[a].markLoaded()}function e(b){b=b.getRawPartDefinition();if(null!==b){if(b instanceof h.LazyPromise)return b.isResolved()?void 0:b.then(a);d.Util.TypeAssert(b);return b.then(function(b){if(null!==b&&(b=b.value,!b.isResolved()))return b.then(a)})}}function c(b){var a=f.forcePrototype(b);return void 0!==a?a.then(function(){return e(b)}):e(b)}f.forcePartDefinition=c;f.forcePartDefinitions=
+function(b){return __awaiter(this,void 0,void 0,function(){var a,e;return __generator(this,function(g){switch(g.label){case 0:return a=[],e={enterProductOccurrence:function(b){b=c(b);void 0!==b&&a.push(b)}},[4,f.WalkerAsync.walk(e,b,f.WalkRestriction.None)];case 1:return g.sent(),[2,d.Util.waitForAll(a)]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:return e.sent(),[2,d.Util.waitForAll(b)]}})})}f.forcePrototype=a;f.forcePrototypes=e})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+e){return a(f.WalkerAsync,c,b,d,e,f.WalkRestriction.None)};f.gatherInstanceIncsSync=e;f.gatherInstanceIncsByNodeIdsSync=function(a,b,g,k){for(var c=null,h=new Set,m=0;m<b.length;m++){var p=b[m],q=a.lookupAnyTreeNode(p);if(null===q)throw new d.InvalidNodeIdError(p);p=f.isOutOfHierarchy(q);p=e(q,g,p,h,k);if(null===c)c=p;else for(q=0;q<p.length;q++)c.push(p[q])}return null!==c?c:[]}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+0;p<m;++p)q=h[p],null!==q&&(r=b[p],u=r.getParent().getRuntimeId(),l.set(u,q));return[2,l]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+case 1:k.sent();m=0;for(p=b;m<p.length;m++)q=p[m],q.markLoaded();return[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.setMeshLevels=function(a,e,c){var b=[],g=new Set,f=function(b){if(g.has(b))return!1;g.add(b);return!0};f={followProductOccurrence:f,followPmi:f,followCadView:f,followAnyBody:f,enterAnyBody:function(a){a.isOutOfHierarchy()||(a=a.getInstanceInc(),b.push(a[0],a[1]))}};for(var l=0;l<e.length;l++)d.WalkerSync.walk(f,e[l],d.WalkRestriction.None);a.setMeshLevel(b,c)}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){f.updateScMatrices=function(a,e,c,b){return __awaiter(this,void 0,void 0,function(){var g,k,l,n,m,p,q,r,u,t,v,w,z=this;return __generator(this,function(x){switch(x.label){case 0:g=[];k=[];l=[];n=new Set;m=function(b){if(n.has(b))return!1;n.add(b);b=b.getLocalTransform();if(null!==b){var a=h.last(g);a=d.Matrix.multiply(b,a);g.push(a)}return!0};p=function(b){null!==b.getLocalTransform()&&(console.assert(1<g.length),g.pop())};q={followProductOccurrence:m,leaveProductOccurrence:p,
+followPmi:m,leavePmi:p,followCadView:m,leaveCadView:p,followAnyBody:m,enterAnyBody:function(a){if(!a.isOutOfHierarchy()||b)a=a.getInstanceInc(),l.push(a[0],a[1]),k.push(h.last(g))},leaveAnyBody:p};r=new h.PromiseQueue(1,!0);u=function(b){var a=h.Lazy.create(function(){return __awaiter(z,void 0,void 0,function(){var a;return __generator(this,function(c){switch(c.label){case 0:return console.assert(0===g.length),a=f.getNetMatrix(b.getParent()),g.push(a),[4,f.WalkerAsync.walk(q,b,f.WalkRestriction.None)];
+case 1:return c.sent(),console.assert(1===g.length),g.pop(),[2]}})})});r.push(a)};t=0;for(v=c;t<v.length;t++)w=v[t],u(w);return[4,r.waitForIdle()];case 1:return x.sent(),console.assert(2*k.length===l.length),[4,a.setMatrices(l,k)];case 2:return x.sent(),e.trigger("_updateTransform",b),[2]}})})}})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){function a(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getInstanceInc();a.push(d[0],d[1])}return a}function e(b){for(var a=[],c=0;c<b.length;c++){var d=b[c].getRuntimeId();a.push(d)}return a}function c(b,c,k,l,h,m,p,q,r){return __awaiter(this,void 0,void 0,function(){var g,n,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(u){switch(u.label){case 0:if(l instanceof f.AttachContext)switch(console.assert(0===h.size),console.assert(null===k),console.assert(null===
+r),console.assert(null!==m),g=function(b){l.getChildren().forEach(function(a){h.set(a,b)})},m){case 0:console.assert(!0===q);g(!1);break;case 1:g(!0);break;case 2:console.assert(p),console.assert(!0===q)}else console.assert(null===m);null!==r&&console.assert(r.isAConfigurationNode());n=0;null===q&&(q=b.getInitiallyHiddenStayHidden());v=[];w=[];z=[];x=function(b){var a=y(b,!1);null!==a&&b.setVisibility(a)};y=function(b,a){var c=h.get(b);void 0!==c?z.push(c):0<z.length&&z.push(d.last(z));if(f.isOutOfHierarchy(b))return null;
+if(null!==r&&0===n)return!1;if(void 0!==c)return c;c=b.isVisible();var g=b.isInitiallyShown();if(0<z.length){if(a=d.last(z),a!==c)return a&&!g&&q?b instanceof f.PmiBody&&(b=b.getParent(),!0===h.get(b))?!0:null:a}else if(p&&c!==g&&!a)return g;return null};A=function(b){0<z.length&&z.pop()};B={enterProductOccurrence:function(b){(r===b||0<n)&&++n;x(b)},leaveProductOccurrence:function(b){A(b);0<n&&--n},enterPmi:x,leavePmi:A,enterCadView:x,leaveCadView:A,enterAnyBody:function(b){var a=b.preventFromResetting();
+a=y(b,a);null!==a&&(b.setVisibility(a),a?v.push(b):w.push(b))},leaveAnyBody:A};return[4,f.WalkerAsync.walk(B,l,f.WalkRestriction.None)];case 1:return u.sent(),console.assert(0===z.length),null===m?(D=a(v),C=a(w),c.pauseRendering(),c.setPartVisibility(D,!0,!0),c.setPartVisibility(C,!1,!0),c.resumeRendering(),null!==k&&(E=e(v),F=e(w),k.trigger("visibilityChanged",E,F))):(H=l.getAttachScope(),console.assert(0!==H),c.setVisibilityByAttachment(H,m)),[2]}})})}f.updateVisibilitiesByAttachment=function(b,
+a,d,e){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,null,d,new Map,e,2===e,1!==e,null)]})})};f.updateVisibilities=function(b,a,d,e,f,h,p,q){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){return[2,c(b,a,d,e,f,null,h,p,q)]})})};f.synchronizePmiVisibilities=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,g,e,h,p;return __generator(this,function(k){switch(k.label){case 0:return d=[],g=[],e={enterAnyBody:function(b){if(b instanceof
+f.PmiBody||b instanceof f.ViewFrame){var a=b.isVisible();b.setVisibility(a);a?d.push(b):g.push(b)}}},[4,f.WalkerAsync.walk(e,c,f.WalkRestriction.None)];case 1:return k.sent(),h=a(d),p=a(g),b.pauseRendering(),b.synchronizeVisibilities(h,!0),b.synchronizeVisibilities(p,!1),b.resumeRendering(),[2]}})})}})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._visitor=new f.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g===f.WalkRestriction.LoadedNodesOnly&&!b.isLoaded())return Promise.resolve();var e=new a(c,g);if(b instanceof f.NodeMixin)return e._walkAnyTreeNode(b);var l=new d.Util.ActionQueue(1,!1);c=function(b){l.push(function(){return e._walkAnyTreeNode(b)})};g=0;for(b=b.getChildren();g<b.length;g++)c(b[g]);return l.waitForIdle()};a.forceLazyPromises=function(a){return this.walk({},
+a,f.WalkRestriction.None)};a.prototype._walkAnyTreeNode=function(a){a instanceof f.ProductOccurrence?a=this._walkProductOccurrence(a):a instanceof f.Pmi?a=this._walkPmi(a):a instanceof f.CadView?a=this._walkCadView(a):(d.Util.TypeAssert(a),a=this._walkAnyBody(a));return void 0===a?Promise.resolve():a};a.prototype._walkRepresentationItem=function(a){this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=
+function(a){if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=function(a){if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);
+this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){var b=this,c=new d.Util.ActionQueue(1,!1);if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);var e=a.getRawPartDefinition();null!==e&&(e instanceof h.LazyPromise?c.push(function(){if(e.isResolved())return b._walkPartDefinition(e.getResolved())}):
+(d.Util.TypeAssert(e),c.push(function(){return e.then(function(a){return null!==a&&(a=a.value,a.isResolved())?b._walkPartDefinition(a.getResolved()):Promise.resolve()})})));var f=a.tryGetChildrenSync();if(null!==f)for(var n=function(a){c.push(function(){return b._walkProductOccurrence(a)})},m=0;m<f.length;m++)n(f[m]);else c.push(function(){return a.getChildren().then(function(a){if(0!==a.length){for(var c=new d.Util.ActionQueue(1,!1),g=function(a){c.push(function(){return b._walkProductOccurrence(a)})},
+e=0;e<a.length;e++)g(a[e]);if(!c.isIdle())return c.waitForIdle()}})});f=function(a){c.push(function(){return b._walkAnyBody(a)})};n=0;for(m=a.getBodyInstances();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkPmi(a)})};n=0;for(m=a.getPmis();n<m.length;n++)f(m[n]);f=function(a){c.push(function(){return b._walkCadView(a)})};n=0;for(m=a.getCadViews();n<m.length;n++)f(m[n]);c.push(function(){return b._visitor.leaveProductOccurrence(a)})}if(!c.isIdle())return c.waitForIdle()};return a}();
+f.WalkerAsync=a})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){function a(b){return b.isLoaded()}function e(){return!0}var c;(function(b){b[b.None=0]="None";b[b.LoadedNodesOnly=1]="LoadedNodesOnly"})(c=f.WalkRestriction||(f.WalkRestriction={}));var b=function(){return function(b,f){this.followProductOccurrence=e;this.leaveProductOccurrence=this.enterProductOccurrence=h.nop;this.followPartDefinition=e;this.leavePartDefinition=this.enterPartDefinition=h.nop;this.followRepresentationItem=e;this.leaveRepresentationItem=this.enterRepresentationItem=
+h.nop;this.followAnyBody=e;this.leaveAnyBody=this.enterAnyBody=h.nop;this.followCadView=e;this.leaveCadView=this.enterCadView=h.nop;this.followPmi=e;this.leavePmi=this.enterPmi=h.nop;f===c.LoadedNodesOnly?(console.assert(void 0===b.followProductOccurrence),console.assert(void 0===b.followAnyBody),console.assert(void 0===b.followCadView),console.assert(void 0===b.followPmi),this.followPmi=this.followCadView=this.followAnyBody=this.followProductOccurrence=a):d.Util.TypeAssert(f);void 0!==b.followProductOccurrence&&
+(this.followProductOccurrence=b.followProductOccurrence);void 0!==b.enterProductOccurrence&&(this.enterProductOccurrence=b.enterProductOccurrence);void 0!==b.leaveProductOccurrence&&(this.leaveProductOccurrence=b.leaveProductOccurrence);void 0!==b.followPartDefinition&&(this.followPartDefinition=b.followPartDefinition);void 0!==b.enterPartDefinition&&(this.enterPartDefinition=b.enterPartDefinition);void 0!==b.leavePartDefinition&&(this.leavePartDefinition=b.leavePartDefinition);void 0!==b.followRepresentationItem&&
+(this.followRepresentationItem=b.followRepresentationItem);void 0!==b.enterRepresentationItem&&(this.enterRepresentationItem=b.enterRepresentationItem);void 0!==b.leaveRepresentationItem&&(this.leaveRepresentationItem=b.leaveRepresentationItem);void 0!==b.followAnyBody&&(this.followAnyBody=b.followAnyBody);void 0!==b.enterAnyBody&&(this.enterAnyBody=b.enterAnyBody);void 0!==b.leaveAnyBody&&(this.leaveAnyBody=b.leaveAnyBody);void 0!==b.followCadView&&(this.followCadView=b.followCadView);void 0!==b.enterCadView&&
+(this.enterCadView=b.enterCadView);void 0!==b.leaveCadView&&(this.leaveCadView=b.leaveCadView);void 0!==b.followPmi&&(this.followPmi=b.followPmi);void 0!==b.enterPmi&&(this.enterPmi=b.enterPmi);void 0!==b.leavePmi&&(this.leavePmi=b.leavePmi)}}();f.TotalVisitor=b})(h.Tree||(h.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(){function a(a,b){this._visitor=new d.TotalVisitor(a,b)}a.walk=function(c,b,g){if(g!==d.WalkRestriction.LoadedNodesOnly||b.isLoaded())return c=new a(c,g),b instanceof d.ProductOccurrence?c._walkProductOccurrence(b):b instanceof d.Pmi?c._walkPmi(b):b instanceof d.CadView?c._walkCadView(b):c._walkAnyBody(b)};a.prototype._walkRepresentationItem=function(a){console.assert(a.isLoaded());this._visitor.followRepresentationItem(a)&&(this._visitor.enterRepresentationItem(a),
+this._visitor.leaveRepresentationItem(a))};a.prototype._walkPartDefinition=function(a){console.assert(a.isLoaded());if(this._visitor.followPartDefinition(a)){this._visitor.enterPartDefinition(a);for(var b=0,c=a.getRepresentationItems();b<c.length;b++)this._walkRepresentationItem(c[b]);this._visitor.leavePartDefinition(a)}};a.prototype._walkAnyBody=function(a){console.assert(a.isLoaded());this._visitor.followAnyBody(a)&&(this._visitor.enterAnyBody(a),this._visitor.leaveAnyBody(a))};a.prototype._walkPmi=
+function(a){console.assert(a.isLoaded());if(this._visitor.followPmi(a)){this._visitor.enterPmi(a);for(var b=0,c=a.getPmiBodies();b<c.length;b++)this._walkAnyBody(c[b]);this._visitor.leavePmi(a)}};a.prototype._walkCadView=function(a){console.assert(a.isLoaded());if(this._visitor.followCadView(a)){this._visitor.enterCadView(a);var b=a.getViewFrame();null!==b&&this._walkAnyBody(b);this._visitor.leaveCadView(a)}};a.prototype._walkProductOccurrence=function(a){console.assert(a.isLoaded());if(this._visitor.followProductOccurrence(a)){this._visitor.enterProductOccurrence(a);
+var b=a.getPartDefinitionSync();null!==b&&this._walkPartDefinition(b);b=0;for(var c=a.getChildrenSync();b<c.length;b++)this._walkProductOccurrence(c[b]);b=0;for(c=a.getBodyInstances();b<c.length;b++)this._walkAnyBody(c[b]);b=0;for(c=a.getPmis();b<c.length;b++)this._walkPmi(c[b]);b=0;for(c=a.getCadViews();b<c.length;b++)this._walkCadView(c[b]);this._visitor.leaveProductOccurrence(a)}};return a}();d.WalkerSync=a})(d.Tree||(d.Tree={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this.plane=new d.Plane;this.instanceNodeId=this.meshId=this.referenceGeometry=null;this.color=d.Color.createFromFloat(.65,.65,.65);this.lineColor=d.Color.black();this.opacity=.35;this.matrix=new d.Matrix}a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){return{plane:{normal:this.plane.normal,d:this.plane.d},referenceGeometry:this.referenceGeometry}};a.prototype.forJson=function(){return this.toJson()};a.prototype.fromJson=
+function(a){a=h.deepClone(a);var c=a.plane;this.plane=new d.Plane;var b=c.normal;this.plane.normal=new d.Point3(b.x,b.y,b.z);this.plane.d=c.d;a=a.referenceGeometry;if(Array.isArray(a))for(c=0;c<a.length;++c)a[c]=d.Point3.fromJson(a[c]);this.referenceGeometry=a};a.prototype.getMatrix=function(){return this.matrix.copy()};a.prototype.setMatrix=function(a){this.matrix=a.copy()};a.prototype.setReferenceGeometry=function(a){if(a){this.referenceGeometry=[];for(var c=0;c<a.length;c++)this.referenceGeometry.push(a[c].copy())}else this.referenceGeometry=
+null};a.prototype.getReferenceGeometry=function(){if(this.referenceGeometry){for(var a=[],c=0,b=this.referenceGeometry;c<b.length;c++)a.push(b[c].copy());return a}return null};a.prototype.createMeshData=function(){var a=this.referenceGeometry;if(null===a)return null;var c=new d.MeshData,b=[],g=[];b.push(a[0].x,a[0].y,a[0].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[3].x,a[3].y,a[3].z);b.push(a[1].x,a[1].y,a[1].z);b.push(a[2].x,a[2].y,a[2].z);b.push(a[3].x,a[3].y,a[3].z);for(var f=d.Plane.createFromPoints(a[0],
+a[1],a[2]).normal,l=0;6>l;l++)g.push(f.x,f.y,f.z);c.addFaces(b,g);c.addPolyline([a[0].x,a[0].y,a[0].z,a[1].x,a[1].y,a[1].z]);c.addPolyline([a[1].x,a[1].y,a[1].z,a[2].x,a[2].y,a[2].z]);c.addPolyline([a[2].x,a[2].y,a[2].z,a[3].x,a[3].y,a[3].z]);c.addPolyline([a[3].x,a[3].y,a[3].z,a[0].x,a[0].y,a[0].z]);return c};return a}();h.CuttingPlane=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b,g){this._cuttingPlanes=[];this._isActive=!1;this._viewer=a;this._model=d;this._callbackManager=c;this._cuttingManager=b;this._engine=g}f.deprecated=function(a,d,c){var b=c.value;c.value=function(){for(var a=[],c=0;c<arguments.length;c++)a[c]=arguments[c];this._callbackManager.trigger("deprecated","CuttingSection",d);return b.apply(this,a)};return c};f.prototype.addPlane=function(a,e){void 0===e&&(e=null);return __awaiter(this,void 0,void 0,function(){var c,
+b;return __generator(this,function(g){switch(g.label){case 0:c=this._engine.getCuttingSectionLimits();if(this._cuttingPlanes.length>=c.maxCuttingPlanesPerSection)return[2,!1];b=new d.Internal.CuttingPlane;b.plane=a.copy();b.setReferenceGeometry(e);this._cuttingPlanes.push(b);return this._isActive?[4,this._resetCuttingPlane(b)]:[2,!0];case 1:return g.sent(),[4,this._engine.updateCuttingSection(this)];case 2:return g.sent(),[2,!0]}})})};f.prototype.setPlane=function(a,d,c){void 0===c&&(c=null);return __awaiter(this,
+void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:b=this._cuttingPlanes[a];if(void 0===b)return[3,2];b.plane=d.copy();b.setReferenceGeometry(c);return this._isActive?[4,this._resetCuttingPlane(b)]:[3,2];case 1:return g.sent(),[2,this._engine.updateCuttingSection(this)];case 2:return[2]}})})};f.prototype.updatePlane=function(a,e,c,b,g){void 0===c&&(c=new d.Matrix);void 0===b&&(b=!1);void 0===g&&(g=!1);return __awaiter(this,void 0,void 0,function(){var f,l,h;
+return __generator(this,function(k){switch(k.label){case 0:f=this._cuttingPlanes[a];if(void 0===f)return[3,3];f.plane=e.copy();if(!this._isActive)return[3,3];if(null===f.instanceNodeId)return[3,2];this._engine.pauseRendering();l=f.getMatrix();g&&(l=new d.Matrix);h=d.Matrix.multiply(l,c);b&&f.setMatrix(h);return[4,Promise.all([this._model.setNodeMatrix(f.instanceNodeId,h),this._engine.updateCuttingSection(this)])];case 1:return k.sent(),this._engine.resumeRendering(),[3,3];case 2:return[2,this._engine.updateCuttingSection(this)];
+case 3:return[2]}})})};f.prototype.removePlane=function(a){var e=[],c=this._cuttingPlanes[a];void 0!==c&&(null!==c.meshId&&null!==c.instanceNodeId&&e.push(this._destroyMeshes([c.meshId],[c.instanceNodeId])),this._cuttingPlanes.splice(a,1));this._isActive&&e.push(this._engine.updateCuttingSection(this));return d.Util.waitForAll(e)};f.prototype.getPlane=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.plane.copy():null};f.prototype.getNodeId=function(a){a=this._cuttingPlanes[a];return void 0!==
+a?a.instanceNodeId:null};f.prototype.getReferenceGeometry=function(a){a=this._cuttingPlanes[a];return void 0!==a?a.getReferenceGeometry():null};f.prototype.getPlaneIndexByNodeId=function(a){for(var d=0;d<this._cuttingPlanes.length;d++)if(this._cuttingPlanes[d].instanceNodeId===a)return d;return null};f.prototype.setPlaneOpacity=function(a,d){a=this._cuttingPlanes[a];void 0!==a&&(a.opacity=d,null!==a.instanceNodeId&&this._model.setNodesOpacity([a.instanceNodeId],d))};f.prototype.setPlaneTransparency=
+function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setItemTransparency=function(a,d){this.setPlaneOpacity(a,d);return Promise.resolve()};f.prototype.setColor=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.color.assign(a);null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesFaceColor(d,a);return Promise.resolve()};f.prototype.setOpacity=function(a){for(var d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];g.opacity=
+a;null!==g.instanceNodeId&&d.push(g.instanceNodeId)}this._model.setNodesOpacity(d,a)};f.prototype.setTransparency=function(a){this.setOpacity(a);return Promise.resolve()};f.prototype.getCount=function(){return this._cuttingPlanes.length};f.prototype.clear=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.deactivate()];case 1:return a.sent(),this._cuttingPlanes.length=0,[2]}})})};f.prototype.activate=function(){return __awaiter(this,
+void 0,void 0,function(){var a,e,c,b,g;return __generator(this,function(f){switch(f.label){case 0:if(this._isActive)return[2];this._isActive=!0;if(!(0<this._cuttingPlanes.length))return[3,2];this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,.9999995231628418);a=[];e=[];c=0;for(b=this._cuttingPlanes;c<b.length;c++)g=b[c],a.push(this._createCuttingPlaneGeometry(g).then(function(b){null!==b&&e.push(b)}));return[4,d.Util.waitForAll(a)];case 1:f.sent(),this._initCuttingPlanesByNodeId(e),
+f.label=2;case 2:return[2,this._engine.addCuttingSection(this)]}})})};f.prototype.deactivate=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(e){return this._isActive?(this._isActive=!1,a=[],a.push(this._destroyGeometry()),a.push(this._engine.removeCuttingSection(this)),this._cuttingManager.hasActiveCuttingSection()||this._engine.setDefaultDepthRange(0,1),[2,d.Util.waitForAll(a)]):[2]})})};f.prototype.isActive=function(){return this._isActive};f.prototype.toJson=
+function(){return this._toJson()};f.prototype._toJson=function(){for(var a=[],d=0;d<this._cuttingPlanes.length;d++)a[d]=this._cuttingPlanes[d].toJson();return{planes:a}};f.prototype.forJson=function(){return this.toJson()};f.prototype.fromJson=function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l;return __generator(this,function(k){switch(k.label){case 0:return[4,this.clear()];case 1:k.sent();e=d.Internal.deepClone(a);c=e.planes;b=0;for(g=c;b<g.length;b++)f=g[b],l=new d.Internal.CuttingPlane,
+l.fromJson(f),this._cuttingPlanes.push(l);return[2,this.activate()]}})})};f.prototype._initCuttingPlanesByNodeId=function(a){this._model.setInstanceModifier(d.InstanceModifier.DoNotCut,a,!0);this._model.setInstanceModifier(d.InstanceModifier.DoNotExplode,a,!0);this._cuttingManager.getStandinGeometryPickable()||this._model.setInstanceModifier(d.InstanceModifier.DoNotSelect,a,!0)};f.prototype._destroyGeometry=function(){for(var a=[],d=[],c=0,b=this._cuttingPlanes;c<b.length;c++){var g=b[c];null!==g.meshId&&
+a.push(g.meshId);null!==g.instanceNodeId&&d.push(g.instanceNodeId);g.meshId=null;g.instanceNodeId=null}return this._destroyMeshes(a,d)};f.prototype._getInstanceNodeIds=function(){for(var a=[],d=0,c=this._cuttingPlanes;d<c.length;d++){var b=c[d].instanceNodeId;null!==b&&a.push(b)}return a};f.prototype._resetCuttingPlane=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:if(null===a.meshId||null===a.instanceNodeId)return[3,2];
+d=this._destroyMeshes([a.meshId],[a.instanceNodeId]);a.meshId=null;a.instanceNodeId=null;return[4,d];case 1:return c.sent(),[2,this._createInstanceGeometry(a)];case 2:if(null!==a.referenceGeometry)return[2,this._createInstanceGeometry(a)];c.label=3;case 3:return[2]}})})};f.prototype._createInstanceGeometry=function(a){return __awaiter(this,void 0,void 0,function(){var d,c;return __generator(this,function(b){switch(b.label){case 0:return d=[],[4,this._createCuttingPlaneGeometry(a)];case 1:return c=
+b.sent(),null!==c&&d.push(c),this._initCuttingPlanesByNodeId(d),[2]}})})};f.prototype._destroyMeshes=function(a,e){return __awaiter(this,void 0,void 0,function(){var c,b,g,f;return __generator(this,function(k){switch(k.label){case 0:return c=[],c.push(this._model.deleteMeshInstances(e)),c.push(this._model.deleteMeshes(a)),[4,d.Util.waitForAll(c)];case 1:k.sent();b=0;for(g=e;b<g.length;b++)f=g[b],this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.delete(f);return[2]}})})};f.prototype._createCuttingPlaneGeometry=
+function(a){return __awaiter(this,void 0,void 0,function(){var e,c,b,g,f,l,h,m;return __generator(this,function(k){switch(k.label){case 0:e=a.createMeshData();if(null===e)return[2,null];e.setBackfacesEnabled(!0);return[4,this._model.createMesh(e)];case 1:return c=k.sent(),a.meshId=c,b=d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay,g=a.plane.copy(),f=g.normal.copy().scale(-g.d),l=(new d.Matrix).setTranslationComponent(f.x,
+f.y,f.z),a.setMatrix(l.copy()),h=new d.MeshInstanceData(c,l,null,a.color,null,null,b),h.setOpacity(a.opacity),h.setLineColor(a.lineColor),this._engine.pauseRendering(),[4,this._model.createMeshInstance(h,void 0,!0,!0)];case 2:return m=k.sent(),a.instanceNodeId=m,this._viewer.selectionManager._incrementalBlacklistedInstanceNodes.add(m),this._model.setDepthRange([m],4.76837158203125E-7,1),this._engine.resumeRendering(),[2,m]}})})};__decorate([f.deprecated],f.prototype,"setPlaneTransparency",null);__decorate([f.deprecated],
+f.prototype,"setItemTransparency",null);__decorate([f.deprecated],f.prototype,"setTransparency",null);__decorate([f.deprecated],f.prototype,"forJson",null);return f}();d.CuttingSection=h})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,d){for(var c=0;c<d.length;c++)a.push(d[c])}d.emptyBytes=new Uint8Array(0);d.copyArray=function(a){return a.slice()};d.append=function(a,d){for(var c=0;c<d.length;c++)a.push(d[c])};d.last=function(a){console.assert(0<a.length);return a[a.length-1]};d.all=function(a){for(var d=0;d<a.length;d++)if(!a[d])return!1;return!0};d.chunkify=function(a,d){for(var c=[],b=0;b<a.length;b+=d)c.push(a.slice(b,b+d));return c};d.mapInPlace=function(a,d){for(var c=0;c<a.length;++c)a[c]=
+d(a[c]);return a};d.concatInPlace=f;d.concatAll=function(a){for(var d=[],c=0;c<a.length;c++)f(d,a[c]);return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.filterInPlace=function(d,a){for(var e=0,c=0;c<d.length;++c){var b=d[c];a(b)&&(d[e++]=b)}d.length=e}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._leftToRight=new Map;this._rightToLeft=new Map}a.prototype.set=function(a,c){this._leftToRight.set(a,c);this._rightToLeft.set(c,a)};a.prototype.getLeft=function(a){return this._rightToLeft.get(a)};a.prototype.getRight=function(a){return this._leftToRight.get(a)};return a}();d.Bimap=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this.value=a}a.create=function(d){return new a(d)};return a}();d.Boxed=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._stopTime=this._currentTime=0}a.prototype.stop=function(){this._stopTime=this._currentTime};a.prototype.isTicking=function(){this._refreshCurrentTime();return 0<this._remainingDuration()};a.prototype.tickFor=function(a){this._refreshCurrentTime();this._remainingDuration()>=a||(this._stopTime=this._currentTime+a)};a.prototype._remainingDuration=function(){return this._stopTime-this._currentTime};a.prototype._refreshCurrentTime=function(){this._currentTime=
+Date.now()};return a}();d.Clock=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._planes=[];this._absPlanes=[];this._signs=[];this._distanceScale=[];for(var c=a.length,b=0;b<a.length;b++)this._planes.push(a[b].slice());for(a=0;a<c;++a)for(this._planes[a][3]=-this._planes[a][3],this._absPlanes[a]=d.cwiseAbs3(this._planes[a]),this._signs[a]=[0,0,0],b=0;3>b;++b)this._signs[a][b]=0<=this._planes[a][b]?1:-1;for(a=0;a<c;++a)b=d.squaredNorm3(this._planes[a]),this._distanceScale[a]=0===b?0:1/b}a.fromPlaneCoefficients=function(d){for(var c=
+[],b=0;b<d.length;b++){var g=d[b];c.push([g.x,g.y,g.z,g.w])}return new a(c)};a.createFrustumFromMatrix=function(e){for(var c=[],b=0;3>b;++b)c[b]=d.sub4(d.col4(e,3),d.col4(e,b));for(b=0;3>b;++b)c[b+3]=d.add4(d.col4(e,3),d.col4(e,b));return new a(c)};a.prototype.testAxisAlignedBox=function(a,c){for(var b=this._planes.length,g=2,e=0;e<b;++e){var f=d.dot3(this._planes[e],a),h=d.dot3(this._absPlanes[e],c);if(f+h<=this._planes[e][3])return 0;f-h<this._planes[e][3]&&(g=1)}return g};a.prototype.axisAlignedBoxNotOutside=
+function(a,c){for(var b=this._planes.length,g=0;g<b;++g)if(d.dot3(this._planes[g],d.add3(a,d.cwiseProduct3(c,this._signs[g])))<=this._planes[g][3])return!1;return!0};a.prototype.sphereNotOutside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>e&&e*e*this._distanceScale[g]>=c)return!1}return!0};a.prototype.sphereFullyInside=function(a,c){for(var b=this._planes.length,g=0;g<b;++g){var e=d.dot3(this._planes[g],a)-this._planes[g][3];if(0>
+e||e*e*this._distanceScale[g]<c)return!1}return!0};a.prototype.pointInside=function(a){for(var c=this._planes.length,b=0;b<c;++b)if(0>d.dot3(this._planes[b],a)-this._planes[b][3])return!1;return!0};return a}();d.ConvexVolume=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){}a.isSupported=function(){return a._enabled&&"function"===typeof fetch&&"function"===typeof ReadableStream};a.request=function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){switch(b.label){case 0:return[4,fetch(a)];case 1:c=b.sent();if(200===c.status)return[2,c];throw new d.LoadError('Failed to fetch "'+a+'" with status '+c.status+".");}})})};a._enabled=!0;return a}();h.FetchApi=f})(d.Internal||(d.Internal=
+{}))})(Communicator||(Communicator={}));(function(d){(function(d){d.nop=function(){};d.identity=function(d){return d}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,e){return new Promise(function(c,b){var g=new XMLHttpRequest;g.open("GET",a,!0);e&&(g.responseType=e);g.onload=function(e){4===g.readyState&&(200===g.status?c(g):(e=new d.LoadError('XMLHttpRequest failed to GET "'+a+'" with status '+g.status+"."),b(e)))};g.onerror=function(a){b(a)};g.send()})}h.httpRequest=f;h.httpRequestBuffer=function(a){return __awaiter(this,void 0,void 0,function(){var d;return __generator(this,function(c){switch(c.label){case 0:return[4,
+f(a,"arraybuffer")];case 1:return d=c.sent(),[2,new Uint8Array(d.response)]}})})}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.copyMap=function(d){var a=new Map;d.forEach(function(d,c){a.set(c,d)});return a};d.copySet=function(d){var a=new Set;d.forEach(function(d){a.add(d)});return a};d.toSet=function(d){for(var a=new Set,e=0;e<d.length;e++)a.add(d[e]);return a}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._deferredValue=a}a.create=function(d){return new a(d)};a.prototype.get=function(){null!==this._deferredValue&&(this._resolvedValue=this._deferredValue(),this._deferredValue=null);return this._resolvedValue};return a}();d.Lazy=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.Lazy=d.Util.Lazy;var f=function(){function a(a){this._value=a}a.create=function(c){return new a(c)};a.prototype.get=function(){"function"===typeof this._value&&(this._value=this._value());return this._value};return a}();h.LazyObject=f;var a=function(){function a(a){"function"===typeof a&&(a=f.create(a));a instanceof Promise&&(a=this._rectifyResult(a));this._value=a}a.create=function(c){return new a(c)};a.prototype.isUnforced=function(){return this._value instanceof f};
+a.prototype.isResolved=function(){return!(this._value instanceof f)&&!(this._value instanceof Promise)};a.prototype.getResolved=function(){console.assert(this.isResolved());return this._value};a.prototype.then=function(a,b){this._value instanceof f&&(this._value=this._rectifyResult(this._value.get()));if(this._value instanceof Promise)return this._value.then(a,b);d.Util.TypeAssert(this._value);return Promise.resolve(this._value).then(a,b)};a.prototype._rectifyResult=function(a){var b=this;return a instanceof
+Promise?a.then(function(a){return b._value=a}):a};return a}();h.LazyPromise=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){d.fromIntegerMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e],g=d[b];a.set(parseInt(b,10),g)}return a};d.toIntegerMap=function(d){if(!(d instanceof Map))return d;var a={};d.forEach(function(d,c){a[c]=d});return a};d.fromRealNumberMap=function(d){if(d instanceof Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(Number(b),d[b])}return a};d.fromStringMap=function(d){if(d instanceof
+Map)return d;for(var a=new Map,e=0,c=Object.keys(d);e<c.length;e++){var b=c[e];a.set(b,d[b])}return a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(h){h.Todo=function(){for(var f=0;f<arguments.length;f++);throw new d.InternalLogicError;}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){h.TypeAssert=function(d){};h.TypeAssertNever=function(f){throw new d.InternalLogicError;}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.CompileTime||(d.CompileTime={});d.enable=!0;d.disable=!1})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._heap=[];this._comparator=a}a.prototype.clear=function(){this._heap.length=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._heap.length},enumerable:!0,configurable:!0});a.prototype.peek=function(){return this._heap[0]};a.prototype.push=function(a){this._heap.push(a);this._siftUp()};a.prototype.pop=function(){var a=this.peek(),c=this.length-1;0<c&&this._swap(0,c);this._heap.pop();this._siftDown();return a};a.prototype.replace=
+function(a){var c=this.peek();this._heap[0]=a;this._siftDown();return c};a.prototype._greater=function(a,c){return this._comparator(this._heap[a],this._heap[c])};a.prototype._swap=function(a,c){var b=[this._heap[c],this._heap[a]];this._heap[a]=b[0];this._heap[c]=b[1]};a.prototype._siftUp=function(){for(var a=this.length-1;0<a&&this._greater(a,(a+1>>>1)-1);)this._swap(a,(a+1>>>1)-1),a=(a+1>>>1)-1};a.prototype._siftDown=function(){for(var a=0;(a<<1)+1<this.length&&this._greater((a<<1)+1,a)||a+1<<1<
+this.length&&this._greater(a+1<<1,a);){var c=a+1<<1<this.length&&this._greater(a+1<<1,(a<<1)+1)?a+1<<1:(a<<1)+1;this._swap(a,c);a=c}};return a}();d.PriorityQueue=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){d.waitForAll=function(d){return Promise.all(d)}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){return function(){this.items=[];this.next=null}}(),a=function(){function a(){this.clear()}a.prototype.clear=function(){this._tail=this._head=new f;this._size=0};Object.defineProperty(a.prototype,"length",{get:function(){return this._size},enumerable:!0,configurable:!0});a.prototype.push=function(a){++this._size;if(1024===this._tail.items.length){var b=new f;this._tail=this._tail.next=b}this._tail.items.push(a)};a.prototype.pop=function(){console.assert(0<
+this._size);console.assert(0<this._head.items.length);--this._size;var a=this._head.items.shift();if(0===this._head.items.length){var b=this._head.next;null===b?console.assert(this._head===this._tail):this._head=b}return a};return a}();d.Queue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){var f=function(){return function(a,d){this.value=a;this.kids=d.slice()}}();d.RoseTree=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+(function(d){(function(d){d.utf8ArrayToStr=function(a){if("undefined"!==typeof window&&8192>a.length&&"escape"in window){var b=void 0;try{var c=String.fromCharCode.apply(null,a),d=window.escape(c);b=decodeURIComponent(d)}catch(p){b=""}return b}b="";d=a.length;for(c=0;c<d;){var e=a[c++];switch(e>>4){case 0:case 1:case 2:case 3:case 4:case 5:case 6:case 7:b+=String.fromCharCode(e);break;case 12:case 13:var f=a[c++];b+=String.fromCharCode((e&31)<<6|f&63);break;case 14:f=a[c++];var h=a[c++];b+=String.fromCharCode((e&
+15)<<12|(f&63)<<6|(h&63)<<0)}}return b};var f=/^\d+$/;d.isBase10Number=function(a){return f.test(a)};var a="0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz`~!@#$%^&*()_+-=[]{};:'\",.<>\\|/?".split("");d.compressUint=function(c){console.assert(0<=c);if(0===c)return a[0];for(var b=[];0!==c;){var d=Math.floor(c/a.length);b.push(a[c%a.length]);c=d}return b.join("")};var e="0000000 000000 00000 0000 000 00 0 ".split(" ");d.zeroPadHex32=function(a){a=a.toString(16);return e[a.length-1]+a}})(d.Internal||
+(d.Internal={}))})(Communicator||(Communicator={}));(function(d){(function(d){(function(d){d.isEmpty=function(a){return null===a||void 0===a};d.toArray=function(a){return Array.isArray(a)?a.slice():null===a||void 0===a?[]:[a]};d.fromArray=function(a){return 0===a.length?null:1===a.length?a[0]:a};d.push=function(a,d){return a?Array.isArray(a)?(a.push(d),a):[a,d]:d}})(d.TerseArray||(d.TerseArray={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._afterActionIdlePromise=this._beforeActionIdlePromise=this._action=this._timerId=null}a.prototype.isIdle=function(a){if(0===a)return null===this._timerId;h.TypeAssert(a);return null===this._action};a.prototype.waitForIdle=function(a){if(0===a){if(null===this._timerId)return Promise.resolve();null===this._beforeActionIdlePromise&&(this._beforeActionIdlePromise=d.Internal.OpenPromise.create());return this._beforeActionIdlePromise}h.TypeAssert(a);
+if(null===this._action)return Promise.resolve();null===this._afterActionIdlePromise&&(this._afterActionIdlePromise=d.Internal.OpenPromise.create());return this._afterActionIdlePromise};a.prototype._triggerIdlePromise=function(a){0===a?null!==this._beforeActionIdlePromise&&(this._beforeActionIdlePromise.resolve(),this._beforeActionIdlePromise=null):(h.TypeAssert(a),null!==this._afterActionIdlePromise&&(this._afterActionIdlePromise.resolve(),this._afterActionIdlePromise=null))};a.prototype._clearTimeout=
+function(){null!==this._timerId&&(clearTimeout(this._timerId),this._timerId=null)};a.prototype.clear=function(){this._clearTimeout();this._triggerIdlePromise(0);this._action=null;this._triggerIdlePromise(1)};a.prototype.set=function(a,c){var b=this;this._clearTimeout();this._action=c;this._timerId=setTimeout(function(){b._timerId=null;b._triggerIdlePromise(0);var a=b._afterActionIdlePromise;b._afterActionIdlePromise=null;b._action();null===b._timerId&&(b._action=null);null!==a&&a.resolve()},a)};return a}();
+h.Timer=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){d=d.Internal||(d.Internal={});d=d.Unicode||(d.Unicode={});d.Subscript2="\u00b2";d.Subscript3="\u00b3"})(Communicator||(Communicator={}));
+(function(d){(function(d){function f(a,c){return a[0]*c[0]+a[1]*c[1]+a[2]*c[2]}function a(a){var c=a[0],b=a[1];a=a[2];return c*c+b*b+a*a}d.toVec3=function(a){return[a.x,a.y,a.z]};d.cwiseAbs3=function(a){return[Math.abs(a[0]),Math.abs(a[1]),Math.abs(a[2])]};d.cwiseProduct3=function(a,c){return[a[0]*c[0],a[1]*c[1],a[2]*c[2]]};d.add3=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2]]};d.sub3=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2]]};d.add4=function(a,c){return[a[0]+c[0],a[1]+c[1],a[2]+c[2],
+a[3]+c[3]]};d.sub4=function(a,c){return[a[0]-c[0],a[1]-c[1],a[2]-c[2],a[3]-c[3]]};d.dot3=f;d.squaredNorm3=a;d.norm3=function(d){return Math.sqrt(a(d))};d.scale3=function(a,c){return[a*c[0],a*c[1],a*c[2]]};d.row4=function(a,c){a=a.m;c*=4;return[a[c],a[c+1],a[c+2],a[c+3]]};d.col4=function(a,c){a=a.m;return[a[c],a[c+4],a[c+8],a[c+12]]};d.projectSquaredSize=function(a,c,b){a=f(a,b)+b[3];a*=a;1E-5>a&&(a=1E-5);return c/a}})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
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+return[2]}null===this._idlePromise&&(this._idlePromise=h.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.push=function(a){"function"===typeof a&&(a=h.Lazy.create(a));this._activePromiseCount<this._maxActivePromises?(console.assert(0===this._deferredActions.length),this._immediateAction(a)):this._deferredActions.push(a)};a.prototype._immediateAction=function(a){var c=this;if(this._failed)return console.assert(0===this._deferredActions.length),!0;try{var b=a.get()}catch(g){this._suppressFailures||
+(this._failed=!0,this._failureError=g,this._deferredActions.clear())}if(void 0===b)return!0;++this._activePromiseCount;b.then(function(b){c._finalizePromise();return b}).catch(function(b){c._finalizePromise();throw b;});return!1};a.prototype._finalizePromise=function(){--this._activePromiseCount;this._failed&&console.assert(0===this._deferredActions.length);if(0<this._deferredActions.length){do{var a=this._deferredActions.pop();if(!this._immediateAction(a))break}while(0<this._deferredActions.length)
+}this._tryActivateIdlePromise()};a.prototype._tryActivateIdlePromise=function(){0===this._activePromiseCount&&(console.assert(0===this._deferredActions.length),null!==this._idlePromise&&(this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null))};return a}();h.ActionQueue=f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(a){this._idlePromise=this._pending=this._active=null;this._suppressFailures=a}a.prototype.isIdle=function(){return null===this._active};a.prototype.waitForIdle=function(){if(this.isIdle())return Promise.resolve();null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return this._idlePromise};a.prototype.set=function(a){var c=this;"function"===typeof a&&(a=d.Lazy.create(a));if(null===this._active){var b=void 0;try{b=a.get()}catch(g){return this._advance(!this._suppressFailures,
+g)}if(void 0===b)return this._advance(!1,null);this._active=b.then(function(){c._advance(!1,null)}).catch(function(b){c._advance(!c._suppressFailures,b)})}else this._pending=a};a.prototype._advance=function(a,c){this._active=null;a&&(this._pending=null);null===this._pending?null!==this._idlePromise&&(a?this._idlePromise.reject(c):this._idlePromise.resolve(),this._idlePromise=null):(a=this._pending,this._pending=null,this.set(a))};a.prototype.clear=function(){this._pending=null};return a}();d.CurrentAction=
+f})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._action=new d.CurrentAction(!0);this._latestPromise=null;this._timestamp=0}a.prototype.isIdle=function(){return null===this._latestPromise&&this._action.isIdle()};a.prototype.set=function(a){var c=this,b=++this._timestamp;null!==this._latestPromise&&this._latestPromise.reject(void 0);var g=d.OpenPromise.create();this._latestPromise=g;this._action.clear();this._action.waitForIdle().then(function(){b===c._timestamp&&c._action.set(function(){if(b===
+c._timestamp){g===c._latestPromise&&(c._latestPromise=null);"function"===typeof a&&(a=d.Lazy.create(a));try{var e=a.get()}catch(l){return c._advance(g,!0,l)}return void 0===e?c._advance(g,!1,null):e.then(function(){return c._advance(g,!1,null)},function(b){return c._advance(g,!0,b)})}})});return g};a.prototype._advance=function(a,c,b){a===this._latestPromise&&(this._latestPromise=null);c?a.reject(b):a.resolve()};return a}();d.CurrentActionSync=f})(d.Util||(d.Util={}))})(Communicator||(Communicator=
+{}));(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,c){a=b;d=c});c.resolve=a;c.reject=d;return c}})(d.OpenPromise||(d.OpenPromise={}))})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));(function(d){(d.Internal||(d.Internal={})).OpenPromise=d.Util.OpenPromise})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){this._cache=new Map}a.prototype.clear=function(){this._cache.clear()};a.prototype.load=function(a,c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(d){b=this._cache.get(a);if(void 0!==b)return[2,b];this._cache.set(a,c);return[2,c]})})};return a}();d.PromiseCache=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(b,a,c){this._lazyPromise=b;this._wrapperPromise=a;null!==c&&(this.compareValue=c)}a.prototype.kill=function(){this._lazyPromise=null};a.prototype.fetch=function(b,a){var c=this;null===this._lazyPromise?(this._wrapperPromise.reject(null),setTimeout(a,0)):b(this._lazyPromise).then(function(b){c._wrapperPromise.resolve(b)}).catch(function(b){c._wrapperPromise.reject(b)})};return a}();d._DeferredPromise=f;var a=function(){function a(b,a,c){this._failed=
+!1;this._failureError=null;this._activePromiseCount=0;this._idlePromise=null;this._latestPromise=Promise.resolve();this._needsResorting=!1;console.assert(0<b,"Don't create a non-progressible queue.");this._maxActivePromises=b;this._deferredPromises=a;this._failureFailsAll=c}a.prototype.maxActivePromises=function(){return this._maxActivePromises};a.prototype.isIdle=function(){return 0===this._activePromiseCount};a.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(b){if(this.isIdle()){if(this._failureFailsAll&&this._failed)throw this._failureError;return[2]}null===this._idlePromise&&(this._idlePromise=d.OpenPromise.create());return[2,this._idlePromise]})})};a.prototype.killDeferred=function(){for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();a.kill();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._push=function(b,a){"function"===typeof b&&(b=d.Lazy.create(b));return this._latestPromise=b=this._activePromiseCount<
+this._maxActivePromises?this._immediatePromise(b):this._deferPromise(b,a)};a.prototype._resort=function(){console.assert(this._needsResorting);this._needsResorting=!1;for(var b=[];0<this._deferredPromises.length;){var a=this._dequeue();b.push(a)}for(var c=0;c<b.length;c++)a=b[c],this._queue(a)};a.prototype._deferPromise=function(b,a){var c=d.OpenPromise.create();b=new f(b,c,a);this._queue(b);return c};a.prototype._immediatePromise=function(b){return __awaiter(this,void 0,void 0,function(){var a,c;
+return __generator(this,function(d){switch(d.label){case 0:if(this._failureFailsAll&&this._failed)throw this._failureError;++this._activePromiseCount;d.label=1;case 1:return d.trys.push([1,3,,4]),[4,b.get()];case 2:return a=d.sent(),this._finalizePromise(),[2,a];case 3:throw c=d.sent(),this._failureFailsAll&&!this._failed&&(this._failed=!0,this._failureError=c,null!==this._idlePromise&&this._idlePromise.reject(c)),this._finalizePromise(),c;case 4:return[2]}})})};a.prototype._finalizePromise=function(){var b=
+this;--this._activePromiseCount;0<this._deferredPromises.length?(this._needsResorting&&this._resort(),this._dequeue().fetch(function(a){return b._immediatePromise(a)},function(){b._finalizePromise()})):0===this._activePromiseCount&&(null!==this._idlePromise&&(this._failureFailsAll&&this._failed?this._idlePromise.reject(this._failureError):this._idlePromise.resolve(),this._idlePromise=null),this._latestPromise=Promise.resolve())};return a}();d.PromiseQueueImpl=a;var e=function(a){function b(b,c){return a.call(this,
+b,new d.Queue,c)||this}__extends(b,a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b){return this._push(b,null)};b.prototype.waitOnLatest=function(){return this._latestPromise.then(d.nop,d.nop)};return b}(a);d.PromiseQueue=e;a=function(a){function b(b,c,e){var g=this;g=new d.PriorityQueue(function(b,a){return c(b.compareValue,a.compareValue)});return g=a.call(this,b,g,e)||this}__extends(b,
+a);b.prototype._queue=function(b){this._deferredPromises.push(b)};b.prototype._dequeue=function(){return this._deferredPromises.pop()};b.prototype.push=function(b,a){return this._push(b,a)};b.prototype.markDirty=function(){this._needsResorting=!0};return b}(a);d.PriorityPromiseQueue=a})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(){var a,d,c=new Promise(function(b,g){a=function(a){c.state=1;b(a)};d=function(b){c.state=2;g(b)}});c.state=0;c.resolve=a;c.reject=d;return c}})(d.TrackedOpenPromise||(d.TrackedOpenPromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){d.create=function(a,d){var c=new Promise(function(b,g){d.then(function(){c.isReady=!0;b(a)},g)});c.unsafeValue=a;c.readyPromise=d;c.isReady=!1;return c}})(d.UnsafePromise||(d.UnsafePromise={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e,f){var g=a.call(this)||this;g._position=new d.Point2(b,c);g._modifiers=e;g._inputType=f;return g}__extends(c,a);c.prototype.getPosition=function(){return this._position.copy()};c.prototype.shiftDown=function(){return(this._modifiers&d.KeyModifiers.Shift)===d.KeyModifiers.Shift};c.prototype.altDown=function(){return(this._modifiers&d.KeyModifiers.Alt)===d.KeyModifiers.Alt};c.prototype.controlDown=function(){return(this._modifiers&d.KeyModifiers.Control)===
+d.KeyModifiers.Control};c.prototype.commandDown=function(){return(this._modifiers&d.KeyModifiers.Command)===d.KeyModifiers.Command};c.prototype.getEventType=function(){return this._inputType};c.prototype.getModifiers=function(){return this._modifiers};return c}(h.InputEvent);h.MouseInputEventBase=f;var a=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._button=d;b._buttons=e;return b}__extends(c,a);c.prototype.getButton=function(){return this._button};c.prototype.getButtons=function(){return this._buttons};
+return c}(f);h.MouseInputEvent=a;f=function(a){function c(b,c,d,e,f,h){b=a.call(this,b,c,f,h)||this;b._wheelDelta=d;b._buttons=e;return b}__extends(c,a);c.prototype.getWheelDelta=function(){return this._wheelDelta};c.prototype.getButtons=function(){return this._buttons};return c}(f);h.MouseWheelInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a){this._selection=a}a.prototype.getType=function(){return this._selection?this._selection.getSelectionType():d.SelectionType.None};a.prototype.getSelection=function(){return this._selection};a._createNull=function(){return new a(d.Selection.SelectionItem.create())};return a}();h.NodeSelectionEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,g,e,f){var k=a.call(this)||this;k._id=c;k._position=new d.Point2(b,g);k._buttons=e;k._inputType=f;return k}__extends(e,a);e.prototype.getId=function(){return this._id};e.prototype.getPosition=function(){return this._position};e.prototype.getEventType=function(){return this._inputType};e.prototype.getButtons=function(){return this._buttons};return e}(h.InputEvent);h.TouchInputEvent=f})(d.Event||(d.Event={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){var f=function(){function a(){}a.calculate=function(a,c,b,d){var g=2/(c+2*b+d);a=a<=c?this._PA(a,g,c):a>=c&&a<=c+b?this._PA(a,g,c):this._PC(a,g,c,b,d);return a=Math.min(a,1)};a._PA=function(a,c,b){return a*a*.5*c/b};a._PB=function(a,c,b){return this._PA(b,c,b)+(a-b)*c};a._PC=function(a,c,b,d,f){return this._PB(b+d,c,b)+(a-(b+d))*c*(1-.5*(a-(b+d))/f)};return a}();d.EaseInEaseOut=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b,g,f){this._startTime=this._completeCallback=null;this._progress=0;this._targetMoveDelta=this._positionMoveDelta=null;this._interpolationUsesRotation=!1;this._endQuaternion=this._beginQuaternion=null;this._fieldHeightDelta=this._fieldWidthDelta=this._viewVectorLengthDelta=this._viewVectorLength=0;this._beginCam=a.copy();this._endCam=c.copy();a=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()).normalize();c=this._endCam.getUp().normalize();
+c=d.Point3.cross(c,a);a=d.Point3.cross(a,c);this._endCam.setUp(a.normalize());this._completeCallback=g;this._duration=b;this._view=f}a.prototype.isComplete=function(){return 1<=this._progress};a.prototype.getCallback=function(){return this._completeCallback};a.prototype.stop=function(){};a.prototype.start=function(){this._startTime=Date.now();this._progress=0;this._init();this._view.getProjectionMode()!==this._endCam.getProjection()&&this._view.setProjectionMode(this._endCam.getProjection())};a.prototype.update=
+function(){if(null!==this._startTime){var a=(Date.now()-this._startTime)/this._duration;a=Math.min(a,1);a=Math.max(a,0);a=h.EaseInEaseOut.calculate(a,.49,.02,.49);a=Math.min(a,1);a=Math.max(a,0);var c=d.Point3.scale(this._positionMoveDelta,a),b=d.Point3.scale(this._targetMoveDelta,a),g=this._beginCam.getUp(),f=d.Point3.add(this._beginCam.getPosition(),c);b=d.Point3.add(this._beginCam.getTarget(),b);c=this._beginCam.getWidth()+a*this._fieldWidthDelta;var l=this._beginCam.getHeight()+a*this._fieldHeightDelta;
+if(this._interpolationUsesRotation){f=this._viewVectorLength+this._viewVectorLengthDelta*a;var n=d.Quaternion.interpolate(this._beginQuaternion,this._endQuaternion,a);n=d.Quaternion.toMatrix(n);f=new d.Point3(b.x-n.m[8]*f,b.y-n.m[9]*f,b.z-n.m[10]*f);g.set(n.m[4],n.m[5],n.m[6])}g=d.Camera.create(f,b,g,this._endCam.getProjection(),c,l,this._endCam.getNearLimit());this._view.setCamera(g);this._progress=a;1<=this._progress&&this._view.setCamera(this._endCam)}};a.prototype.getMatrixFromCamera=function(a){var c=
+d.Point3.subtract(a.getTarget(),a.getPosition()).normalize();a=a.getUp().normalize();a=d.Point3.cross(a,c);var b=d.Point3.cross(c,a);return d.Matrix.createFromBasis(a,b,c)};a.prototype._init=function(){var a=d.Point3.subtract(this._beginCam.getTarget(),this._beginCam.getPosition()),c=d.Point3.subtract(this._endCam.getTarget(),this._endCam.getPosition()),b=a.length(),g=c.length()-b;a.normalize();c.normalize();c=d.Point3.subtract(a,c);var f=d.Point3.subtract(this._endCam.getUp(),this._beginCam.getUp());
+a=!0;1E-4>c.length()&&1E-4>f.length()&&(a=!1);f=c=null;if(a){c=this.getMatrixFromCamera(this._beginCam);f=this.getMatrixFromCamera(this._endCam);c=d.Quaternion.createFromMatrix(c);f=d.Quaternion.createFromMatrix(f);var l=d.Quaternion.subtract(c,f).magnitudeSquared();d.Quaternion.add(c,f).magnitudeSquared()<l&&f.negate()}this._interpolationUsesRotation=a;this._beginQuaternion=c;this._endQuaternion=f;this._viewVectorLength=b;this._viewVectorLengthDelta=g;this._positionMoveDelta=d.Point3.subtract(this._endCam.getPosition(),
+this._beginCam.getPosition());this._targetMoveDelta=d.Point3.subtract(this._endCam.getTarget(),this._beginCam.getTarget());this._fieldWidthDelta=this._endCam.getWidth()-this._beginCam.getWidth();this._fieldHeightDelta=this._endCam.getHeight()-this._beginCam.getHeight()};return a}();h.CameraInterpolation=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(){this._activeInterpolation=null;this._updateTimer=new d.Util.Timer;this._updateInterval=16}a.prototype.stop=function(){this._activeInterpolation&&this._activeInterpolation.stop();this._activeInterpolation=null;this._updateTimer.clear()};a.prototype.start=function(a,c){void 0===c&&(c=!0);if(this._activeInterpolation&&!c)return!1;this.stop();this._activeInterpolation=a;this._activeInterpolation.start();this.update();return!0};a.prototype.update=
+function(){var a=this;if(this._activeInterpolation)if(this._activeInterpolation.update(),this._activeInterpolation.isComplete()){var c=this._activeInterpolation.getCallback();null!==c&&c()}else this._updateTimer.isIdle(0)&&this._updateTimer.set(this._updateInterval,function(){a.update()})};return a}();h.InterpolationManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._markupItems=new Map;this._selectedMarkup=this._activeView=null;this._pendingUpdateHandleTimer=new d.Util.Timer;this._pickTolerance=0;this._callbackManager=a;this._domElements=c;this._markupRenderer=b}a.prototype.shutdown=function(){this.setActiveView(null);this._markupItems.forEach(function(a){a.remove()});this._markupItems.clear()};a.prototype._updateLater=function(a){var c=this;this._pendingUpdateHandleTimer.isIdle(0)&&this._pendingUpdateHandleTimer.set(0,
+function(){c.update()});null!==a&&this._pendingUpdateHandleTimer.waitForIdle(1).then(function(){a.resolve()})};a.prototype.updateLater=function(){this._updateLater(null)};a.prototype.update=function(){this._pendingUpdateHandleTimer.clear();this.renderMarkup();this.renderActiveViewMarkup()};a.prototype.registerMarkupItem=function(a){var c=d.UUID.create();this._markupItems.set(c,a);return c};a.prototype.unregisterMarkupItem=function(a){var c=this._markupItems.get(a);c&&(c.remove&&c.remove(),this._markupItems.delete(a))};
+a.prototype.getActiveView=function(){return this._activeView};a.prototype.setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,d,e,f,n;return __generator(this,function(g){switch(g.label){case 0:this._selectedMarkup&&(this._selectedMarkup.onDeselect(),this._selectedMarkup=null);c=this._activeView;this._activeView=a;if(null===c||c===a)return[3,2];b=c.getMarkup();d=0;for(e=b;d<e.length;d++)f=e[d],f.remove();n=h.OpenPromise.create();this._updateLater(n);return[4,n];case 1:return g.sent(),
+this._callbackManager.trigger("viewDeactivated",c),[3,4];case 2:return[4,this._pendingUpdateHandleTimer.waitForIdle(1)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};a.prototype.renderMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getMarkupSvgElement());this._markupRenderer._clear();this._markupItems.forEach(function(a){a.draw()});this._markupRenderer._finalize()};a.prototype.renderActiveViewMarkup=function(){this._markupRenderer._setCanvas(this._domElements.getRedlineSvgElement());
+this._markupRenderer._clear();if(this._activeView){for(var a=0,c=this._activeView.getMarkup();a<c.length;a++)c[a].draw();this._markupRenderer._finalize()}};a.prototype.getPickTolerance=function(){return this._pickTolerance};a.prototype.setPickTolerance=function(a){this._pickTolerance=a};a.prototype.pick=function(a){var c=this;if(this._activeView)for(var b=0,d=this._activeView.getMarkup();b<d.length;b++){var e=d[b];if(e.hitWithTolerance(a,this._pickTolerance)||e.hit(a))return e}var f=null;this._markupItems.forEach(function(b){null===
+f&&(b.hitWithTolerance(a,c._pickTolerance)||b.hit(a))&&(f=b)});return f};a.prototype.select=function(a){if(this._selectedMarkup&&a!==this._selectedMarkup)this._selectedMarkup.onDeselect();if(this._selectedMarkup=a)this._selectedMarkup.onSelect();this.update()};a.prototype.getSelected=function(){return this._selectedMarkup};return a}();h.MarkupItemManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._center=d.Point2.zero();b._radius=1;return b}__extends(b,a);b.prototype.set=function(b,a){this._center.assign(b);this.setRadius(a)};b.prototype.getCenter=function(){return this._center.copy()};b.prototype.setCenter=function(b){this._center.assign(b)};b.prototype.getRadius=function(){return this._radius};b.prototype.setRadius=function(b){this._radius=b};return b}(f.FilledShape);f.Circle=
+a;var e=function(){return function(a,b){this.center=a.copy();this.radius=b}}();f._MarkupCircleData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._circles=[];return b}__extends(b,a);b.prototype.clear=function(){this._circles=[]};b.prototype.addCircle=function(b,a){this._circles.push(new e(b,a))};b.prototype.getCircles=function(){return this._circles};return b}(f.FilledShape);f.CircleCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){(function(f){var a=function(a){function b(b,c){var g=a.call(this)||this;g._p1=b?b.copy():d.Point2.zero();g._p2=c?c.copy():d.Point2.zero();return g}__extends(b,a);b.prototype.set=function(b,a){this._p1.assign(b);this._p2.assign(a)};b.prototype.getP1=function(){return this._p1.copy()};b.prototype.setP1=function(b){this._p1.assign(b)};b.prototype.getP2=function(){return this._p2};b.prototype.setP2=function(b){this._p2.assign(b)};return b}(f.EndcapShape);f.Line=a;var e=function(){return function(a,
+b){this.p1=a.copy();this.p2=b.copy()}}();f._MarkupLineData=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._lines=[];return b}__extends(b,a);b.prototype.addLine=function(b,a){this._lines.push(new e(b,a))};b.prototype.getLines=function(){return this._lines};b.prototype.clear=function(){this._lines=[]};return b}(f.EndcapShape);f.LineCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._padding=5;this._text=new f.TextMarkupBase;this._box=new f.RectangleBase;this._box.setFillOpacity(0);this._box.setFillColor(d.Color.white())}a.prototype._assign=function(b){this._text._assign(b._text);this._box._assign(b._box);this._padding=b._padding};a.prototype.getTextPortion=function(){return this._text};a.prototype.getBoxPortion=function(){return this._box};a.prototype.getPadding=function(){return this._padding};a.prototype.setPadding=
+function(b){this._padding=b};return a}();f.TextBoxBase=a;var e=function(a){function b(b,c){var g=a.call(this)||this;g._position=d.Point2.zero();g._textStr="";b&&g._position.assign(b);c&&(g._textStr=c);return g}__extends(b,a);b.prototype._assign=function(b){a.prototype._assign.call(this,b);this._position.assign(b._position)};b.prototype.getPosition=function(){return this._position.copy()};b.prototype.setPosition=function(b){this._position.assign(b)};b.prototype.getTextString=function(){return this._textStr};
+b.prototype.setTextString=function(b){this._textStr=b};return b}(a);f.TextBox=e;a=function(a){function b(){var b=null!==a&&a.apply(this,arguments)||this;b._textStrings=[];return b}__extends(b,a);b.prototype.clear=function(){this._textStrings=[]};b.prototype.addString=function(b,a){this._textStrings.push(new f._MarkupTextData(b,a))};b.prototype.getStrings=function(){return this._textStrings};return b}(a);f.TextBoxCollection=a})(h.Shape||(h.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){var f=function(){return function(a,c){this.markupView=a;this.itemResults=c}}();h._MarkupViewConstruction=f;var a=function(){function a(a,b,d,e,f,h){void 0===h&&(h=null);this._faceVisibility=this._lineVisibility=!0;this._markupItems=new Set;this._sheetId=null;this._colorMap=new Map;this._snapshotImage=null;this._defaultVisibility=!0;this._visibilityExceptions=new Set;this._uniqueId=a;this._camera=d;this._name=b;this._explodeMagnitude=e;this._cuttingPlaneData=f;this._sheetId=h}
+a.prototype.getCamera=function(){return this._camera};a.prototype.getSheetId=function(){return this._sheetId};a.prototype.getUniqueId=function(){return this._uniqueId};a.prototype.getName=function(){return this._name};a.prototype.setName=function(a){this._name=a};a.prototype.getLineVisibility=function(){return this._lineVisibility};a.prototype.setLineVisibility=function(a){this._lineVisibility=a};a.prototype.getFaceVisibility=function(){return this._faceVisibility};a.prototype.setFaceVisibility=function(a){this._faceVisibility=
+a};a.prototype.addMarkupItem=function(a){this._markupItems.add(a)};a.prototype.getMarkup=function(){return d.Util.setToArray(this._markupItems)};a.prototype.removeMarkup=function(a){a.remove();return this._markupItems.delete(a)};a.prototype.getCuttingPlaneData=function(){return this._cuttingPlaneData};a.prototype.setCuttingPlaneData=function(a){this._cuttingPlaneData=a};a.prototype.getExplodeMagnitude=function(){return this._explodeMagnitude};a.prototype.setExplodeMagnitude=function(a){this._explodeMagnitude=
+a};a.prototype.getColorMap=function(){return this._colorMap};a.prototype.setColorMap=function(a){this._colorMap=a};a.prototype.getDefaultVisibility=function(){return this._defaultVisibility};a.prototype.setDefaultVisibility=function(a){this._defaultVisibility=a};a.prototype.getVisibilityExceptions=function(){return this._visibilityExceptions};a.prototype.setVisibilityExceptions=function(a){this._visibilityExceptions=a};a.prototype.getSnapshotImage=function(){return this._snapshotImage};a.prototype.setSnapshotImage=
+function(a){this._snapshotImage=a};a.prototype._handleLoadMarkupItem=function(a){return a instanceof h.MarkupItem?(this.addMarkupItem(a),!0):!1};a._fromJson=function(c,b){return __awaiter(this,void 0,void 0,function(){var g,e,l,h,m,p,q,r,u,t,v,w,z,x,y,A,B,D,C,E,F,H;return __generator(this,function(k){switch(k.label){case 0:g=c;e=d.Camera.fromJson(g.camera);g.hasOwnProperty("sheetId")&&g.sheetId&&(h=parseInt(c.sheetId,10),isNaN(h)||(l=h));m=new a(g.uniqueId,g.name,e,g.explodeMagnitude,g.cuttingData,
+l);m.setLineVisibility(g.lineVisibility);m.setFaceVisibility(g.faceVisibility);void 0!==g.defaultVisibility&&void 0!==g.visibilityExceptions&&(m.setDefaultVisibility(g.defaultVisibility),p=new Set,g.visibilityExceptions.forEach(function(b){p.add(b)}),m.setVisibilityExceptions(p));q=new Map;r=g.colors;if(Array.isArray(r))for(u=0,t=r;u<t.length;u++)v=t[u],w=v[0],z=d.Color.fromJson(v[1]),q.set(w,z);m.setColorMap(q);x=[];console.assert(Array.isArray(g.markup));y=0;for(A=g.markup;y<A.length;y++)if(B=A[y],
+D=d.Internal.classFromString(B.className))C=D.fromJson(B,b),C instanceof Promise?x.push(C.then(function(b){return m._handleLoadMarkupItem(b)})):x.push(Promise.resolve(m._handleLoadMarkupItem(C)));E=g.imageSrc;void 0!==E&&0<E.length&&(F=new Image,F.src=E,m.setSnapshotImage(F));return[4,Promise.all(x)];case 1:return H=k.sent(),[2,new f(m,H)]}})})};a.prototype.toJson=function(){return this._toJson()};a.prototype._toJson=function(){var a={uniqueId:this._uniqueId,name:this._name,camera:this._camera.toJson(),
+cuttingData:this._cuttingPlaneData,explodeMagnitude:this._explodeMagnitude,lineVisibility:this._lineVisibility,faceVisibility:this._faceVisibility,markup:[],sheetId:this._sheetId,defaultVisibility:this._defaultVisibility,visibilityExceptions:[],colors:[],imageSrc:""};this._markupItems.forEach(function(b){var c=b.toJson();c.className=b.getClassName();a.markup.push(c)});this._visibilityExceptions.forEach(function(b){a.visibilityExceptions.push(b)});this._colorMap.forEach(function(b,c){a.colors.push([c,
+b.toJson()])});null!==this._snapshotImage&&(a.imageSrc=this._snapshotImage.src);return a};a.prototype.forJson=function(){return this.toJson()};return a}();h.MarkupView=a})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e,f,h){var g=a.call(this)||this;g._markupViews=new Map;g._defaultViewCounter=1;g._markupItemManager=b;g._callbackManager=d;g._explodeManager=e;g._cuttingManager=f;g._viewer=c;g._sheetManager=h;g._initEvents();return g}__extends(e,a);e.prototype._initEvents=function(){var a=this;this._callbackManager.bind({modelSwitchStart:function(){a._markupItemManager.shutdown()}})};e.prototype.getView=function(a){a=this._markupViews.get(a);return void 0!==
+a?a:null};e.prototype.getViewKeys=function(){var a=[];this._markupViews.forEach(function(b,c){a.push(c)});return a};e.prototype.loadData=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,n,m=this;return __generator(this,function(g){b=[];c=0;for(e=a;c<e.length;c++)f=e[c],n=d.Markup.MarkupView._fromJson(f,this._viewer).then(function(b){if(!h.all(b.itemResults))return!1;b=b.markupView;var a=b.getUniqueId();return m._markupViews.has(a)?!1:(m._markupViews.set(a,b),m._callbackManager.trigger("viewLoaded",
+b),!0)}),b.push(n);return[2,Promise.all(b)]})})};e.prototype.exportMarkup=function(){var a=[];this._markupViews.forEach(function(b){a.push(b.toJson())});return a};e.prototype.createView=function(a,b,g,e,f,h){void 0===a&&(a=this._createDefaultViewName());void 0===b&&(b=!0);void 0===g&&(g=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var c=this._viewer.view,k=d.UUID.create();a=new d.Markup.MarkupView(k,a,c.getCamera(),this._explodeManager.getMagnitude(),this._cuttingManager.toJson(),
+g);this._markupViews.set(k,a);a.setLineVisibility(c.getLineVisibility());a.setFaceVisibility(c.getFaceVisibility());null!==e&&(a.setDefaultVisibility(e.defaultVisibility),a.setVisibilityExceptions(e.visibilityExceptions));null!==f&&a.setColorMap(f);null!==h&&a.setSnapshotImage(h);this._markupItemManager.setActiveView(a);b&&this._callbackManager.trigger("viewCreated",a);return a};e.prototype._activateSheet=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){return null!==
+a?[2,this._sheetManager.setActiveSheetId(a,!0,!1)]:[2]})})};e.prototype._activateViewImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return[4,this._activateSheet(a.getSheetId())];case 1:return d.sent(),c=this._viewer.view,c.setFaceVisibility(a.getFaceVisibility()),c.setLineVisibility(a.getLineVisibility()),0<b?[4,this._markupItemManager.setActiveView(null)]:[3,4];case 2:return d.sent(),[4,c._setCameraPromise(a.getCamera(),
+b)];case 3:return d.sent(),[3,5];case 4:c.setCamera(a.getCamera()),d.label=5;case 5:return[4,this._setActiveView(a)];case 6:return d.sent(),[2]}})})};e.prototype._activateView=function(a,b){a=this._markupViews.get(a);return void 0!==a?(b=this._activateViewImpl(a,b),h.UnsafePromise.create(!0,b)):h.UnsafePromise.create(!1,Promise.resolve())};e.prototype.activateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){return[2,
+this._activateView(a,b)]})})};e.prototype.deprecatedActivateView=function(a,b){void 0===b&&(b=d.DefaultTransitionDuration);return this._activateView(a,b).unsafeValue};e.prototype._setActiveView=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d,e;return __generator(this,function(g){switch(g.label){case 0:return this._viewer.model.isDrawing()?null!==a.getSheetId()?[3,2]:[4,this._viewer.sheetManager.deactivateSheets()]:[3,5];case 1:return g.sent(),[3,4];case 2:b=a.getVisibilityExceptions();
+c=a.getDefaultVisibility();if(!(0<b.size&&c))return[3,4];d=[];b.forEach(function(b){d.push(b)});return[4,this._viewer.model.setNodesVisibility(d,!1)];case 3:g.sent(),g.label=4;case 4:return[3,8];case 5:return c=a.getDefaultVisibility(),[4,this._viewer.model.setNodesVisibility([this._viewer.model.getAbsoluteRootNode()],c)];case 6:g.sent();b=a.getVisibilityExceptions();if(!(0<b.size))return[3,8];e=[];b.forEach(function(b){e.push(b)});return[4,this._viewer.model.setNodesVisibility(e,!c)];case 7:g.sent(),
+g.label=8;case 8:return[4,this._markupItemManager.setActiveView(a)];case 9:return g.sent(),[4,this._cuttingManager.fromJson(a.getCuttingPlaneData())];case 10:return g.sent(),[4,this._viewer.model.setNodesColors(a.getColorMap())];case 11:return g.sent(),[4,this._explodeManager.setMagnitude(a.getExplodeMagnitude())];case 12:return g.sent(),[2]}})})};e.prototype.deleteView=function(a){var b=this._markupViews.get(a);return void 0!==b?(this._callbackManager.trigger("viewDeleted",b),b===this._markupItemManager.getActiveView()&&
+this._markupItemManager.setActiveView(null),this._markupViews.delete(a),!0):!1};e.prototype._createDefaultViewName=function(){return"View "+this._defaultViewCounter++};e.prototype.toJson=function(){return this.exportMarkup()};e.prototype.forJson=function(){return this.toJson()};return e}(d.MarkupTypeManager);h.MarkupViewManager=f})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){void 0===c&&(c=null);void 0===e&&(e=null);void 0===f&&(f=null);void 0===h&&(h=null);var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._lineMeshId=null;g._lineMeshInstanceId=null;g._lineColor=d.Color.red();g._lineOpacity=1;g._linePattern=null;g._linePatternLength=null;g._linePatternLengthUnit=null;g._viewer=b;g._firstPoint=c;g._secondPoint=e;g._firstNodeId=f;g._secondNodeId=h;return g}__extends(c,a);c.prototype.setLineColor=
+function(b){this._lineColor=b};c.prototype.getLineColor=function(){return this._lineColor};c.prototype.setLineOpacity=function(b){this._lineOpacity=b};c.prototype.getLineOpacity=function(){return this._lineOpacity};c.prototype.setLinePattern=function(b,a,c){this._linePattern=b;this._linePatternLength=a;this._linePatternLengthUnit=c};c.prototype.getLinePattern=function(){return void 0!==this._linePattern?this._linePattern:null};c.prototype.getLinePatternLength=function(){return void 0!==this._linePatternLength?
+this._linePatternLength:null};c.prototype.getLinePatternLengthUnit=function(){return void 0!==this._linePatternLengthUnit?this._linePatternLengthUnit:null};c.prototype.setFirstPoint=function(b){this._firstPoint=b};c.prototype.getFirstPoint=function(){return this._firstPoint};c.prototype.setSecondPoint=function(b){this._secondPoint=b};c.prototype.getSecondPoint=function(){return this._secondPoint};c.prototype.setFirstNodeId=function(b){this._firstNodeId=b};c.prototype.getFirstNodeId=function(){return this._firstNodeId};
+c.prototype.setSecondNodeId=function(b){this._secondNodeId=b};c.prototype.getSecondNodeId=function(){return this._secondNodeId};c.prototype.getNodeId=function(){return this._lineMeshInstanceId};c.prototype.removeLine=function(){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(a){switch(a.label){case 0:return b=this._viewer.model,null===this._lineMeshInstanceId?[3,3]:[4,b.deleteMeshInstances([this._lineMeshInstanceId])];case 1:return a.sent(),this._lineMeshInstanceId=
+null,null===this._lineMeshId?[3,3]:[4,b.deleteMeshes([this._lineMeshId])];case 2:a.sent(),this._lineMeshId=null,a.label=3;case 3:return[2]}})})};c.prototype.updateLine=function(){return __awaiter(this,void 0,void 0,function(){var b,a,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return[4,this.removeLine()];case 1:g.sent();if(null===this._firstPoint||null===this._secondPoint)return[3,4];b=new d.MeshData;b.addPolyline([this._firstPoint.x,this._firstPoint.y,this._firstPoint.z,this._secondPoint.x,
+this._secondPoint.y,this._secondPoint.z]);a=this._viewer.model;return[4,a.createMesh(b)];case 2:return this._lineMeshId=c=g.sent(),e=new d.MeshInstanceData(c),e.setLineColor(this._lineColor),e.setLineOpacity(this._lineOpacity),e.setCreationFlags(d.MeshInstanceCreationFlags.ExcludeBounding),[4,a.createMeshInstance(e)];case 3:f=g.sent(),null!==this._linePattern&&a.setNodesLinePattern([f],this._linePattern,this._linePatternLength,this._linePatternLengthUnit),this._lineMeshInstanceId=f,g.label=4;case 4:return[2]}})})};
+c.prototype.getId=function(){return this._uniqueId};c.prototype.setId=function(b){this._uniqueId=b};c.prototype.getClassName=function(){return c.className};c.prototype._toJson=function(){return{className:this.getClassName(),uniqueId:this._uniqueId,firstPoint:this.getFirstPoint(),secondPoint:this.getSecondPoint(),firstNodeId:this.getFirstNodeId(),secondNodeId:this.getSecondNodeId(),lineColor:this.getLineColor(),lineOpacity:this.getLineOpacity(),linePattern:this.getLinePattern(),linePatternLength:this.getLinePatternLength(),
+linePatternLengthUnit:this.getLinePatternLengthUnit()}};c.prototype.toJson=function(){return this._toJson()};c.fromJson=function(b,a){return __awaiter(this,void 0,void 0,function(){var g,e;return __generator(this,function(f){g=b;e=new c(a,d.Point3.fromJson(g.firstPoint),d.Point3.fromJson(g.secondPoint),g.firstNodeId,g.secondNodeId);e.setId(g.uniqueId);e.setLineColor(d.Color.fromJson(g.lineColor));e.setLineOpacity(g.lineOpacity);null!=g.linePattern&&null!=g.linePatternLength&&null!=g.linePatternLengthUnit&&
+e.setLinePattern(g.linePattern,g.linePatternLength,g.linePatternLengthUnit);return[2,e]})})};c.className="Communicator.Markup.Line.LineMarkup";return c}(h.MarkupItem);f.LineMarkup=a})(h.Line||(h.Line={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._viewer=b;return c}__extends(c,a);c.prototype.onDragStart=function(b){b;return!1};c.prototype.onDragMove=function(b){b;return!1};c.prototype.onDragEnd=function(b){b;return!1};c.prototype.remove=function(){this._viewer.trigger("redlineDeleted",this);this._viewer.markupManager.refreshMarkup()};return c}(d.MarkupItem);f.RedlineItem=a})(d.Redline||(d.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._svgDefsElement=this._svgCanvas=null;this._svgElements=[];this._svgTextElements=[]}a.prototype._setCanvas=function(a){this._svgCanvas=a;this._svgDefsElement=document.createElementNS(f.Util.svgNamespace,"defs");this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._clear=function(){if(null===this._svgCanvas||null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");for(;this._svgCanvas.firstChild;)this._svgCanvas.removeChild(this._svgCanvas.firstChild);this._svgElements=
+[];for(this._svgTextElements=[];this._svgDefsElement.firstChild;)this._svgDefsElement.removeChild(this._svgDefsElement.firstChild);this._svgCanvas.appendChild(this._svgDefsElement)};a.prototype._finalize=function(){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");for(var a=0,b=this._svgElements;a<b.length;a++){var g=b[a];this._svgCanvas.appendChild(g)}a=0;for(b=this._svgTextElements;a<b.length;a++)g=b[a],this._svgCanvas.appendChild(g)};a.prototype.drawCircle=function(a){return this._addCircleNode(a.getCenter(),
+a.getRadius(),a)};a.prototype.drawCircles=function(a){for(var b=[],c=0,d=a.getCircles();c<d.length;c++){var e=d[c];e=this._addCircleNode(e.center,e.radius,a);b.push(e)}return b};a.prototype.drawLine=function(a){return this._addLineElement(a.getP1(),a.getP2(),a)};a.prototype.drawLines=function(a){for(var b=[],c=0,d=a.getLines();c<d.length;c++){var e=d[c];e=this._addLineElement(e.p1,e.p2,a);b.push(e)}return b};a.prototype.drawText=function(a){return this._addTextElement(a.getText(),a.getPosition(),
+a)};a.prototype.drawTexts=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextElement(e.text,e.position,a);b.push(e)}return b};a.prototype.measureText=function(a,b){if(null===this._svgCanvas)throw new d.CommunicatorError("canvas not set");a=this._createTextElement(a,d.Point2.zero(),b);this._svgCanvas.appendChild(a);b=a.getBoundingClientRect();b=new d.Point2(b.width,b.height);this._svgCanvas.removeChild(a);return b};a.prototype.measureTextBox=function(a){var b=this.measureText(a.getTextString(),
+a.getTextPortion());b.x+=2*a.getBoxPortion().getStrokeWidth();b.y+=2*a.getBoxPortion().getStrokeWidth();b.x+=2*a.getPadding();b.y+=2*a.getPadding();return b};a.prototype.drawPolyline=function(a){return this._addPolylineElement(a.getPoints(),a)};a.prototype.drawPolylines=function(a){for(var b=[],c=0,d=a.getPolylines();c<d.length;c++){var e=this._addPolylineElement(d[c],a);b.push(e)}return b};a.prototype.drawPolygon=function(a){return this._addPolygonElement(a.getPoints(),a)};a.prototype.drawPolygons=
+function(a){for(var b=[],c=0,d=a.getPolygons();c<d.length;c++){var e=this._addPolygonElement(d[c],a);b.push(e)}return b};a.prototype.drawRectangle=function(a){return this._addRectangleElement(a.getPosition(),a.getSize(),a)};a.prototype.drawRectangles=function(a){for(var b=[],c=0,d=a.getRectangles();c<d.length;c++){var e=d[c];e=this._addRectangleElement(e.position,e.size,a);b.push(e)}return b};a.prototype.drawTextBox=function(a){return this._addTextBoxElement(a.getTextString(),a.getPosition(),a)};
+a.prototype.drawTextBoxes=function(a){for(var b=[],c=0,d=a.getStrings();c<d.length;c++){var e=d[c];e=this._addTextBoxElement(e.text,e.position,a);b.push(e)}return b};a.prototype._addTextBoxElement=function(a,b,d){var c=this.measureText(a,d.getTextPortion());c.x+=2*d.getPadding();c.y+=2*d.getPadding();var g=[];c=this._addRectangleElement(b,c,d.getBoxPortion(),!0);g.push(c);b=b.copy();b.x+=d.getPadding();b.y+=d.getPadding()/2+d.getBoxPortion().getStrokeWidth();a=this._addTextElement(a,b,d.getTextPortion());
+g.push(a);return g};a.prototype._renderEndcaps=function(a,b,g,e){if(null===this._svgDefsElement)throw new d.CommunicatorError("canvas not set");g.getStartEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(g.getEndcapsInverted()?(a=f.Util.createEndArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),a.refX.baseVal.value=g.getStartEndcapSize()):a=f.Util.createStartArrowMarker(g.getStartEndcapSize(),g.getStartEndcapColor()),e.style.markerStart="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):
+g.getStartEndcapType()===d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(a,g.getStrokeWidth(),g.getStartEndcapSize(),g.getStartEndcapColor()),this._addSVGElement(a));g.getEndEndcapType()===d.Markup.Shape.EndcapType.Arrowhead?(a=g.getEndcapsInverted()?f.Util.createStartArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()):f.Util.createEndArrowMarker(g.getEndEndcapSize(),g.getEndEndcapColor()),e.style.markerEnd="url(#"+a.id+")",this._svgDefsElement.appendChild(a)):g.getEndEndcapType()===
+d.Markup.Shape.EndcapType.Circle&&(a=f.Util.createCircleMarker(b,g.getStrokeWidth(),g.getEndEndcapSize(),g.getEndEndcapColor()),this._addSVGElement(a))};a.prototype._createTextElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"text"),g=0;for(a=a.split("\n");g<a.length;g++){var e=a[g],h=document.createElementNS(f.Util.svgNamespace,"tspan");h.textContent=e;h.setAttributeNS(null,"x",""+b.x);h.setAttributeNS(null,"dy","1.2em");c.appendChild(h)}(g=d.getFontFamily())&&c.setAttributeNS(null,
+"font-family",g);c.setAttributeNS(null,"font-size",d.getFontSize().toString());c.setAttributeNS(null,"x",""+b.x);c.setAttributeNS(null,"y",""+b.y);this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);return c};a.prototype._addTextElement=function(a,b,d){a=this._createTextElement(a,b,d);this._addSVGTextItemElement(a);return a};a.prototype._addRectangleElement=function(a,b,d,e){void 0===e&&(e=!1);var c=document.createElementNS(f.Util.svgNamespace,"rect");c.setAttributeNS(null,"x",
+a.x.toString());c.setAttributeNS(null,"y",a.y.toString());c.setAttributeNS(null,"width",b.x.toString());c.setAttributeNS(null,"height",b.y.toString());a=d.getBorderRadius();0<a&&(c.setAttributeNS(null,"rx",a.toString()),c.setAttributeNS(null,"ry",a.toString()));this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);e?this._addSVGTextItemElement(c):this._addSVGElement(c);return c};a.prototype._addLineElement=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"line");
+c.setAttributeNS(null,"x1",a.x.toString());c.setAttributeNS(null,"y1",a.y.toString());c.setAttributeNS(null,"x2",b.x.toString());c.setAttributeNS(null,"y2",b.y.toString());this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);this._renderEndcaps(a,b,d,c);return c};a.prototype._addPolygonElement=function(a,b){a=f.Util.svgPointString(a);var c=document.createElementNS(f.Util.svgNamespace,"polygon");c.setAttributeNS(null,"points",a);this._setGenericStrokeAttributes(c,b);this._setGenericFillAttributes(c,
+b);this._addSVGElement(c);return c};a.prototype._addPolylineElement=function(a,b){var c=f.Util.svgPointString(a),d=document.createElementNS(f.Util.svgNamespace,"polyline");d.setAttributeNS(null,"points",c);d.setAttributeNS(null,"fill","none");this._renderEndcaps(a[0],a[a.length-1],b,d);this._setGenericStrokeAttributes(d,b);this._addSVGElement(d);return d};a.prototype._addCircleNode=function(a,b,d){var c=document.createElementNS(f.Util.svgNamespace,"circle");c.setAttributeNS(null,"cx",a.x.toString());
+c.setAttributeNS(null,"cy",a.y.toString());c.setAttributeNS(null,"r",b.toString());this._setGenericFillAttributes(c,d);this._setGenericStrokeAttributes(c,d);this._addSVGElement(c);return c};a.prototype._setGenericFillAttributes=function(a,b){a.setAttributeNS(null,"fill",f.Util.svgColorRgbString(b.getFillColor()));a.setAttributeNS(null,"fill-opacity",b.getFillOpacity().toString())};a.prototype._setGenericStrokeAttributes=function(a,b){a.setAttributeNS(null,"stroke",f.Util.svgColorRgbString(b.getStrokeColor()));
+a.setAttributeNS(null,"stroke-width",b.getStrokeWidth().toString())};a.prototype._addSVGTextItemElement=function(a){this._svgTextElements.push(a)};a.prototype._addSVGElement=function(a){this._svgElements.push(a)};return a}();f.SVGMarkupRenderer=a})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){(function(a){function e(a){return"rgb("+a.r+", "+a.g+", "+a.b+")"}a.svgNamespace="http://www.w3.org/2000/svg";a.svgColorRgbString=e;a.svgPointString=function(a){for(var b="",c=0;c<a.length;c++)c&&(b+=" "),b+=a[c].x+","+a[c].y;return b};a.createStartArrowMarker=function(c,b){var g=1.1*c,f=new d.Point2(g,0),l=new d.Point2(g,c),h=new d.Point2(0,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=
+c;m.setOrientToAuto();m.refY.baseVal.value=c/2;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createEndArrowMarker=function(c,b){var g=1.1*c,f=d.Point2.zero(),l=new d.Point2(0,c),h=new d.Point2(g,c/2),m=document.createElementNS(a.svgNamespace,"marker");m.id=d.UUID.create();m.markerWidth.baseVal.value=g;m.markerHeight.baseVal.value=c;m.setOrientToAuto();
+m.refY.baseVal.value=c/2;m.refX.baseVal.value=c;c="M"+f.x+","+f.y+" L"+l.x+","+l.y+" L"+h.x+","+h.y+" Z";g=document.createElementNS(a.svgNamespace,"path");g.setAttribute("d",c);g.setAttributeNS(null,"fill",e(b));m.appendChild(g);return m};a.createCircleMarker=function(c,b,d,f){d/=2;f=e(f);var g=document.createElementNS(a.svgNamespace,"circle");g.setAttributeNS(null,"cx",c.x.toString());g.setAttributeNS(null,"cy",c.y.toString());g.setAttributeNS(null,"r",d.toString());g.setAttributeNS(null,"fill",
+f);0<b&&(g.setAttributeNS(null,"stroke-width",b.toString()),g.setAttributeNS(null,"stroke",f));return g}})(f.Util||(f.Util={}))})(h.SVG||(h.SVG={}))})(d.Internal||(d.Internal={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.FilledShape);d.Polygon=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polygons=[];return b}__extends(c,a);c.prototype.clear=function(){this._polygons=
+[]};c.prototype.createPolygon=function(){var a=[];this._polygons.push(a);return a};c.prototype.getPolygons=function(){return this._polygons};return c}(d.FilledShape);d.PolygonCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(d){var a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._points=[];return b}__extends(c,a);c.prototype.clearPoints=function(){this._points=[]};c.prototype.getPoints=function(){return this._points};c.prototype.pushPoint=function(a){this._points.push(a.copy())};return c}(d.EndcapShape);d.Polyline=a;a=function(a){function c(){var b=null!==a&&a.apply(this,arguments)||this;b._polylines=[];return b}__extends(c,a);c.prototype.clear=function(){this._polylines=
+[]};c.prototype.createPolyline=function(){var a=[];this._polylines.push(a);return a};c.prototype.getPolylines=function(){return this._polylines};return c}(d.EndcapShape);d.PolylineCollection=a})(d.Shape||(d.Shape={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=Math.abs(a.x);var g=Math.abs(a.y),e=Math.abs(a.z);c=c<=g&&c<=e?new d.Point3(1,0,0):g<=c&&g<=e?new d.Point3(0,1,0):new d.Point3(0,0,1);a=d.Point3.cross(c,a);return b?(b.assign(a),b):a}function a(a,b,c,d){var g=c.normal.x*(b.x-a.x)+c.normal.y*(b.y-a.y)+c.normal.z*(b.z-a.z);if(1E-5>Math.abs(g))return!1;c=-(c.d+c.normal.x*a.x+c.normal.y*a.y+c.normal.z*a.z)/g;d.x=a.x+c*(b.x-a.x);d.y=a.y+c*(b.y-a.y);d.z=a.z+c*(b.z-a.z);return 0>c||1<c?!1:!0}function e(a){if(.01>
+Math.abs(a-25.4/72))return"points";if(.01>Math.abs(a-25.4))return"inch";if(.01>Math.abs(a-1))return"mm";if(.01>Math.abs(a-10))return"cm";if(.01>Math.abs(a-25.4/6))return"picas";if(.01>Math.abs(a-12*25.4))return"ft";if(.01>Math.abs(a-914.4))return"yd";if(.01>Math.abs(a-1E3))return"m";if(.01>Math.abs(a-1E6))return"km";if(.01>Math.abs(a-1609344))return"mi";console.log("warning: unit multiplier doesn't map to known type: unit="+a);return""}function c(a){return Math.PI/180*a}function b(a){return 180/Math.PI*
+a}function g(a,b,g){a=a.copy().normalize();var e=c(b);b=Math.cos(e);e=Math.sin(e);var f=1-b,k=f*a.x*a.y,l=f*a.x*a.z,h=f*a.y*a.z;void 0===g&&(g=new d.Matrix);g.m[0]=f*a.x*a.x+b;g.m[1]=e*a.z+k;g.m[2]=l-e*a.y;g.m[3]=0;g.m[4]=k-e*a.z;g.m[5]=f*a.y*a.y+b;g.m[6]=e*a.x+h;g.m[7]=0;g.m[8]=e*a.y+l;g.m[9]=h-e*a.x;g.m[10]=f*a.z*a.z+b;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g}function k(a,b,c){b=d.Point3.subtract(b,a);a=d.Point3.subtract(c,a);a=d.Point3.dot(a,b)/b.squaredLength();return Math.max(0,
+Math.min(1,a))}h.oneVectorCross=f;h.intersectionPlaneLine2=a;h.computePointToLineDistance=function(a,b,c,g){var e=d.Point3.subtract(c,b),f=e.squaredLength(),k=0;0<f&&(k=((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y)+(a.z-b.z)*(c.z-b.z))/f);e.set(e.x*k,e.y*k,e.z*k);g.set(b.x+e.x,b.y+e.y,b.z+e.z);new d.Point3(0,0,0);return d.Point3.subtract(a,g).length()};h.formatWithUnit=function(a,b){b=e(b);for(var c,d=2;9>d&&(c=a.toFixed(d),0===parseFloat(c));d++);0===parseFloat(c)&&(c="0");return c+b};h.degreesToRadians=
+c;h.radiansToDegrees=b;h.computeOffaxisRotation=g;h.intersect3d2Planes=function(a,b,c,g,e,f){var k=d.Point3.cross(a.normal,c.normal),l=Math.abs(k.x),h=Math.abs(k.y),n=Math.abs(k.z);if(1E-7>l+h+n)return c=d.Point3.subtract(g,b),0===d.Point3.dot(a.normal,c)?1:0;l=l>h?l>n?1:3:h>n?2:3;h=d.Point3.zero();b=-d.Point3.dot(a.normal,b);g=-d.Point3.dot(c.normal,g);switch(l){case 1:h.x=0;h.y=(g*a.normal.z-b*c.normal.z)/k.x;h.z=(b*c.normal.y-g*a.normal.y)/k.x;break;case 2:h.x=(b*c.normal.z-g*a.normal.z)/k.y;h.y=
+0;h.z=(g*a.normal.x-b*c.normal.x)/k.y;break;case 3:h.x=(g*a.normal.y-b*c.normal.y)/k.z,h.y=(b*c.normal.x-g*a.normal.x)/k.z,h.z=0}e.assign(h);f.set(h.x+k.x,h.y+k.y,h.z+k.z);return 2};h.intersectionPlaneLine=function(b,c,g,e,f,k){var l=new d.Plane;l.normal.x=(e.y-g.y)*(f.z-g.z)-(e.z-g.z)*(f.y-g.y);l.normal.y=(e.z-g.z)*(f.x-g.x)-(e.x-g.x)*(f.z-g.z);l.normal.z=(e.x-g.x)*(f.y-g.y)-(e.y-g.y)*(f.x-g.x);l.normal.normalize();l.d=-l.normal.x*g.x-l.normal.y*g.y-l.normal.z*g.z;return a(b,c,l,k)};h.computeAngleBetweenVector=
+function(a,c){a=a.copy().normalize();var g=c.copy().normalize();c=d.Point3.cross(a,g).length();a=d.Point3.dot(a,g);return b(Math.atan2(c,a))};h.generatePointsOnCircle=function(a,b,c,g,e){for(var k=2*Math.PI/g,l=0;l<g;l++)a[l]=new d.Point3(0,c*Math.cos(k*l),c*Math.sin(k*l));a[g]=a[0].copy();c=f(e);c.normalize();k=d.Point3.cross(c,e);k.normalize();l=new d.Matrix;var h=l.m;h[0]=e.x;h[1]=e.y;h[2]=e.z;h[3]=0;h[4]=c.x;h[5]=c.y;h[6]=c.z;h[7]=0;h[8]=k.x;h[9]=k.y;h[10]=k.z;h[11]=0;h[12]=0;h[13]=0;h[14]=0;
+h[15]=1;l.transformArray(a,a);for(l=0;l<=g;l++)a[l].set(a[l].x+b.x,a[l].y+b.y,a[l].z+b.z)};h.distanceLineLine=function(a,b,c,g,e,f){var k=0,l=0,h=d.Point3.subtract(b,a),n=d.Point3.subtract(g,c),m=d.Point3.dot(h,a),p=d.Point3.dot(h,n),q=d.Point3.dot(h,h),r=d.Point3.dot(h,c),B=d.Point3.dot(n,n),D=d.Point3.dot(n,c),C=d.Point3.dot(n,a);g=d.Point3.dot(h,g);var E=d.Point3.dot(n,b),F=q*B-p*p;0===F?(0!==q?(r=(r-m)/q,0>r?r=0:1<r&&(r=1),m=(g-m)/q,0>m?m=0:1<m&&(m=1)):m=r=0,0!==B?(C=(C-D)/B,0>C?C=0:1<C&&(C=1),
+B=(E-D)/B,0>B?B=0:1<B&&(B=1)):B=C=0,k=(r+m)/2,l=(C+B)/2):(b=(p*C-p*D-B*m+B*r)/F,p=(q*C-q*D+p*r-p*m)/F,r=(r-m)/q,C=(C-D)/B,m=(g-m)/q,B=(E-D)/B,0<=b&&1>=b&&0<=p&&1>=p?(k=b,l=p):0>b&&0<=p&&1>=p?(k=b,l=C):1<b&&0<=p&&1>=p?(k=b,l=B):0<=b&&1>=b&&0>p?(k=r,l=p):0<=b&&1>=b&&1<p?(k=m,l=p):0>b&&0>p?(k=r,l=C):0>b&&1<p?(k=m,l=C):1<b&&0>p?(k=r,l=B):1<b&&1<p&&(k=m,l=B),0>k?k=0:1<k&&(k=1),0>l?l=0:1<l&&(l=1));e.x=k*h.x+a.x;e.y=k*h.y+a.y;e.z=k*h.z+a.z;f.x=l*n.x+c.x;f.y=l*n.y+c.y;f.z=l*n.z+c.z;return d.Point3.subtract(f,
+e).length()};h.lineLineIntersect=function(a,b,c,g){var e=d.Point3.zero(),f=d.Point3.zero(),k=d.Point3.zero(),l=d.Point3.zero(),h=d.Point3.zero();k.x=a.x-c.x;k.y=a.y-c.y;k.z=a.z-c.z;l.x=g.x-c.x;l.y=g.y-c.y;l.z=g.z-c.z;if(1E-12>Math.abs(l.x)&&1E-12>Math.abs(l.y)&&1E-12>Math.abs(l.z))return null;h.x=b.x-a.x;h.y=b.y-a.y;h.z=b.z-a.z;if(1E-12>Math.abs(h.x)&&1E-12>Math.abs(h.y)&&1E-12>Math.abs(h.z))return null;b=k.x*l.x+k.y*l.y+k.z*l.z;g=l.x*h.x+l.y*h.y+l.z*h.z;var n=k.x*h.x+k.y*h.y+k.z*h.z;k=l.x*l.x+l.y*
+l.y+l.z*l.z;var m=(h.x*h.x+h.y*h.y+h.z*h.z)*k-g*g;if(1E-12>Math.abs(m))return null;n=(b*g-n*k)/m;b=(b+g*n)/k;e.x=a.x+n*h.x;e.y=a.y+n*h.y;e.z=a.z+n*h.z;f.x=c.x+b*l.x;f.y=c.y+b*l.y;f.z=c.z+b*l.z;return e};h.closestPointScalarFromPointToSegment=k;h.closestPointFromPointToSegment=function(a,b,c){c=k(a,b,c);b=d.Point3.subtract(b,a).scale(c);return d.Point3.add(a,b)};h.isPointOnLineSegment=function(a,b,c,g){var e=k(a,b,c);if(0>e||1<e)return!1;b=d.Point3.subtract(b,a).scale(e);a=d.Point3.add(a,b);return d.Point3.subtract(a,
+c).squaredLength()<=g*g};h.isPointOnLineSegment2d=function(a,b,c,g){var e=d.Point2.subtract(c,b);var f=e.length();e.scale(((a.x-b.x)*(c.x-b.x)+(a.y-b.y)*(c.y-b.y))/(f*f));e=d.Point2.add(b,e);return d.Point2.distance(a,e)<=g?e.x<Math.min(b.x,c.x)||e.x>Math.max(b.x,c.x)||e.y<Math.min(b.y,c.y)||e.y>Math.max(b.y,c.y)?!1:!0:!1};h.isPointInRect2d=function(a,b,c,d){void 0===d&&(d=0);return a.x+d<b.x||a.x>b.x+c.x+d||a.y+d<b.y||a.y>b.y+c.y+d?!1:!0};h.generateArcPoints=function(a,b,c,e,f){var k=[],l=d.Point3.zero(),
+h=new d.Matrix;b/=f;for(var n=0,m=0;n<=f;++n,m+=b)g(a,m,h),h.transform(e,l),k.push(d.Point3.add(c,l));return k}})(d.Util||(d.Util={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,e){this.origin=d.Point3.zero();this.direction=new d.Point3(0,0,1);a&&this.origin.assign(a);e&&this.direction.assign(e)}f.prototype.copy=function(){return new f(this.origin,this.direction)};f.prototype.assign=function(a){this.origin.assign(a.origin);this.direction.assign(a.direction);return this};f.prototype.negate=function(){this.direction.negate();return this};return f}();d.Ray=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(){this.normal=d.Point3.zero();this.d=0}f.prototype.setFromPointAndNormal=function(a,e){this.normal.assign(e);this.d=-d.Point3.dot(e,a);return this};f.prototype.setFromPoints=function(a,e,c){this.normal=d.Point3.cross(d.Point3.subtract(e,a),d.Point3.subtract(c,a)).normalize();this.d=-d.Point3.dot(a,this.normal)};f.prototype.setFromCoefficients=function(a,d,c,b){this.normal.set(a,d,c);this.d=b};f.prototype.getCoefficients=function(){var a=this.normal;return[a.x,
+a.y,a.z,this.d]};f.prototype.distanceToPoint=function(a){return d.Point3.dot(this.normal,a)+this.d};f.prototype.rayIntersection=function(a){var e=d.Point3.zero();return this.intersectsRay(a,e)?e:null};f.prototype.intersectsRay=function(a,e){var c=d.Point3.dot(this.normal,a.direction),b=this.distanceToPoint(a.origin),g=-b/c;return 0<=g&&0<Math.abs(c)?(e&&(c=a.direction.copy().scale(g),e.set(a.origin.x+c.x,a.origin.y+c.y,a.origin.z+c.z)),!0):0<=g&&0>=Math.abs(b)?(e&&e.assign(a.origin),!0):!1};f.prototype.determineSide=
+function(a){return 0<this.normal.x*a.x+this.normal.y*a.y+this.normal.z*a.z+this.d?!0:!1};f.prototype.copy=function(){var a=new f;a.normal.assign(this.normal);a.d=this.d;return a};f.prototype.assign=function(a){this.normal.assign(a.normal);this.d=a.d};f.prototype.equals=function(a){return this.normal.equals(a.normal)&&this.d===a.d};f.createFromPointAndNormal=function(a,d){return(new f).setFromPointAndNormal(a,d)};f.createFromPoints=function(a,d,c){var b=new f;b.setFromPoints(a,d,c);return b};f.createFromCoefficients=
+function(a,d,c,b){var g=new f;g.setFromCoefficients(a,d,c,b);return g};return f}();d.Plane=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function d(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}d.prototype.scale=function(a){this.x*=a;this.y*=a;this.z*=a;this.w*=a;return this};d.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};d.prototype.assign=function(a){this.x=a.x;this.y=a.y;this.z=a.z;this.w=a.w};d.zero=function(){return new d(0,0,0,0)};return d}();d.Point4=h})(Communicator||(Communicator={}));
+(function(d){var h=function(){function f(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b}f.prototype.set=function(a,d,c,b){this.x=a;this.y=d;this.z=c;this.w=b};f.prototype.copy=function(){return new f(this.x,this.y,this.z,this.w)};f.prototype.equals=function(a){return this.x===a.x&&this.y===a.y&&this.z===a.z&&this.w===a.w};f.prototype.fromArray=function(a){this.x=a[0];this.y=a[1];this.z=a[2];this.w=a[3];return this};f.prototype.toArray=function(a){a[0]=this.x;a[1]=this.y;a[2]=this.z;a[3]=this.w;return this};
+f.prototype.negate=function(){this.x=-this.x;this.y=-this.y;this.z=-this.z;this.w=-this.w;return this};f.prototype.magnitudeSquared=function(){return this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w};f.prototype.magnitude=function(){return Math.sqrt(this.x*this.x+this.y*this.y+this.z*this.z+this.w*this.w)};f.add=function(a,d){return new f(a.x+d.x,a.y+d.y,a.z+d.z,a.w+d.w)};f.subtract=function(a,d){return new f(a.x-d.x,a.y-d.y,a.z-d.z,a.w-d.w)};f.Identity=function(){return new f(0,0,0,1)};f.toMatrix=
+function(a){var e=a.x*a.x+a.y*a.y+a.z*a.z+a.w*a.w;e=2/e;var c=a.x*e,b=a.y*e,g=a.z*e;e=a.w*c;var f=a.w*b,l=a.w*g;c*=a.x;var h=a.x*b,m=a.x*g;b*=a.y;var p=a.y*g;a=a.z*g;g=new d.Matrix;g.m[0]=1-(b+a);g.m[1]=h+l;g.m[2]=m-f;g.m[3]=0;g.m[4]=h-l;g.m[5]=1-(c+a);g.m[6]=p+e;g.m[7]=0;g.m[8]=m+f;g.m[9]=p-e;g.m[10]=1-(c+b);g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};f.createFromMatrix=function(a){var d=[],c=a.m[0]+a.m[5]+a.m[10];if(0<c){var b=Math.sqrt(c+1);d[3]=.5*b;b=.5/b;d[0]=b*(a.m[6]-a.m[9]);
+d[1]=b*(a.m[8]-a.m[2]);d[2]=b*(a.m[1]-a.m[4])}else{c=0;a.m[5]>a.m[0]&&(c=1);a.m[10]>a.m[4*c+c]&&(c=2);b=[1,2,0];var g=b[c],k=b[g];b=Math.sqrt(a.m[4*c+c]-(a.m[4*g+g]+a.m[4*k+k])+1);d[c]=.5*b;b=.5/b;d[3]=b*(a.m[4*g+k]-a.m[4*k+g]);d[g]=b*(a.m[4*c+g]+a.m[4*g+c]);d[k]=b*(a.m[4*c+k]+a.m[4*k+c])}return f.Identity().fromArray(d)};f.interpolate=function(a,d,c){var b=[],g=[],e=[];a.toArray(b);d.toArray(g);a=b[0]*g[0]+b[1]*g[1]+b[2]*g[2]+b[3]*g[3];if(1+a>f._epsilon){if(1-a>f._epsilon){d=f._arccos(a);var l=1/
+Math.sin(d);a=l*Math.sin((1-c)*d);c=l*Math.sin(c*d)}else a=1-c;for(d=0;4>d;++d)e[d]=a*b[d]+c*g[d]}else for(e[0]=-b[1],e[1]=b[0],e[2]=-b[3],e[3]=b[2],a=Math.sin(.5*Math.PI*(1-c)),c=Math.sin(.5*Math.PI*c),d=0;3>d;++d)e[d]=a*b[d]+c*e[d];return f.Identity().fromArray(e)};f._arccos=function(a){return-1>a?Math.PI:1<a?0:Math.acos(a)};f._epsilon=1E-5;return f}();d.Quaternion=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,b){this._button=a;this._modifier=b}a.prototype.getButton=function(){return this._button};a.prototype.getModifier=function(){return this._modifier};return a}();h.ButtonModifier=f;var a=function(){function a(a){this._ptFirst=d.Point2.zero();this._ptPrevious=d.Point2.zero();this._ptCurrent=d.Point2.zero();this._dragging=!1;this._dragCount=0;this._primaryTouchId=null;this._mapping=[];this._buttonModifierActive=!1;this._doubleClickInterval=200;this._firstMouseDownTime=
+null;this._isDoubleClick=!1;this._viewer=a}a.prototype.onDoubleClick=function(a){};a.prototype.onMouseDown=function(a){this._firstMouseDownTime?Date.now()-this._firstMouseDownTime<this._doubleClickInterval?(this._isDoubleClick=!0,this._firstMouseDownTime=null):this._firstMouseDownTime=Date.now():(this._firstMouseDownTime=Date.now(),this._isDoubleClick=!1);if(this._isDoubleClick)this.onDoubleClick(a);else{if(this._buttonModifierActive=this.checkMapping(a))a=a.getPosition(),this._ptFirst.assign(a),
+this._ptPrevious.assign(a),this._ptCurrent.assign(a);this._dragging=!0}};a.prototype.onMouseMove=function(a){this.isActive()&&(this._ptPrevious.assign(this._ptCurrent),this._ptCurrent.assign(a.getPosition()),this._dragging&&!this._ptCurrent.equals(this._ptPrevious)&&(++this._dragCount,1===this._dragCount&&this._viewer.trigger("beginInteraction")))};a.prototype.onMouseUp=function(a){this._buttonModifierActive&&this.stopInteraction();this._dragging=!1};a.prototype.stopInteraction=function(){this._viewer.trigger("endInteraction");
+this._dragging=!1;this._dragCount=0;this._buttonModifierActive=!1};a.prototype.isDragging=function(){return this._dragging};a.prototype.isActive=function(){return(this._buttonModifierActive||null!==this._primaryTouchId)&&!this._isDoubleClick&&!this._viewer.getContextMenuStatus()};a.prototype.onTouchStart=function(a){if(null===this._primaryTouchId){this._primaryTouchId=a.getId();var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Down);
+this.onMouseDown(b)}a.setHandled(this.setHandled())};a.prototype.onTouchMove=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Move);this.onMouseMove(b)}a.setHandled(this.setHandled())};a.prototype.onTouchEnd=function(a){if(this._primaryTouchId===a.getId()){var b=a.getPosition();b=new d.Event.MouseInputEvent(b.x,b.y,d.Button.None,a.getButtons(),d.KeyModifiers.None,d.MouseInputType.Up);
+this.onMouseUp(b);this._primaryTouchId=null}a.setHandled(this.setHandled())};a.prototype.addMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping.push(new f(a,b))};a.prototype.clearMapping=function(){this._mapping=[]};a.prototype.setMapping=function(a,b){void 0===b&&(b=d.KeyModifiers.None);this._mapping=[];this._mapping.push(new f(a,b))};a.prototype.checkMapping=function(a){if(0===this._mapping.length)return!0;for(var b=0,c=this._mapping;b<c.length;b++){var d=c[b];if(d.getButton()===
+a.getButton()&&d.getModifier()===a.getModifiers())return!0}return!1};a.prototype.setHandled=function(){return!1};a.prototype.onDeactivate=function(){var a=this.stopInteraction();this._primaryTouchId=null;return a};return a}();h.OperatorBase=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._stage=0;c._finalized=!1;c._uniqueId="";c._positions=[];c._name="";c._measurementValue=0;c._unitMultiplier=1;c._textShape=new h.Shape.TextBox;c._visibility=!0;c._positions=[];c._lineShapes=[];c._viewer=b;return c}__extends(c,a);c.prototype.getName=function(){return this._name};c.prototype.setName=function(a){this._name=a};c.prototype._getStage=function(){return this._stage};c.prototype._nextStage=function(){this._stage++};
+c.prototype._setId=function(a){this._uniqueId=a};c.prototype._getId=function(){return this._uniqueId};c.prototype.adjust=function(a){a};c.prototype._isFinalized=function(){return this._finalized};c.prototype.update=function(){};c.prototype.draw=function(){this.update()};c.prototype.setVisibility=function(a){this._visibility=a;this.draw();a?this._viewer.trigger("measurementShown",this):this._viewer.trigger("measurementHidden",this)};c.prototype.getVisibility=function(){return this._visibility};c.prototype.toJson=
+function(){return{}};c.prototype.forJson=function(){return this.toJson()};c.prototype.getMeasurementValue=function(){return this._measurementValue};c.prototype.getUnitMultiplier=function(){return this._unitMultiplier};c.prototype.setMeasurementText=function(a){this._textShape.setTextString(a)};c.prototype.getMeasurementText=function(){return this._textShape.getTextString()};c.prototype._setMeasurementValue=function(a){this._measurementValue=a/this._unitMultiplier;this.setMeasurementText(d.Util.formatWithUnit(this._measurementValue,
+this._unitMultiplier));this._viewer.trigger("measurementValueSet",this)};c._serializePointArray=function(a){for(var b=[],c=0;c<a.length;c++)b.push(a[c].toJson());return b};c._constructPointArray=function(a){for(var b=[],c=0;c<a.length;c++){var e=d.Point3.fromJson(a[c]);b.push(e)}return b};return c}(h.MarkupItem);f.MeasureMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b){b=a.call(this,b)||this;b._rectangle=new d.Markup.Shape.Rectangle;b._markupHandle=null;b._dim=new d.Point2(0,0);b.initialPosition=new d.Point2(0,0);b.currentPosition=new d.Point2(0,0);b.min=new d.Point2(0,0);b.max=new d.Point2(0,0);b._name="_RectangleMarkup";b._rectangle.setFillOpacity(0);return b}__extends(c,a);c.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawRectangle(this._rectangle)};c.prototype.updateCurrentPosition=
+function(a){this.currentPosition.assign(a);this._rectangle.setStrokeColor(this.initialPosition.x<this.currentPosition.x?d.Color.red():d.Color.blue());this.min.assign(this.initialPosition);this.max.assign(this.currentPosition);this.max.x<this.min.x&&(a=this.max.x,this.max.x=this.min.x,this.min.x=a);this.max.y<this.min.y&&(a=this.max.y,this.max.y=this.min.y,this.min.y=a);this._dim.assign(this.max);this._dim.subtract(this.min);this._updateRectangleVertices()};c.prototype._updateRectangleVertices=function(){this._rectangle.setPosition(this.min);
+this._rectangle.setSize(this._dim)};c.prototype.activate=function(a){this.initialPosition.assign(a);this.currentPosition.assign(a);this.min.assign(a);this.max.assign(a);this._dim.set(0,0);this._rectangle.setStrokeWidth(1);this._updateRectangleVertices();this._markupHandle=this._viewer.markupManager.registerMarkup(this)};c.prototype.deactivate=function(){this.initialPosition.set(0,0);this.currentPosition.set(0,0);this.min.set(0,0);this.max.set(0,0);this._dim.set(0,0);this._rectangle.setStrokeWidth(0);
+this._updateRectangleVertices();var a=this._viewer.markupManager;null!==this._markupHandle&&(a.unregisterMarkup(this._markupHandle),this._markupHandle=null);a.refreshMarkup()};c.prototype.isActive=function(){return null!==this._markupHandle};return c}(d.Markup.Measure.MeasureMarkup),a=function(a){function c(b){var c=a.call(this,b)||this;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._rectangleMarkup=new f(b);c._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",
+b);b.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},selectionArray:function(a){return __awaiter(c,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return c}
+__extends(c,a);c.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};c.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};c.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};c.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};c.prototype.clearSelection=
+function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.clearSelection()]})})};c.prototype._allowSelection=function(a,c){return a.x===c.x||a.y===c.y?!1:!0};c.prototype._createBeginConfig=function(a,c,e){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreCuttingSections=!1;b.ignoreUnrequestedInstances=!0;e&&(b.mustBeFullyContained=!0);return{pickConfig:b,areaCssMin:a,
+areaCssMax:c}};c.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:return b=this._rectangleMarkup.min.copy(),c=this._rectangleMarkup.max.copy(),e=this._rectangleMarkup.initialPosition.x<this._rectangleMarkup.currentPosition.x,a?[4,this.clearSelection()]:[3,2];case 1:g.sent(),g.label=2;case 2:if(!this._allowSelection(b,c))return[2];f=this._createBeginConfig(b,c,e);g.label=3;case 3:return g.trys.push([3,
+5,,6]),[4,this._incrementalSelection.performSelection(f)];case 4:return[2,g.sent()];case 5:h=g.sent();if(!(h instanceof d.SelectionInvalidatedError))throw h;return[3,6];case 6:return[2]}})})};c.prototype.setHandled=function(){return!0};c.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this.clearSelection()};c.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this.isActive()&&(b.setHandled(!0),this._rectangleMarkup.isActive()&&this._rectangleMarkup.deactivate(),
+this._rectangleMarkup.activate(b.getPosition()))};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);this.isActive()&&this._rectangleMarkup.isActive()&&(b.setHandled(!0),this._rectangleMarkup.updateCurrentPosition(b.getPosition()),this._viewer.markupManager.refreshMarkup())};c.prototype.onMouseUp=function(b){if(this.isActive()&&this._rectangleMarkup.isActive()){b.setHandled(!0);this._rectangleMarkup.updateCurrentPosition(b.getPosition());var c=!b.controlDown();this._performSelection(c)}this._rectangleMarkup.isActive()&&
+this._rectangleMarkup.deactivate();a.prototype.onMouseUp.call(this,b)};return c}(h.OperatorBase);h.AreaSelectionOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._axisTriad=c.view.getAxisTriad();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:if(!(this._axisTriad.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()&&this._axisTriad.insideOverlay(c.getPosition())))return[3,
+3];c.setHandled(!0);return[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)];case 1:return b=g.sent(),[4,this._axisTriad.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.AxisTriadOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(a,c,b,d,f){this.section=a;this.node=c;this.planeIndex=b;this.plane=d;this.selectionPosition=f;this.origPlaneD=d.d}}(),a=function(a){function c(b,c){b=a.call(this,b)||this;b._context=null;b._cuttingManager=c;return b}__extends(c,a);c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&this._cuttingManager.hasActiveCuttingSection()?
+[4,this._startSelection(b)]:[3,2];case 1:c.sent(),b.setHandled(null!==this._context),c.label=2;case 2:return[2]}})})};c.prototype.onMouseMove=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,b);c=this._context;if(!this.isActive()||null===c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!1)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDrag",c.section,c.planeIndex),
+d.label=2;case 2:return[2]}})})};c.prototype._updatePlane=function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h,r,u,t,v;return __generator(this,function(l){switch(l.label){case 0:b=c.selectionPosition;g=c.plane.normal.copy().add(c.selectionPosition);f=this._viewer.view.unprojectPoint(a,0);k=this._viewer.view.unprojectPoint(a,.5);if(null===f||null===k)return[3,3];h=d.Util.lineLineIntersect(b,g,f,k);if(null===h)return[3,2];r=d.Point3.subtract(h,c.selectionPosition);u=0>d.Point3.dot(r,
+c.plane.normal)?r.length():-r.length();c.plane.d=c.origPlaneD+u;t=c.plane.normal.copy().scale(-u);v=(new d.Matrix).setTranslationComponent(t.x,t.y,t.z);return[4,c.section.updatePlane(c.planeIndex,c.plane,v,e,!1)];case 1:l.sent(),l.label=2;case 2:this._cuttingManager.delayCapping(),l.label=3;case 3:return[2]}})})};c.prototype.onMouseUp=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:c=this._context;if(!this.isActive()||null===
+c)return[3,2];b.setHandled(!0);return[4,this._updatePlane(b.getPosition(),c,!0)];case 1:d.sent(),this._viewer.trigger("cuttingPlaneDragEnd",c.section,c.planeIndex),d.label=2;case 2:return this._context=null,a.prototype.onMouseUp.call(this,b),[2]}})})};c.prototype.setHandled=function(){return this.isActive()&&null!==this._context};c.prototype._startSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return this._context=
+null,b=a.getPosition(),c=d.SelectionMask.Face|d.SelectionMask.Line,e=new d.PickConfig(c),e.ignoreCappingGeometry=!0,e.forceEffectiveSceneVisibilityMask=d.SelectionMask.Face,[4,this._viewer.view.compositePickFromPoint(b,e)];case 1:h=g.sent();m=h.fetchMostRelevant(c);if(null===m)return[2];p=m.getNodeId();q=this._cuttingManager.getCuttingSectionFromNodeId(p);null!==q&&(r=q.getPlaneIndexByNodeId(p),this._context=new f(q,p,r,q.getPlane(r),m.getPosition()),this._cuttingManager.delayCapping(),this._viewer.trigger("cuttingPlaneDragStart",
+q,r));return[2]}})})};return c}(h.OperatorBase);h.CuttingPlaneOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._draggingHandle=!1;b._newRotationMatrix=new d.Matrix;b._translation=d.Point3.zero();b._newTranslation=d.Point3.zero();b._nodeIdGroupMap=new Map;b._groupIdCount=0;b._activeChildrenGroupIds=new Map;b._initialLocalNodeMatrices=[];b._newLocalNodeMatrices=[];b._trackedPoints=[];b._trackedPointsPositions=[];b._trackedPointCount=0;b._previousContextClick=!1;b._overlayIndex=null;b._activeHandleNodeId=null;b._handleEventType=
+d.HandleEventType.Translate;b._highlightedHandleId=null;b._handleSize=1;b._explodeActive=!1;b._measureActive=!1;b._settingMatrixInProgress=!1;b._handleMarkup=new d.Markup.HandleMarkup(c);b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;c.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return(this._explodeActive=0<a)?[4,this.removeHandles()]:[3,2];case 1:b.sent(),b.label=
+2;case 2:return[2]}})})},measurementBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._measureActive=!0,[4,this.removeHandles()];case 1:return a.sent(),[2]}})})},measurementCreated:function(){b._measureActive=!1}});return b}__extends(e,a);e.prototype.setAxisMeshData=function(a){return this._handleMarkup.setAxisMeshData(a)};e.prototype.setPlaneMeshData=function(a){return this._handleMarkup.setPlaneMeshData(a)};e.prototype.setViewPlaneMeshData=
+function(a){return this._handleMarkup.setViewPlaneMeshData(a)};e.prototype.setRotateMeshData=function(a){return this._handleMarkup.setRotateMeshData(a)};e.prototype.addTrackedPoint=function(a){var b=this._trackedPointCount;this._trackedPoints[b]=a.copy();this._trackedPointsPositions[b]=a.copy();++this._trackedPointCount;return b};e.prototype.getTrackedPoints=function(){return this._trackedPointsPositions};e.prototype.clearTrackedPoints=function(){this._trackedPoints.length=0;this._trackedPointCount=
+this._trackedPointsPositions.length=0};e.prototype.isEnabled=function(){return!this._explodeActive&&!this._measureActive&&!this._viewer.sheetManager.isDrawingSheetActive()};e.prototype._guardEnabled=function(){if(!this.isEnabled()){var a=this._explodeActive?"Handles are not enabled when the model is exploded":this._measureActive?"Handles are not enabled while a measurement is in progress.":this._viewer.sheetManager.isDrawingSheetActive()?"Handles are not enabled for 2d drawings.":"Handles are not enabled.";
+throw new d.CommunicatorError(a);}};e.prototype.setHandleSize=function(a){this._handleSize=a};e.prototype.addHandles=function(a,b,d){void 0===b&&(b=null);void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return this._previousContextClick=!1,this._guardEnabled(),b?[3,2]:[4,this._viewer.model.getNodesBounding(a)];case 1:return c=g.sent(),[2,this.addHandles(a,c.center())];case 2:return null===d&&(d=this.generateGroupId()),
+this._nodeIdGroupMap.set(d,a),[2,this._handleMarkup.addHandles(b,this._handleSize,d)]}})})};e.prototype.generateGroupId=function(){return this._groupIdCount++};e.prototype._massageGroupId=function(a){return null===a?d.Markup.HandleMarkup.defaultGroupId:a};e.prototype.addAxisTranslationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addAxisTranslationHandle(a,
+b,d,e,this._massageGroupId(f))]})})};e.prototype.addAxisRotationHandle=function(a,b,d,e,f){void 0===e&&(e=null);void 0===f&&(f=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addRotateHandle(a,b,d,e,this._massageGroupId(f))]})})};e.prototype.addPlaneTranslationHandle=function(a,b,d,e,f,h){void 0===f&&(f=null);void 0===h&&(h=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,
+function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addPlaneTranslationHandle(a,b,d,e,f,this._massageGroupId(h))]})})};e.prototype.addViewPlaneTranslationHandle=function(a,b,d){void 0===d&&(d=null);return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){this._previousContextClick=!1;this._guardEnabled();return[2,this._handleMarkup.addViewPlaneHandle(a,b,this._massageGroupId(d))]})})};e.prototype.setNodeIds=function(a,b){void 0===b&&
+(b=null);this._nodeIdGroupMap.set(this._massageGroupId(b),a)};e.prototype.getNodeIds=function(a){void 0===a&&(a=null);a=this._nodeIdGroupMap.get(this._massageGroupId(a));return void 0===a?[]:a.slice()};e.prototype.showHandles=function(){this._handleMarkup.showOverlay()};e.prototype.updatePosition=function(a,b,d,e){void 0===e&&(e=null);return this._handleMarkup.updatePosition(a,b,d,this._massageGroupId(e),this._activeChildrenGroupIds)};e.prototype.getPosition=function(){var a=this._handleMarkup.getHandleNodeIds();
+return 0<a.length&&(a=this._handleMarkup.getPosition(a[0]),null!==a)?a.copy():null};e.prototype.removeHandles=function(){this._newRotationMatrix=new d.Matrix;this._translation=d.Point3.zero();this._highlightedHandleId=null;this._nodeIdGroupMap.clear();this._groupIdCount=0;return this._handleMarkup.removeHandles()};e.prototype.getTranslation=function(){return this._translation};e.prototype._initLocalNodeMatrices=function(a){var b=this._viewer.model;this._initialLocalNodeMatrices=[];for(var c=0;c<a.length;c++)this._initialLocalNodeMatrices.push(b.getNodeMatrix(a[c]))};
+e.prototype._getHandleEventType=function(a){return this._handleMarkup.getHandleType(a)===d.HandleType.Rotate?d.HandleEventType.Rotate:d.HandleEventType.Translate};e.prototype._rotate=function(a,b,g,e){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(f){switch(f.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(e);return[4,this._genericTransform(a,b,d.Point3.zero(),g,c,e)];case 1:return f.sent(),this._viewer.trigger("handleEvent",
+d.HandleEventType.Rotate,c,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),[2]}})})};e.prototype._translate=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(e){switch(e.label){case 0:if(!this._draggingHandle||this._settingMatrixInProgress)return[2];c=this.getNodeIds(g);return[4,this._genericTransform(d.Point3.zero(),0,a,b,c,g)];case 1:return e.sent(),this._viewer.trigger("handleEvent",d.HandleEventType.Translate,c,this._initialLocalNodeMatrices,
+this._newLocalNodeMatrices),[2]}})})};e.prototype._genericTransform=function(a,b,g,e,f,h){return __awaiter(this,void 0,void 0,function(){var c,k,l,n,u,t,v,w,z,x,y,A,B,D,C,E;return __generator(this,function(m){switch(m.label){case 0:this._settingMatrixInProgress=!0;c=this._viewer.model;k=new d.Matrix;this._newTranslation=g;0<a.squaredLength()&&(k=this._getRotationMatrix(a,d.Point3.zero(),b),this._newRotationMatrix=k.copy());l=[];l.push(this.updatePosition(this._newTranslation,this._newRotationMatrix,
+!1,h));this._newLocalNodeMatrices=[];for(n=0;n<f.length;n++)u=this._newTranslation.copy(),t=f[n],v=this._initialLocalNodeMatrices[n].copy(),w=a.copy(),z=e.copy(),x=void 0,y=c.getNodeParent(t),null!==y?(x=c.getNodeNetMatrix(y),A=d.Matrix.inverse(x),null!==A&&(A.transform(z,z),A.setTranslationComponent(0,0,0),A.transform(w,w),A.transform(u,u))):x=null,0<a.squaredLength()&&(k=this._getRotationMatrix(w,z,x&&0>x.upperLeft3x3Determinant()?-b:b),v=d.Matrix.multiply(v,k)),v.setTranslationComponent(v.m[12]+
+u.x,v.m[13]+u.y,v.m[14]+u.z),l.push(c.setNodeMatrix(t,v)),this._newLocalNodeMatrices.push(v);B=this._newRotationMatrix.copy();B.setTranslationComponent(g.x,g.y,g.z);for(n=0;n<this._trackedPoints.length;++n)D=this._trackedPoints[n].copy(),C=d.Point3.subtract(D,e),B.transform(C,C),E=d.Point3.add(C,e),this._trackedPointsPositions[n]=E;return[4,d.Util.waitForAll(l)];case 1:return m.sent(),this._settingMatrixInProgress=!1,[2]}})})};e.prototype._testRotate=function(a,b,g){void 0===g&&(g=null);return __awaiter(this,
+void 0,void 0,function(){var c,e;return __generator(this,function(f){switch(f.label){case 0:g=this._massageGroupId(g);c=this._getActiveNodeIdByGroupId(g);if(null===c)return[3,3];e=this._handleMarkup.getPosition(c);if(null===e)return[2];this._startDragging(c,d.HandleEventType.Rotate);return[4,this._rotate(a,b,e,g)];case 1:return f.sent(),[4,this._stopDragging()];case 2:f.sent(),f.label=3;case 3:return[2]}})})};e.prototype._testTranslate=function(a,b){void 0===b&&(b=null);return __awaiter(this,void 0,
+void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:b=this._massageGroupId(b);c=this._getActiveNodeIdByGroupId(b);if(null===c)return[3,3];this._startDragging(c,d.HandleEventType.Translate);return[4,this._translate(a,d.Point3.zero(),b)];case 1:return g.sent(),[4,this._stopDragging()];case 2:g.sent(),g.label=3;case 3:return[2]}})})};e.prototype._getActiveNodeIdByGroupId=function(a){for(var b=this._handleMarkup.getHandleNodeIds(),c=0;c<b.length;++c){var d=b[c];if(this._handleMarkup.getHandleGroupId(d)===
+a)return d}return null};e.prototype._startDragging=function(a,b){var c=this;this._activeHandleNodeId=a;this._handleEventType=b;var d=this._handleMarkup.getHandleGroupId(a),e=this.getNodeIds(d),f=new Map;this._nodeIdGroupMap.forEach(function(a,b){b!==d&&a.forEach(function(a){for(var d=c._viewer.model.getNodeParent(a);null!==d;){if(-1!==e.indexOf(d)){f.set(b,a);break}d=c._viewer.model.getNodeParent(d)}})});this._activeChildrenGroupIds=f;0<e.length&&(this._initLocalNodeMatrices(e),this._viewer.trigger("handleEventStart",
+this._handleEventType,e,this._initialLocalNodeMatrices),this._draggingHandle=!0)};e.prototype._stopDragging=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:this._draggingHandle=!1;if(null===this._activeHandleNodeId)return[3,2];a=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);return[4,this.updatePosition(this._newTranslation,this._newRotationMatrix,!0,a)];case 1:c.sent(),b=this.getNodeIds(a),this._activeHandleNodeId=
+null,this._activeChildrenGroupIds.clear(),this._viewer.trigger("handleEventEnd",this._handleEventType,b,this._initialLocalNodeMatrices,this._newLocalNodeMatrices),this._newRotationMatrix=new d.Matrix,this._handleMarkup.resetTranslation(),this._translation.add(this._newTranslation),this._newTranslation=d.Point3.zero(),this._trackedPoints=this._trackedPointsPositions.slice(),c.label=2;case 2:return[2]}})})};e.prototype.onMouseDown=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,
+f;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,c),this._overlayIndex=null,[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 1:return b=g.sent(),b.isNodeEntitySelection()&&(d=b.getNodeId(),e=this._viewer.model.getNodeName(d),null!==e&&"handle-"===e.slice(0,7)&&(c.setHandled(!0),f=this._getHandleEventType(d),this._startDragging(d,f))),[2]}})})};e.prototype._onHandleDrag=function(){if(null!==this._activeHandleNodeId){var a=
+this._viewer.view.getCamera();d.Point3.zero();d.Point3.zero();var b=this._handleMarkup.getHandleType(this._activeHandleNodeId),g=this._handleMarkup.getVector(this._activeHandleNodeId),e=this._handleMarkup.getPosition(this._activeHandleNodeId);if(null!==b&&null!==e){var f=this._handleMarkup.getHandleGroupId(this._activeHandleNodeId);switch(b){case d.HandleType.Axis:null!==g&&(a=this._getTranslationComponent(e,g,0,f),this._translate(a,e,f));break;case d.HandleType.Plane:null!==g&&(a=this._getTranslationComponent(e,
+g,1,f),this._translate(a,e,f));break;case d.HandleType.ViewPlane:g=a.getTarget();a=a.getPosition();a=d.Point3.subtract(a,g).normalize();a=this._getTranslationComponent(e,a,2,f);this._translate(a,e,f);break;case d.HandleType.Rotate:null!==g&&(this._handleMarkup.getGroupIdRotationMatrix(f).copy().setTranslationComponent(0,0,0).transform(g,g),a=this._getRotationAngle(e,g),this._rotate(g,a,e,f));break;default:d.Util.TypeAssertNever(b)}}}};e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,
+void 0,function(){var b;return __generator(this,function(d){switch(d.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this._draggingHandle||null===this._activeHandleNodeId)return[3,1];this._onHandleDrag();return[3,4];case 1:return[4,this._viewer.view.pickFromPoint(c.getPosition(),this._pickConfig)];case 2:return b=d.sent(),[4,this._highlightHandle(b)];case 3:d.sent(),d.label=4;case 4:return[2]}})})};e.prototype.onMouseUp=function(c){this._draggingHandle||!(3>this._dragCount)||c.getButton()===
+d.Button.Right||this._previousContextClick||this._viewer.getContextMenuStatus()||0!==this._overlayIndex&&null!==this._overlayIndex||this.removeHandles();this._previousContextClick=c.getButton()===d.Button.Right||this._viewer.getContextMenuStatus();this._draggingHandle&&this._stopDragging();a.prototype.onMouseUp.call(this,c)};e.prototype.setHandled=function(){return this._draggingHandle};e.prototype._getClosestPoint=function(a,b,g){var c=a.copy();a=a.copy().add(b);b=this._viewer.view.unprojectPoint(g,
+0);g=this._viewer.view.unprojectPoint(g,.5);return null!==b&&null!==g?d.Util.lineLineIntersect(c,a,b,g):null};e.prototype._getTranslationComponent=function(a,b,g,e){2!==g&&this._handleMarkup.getGroupIdRotationMatrix(e).copy().setTranslationComponent(0,0,0).transform(b,b);var c=e=null;1===g||2===g?(e=this._getPlaneIntersectionPoint(a,b,this._ptFirst),null!==e&&(c=this._getPlaneIntersectionPoint(e,b,this._ptCurrent))):0===g&&(e=this._getClosestPoint(a,b,this._ptFirst),null!==e&&(c=this._getClosestPoint(e,
+b,this._ptCurrent)));return null!==c&&null!==e?d.Point3.subtract(c,e):d.Point3.zero()};e.prototype._clearHighlightedHandle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._highlightedHandleId?[3,2]:[4,this._viewer.model.unsetNodesFaceColor([this._highlightedHandleId])];case 1:a.sent(),this._highlightedHandleId=null,a.label=2;case 2:return[2]}})})};e.prototype._highlightHandle=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e;return __generator(this,function(g){switch(g.label){case 0:if(!a.isNodeEntitySelection()||a.overlayIndex()!==d.BuiltinOverlayIndex.Handles)return[3,2];b=this._viewer.model;c=b.getNodeName(a.getNodeId());if(null===c||"handle-"!==c.slice(0,7))return[3,2];e=a.getNodeId();return this._highlightedHandleId===e?[2]:[4,this._clearHighlightedHandle()];case 1:return g.sent(),this._highlightedHandleId=e,b.setNodesFaceColor([this._highlightedHandleId],d.Color.green()),[2];case 2:return[2,
+this._clearHighlightedHandle()]}})})};e.prototype._getPlaneIntersectionPoint=function(a,b,g){var c=this._viewer.view.unprojectPoint(g,0);g=this._viewer.view.unprojectPoint(g,.5);if(null===c||null===g)return null;c=new d.Ray(c,g.copy().subtract(c));a=d.Plane.createFromPointAndNormal(a,b);b=d.Point3.zero();return a.intersectsRay(c,b)?b:null};e.prototype._getRotationAngle=function(a,b){console.assert(null!==a);var c=this._getPlaneIntersectionPoint(a,b,this._ptFirst),e=this._getPlaneIntersectionPoint(a,
+b,this._ptCurrent);if(null===c||null===e)return 0;c=d.Point3.subtract(c,a).normalize();a=d.Point3.subtract(e,a).normalize();e=d.Point3.dot(c,a);e=180*Math.acos(e)/Math.PI;0>d.Point3.dot(d.Point3.cross(c,a),b)&&(e=-e);return e};e.prototype._getRotationMatrix=function(a,b,g){var c=(new d.Matrix).setTranslationComponent(-b.x,-b.y,-b.z);a=d.Matrix.createFromOffAxisRotation(a,g);b=(new d.Matrix).setTranslationComponent(b.x,b.y,b.z);return d.Matrix.multiply(d.Matrix.multiply(c,a),b)};return e}(h.OperatorBase);
+h.HandleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._navCube=c.view.getNavCube();b._pickConfig=new d.PickConfig(d.SelectionMask.Face);b._pickConfig.restrictToOverlays=!0;return b}__extends(e,a);e.prototype.onMouseMove=function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseMove.call(this,c),b=c.getPosition(),d=this._dragging&&1<this._dragCount,this._navCube.getEnabled()&&
+!d&&this._navCube.insideOverlay(b)?[4,this._viewer.view.pickFromPoint(b,this._pickConfig)]:[3,2];case 1:e=g.sent(),this._navCube.onMoveSelection(e),g.label=2;case 2:return[2]}})})};e.prototype.onMouseUp=function(c){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){switch(g.label){case 0:return this._navCube.getEnabled()&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?[4,this._viewer.view.pickFromPoint(this._ptFirst,this._pickConfig)]:[3,
+3];case 1:return b=g.sent(),[4,this._navCube.onClickSelection(b)];case 2:g.sent(),g.label=3;case 3:return a.prototype.onMouseUp.call(this,c),[2]}})})};return e}(h.OperatorBase);h.NavCubeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._insertNoteButton=d.Button.Left;c._callbackFlag=!1;c._noteTextManager=b;return c}__extends(e,a);e.prototype.onMouseDown=function(c){var b=this;a.prototype.onMouseDown.call(this,c);this.isActive()&&(this._callbackFlag||(this._viewer.setCallbacks({explode:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,this._noteTextManager.explode(a)];case 1:return b.sent(),
+[2]}})})}}),this._callbackFlag=!0),this._dragging=!1)};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()){var g=new d.PickConfig(d.SelectionMask.Face);if(this._ptFirst.equals(this._ptCurrent)&&c.getButton()===this._insertNoteButton||null!==this._primaryTouchId)g=this._viewer.view.pickFromPoint(c.getPosition(),g).then(function(a){b._noteTextManager.selectPin(a)||b._noteTextManager.getExplodeActive()||b._noteTextManager.getIsolateActive()||0!==a.overlayIndex()||(a.isFaceSelection()&&new d.Markup.Note.NoteText(b._viewer,
+b._noteTextManager,a.getPosition(),a.getFaceEntity().getNormal(),a.getNodeId()),c.setHandled(!0))}),g}a.prototype.onMouseUp.call(this,c)};e.prototype.getNoteTextElement=function(){return this._noteTextManager.getNoteTextElement()};e.prototype.setNoteTextElement=function(a){this._noteTextManager.setNoteTextElement(a)};e.prototype.checkPinInstance=function(a){return null!==this._noteTextManager.checkPinInstance(a)};return e}(h.OperatorBase);h.NoteOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c)||this;b._selectionButton=d.Button.Left;b._ignoreTransparency=!1;b._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;b._incrementalSelection=d.Util.IncrementalSelection.create("SelectionManager",c);c.setCallbacks({_resetAssemblyTreeBegin:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.clearSelection()];case 1:return a.sent(),[2,this.waitForIdle()]}})})},
+selectionArray:function(a){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return 0!==a.length?[3,2]:[4,this._incrementalSelection.stopSelection()];case 1:b.sent(),b.label=2;case 2:return[2]}})})}});return b}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.setIgnoreTransparency=
+function(a){this._ignoreTransparency=a};e.prototype.getIgnoreTransparency=function(){return this._ignoreTransparency};e.prototype.hasActiveSelection=function(){return!this._incrementalSelection.isIdle()};e.prototype.waitForIdle=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._incrementalSelection.waitForIdle()]})})};e.prototype.clearSelection=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,
+this._incrementalSelection.clearSelection()]})})};e.prototype._createBeginConfig=function(a){var b=new d.IncrementalPickConfig;b.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;b.ignoreUnrequestedInstances=!0;return{pickConfig:b,rayCssOrigin:a,rayCssBoxRadius:10}};e.prototype._selectionPredicate=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.model,c=a.getNodeId(),null===
+c?[2,!1]:[4,b.getNodesHaveTransparency([c])];case 1:return d=g.sent()[0],[2,!d]}})})};e.prototype._performSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,d=this;return __generator(this,function(g){b=this._createBeginConfig(a);c=this._ignoreTransparency?function(a){return d._selectionPredicate(a)}:null;return[2,this._incrementalSelection.performSelection(b,c)]})})};e.prototype.setHandled=function(){return!0};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+this.clearSelection()};e.prototype.onMouseUp=function(c){var b=this;this.isActive()&&function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return(c.getButton()===this._selectionButton||null!==this._primaryTouchId)&&25>d.Point2.subtract(this._ptFirst,this._ptCurrent).squaredLength()?c.controlDown()?[3,2]:[4,this.clearSelection()]:[3,4];case 1:a.sent(),a.label=2;case 2:return[4,this._performSelection(c.getPosition())];case 3:a.sent(),a.label=
+4;case 4:return[2]}})})}();a.prototype.onMouseUp.call(this,c)};return e}(h.OperatorBase);h.RayDrillSelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._selectionButton=d.Button.Left;c._forceEffectiveSceneVisibilityMask=d.SelectionMask.None;c._doubleClickFitWorld=!0;c._noteTextManager=b;return c}__extends(e,a);e.prototype.getForceEffectiveSceneVisibilityMask=function(){return this._forceEffectiveSceneVisibilityMask};e.prototype.setForceEffectiveSceneVisibilityMask=function(a){this._forceEffectiveSceneVisibilityMask=a};e.prototype.getSelectionButton=function(){return this._selectionButton};
+e.prototype.setSelectionButton=function(a){this._selectionButton=a};e.prototype.onKeyUp=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._viewer.selectionManager.clear()};e.prototype.onMouseUp=function(c){var b=this;if(this.isActive()&&5>d.Point2.subtract(this._ptFirst,this._ptCurrent).length()&&(c.getButton()===this._selectionButton||null!==this._primaryTouchId)){var g=this._viewer.view,e=new d.PickConfig(d.SelectionMask.Face|d.SelectionMask.Line);e.forceEffectiveSceneVisibilityMask=this._forceEffectiveSceneVisibilityMask;
+g=g.pickFromPoint(this._ptCurrent,e).then(function(a){var g=null!==b._viewer.cuttingManager.getCuttingSectionFromNodeId(a.getNodeId()),e=b._noteTextManager.selectPin(a),f=b._viewer.markupManager.pickMarkupItem(b._ptCurrent);if(f instanceof d.Markup.Redline.RedlineText)f.onSelect();e||g||null!==f||(a.isNodeSelection()?b._processSelectionClick(c,a):b._isDoubleClick||b._viewer.selectionManager.clear())});g}a.prototype.onMouseUp.call(this,c)};e.prototype.onDoubleClick=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){return this._doubleClickFitWorld?[2,this._viewer.view.fitWorld()]:[2]})})};e.prototype.setDoubleClickFitWorldEnabled=function(a){this._doubleClickFitWorld=a};e.prototype._getSelectionOrParentIfSelected=function(a){var b=this._viewer.model,c=a.getNodeId();if(!b.isNodeLoaded(c)||b.getNodeType(c)===d.NodeType.PmiBody)return a;var e=this._viewer.selectionManager,f=null;e.getSelectParentIfSelected()&&(f=e.containsParent(a));return null!==f?(b=
+d.Selection.SelectionItem.create(b.getNodeParent(f.getNodeId())),b.isNodeSelection()?b:a):e.contains(a)?(b=d.Selection.SelectionItem.create(b.getNodeParent(c)),b.isNodeSelection()?b:a):a};e.prototype._processSelectionClick=function(a,b){var c=b.overlayIndex();if(0===c||null===c)c=this._viewer.selectionManager,a.controlDown()||a.commandDown()?c.toggle(b):(a=this._getSelectionOrParentIfSelected(b),c.set(a))};return e}(h.OperatorBase);h.SelectionOperator=f})(d.Operator||(d.Operator={}))})(Communicator||
+(Communicator={}));
+(function(d){(function(h){function f(a,b){var c=new d.PickConfig(d.SelectionMask.Face);c.bimMask=a;c.ignoreOverlays=!0;null!==b&&(c.maxWorldDistance=b);return c}function a(a,b,c,e){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Floor,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l.getPosition()]:[2,null]}})})}function e(a,b,c,e){return __awaiter(this,void 0,void 0,
+function(){var g,k,l;return __generator(this,function(h){switch(h.label){case 0:return g=new d.Ray(b,c),k=f(d.BimMask.Wall,e),[4,a.pickFromRay(g,k)];case 1:return l=h.sent(),l.isFaceSelection()?[2,l]:[2,null]}})})}var c=function(){function a(a){this._nearbyDoors=new Set;this._viewer=a}a.prototype._performSphereSelection=function(a,b,c){var g=d.Util.IncrementalSelection.create("View",this._viewer),e=new d.IncrementalPickConfig(d.SelectionMask.Face);e.bimMask=c;e.onlyStreamedInstances=!0;e.ignoreUnrequestedInstances=
+!0;return g.performSelection({pickConfig:e,sphereCenter:a,sphereRadius:b})};a.prototype.updateNearbyDoors=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,l,h,n,w,z,x,y;return __generator(this,function(m){switch(m.label){case 0:return[4,this._performSphereSelection(a,b,d.BimMask.Door)];case 1:g=m.sent();e=new Set;f=0;for(k=g;f<k.length;f++)l=k[f],h=l.getNodeId(),e.add(h);n=d.Util.setSubtraction(e,this._nearbyDoors);w=d.Util.setSubtraction(this._nearbyDoors,e);z=d.Util.setToArray(n);
+x=d.Util.setToArray(w);y=this._viewer.model;y.setNodesOpacity(z,c);y.resetNodesOpacity(x);this._nearbyDoors=e;return[2]}})})};a.prototype.forgetNearbyDoors=function(){var a=d.Util.setToArray(this._nearbyDoors);this._nearbyDoors.clear();this._viewer.model.resetNodesOpacity(a)};return a}(),b=function(b){function g(a){var g=b.call(this,a)||this;g._elevationSpeed=0;g._rotationSpeed=0;g._viewAngle=90;g._zoomDistance=0;g._walkDistance=0;g._tilt=0;g._majorAxis=d.Axis.X;g._maxExtents=0;g._walkActive=!1;g._activeWalk=
+new d.Util.CurrentAction(!0);g._bimModeEnabled=!1;g._synchronizedToggleBimMode=new d.Util.CurrentActionSync;g._initialInteractiveDrawLimitIncreaseStatus=!0;g._logical={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._effective={floor:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.FloorConfig),wall:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.WallConfig),
+door:__assign({},h.CameraKeyboardWalkOperator.Bim.Default.DoorConfig)};g._doorCache=new c(a);g._downAxis=new d.Point3(0,-1,0);a.setCallbacks({subtreeLoaded:function(a,b){b===d.NodeSource.LoadModel&&g._updateSceneFloor()}});return g}__extends(g,b);g.prototype._updateSceneFloor=function(){var a=this._viewer.model.getViewAxes().upVector;console.assert(a.isAxis());this._downAxis=d.Point3.scale(a,-1)};g.prototype.isBimModeEnabled=function(){return this._bimModeEnabled};g.prototype._enableBimMode=function(){return __awaiter(this,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return this._bimModeEnabled=!0,this._effective.floor=this._scaleAgainstModelUnit(this._logical.floor),this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall),this._effective.door=this._scaleAgainstModelUnit(this._logical.door),this._updateSceneFloor(),[4,this._applyGravity()];case 1:return a.sent(),[4,this._updateNearbyDoors()];case 2:return a.sent(),[2]}})})};g.prototype._disableBimMode=function(){this._bimModeEnabled=
+!1;this._doorCache.forgetNearbyDoors()};g.prototype.enableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._enableBimMode()];case 1:return a.sent(),[2]}})})})};g.prototype.disableBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){a._disableBimMode()})};g.prototype.toggleBimMode=function(){var a=this;return this._synchronizedToggleBimMode.set(function(){return a._bimModeEnabled?
+a._disableBimMode():a._enableBimMode()})};g.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,function(c){switch(c.label){case 0:return this._viewer.view.setProjectionMode(d.Projection.Perspective),a=this._viewer.view,b=this,[4,a.getInteractiveDrawLimitIncreaseEnabled()];case 1:return b._initialInteractiveDrawLimitIncreaseStatus=c.sent(),a.setInteractiveDrawLimitIncreaseEnabled(!1),this._calculateInitialPosition(),0!==this._maxExtents?[3,
+3]:[4,this.resetDefaultWalkSpeeds()];case 2:c.sent(),c.label=3;case 3:return this._bimModeEnabled?[4,this._updateNearbyDoors()]:[3,5];case 4:c.sent(),c.label=5;case 5:return[2]}})})};g.prototype.onDeactivate=function(){this._viewer.view.setInteractiveDrawLimitIncreaseEnabled(this._initialInteractiveDrawLimitIncreaseStatus);this._doorCache.forgetNearbyDoors();b.prototype.onDeactivate.call(this)};g.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var a,b;return __generator(this,
+function(c){switch(c.label){case 0:return this._rotationSpeed=40,this._viewAngle=90,[4,this._viewer.model.getModelBounding(!0,!1)];case 1:return a=c.sent(),b=a.extents(),this._maxExtents=Math.max(b.x,b.y,b.z),this._walkDistance=this._maxExtents/15,this._elevationSpeed=this._maxExtents/10,this._zoomDistance=this._maxExtents/30,[2]}})})};g.prototype.getBimFloorConfig=function(){return __assign({},this._logical.floor)};g.prototype.setBimFloorConfig=function(a){this._logical.floor=__assign({},a);this._effective.floor=
+this._scaleAgainstModelUnit(this._logical.floor)};g.prototype.getBimWallConfig=function(){return __assign({},this._logical.wall)};g.prototype.setBimWallConfig=function(a){this._logical.wall=__assign({},a);this._effective.wall=this._scaleAgainstModelUnit(this._logical.wall)};g.prototype.getBimDoorConfig=function(){return __assign({},this._logical.door)};g.prototype.setBimDoorConfig=function(a){this._logical.door=__assign({},a);this._effective.door=this._scaleAgainstModelUnit(this._logical.door)};g.prototype._scaleAgainstModelUnit=
+function(a){var b=this._viewer.model;b=1/b.getNodeUnitMultiplier(b.getAbsoluteRootNode());a=__assign({},a);for(var c=0,d=Object.keys(a);c<d.length;c++){var g=d[c];"number"===typeof a[g]&&(a[g]*=b)}return a};g.prototype.onMouseDown=function(a){b.prototype.onMouseDown.call(this,a)};g.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a)};g.prototype.onMouseUp=function(a){b.prototype.onMouseUp.call(this,a)};g.prototype._applyGravity=function(){return __awaiter(this,void 0,void 0,function(){var b,
+c,g,e,f,k,h,t,v,w;return __generator(this,function(l){switch(l.label){case 0:return b=this._viewer.view,c=b.getCamera(),g=c.getPosition(),[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 1:e=l.sent();if(null!==e)return[3,3];g=d.Point3.subtract(g,d.Point3.scale(this._downAxis,this._effective.floor.avatarOffset));return[4,a(b,g,this._downAxis,this._effective.floor.maxFallDistance)];case 2:e=l.sent();if(null===e)return[2];l.label=3;case 3:f=new d.Point3(0,0,this._effective.floor.avatarOffset);
+k=d.Point3.add(e,f);h=d.Point3.subtract(k,g);t=h.length();if(t>this._effective.floor.negligibleClimbHeight&&(v=d.Util.computeAngleBetweenVector(h,this._downAxis),(w=90<v)&&t>this._effective.floor.maxClimbHeight))return[2];this._applyWalkDelta(c,h);return[2]}})})};g.prototype._updateNearbyDoors=function(){var a=this._viewer.view.getCamera().getPosition();return this._doorCache.updateNearbyDoors(a,this._effective.door.transparencyRange,.5)};g.prototype._updateCamera=function(a){this._resetPosition(a);
+this._updateCameraTilt(a);this._updateCameraViewAngle(a);this._viewer.view.setCamera(a)};g.prototype._applyWalkDelta=function(a,b){a.dolly(d.Point3.scale(b,-1));this._updateCamera(a)};g.prototype._applyWalkDeltaWithCollisionCheck=function(a,b,c){return __awaiter(this,void 0,void 0,function(){var g,e,f,k,h,l,n,m,x,y,A,B,D,C,E,F,H,G;return __generator(this,function(p){switch(p.label){case 0:return g=a.getPosition(),e=d.Matrix.createFromOffAxisRotation(c,90),f=e.transform(b),k=d.Matrix.createFromOffAxisRotation(c,
+-90),h=k.transform(b),l=this._testWallCollision(g,f,this._effective.wall.avatarOffset),n=this._testWallCollision(g,h,this._effective.wall.avatarOffset),m=this._testWallCollision(g,b,b.length()+this._effective.wall.avatarOffset),[4,Promise.all([l,n])];case 1:x=p.sent();y=x[0];A=x[1];if(null!==y||null!==A)if(B=function(a){return null!==a?(a=a.getFaceEntity().getNormal(),90<d.Util.computeAngleBetweenVector(a,b)):!1},B(y)||B(A))return[2];return[4,m];case 2:return D=p.sent(),null!==D&&(C=b.length(),E=
+d.Point3.scale(b,1/C),F=d.Point3.subtract(D.getPosition(),g).length(),H=F-this._effective.wall.avatarOffset,G=Math.min(C,H),b=d.Point3.scale(E,G)),this._applyWalkDelta(a,b),[2]}})})};g.prototype._testWallCollision=function(a,b,c){return e(this._viewer.view,a,b,c)};g.prototype._walkBackward=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();a=d.Point3.subtract(e,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,
+a,f):this._applyWalkDelta(c,a)};g.prototype._walkForward=function(a,b){return this._walkBackward(-a,b)};g.prototype._walkLeft=function(a,b){var c=this._viewer.view.getCamera();this._resetPosition(c);var g=c.getTarget(),e=c.getPosition(),f=c.getUp();g=d.Point3.subtract(g,e).normalize();a=d.Point3.cross(f,g).normalize().copy().scale(a);return b?this._applyWalkDeltaWithCollisionCheck(c,a,f):this._applyWalkDelta(c,a)};g.prototype._walkRight=function(a,b){return this._walkLeft(-a,b)};g.prototype.walkBackward=
+function(a){return this._walkBackward(a,!1)};g.prototype.walkForward=function(a){return this._walkForward(a,!1)};g.prototype.walkLeft=function(a){return this._walkLeft(a,!1)};g.prototype.walkRight=function(a){return this._walkRight(a,!1)};g.prototype.walkBackwardWithCollision=function(a){return this._walkBackward(a,!0)};g.prototype.walkForwardWithCollision=function(a){return this._walkForward(a,!0)};g.prototype.walkLeftWithCollision=function(a){return this._walkLeft(a,!0)};g.prototype.walkRightWithCollision=
+function(a){return this._walkRight(a,!0)};g.prototype.walkDown=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);a=b.getUp().normalize().scale(a);this._applyWalkDelta(b,a)};g.prototype.walkUp=function(a){this.walkDown(-a)};g.prototype.rotateRight=function(a){var b=this._viewer.view.getCamera();this._resetPosition(b);var c=b.getTarget(),g=b.getPosition(),e=d.Point3.subtract(g,c).length(),f=d.Point3.subtract(c,g).normalize();a=d.Util.degreesToRadians(a);a=Math.tan(a);a*=d.Point3.subtract(b.getTarget(),
+b.getPosition()).length();f=d.Point3.cross(f,b.getUp()).scale(a);c=c.copy().add(f);e=d.Point3.subtract(c,g).normalize().scale(e);c=d.Point3.add(g,e);b.setTarget(c);this._updateCamera(b)};g.prototype.rotateLeft=function(a){this.rotateRight(-a)};g.prototype.tiltDown=function(a){this.setTilt(this._tilt+a);a=this._viewer.view.getCamera();this._resetPosition(a);this._updateCamera(a)};g.prototype.tiltUp=function(a){this.tiltDown(-a)};g.prototype._calculateInitialPosition=function(){var a=this._viewer.view.getCamera();
+this._calculateMajorAxis(a);this.setTilt(this._calculateInitialTilt(a));this._resetPosition(a);this._updateCamera(a)};g.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(this._viewAngle);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),a.getPosition()).length();a.setWidth(b);a.setHeight(b)};g.prototype._updateCameraTilt=function(a){var b=a.getPosition(),c=a.getTarget(),g=a.getUp().normalize(),e=d.Point3.subtract(c,b).normalize();g=d.Point3.cross(g,e).normalize();c=d.Point3.distance(c,
+b);d.Matrix.createFromOffAxisRotation(g,this._tilt).transform(e,e);a.setTarget(d.Point3.add(b,e.scale(c)))};g.prototype._calculateInitialTilt=function(a){var b=a.getTarget();a=a.getPosition();a=d.Point3.subtract(b,a);b=a.length();this._majorAxis===d.Axis.X?a.x=0:this._majorAxis===d.Axis.Y?a.y=0:this._majorAxis===d.Axis.Z&&(a.z=0);a=a.length();return 180/Math.PI*Math.acos(a/b)};g.prototype._resetPosition=function(a){this._calculateMajorAxis(a);var b=a.getPosition(),c=a.getTarget();c=d.Point3.subtract(c,
+b);var g=c.length();0<this.getWalkSpeed()&&(g=this.getWalkSpeed());switch(this._majorAxis){case d.Axis.X:c.set(0,c.y,c.z);a.setUp(new d.Point3(1,0,0));break;case d.Axis.Y:c.set(c.x,0,c.z);a.setUp(new d.Point3(0,1,0));break;case d.Axis.Z:c.set(c.x,c.y,0),a.setUp(new d.Point3(0,0,1))}c.normalize().scale(g);a.setTarget(d.Point3.add(b,c))};g.prototype._calculateMajorAxis=function(a){var b=a.getUp();a=Math.abs(b.x);var c=Math.abs(b.y);b=Math.abs(b.z);this._majorAxis=b>=a&&b>=c?d.Axis.Z:c>=a&&c>=b?d.Axis.Y:
+d.Axis.X};g.prototype.setZoomSpeed=function(a){this._zoomDistance=a};g.prototype.getZoomSpeed=function(){return this._zoomDistance};g.prototype.setTilt=function(a){this._tilt=Math.max(Math.min(a,45),-45);a=this._viewer.view.getCamera();this._updateCamera(a)};g.prototype.getTilt=function(){return this._tilt};g.prototype.setViewAngle=function(a){a=Math.max(Math.min(a,150),30);this._viewAngle!==a&&(this._viewAngle=a,this._updateCamera(this._viewer.view.getCamera()))};g.prototype.getViewAngle=function(){return this._viewAngle};
+g.prototype.setWalkSpeed=function(a){this._walkDistance=a};g.prototype.getWalkSpeed=function(){return this._walkDistance};g.prototype.setElevationSpeed=function(a){this._elevationSpeed=a};g.prototype.getElevationSpeed=function(){return this._elevationSpeed};g.prototype.setRotationSpeed=function(a){this._rotationSpeed=a};g.prototype.getRotationSpeed=function(){return this._rotationSpeed};g.prototype.setWalkActive=function(a){this._walkActive=a};g.prototype.getWalkActive=function(){return this._walkActive};
+g.prototype.getBimModeEnabled=function(){return this._bimModeEnabled};g.prototype.getMajorAxis=function(){return this._majorAxis};g.prototype.getActiveWalk=function(){return this._activeWalk};return g}(h.OperatorBase);h.CameraWalkBaseOperator=b;(function(a){(function(a){(function(a){(function(a){a[a.avatarOffset=1500]="avatarOffset";a[a.maxClimbHeight=600]="maxClimbHeight";a[a.negligibleClimbHeight=20]="negligibleClimbHeight";a[a.maxFallDistance=5E3]="maxFallDistance"})(a.FloorConfig||(a.FloorConfig=
+{}));(function(a){a[a.avatarOffset=150]="avatarOffset"})(a.WallConfig||(a.WallConfig={}));(function(a){a[a.transparencyRange=4E3]="transparencyRange"})(a.DoorConfig||(a.DoorConfig={}))})(a.Default||(a.Default={}))})(a.Bim||(a.Bim={}))})(b=h.CameraWalkBaseOperator||(h.CameraWalkBaseOperator={}))})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(c){a(c,d.WalkDirection.Forward,d.WalkDirection.Backward);a(c,d.WalkDirection.Left,d.WalkDirection.Right);a(c,d.WalkDirection.Up,d.WalkDirection.Down);a(c,d.WalkDirection.RotateLeft,d.WalkDirection.RotateRight);a(c,d.WalkDirection.TiltUp,d.WalkDirection.TiltDown)}function a(a,b,d){a.has(b)&&a.has(d)&&(a.delete(b),a.delete(d))}var e=function(a){function b(b){var c=a.call(this,b)||this;c._keyWalkMapping=new Map;c._keyUpMap=new Map;c._keyDownMap=new Map;c._mouseLookSpeed=
+0;c._mouseLookEnabled=!0;c._previousWalkTime=0;c._tickTimerId=null;b.setCallbacks({camera:function(a){a.getProjection()!==d.Projection.Perspective&&c._keyDownMap.clear()}});c.addKeyMapping(d.KeyCode.a,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.d,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.w,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.s,d.WalkDirection.Backward);c.addKeyMapping(d.KeyCode.q,d.WalkDirection.RotateLeft);c.addKeyMapping(d.KeyCode.e,d.WalkDirection.RotateRight);c.addKeyMapping(d.KeyCode.r,
+d.WalkDirection.TiltUp);c.addKeyMapping(d.KeyCode.f,d.WalkDirection.TiltDown);c.addKeyMapping(d.KeyCode.x,d.WalkDirection.Up);c.addKeyMapping(d.KeyCode.c,d.WalkDirection.Down);c.addKeyMapping(d.KeyCode.LeftArrow,d.WalkDirection.Left);c.addKeyMapping(d.KeyCode.RightArrow,d.WalkDirection.Right);c.addKeyMapping(d.KeyCode.UpArrow,d.WalkDirection.Forward);c.addKeyMapping(d.KeyCode.DownArrow,d.WalkDirection.Backward);return c}__extends(b,a);b.prototype.addKeyMapping=function(a,b){this._keyWalkMapping.set(a,
+b)};b.prototype.getKeyMapping=function(){return d.Util.copyMap(this._keyWalkMapping)};b.prototype.clearKeyMappings=function(){this._keyWalkMapping.clear()};b.prototype.onMouseDown=function(b){a.prototype.onMouseDown.call(this,b);this._viewer.focusInput(!0)};b.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);if(this._dragging&&this._mouseLookEnabled){this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=window.screen.width,g=window.screen.height;b.setHandled(!0);
+b=d.Point2.subtract(this._ptPrevious,this._ptCurrent);this.rotateLeft(b.x/c*this._mouseLookSpeed);this.tiltUp(b.y/g*this._mouseLookSpeed)}};b.prototype.onMouseUp=function(b){5<this._dragCount&&b.setHandled(!0);a.prototype.onMouseUp.call(this,b)};b.prototype.onMousewheel=function(a){var b=this;this._viewer.view.setProjectionMode(d.Projection.Perspective);var c=this._viewer.view,g=c.getCamera(),e=a.getPosition(),f=a.getWheelDelta();a=c.pickFromPoint(e,new d.PickConfig(d.SelectionMask.Face)).then(function(a){var c=
+a.getPosition();null!==a&&null!==c?(a=d.Point3.subtract(g.getPosition(),c).normalize().scale(b.getZoomSpeed()*f),b._applyWalkDelta(g,a)):b.walkBackward(f*b.getWalkSpeed())});a};b.prototype.onKeyDown=function(a){this._viewer.view.setProjectionMode(d.Projection.Perspective);var b=a.getKeyCode();b===d.KeyCode.v&&this.toggleBimMode();this._keyCodeActive(b)||(this._keyDownMap.set(b,a.getDate().getTime()),this._onKeyChange(b))};b.prototype.onKeyUp=function(a){var b=a.getKeyCode();this._keyUpMap.set(b,a.getDate().getTime());
+this._onKeyChange(b)};b.prototype._keyCodeActive=function(a){var b=this._keyDownMap.get(a);return void 0!==b&&(a=this._keyUpMap.get(a),void 0===a||b>a)?!0:!1};b.prototype._onKeyChange=function(a){this._keyCodeActive(a)&&this._keyWalkMapping.has(a)&&(this.getWalkActive()||(this._previousWalkTime=Date.now()),this._onTick())};b.prototype.setMouseLookSpeed=function(a){this._mouseLookSpeed=a};b.prototype.getMouseLookSpeed=function(){return this._mouseLookSpeed};b.prototype.setMouseLookEnabled=function(a){this._mouseLookEnabled=
+a};b.prototype.getMouseLookEnabled=function(){return this._mouseLookEnabled};b.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){var b=this;return __generator(this,function(c){return[2,a.prototype.resetDefaultWalkSpeeds.call(this).then(function(){b._mouseLookSpeed=300})]})})};b.prototype._execWalkDirection=function(a,b,c){var g=this.getWalkSpeed()*b;switch(a){case d.WalkDirection.Forward:return c?this.walkForwardWithCollision(g):this.walkForward(g);case d.WalkDirection.Backward:return c?
+this.walkBackwardWithCollision(g):this.walkBackward(g);case d.WalkDirection.Left:return c?this.walkLeftWithCollision(g):this.walkLeft(g);case d.WalkDirection.Right:return c?this.walkRightWithCollision(g):this.walkRight(g);case d.WalkDirection.Up:return this.walkUp(this.getElevationSpeed()*b);case d.WalkDirection.Down:return this.walkDown(this.getElevationSpeed()*b);case d.WalkDirection.RotateLeft:return this.rotateLeft(this.getRotationSpeed()*b);case d.WalkDirection.RotateRight:return this.rotateRight(this.getRotationSpeed()*
+b);case d.WalkDirection.TiltUp:return this.tiltUp(this.getRotationSpeed()*b);case d.WalkDirection.TiltDown:return this.tiltDown(this.getRotationSpeed()*b);default:d.Util.TypeAssertNever(a)}};b.prototype._queueWalkDirections=function(a){var b=this,c=new Set;this._keyWalkMapping.forEach(function(a,d){b._keyCodeActive(d)&&c.add(a)});f(c);var g=d.Util.setToArray(c);g.sort();if(0<g.length){this.setWalkActive(!0);var e=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(b,void 0,
+void 0,function(){var b,f,k,h,l,n=this;return __generator(this,function(m){b=new d.Util.ActionQueue(1,!0);if(0<a)for(f=function(c){b.push(function(){return n._execWalkDirection(c,a,e)})},k=0,h=g;k<h.length;k++)l=h[k],f(l);e&&(c.has(d.WalkDirection.Up)||c.has(d.WalkDirection.Down)||b.push(function(){return __awaiter(n,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._applyGravity()];case 1:return a.sent(),[2]}})})}),b.push(function(){return __awaiter(n,
+void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this._updateNearbyDoors()];case 1:return a.sent(),[2]}})})}));return b.isIdle()?[2]:[2,b.waitForIdle()]})})})}};b.prototype._onTick=function(){var a=this,b=Date.now(),c=(b-this._previousWalkTime)/1E3;this._previousWalkTime=b;b=!this.getActiveWalk().isIdle();this.setWalkActive(b);this._queueWalkDirections(c);null!==this._tickTimerId&&(cancelAnimationFrame(this._tickTimerId),this._tickTimerId=null);this.getWalkActive()&&
+(this._tickTimerId=requestAnimationFrame(function(){a._onTick()}))};return b}(h.CameraWalkBaseOperator);h.CameraKeyboardWalkOperator=e})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(e){function c(b,c){b=e.call(this,b)||this;b._cameraRotationMomentumEnabled=!1;b._isDown=!1;b._mouseDragged=!1;b._averagedMousePoints=new a;b._averageTimeIntervalMilliseconds=150;b._previousMouseMovePoint=d.Point2.zero();b._mouseMovePoint=d.Point2.zero();b._mouseMoveOffset=d.Point2.zero();b._previousMouseMoveTime=null;b._mouseMoveTime=null;b._mouseMoveElapsedTimeSeconds=0;b._rotationDegreesPerSecond=[0,0];b._animationLastTickTime=0;b._animationElapsedTimeSeconds=
+0;b._animationIntervalResult=null;b._preferredAnimationIntervalMilliseconds=16;b._momentum=0;b._momentumLossPerSecond=0;b._degreesPerPixel=.5;b._maxRotationMagnitudeScale=8;b._initialSelectionPosition=null;b._cameraRotateFunction=c;return b}__extends(c,e);c.prototype.getCameraRotationMomentumEnabled=function(){return this._cameraRotationMomentumEnabled};c.prototype.setCameraRotationMomentumEnabled=function(a){a!==this._cameraRotationMomentumEnabled&&((this._cameraRotationMomentumEnabled=a)||this.stopAnimation())};
+c.prototype.isCurrentlyAnimating=function(){return this._cameraRotationMomentumEnabled&&0<this.getMomentum()};c.prototype.onDeactivate=function(){return e.prototype.onDeactivate.call(this)};c.prototype.onViewOrientationChange=function(){this.stopAnimation()};c.prototype.supportsAnimation=function(){return!0};c.prototype.onMouseDown=function(a){e.prototype.onMouseDown.call(this,a);this.isActive()&&(this._initialSelectionPosition=a.getPosition(),this._isDown=!0,this.stopAnimation(),this._mouseDragged=
+!1,this._mouseMoveTime=this._previousMouseMoveTime=Date.now(),this._mouseMovePoint.assign(this._initialSelectionPosition),this._previousMouseMovePoint.assign(this._mouseMovePoint),this._averagedMousePoints.clear(),this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime))};c.prototype.onMouseMove=function(a){e.prototype.onMouseMove.call(this,a);this.isActive()&&this._isDown&&(this._mouseDragged=!0,this._previousMouseMovePoint.assign(this._mouseMovePoint),this._mouseMovePoint.assign(a.getPosition()),
+this._mouseMoveOffset=d.Point2.subtract(this._mouseMovePoint,this._previousMouseMovePoint),this._previousMouseMoveTime=this._mouseMoveTime,this._mouseMoveTime=Date.now(),this._mouseMoveElapsedTimeSeconds=null===this._previousMouseMoveTime?0:(this._mouseMoveTime-this._previousMouseMoveTime)/1E3,this._averagedMousePoints.add(this._mouseMovePoint,this._mouseMoveTime),a=this._getMouseMoveOffsetForRotation(),this._rotateCamera(a))};c.prototype.onMouseUp=function(a){if(this.isActive()&&(this._isDown=!1,
+this._mouseDragged&&this.getCameraRotationMomentumEnabled())){this._mouseMoveOffset=this._averagedMousePoints.getAverageOffsetWithinMilliseconds(this._averageTimeIntervalMilliseconds);var b=this._getMouseMoveOffsetForRotation();if(0!==b[0]||0!==b[1]){for(var c=0;2>c;c++){var d=Math.abs(b[c])*this._maxRotationMagnitudeScale;this._rotationDegreesPerSecond[c]=b[c]/this._mouseMoveElapsedTimeSeconds;this._rotationDegreesPerSecond[c]<-d?this._rotationDegreesPerSecond[c]=-d:this._rotationDegreesPerSecond[c]>
+d&&(this._rotationDegreesPerSecond[c]=d)}this._momentum=1;this._startAnimation()}else this._momentum=0}e.prototype.onMouseUp.call(this,a)};c.prototype._rotateCamera=function(a){this._cameraRotateFunction(a)};c.prototype.stopAnimation=function(){null!==this._animationIntervalResult&&(clearInterval(this._animationIntervalResult),this._animationIntervalResult=null)};c.prototype.getMomentum=function(){return this._momentum};c.prototype.setMomentumLossPerSecond=function(a){0<=a&&(this._momentumLossPerSecond=
+a)};c.prototype.getMomentumLossPerSecond=function(){return this._momentumLossPerSecond};c.prototype.isAnimating=function(){return null!==this._animationIntervalResult};c.prototype._startAnimation=function(){var a=this;null===this._animationIntervalResult&&(this._animationLastTickTime=Date.now(),this._animationIntervalResult=window.setInterval(function(){a._onTick()},this._preferredAnimationIntervalMilliseconds))};c.prototype._getMouseMoveOffsetForRotation=function(){return[-this._mouseMoveOffset.x*
+this._degreesPerPixel,this._mouseMoveOffset.y*this._degreesPerPixel]};c.prototype._onTick=function(){var a=Date.now();this._animationElapsedTimeSeconds=(a-this._animationLastTickTime)/1E3;this._animationLastTickTime=a;this._rotateCamera([this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[0],this._animationElapsedTimeSeconds*this._rotationDegreesPerSecond[1]]);if(0<this._momentumLossPerSecond)if(this._momentum=Math.max(0,this._momentum-this._animationElapsedTimeSeconds*this._momentumLossPerSecond),
+0<this._momentum)for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]*=this._momentum;else{for(a=0;a<this._rotationDegreesPerSecond.length;a++)this._rotationDegreesPerSecond[a]=0;this._rotateCamera(this._rotationDegreesPerSecond);this.stopAnimation()}};return c}(h.OperatorBase);h.CameraOrbitBaseOperator=f;var a=function(){function a(a){void 0===a&&(a=10);this._count=0;this._points=Array(a);this._times=Array(a)}a.prototype.clear=function(){this._count=0};a.prototype.add=
+function(a,b){void 0===b&&(b=Date.now());var c=this._count%this._points.length;void 0===this._points[c]?this._points[c]=a.copy():this._points[c].assign(a);this._times[c]=b;this._count++};a.prototype.getAverageOffsetWithinMilliseconds=function(a,b){void 0===b&&(b=Date.now());var c=-1,e=d.Point2.zero(),f=Math.min(this._points.length,this._count);if(0<f){for(var h=0,m=0;m<f;m++){var p=(this._count-1-m)%this._points.length;if(b-this._times[p]>a)break;c=p;e.add(this._points[p]);h++}1<h?(e.subtract(this._points[c]),
+h--,e.scale(1/h)):(c=-1,e.set(0,0))}return 0<=c?d.Point2.subtract(e,this._points[c]):e};return a}()})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function c(b,c,e){var g=a.call(this)||this;g._circle=new d.Markup.Shape.Circle;g._viewer=b;g._position=c;g._circle.setRadius(e);return g}__extends(c,a);c.prototype.draw=function(){if(this._circle){var a=this._viewer.view.projectPoint(this._position);this._circle.setCenter(d.Point2.fromPoint3(a));this._viewer.markupManager.getRenderer().drawCircle(this._circle)}};return c}(d.Markup.MarkupItem);h.OrbitMarkup=f;var a=function(a){function c(b){var c=a.call(this,
+b,function(a){if(!c._viewer.sheetManager.isDrawingSheetActive())if(null!==c._pickPosition){if(null===c._circleMarkupHandler){var b=new f(c._viewer,c._pickPosition,c._circleRadius);c._circleMarkupHandler=c._viewer.markupManager.registerMarkup(b)}c._orbitByTurnTiltWithTarget(a,c._pickPosition)}else switch(b=c._viewer.view.getCamera(),c._orbitFallbackMode){default:case d.OrbitFallbackMode.CameraTarget:c._orbitByTurnTiltWithTarget(a,b.getTarget());break;case d.OrbitFallbackMode.ModelCenter:c._modelCenter&&
+c._orbitByTurnTiltWithTarget(a,c._modelCenter);break;case d.OrbitFallbackMode.OrbitTarget:c._orbitByTurnTiltWithTarget(a,c._orbitTarget)}})||this;c._orbitTarget=d.Point3.zero();c._orbitFallbackMode=d.OrbitFallbackMode.ModelCenter;c._modelCenter=null;c._circleMarkupHandler=null;c._circleRadius=3;c._updateCameraCenterAction=new d.Util.CurrentAction(!1);c._updateCameraCenterTimer=new d.Util.Timer;c._primaryButton=d.Button.Middle;c._pickPosition=null;c._bimOrbitEnabled=!1;c._viewer.setCallbacks({sceneReady:function(){c._updateModelCenter()},
+modelSwitched:function(){c._updateModelCenter()},visibilityChanged:function(){c._updateModelCenter()},_updateTransform:function(a){a||c._updateModelCenter()},_geometryCreated:function(){c._updateModelCenter()},hwfParseComplete:function(){c._updateModelCenter()}});return c}__extends(c,a);c.prototype._updateModelCenter=function(a){var b=this;void 0===a&&(a=50);this._updateCameraCenterTimer.clear();this._updateCameraCenterAction.set(function(){return __awaiter(b,void 0,void 0,function(){var b,c=this;
+return __generator(this,function(d){switch(d.label){case 0:return[4,this._viewer.model.getModelBounding(!0,!1)];case 1:b=d.sent();if(b.isDegenerate()&&0<a)return this._updateCameraCenterTimer.set(500,function(){c._updateModelCenter(a-1)}),[2];this._modelCenter=b.center();return[2]}})})})};c.prototype.onMouseDown=function(b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(g){switch(g.label){case 0:return a.prototype.onMouseDown.call(this,b),this.isActive()&&b.getButton()===
+this._primaryButton?[4,this._viewer.view.pickFromPoint(b.getPosition(),new d.PickConfig(d.SelectionMask.Face))]:[3,2];case 1:c=g.sent(),null!==c&&0===c.overlayIndex()?(this._pickPosition=c.getPosition(),b.setHandled(!0)):this._pickPosition=null,g.label=2;case 2:return[2]}})})};c.prototype.onMouseUp=function(b){a.prototype.onMouseUp.call(this,b);b.getButton()===this._primaryButton&&(this._pickPosition=null);this._removeMarkup()};c.prototype.setBimOrbitEnabled=function(a){this._bimOrbitEnabled=a};c.prototype.getBimOrbitEnabled=
+function(){return this._bimOrbitEnabled};c.prototype._removeMarkup=function(){null!==this._circleMarkupHandler&&(this._viewer.markupManager.unregisterMarkup(this._circleMarkupHandler),this._circleMarkupHandler=null)};c.prototype._getClampedRotationMatrix=function(a,c,e,f){a=d.Matrix.createFromOffAxisRotation(a,c);c=d.Point3.zero();a.transform(e,c);return 0>=d.Util.radiansToDegrees(Math.asin(d.Point3.dot(f,c)))?new d.Matrix:a};c.prototype._orbitByTurnTiltWithTarget=function(a,c){var b=this._viewer.view,
+g=b.getCamera(),e=g.getPosition().subtract(c),f=g.getTarget().subtract(c),h=g.getUp().normalize(),q=d.Point3.subtract(f,e).normalize(),r=d.Point3.cross(h,q).normalize();q=a[0];var u=a[1];new d.Matrix;new d.Matrix;this._bimOrbitEnabled?(a=this._viewer.model.getViewAxes().upVector.copy(),r=this._getClampedRotationMatrix(r,u,h,a),a=d.Matrix.createFromOffAxisRotation(a,q/4),q=a.transform(r.transform(e)),f=a.transform(r.transform(f)),h=a.transform(r.transform(d.Point3.add(e,h)))):(r=d.Matrix.createFromOffAxisRotation(r,
+u),a=d.Matrix.createFromOffAxisRotation(h,q),r=d.Matrix.multiply(a,r),q=r.transform(e),f=r.transform(f),h=r.transform(d.Point3.add(e,h)));h.subtract(q);e=q;e.add(c);f.add(c);g.setPosition(e);g.setTarget(f);g.setUp(h);b.setCamera(g)};c.prototype.setOrbitFallbackMode=function(a){this._orbitFallbackMode=a};c.prototype.getOrbitFallbackMode=function(){return this._orbitFallbackMode};c.prototype.setOrbitTarget=function(a){this._orbitTarget=a};c.prototype.getOrbitTarget=function(){return this._orbitTarget};
+c.prototype.setPrimaryButton=function(a){this._primaryButton=a};c.prototype.getPrimaryButton=function(){return this._primaryButton};return c}(h.CameraOrbitBaseOperator);h.CameraOrbitOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._cameraPtPrevious=d.Point3.zero();return c}__extends(e,a);e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);if(this.isActive()||this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view;(c=b.getCamera().getCameraPlaneIntersectionPoint(c.getPosition(),b))&&this._cameraPtPrevious.assign(c)}};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this.isActive()||
+this._viewer.sheetManager.isDrawingSheetActive()){var b=this._viewer.view,g=b.getCamera();if(c=g.getCameraPlaneIntersectionPoint(c.getPosition(),b))c=d.Point3.subtract(c,this._cameraPtPrevious),g.dolly(c),b.setCamera(g)}};return e}(h.OperatorBase);h.CameraPanOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._mouseMoveZoomDelta=3;c._mouseWheelZoomDelta=.25;c._pinchZoomModifier=2.5;c._zoomToMousePosition=!0;c._dollyZoomEnabled=!1;c._mouseMoveZoomFactor=1;c._mouseWheelZoomFactor=-1;c._mouseWheelAdjustCameraTarget=!1;c._secondaryTouchId=null;c._lastTouch1=d.Point2.zero();c._lastTouch2=d.Point2.zero();c._prevLen=0;return c}__extends(e,a);e.prototype.setMouseWheelZoomInverted=function(a){this._mouseWheelZoomFactor=a?-1:1};e.prototype.getMouseWheelZoomInverted=
+function(){return-1===this._mouseWheelZoomFactor};e.prototype.setMouseMoveZoomInverted=function(a){this._mouseMoveZoomFactor=a?-1:1};e.prototype.getMouseMoveZoomInverted=function(){return-1===this._mouseMoveZoomFactor};e.prototype.setMouseMoveZoomDelta=function(a){this._mouseMoveZoomDelta=a};e.prototype.getMouseMoveZoomDelta=function(){return this._mouseMoveZoomDelta};e.prototype.setMouseWheelZoomDelta=function(a){this._mouseWheelZoomDelta=a};e.prototype.getMouseWheelZoomDelta=function(){return this._mouseWheelZoomDelta};
+e.prototype.setZoomToMousePosition=function(a){this._zoomToMousePosition=a};e.prototype.getZoomToMousePosition=function(){return this._zoomToMousePosition};e.prototype.setDollyZoomEnabled=function(a){this._dollyZoomEnabled=a};e.prototype.getDollyZoomEnabled=function(){return this._dollyZoomEnabled};e.prototype.setMouseWheelAdjustCameraTarget=function(a){this._mouseWheelAdjustCameraTarget=a};e.prototype.getMouseWheelAdjustCameraTarget=function(){return this._mouseWheelAdjustCameraTarget};e.prototype.onMouseMove=
+function(c){return __awaiter(this,void 0,void 0,function(){var b,d,e,f,h,m;return __generator(this,function(g){switch(g.label){case 0:a.prototype.onMouseMove.call(this,c);if(!this.isDragging()||!this.isActive())return[3,4];b=this._viewer.view;d=b.pointToWindowPosition(this._ptCurrent);e=b.pointToWindowPosition(this._ptPrevious);f=d.y-e.y;h=d.x-e.x;m=this._mouseMoveZoomDelta*this._mouseMoveZoomFactor*(f-h);return this._dollyZoomEnabled?[4,this._dollyZoom(m,void 0,void 0,!0)]:[3,2];case 1:return g.sent(),
+[3,4];case 2:return[4,this._doZoom(m)];case 3:g.sent(),g.label=4;case 4:return[2]}})})};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return b=this._mouseWheelZoomDelta*this._mouseWheelZoomFactor*a.getWheelDelta(),this._dollyZoomEnabled?[4,this._dollyZoom(-b,void 0,a.getPosition())]:[3,2];case 1:return c.sent(),[3,4];case 2:return[4,this._doZoom(b,void 0,a.getPosition())];case 3:c.sent(),c.label=
+4;case 4:return[2]}})})};e.prototype.onTouchStart=function(a){var b=this._viewer.view;null===this._primaryTouchId?(this._primaryTouchId=a.getId(),this._lastTouch1.assign(b.pointToWindowPosition(a.getPosition()))):null===this._secondaryTouchId&&(this._secondaryTouchId=a.getId(),this._lastTouch2.assign(b.pointToWindowPosition(a.getPosition())));null!==this._primaryTouchId&&null!==this._secondaryTouchId&&(this._prevLen=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length(),this._dragging=!0)};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h;return __generator(this,function(g){switch(g.label){case 0:b=this._viewer.view;c=a.getId();e=a.getPosition();c===this._primaryTouchId?this._lastTouch1.assign(b.pointToWindowPosition(e)):c===this._secondaryTouchId&&this._lastTouch2.assign(b.pointToWindowPosition(e));if(!this._dragging||c!==this._secondaryTouchId)return[3,2];f=d.Point2.subtract(this._lastTouch2,this._lastTouch1).length();h=(this._prevLen-
+f)*this._pinchZoomModifier;return[4,this._doZoom(h)];case 1:g.sent(),this._prevLen=f,g.label=2;case 2:return[2]}})})};e.prototype.onTouchEnd=function(a){a=a.getId();this._primaryTouchId===a?this._primaryTouchId=null:this._secondaryTouchId===a&&(this._secondaryTouchId=null);this._dragging=!1};e.prototype.onDeactivate=function(){this._secondaryTouchId=this._primaryTouchId=null};e.prototype._updateCameraViewAngle=function(a){var b=d.Util.degreesToRadians(90);b=Math.tan(b/2);b*=d.Point3.subtract(a.getTarget(),
+a.getPosition()).length();a.setWidth(b);a.setHeight(b);return a};e.prototype._dollyZoom=function(a,b,g,e){void 0===b&&(b=this._viewer.view.getCamera());void 0===e&&(e=!1);return __awaiter(this,void 0,void 0,function(){var c,f,k,h,q,r,u,t,v,w,z,x,y=this;return __generator(this,function(l){switch(l.label){case 0:return c=this._viewer.view,b.setProjection(d.Projection.Perspective),f=b.getPosition(),k=b.getTarget(),g?[4,this._viewer.model.getModelBounding(!1,!1,!1)]:[3,3];case 1:return h=l.sent(),q=h.extents().length(),
+r=q/100,[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)];case 2:return u=l.sent(),t=u.getPosition(),null!==t&&(v=d.Point3.subtract(k,f),w=d.Point3.subtract(t,f),z=d.Point3.add(f,v.scale(d.Point3.dot(v,w)/d.Point3.dot(v,v))),b.setTarget(z)),x=d.Point3.subtract(b.getTarget(),f),0<a&&x.length()<r&&b.setTarget(d.Point3.add(k,x.copy().normalize().scale(2*r))),x=d.Point3.subtract(b.getTarget(),f),b.setPosition(d.Point3.add(f,x.copy().scale(.05*(0<a?1:-1)))),[3,4];case 3:x=d.Point3.subtract(k,f).scale(a/
+10),b.setPosition(d.Point3.add(f,x)),e&&b.setTarget(d.Point3.add(k,x)),l.label=4;case 4:return b=this._updateCameraViewAngle(b),this._viewer.pauseRendering(function(){if(g){var a=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);c.setCamera(b);var e=b.getCameraPlaneIntersectionPoint(g,y._viewer.view);null!==a&&null!==e&&b.dolly(d.Point3.subtract(e,a))}c.setCamera(b)}),[2]}})})};e.prototype._doZoom=function(a,b,g){void 0===b&&(b=this._viewer.view.getCamera());return __awaiter(this,void 0,void 0,
+function(){var c,e,f,h,p,q,r,u=this;return __generator(this,function(k){switch(k.label){case 0:return c=this._viewer.view,e=1/(1-a),g&&this._zoomToMousePosition?this._mouseWheelAdjustCameraTarget?[4,this._viewer.view.pickFromPoint(g,new d.PickConfig)]:[3,2]:[3,3];case 1:f=k.sent(),void 0!==f&&f.isEntitySelection()&&(h=b.getPosition().subtract(b.getTarget()),p=d.Point3.subtract(b.getTarget(),b.getPosition()),q=d.Point3.subtract(f.getPosition(),b.getPosition()),r=b.getPosition().add(p.scale(d.Point3.dot(p,
+q)/d.Point3.dot(p,p))),b.setTarget(r),b.setPosition(d.Point3.add(r,h))),k.label=2;case 2:return this._viewer.pauseRendering(function(){var a=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);u._zoomHelper(e,b);var f=b.getCameraPlaneIntersectionPoint(g,u._viewer.view);null!==a&&null!==f&&b.dolly(d.Point3.subtract(f,a));c.setCamera(b)}),[3,4];case 3:this._zoomHelper(e,b),k.label=4;case 4:return[2]}})})};e.prototype._zoomHelper=function(a,b){var c=this._viewer.view;b.setWidth(b.getWidth()*a);b.setHeight(b.getHeight()*
+a);var e=b.getPosition(),f=b.getTarget();a=d.Point3.subtract(f,e).scale(a);b.setPosition(d.Point3.subtract(f,a));c.setCamera(b)};return e}(h.OperatorBase);h.CameraZoomOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b,d,e){c=a.call(this,c)||this;c._activeOperator=null;c._activeTouchCount=0;c._touchMoveCount=0;c._returnToOrbit=!1;c._bimNavigationEnabled=!1;c._orbitOperator=b;c._panOperator=d;c._zoomOperator=e;return c}__extends(e,a);e.prototype.setBimNavigationEnabled=function(a){this._bimNavigationEnabled=a;var b=this._orbitOperator,c=this._zoomOperator,e=this._panOperator;b.clearMapping();c.clearMapping();e.clearMapping();b.setMapping(d.Button.Left);b.setBimOrbitEnabled(a);
+c.setDollyZoomEnabled(a);a?(b.setPrimaryButton(d.Button.Left),c.setMapping(d.Button.Right),e.setMapping(d.Button.Middle),this._setBimCamera()):(b.addMapping(d.Button.Middle),b.setPrimaryButton(d.Button.Middle),c.addMapping(d.Button.Left,d.KeyModifiers.Shift),e.addMapping(d.Button.Right),e.addMapping(d.Button.Left,d.KeyModifiers.Control))};e.prototype._setBimCamera=function(){var a=this._viewer.view.getCamera(),b=d.Point3.subtract(a.getPosition(),a.getTarget()).normalize(),g=this._viewer.model.getViewAxes().upVector.copy();
+g=d.Point3.cross(b,g);b=d.Point3.cross(g,b);a.setUp(b);a.setProjection(d.Projection.Perspective);this._viewer.view.setCamera(a)};e.prototype.getBimNavigationEnabled=function(){return this._bimNavigationEnabled};e.prototype.onViewOrientationChange=function(){this._activeTouchCount=0;this._returnToOrbit=!1};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);this._setActiveOperatorForMouseInput(c);this._activeOperator&&(this._bimNavigationEnabled&&this._setBimCamera(),this._activeOperator.onMouseDown(c))};
+e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);if(this._activeOperator&&this._dragging&&3<this._dragCount)this._activeOperator.onMouseMove(c)};e.prototype.onMouseUp=function(c){if(this._activeOperator)this._activeOperator.onMouseUp(c);this._activeOperator instanceof h.CameraOrbitOperator||this._orbitOperator._removeMarkup();a.prototype.onMouseUp.call(this,c)};e.prototype.onMousewheel=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return[4,
+this._zoomOperator.onMousewheel(a)];case 1:return b.sent(),[2]}})})};e.prototype.onTouchStart=function(a){++this._activeTouchCount;this._orbitOperator.onTouchStart(a);this._zoomOperator.onTouchStart(a);this._viewer.sheetManager.isDrawingSheetActive()&&(this._panOperator.onTouchStart(a),this._orbitOperator.onDeactivate());1===this._activeTouchCount&&(this._primaryTouchId=a.getId());2===this._activeTouchCount&&(this._orbitOperator.onDeactivate(),this._panOperator.onTouchStart(a),this._zoomOperator.onTouchStart(a))};
+e.prototype.onTouchMove=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:++this._touchMoveCount;if(!(5<this._touchMoveCount))return[3,5];if(!this._returnToOrbit)return[3,1];this._orbitOperator.onTouchStart(a);this._returnToOrbit=!1;return[3,5];case 1:if(1!==this._activeTouchCount)return[3,3];this._orbitOperator.onTouchMove(a);return[4,this._zoomOperator.onTouchMove(a)];case 2:return b.sent(),this._panOperator.onTouchMove(a),[3,5];
+case 3:return 2!==this._activeTouchCount?[3,5]:[4,this._zoomOperator.onTouchMove(a)];case 4:b.sent(),this._panOperator.onTouchMove(a),b.label=5;case 5:return[2]}})})};e.prototype.onTouchEnd=function(a){2===this._activeTouchCount&&(this._returnToOrbit=!0);this._zoomOperator.onTouchEnd(a);this._panOperator.onTouchEnd(a);this._orbitOperator.onTouchEnd(a);0<this._activeTouchCount&&--this._activeTouchCount;0===this._activeTouchCount&&(this._touchMoveCount=0)};e.prototype.stopInteraction=function(){var c=
+[];var b=a.prototype.stopInteraction.call(this);void 0!==b&&c.push(b);this._touchMoveCount=this._activeTouchCount=0;b=this._zoomOperator.onDeactivate();void 0!==b&&c.push(b);b=this._panOperator.onDeactivate();void 0!==b&&c.push(b);b=this._orbitOperator.onDeactivate();void 0!==b&&c.push(b);return d.Util.waitForAll(c)};e.prototype._setActiveOperatorForMouseInput=function(a){var b=this._orbitOperator,c=this._panOperator,d=this._zoomOperator;this._activeOperator=null;this._viewer.sheetManager.isDrawingSheetActive()?
+this._activeOperator=c:b.checkMapping(a)?this._activeOperator=b:d.checkMapping(a)?this._activeOperator=d:c.checkMapping(a)&&(this._activeOperator=c)};e.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);this._orbitOperator.onDeactivate();this._panOperator.onDeactivate();this._zoomOperator.onDeactivate()};return e}(h.OperatorBase);h.CameraNavigationOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){var b=a.call(this,c,function(a){b._rotateAroundAxis(b._rotationAxis,a[0])})||this;b._rotationAxis=new d.Point3(0,0,1);b._tiltAmount=12;return b}__extends(e,a);e.prototype._rotateAroundAxis=function(a,b){var c=this._viewer.view,e=c.getCamera(),f=e.getPosition(),h=e.getUp().normalize(),m=e.getTarget();a=d.Matrix.createFromOffAxisRotation(a,b);b=(new d.Matrix).setTranslationComponent(-m.x,-m.y,-m.z);b=d.Matrix.multiply(b,a);m=(new d.Matrix).setTranslationComponent(m.x,
+m.y,m.z);d.Matrix.multiply(b,m).transform(f,f);a.transform(h,h);h.normalize();e.setPosition(f);e.setUp(h);c.setCamera(e)};e.prototype.onMousewheel=function(a){a=a.getWheelDelta();var b=this._viewer.view.getCamera(),c=b.getUp().normalize();b=d.Point3.subtract(b.getTarget(),b.getPosition()).normalize();c=d.Point3.cross(c,b).normalize();0<a?this._rotateAroundAxis(c,this._tiltAmount):this._rotateAroundAxis(c,-this._tiltAmount)};e.prototype.setRotationAxis=function(a){var b=!0;switch(a){case d.Axis.X:this._rotationAxis.set(1,
+0,0);break;case d.Axis.Y:this._rotationAxis.set(0,1,0);break;case d.Axis.Z:this._rotationAxis.set(0,0,1);break;default:b=!1}return b};return e}(h.CameraOrbitBaseOperator);h.CameraTurntableOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){function a(a,c,b){this._keyboardWalkOperator=b;this._activeOperator=this._walkOperator=c;this._walkMode=d.WalkMode.Mouse;this._active=!1}a.prototype.setWalkMode=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:if(this._walkMode===a)return[3,7];this._walkMode=a;if(a!==d.WalkMode.Keyboard)return[3,4];this._activeOperator=this._keyboardWalkOperator;return this._active?[4,this._walkOperator.onDeactivate()]:
+[3,3];case 1:return c.sent(),[4,this._keyboardWalkOperator.onActivate()];case 2:c.sent(),c.label=3;case 3:return[3,7];case 4:return this._activeOperator=this._walkOperator,this._active?[4,this._keyboardWalkOperator.onDeactivate()]:[3,7];case 5:return c.sent(),[4,this._walkOperator.onActivate()];case 6:c.sent(),c.label=7;case 7:return[2]}})})};a.prototype.getWalkMode=function(){return this._activeOperator instanceof h.CameraKeyboardWalkOperator?d.WalkMode.Keyboard:d.WalkMode.Mouse};a.prototype.onMouseDown=
+function(a){this._activeOperator.onMouseDown(a)};a.prototype.onMouseMove=function(a){this._activeOperator.onMouseMove(a)};a.prototype.onMouseUp=function(a){this._activeOperator.onMouseUp(a)};a.prototype.onMousewheel=function(a){this._activeOperator.onMousewheel(a)};a.prototype.onTouchStart=function(a){this._activeOperator.onTouchStart(a)};a.prototype.onTouchMove=function(a){this._activeOperator.onTouchMove(a)};a.prototype.onTouchEnd=function(a){this._activeOperator.onTouchEnd(a)};a.prototype.onKeyDown=
+function(a){this._activeOperator.onKeyDown(a)};a.prototype.onKeyUp=function(a){if(this._activeOperator instanceof h.CameraKeyboardWalkOperator)this._activeOperator.onKeyUp(a)};a.prototype.onDeactivate=function(){return this._activeOperator.onDeactivate()};a.prototype.onActivate=function(){this._active=!0;return this._activeOperator.onActivate()};a.prototype.onViewOrientationChange=function(){this._active=!1};a.prototype.stopInteraction=function(){return this._activeOperator.stopInteraction()};a.prototype.setBimModeEnabled=
+function(a){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(b){c=[];a?(c.push(this._keyboardWalkOperator.enableBimMode()),c.push(this._walkOperator.enableBimMode())):(c.push(this._keyboardWalkOperator.disableBimMode()),c.push(this._walkOperator.disableBimMode()));return[2,Promise.all(c).then(function(){})]})})};a.prototype.resetDefaultWalkSpeeds=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,Promise.all([this._walkOperator.resetDefaultWalkSpeeds(),
+this._keyboardWalkOperator.resetDefaultWalkSpeeds()]).then(function(){})]})})};a.prototype.setBimFloorConfig=function(a){this._walkOperator.setBimFloorConfig(a);this._keyboardWalkOperator.setBimFloorConfig(a)};a.prototype.setBimWallConfig=function(a){this._walkOperator.setBimWallConfig(a);this._keyboardWalkOperator.setBimWallConfig(a)};a.prototype.setBimDoorConfig=function(a){this._walkOperator.setBimDoorConfig(a);this._keyboardWalkOperator.setBimDoorConfig(a)};a.prototype.setZoomSpeed=function(a){this._walkOperator.setZoomSpeed(a);
+this._keyboardWalkOperator.setZoomSpeed(a)};a.prototype.setWalkSpeed=function(a){this._walkOperator.setWalkSpeed(a);this._keyboardWalkOperator.setWalkSpeed(a)};a.prototype.setElevationSpeed=function(a){this._walkOperator.setElevationSpeed(a);this._keyboardWalkOperator.setElevationSpeed(a)};a.prototype.setRotationSpeed=function(a){this._walkOperator.setRotationSpeed(a);this._keyboardWalkOperator.setRotationSpeed(a)};a.prototype.setViewAngle=function(a){this._walkOperator.setViewAngle(a);this._keyboardWalkOperator.setViewAngle(a)};
+return a}();h.CameraWalkModeOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._timerId=null;c._walkButton=d.Button.None;c._previousTimestamp=0;c._activeTouchCount=0;c._maxDistance=200;return c}__extends(e,a);e.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(c){switch(c.label){case 0:return[4,a.prototype.onActivate.call(this)];case 1:return c.sent(),this._viewer.trigger("walkOperatorActivated"),[2]}})})};e.prototype.onKeyDown=function(a){a=
+a.getKeyCode();var b=this.getWalkSpeed();a===d.KeyCode.PgUp&&this.setWalkSpeed(1.2*b);a===d.KeyCode.PgDown&&this.setWalkSpeed(.8*b);a===d.KeyCode.v&&this.toggleBimMode()};e.prototype.onDeactivate=function(){var c=this._resetCameraTarget();this.stopWalking();a.prototype.onDeactivate.call(this);this._viewer.trigger("walkOperatorDeactivated");return c};e.prototype.onMouseDown=function(c){a.prototype.onMouseDown.call(this,c);var b=this._viewer.view;b.getProjectionMode()!==d.Projection.Perspective&&(b.setProjectionMode(d.Projection.Perspective),
+this._calculateInitialPosition());this.isActive()&&(this.stopWalking(),this.setWalkActive(!0),this._walkButton=c.getButton())};e.prototype.onMouseMove=function(c){a.prototype.onMouseMove.call(this,c);this.getWalkActive()&&null===this._timerId&&this.isActive()&&(this._previousTimestamp=Date.now(),this._onTick())};e.prototype.onMouseUp=function(c){this.isActive()&&this.stopWalking();a.prototype.onMouseUp.call(this,c)};e.prototype.onTouchStart=function(c){a.prototype.onTouchStart.call(this,c);++this._activeTouchCount;
+1===this._activeTouchCount?this._walkButton=d.Button.Left:2===this._activeTouchCount?this._walkButton=d.Button.Right:3===this._activeTouchCount&&(this._walkButton=d.Button.None)};e.prototype.onTouchMove=function(c){3===this._activeTouchCount&&this._primaryTouchId===c.getId()?(this._ptCurrent.assign(c.getPosition()),c=d.Point2.subtract(this._ptCurrent,this._ptPrevious),this._adjustTilt(c.y/100*1.5)):3>this._activeTouchCount&&a.prototype.onTouchMove.call(this,c)};e.prototype.onTouchEnd=function(c){a.prototype.onTouchEnd.call(this,
+c);0<this._activeTouchCount&&--this._activeTouchCount};e.prototype.onMousewheel=function(a){0<a.getWheelDelta()?this._adjustTilt(3):this._adjustTilt(-3)};e.prototype.stopWalking=function(){null!==this._timerId&&(cancelAnimationFrame(this._timerId),this._timerId=null);this.setWalkActive(!1)};e.prototype._testWalk=function(a,b,g){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,function(k){switch(k.label){case 0:return c=new d.Event.MouseInputEvent(0,0,g,d.Buttons.None,
+d.KeyModifiers.None,d.MouseInputType.Down),e=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Move),f=new d.Event.MouseInputEvent(0,a,g,d.Buttons.None,d.KeyModifiers.None,d.MouseInputType.Up),this.onMouseDown(c),this.onMouseMove(e),[4,d.Util.sleep(b)];case 1:return k.sent(),this.onMouseUp(f),[2]}})})};e.prototype._onTick=function(){var a=this,b=Date.now(),g=(b-this._previousTimestamp)/1E3;this._previousTimestamp=b;var e=this._viewer.view;b=d.Point2.subtract(this._ptCurrent,
+this._ptFirst);var f=new d.Point2(Math.abs(b.x)/this._maxDistance,Math.abs(b.y)/this._maxDistance),h=this.getRotationSpeed()*g*f.x,m=this.getWalkSpeed()*g*f.y,p=this.getElevationSpeed()*g*f.x;g=this.getElevationSpeed()*g*f.y;if(this._walkButton===d.Button.Left){if(0!==b.x&&(0<b.x?this.rotateRight(h):0>b.x&&this.rotateLeft(h)),0!==b.y){var q=e.getCamera();this._resetPosition(q);g=q.getTarget();e=q.getPosition();g=d.Point3.subtract(g,e).normalize();var r=q.getUp(),u=d.Point3.scale(g,m);0<b.y&&(u=u.negate());
+this.setWalkActive(!0);var t=this.getBimModeEnabled();this.getActiveWalk().set(function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return t?[4,this._applyWalkDeltaWithCollisionCheck(q,u,r)]:[3,4];case 1:return a.sent(),[4,this._applyGravity()];case 2:return a.sent(),[4,this._updateNearbyDoors()];case 3:return a.sent(),[3,5];case 4:return[2,this._applyWalkDelta(q,u)];case 5:return[2]}})})})}}else if(this._walkButton===d.Button.Right||this._walkButton===
+d.Button.Middle)0<Math.abs(b.y)&&(0<b.y?this.walkUp(g):this.walkDown(g)),0<Math.abs(b.x)&&(0<b.x?this.walkRight(p):this.walkLeft(p));this._timerId=requestAnimationFrame(function(){a._onTick()})};e.prototype._adjustTilt=function(a){var b=this._viewer.view;this.setTilt(this.getTilt()+a);a=b.getCamera();this._resetPosition(a);var c=a.getTarget(),e=a.getPosition(),f=d.Point3.distance(c,e),h=a.getUp().normalize();c=d.Point3.subtract(c,e).normalize();h=d.Point3.cross(h,c).normalize();d.Matrix.createFromOffAxisRotation(h,
+this.getTilt()).transform(c,c);c.normalize().scale(f);a.setTarget(d.Point3.add(e,c));b.setCamera(a)};e.prototype._resetCameraTarget=function(){return __awaiter(this,void 0,void 0,function(){var a,b,g,e,f,h;return __generator(this,function(c){switch(c.label){case 0:return a=this._viewer.view,b=a.getCanvasSize(),g=new d.Point2(Math.round(b.x/2),Math.round(b.y/2)),e=new d.PickConfig,[4,a.pickFromPoint(g,e)];case 1:return f=c.sent(),f.isEntitySelection()&&(h=a.getCamera(),h.setTarget(f.getPosition()),
+a.updateCamera(h)),[2]}})})};return e}(h.CameraWalkBaseOperator);h.CameraWalkOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(){this._positionOffset=d.Point2.zero();this._position=d.Point2.zero();this._activeNoteText=null;this._createTextBox()}a.prototype._createTextBox=function(){var a=this;this._container=document.createElement("div");this._container.className="noteTextElement";this._textArea=document.createElement("textarea");this._textArea.oninput=function(){null!==a._activeNoteText&&a._activeNoteText.saveTextValue()};this._container.appendChild(this._textArea);
+var b=7;["blue","red","green","white","black"].forEach(function(c){var g=document.createElement("button");g.className="noteButton color "+c;g.style.top=b+"px";b+=25;g.id=c+"_button";switch(c){case "blue":var e=d.Color.blue();break;case "red":e=d.Color.red();break;case "green":e=d.Color.green();break;case "white":e=d.Color.white();break;case "black":e=d.Color.black();break;default:e=d.Color.white()}g.onmousedown=function(){null!==a._activeNoteText&&a._activeNoteText.setColor(e)};a._container.appendChild(g)});
+var g=document.createElement("button");g.className="noteButton trash";g.style.top=b+"px";g.onmousedown=function(){return __awaiter(a,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return null===this._activeNoteText?[3,2]:[4,this._activeNoteText.remove()];case 1:a.sent(),a.label=2;case 2:return[2]}})})};this._container.appendChild(g)};a.prototype.setPositionOffset=function(a){this._positionOffset=a};a.prototype.getPositionOffset=function(){return this._positionOffset.copy()};
+a.prototype.setPosition=function(a){this._position=d.Point2.add(a,this._positionOffset);this._container.style.left=this._position.x+"px";this._container.style.top=this._position.y+"px"};a.prototype.getPosition=function(){return this._position.copy()};a.prototype.setText=function(a){var b=this._container.querySelector("textarea");null!==b&&(b.value=a)};a.prototype.getText=function(){var a=this._container.querySelector("textarea");return null!==a?a.value:""};a.prototype.setSize=function(a){this._container.style.width=
+a.x+"px";this._container.style.height=a.y+"px"};a.prototype.getSize=function(){var a=this._container.getBoundingClientRect();return new d.Point2(a.width,a.height)};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto"};a.prototype.blur=function(){this._container.blur()};a.prototype.hide=function(){this._container.style.visibility="hidden";this._activeNoteText=null};a.prototype.show=function(a){this._container.style.visibility="visible";this._activeNoteText=
+a};a.prototype.getHtmlContainer=function(){return this._container};a.prototype.setHtmlContainer=function(a){this._container=a};return a}();f.NoteTextElement=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(){return function(){this.rotate=this.viewPlane=this.plane=this.axis=null}}(),a=function(){return function(a,b,g,e,f,h){this.vector=b;this.matrix=g;this.nodeId=e;this.position=a;this.handleType=f;this.translation=d.Point3.zero();this.groupId=h}}(),e=function(c){function b(a){var b=c.call(this)||this;b._meshIds=new f;b._scaleModifier=1;b._id=0;b._handleData=new Map;b._translationFromInitialHandlePosition=d.Point3.zero();b._groupIdRotationMatrix=new Map;b._viewer=
+a;b._callbacks={camera:function(){b._updateCamera()},_assemblyTreeReady:function(){return __awaiter(b,void 0,void 0,function(){var a,b,c,d,g=this;return __generator(this,function(e){this._updateViewport();this._hideOverlay();a=this._createMeshId(this._getAxisMeshData()).then(function(a){g._meshIds.axis=a});b=this._createMeshId(this._getPlaneMeshData()).then(function(a){g._meshIds.plane=a});c=this._createMeshId(this._getViewPlaneMeshData()).then(function(a){g._meshIds.viewPlane=a});d=this._createMeshId(this._getRotateMeshData()).then(function(a){g._meshIds.rotate=
+a});a;b;c;d;return[2]})})},modelSwitchStart:function(){return __awaiter(b,void 0,void 0,function(){return __generator(this,function(a){switch(a.label){case 0:return[4,this.removeHandles()];case 1:return a.sent(),[2]}})})}};b._viewer.setCallbacks(b._callbacks);return b}__extends(b,c);b.prototype.remove=function(){null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null);c.prototype.remove.call(this)};b.prototype._getAxisMeshData=function(){return d.Util.generateConeCylinderMeshData(b._cylinderRadius,
+b._segmentCount,b._cylinderHeight,b._coneBaseRadius,b._capHeight,b._taperHeight)};b.prototype._getPlaneMeshData=function(){var a=new d.Point3(b._planeOffset,0,b._planeOffset),c=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset),e=new d.Point3(b._planeOffset+b._planeLength,0,b._planeOffset+b._planeLength),f=new d.Point3(b._planeOffset,0,b._planeOffset+b._planeLength),h=[a.x,a.y,a.z,c.x,c.y,c.z,e.x,e.y,e.z,a.x,a.y,a.z,e.x,e.y,e.z,f.x,f.y,f.z],p=new d.Point3(0,-1,0);p=[p.x,p.y,p.z,p.x,p.y,
+p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z,p.x,p.y,p.z];var q=new d.MeshData;q.addFaces(h,p);q.setBackfacesEnabled(!0);q.addPolyline([a.x,a.y,a.z,c.x,c.y,c.z]);q.addPolyline([c.x,c.y,c.z,e.x,e.y,e.z]);q.addPolyline([e.x,e.y,e.z,f.x,f.y,f.z]);q.addPolyline([f.x,f.y,f.z,a.x,a.y,a.z]);return q};b.prototype._getViewPlaneMeshData=function(){return d.Util.generateSphereMeshData()};b.prototype._getRotateMeshData=function(a,b,c){void 0===a&&(a=35);void 0===b&&(b=12);void 0===c&&(c=.5);var g=a*Math.PI/180*.5;
+a=[];for(var e=-g;e<=g;e+=.1){var f=Math.sin(e)*b;a.push(Math.cos(e)*b);a.push(0);a.push(f)}b=new d.Point3(0,0,1);c=d.Util.createCylinderMeshDataFromArc(a,b,10,c);c.setBackfacesEnabled(!0);return c};b.prototype.setAxisMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.axis?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.axis=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.axis,
+a)];case 3:return[2]}})})};b.prototype.setPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.plane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.plane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.plane,a)];case 3:return[2]}})})};b.prototype.setViewPlaneMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,
+function(c){switch(c.label){case 0:return null!==this._meshIds.viewPlane?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),this._meshIds.viewPlane=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.viewPlane,a)];case 3:return[2]}})})};b.prototype.setRotateMeshData=function(a){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(c){switch(c.label){case 0:return null!==this._meshIds.rotate?[3,2]:[4,this._createMeshId(a)];case 1:return b=c.sent(),
+this._meshIds.rotate=b,[3,3];case 2:return[2,this._viewer.model.replaceMesh(this._meshIds.rotate,a)];case 3:return[2]}})})};b.prototype.getOverlayId=function(){return d.BuiltinOverlayIndex.Handles};b.prototype._hideOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!1)};b.prototype.hideOverlay=function(){this._hideOverlay();return Promise.resolve()};b.prototype._showOverlay=function(){this._viewer.overlayManager.setVisibility(d.BuiltinOverlayIndex.Handles,!0);
+this._updateCamera()};b.prototype.showOverlay=function(){this._showOverlay();return Promise.resolve()};b.prototype._updateViewport=function(){this._viewer.overlayManager.setViewport(d.BuiltinOverlayIndex.Handles,d.OverlayAnchor.UpperLeftCorner,0,d.OverlayUnit.ProportionOfCanvas,0,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas,1,d.OverlayUnit.ProportionOfCanvas)};b.prototype.updateViewport=function(){this._updateViewport();return Promise.resolve()};b.prototype.addHandles=function(a,
+b,c){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(g){switch(g.label){case 0:return this._scaleModifier=b,this._translationFromInitialHandlePosition.assign(d.Point3.zero()),[4,this.createDefaultHandles(a,c)];case 1:return g.sent(),this._showOverlay(),[2]}})})};b.prototype._updateCamera=function(){this._viewer.overlayManager.setCamera(d.BuiltinOverlayIndex.Handles,this._viewer.view.getCamera())};b.prototype.getVector=function(a){a=this._handleData.get(a);return void 0!==
+a&&(a=a.vector,null!==a)?a.copy():null};b.prototype.getHandleType=function(a){a=this._handleData.get(a);return void 0===a?null:a.handleType};b.prototype.getHandleGroupId=function(a){a=this._handleData.get(a);return void 0===a?b.defaultGroupId:a.groupId};b.prototype.getPosition=function(a){if(a=this._handleData.get(a)){var b=a.translation.copy();return a.position.copy().add(this._translationFromInitialHandlePosition).add(b)}return null};b.prototype.getHandleNodeIds=function(){var a=[];this._handleData.forEach(function(b,
+c){a.push(c)});return a};b.prototype.removeHandles=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return a=this.getHandleNodeIds(),this._handleData.clear(),this._groupIdRotationMatrix.clear(),this._id=0,this._hideOverlay(),[4,this._viewer.model.deleteMeshInstances(a)];case 1:return b.sent(),[2]}})})};b.prototype.isEmpty=function(){return 0===this._handleData.size};b.prototype.createDefaultHandles=function(a,c){return __awaiter(this,
+void 0,void 0,function(){var g;return __generator(this,function(e){switch(e.label){case 0:return g=[],g.push(this.addViewPlaneHandle(a,b._viewPlaneColor,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(1,0,0),b._xColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,1,0),b._yColor,null,c)),g.push(this.addAxisTranslationHandle(a,new d.Point3(0,0,1),b._zColor,null,c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(1,0,0),b._zColor,d.Color.black(),new d.Point3(0,-1,0),c)),
+g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,1,0),b._xColor,d.Color.black(),new d.Point3(0,0,-1),c)),g.push(this.addPlaneTranslationHandle(a,new d.Point3(0,0,1),b._yColor,d.Color.black(),new d.Point3(-1,0,0),c)),g.push(this.addRotateHandle(a,new d.Point3(1,0,0),b._zColor,new d.Point3(0,-1,0),c)),g.push(this.addRotateHandle(a,new d.Point3(0,1,0),b._xColor,new d.Point3(0,0,-1),c)),g.push(this.addRotateHandle(a,new d.Point3(0,0,1),b._yColor,new d.Point3(-1,0,0),c)),[4,Promise.all(g)];case 1:return e.sent(),
+[2]}})})};b.prototype._createMeshId=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:return b=this._viewer.model,[4,b.createMesh(a,{doNotDelete:!0})];case 1:return c=d.sent(),[2,c]}})})};b.prototype.addAxisTranslationHandle=function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.axis)return[3,2];g=this._meshIds;return[4,
+this._createMeshId(this._getAxisMeshData())];case 1:g.axis=m.sent(),m.label=2;case 2:return k="handle-axis-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.axis,k,e,null,b.copy(),l.copy())];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Axis,h)),[2,n]}})})};b.prototype.addViewPlaneHandle=function(b,c,e){return __awaiter(this,void 0,void 0,function(){var g,f;return __generator(this,function(k){switch(k.label){case 0:if(null!==
+this._meshIds.viewPlane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getViewPlaneMeshData())];case 1:g.viewPlane=k.sent(),k.label=2;case 2:return[4,this._createMeshInstance(this._meshIds.viewPlane,"handle-sphere-instance",c,null,b,new d.Matrix)];case 3:return f=k.sent(),this._handleData.set(f,new a(b.copy(),null,new d.Matrix,f,d.HandleType.ViewPlane,e)),[2,f]}})})};b.prototype.addPlaneTranslationHandle=function(b,c,e,f,h,p){return __awaiter(this,void 0,void 0,function(){var g,k,l,
+n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.plane)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getPlaneMeshData())];case 1:g.plane=m.sent(),m.label=2;case 2:return k="handle-plane-translation-"+this._id++,l=this._getRotationMatrixFromVector(c,h),[4,this._createMeshInstance(this._meshIds.plane,k,e,f,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),l.copy(),n,d.HandleType.Plane,p)),[2,n]}})})};b.prototype.addRotateHandle=
+function(b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l,n;return __generator(this,function(m){switch(m.label){case 0:if(null!==this._meshIds.rotate)return[3,2];g=this._meshIds;return[4,this._createMeshId(this._getRotateMeshData())];case 1:g.rotate=m.sent(),m.label=2;case 2:return k="handle-rotate-"+this._id++,l=this._getRotationMatrixFromVector(c,f),[4,this._createMeshInstance(this._meshIds.rotate,k,e,null,b,l)];case 3:return n=m.sent(),this._handleData.set(n,new a(b.copy(),c.copy(),
+l.copy(),n,d.HandleType.Rotate,h)),[2,n]}})})};b.prototype._getRotationMatrixFromVector=function(a,b){b||(b=new d.Point3(1,0,0),.001>d.Point3.cross(b,a).squaredLength()&&(b=new d.Point3(0,1,0)));b=d.Point3.cross(b,a).normalize();var c=d.Point3.cross(b,a).normalize();a.normalize();var g=new d.Matrix;g.m[0]=b.x;g.m[1]=b.y;g.m[2]=b.z;g.m[3]=0;g.m[4]=a.x;g.m[5]=a.y;g.m[6]=a.z;g.m[7]=0;g.m[8]=c.x;g.m[9]=c.y;g.m[10]=c.z;g.m[11]=0;g.m[12]=0;g.m[13]=0;g.m[14]=0;g.m[15]=1;return g};b.prototype._createMeshInstance=
+function(a,b,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var g,k,l;return __generator(this,function(m){g=this._createTransformationMatrix(f,new d.Matrix);g=d.Matrix.multiply(h,g);k=new d.MeshInstanceData(a,g,b,c||void 0,e||void 0);k.setOpacity(1);k.setCreationFlags(d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw);k.setOverlayIndex(d.BuiltinOverlayIndex.Handles);l=this._viewer.model;return[2,l.createMeshInstance(k,void 0,!0,!0)]})})};b.prototype._createTransformationMatrix=function(a,c){var g=b._defaultScale*this._scaleModifier;g=(new d.Matrix).setScaleComponent(g,g,g);g=d.Matrix.multiply(g,c);g.setTranslationComponent(a.x,a.y,a.z);return g};b.prototype._getHandlePosition=function(a){var b=null;this._handleData.forEach(function(c){c.groupId===a&&(b=c.position.copy())});
+return b};b.prototype.getGroupIdRotationMatrix=function(a){a=this._groupIdRotationMatrix.get(a);return void 0===a?new d.Matrix:a.copy()};b.prototype.updatePosition=function(a,b,c,e,f){return __awaiter(this,void 0,void 0,function(){var g,k,h,l,m=this;return __generator(this,function(n){switch(n.label){case 0:g=this._viewer.model;k=[];h=new Map;l=this._getHandlePosition(e);if(null===l)return[2];this._handleData.forEach(function(n,p){var q=n.groupId,r=void 0!==f.get(q);if(q===e||r){var t=n.position.copy();
+t.add(a.copy());var u=n.translation.copy();t.add(u);u=d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b);u=d.Matrix.multiply(n.matrix,u);r&&(r=d.Point3.subtract(t,l),b.transform(r,t),t.add(l));r=m._createTransformationMatrix(t,u);c&&(n.position.assign(t),h.set(q,d.Matrix.multiply(m.getGroupIdRotationMatrix(q),b)));k.push(g.setNodeMatrix(p,r))}});h.forEach(function(a,b){m._groupIdRotationMatrix.set(b,a.copy())});return[4,Promise.all(k)];case 1:return n.sent(),[2]}})})};b.prototype.resetTranslation=
+function(){var a=this;this._translationFromInitialHandlePosition&&(this._handleData.forEach(function(b){b.translation.add(a._translationFromInitialHandlePosition)}),this._translationFromInitialHandlePosition.assign(d.Point3.zero()))};b.prototype.getTranslation=function(){return this._translationFromInitialHandlePosition};b.className="Communicator.Markup.HandleMarkup";b.defaultGroupId=-1;b._defaultScale=.02;b._cylinderRadius=.5;b._coneBaseRadius=.9;b._cylinderHeight=7;b._capHeight=1.2;b._taperHeight=
+.2;b._segmentCount=20;b._planeOffset=1;b._planeLength=2.5;b._xColor=new d.Color(168,56,59);b._yColor=new d.Color(96,166,50);b._zColor=new d.Color(41,81,185);b._viewPlaneColor=d.Color.white();return b}(h.MarkupItem);h.HandleMarkup=e})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(d){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._lineEdgeShape=new d.Shape.Polyline;c._linePositions=[];c._name="MeasureLength";c._positions=[];c._lineShapes=[];c._lineEdgeShape.setStrokeWidth(4);c._lineEdgeShape.setStrokeColor(b.measureManager.getMeasurementEdgeColor());return c}__extends(c,a);c.prototype.setLineGeometry=function(a){this._lineEdgeShape.setStrokeColor(this._viewer.measureManager.getMeasurementEdgeColor());this._linePositions=a;this._stage=
+1};c.prototype.reset=function(){this._stage=0};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.measureManager,c=b.getMeasurementColor();b=b.getMeasurementEdgeColor();this._lineShapes.forEach(function(a){a.setStrokeColor(c)});this._lineEdgeShape.setStrokeColor(b)};c.prototype.draw=function(){};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureLengthMarkup"};return c}(f.MeasureMarkup);
+f.MeasureLengthMarkup=a})(d.Measure||(d.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){var g=a.call(this,b)||this;g._circlePoints=[];g._radius=0;g._surfaceCenter=d.Point3.zero();g._circlePlane=new d.Plane;g._arrowsInvert=!1;g._name="MeasureCircleEdgeLength";g._lineProperties=c;g._matrix=e.copy();g._unitMultiplier=f;g._textShape.getBoxPortion().setFillOpacity(1);g._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(c=0;5>c;c++)g._lineShapes.push(new h.Shape.Line),g._lineShapes[c].setStrokeColor(b.measureManager.getMeasurementColor());
+return g}__extends(c,a);c.prototype.createCircleData=function(){d.Util.generatePointsOnCircle(this._circlePoints,this._lineProperties.origin,this._lineProperties.radius,32,this._lineProperties.normal);this._matrix.transformArray(this._circlePoints,this._circlePoints);this._positions[0]=this._circlePoints[0].copy();this._positions[1]=this._circlePoints[16].copy();var a=new d.Point3(this._lineProperties.radius,0,0),c=new d.Point3(0,0,0);this._matrix.transform(a,a);this._matrix.transform(c,c);this._radius=
+d.Point3.subtract(c,a).length();d.Point3.subtract(this._positions[1],this._positions[0]);this._positions[4]=this._positions[1].copy();this._surfaceCenter=this._matrix.transform(this._lineProperties.origin);a=new d.Point3(this._circlePoints[0].x,this._circlePoints[0].y,this._circlePoints[0].z);c=new d.Point3(this._circlePoints[1].x,this._circlePoints[1].y,this._circlePoints[1].z);this._circlePlane=d.Plane.createFromPoints(a,c,this._surfaceCenter)};c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,
+b);this._positions[0]=this._linePositions[0];this._positions[0].equals(this._positions[this._positions.length-1])?this._positions[1]=this._positions[Math.floor(this._positions.length/2)]:this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[1]=this._linePositions[this._linePositions.length-1];this._positions[2]=this._linePositions[1].copy();this.createCircleData();this._setMeasurementValue(this._radius)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);
+var c=this._viewer.view.raycastFromPoint(b);if(null!==c){b=this._surfaceCenter;var e=this._circlePlane,f=e.rayIntersection(c);null===f&&(f=d.Point3.add(b,c.direction.copy().scale(-2*this._radius)),f=d.Plane.createFromPointAndNormal(f,c.direction).rayIntersection(c),console.assert(null!==f),c=new d.Ray(f,e.normal),f=e.rayIntersection(c),null===f&&(f=e.rayIntersection(c.negate())));null===f&&(console.assert(!1),f=b.copy());c=d.Point3.subtract(f,b).normalize().scale(this._radius);e=d.Point3.add(b,c);
+b=d.Point3.subtract(b,c);this._positions[0]=e;this._positions[1]=b;this._positions[2]=e.copy();this._positions[3]=b.copy();this._positions[4]=f.copy();this._positions[5]=this._surfaceCenter.copy();this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[4].x+this._positions[5].x)/2,(this._positions[4].y+this._positions[5].y)/2,(this._positions[4].z+this._positions[5].z)/2),c=d.Point3.subtract(this._positions[5],
+this._positions[4]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).length()>c.length()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=0,e=this._linePositions;c<e.length;c++){var f=d.Point2.fromPoint3(b.projectPoint(e[c]));this._lineEdgeShape.pushPoint(f)}}if(1<this._stage){c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._textShape&&
+this._textShape.setPosition(c[4]);this._lineShapes[0].set(c[5],c[2]);this._lineShapes[1].set(c[5],c[4]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.None);this._lineShapes[0].setEndcapsInverted(this._arrowsInvert);this._lineShapes[0].setEndEndcapColor(b);this._lineShapes[0].setStartEndcapColor(b)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()){this.update();
+var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0;2>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){var a=f.MeasureMarkup._serializePointArray(this._linePositions),c=f.MeasureMarkup._serializePointArray(this._positions);return{matrix:this._matrix.toJson(),lineOrigin:this._lineProperties.origin,
+lineRadius:this._lineProperties.radius,lineNormal:this._lineProperties.normal,linePositions:a,positions:c,text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,g){var b=d.Matrix.fromJson(a.matrix),e=a.lineRadius,h=d.Point3.fromJson(a.lineOrigin),m=d.Point3.fromJson(a.lineNormal);e=new d.SubentityProperties.CircleElement(e,h,m);g=new c(g,
+e,b,a.unitMultiplier||1);b=f.MeasureMarkup._constructPointArray(a.linePositions);e=f.MeasureMarkup._constructPointArray(a.positions);g.setLineGeometry(b);g._positions=e;g._textShape.setTextString(a.text);g._stage=3;g._measurementValue=a.measurementValue;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureCircleEdgeLengthMarkup"};return c}(f.MeasureLengthMarkup);f.MeasureCircleEdgeLengthMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._arcArray=[];b._lineGeometryShape=new h.Shape.Polyline;b.planeIntersectionLine=[];b._pointOnLine=d.Point3.zero();b._clickpointOriginal2=d.Point3.zero();b._clickpointOriginal1=d.Point3.zero();b._plane1=new d.Plane;b._plane2=new d.Plane;b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._intermediatePoint=d.Point3.zero();b._textAnchorPoint=d.Point3.zero();
+b._angle=0;b._useAuthoredNormals=!0;b._name="MeasureFaceFaceAngle";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype._getNormalAndPositionFromSelection=
+function(a,c,e){return __awaiter(this,void 0,void 0,function(){var b,g,f,k,h;return __generator(this,function(l){switch(l.label){case 0:return b=a.getNodeId(),g=a.getFaceEntity().getCadFaceIndex(),e.assign(a.getPosition().copy()),c.assign(a.getFaceEntity().getNormal()),[4,this._viewer.model.getFaceProperty(b,g)];case 1:return f=l.sent(),this._useAuthoredNormals&&null!==f&&f instanceof d.SubentityProperties.PlaneElement&&(k=this._viewer.model.getNodeNetMatrix(b),h=k.normalMatrix(),null!==h&&h.transform(f.normal,
+c)),[2]}})})};c.prototype.getFirstSelection=function(){return this._faceSelection[0]};c.prototype.setFirstFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),this._faceSelection.push(a),e=d.Point3.zero(),f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,e,f)];case 1:return g.sent(),
+this._firstPoint=f.copy(),this._plane1.setFromPointAndNormal(this._firstPoint,e),this._clickpointOriginal1=a.getPosition().copy(),this._stage++,[2]}})})};c.prototype.setSecondFace=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,p,q,r,u,t,v,w,z,x,y,A,B;return __generator(this,function(g){switch(g.label){case 0:return b=a.getNodeId(),c=a.getFaceEntity().getCadFaceIndex(),this._faceSelection[1]=a,this._viewer.model.setNodeFaceColor(b,c,new d.Color(255,0,0)),e=d.Point3.zero(),
+f=d.Point3.zero(),[4,this._getNormalAndPositionFromSelection(a,f,e)];case 1:g.sent();this._secondPoint=e.copy();this._plane2.setFromPointAndNormal(this._secondPoint,f);this.planeIntersectionLine[0]=new d.Point3(0,0,0);this.planeIntersectionLine[1]=new d.Point3(0,0,0);h=d.Util.intersect3d2Planes(this._plane1,this._firstPoint,this._plane2,this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1]);if(2!==h)return[2,!1];p=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);
+p.normalize();this.planeIntersectionLine[0].set(this.planeIntersectionLine[0].x-100*p.x,this.planeIntersectionLine[0].y-100*p.y,this.planeIntersectionLine[0].z-100*p.z);this.planeIntersectionLine[1].set(this.planeIntersectionLine[1].x+100*p.x,this.planeIntersectionLine[1].y+100*p.y,this.planeIntersectionLine[1].z+100*p.z);d.Util.computePointToLineDistance(this._secondPoint,this.planeIntersectionLine[0],this.planeIntersectionLine[1],this._pointOnLine);q=new d.Point3(0,0,0);r=new d.Point3(0,0,0);q.set(this._firstPoint.x+
+p.x,this._firstPoint.y+p.y,this._firstPoint.z+p.z);d.Util.computePointToLineDistance(this._pointOnLine,this._firstPoint,q,r);this._firstPoint=r.copy();this._clickpointOriginal2=a.getPosition().copy();u=new d.Matrix;t=d.Point3.subtract(this._secondPoint,this._pointOnLine);v=t.length();w=d.Point3.subtract(this._firstPoint,this._pointOnLine);w.normalize();this._intermediatePoint.set(this._pointOnLine.x+w.x*v,this._pointOnLine.y+w.y*v,this._pointOnLine.z+w.z*v);this._angle=d.Util.computeAngleBetweenVector(t,
+w);if(0===this._angle)return[2,!1];this._measurementValue=this._angle;this._textShape.setTextString(this._measurementValue.toFixed(2)+"\u00b0");this._viewer.trigger("measurementValueSet",this);this._textPos=this._pointOnLine.copy();z=!1;x=new d.Point3(0,0,0);y=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(p,1,u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);x=d.Point3.subtract(x,this._firstPoint);A=x.length();d.Util.computeOffaxisRotation(p,-1,
+u);u.transform(t,y);x.set(y.x+this._pointOnLine.x,y.y+this._pointOnLine.y,y.z+this._pointOnLine.z);d.Point3.subtract(x,this._firstPoint);B=x.length();B<A&&(z=!0);this._arcArray=d.Util.generateArcPoints(p,z?-this._angle:this._angle,this._pointOnLine,t,30);this._stage++;return[2,!0]}})})};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)&&(b=this._viewer.view.raycastFromPoint(b),null!==b)){var c=new d.Point3(b.origin.x+1E6*b.direction.x,b.origin.y+1E6*b.direction.y,
+b.origin.z+1E6*b.direction.z),e=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(b.origin,c,this._pointOnLine,this._firstPoint,this._secondPoint,e);this._textPos=e.copy();new d.Point3(0,0,0);b=d.Point3.subtract(e,this._pointOnLine);c=b.length();b=d.Point3.subtract(this._secondPoint,this._pointOnLine);b.normalize();this._secondPoint.set(this._pointOnLine.x+b.x*c,this._pointOnLine.y+b.y*c,this._pointOnLine.z+b.z*c);b=d.Point3.subtract(this.planeIntersectionLine[1],this.planeIntersectionLine[0]);b.normalize();
+c=new d.Matrix;e=d.Point3.subtract(this._secondPoint,this._pointOnLine);var f=e.length(),h=d.Point3.subtract(this._firstPoint,this._pointOnLine);h.normalize();this._intermediatePoint.set(this._pointOnLine.x+h.x*f,this._pointOnLine.y+h.y*f,this._pointOnLine.z+h.z*f);f=!1;h=new d.Point3(0,0,0);var m=new d.Point3(0,0,0);d.Util.computeOffaxisRotation(b,1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);var p=h.length();
+d.Util.computeOffaxisRotation(b,-1,c);c.transform(e,m);h.set(m.x+this._pointOnLine.x,m.y+this._pointOnLine.y,m.z+this._pointOnLine.z);h=d.Point3.subtract(h,this._firstPoint);h.length()<p&&(f=!0);this._arcArray=d.Util.generateArcPoints(b,f?-this._angle:this._angle,this._pointOnLine,e,30);b=this._viewer.view.projectPoint(this._textPos);c=0;for(e=this._arcArray;c<e.length;c++)if(f=this._viewer.view.projectPoint(e[c]),f=(new d.Point3(b.x-f.x,b.y-f.y,b.z-f.z)).length(),void 0===q||q>f)var q=f;void 0===
+q||20>=q?this._textAnchorPoint=this._textPos:(c=this._viewer.view.projectPoint(this._intermediatePoint),q=this._viewer.view.projectPoint(this._secondPoint),c=new d.Point3(c.x-b.x,c.y-b.y,c.z-b.z),q=new d.Point3(q.x-b.x,q.y-b.y,q.z-b.z),b=c.length(),q=q.length(),this._textAnchorPoint=b<q?this._intermediatePoint:this._secondPoint)}};c.prototype._nextStage=function(){this._stage++;2<this._stage&&(this._finalized=!0,this.cleanup())};c.prototype.cleanup=function(){var a=this,c=function(b){b=a._faceSelection[b];
+a._viewer.model.unsetNodeFaceColor(b.getNodeId(),b.getFaceEntity().getCadFaceIndex())};2<=this._stage&&c(1);1<=this._stage&&c(0)};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;if(1<this._stage){this._lineGeometryShape.clearPoints();for(var c=0,e=this._arcArray;c<e.length;c++)this._lineGeometryShape.pushPoint(d.Point2.fromPoint3(b.projectPoint(e[c])));this._lineGeometryShape.setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineGeometryShape.setStartEndcapType(h.Shape.EndcapType.Arrowhead);
+this._lineGeometryShape.setEndEndcapSize(5);this._lineGeometryShape.setStartEndcapSize(5);this._lineGeometryShape.setEndEndcapColor(this._viewer.measureManager.getMeasurementColor());this._lineGeometryShape.setStartEndcapColor(this._viewer.measureManager.getMeasurementColor());c=Array(10);c[0]=b.projectPoint(this._textPos);c[1]=b.projectPoint(this._firstPoint);c[2]=b.projectPoint(this._clickpointOriginal1);c[3]=b.projectPoint(this._secondPoint);c[4]=b.projectPoint(this._clickpointOriginal2);c[5]=
+b.projectPoint(this._intermediatePoint);c[6]=b.projectPoint(this._textAnchorPoint);this._behindView=!1;b=Array(10);for(e=0;6>=e;e++)0>=c[e].z&&(this._behindView=!0),b[e]=d.Point2.fromPoint3(c[e]);this._textShape&&this._textShape.setPosition(b[0]);this._lineShapes[0].set(b[1],b[2]);this._lineShapes[1].set(b[1],b[5]);this._lineShapes[2].set(b[3],b[4]);this._lineShapes[3].set(b[6],b[0])}};c.prototype.draw=function(){var a=0!==this._viewer.explodeManager.getMagnitude();if(this._visibility&&!a&&(this.update(),
+!this._behindView&&2<=this._stage&&4>=this._stage)){a=this._viewer.markupManager.getRenderer();for(var c=0;4>c;c++)a.drawLine(this._lineShapes[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineGeometryShape)}};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._arcArray;c<d.length;c++){var e=
+d[c].toJson();a.push(e)}return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),arcArray:a,firstPoint:this._firstPoint.toJson(),clickpointOriginal1:this._clickpointOriginal1.toJson(),secondPoint:this._secondPoint.toJson(),clickpointOriginal2:this._clickpointOriginal2.toJson(),intermediatePoint:this._intermediatePoint.toJson(),textAnchorPoint:this._textAnchorPoint.toJson(),measurementValue:this._measurementValue,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};
+c.fromJson=function(a,g){g=new c(g);for(var b=0,e=a.arcArray;b<e.length;b++){var f=d.Point3.fromJson(e[b]);g._arcArray.push(f)}g._textShape.setTextString(a.text);g._textPos.assign(d.Point3.fromJson(a.textPos));g._firstPoint.assign(d.Point3.fromJson(a.firstPoint));g._clickpointOriginal1=d.Point3.fromJson(a.clickpointOriginal1);g._secondPoint.assign(d.Point3.fromJson(a.secondPoint));g._clickpointOriginal2=d.Point3.fromJson(a.clickpointOriginal2);g._intermediatePoint.assign(d.Point3.fromJson(a.intermediatePoint));
+g._textAnchorPoint.assign(d.Point3.fromJson(a.textAnchorPoint));g._measurementValue=a.measurementValue;g._stage=3;return g};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceAngleMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceAngleMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._faceSelection=[];b._line1PreviewShape1=new h.Shape.Line;b._line1PreviewShape2=new h.Shape.Line;b._line2PreviewShape1=new h.Shape.Line;b._line2PreviewShape2=new h.Shape.Line;b._matrix1=new d.Matrix;b._matrix2=new d.Matrix;b._lineGeometryShape=new h.Shape.Polyline;b._parallelFaces=!1;b._triangulatedDistance=!0;b._pointsOnSameRay=!1;b._arrowsInvert=!1;b._faceData=[];b._distance=0;b._surfaceCenter=[d.Point3.zero(),
+d.Point3.zero()];b._surfaceAxis1=[d.Point3.zero(),d.Point3.zero()];b._surfaceAxis2=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite1=[d.Point3.zero(),d.Point3.zero()];b._cylinderAxisInfinite2=[d.Point3.zero(),d.Point3.zero()];b._firstPointHelper=d.Point3.zero();b._secondPointHelper=d.Point3.zero();b._secondPoint=d.Point3.zero();b._firstPoint=d.Point3.zero();b._textPos=d.Point3.zero();b._name="MeasureFaceFaceDistance";b._lineGeometryShape.setStrokeWidth(2);b._lineGeometryShape.setStrokeColor(b._viewer.measureManager.getMeasurementColor());
+b._textShape=new h.Shape.TextBox;b._textShape.getBoxPortion().setFillOpacity(1);b._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));for(var c=0;5>c;c++)b._lineShapes.push(new h.Shape.Line),b._lineShapes[c].setStrokeColor(b._viewer.measureManager.getMeasurementColor());return b}__extends(c,a);c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstFace=function(a,c,e,f){var b=a.getNodeId(),g=a.getFaceEntity(),k=a.getPosition();this._matrix1=e.copy();this._viewer.model.setNodeFaceColor(b,
+g.getCadFaceIndex(),new d.Color(255,0,0));this._faceSelection[0]=a;this._firstPoint=k.copy();this._faceData[0]=c;this._faceData[0]instanceof d.SubentityProperties.PlaneElement?(a=this._faceData[0],c=new d.Point3(a.origin.x+a.normal.x,a.origin.y+a.normal.y,a.origin.z+a.normal.z),this._matrix1.transform(c,this._surfaceAxis1[0]),this._matrix1.transform(a.origin,this._surfaceCenter[0])):this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this.createCylinderData(this._faceData[0],e,f);this._stage++};
+c.prototype.getFirstSelection=function(){return this._faceSelection[0]||null};c.prototype.getFirstFaceData=function(){return this._faceData[0]||null};c.prototype.cleanup=function(){var a=this._viewer.model;2<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[1].getNodeId(),this._faceSelection[1].getFaceEntity().getCadFaceIndex());1<=this._stage&&a.unsetNodeFaceColor(this._faceSelection[0].getNodeId(),this._faceSelection[0].getFaceEntity().getCadFaceIndex())};c.prototype.createCylinderData=function(a,
+c,e){e=d.Point3.subtract(e.max,e.min).length()/4;var b=new d.Point3(a.origin.x+1E4*a.normal.x,a.origin.y+1E4*a.normal.y,a.origin.z+1E4*a.normal.z),g=new d.Point3(a.origin.x-1E4*a.normal.x,a.origin.y-1E4*a.normal.y,a.origin.z-1E4*a.normal.z),f=new d.Point3(0,0,0);d.Util.computePointToLineDistance(a.origin,b,g,f);this._surfaceCenter[this._stage]=new d.Point3(0,0,0);c.transform(f,this._surfaceCenter[this._stage]);b=new d.Point3(f.x+a.normal.x,f.y+a.normal.y,f.z+a.normal.z);this._surfaceAxis1[this._stage]=
+new d.Point3(0,0,0);c.transform(b,this._surfaceAxis1[this._stage]);b.set(f.x-a.normal.x,f.y-a.normal.y,f.z-a.normal.z);this._surfaceAxis2[this._stage]=new d.Point3(0,0,0);c.transform(b,this._surfaceAxis2[this._stage]);new d.Point3(0,0,0);a=this._surfaceAxis1[this._stage].copy();a=d.Point3.subtract(a,this._surfaceCenter[this._stage]);a.normalize();this._surfaceAxis1[this._stage].set(this._surfaceCenter[this._stage].x+a.x*e,this._surfaceCenter[this._stage].y+a.y*e,this._surfaceCenter[this._stage].z+
+a.z*e);this._surfaceAxis2[this._stage].set(this._surfaceCenter[this._stage].x-a.x*e,this._surfaceCenter[this._stage].y-a.y*e,this._surfaceCenter[this._stage].z-a.z*e);this._cylinderAxisInfinite1[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x+a.x*e*1E3,this._surfaceCenter[this._stage].y+a.y*e*1E3,this._surfaceCenter[this._stage].z+a.z*e*1E3);this._cylinderAxisInfinite2[this._stage]=new d.Point3(this._surfaceCenter[this._stage].x-a.x*e*1E3,this._surfaceCenter[this._stage].y-a.y*e*1E3,
+this._surfaceCenter[this._stage].z-a.z*e*1E3)};c.prototype.setSecondFace=function(a,c,e,f,h){return __awaiter(this,void 0,void 0,function(){var b,g,k,l,n,t,v,w,z,x,y,A,B,D,C,E,F,H,G,J,K,I;return __generator(this,function(m){switch(m.label){case 0:b=this._faceSelection[0];g=this._faceData[0];if(void 0===b||void 0===g)throw new d.CommunicatorError("setSecondFace() called before setFirstFace()");if(e instanceof d.SubentityProperties.PlaneElement)k=g,l=new d.Point3(k.origin.x+k.normal.x,k.origin.y+k.normal.y,
+k.origin.z+k.normal.z),this._matrix1.transform(l,this._surfaceAxis1[0]),this._matrix1.transform(k.origin,this._surfaceCenter[0]);else if(e instanceof d.SubentityProperties.CylinderElement)this.createCylinderData(e,f,h);else return[2];return[4,this._viewer.model.computeMinimumFaceFaceDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),c.getNodeId(),c.getFaceEntity().getCadFaceIndex())];case 1:n=m.sent();if(0===n.distance)return[2];this._matrix2=f.copy();this._secondPoint=c.getPosition().copy();
+if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.PlaneElement))return[3,2];t=e;l=new d.Point3(t.origin.x+t.normal.x,t.origin.y+t.normal.y,t.origin.z+t.normal.z);this._matrix2.transform(l,this._surfaceAxis1[1]);this._matrix2.transform(t.origin,this._surfaceCenter[1]);v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-
+this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);v.equalsWithTolerance(w,1E-5)||z.equalsWithTolerance(w,1E-5)?(this._secondPointHelper=new d.Point3(this._secondPoint.x,this._secondPoint.y,this._secondPoint.z),this._firstPointHelper=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z),x=new d.Plane,x.setFromPointAndNormal(this._surfaceCenter[0],v),
+y=new d.Plane,y.setFromPointAndNormal(this._surfaceCenter[1],w),A=new d.Point3(this._firstPoint.x+v.x,this._firstPoint.y+v.y,this._firstPoint.z+v.z),d.Util.intersectionPlaneLine2(b.getPosition(),A,y,this._secondPoint),z.equalsWithTolerance(w,1E-5)&&(B=new d.Point3(-v.x,-v.y,-v.z),x.setFromPointAndNormal(this._surfaceCenter[0],B)),this._distance=D=Math.abs(y.d-x.d)/x.normal.length(),this._setMeasurementValue(this._distance),this._parallelFaces=!0,this._triangulatedDistance=!1,C=new d.Point3(0,1,0),
+E=d.Point3.subtract(this._secondPoint,this._firstPoint),F=new d.Point3(0,0,0),F=d.Point3.subtract(this._secondPointHelper,this._firstPoint),H=d.Util.computeAngleBetweenVector(C,E),G=d.Util.computeAngleBetweenVector(C,F),this._textPos.assign(this._secondPoint),.1>H-G&&-.1<H-G&&(this._pointsOnSameRay=!0)):(this._firstPoint.assign(n.pos1),this._secondPoint.assign(n.pos2),this._textPos.assign(n.pos2),this._distance=n.distance,this._setMeasurementValue(this._distance));return[3,8];case 2:if(!(g instanceof
+d.SubentityProperties.CylinderElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,3];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);w=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,this._surfaceAxis1[1].z-this._surfaceCenter[1].z);v.normalize();w.normalize();z=new d.Point3(-v.x,-v.y,-v.z);if(v.equalsWithTolerance(w,
+1E-5)||z.equalsWithTolerance(w,1E-5)){J=new d.Point3(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],J);this._firstPoint=J.copy();K=new d.Point3(this._firstPoint.x,this._firstPoint.y,this._firstPoint.z);K=d.Point3.subtract(K,this._surfaceCenter[0]);K.set(0,0,0);d.Util.computePointToLineDistance(this._firstPoint,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],J);this._secondPoint=J.copy();D=d.Point3.subtract(this._secondPoint,
+this._firstPoint).length();if(1E-7>D)return[2];this._triangulatedDistance=!1;this._textPos.assign(this._secondPoint);this._setMeasurementValue(D)}else{this._distance=d.Util.distanceLineLine(this._cylinderAxisInfinite1[0],this._cylinderAxisInfinite2[0],this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],this._firstPoint,this._secondPoint);if(1E-7>this._distance)return[2];this._textPos.assign(this._firstPoint);this._setMeasurementValue(this._distance)}return[3,8];case 3:if(!(g instanceof d.SubentityProperties.CylinderElement&&
+e instanceof d.SubentityProperties.PlaneElement))return[3,5];v=new d.Point3(this._surfaceAxis1[0].x-this._surfaceCenter[0].x,this._surfaceAxis1[0].y-this._surfaceCenter[0].y,this._surfaceAxis1[0].z-this._surfaceCenter[0].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[0],v))];case 4:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);
+this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 5:if(!(g instanceof d.SubentityProperties.PlaneElement&&e instanceof d.SubentityProperties.CylinderElement))return[3,7];v=new d.Point3(this._surfaceAxis1[1].x-this._surfaceCenter[1].x,this._surfaceAxis1[1].y-this._surfaceCenter[1].y,
+this._surfaceAxis1[1].z-this._surfaceCenter[1].z);return[4,this._viewer.model.computeMinimumFaceLineDistance(b.getNodeId(),b.getFaceEntity().getCadFaceIndex(),new d.Ray(this._surfaceCenter[1],v))];case 6:I=m.sent();this._distance=I.distance;if(1E-7>this._distance)return[2];this._firstPoint.assign(I.pos1);this._secondPoint.assign(I.pos2);this._textPos.assign(I.pos2);this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0));this._faceData[1]=e;this._faceSelection[1]=
+c;this._stage++;this.adjust(a);this._setMeasurementValue(this._distance);return[3,8];case 7:this._firstPoint.assign(n.pos1);this._secondPoint.assign(n.pos2);this._textPos.assign(n.pos2);this._distance=n.distance;if(1E-7>this._distance)return[2];this._setMeasurementValue(this._distance);m.label=8;case 8:return this._viewer.model.setNodeFaceColor(c.getNodeId(),c.getFaceEntity().getCadFaceIndex(),new d.Color(255,0,0)),this._faceData[1]=e,this._faceSelection[1]=c,this._stage++,this.adjust(a),[2]}})})};
+c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);if(!(1>=this._stage)){var c=this._viewer.view.raycastFromPoint(b);if(null!==c){var e=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z),f=d.Util.oneVectorCross(c.direction);new d.Point3(0,0,0);var h=d.Point3.cross(c.direction,f);h.normalize();new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2);var m=
+this._textPos.copy();f.set(m.x+f.x,m.y+f.y,m.z+f.z);h.set(m.x+h.x,m.y+h.y,m.z+h.z);b=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,e,m,f,h,b);2===this._stage?d.Util.computePointToLineDistance(b,this._firstPoint,this._secondPoint,this._textPos):this._parallelFaces||this._triangulatedDistance?(c=new d.Point3(0,0,0),this._pointsOnSameRay||(d.Util.computePointToLineDistance(b,this._secondPoint,this._secondPointHelper,c),new d.Point3(0,0,0),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=
+c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,this._textPos.y+b.y,this._textPos.z+b.z))):(c=new d.Point3(0,0,0),d.Util.computePointToLineDistance(b,this._cylinderAxisInfinite1[1],this._cylinderAxisInfinite2[1],c),b=d.Point3.subtract(c,this._secondPoint),this._secondPoint=c.copy(),this._firstPoint.set(this._firstPoint.x+b.x,this._firstPoint.y+b.y,this._firstPoint.z+b.z),this._textPos.set(this._textPos.x+b.x,
+this._textPos.y+b.y,this._textPos.z+b.z));this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._firstPoint.x+this._secondPoint.x)/2,(this._firstPoint.y+this._secondPoint.y)/2,(this._firstPoint.z+this._secondPoint.z)/2),c=d.Point3.subtract(this._secondPoint,this._firstPoint);2*d.Point3.subtract(this._textPos,a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype._nextStage=function(){this._stage++;
+if(3<this._stage||2<this._stage&&this._triangulatedDistance)this._finalized=!0,this.cleanup()};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view;this._behindView=!1;if(0!==this._stage){for(var c=Array(10),e=[],f=0;10>f;f++)e.push(new d.Point3(0,0,0));this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[0]),e[1]=b.projectPoint(this._surfaceAxis1[0]),e[2]=b.projectPoint(this._surfaceAxis2[0]),c[0]=d.Point2.fromPoint3(e[0]),
+c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line1PreviewShape1.set(c[0],c[1]),this._line1PreviewShape2.set(c[0],c[2]));1<this._stage&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&(e[0]=b.projectPoint(this._surfaceCenter[1]),e[1]=b.projectPoint(this._surfaceAxis1[1]),e[2]=b.projectPoint(this._surfaceAxis2[1]),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._line2PreviewShape1.set(c[0],c[1]),this._line2PreviewShape2.set(c[0],
+c[2]));1<this._stage&&(e[0]=b.projectPoint(this._textPos),e[1]=b.projectPoint(this._firstPoint),e[2]=b.projectPoint(this._secondPoint),c[0]=d.Point2.fromPoint3(e[0]),c[1]=d.Point2.fromPoint3(e[1]),c[2]=d.Point2.fromPoint3(e[2]),this._textShape&&this._textShape.setPosition(c[0]),this._lineShapes[0].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[0].setEndcapsInverted(this._arrowsInvert),this._lineShapes[0].setEndEndcapColor(this._viewer.measureManager.getMeasurementColor()),
+this._lineShapes[0].setStartEndcapColor(this._viewer.measureManager.getMeasurementColor()),this._lineShapes[0].set(c[1],c[2]),this._faceData[1]instanceof d.SubentityProperties.CylinderElement&&this._faceData[0]instanceof d.SubentityProperties.CylinderElement?(e[3]=b.projectPoint(this._surfaceCenter[0]),e[4]=b.projectPoint(this._surfaceCenter[1]),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[1],c[3]),this._lineShapes[2].set(c[2],c[4]),this._lineShapes[3].set(c[0],
+c[1])):(e[3]=b.projectPoint(this._firstPointHelper),e[4]=b.projectPoint(this._secondPointHelper),c[3]=d.Point2.fromPoint3(e[3]),c[4]=d.Point2.fromPoint3(e[4]),this._lineShapes[1].set(c[2],c[4]),this._lineShapes[2].set(c[1],c[3]),this._lineShapes[3].set(c[1],c[0])));for(f=0;6>f;f++)0>e[f].z&&(this._behindView=!0)}};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:this._faceData[0]instanceof
+d.SubentityProperties.CylinderElement&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2));break;case 2:case 3:case 4:this._faceData[0]instanceof d.SubentityProperties.CylinderElement&&this._faceData[1]instanceof d.SubentityProperties.CylinderElement?(3>this._stage&&(a.drawLine(this._line1PreviewShape1),a.drawLine(this._line1PreviewShape2),a.drawLine(this._line2PreviewShape1),a.drawLine(this._line2PreviewShape2)),a.drawLine(this._lineShapes[0]),a.drawLine(this._lineShapes[1]),
+a.drawLine(this._lineShapes[2])):(this._viewer.markupManager.getRenderer().drawLine(this._lineShapes[0]),this._parallelFaces&&(a.drawLine(this._lineShapes[1]),a.drawLine(this._lineShapes[2]))),a.drawLine(this._lineShapes[3]),a.drawTextBox(this._textShape)}}};c._serializeFaceProp=function(a){return a instanceof d.SubentityProperties.CylinderElement?{type:"CylinderElement",origin:a.origin.toJson(),normal:a.normal.toJson(),radius:a.radius}:a instanceof d.SubentityProperties.PlaneElement?{type:"PlaneElement",
+origin:a.origin.toJson(),normal:a.normal.toJson()}:null};c._constructFaceProp=function(a){if("CylinderElement"===a.type){var b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal);return new d.SubentityProperties.CylinderElement(a.radius,b,c)}return"PlaneElement"===a.type?(b=d.Point3.fromJson(a.origin),c=d.Point3.fromJson(a.normal),new d.SubentityProperties.PlaneElement(b,c)):null};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],d=0,e=this._faceData;d<
+e.length;d++)a.push(c._serializeFaceProp(e[d]));d=[];e=0;for(var f=this._surfaceCenter;e<f.length;e++)d.push(f[e].toJson());e=[];for(var h=0,m=this._surfaceAxis1;h<m.length;h++)f=m[h],e.push(f.toJson());h=[];m=0;for(var p=this._surfaceAxis2;m<p.length;m++)f=p[m],h.push(f.toJson());return{text:this._textShape.getTextString(),textPos:this._textPos.toJson(),firstPoint:this._firstPoint.toJson(),secondPoint:this._secondPoint.toJson(),firstPointHelper:this._firstPointHelper.toJson(),secondPointHelper:this._secondPointHelper.toJson(),
+measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,parallelFaces:this._parallelFaces,faceData:a,surfaceCenter:d,surfaceAxis1:e,surfaceAxis2:h,name:this.getName(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e.setName(a.name);e._textShape.setTextString(a.text);e._textPos.assign(d.Point3.fromJson(a.textPos));e._firstPoint.assign(d.Point3.fromJson(a.firstPoint));e._firstPointHelper.assign(d.Point3.fromJson(a.firstPointHelper));
+e._secondPoint.assign(d.Point3.fromJson(a.secondPoint));e._secondPointHelper.assign(d.Point3.fromJson(a.secondPointHelper));console.assert(Array.isArray(a.faceData));for(var b=0,g=a.faceData;b<g.length;b++){var f=c._constructFaceProp(g[b]);console.assert(null!==f);e._faceData.push(f)}e._surfaceCenter[0].assign(a.surfaceCenter[0]);e._surfaceCenter[1].assign(a.surfaceCenter[1]);e._surfaceAxis1[0].assign(a.surfaceAxis1[0]);e._surfaceAxis1[1].assign(a.surfaceAxis1[1]);e._surfaceAxis2[0].assign(a.surfaceAxis2[0]);
+e._surfaceAxis2[1].assign(a.surfaceAxis2[1]);e._stage=4;e._parallelFaces=a.parallelFaces;e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureFaceFaceDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasureFaceFaceDistanceMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this,b)||this;c._firstPointShape=new h.Shape.Circle;c._secondPointShape=new h.Shape.Circle;c._arrowsInvert=!1;c._name="MeasurePointPointDistance";c._lineShapes=[];for(var e=0;6>e;e++)c._lineShapes.push(new h.Shape.Line),c._lineShapes[e].setStrokeColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setEndEndcapColor(c._viewer.measureManager.getMeasurementColor()),c._lineShapes[e].setStartEndcapColor(c._viewer.measureManager.getMeasurementColor());
+c._viewer=b;c.initCircle(c._firstPointShape);c.initCircle(c._secondPointShape);c._textShape=new h.Shape.TextBox;c._textShape.getBoxPortion().setFillOpacity(1);c._textShape.getBoxPortion().setFillColor(new d.Color(255,255,255));return c}__extends(c,a);c.prototype.initCircle=function(a){a.setRadius(2.5);a.setFillColor(this._viewer.measureManager.getMeasurementColor())};c.prototype.setUnitMultiplier=function(a){this._unitMultiplier=a};c.prototype.setFirstPointPosition=function(a){this._stage=1;this._positions[0]=
+a.copy()};c.prototype.setSecondPointPosition=function(a){this._stage=2;this._positions[1]=a.copy();this._positions[2]=a.copy();this._setMeasurementValue(d.Point3.subtract(this._positions[1],this._positions[0]).length())};c.prototype._getStage=function(){return this._stage};c.prototype.finalize=function(){this._stage++};c.prototype.getFirstPointPosition=function(){return this._positions[0]};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view.raycastFromPoint(b);if(null!==
+c){b=this._positions[0];var e=this._positions[1],f=new d.Point3(1,0,0);e.equals(b)||(f=d.Point3.subtract(e,b));var h=this._viewer.view.getCamera().getUp(),m=d.Point3.cross(c.direction,h).normalize(),p=new d.Point3((b.x+e.x)/2,(b.y+e.y)/2,(b.z+e.z)/2);h=new d.Point3(p.x+h.x,p.y+h.y,p.z+h.z);var q=new d.Point3(p.x+m.x,p.y+m.y,p.z+m.z),r=new d.Point3(c.origin.x+1E6*c.direction.x,c.origin.y+1E6*c.direction.y,c.origin.z+1E6*c.direction.z);m=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(c.origin,r,p,
+h,q,m);this._positions[2].assign(m);new d.Point3(0,0,0);c=Math.abs(f.x)<=Math.abs(f.y)&&Math.abs(f.x)<=Math.abs(f.z)?new d.Point3(1,0,0):Math.abs(f.y)<=Math.abs(f.x)&&Math.abs(f.y)<=Math.abs(f.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);c=d.Point3.cross(c,f);p=d.Point3.cross(c,f);c.set(b.x+c.x,b.y+c.y,b.z+c.z);p.set(b.x+p.x,b.y+p.y,b.z+p.z);h=new d.Point3(m.x+1E4*f.x,m.y+1E4*f.y,m.z+1E4*f.z);f=new d.Point3(m.x-1E4*f.x,m.y-1E4*f.y,m.z-1E4*f.z);f=d.Util.intersectionPlaneLine(h,f,b,c,p,m);c=!isNaN(m.x)&&
+!isNaN(m.y)&&!isNaN(m.z);f&&c||(m=e.copy());m=d.Point3.subtract(m,b);this._positions[3]=new d.Point3(b.x+m.x,b.y+m.y,b.z+m.z);this._positions[4]=new d.Point3(e.x+m.x,e.y+m.y,e.z+m.z);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=new d.Point3((this._positions[3].x+this._positions[4].x)/2,(this._positions[3].y+this._positions[4].y)/2,(this._positions[3].z+this._positions[4].z)/2),c=d.Point3.subtract(this._positions[4],this._positions[3]);
+2*d.Point3.subtract(this._positions[2],a).length()>c.length()?this._arrowsInvert=!0:this._arrowsInvert=!1};c.prototype.update=function(){a.prototype.update.call(this);var b=this._viewer.view,c=Array(6);if(0<this._stage){this._behindView=!1;for(var e=0;e<this._positions.length;e++)0>=b.projectPoint(this._positions[e]).z&&(this._behindView=!0),c[e]=d.Point2.fromPoint3(b.projectPoint(this._positions[e]));this._firstPointShape.setCenter(c[0])}1<this._stage&&(this._textShape&&this._textShape.setPosition(c[2]),
+this._secondPointShape.setCenter(c[1]),this._lineShapes[0].set(c[0],c[1]),this._lineShapes[1].set(c[3],c[4]),this._lineShapes[2].set(c[0],c[3]),this._lineShapes[3].set(c[1],c[4]),this._lineShapes[4].set(c[3],c[2]),this._lineShapes[5].set(c[3],c[4]),this._lineShapes[5].setEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setStartEndcapType(h.Shape.EndcapType.Arrowhead),this._lineShapes[5].setEndcapsInverted(this._arrowsInvert))};c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&
+(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawCircle(this._firstPointShape);break;case 2:case 3:a.drawCircle(this._firstPointShape);a.drawCircle(this._secondPointShape);for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),
+leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);
+e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._unitMultiplier=a.unitMultiplier||1;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasurePointPointDistanceMarkup"};return c}(f.MeasureMarkup);f.MeasurePointPointDistanceMarkup=a})(h.Measure||(h.Measure=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f){b=a.call(this,b)||this;b._lineProperties=null;b._worldSpaceLength=0;b._arrowsInvert=!1;b._name="MeasureStraightEdgeLength";b._lineProperties=c;b._matrix=e.copy();b._matrix.setTranslationComponent(0,0,0);b._unitMultiplier=f;c=b._viewer.measureManager.getMeasurementColor();for(e=0;5>e;e++)f=new h.Shape.Line,f.setStrokeColor(c),f.setEndEndcapColor(c),f.setStartEndcapColor(c),b._lineShapes.push(f);c=b._textShape.getBoxPortion();
+c.setFillOpacity(1);c.setFillColor(new d.Color(255,255,255));return b}__extends(c,a);c.prototype.setLineGeometry=function(b){a.prototype.setLineGeometry.call(this,b);this._positions[0]=this._linePositions[0];this._positions[2]=this._linePositions[0].copy();this._positions[1]=this._linePositions[this._linePositions.length-1];null!==this._lineProperties&&-1!==this._lineProperties.length?(b=new d.Point3(this._lineProperties.length,0,0),this._matrix.transform(b,b),b=this._worldSpaceLength=b.length()):
+b=d.Point3.subtract(this._positions[1],this._positions[0]).length();this._setMeasurementValue(b)};c.prototype.adjust=function(b){a.prototype.adjust.call(this,b);var c=this._viewer.view,e=c.raycastFromPoint(b);if(null!==e){b=this._positions[0];var f=this._positions[1],h=new d.Point3(1,0,0);f.equals(b)||(h=d.Point3.subtract(f,b));var m=c.getCamera().getUp();c=d.Point3.cross(e.direction,m).normalize();var p=d.Point3.add(b,f).scale(.5);m=d.Point3.add(p,m);var q=d.Point3.add(p,c),r=d.Point3.add(d.Point3.scale(e.direction,
+1E6),e.origin);c=new d.Point3(0,0,0);d.Util.intersectionPlaneLine(e.origin,r,p,m,q,c);this._positions[2].assign(c);new d.Point3(0,0,0);e=Math.abs(h.x)<=Math.abs(h.y)&&Math.abs(h.x)<=Math.abs(h.z)?new d.Point3(1,0,0):Math.abs(h.y)<=Math.abs(h.x)&&Math.abs(h.y)<=Math.abs(h.z)?new d.Point3(0,1,0):new d.Point3(0,0,1);e=d.Point3.cross(e,h);p=d.Point3.cross(e,h);e.add(b);p.add(b);m=d.Point3.add(d.Point3.scale(h,1E4),c);h=d.Point3.add(d.Point3.scale(h,-1E4),c);d.Util.intersectionPlaneLine(m,h,b,e,p,c);h=
+d.Point3.subtract(c,b);this._positions[3]=d.Point3.add(b,h);this._positions[4]=d.Point3.add(f,h);this._updateArrowsInverted();this._viewer.markupManager.refreshMarkup()}};c.prototype._updateArrowsInverted=function(){var a=d.Point3.add(this._positions[3],this._positions[4]).scale(.5),c=d.Point3.subtract(this._positions[4],this._positions[3]);this._arrowsInvert=2*d.Point3.subtract(this._positions[2],a).squaredLength()>c.squaredLength()};c.prototype.update=function(){a.prototype.update.call(this);var b=
+this._viewer.view;this._behindView=!1;if(0<this._stage){this._lineEdgeShape.clearPoints();for(var c=Array(this._linePositions.length),e=0;e<this._linePositions.length;e++)c[e]=b.projectPoint(this._linePositions[e]),0>=c[e].z&&(this._behindView=!0),this._lineEdgeShape.pushPoint(d.Point2.fromPoint3(c[e]))}if(1<this._stage){var f=Array(6);c=Array(6);for(e=0;e<this._positions.length;e++)c[e]=b.projectPoint(this._positions[e]),0>=c[e].z&&(this._behindView=!0),f[e]=d.Point2.fromPoint3(c[e]);this._textShape&&
+this._textShape.setPosition(f[2]);b=this._viewer.measureManager.getMeasurementColor();this._lineShapes[0].set(f[3],f[4]);this._lineShapes[1].set(f[0],f[3]);this._lineShapes[2].set(f[1],f[4]);this._lineShapes[3].set(f[3],f[2]);this._lineShapes[4].set(f[3],f[4]);this._lineShapes[4].setEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setStartEndcapType(h.Shape.EndcapType.Arrowhead);this._lineShapes[4].setEndcapsInverted(this._arrowsInvert);this._lineShapes[4].setEndEndcapColor(b);this._lineShapes[4].setStartEndcapColor(b)}};
+c.prototype.draw=function(){if(this._visibility&&0===this._viewer.explodeManager.getMagnitude()&&(this.update(),!this._behindView)){var a=this._viewer.markupManager.getRenderer();switch(this._stage){case 1:a.drawPolyline(this._lineEdgeShape);break;case 2:case 3:for(var c=0,d=this._lineShapes;c<d.length;c++)a.drawLine(d[c]);a.drawTextBox(this._textShape);a.drawPolyline(this._lineEdgeShape)}}};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{name:this._name,
+measurePoint1:this._positions[0].copy(),measurePoint2:this._positions[1].copy(),leaderPoint1:this._positions[3].copy(),leaderPoint2:this._positions[4].copy(),textPoint:this._positions[2].copy(),text:this._textShape.getTextString(),measurementValue:this._measurementValue,unitMultiplier:this._unitMultiplier,className:this.getClassName(),matrix:this._matrix.toJson()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){var b=d.Matrix.fromJson(a.matrix);e=new c(e,null,b,a.unitMultiplier||
+1);e._name=a.name;e._positions[0]=d.Point3.fromJson(a.measurePoint1);e._positions[1]=d.Point3.fromJson(a.measurePoint2);e._positions[2]=d.Point3.fromJson(a.textPoint);e._textShape.setTextString(a.text);e._positions[3]=d.Point3.fromJson(a.leaderPoint1);e._positions[4]=d.Point3.fromJson(a.leaderPoint2);e._measurementValue=a.measurementValue;e._updateArrowsInverted();e._stage=2;return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Measure.MeasureStraightEdgeLengthMarkup"};
+return c}(f.MeasureLengthMarkup);f.MeasureStraightEdgeLengthMarkup=a})(h.Measure||(h.Measure={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,c,e,f,h){var g=a.call(this)||this;g._uniqueId=d.UUID.create();g._noteElementId=null;g._position=d.Point3.zero();g._text="";g._color=d.Color.white();g._sphereRadius=.03;g._deleted=!1;g._active=!1;g._callbacks=null;g._viewer=b;g._noteTextManager=c;g._selectionPosition=e;g._selectionNormal=f;g._partId=h;g._noteTextManager.addNote(g);g._init();return g}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,
+function(){var a,c,d,e,f=this;return __generator(this,function(b){switch(b.label){case 0:return a=this._createPinTransformationMatrix(this._selectionPosition,this._selectionNormal),[4,Promise.all([this._createPinStemInstance(a),this._createPinSphereInstance(a)])];case 1:return c=b.sent(),d=c[0],e=c[1],this._stemInstanceId=d,this._sphereInstanceId=e,[4,this._restore(!1)];case 2:return b.sent(),this._callbacks={visibilityChanged:function(){f._matchPartVisibility()}},this._viewer.setCallbacks(this._callbacks),
+this._viewer.trigger("noteTextCreated",this),[2]}})})};c.prototype._matchPartVisibility=function(){if(void 0!==this._sphereInstanceId&&void 0!==this._stemInstanceId){var a=this._viewer.model,c=a.getNodeVisibility(this._partId),d=a.getNodeVisibility(this._sphereInstanceId);c===d||this._noteTextManager.getExplodeActive()||a.setNodesVisibility([this._stemInstanceId,this._sphereInstanceId],c);a=this._noteTextManager.getActiveItem();null===a||a.getStemInstanceId()!==this._stemInstanceId||c||this.hide()}};
+c.prototype.updatePosition=function(){return __awaiter(this,void 0,void 0,function(){var a;return __generator(this,function(b){switch(b.label){case 0:return void 0===this._sphereInstanceId?[2]:[4,this._viewer.model.getNodeRealBounding(this._sphereInstanceId)];case 1:return this._pinBoundingBox=a=b.sent(),this._position=this._pinBoundingBox.center(),this.setText(this._text),[2]}})})};c.prototype._restore=function(a){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(b){switch(b.label){case 0:return this._noteTextManager.setActiveItemHandle(this._viewer.markupManager.registerMarkup(this)),
+this._noteTextManager.setActiveItem(this),this._show(a),this._updateColor(),[4,this.draw()];case 1:return b.sent(),[2]}})})};c.prototype.restore=function(){return __awaiter(this,void 0,void 0,function(){return __generator(this,function(a){return[2,this._restore(!0)]})})};c.prototype.setText=function(a){this._text=a;this._noteTextManager.getNoteTextElement().setText(a)};c.prototype.saveTextValue=function(){this._text=this._noteTextManager.getNoteTextElement().getText()};c.prototype.draw=function(){return __awaiter(this,
+void 0,void 0,function(){var a,c,e;return __generator(this,function(b){switch(b.label){case 0:if(this._deleted||!this._active)return[2];this._behindView=!1;return[4,this.updatePosition()];case 1:return b.sent(),a=this._viewer.view.projectPoint(this._position),0>=a.z&&(this._behindView=!0),this._behindView?null!==this._noteElementId&&null!==document.getElementById(this._noteElementId)&&(this._viewer.markupManager.removeMarkupElement(this._noteElementId),this._noteElementId=null):(c=new d.Point2(a.x,
+a.y),e=this._noteTextManager.getNoteTextElement(),e.setPosition(c),null===this._noteElementId&&(this._noteElementId=this._viewer.markupManager.addMarkupElement(e.getHtmlContainer()))),[2]}})})};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._noteTextManager.getNoteTextElement(),e=b.getPosition();b=b.getSize();return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};c.prototype.getUniqueId=
+function(){return this._uniqueId};c.prototype.getSphereInstanceId=function(){return this._sphereInstanceId};c.prototype.getStemInstanceId=function(){return this._stemInstanceId};c.prototype.onSelect=function(){this._noteTextManager.getNoteTextElement().focus()};c.prototype.onDeselect=function(){this._noteTextManager.getNoteTextElement().blur()};c.prototype.hide=function(){var a=this._noteTextManager.getNoteTextElement();a.hide();this.setText(a.getText());this._noteTextManager.setActiveItem(null);
+this._active=!1;this._viewer.trigger("noteTextHidden",this)};c.prototype._show=function(a){this._noteTextManager.getNoteTextElement().show(this);this._active=!0;a&&this._viewer.trigger("noteTextShown",this)};c.prototype.show=function(){this._show(!0)};c.prototype.remove=function(){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(e){switch(e.label){case 0:return null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),this._callbacks=null),b=this._viewer.model,
+c=[],void 0!==this._stemInstanceId&&c.push(b.deleteMeshInstances([this._stemInstanceId])),void 0!==this._sphereInstanceId&&c.push(b.deleteMeshInstances([this._sphereInstanceId])),this.hide(),this._noteTextManager.removeNote(this),this._deleted=!0,[4,d.Util.waitForAll(c)];case 1:return e.sent(),a.prototype.remove.call(this),[2]}})})};c.prototype.getRemoved=function(){return this._deleted};c.prototype.setColor=function(a){this._color=a;this._updateColor();return Promise.resolve()};c.prototype.getColor=
+function(){return this._color};c.prototype.getPartId=function(){return this._partId};c.prototype._updateColor=function(){void 0!==this._sphereInstanceId&&this._viewer.model.setNodesFaceColor([this._sphereInstanceId],this._color)};c.prototype._createPinTransformationMatrix=function(a,c){var b=0,e=c.x;Math.abs(c.y)<Math.abs(e)&&(e=c.y,b=1);Math.abs(c.z)<Math.abs(e)&&(b=2);e=[0,0,0];e[b]=1;b=d.Point3.createFromArray(e);b=d.Point3.cross(c,b).normalize();e=d.Point3.cross(c,b);var g=new d.Matrix;g.m=[c.x,
+c.y,c.z,0,b.x,b.y,b.z,0,e.x,e.y,e.z,0,0,0,0,1];g=d.Matrix.multiply(g,(new d.Matrix).setScaleComponent(this._sphereRadius,this._sphereRadius,this._sphereRadius));g.setTranslationComponent(a.x,a.y,a.z);return g};c.prototype._createPinStemInstance=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinStemMeshId();if(null===b)throw new d.CommunicatorError("stem mesh hasn't been created yet");c=new d.MeshInstanceData(b,
+a,"pin-stem-instance",void 0,d.Color.black());c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype._createPinSphereInstance=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,f;return __generator(this,function(g){b=this._noteTextManager.getPinSphereMeshId();if(null===b)throw new d.CommunicatorError("sphere mesh hasn't been created yet");c=new d.MeshInstanceData(b,a,"pin-sphere-instance",d.Color.white(),void 0);c.setOpacity(1);e=d.MeshInstanceCreationFlags.SuppressCameraScale|d.MeshInstanceCreationFlags.DoNotCut|d.MeshInstanceCreationFlags.DoNotExplode|d.MeshInstanceCreationFlags.DoNotXRay|d.MeshInstanceCreationFlags.ExcludeBounding|d.MeshInstanceCreationFlags.OverrideSceneVisibility|
+d.MeshInstanceCreationFlags.AlwaysDraw;c.setCreationFlags(e);f=this._viewer.model;return[2,f.createMeshInstance(c,void 0,!0)]})})};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),selectionPosition:this._selectionPosition.toJson(),selectionNormal:this._selectionNormal.toJson(),text:this._text,color:this._color,partId:this._partId}};c.prototype.forJson=function(){return this.toJson()};c._fromJson=function(a,
+e,f){if(!f.findById(a.uniqueId)){var b=d.Point3.fromJson(a.selectionPosition),g=d.Point3.fromJson(a.selectionNormal);e=new c(e,f,b,g,a.partId);e._uniqueId=a.uniqueId;e.setText(a.text);e.setColor(d.Color.fromJson(a.color));return e}return null};c.fromJson=function(a,d,e){return __awaiter(this,void 0,void 0,function(){var b;return __generator(this,function(g){b=c._fromJson(a,d,e);return[2,b]})})};c.className="Communicator.Markup.Note.NoteText";return c}(h.MarkupItem);f.NoteText=a})(h.Note||(h.Note=
+{}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){var c=a.call(this)||this;c._pinSphereMeshId=null;c._pinStemMeshId=null;c._noteTextList=[];c._activeItemHandle=null;c._activeItem=null;c._explodeActive=!1;c._isolateActive=!1;c._stemLength=2;c._sphereIterations=2;c._viewer=b;c._noteTextElement=new f.NoteTextElement;c._noteTextElement.setPositionOffset(new d.Point2(12,-24));c._viewer.setCallbacks({sceneReady:function(){return __awaiter(c,void 0,void 0,function(){return __generator(this,
+function(a){switch(a.label){case 0:return[4,this._init()];case 1:return a.sent(),[2]}})})}});return c}__extends(c,a);c.prototype._init=function(){return __awaiter(this,void 0,void 0,function(){var a,d,e,f;return __generator(this,function(b){switch(b.label){case 0:return null===c._globalPinSphereMeshData&&(c._globalPinSphereMeshData=this._createPinSphereMeshData()),null===c._globalPinStemMeshData&&(c._globalPinStemMeshData=this._createPinStemMeshData()),a=this._viewer.model,d=a.createMesh(c._globalPinSphereMeshData),
+e=a.createMesh(c._globalPinStemMeshData),[4,Promise.all([d,e])];case 1:return f=b.sent(),this._pinSphereMeshId=f[0],this._pinStemMeshId=f[1],[2]}})})};c.prototype._createPinStemMeshData=function(){var a=new d.MeshData;a.addPolyline([0,0,0,this._stemLength,0,0]);return a};c.prototype._createPinSphereMeshData=function(){var a=(1+Math.sqrt(5))/2,c=Math.sqrt(10+2*Math.sqrt(5))/(4*a),e=c/2;a=c/(2*a);var f=[];f[0]=new d.Point3(-a,e,0);f[1]=new d.Point3(a,e,0);f[2]=new d.Point3(-a,-e,0);f[3]=new d.Point3(a,
+-e,0);f[4]=new d.Point3(0,-a,e);f[5]=new d.Point3(0,a,e);f[6]=new d.Point3(0,-a,-e);f[7]=new d.Point3(0,a,-e);f[8]=new d.Point3(e,0,-a);f[9]=new d.Point3(e,0,a);f[10]=new d.Point3(-e,0,-a);f[11]=new d.Point3(-e,0,a);for(e=0;e<f.length;e++){var h=f[e];h.normalize()}var m=[[0,11,5],[0,5,1],[0,1,7],[0,7,10],[0,10,11],[1,5,9],[5,11,4],[11,10,2],[10,7,6],[7,1,8],[3,9,4],[3,4,2],[3,2,6],[3,6,8],[3,8,9],[4,9,5],[2,4,11],[6,2,10],[8,6,7],[9,8,1]],p=12;a=function(a){var b=[];m.map(function(a){var c=f[a[0]],
+e=f[a[1]],g=f[a[2]];f[p++]=(new d.Point3(c.x+e.x,c.y+e.y,c.z+e.z)).scale(.5).normalize();f[p++]=(new d.Point3(e.x+g.x,e.y+g.y,e.z+g.z)).scale(.5).normalize();f[p++]=(new d.Point3(g.x+c.x,g.y+c.y,g.z+c.z)).scale(.5).normalize();b.push([a[0],p-3,p-1]);b.push([p-3,p-2,p-1]);b.push([p-3,a[1],p-2]);b.push([p-2,a[2],p-1])});m=b};for(e=0;e<this._sphereIterations;e++)a(e);a=[];c=[];for(var q=0,r=m;q<r.length;q++){var u=r[q];for(e=0;3>e;e++)h=f[u[e]],a.push(h.x+this._stemLength+1),a.push(h.y),a.push(h.z),
+h=h.normalize(),c.push(h.x),c.push(h.y),c.push(h.z)}e=new d.MeshData;e.addFaces(a,c);e.setFaceWinding(d.FaceWinding.CounterClockwise);return e};c.prototype.getPinStemMeshId=function(){return this._pinStemMeshId};c.prototype.getPinSphereMeshId=function(){return this._pinSphereMeshId};c.prototype.getNoteTextElement=function(){return this._noteTextElement};c.prototype.setNoteTextElement=function(a){this._noteTextElement.hide();this._noteTextElement=a};c.prototype.getNoteTextList=function(){return this._noteTextList};
+c.prototype.addNote=function(a){this._noteTextList.push(a);this._activeItem=a};c.prototype.removeNote=function(a){a=this._noteTextList.indexOf(a);this._noteTextList.splice(a,1)};c.prototype.updatePinVisibility=function(){return __awaiter(this,void 0,void 0,function(){var a,c,d,e,f,h,p;return __generator(this,function(b){if(0<this._noteTextList.length){a=[];c=0;for(d=this._noteTextList;c<d.length;c++)e=d[c],f=e.getSphereInstanceId(),h=e.getStemInstanceId(),void 0!==f&&a.push(f),void 0!==h&&a.push(h);
+p=this._viewer.model.setNodesVisibility(a,!this._explodeActive);this._explodeActive&&this._noteTextElement.hide();return[2,p]}return[2]})})};c.prototype.explode=function(a){this._explodeActive=0<a;return this.updatePinVisibility()};c.prototype.getExplodeActive=function(){return this._explodeActive};c.prototype.setIsolateActive=function(a){this._isolateActive=a};c.prototype.getIsolateActive=function(){return this._isolateActive};c.prototype.getActiveItem=function(){return this._activeItem};c.prototype.setActiveItem=
+function(a){this._activeItem=a};c.prototype.getActiveItemHandle=function(){return this._activeItemHandle};c.prototype.setActiveItemHandle=function(a){this._activeItemHandle=a};c.prototype.selectPin=function(a){this._activeItem&&this._activeItem.hide();a=a.getNodeId();return null!==a&&(a=this._getNoteTextFromNodeId(a),null!==a)?(a.restore(),!0):!1};c.prototype.checkPinInstance=function(a){return null!==this._getNoteTextFromNodeId(a)};c.prototype._getNoteTextFromNodeId=function(a){for(var b=0,c=this._noteTextList;b<
+c.length;b++){var d=c[b];if(d.getSphereInstanceId()===a||d.getStemInstanceId()===a)return d}return null};c.prototype.findById=function(a){for(var b=0,c=this._noteTextList;b<c.length;b++)if(a===c[b].getUniqueId())return!0;return!1};c.prototype.loadData=function(a){for(var b=[],c=0;c<a.length;c++){var d=f.NoteText.fromJson(a[c],this._viewer,this).then(function(a){return null!==a});b.push(d)}return Promise.all(b)};c.prototype.exportMarkup=function(){for(var a=[],c=0,d=this._noteTextList;c<d.length;c++)a.push(d[c].toJson());
+return a};c._globalPinSphereMeshData=null;c._globalPinStemMeshData=null;return c}(d.MarkupTypeManager);f.NoteTextManager=a})(h.Note||(h.Note={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._centerPt=d.Point3.zero();b._radiusPt=d.Point3.zero();b._circleShape=new h.Shape.Circle;b._previousDragPlanePosition=d.Point3.zero();b._circleShape.setFillOpacity(0);b._circleShape.setStrokeColor(d.Color.red());b._circleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setCenter=function(a){this._centerPt.assign(a)};c.prototype.getCenter=function(){return this._centerPt.copy()};
+c.prototype.setRadiusPoint=function(a){this._radiusPt.assign(a)};c.prototype.getRadiusPoint=function(){return this._radiusPt.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=d.Point2.fromPoint3(a.projectPoint(this._centerPt));a=d.Point2.fromPoint3(a.projectPoint(this._radiusPt));a=d.Point2.distance(c,a);this._circleShape.set(c,a)};c.prototype.draw=function(){this._update();this._viewer.markupManager.getRenderer().drawCircle(this._circleShape)};
+c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._circleShape.getStrokeWidth()+c;a=d.Point2.distance(this._circleShape.getCenter(),a)-this._circleShape.getRadius();return Math.abs(a)<=c};c.prototype.onSelect=function(){this._circleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._circleShape.setStrokeWidth(2)};c.prototype.isValid=function(){return this._circleShape.getRadius()>c._validRadiusTolerance};c.prototype.onDragStart=
+function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._centerPt.add(b),this._radiusPt.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,
+centerPoint:this._centerPt.toJson(),radiusPoint:this._radiusPt.toJson(),className:this.getClassName()}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setCenter(d.Point3.fromJson(a.centerPoint));e.setRadiusPoint(d.Point3.fromJson(a.radiusPoint));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineCircle"};c._validRadiusTolerance=1;return c}(f.RedlineItem);
+f.RedlineCircle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._points=[];b._polylineShape=new h.Shape.Polyline;b._previousDragPlanePosition=d.Point3.zero();b._polylineShape.setStrokeWidth(2);b._polylineShape.setStrokeColor(d.Color.red());return b}__extends(c,a);c.prototype.addPoint=function(a){this._points.push(a.copy())};c.prototype.getPoints=function(){var a=[];this._points.forEach(function(b){a.push(b.copy())});return a};c.prototype._update=
+function(){var a=this._viewer.view;this._polylineShape.clearPoints();for(var c=0,e=this._points;c<e.length;c++){var f=d.Point2.fromPoint3(a.projectPoint(e[c]));this._polylineShape.pushPoint(f)}};c.prototype.draw=function(){this._update();this.isValid()&&this._viewer.markupManager.getRenderer().drawPolyline(this._polylineShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._polylineShape.getStrokeWidth()+c;var b=this._polylineShape.getPoints();
+if(1<b.length)for(var e=1;e<b.length;e++)if(d.Util.isPointOnLineSegment2d(a,b[e-1],b[e],c))return!0;return!1};c.prototype.onSelect=function(){this._polylineShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._polylineShape.setStrokeWidth(2)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlinePolyline"};c.prototype.isValid=function(){return 1<this._points.length};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,
+b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);for(var c=0,e=this._points;c<e.length;c++)e[c].add(b);this._polylineShape.clearPoints();this._previousDragPlanePosition.assign(a)}return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){for(var a=[],c=0,d=this._points;c<
+d.length;c++)a.push(d[c].toJson());return{uniqueId:this._uniqueId,points:a}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;var b=0;for(a=a.points;b<a.length;b++)e.addPoint(d.Point3.fromJson(a[b]));return e};c.construct=function(a,d){return c.fromJson(a,d)};return c}(f.RedlineItem);f.RedlinePolyline=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b){b=a.call(this,b)||this;b._uniqueId=d.UUID.create();b._point1=d.Point3.zero();b._point2=d.Point3.zero();b._rectangleShape=new h.Shape.Rectangle;b._previousDragPlanePosition=d.Point3.zero();b._rectangleShape.setFillOpacity(0);b._rectangleShape.setStrokeColor(d.Color.red());b._rectangleShape.setStrokeWidth(2);return b}__extends(c,a);c.prototype.setPoint1=function(a){this._point1.assign(a)};c.prototype.getPoint1=function(){return this._point1.copy()};
+c.prototype.setPoint2=function(a){this._point2.assign(a)};c.prototype.getPoint2=function(){return this._point2.copy()};c.prototype.getUniqueId=function(){return this._uniqueId};c.prototype._update=function(){var a=this._viewer.view,c=a.projectPoint(this._point1),e=a.projectPoint(this._point2);a=new d.Point2(Math.min(c.x,e.x),Math.min(c.y,e.y));c=new d.Point2(Math.max(c.x,e.x),Math.max(c.y,e.y));c=d.Point2.subtract(c,a);this._rectangleShape.setPosition(a);this._rectangleShape.setSize(c)};c.prototype.draw=
+function(){this._update();this._viewer.markupManager.getRenderer().drawRectangle(this._rectangleShape)};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){this._update();c=this._rectangleShape.getStrokeWidth()+c;var b=this._rectangleShape.getPosition(),e=this._rectangleShape.getSize(),g=new d.Point2(b.x+e.x,b.y),f=new d.Point2(b.x,b.y+e.y);e=new d.Point2(b.x+e.x,b.y+e.y);return d.Util.isPointOnLineSegment2d(a,b,g,c)||d.Util.isPointOnLineSegment2d(a,
+g,e,c)||d.Util.isPointOnLineSegment2d(a,e,f,c)||d.Util.isPointOnLineSegment2d(a,f,b,c)?!0:!1};c.prototype.onSelect=function(){this._rectangleShape.setStrokeWidth(4)};c.prototype.onDeselect=function(){this._rectangleShape.setStrokeWidth(2)};c.prototype.isValid=function(){var a=this._rectangleShape.getSize();return a.x>c._validSizeTolerance.x&&a.y>c._validSizeTolerance.y};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);
+return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(b=d.Point3.subtract(a,this._previousDragPlanePosition),this._point1.add(b),this._point2.add(b),this._previousDragPlanePosition.assign(a));return!0};c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),point1:this._point1.toJson(),point2:this._point2.toJson()}};c.prototype.forJson=
+function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e);e._uniqueId=a.uniqueId;e.setPoint1(d.Point3.fromJson(a.point1));e.setPoint2(d.Point3.fromJson(a.point2));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.prototype.getClassName=function(){return"Communicator.Markup.Redline.RedlineRectangle"};c._validSizeTolerance=new d.Point2(5,5);return c}(f.RedlineItem);f.RedlineRectangle=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(){function a(a,b){this._sizeChanged=!1;this._sizeUpdateCallback=a;this._textUpdateCallback=b;this._createTextBox()}a.prototype._createTextBox=function(){var c=this;this._currentSize=a._defaultSize.copy();this._textArea=document.createElement("textarea");this._textArea.style.position="absolute";this._textArea.style.width=a._defaultSize.x+"px";this._textArea.style.height=a._defaultSize.y+"px";this._textArea.style.zIndex="1";this._textArea.style.pointerEvents=
+"none";this._textArea.style.resize="none";this.setBorderWidth(2);this._textArea.onmousemove=function(a){a.stopPropagation();a=new d.Point2(parseInt(c._textArea.style.width,10),parseInt(c._textArea.style.height,10));c.setSize(a)};this._textArea.onmouseup=function(a){a.stopPropagation();c._sizeChanged&&(c._sizeChanged=!1,c._sizeUpdateCallback(c._currentSize))};this._textArea.oninput=function(){c._textUpdateCallback(c._textArea.value)}};a.prototype.setPosition=function(a){this._textArea.style.left=a.x+
+"px";this._textArea.style.top=a.y+"px"};a.prototype.setBorderWidth=function(a){this._textArea.style.outline=a+"px solid red"};a.prototype.setText=function(a){this._textArea.textContent=a};a.prototype.setSize=function(a){this._currentSize.equals(a)||(this._sizeChanged=!0,this._currentSize.assign(a),this._textArea.style.width=a.x+"px",this._textArea.style.height=a.y+"px")};a.prototype.focus=function(){this._textArea.focus();this._textArea.style.pointerEvents="auto";this._textArea.style.resize="both"};
+a.prototype.blur=function(){this._textArea.blur();this._textArea.style.pointerEvents="none";this._textArea.style.resize="none"};a.prototype.getTextArea=function(){return this._textArea};a._defaultSize=new d.Point2(100,100);return a}();f.RedlineTextElement=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){(function(f){var a=function(a){function c(b,e){void 0===e&&(e=c.defaultText);var g=a.call(this,b)||this;g._uniqueId=d.UUID.create();g._position=d.Point3.zero();g._size=new d.Point2(100,100);g._redlineElementId=null;g._previousDragPlanePosition=d.Point3.zero();g._text=e;g._redlineTextElement=new f.RedlineTextElement(function(a){g.setSize(a)},function(a){g.setText(a)});g._redlineTextElement.setText(g._text);g._callbacks={selectionArray:function(){g.onDeselect()}};g._viewer.setCallbacks(g._callbacks);
+return g}__extends(c,a);c.prototype.setPosition=function(a){this._position.assign(a)};c.prototype.getPosition=function(){return this._position.copy()};c.prototype.setSize=function(a){this._viewer.trigger("redlineUpdated",this);this._size.assign(a)};c.prototype.setText=function(a){this._viewer.trigger("redlineUpdated",this);this._text=a};c.prototype.draw=function(){var a=d.Point2.fromPoint3(this._viewer.view.projectPoint(this._position));this._redlineTextElement.setPosition(a);null===this._redlineElementId&&
+(this._redlineElementId=this._viewer.markupManager.addMarkupElement(this._redlineTextElement.getTextArea()))};c.prototype.hit=function(a){return this.hitWithTolerance(a,0)};c.prototype.hitWithTolerance=function(a,c){var b=this._redlineTextElement.getTextArea(),e=new d.Point2(parseFloat(b.style.left||"0"),parseFloat(b.style.top||"0"));b=new d.Point2(parseFloat(b.style.width||"0"),parseFloat(b.style.height||"0"));return d.Util.isPointInRect2d(a,e,b,c)};c.prototype.getClassName=function(){return c.className};
+c.prototype.onSelect=function(){this._redlineTextElement.setBorderWidth(4);this._redlineTextElement.focus()};c.prototype.onDeselect=function(){this._redlineTextElement.setBorderWidth(2);this._redlineTextElement.blur()};c.prototype.isValid=function(){return 0<this._text.length};c.prototype.remove=function(){this._redlineElementId&&(this._viewer.markupManager.removeMarkupElement(this._redlineElementId),this._redlineElementId=null);null!==this._callbacks&&(this._viewer.unsetCallbacks(this._callbacks),
+this._callbacks=null);a.prototype.remove.call(this)};c.prototype.onDragStart=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._previousDragPlanePosition.assign(a);return!1};c.prototype.onDragMove=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);if(null!==a){b=d.Point3.subtract(a,this._previousDragPlanePosition);var c=this.getPosition();c.add(b);this.setPosition(c);this._previousDragPlanePosition.assign(a)}return!0};
+c.prototype.toJson=function(){return this._toJson()};c.prototype._toJson=function(){return{uniqueId:this._uniqueId,className:this.getClassName(),position:this._position.toJson(),size:this._size.toJson(),text:this._text}};c.prototype.forJson=function(){return this.toJson()};c.fromJson=function(a,e){e=new c(e,a.text);e._uniqueId=a.uniqueId;e.setPosition(d.Point3.fromJson(a.position));e.setSize(d.Point2.fromJson(a.size));return e};c.construct=function(a,d){return c.fromJson(a,d)};c.className="Communicator.Markup.Redline.RedlineText";
+c.defaultText="Type Here...";return c}(f.RedlineItem);f.RedlineText=a})(h.Redline||(h.Redline={}))})(d.Markup||(d.Markup={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c,b){c=a.call(this,c)||this;c._pickConfig=new d.PickConfig(d.SelectionMask.Line);c._moveSelectionAction=new d.Util.CurrentAction(!0);c._lengthMarkup=null;c._edgeMarkup=null;c._measureManager=b;c._pickConfig.restrictLinesAndPointsToSelectedFaceInstances=!1;return c}__extends(e,a);e.prototype.onActivate=function(){null===this._edgeMarkup&&(this._edgeMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,null,new d.Matrix,1))};
+e.prototype._unregisterEdgeMarkup=function(){if(null!==this._edgeMarkup){var a=this._edgeMarkup._getId();""!==a&&(this._viewer.markupManager.unregisterMarkup(a),this._edgeMarkup._setId(""))}};e.prototype._registerEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup._setId(this._viewer.markupManager.registerMarkup(this._edgeMarkup)))};e.prototype._resetEdgeMarkup=function(){null!==this._edgeMarkup&&(this._unregisterEdgeMarkup(),this._edgeMarkup.reset())};e.prototype._performMoveSelection=
+function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(g){switch(g.label){case 0:return c=this._viewer.view,[4,c.pickFromPoint(a,this._pickConfig)];case 1:return d=g.sent(),(e=d.getLineEntity())&&0===d.overlayIndex()&&0!==(e.getLineBits()&4)?(b.setLineGeometry(e.getPoints()),this._registerEdgeMarkup()):this._resetEdgeMarkup(),[2]}})})};e.prototype._performUpSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,f,h,m,p,q;return __generator(this,
+function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,this._pickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._lengthMarkup&&2===this._lengthMarkup._getStage())return this._lengthMarkup._nextStage(),this._measureManager.finalizeMeasurement(this._lengthMarkup),this._lengthMarkup=null,[2];if(this._lengthMarkup||!e.isLineSelection())return[2];f=e.getLineEntity();if(0===(f.getLineBits()&4))return[2];h=e.getNodeId();m=c.getNodeUnitMultiplier(h);
+return[4,c.getEdgeProperty(h,f.getLineId())];case 2:p=g.sent();this._viewer.trigger("measurementBegin");if(!p)return[2];p instanceof d.SubentityProperties.LineElement||p instanceof d.SubentityProperties.OtherEdgeElement?(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureStraightEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a)):
+p instanceof d.SubentityProperties.CircleElement&&(q=c.getNodeNetMatrix(h),this._lengthMarkup=new d.Markup.Measure.MeasureCircleEdgeLengthMarkup(this._viewer,p,q,m),this._measureManager.addMeasurement(this._lengthMarkup),this._lengthMarkup.setLineGeometry(f.getPoints()),this._lengthMarkup._nextStage(),this._lengthMarkup.adjust(a));2===this._lengthMarkup._getStage()&&this._viewer.trigger("measurementValueSet",this._lengthMarkup);return[2]}})})};e.prototype.onMouseMove=function(c){var b=this;a.prototype.onMouseMove.call(this,
+c);var d=this._edgeMarkup;if(null!==d){var e=c.getPosition();this.isDragging()&&null===this._primaryTouchId?this._resetEdgeMarkup():(null===this._lengthMarkup&&this._moveSelectionAction.set(function(){return b._performMoveSelection(e,d)}),this._viewer.markupManager.refreshMarkup(),null!==this._lengthMarkup&&0<this._lengthMarkup._getStage()&&this._lengthMarkup.adjust(e))}};e.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];
+b=null!==this._primaryTouchId&&null!==this._lengthMarkup;if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};e.prototype.onMouseUp=function(c){this._onMouseUpImpl(c);a.prototype.onMouseUp.call(this,c)};e.prototype.setDraggingEnabled=function(a){this._dragging=a};e.prototype.onKeyUp=function(a){};e.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._lengthMarkup?(this._measureManager.removeMeasurement(this._lengthMarkup),
+this._lengthMarkup=null):this._measureManager.removeLastMeasurement(),null!==this._edgeMarkup&&this._resetEdgeMarkup())};e.prototype.setHandled=function(){return null!==this._lengthMarkup};e.prototype.onDeactivate=function(){null!==this._lengthMarkup&&(this._measureManager.removeMeasurement(this._lengthMarkup),this._lengthMarkup=null);null!==this._edgeMarkup&&this._resetEdgeMarkup()};return e}(h.OperatorBase);h.MeasureEdgeLengthOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator=
+{}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?(a=a.getFaceEntity().getCadFaceBits(),0!==(a&2)&&0!==(a&1)):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._useAuthoredNormals=!0;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),
+h===p.getNodeId()&&(q=p.getFaceEntity().getCadFaceIndex(),r=m.getCadFaceIndex(),q===r)))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):null===this._currentHighlight&&f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=
+function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection()||
+c.getNodeType(e.getNodeId())!==d.NodeType.BodyInstance||this._markup&&!(1>=this._markup._getStage())||!f(e))return[2];h=e.getFaceEntity();return[4,c.getFaceProperty(e.getNodeId(),h.getCadFaceIndex())];case 2:m=g.sent();if(!(m instanceof d.SubentityProperties.PlaneElement))return[2];this._unsetCurrentHighlight();if(null!==this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceAngleMarkup(this._viewer);this._markup.setUseAuthoredNormals(this._useAuthoredNormals);return[4,this._markup.setFirstFace(e)];
+case 3:return g.sent(),this._measureManager.addMeasurement(this._markup),[3,6];case 4:return[4,this._markup.setSecondFace(e)];case 5:(p=g.sent())&&this._markup.adjust(a),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){a.prototype.onMouseMove.call(this,b);b=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._performMoveSelection(b);this._viewer.markupManager.refreshMarkup();null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(b)};c.prototype._onMouseUpImpl=
+function(a){var b=this;if(this.isActive()){var c=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(3>this._dragCount||c){var d=a.getPosition();this._moveSelectionAction.set(function(){return b._performUpSelection(d)})}}};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&
+(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};c.prototype.setUseAuthoredNormals=function(a){this._useAuthoredNormals=
+a};c.prototype.getUseAuthoredNormals=function(){return this._useAuthoredNormals};return c}(h.OperatorBase);h.MeasureFaceFaceAngleOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a){return a.getSelectionType()!==d.SelectionType.None?0!==(a.getFaceEntity().getCadFaceBits()&1):!1}var a=function(a){function c(b,c){b=a.call(this,b)||this;b._moveSelectionAction=new d.Util.CurrentAction(!0);b._currentHighlight=null;b._markup=null;b._measureManager=c;return b}__extends(c,a);c.prototype._unsetCurrentHighlight=function(){null!==this._currentHighlight&&(this._viewer.model.unsetNodeFaceColor(this._currentHighlight.getNodeId(),this._currentHighlight.getFaceEntity().getCadFaceIndex()),
+this._currentHighlight=null)};c.prototype._performMoveSelection=function(a){return __awaiter(this,void 0,void 0,function(){var b,c,e,h,m,p;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(0!==e.overlayIndex()||!e.isFaceSelection())return[2];h=e.getNodeId();m=e.getFaceEntity();if(c.getNodeType(h)!==d.NodeType.BodyInstance||this._markup&&(p=this._markup.getFirstSelection(),null!==p&&
+h===p.getNodeId()&&m.getCadFaceIndex()===p.getFaceEntity().getCadFaceIndex()))return[2];null!==this._currentHighlight?e.equals(this._currentHighlight)?e.getSelectionType()===d.SelectionType.None&&this._unsetCurrentHighlight():(this._unsetCurrentHighlight(),f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()))):f(e)&&(this._currentHighlight=e,c.setNodeFaceColor(h,m.getCadFaceIndex(),d.Color.yellow()));return[2]}})})};c.prototype._performUpSelection=function(a){return __awaiter(this,
+void 0,void 0,function(){var b,c,e,h,m,p,q,r;return __generator(this,function(g){switch(g.label){case 0:return b=this._viewer.view,c=this._viewer.model,[4,b.pickFromPoint(a,new d.PickConfig)];case 1:e=g.sent();if(e.overlayIndex())return[2];if(this._markup&&1<this._markup._getStage())return this._viewer.trigger("measurementBegin"),this._markup._nextStage(),this._markup._isFinalized()&&(this._measureManager.finalizeMeasurement(this._markup),this._markup=null),[2];if(!e.isFaceSelection())return[2];h=
+e.getNodeId();m=e.getFaceEntity();return f(e)&&c.getNodeType(h)===d.NodeType.BodyInstance&&(!this._markup||1>=this._markup._getStage())?[4,c.getFaceProperty(h,m.getCadFaceIndex())]:[2];case 2:p=g.sent();if(!p)return[2];q=c.getNodeNetMatrix(h);this._unsetCurrentHighlight();return p instanceof d.SubentityProperties.PlaneElement||p instanceof d.SubentityProperties.CylinderElement?[4,c.getNodesBounding([h])]:[3,6];case 3:r=g.sent();if(this._markup)return[3,4];this._markup=new d.Markup.Measure.MeasureFaceFaceDistanceMarkup(this._viewer);
+this._markup.setUnitMultiplier(c.getNodeUnitMultiplier(h));this._markup.setFirstFace(e,p,q,r);this._measureManager.addMeasurement(this._markup);return[3,6];case 4:return[4,this._markup.setSecondFace(a,e,p,q,r)];case 5:g.sent(),g.label=6;case 6:return[2]}})})};c.prototype.onMouseMove=function(b){var c=this;a.prototype.onMouseMove.call(this,b);var d=b.getPosition();(!this._markup||1>=this._markup._getStage())&&this._moveSelectionAction.set(function(){return c._performMoveSelection(d)});this._viewer.markupManager.refreshMarkup();
+null!==this._markup&&0<this._markup._getStage()&&this._markup.adjust(d)};c.prototype._onMouseUpImpl=function(a){return __awaiter(this,void 0,void 0,function(){var b,c;return __generator(this,function(d){switch(d.label){case 0:if(!this.isActive())return[2];b=null!==this._primaryTouchId&&null!==this._markup&&1<this._markup._getStage();if(!(3>this._dragCount||b))return[2];c=a.getPosition();return[4,this._performUpSelection(c)];case 1:return d.sent(),[2]}})})};c.prototype.onMouseUp=function(b){this._onMouseUpImpl(b);
+a.prototype.onMouseUp.call(this,b)};c.prototype.setDraggingEnabled=function(a){this._dragging=a};c.prototype.onKeyUp=function(a){};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&(null!==this._markup?(this._markup.cleanup(),this._measureManager.removeMeasurement(this._markup),this._markup=null):this._measureManager.removeLastMeasurement())};c.prototype.setHandled=function(){return null!==this._markup&&1<this._markup._getStage()};c.prototype.onDeactivate=function(){a.prototype.onDeactivate.call(this);
+this._unsetCurrentHighlight();null!==this._markup&&(this._measureManager.removeMeasurement(this._markup),this._markup.cleanup(),this._markup=null)};return c}(h.OperatorBase);h.MeasureFaceFaceDistanceOperator=a})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){function f(a,c){var b=new d.Point4(c.x,c.y,c.z,1);c=new d.Point4(0,0,0,0);a.view.getFullCameraMatrix().transform4(b,c);b=1/c.w;c=new d.Point2(c.x*b,c.y*b);b=a.model.getClientDimensions();a=b[0];b=b[1];c.x=.5*a*(c.x+1);c.y=.5*b*(c.y+1);c.x=Math.max(0,Math.min(c.x,a));c.y=b-Math.max(0,Math.min(c.y,b));return c}var a=function(){return function(a,c,d){this.worldPosition=a;this.screenPosition=c;this.selectionItem=d}}(),e=function(a){function b(b){var c=a.call(this,b)||this;c._cursorSprite=
+new d.Markup.Shape.Circle;c._name="CursorMarkup";c._cursorSprite.setFillColor(b.measureManager.getMeasurementColor());c._markupId=b.markupManager.registerMarkup(c);return c}__extends(b,a);b.prototype.draw=function(){this._viewer.markupManager.getRenderer().drawCircle(this._cursorSprite)};b.prototype.enable=function(a){this._cursorSprite.setRadius(a?2.5:0)};b.prototype.isEnabled=function(){return 0<this._cursorSprite.getRadius()};b.prototype.setPosition=function(a){this._cursorSprite.setCenter(a)};
+b.prototype.destroy=function(){this._viewer.markupManager.unregisterMarkup(this._markupId)};return b}(d.Markup.Measure.MeasureMarkup),c=function(b){function c(a,c){var e=b.call(this,a)||this;e._updateCursorSpriteAction=new d.Util.CurrentAction(!0);e._measureMarkup=null;e._cursorMarkup=null;e._cameraInteractionActive=!1;e._viewer=a;e._measureManager=c;e._snappingConfig={enabled:!0,preferVertices:!0};e._viewer.setCallbacks({beginInteraction:function(){e._onBeginInteraction()},endInteraction:function(){e._onEndInteraction()}});
+return e}__extends(c,b);c.prototype._onBeginInteraction=function(){this._cameraInteractionActive=!0;this._activateCursorSprite(!1)};c.prototype._onEndInteraction=function(){this._cameraInteractionActive=!1};c.prototype._getStage=function(){return null===this._measureMarkup?0:this._measureMarkup._getStage()};c.prototype._draw=function(){var a=!1;2>this._getStage()&&null!==this._cursorMarkup&&(this._cursorMarkup.draw(),a=!0);null!==this._measureMarkup&&(this._measureMarkup.draw(),a=!0);a&&this._viewer.markupManager.refreshMarkup()};
+c.prototype._activateCursorSprite=function(a){null!==this._cursorMarkup&&this._cursorMarkup.enable(a)};c.prototype._createConfig=function(a){return new d.PickConfig(a?d.SelectionMask.All:d.SelectionMask.Face)};c.prototype._finalizeMeasurement=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,d,e;return __generator(this,function(f){switch(f.label){case 0:c=this._measureMarkup;if(null===c)return console.assert(!1),[2];d=this._createConfig(b);return[4,this._viewer.view.pickFromPoint(a,
+d)];case 1:e=f.sent();if(e.overlayIndex())return[2];this._measureMarkup.finalize();this._measureManager.finalizeMeasurement(this._measureMarkup);this._measureMarkup=null;return[2]}})})};c.prototype._getLineSnapPoint=function(a,b){console.assert(2!==this._getStage());var c=this._snappingConfig.preferVertices?a.getBestVertex():null;if(null!==c)return c;c=a.getPosition();if(!b||0===this._getStage())return c;console.assert(null!==this._measureMarkup);b=a.getPoints();a:{for(a=0;a<b.length-1;a++)if(d.Util.isPointOnLineSegment(b[a],
+b[a+1],c,1E-10)){var e=a;break a}e=0}a=b[e];b=b[e+1];e=this._measureMarkup.getFirstPointPosition();a=d.Util.closestPointFromPointToSegment(a,b,e);b=f(this._viewer,a);e=f(this._viewer,c);b=d.Point2.subtract(b,e).squaredLength();e=this._viewer.selectionManager.getPickTolerance();return b<=e*e?a:c};c.prototype._getSelectionCursorPoints=function(b,c){return __awaiter(this,void 0,void 0,function(){var d,e,g,h,k,l,t,v;return __generator(this,function(m){switch(m.label){case 0:d=this._getStage();if(2<=d)return[2,
+null];e=this._createConfig(c);return[4,this._viewer.view.pickFromPoint(b,e)];case 1:g=m.sent();if(0!==g.overlayIndex())return[2,null];h=g.getPosition();k=b;this._snappingConfig.enabled&&(l=g.getLineEntity(),t=g.getPointEntity(),l||t)&&(v=null,null!==l?v=this._getLineSnapPoint(l,c):null!==t&&(v=t.getPosition()),null!==v&&(h=v,k=f(this._viewer,h)));return[2,new a(h,k,g)]}})})};c.prototype._updateMeasurementPoints=function(a,b){return __awaiter(this,void 0,void 0,function(){var c,e,f;return __generator(this,
+function(g){switch(g.label){case 0:return c=this._getStage(),console.assert(2>c),this._viewer.trigger("measurementBegin"),[4,this._getSelectionCursorPoints(a,b)];case 1:e=g.sent();if(null===e||null===e.worldPosition)return this._activateCursorSprite(!1),[2];this._activateCursorSprite(!0);null===this._measureMarkup&&(this._measureMarkup=new d.Markup.Measure.MeasurePointPointDistanceMarkup(this._viewer),this._measureManager.addMeasurement(this._measureMarkup));0===c?(this._measureMarkup.setFirstPointPosition(e.worldPosition),
+this._measureMarkup.setUnitMultiplier(e.selectionItem.isNodeSelection()?this._viewer.model.getNodeUnitMultiplier(e.selectionItem.getNodeId()):1)):1===c&&(f=this._measureMarkup.getFirstPointPosition(),e.worldPosition.equalsWithTolerance(f,1E-7)||(this._measureMarkup.setSecondPointPosition(e.worldPosition),this._measureMarkup.adjust(e.screenPosition)));return[2]}})})};c.prototype._updateCursorSpriteImpl=function(a,b){return __awaiter(this,void 0,void 0,function(){var c;return __generator(this,function(d){switch(d.label){case 0:return null===
+this._cursorMarkup?[3,3]:b?[4,this._getSelectionCursorPoints(a,b)]:[3,2];case 1:return c=d.sent(),null!==c?(this._cursorMarkup.setPosition(c.screenPosition),this._activateCursorSprite(!0)):this._activateCursorSprite(!1),[3,3];case 2:this._cursorMarkup.setPosition(a),d.label=3;case 3:return this._draw(),[2]}})})};c.prototype._updateCursorSprite=function(a,b){var c=this;this._updateCursorSpriteAction.set(function(){return c._updateCursorSpriteImpl(a,b)})};c.prototype._useSnapping=function(a){return this._snappingConfig.enabled&&
+!a.altDown()};c.prototype.onMouseMove=function(a){b.prototype.onMouseMove.call(this,a);var c=this._getStage();2>c?this._cameraInteractionActive||(c=a.getPosition(),this._updateCursorSprite(c,this._useSnapping(a))):2===c&&(this._measureMarkup.adjust(a.getPosition()),a.setHandled(!0));this._draw()};c.prototype.onMouseUp=function(a){if(this.isActive()){var c=this._getStage(),d=null!==this._primaryTouchId&&null!==this._measureMarkup&&1<c;if(3>this._dragCount||d){d=this._useSnapping(a);var e=a.getPosition();
+1>=c?this._updateMeasurementPoints(e,d):this._finalizeMeasurement(e,d)}}b.prototype.onMouseUp.call(this,a)};c.prototype.onKeyUp=function(a){};c.prototype._clearMeasurement=function(){null!==this._measureMarkup?(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null):this._measureManager.removeLastMeasurement()};c.prototype.onKeyDown=function(a){a.getKeyCode()===d.KeyCode.Escape&&this._clearMeasurement()};c.prototype.setHandled=function(){return 1<this._getStage()};c.prototype.onActivate=
+function(){this._cursorMarkup=new e(this._viewer);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!0)};c.prototype.onDeactivate=function(){null!==this._cursorMarkup&&(this._cursorMarkup.destroy(),this._cursorMarkup=null);null!==this._measureMarkup&&(this._measureManager.removeMeasurement(this._measureMarkup),this._measureMarkup=null);this._viewer.sheetManager.isDrawingSheetActive()&&this._viewer.sheetManager.setBackgroundSelectionEnabled(!1)};
+return c}(h.OperatorBase);h.MeasurePointPointDistanceOperator=c})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){var h=function(f){function a(a){var c=f.call(this,a)||this;c._activeRedlineItem=null;c._newRedlineItem=null;c._viewer=a;return c}__extends(a,f);a.prototype.createRedlineItem=function(a){a;return null};a.prototype.updateRedlineItem=function(a){a};a.prototype.finalizeRedlineItem=function(a){a;return null};a.prototype.onMouseDown=function(a){f.prototype.onMouseDown.call(this,a);this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorStart(),a.setHandled(!0))};
+a.prototype.onMouseMove=function(a){f.prototype.onMouseMove.call(this,a);this.isActive()&&(this._redlineOperatorMove(),a.setHandled(!0))};a.prototype.onMouseUp=function(a){this.isActive()&&(a.getButton()!==d.Button.Left&&null===this._primaryTouchId||this._redlineOperatorEnd(),a.setHandled(!0));f.prototype.onMouseUp.call(this,a)};a.prototype.onMousewheel=function(a){a.setHandled(!0)};a.prototype.setDraggingEnabled=function(a){this._dragging=a};a.prototype.setHandled=function(){return!0};a.prototype._isRedlineItem=
+function(a){return Object.getPrototypeOf(a)instanceof d.Markup.Redline.RedlineItem};a.prototype.onKeyUp=function(a){a=a.getKeyCode();if(a===d.KeyCode.Backspace||a===d.KeyCode.Delete){a=this._viewer.markupManager;var c=a.getSelectedMarkup(),b=a.getActiveMarkupView();null!==c&&this._isRedlineItem(c)&&null!==b&&(b.removeMarkup(c),a.selectMarkup(null))}};a.prototype._removeRedlineTextIfInvalid=function(a){if(!a.isValid()){var c=this._viewer.markupManager.getActiveMarkupView();null!==c&&(c.removeMarkup(a),
+this._viewer.trigger("redlineDeleted",a));a.remove()}};a.prototype._redlineOperatorStart=function(){var a=this._viewer.markupManager,c=a.pickMarkupItem(this._ptFirst),b=a.getSelectedMarkup();c?(this._activeRedlineItem=c,this._dragging&&this._activeRedlineItem.onDragStart(this._ptFirst)&&a.refreshMarkup()):(a.selectMarkup(null),this._markupIsTextArea(b)?this._removeRedlineTextIfInvalid(b):this._newRedlineItem=this.createRedlineItem(this._ptFirst))};a.prototype._redlineOperatorMove=function(){this._activeRedlineItem?
+this._dragging&&this._activeRedlineItem.onDragMove(this._ptCurrent)&&this._viewer.markupManager.refreshMarkup():this.updateRedlineItem(this._ptCurrent)};a.prototype._redlineOperatorEnd=function(){var a=this._viewer.markupManager;this._activeRedlineItem?this._ptFirst.equals(this._ptCurrent)?a.selectMarkup(this._activeRedlineItem):(this._viewer.trigger("redlineUpdated",this._activeRedlineItem),this._dragging&&this._activeRedlineItem.onDragEnd(this._ptCurrent)&&a.refreshMarkup()):this._newRedlineItem&&
+(a=this.finalizeRedlineItem(this._ptCurrent))&&this._attachNewMarkupToView(a);this._newRedlineItem=this._activeRedlineItem=null};a.prototype._attachNewMarkupToView=function(a){return __awaiter(this,void 0,void 0,function(){var c,b,e,f,h,n,m,p,q;return __generator(this,function(g){switch(g.label){case 0:c=this._viewer;b=c.model;e=c.markupManager;f=e.getActiveMarkupView();h=!1;if(null!==f)return[3,3];n=b.getAbsoluteRootNode();return[4,b.getVisibilityState(n)];case 1:return m=g.sent(),[4,b.getNodeColorMap(b.getAbsoluteRootNode(),
+d.ElementType.Faces)];case 2:p=g.sent(),q=e.createMarkupView(void 0,!1,m,p,null),f=e.getMarkupView(q),h=!0,g.label=3;case 3:return null!==f&&(f.addMarkupItem(a),e.selectMarkup(a)),h&&null!==f&&this._viewer.trigger("viewCreated",f),this._viewer.trigger("redlineCreated",a),[2]}})})};a.prototype._markupIsTextArea=function(a){return a?a.getClassName()===d.Markup.Redline.RedlineText.className:!1};return a}(d.Operator.OperatorBase);d.RedlineOperator=h})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineCircle=null;c._previewHandle=null;c._centerSet=!1;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle=new d.Markup.Redline.RedlineCircle(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineCircle);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._centerSet=!0,this._redlineCircle.setCenter(a),this._redlineCircle.setRadiusPoint(a));
+return this._redlineCircle};e.prototype.updateRedlineItem=function(a){var b=this._viewer.view;this._redlineCircle&&(a=b.getCamera().getCameraPlaneIntersectionPoint(a,b),null!==a&&(this._centerSet||(this._centerSet=!0,this._redlineCircle.setCenter(a)),this._redlineCircle.setRadiusPoint(a),this._viewer.markupManager.refreshMarkup()))};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlineCircle&&(this._redlineCircle.isValid()&&(b=this._redlineCircle),this._redlineCircle=
+null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlineCircleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlinePolyline=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;this._redlinePolyline=new d.Markup.Redline.RedlinePolyline(this._viewer);this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlinePolyline);a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlinePolyline.addPoint(a);return this._redlinePolyline};
+e.prototype.updateRedlineItem=function(a){if(this._redlinePolyline){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&(this._redlinePolyline.addPoint(a),this._viewer.markupManager.refreshMarkup())}};e.prototype.finalizeRedlineItem=function(a){a=this._viewer.markupManager;var b=null;this._redlinePolyline&&(this._redlinePolyline.isValid()&&(b=this._redlinePolyline),this._redlinePolyline=null,null!==this._previewHandle&&(a.unregisterMarkup(this._previewHandle),this._previewHandle=
+null),a.refreshMarkup());return b};return e}(d.RedlineOperator);h.RedlinePolylineOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineRectangle=null;c._previewHandle=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);this._redlineRectangle=new d.Markup.Redline.RedlineRectangle(this._viewer);null!==a&&(this._redlineRectangle.setPoint1(a),this._redlineRectangle.setPoint2(a));this._previewHandle=this._viewer.markupManager.registerMarkup(this._redlineRectangle);
+return this._redlineRectangle};e.prototype.updateRedlineItem=function(a){if(this._redlineRectangle){var b=this._viewer.view;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&this._redlineRectangle.setPoint2(a);this._viewer.markupManager.refreshMarkup()}};e.prototype.finalizeRedlineItem=function(a){a=null;if(this._redlineRectangle&&this._previewHandle){var b=this._viewer.markupManager;this._redlineRectangle.isValid()&&(a=this._redlineRectangle);b.unregisterMarkup(this._previewHandle);
+this._redlineRectangle=this._previewHandle=null;b.refreshMarkup()}return a};return e}(d.RedlineOperator);h.RedlineRectangleOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+(function(d){(function(h){var f=function(a){function e(c){c=a.call(this,c)||this;c._redlineText=null;return c}__extends(e,a);e.prototype.createRedlineItem=function(a){return this._redlineText=new d.Markup.Redline.RedlineText(this._viewer)};e.prototype.finalizeRedlineItem=function(a){if(null===this._redlineText)return null;var b=this._viewer.view,c=this._redlineText;a=b.getCamera().getCameraPlaneIntersectionPoint(a,b);null!==a&&c.setPosition(a);this._redlineText=null;return c};return e}(d.RedlineOperator);
+h.RedlineTextOperator=f})(d.Operator||(d.Operator={}))})(Communicator||(Communicator={}));
+
+/*! promise-polyfill 2.1.0 */
+!function(a){function b(a,b){return function(){a.apply(b,arguments)}}function c(a){if("object"!=typeof this)throw new TypeError("Promises must be constructed via new");if("function"!=typeof a)throw new TypeError("not a function");this._state=null,this._value=null,this._deferreds=[],i(a,b(e,this),b(f,this))}function d(a){var b=this;return null===this._state?void this._deferreds.push(a):void j(function(){var c=b._state?a.onFulfilled:a.onRejected;if(null===c)return void(b._state?a.resolve:a.reject)(b._value);var d;try{d=c(b._value)}catch(e){return void a.reject(e)}a.resolve(d)})}function e(a){try{if(a===this)throw new TypeError("A promise cannot be resolved with itself.");if(a&&("object"==typeof a||"function"==typeof a)){var c=a.then;if("function"==typeof c)return void i(b(c,a),b(e,this),b(f,this))}this._state=!0,this._value=a,g.call(this)}catch(d){f.call(this,d)}}function f(a){this._state=!1,this._value=a,g.call(this)}function g(){for(var a=0,b=this._deferreds.length;b>a;a++)d.call(this,this._deferreds[a]);this._deferreds=null}function h(a,b,c,d){this.onFulfilled="function"==typeof a?a:null,this.onRejected="function"==typeof b?b:null,this.resolve=c,this.reject=d}function i(a,b,c){var d=!1;try{a(function(a){d||(d=!0,b(a))},function(a){d||(d=!0,c(a))})}catch(e){if(d)return;d=!0,c(e)}}var j="function"==typeof setImmediate&&setImmediate||function(a){setTimeout(a,1)},k=Array.isArray||function(a){return"[object Array]"===Object.prototype.toString.call(a)};c.prototype["catch"]=function(a){return this.then(null,a)},c.prototype.then=function(a,b){var e=this;return new c(function(c,f){d.call(e,new h(a,b,c,f))})},c.all=function(){var a=Array.prototype.slice.call(1===arguments.length&&k(arguments[0])?arguments[0]:arguments);return new c(function(b,c){function d(f,g){try{if(g&&("object"==typeof g||"function"==typeof g)){var h=g.then;if("function"==typeof h)return void h.call(g,function(a){d(f,a)},c)}a[f]=g,0===--e&&b(a)}catch(i){c(i)}}if(0===a.length)return b([]);for(var e=a.length,f=0;f<a.length;f++)d(f,a[f])})},c.resolve=function(a){return a&&"object"==typeof a&&a.constructor===c?a:new c(function(b){b(a)})},c.reject=function(a){return new c(function(b,c){c(a)})},c.race=function(a){return new c(function(b,c){for(var d=0,e=a.length;e>d;d++)a[d].then(b,c)})},c._setImmediateFn=function(a){j=a},"undefined"!=typeof module&&module.exports?module.exports=c:a.Promise||(a.Promise=c)}(this);
+
+/*!
+ * Bowser - a browser detector
+ * https://github.com/ded/bowser
+ * MIT License | (c) Dustin Diaz 2015
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+"longjmp"!==y)throw y;e.setThrew(1,0)}},invoke_viiiidi:function(a,b,c,d,f,g,h){try{e.dynCall_viiiidi(a,b,c,d,f,g,h)}catch(l){if("number"!==typeof l&&"longjmp"!==l)throw l;e.setThrew(1,0)}},invoke_viiiidii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiidii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&"longjmp"!==m)throw m;e.setThrew(1,0)}},invoke_viiiidiiii:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiidiiii(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,
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+typeof n&&"longjmp"!==n)throw n;e.setThrew(1,0)}},invoke_viiiiiiddd:function(a,b,c,d,f,g,h,l,m,n){try{e.dynCall_viiiiiiddd(a,b,c,d,f,g,h,l,m,n)}catch(p){if("number"!==typeof p&&"longjmp"!==p)throw p;e.setThrew(1,0)}},invoke_viiiiiidiii:function(a,b,c,d,f,g,h,l,m,n,p){try{e.dynCall_viiiiiidiii(a,b,c,d,f,g,h,l,m,n,p)}catch(t){if("number"!==typeof t&&"longjmp"!==t)throw t;e.setThrew(1,0)}},invoke_viiiiiii:function(a,b,c,d,f,g,h,l){try{e.dynCall_viiiiiii(a,b,c,d,f,g,h,l)}catch(m){if("number"!==typeof m&&
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+_glGetActiveAttrib:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveAttrib(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetActiveUniform:function(a,b,c,d,f,g,h){a=mg[a];if(a=GLctx.getActiveUniform(a,b))0<c&&h?(c=Oa(a.name,u,h,c),d&&(v[d>>2]=c)):d&&(v[d>>2]=0),f&&(v[f>>2]=a.size),g&&(v[g>>2]=a.type)},_glGetAttribLocation:function(a,b){a=mg[a];b=G(b);return GLctx.getAttribLocation(a,b)},_glGetBooleanv:function(a,b){Lg(a,b,"Boolean")},
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+GLctx.ACTIVE_UNIFORMS),f=0;f<d;++f){var g=GLctx.getActiveUniform(b,f),h=g.name;a.$a=Math.max(a.$a,h.length+1);-1!==h.indexOf("]",h.length-1)&&(h=h.slice(0,h.lastIndexOf("[")));var l=GLctx.getUniformLocation(b,h);if(null!=l){var m=xg(W);c[h]=[g.size,m];W[m]=l;for(var n=1;n<g.size;++n)l=GLctx.getUniformLocation(b,h+"["+n+"]"),m=xg(W),W[m]=l}}},_glPixelStorei:function(a,b){3333==a||3317==a&&(wg=b);GLctx.pixelStorei(a,b)},_glPolygonOffset:function(a,b){GLctx.polygonOffset(a,b)},_glReadPixels:function(a,
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+count_emval_handles:We,craftEmvalAllocator:lf,craftInvokerFunction:Re,createNamedFunction:Hd,downcastPointer:xe,embind__requireFunction:Ke,embind_init_charCodes:Pd,emscriptenWebGLComputeImageSize:Mg,emscriptenWebGLGet:Lg,emscriptenWebGLGetHeapForType:Og,emscriptenWebGLGetShiftForType:Pg,emscriptenWebGLGetTexPixelData:Ng,emval_get_global:jf,ensureOverloadTable:le,enumReadValueFromPointer:Ze,exposePublicSymbol:me,extendError:Id,floatReadValueFromPointer:af,flushPendingDeletes:he,genericPointerToWireType:re,
+getBasestPointer:De,getInheritedInstance:Ee,getInheritedInstanceCount:ye,getLiveInheritedInstances:Ae,getShiftFromSize:Od,getStringOrSymbol:gf,getTypeName:Me,get_first_emval:Xe,heap32VectorToArray:Se,init_ClassHandle:je,init_RegisteredPointer:He,init_embind:Ce,init_emval:Ye,integerReadValueFromPointer:bf,makeClassHandle:Fe,makeLegalFunctionName:Gd,new_:Qe,nonConstNoSmartPtrRawPointerToWireType:te,readLatin1String:U,registerType:Md,replacePublicSymbol:Je,requireHandle:cf,requireRegisteredType:$e,runDestructor:ce,
+runDestructors:Bd,setDelayFunction:Be,shallowCopyInternalPointer:$d,simpleReadValueFromPointer:Cd,throwBindingError:V,throwInstanceAlreadyDeleted:ae,throwInternalError:Kd,throwUnboundTypeError:Pe,upcastPointer:oe,whenDependentTypesAreResolved:Ld,DYNAMICTOP_PTR:za,tempDoublePtr:$b,ABORT:Ha,STACKTOP:bb,STACK_MAX:cb,cttz_i8:dc};// EMSCRIPTEN_START_ASM
+
+var Y=(/** @suppress {uselessCode} */ function(global,env,buffer) {
+"almost asm";var a=global.Int8Array;var b=new a(buffer);var c=global.Int16Array;var d=new c(buffer);var e=global.Int32Array;var f=new e(buffer);var g=global.Uint8Array;var h=new g(buffer);var i=global.Uint16Array;var j=new i(buffer);var k=global.Uint32Array;var l=new k(buffer);var m=global.Float32Array;var n=new m(buffer);var o=global.Float64Array;var p=new o(buffer);var q=global.byteLength;var r=env.DYNAMICTOP_PTR|0;var s=env.tempDoublePtr|0;var t=env.ABORT|0;var u=env.STACKTOP|0;var v=env.STACK_MAX|0;var w=env.cttz_i8|0;var x=0;var y=0;var z=0;var A=0;var B=global.NaN,C=global.Infinity;var D=0,E=0,F=0,G=0,H=0.0;var I=0;var J=global.Math.floor;var K=global.Math.abs;var L=global.Math.sqrt;var M=global.Math.pow;var N=global.Math.cos;var O=global.Math.sin;var P=global.Math.tan;var Q=global.Math.acos;var R=global.Math.asin;var S=global.Math.atan;var T=global.Math.atan2;var U=global.Math.exp;var V=global.Math.log;var W=global.Math.ceil;var X=global.Math.imul;var Y=global.Math.min;var Z=global.Math.max;var _=global.Math.clz32;var $=env.abort;var aa=env.assert;var ba=env.enlargeMemory;var ca=env.getTotalMemory;var da=env.abortOnCannotGrowMemory;var ea=env.invoke_di;var fa=env.invoke_dii;var ga=env.invoke_i;var ha=env.invoke_ii;var ia=env.invoke_iid;var ja=env.invoke_iii;var ka=env.invoke_iiii;var la=env.invoke_iiiii;var ma=env.invoke_iiiiid;var na=env.invoke_iiiiii;var oa=env.invoke_iiiiiid;var pa=env.invoke_iiiiiidi;var qa=env.invoke_iiiiiii;var ra=env.invoke_iiiiiiii;var sa=env.invoke_iiiiiiiii;var ta=env.invoke_iiiiiiiiiiiiiiid;var ua=env.invoke_iiiiiiiiiiiiiiiid;var va=env.invoke_v;var wa=env.invoke_vd;var xa=env.invoke_vdd;var ya=env.invoke_vddi;var za=env.invoke_vdi;var Aa=env.invoke_vi;var Ba=env.invoke_vid;var Ca=env.invoke_vidd;var Da=env.invoke_viddd;var Ea=env.invoke_vidddiii;var Fa=env.invoke_viddi;var Ga=env.invoke_vidi;var Ha=env.invoke_vidiii;var Ia=env.invoke_vii;var Ja=env.invoke_viid;var Ka=env.invoke_viidd;var La=env.invoke_viiddd;var Ma=env.invoke_viiddi;var Na=env.invoke_viidi;var Oa=env.invoke_viididididi;var Pa=env.invoke_viidii;var Qa=env.invoke_viidiii;var Ra=env.invoke_viii;var Sa=env.invoke_viiid;var Ta=env.invoke_viiidd;var Ua=env.invoke_viiiddddi;var Va=env.invoke_viiiddi;var Wa=env.invoke_viiidi;var Xa=env.invoke_viiididididi;var Ya=env.invoke_viiidii;var Za=env.invoke_viiii;var _a=env.invoke_viiiid;var $a=env.invoke_viiiidddiiii;var ab=env.invoke_viiiidi;var bb=env.invoke_viiiidii;var cb=env.invoke_viiiidiiii;var db=env.invoke_viiiii;var eb=env.invoke_viiiiidd;var fb=env.invoke_viiiiiddd;var gb=env.invoke_viiiiiddi;var hb=env.invoke_viiiiidi;var ib=env.invoke_viiiiidii;var jb=env.invoke_viiiiidiii;var kb=env.invoke_viiiiidiiii;var lb=env.invoke_viiiiii;var mb=env.invoke_viiiiiidd;var nb=env.invoke_viiiiiiddd;var ob=env.invoke_viiiiiidiii;var pb=env.invoke_viiiiiii;var qb=env.invoke_viiiiiiii;var rb=env.invoke_viiiiiiiii;var sb=env.invoke_viiiiiiiiii;var tb=env.invoke_viiiiiiiiiii;var ub=env.invoke_viiiiiiiiiiii;var vb=env.invoke_viiiiiiiiiiiii;var wb=env.invoke_viiiiiiiiiiiiidddddi;var xb=env.invoke_viiiiiiiiiiiiii;var yb=env.invoke_viiiiiiiiiiiiiii;var zb=env.invoke_viiiiiiiiiiiiiiii;var Ab=env.invoke_viiiiiiiiiiiiiiiii;var Bb=env.ClassHandle;var Cb=env.ClassHandle_clone;var Db=env.ClassHandle_delete;var Eb=env.ClassHandle_deleteLater;var Fb=env.ClassHandle_isAliasOf;var Gb=env.ClassHandle_isDeleted;var Hb=env.RegisteredClass;var Ib=env.RegisteredPointer;var Jb=env.RegisteredPointer_deleteObject;var Kb=env.RegisteredPointer_destructor;var Lb=env.RegisteredPointer_fromWireType;var Mb=env.RegisteredPointer_getPointee;var Nb=env._TC_MeshBuffer_allocate;var Ob=env._TC_MeshBuffer_allocateAndFill;var Pb=env._TC_MeshBuffer_clear;var Qb=env._TC_MeshBuffer_create;var Rb=env._TC_MeshBuffer_delete;var Sb=env._TC_MeshBuffer_getIndexData;var Tb=env._TC_MeshBuffer_getVertexData;var Ub=env._TC_MeshBuffer_indexSize;var Vb=env._TC_MeshBuffer_setGlIndexData;var Wb=env._TC_MeshBuffer_setGlIndexSubData;var Xb=env._TC_MeshBuffer_setGlVertexData;var Yb=env._TC_MeshBuffer_setGlVertexSubData;var Zb=env._TC_MeshBuffer_setVertexSubData;var _b=env._TC_MeshBuffer_vertexSize;var $b=env._TC_announceModelHook;var ac=env._TC_callAfter;var bc=env._TC_callAfterCleanup;var cc=env._TC_cappingIdleHook;var dc=env._TC_dataAccessAttachedHook;var ec=env._TC_firstInstanceHook;var fc=env._TC_genericHook;var gc=env._TC_genericJsonHook;var hc=env._TC_inclusionHook;var ic=env._TC_metaDataHook;var jc=env._TC_missingModelHook;var kc=env._TC_networkReceiveHook;var lc=env._TC_postDrawHook;var mc=env._TC_priorityMetaDataHook;var nc=env._TC_remapInclusionHook;var oc=env._TC_remapModelHook;var pc=env._TC_sendRpc;var qc=env._TC_sessionStartedHook;var rc=env._TC_setReady;var sc=env.__ZSt18uncaught_exceptionv;var tc=env.___assert_fail;var uc=env.___buildEnvironment;var vc=env.___cxa_pure_virtual;var wc=env.___lock;var xc=env.___map_file;var yc=env.___setErrNo;var zc=env.___syscall140;var Ac=env.___syscall145;var Bc=env.___syscall146;var Cc=env.___syscall221;var Dc=env.___syscall5;var Ec=env.___syscall54;var Fc=env.___syscall6;var Gc=env.___syscall91;var Hc=env.___unlock;var Ic=env.__addDays;var Jc=env.__arraySum;var Kc=env.__embind_finalize_value_array;var Lc=env.__embind_finalize_value_object;var Mc=env.__embind_register_bool;var Nc=env.__embind_register_class;var Oc=env.__embind_register_class_class_function;var Pc=env.__embind_register_emval;var Qc=env.__embind_register_enum;var Rc=env.__embind_register_enum_value;var Sc=env.__embind_register_float;var Tc=env.__embind_register_integer;var Uc=env.__embind_register_memory_view;var Vc=env.__embind_register_std_string;var Wc=env.__embind_register_std_wstring;var Xc=env.__embind_register_value_array;var Yc=env.__embind_register_value_array_element;var Zc=env.__embind_register_value_object;var _c=env.__embind_register_value_object_field;var $c=env.__embind_register_void;var ad=env.__emval_addMethodCaller;var bd=env.__emval_allocateDestructors;var cd=env.__emval_as;var dd=env.__emval_call;var ed=env.__emval_call_method;var fd=env.__emval_decref;var gd=env.__emval_get_global;var hd=env.__emval_get_method_caller;var id=env.__emval_get_module_property;var jd=env.__emval_get_property;var kd=env.__emval_incref;var ld=env.__emval_lookupTypes;var md=env.__emval_new;var nd=env.__emval_new_array;var od=env.__emval_new_cstring;var pd=env.__emval_new_object;var qd=env.__emval_register;var rd=env.__emval_run_destructors;var sd=env.__emval_set_property;var td=env.__emval_take_value;var ud=env.__isLeapYear;var vd=env._abort;var wd=env._clock_gettime;var xd=env._embind_repr;var yd=env._emscripten_asm_const_i;var zd=env._emscripten_asm_const_iii;var Ad=env._emscripten_get_canvas_size;var Bd=env._emscripten_get_now;var Cd=env._emscripten_get_now_is_monotonic;var Dd=env._emscripten_memcpy_big;var Ed=env._emscripten_set_main_loop;var Fd=env._emscripten_set_main_loop_timing;var Gd=env._emscripten_webgl_create_context;var Hd=env._emscripten_webgl_destroy_context;var Id=env._emscripten_webgl_init_context_attributes;var Jd=env._emscripten_webgl_make_context_current;var Kd=env._getenv;var Ld=env._glActiveTexture;var Md=env._glAttachShader;var Nd=env._glBindBuffer;var Od=env._glBindFramebuffer;var Pd=env._glBindRenderbuffer;var Qd=env._glBindTexture;var Rd=env._glBlendFunc;var Sd=env._glBlendFuncSeparate;var Td=env._glBufferData;var Ud=env._glBufferSubData;var Vd=env._glClear;var Wd=env._glClearColor;var Xd=env._glClearStencil;var Yd=env._glColorMask;var Zd=env._glCompileShader;var _d=env._glCreateProgram;var $d=env._glCreateShader;var ae=env._glDeleteBuffers;var be=env._glDeleteFramebuffers;var ce=env._glDeleteProgram;var de=env._glDeleteRenderbuffers;var ee=env._glDeleteShader;var fe=env._glDeleteTextures;var ge=env._glDepthFunc;var he=env._glDepthMask;var ie=env._glDepthRangef;var je=env._glDisable;var ke=env._glDisableVertexAttribArray;var le=env._glDrawArrays;var me=env._glDrawArraysInstanced;var ne=env._glDrawBuffers;var oe=env._glDrawElements;var pe=env._glDrawElementsInstanced;var qe=env._glEnable;var re=env._glEnableVertexAttribArray;var se=env._glFinish;var te=env._glFramebufferRenderbuffer;var ue=env._glFramebufferTexture2D;var ve=env._glFrontFace;var we=env._glGenBuffers;var xe=env._glGenFramebuffers;var ye=env._glGenRenderbuffers;var ze=env._glGenTextures;var Ae=env._glGenerateMipmap;var Be=env._glGetActiveAttrib;var Ce=env._glGetActiveUniform;var De=env._glGetAttribLocation;var Ee=env._glGetBooleanv;var Fe=env._glGetError;var Ge=env._glGetFloatv;var He=env._glGetIntegerv;var Ie=env._glGetProgramiv;var Je=env._glGetShaderPrecisionFormat;var Ke=env._glGetString;var Le=env._glGetUniformLocation;var Me=env._glIsEnabled;var Ne=env._glLinkProgram;var Oe=env._glPixelStorei;var Pe=env._glPolygonOffset;var Qe=env._glReadPixels;var Re=env._glRenderbufferStorage;var Se=env._glScissor;var Te=env._glShaderSource;var Ue=env._glStencilFunc;var Ve=env._glStencilFuncSeparate;var We=env._glStencilMask;var Xe=env._glStencilMaskSeparate;var Ye=env._glStencilOp;var Ze=env._glStencilOpSeparate;var _e=env._glTexImage2D;var $e=env._glTexParameterf;var af=env._glTexParameteri;var bf=env._glUniform1f;var cf=env._glUniform1fv;var df=env._glUniform1i;var ef=env._glUniform2f;var ff=env._glUniform2fv;var gf=env._glUniform2i;var hf=env._glUniform3f;var jf=env._glUniform3fv;var kf=env._glUniform4f;var lf=env._glUniform4fv;var mf=env._glUniformMatrix3fv;var nf=env._glUniformMatrix4fv;var of=env._glUseProgram;var pf=env._glVertexAttrib1f;var qf=env._glVertexAttrib4f;var rf=env._glVertexAttribDivisor;var sf=env._glVertexAttribPointer;var tf=env._glViewport;var uf=env._glppAsyncUploadImage;var vf=env._llvm_ceil_f64;var wf=env._llvm_fabs_f32;var xf=env._llvm_fabs_f64;var yf=env._llvm_trap;var zf=env._nanosleep;var Af=env._networkClose;var Bf=env._networkCloseBeforeUnload;var Cf=env._networkConnect;var Df=env._networkSendData;var Ef=env._pthread_cond_wait;var Ff=env._pthread_mutex_destroy;var Gf=env._strftime;var Hf=env._strftime_l;var If=env._usleep;var Jf=env.constNoSmartPtrRawPointerToWireType;var Kf=env.count_emval_handles;var Lf=env.craftEmvalAllocator;var Mf=env.craftInvokerFunction;var Nf=env.createNamedFunction;var Of=env.downcastPointer;var Pf=env.embind__requireFunction;var Qf=env.embind_init_charCodes;var Rf=env.emscriptenWebGLComputeImageSize;var Sf=env.emscriptenWebGLGet;var Tf=env.emscriptenWebGLGetHeapForType;var Uf=env.emscriptenWebGLGetShiftForType;var Vf=env.emscriptenWebGLGetTexPixelData;var Wf=env.emval_get_global;var Xf=env.ensureOverloadTable;var Yf=env.enumReadValueFromPointer;var Zf=env.exposePublicSymbol;var _f=env.extendError;var $f=env.floatReadValueFromPointer;var ag=env.flushPendingDeletes;var bg=env.genericPointerToWireType;var cg=env.getBasestPointer;var dg=env.getInheritedInstance;var eg=env.getInheritedInstanceCount;var fg=env.getLiveInheritedInstances;var gg=env.getShiftFromSize;var hg=env.getStringOrSymbol;var ig=env.getTypeName;var jg=env.get_first_emval;var kg=env.heap32VectorToArray;var lg=env.init_ClassHandle;var mg=env.init_RegisteredPointer;var ng=env.init_embind;var og=env.init_emval;var pg=env.integerReadValueFromPointer;var qg=env.makeClassHandle;var rg=env.makeLegalFunctionName;var sg=env.new_;var tg=env.nonConstNoSmartPtrRawPointerToWireType;var ug=env.readLatin1String;var vg=env.registerType;var wg=env.replacePublicSymbol;var xg=env.requireHandle;var yg=env.requireRegisteredType;var zg=env.runDestructor;var Ag=env.runDestructors;var Bg=env.setDelayFunction;var Cg=env.shallowCopyInternalPointer;var Dg=env.simpleReadValueFromPointer;var Eg=env.throwBindingError;var Fg=env.throwInstanceAlreadyDeleted;var Gg=env.throwInternalError;var Hg=env.throwUnboundTypeError;var Ig=env.upcastPointer;var Jg=env.whenDependentTypesAreResolved;var Kg=0.0;function Lg(newBuffer){if(q(newBuffer)&16777215||q(newBuffer)<=16777215||q(newBuffer)>2147483648)return false;b=new a(newBuffer);d=new c(newBuffer);f=new e(newBuffer);h=new g(newBuffer);j=new i(newBuffer);l=new k(newBuffer);n=new m(newBuffer);p=new o(newBuffer);buffer=newBuffer;return true}
+// EMSCRIPTEN_START_FUNCS
+function uN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function vN(a){a=a|0;return a+4|0}function wN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function xN(a){a=a|0;yf()}function yN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;IG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);IG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);IG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function AN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262859;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262859)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262859,1540483477)|0)>>>24^(X(262859,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262859)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BN(a){a=a|0;sOb(a);return}function CN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return b|0}function DN(a,b){a=a|0;b=b|0;f[b>>2]=21792;f[b+4>>2]=f[a+4>>2];return}function EN(a){a=a|0;return}function FN(a){a=a|0;sOb(a);return}function GN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87392?a+4|0:0)|0}function IN(a){a=a|0;return 4088}function JN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KN(a){a=a|0;sOb(a);return}function LN(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MN(a){a=a|0;return a+4|0}function NN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function ON(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262860;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262860)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262860,1540483477)|0)>>>24^(X(262860,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262860)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;d=i;e=a+4|0;b=f[e>>2]|0;g=f[a>>2]|0;h=g+4|0;if((b|0)!=((f[h>>2]|0)-(f[g>>2]|0)>>2|0)){h=b;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}b=pOb(288)|0;dQb(b|0,0,288)|0;n[b+64>>2]=1.0;c=b+68|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+84>>2]=1.0;c=b+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+104>>2]=1.0;c=b+108|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[b+124>>2]=1.0;c=b+128|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[b>>2]=21904;f[b+148>>2]=0;f[b+152>>2]=0;f[b+156>>2]=0;f[b+144>>2]=18364;f[b+160>>2]=18020;f[b+172>>2]=0;f[b+176>>2]=0;f[b+180>>2]=0;f[b+168>>2]=21952;f[b+184>>2]=22e3;f[b+196>>2]=0;f[b+200>>2]=0;f[b+204>>2]=0;f[b+192>>2]=22024;f[b+208>>2]=22072;f[b+228>>2]=0;f[b+232>>2]=0;f[b+236>>2]=0;f[b+224>>2]=22024;f[b+240>>2]=22072;f[b+260>>2]=0;f[b+264>>2]=0;f[b+268>>2]=0;f[b+256>>2]=22024;f[b+272>>2]=22072;f[d>>2]=b;c=f[h>>2]|0;if(c>>>0<(f[g+8>>2]|0)>>>0){f[c>>2]=b;f[h>>2]=c+4}else YN(g,d);g=f[a>>2]|0;h=f[e>>2]|0;g=f[g>>2]|0;h=g+(h<<2)|0;h=f[h>>2]|0;u=i;return h|0}function QN(a){a=a|0;sOb(a);return}function RN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return b|0}function SN(a,b){a=a|0;b=b|0;f[b>>2]=21860;f[b+4>>2]=f[a+4>>2];return}function TN(a){a=a|0;return}function UN(a){a=a|0;sOb(a);return}function VN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==87835?a+4|0:0)|0}function XN(a){a=a|0;return 4160}function YN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21904;f[a+256>>2]=22048;b=f[a+260>>2]|0;if(b|0){c=a+264|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+224>>2]=22048;b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+192>>2]=22048;b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a+168>>2]=21976;d=f[a+172>>2]|0;if(d|0){b=a+176|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}f[a+144>>2]=18388;b=f[a+148>>2]|0;if(!b){f[a>>2]=21928;a=a+4|0;dO(a);return}c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);f[a>>2]=21928;a=a+4|0;dO(a);return}function _N(a){a=a|0;ZN(a);sOb(a);return}function $N(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0;y=a+144|0;d=a+168|0;e=a+192|0;g=a+224|0;i=a+256|0;b=Sg[f[(f[y>>2]|0)+8>>2]&255](y,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){a=0;return a|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){a=0;return a|0}y=Sg[f[(f[i>>2]|0)+8>>2]&255](i,b,c)|0;if(!y){a=0;return a|0}if((c-y|0)<64){a=0;return a|0}s=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;t=y+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;u=y+8|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;v=y+12|0;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;w=y+16|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;x=y+20|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;i=y+24|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=y+28|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=y+32|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=y+36|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=y+40|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=y+44|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=y+48|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;p=y+52|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=y+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=y+60|0;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;b=y+64|0;if((c-b|0)<4){a=0;return a|0}g=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=y+68|0;if((c-b|0)<4){a=0;return a|0}b=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;d=y+72|0;if((c-d|0)<4){a=0;return a|0}e=y+76|0;if((c-e|0)<4){a=0;return a|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=a+4|0;z=a+148|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+8|0;A=a+152|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+12|0;e=a+156|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+16|0;z=a+172|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+20|0;A=a+176|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+24|0;e=a+180|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+28|0;z=a+196|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+32|0;A=a+200|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+36|0;e=a+204|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+40|0;z=a+228|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+44|0;A=a+232|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+48|0;e=a+236|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;e=a+52|0;z=a+260|0;A=f[e>>2]|0;f[e>>2]=f[z>>2];f[z>>2]=A;z=a+56|0;A=a+264|0;e=f[z>>2]|0;f[z>>2]=f[A>>2];f[A>>2]=e;A=a+60|0;e=a+268|0;z=f[A>>2]|0;f[A>>2]=f[e>>2];f[e>>2]=z;f[a+64>>2]=s;f[a+68>>2]=t;f[a+72>>2]=u;f[a+76>>2]=v;f[a+80>>2]=w;f[a+84>>2]=x;f[a+88>>2]=i;f[a+92>>2]=j;f[a+96>>2]=k;f[a+100>>2]=l;f[a+104>>2]=m;f[a+108>>2]=n;f[a+112>>2]=o;f[a+116>>2]=p;f[a+120>>2]=q;f[a+124>>2]=r;f[a+128>>2]=g;f[a+132>>2]=b;f[a+136>>2]=d;f[a+140>>2]=c;a=y+80|0;return a|0}function aO(a){a=a|0;return a+4|0}function bO(a){a=a|0;f[a>>2]=21928;dO(a+4|0);return}function cO(a){a=a|0;yf()}function dO(a){a=a|0;var b=0,c=0,d=0;b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}d=f[a+12>>2]|0;if(d|0){b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-2-d|0)>>>1)<<1);sOb(d)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function eO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function fO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21976;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b);sOb(a);return}function gO(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=e;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=c+4|0;l=a+4|0;i=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-2-g|0)>>>1)<<1)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-g>>1>>>0<n>>>0){if((n|0)<0)vd();c=c-g|0;g=pOb(n<<1)|0;if((c|0)>0)bQb(g|0,i|0,c|0)|0;f[l>>2]=g;f[k>>2]=g+(c>>1<<1);f[j>>2]=g+(n<<1);if(i|0)sOb(i)}else if(!n){n=e;return n|0}a=a+20|0;g=0;while(1){if((m-e|0)<2){e=0;c=18;break}i=h[e>>0]|h[e+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;e=e+2|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){d[c>>1]=i;f[k>>2]=c+2}else nO(l,a);g=g+1|0;if(g>>>0>=n>>>0){c=18;break}}if((c|0)==18)return e|0;return 0}function hO(a){a=a|0;return a+4|0}function iO(a){a=a|0;var b=0,c=0;f[a>>2]=21976;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-2-c|0)>>>1)<<1);sOb(c);return}function jO(a){a=a|0;yf()}function kO(a){a=a|0;sOb(a);return}function lO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<2){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8;b[d>>0]=a;b[d+1>>0]=a>>8;d=c+2|0;return d|0}function mO(a){a=a|0;return a+4|0}function nO(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=a+4|0;k=f[a>>2]|0;l=(f[h>>2]|0)-k|0;g=l>>1;c=g+1|0;if((l|0)<-2)AMb(a);m=a+8|0;e=(f[m>>2]|0)-k|0;e=e>>1>>>0<1073741823?(e>>>0<c>>>0?c:e):2147483647;do if(!e){i=0;j=0}else if((e|0)<0)vd();else{j=pOb(e<<1)|0;i=j;break}while(0);c=i+(g<<1)|0;d[c>>1]=d[b>>1]|0;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=i;f[h>>2]=c+2;f[m>>2]=i+(e<<1);if(!k)return;sOb(k);return}function oO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function pO(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22048;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function qO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else xO(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function rO(a){a=a|0;return a+4|0}function sO(a){a=a|0;var b=0,c=0;f[a>>2]=22048;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function tO(a){a=a|0;yf()}function uO(a){a=a|0;sOb(a);return}function vO(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function wO(a){a=a|0;return a+4|0}function xO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function yO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zO(c,a);fd(f[64564]|0);f[64564]=f[c>>2];f[c>>2]=0;fd(0);u=b;return}function zO(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+32|0;m=t;k=t+16|0;o=pd()|0;f[a>>2]=o;o=gd(88647)|0;p=gd(88660)|0;q=gd(88672)|0;r=id(88684)|0;s=id(88692)|0;l=id(88700)|0;e=f[c>>2]|0;d=e>>>2;e=((f[c+4>>2]|0)-e>>2)+d|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}i=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(i|0,r|0,88717,k|0,m|0);d=~~v>>>0;i=d;rd(f[k>>2]|0);kd(i|0);f[m>>2]=d;d=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;e=od(88708)|0;sd(h|0,e|0,d|0);fd(e|0);fd(d|0);fd(i|0);i=f[c+12>>2]|0;d=f[c+16>>2]|0;e=i;if((i|0)!=(d|0)){g=e>>>1;d=(d-e>>1)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){i=hd(3,22092)|0;f[64588]=i}h=f[64588]|0;f[m>>2]=g;f[m+8>>2]=d;v=+ed(h|0,s|0,88717,k|0,m|0);h=~~v>>>0;i=h;rd(f[k>>2]|0);kd(i|0);f[m>>2]=h;h=md(p|0,1,22088,m|0)|0;e=f[a>>2]|0;g=od(88726)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);fd(i|0)}h=nd()|0;i=m+8|0;g=f[c+24>>2]|0;d=f[c+28>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=0;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=0;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+36>>2]|0;d=f[c+40>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=1;g=td(17744,m|0)|0;sd(h|0,g|0,2);fd(g|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);e=~~v>>>0;g=e;rd(f[k>>2]|0);kd(g|0);f[m>>2]=e;e=md(q|0,1,22088,m|0)|0;f[m>>2]=1;d=td(17744,m|0)|0;sd(h|0,d|0,e|0);fd(d|0);fd(e|0);fd(g|0)}g=f[c+48>>2]|0;d=f[c+52>>2]|0;e=g;if((g|0)==(d|0)){f[m>>2]=2;i=td(17744,m|0)|0;sd(h|0,i|0,2);fd(i|0);fd(2)}else{g=e>>>2;d=(((d-e|0)/12|0)*3|0)+g|0;if(!(b[255592]|0))if(MPb(255592)|0){e=hd(3,22092)|0;f[64588]=e}e=f[64588]|0;f[m>>2]=g;f[i>>2]=d;v=+ed(e|0,l|0,88717,k|0,m|0);g=~~v>>>0;i=g;rd(f[k>>2]|0);kd(i|0);f[m>>2]=g;g=md(q|0,1,22088,m|0)|0;f[m>>2]=2;e=td(17744,m|0)|0;sd(h|0,e|0,g|0);fd(e|0);fd(g|0);fd(i|0)}i=f[a>>2]|0;d=od(88734)|0;sd(i|0,d|0,h|0);fd(d|0);fd(h|0);d=c+60|0;do if(+n[d>>2]!=1.0)j=31;else if(+n[c+64>>2]!=0.0)j=31;else if(+n[c+68>>2]!=0.0)j=31;else if(+n[c+72>>2]!=0.0)j=31;else if(+n[c+76>>2]!=0.0)j=31;else if(+n[c+80>>2]!=1.0)j=31;else if(+n[c+84>>2]!=0.0)j=31;else if(+n[c+88>>2]!=0.0)j=31;else if(+n[c+92>>2]!=0.0)j=31;else if(+n[c+96>>2]!=0.0)j=31;else if(+n[c+100>>2]!=1.0)j=31;else if(+n[c+104>>2]!=0.0)j=31;else if(+n[c+108>>2]!=0.0)j=31;else if(+n[c+112>>2]!=0.0)j=31;else{if(+n[c+116>>2]!=0.0){j=31;break}if(+n[c+120>>2]!=1.0)j=31}while(0);if((j|0)==31){d=d>>>2;e=d+16|0;if(!(b[255592]|0))if(MPb(255592)|0){j=hd(3,22092)|0;f[64588]=j}h=f[64588]|0;f[m>>2]=d;f[m+8>>2]=e;v=+ed(h|0,r|0,88717,k|0,m|0);h=~~v>>>0;j=h;rd(f[k>>2]|0);kd(j|0);f[m>>2]=h;k=md(o|0,1,22088,m|0)|0;h=f[a>>2]|0;i=od(88743)|0;sd(h|0,i|0,k|0);fd(i|0);fd(k|0);fd(j|0)}d=pd()|0;g=c+136|0;e=f[g>>2]|0;if(!(e&2)){if(e&1|0){k=od(88759)|0;j=od(88784)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}}else{k=od(88759)|0;j=od(88767)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0)}j=(f[g>>2]|0)>>>2&1;k=od(88794)|0;f[m>>2]=j;j=td(17688,m|0)|0;sd(d|0,k|0,j|0);fd(j|0);fd(k|0);k=(f[g>>2]|0)>>>16&1;j=od(88805)|0;f[m>>2]=k;k=td(17688,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88816)|0;sd(j|0,k|0,d|0);fd(k|0);fd(d|0);k=lMa(g)|0;d=f[a>>2]|0;j=od(88824)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88831)|0;f[m>>2]=3;d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[g>>2]&4096|0?6:3;d=f[a>>2]|0;j=od(88844)|0;f[m>>2]=k;k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[g>>2]|0;k=f[a>>2]|0;d=od(88853)|0;f[m>>2]=(j&4096|0?6:3)+(j>>>12&2);j=td(17744,m|0)|0;sd(k|0,d|0,j|0);fd(j|0);fd(d|0);d=f[a>>2]|0;j=od(88866)|0;f[m>>2]=f[c+124>>2];k=td(17744,m|0)|0;sd(d|0,j|0,k|0);fd(k|0);fd(j|0);j=f[a>>2]|0;k=od(88882)|0;f[m>>2]=f[c+128>>2];d=td(17744,m|0)|0;sd(j|0,k|0,d|0);fd(d|0);fd(k|0);k=f[a>>2]|0;d=od(88898)|0;f[m>>2]=f[c+132>>2];c=td(17744,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0;if(d&8){k=f[a>>2]|0;d=od(88915)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&16){k=f[a>>2]|0;d=od(88927)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&32){k=f[a>>2]|0;d=od(88935)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&64){k=f[a>>2]|0;d=od(88947)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&128){k=f[a>>2]|0;d=od(88959)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&256){k=f[a>>2]|0;d=od(88967)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&512){k=f[a>>2]|0;d=od(88979)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(d&1024){k=f[a>>2]|0;d=od(88992)|0;f[m>>2]=1;c=td(17688,m|0)|0;sd(k|0,d|0,c|0);fd(c|0);fd(d|0);d=f[g>>2]|0}if(!(d&2048)){fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}c=f[a>>2]|0;a=od(89001)|0;f[m>>2]=1;m=td(17688,m|0)|0;sd(c|0,a|0,m|0);fd(m|0);fd(a|0);fd(l|0);fd(s|0);fd(r|0);fd(q|0);fd(p|0);fd(o|0);u=t;return}function AO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262861;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262861)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262861,1540483477)|0)>>>24^(X(262861,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262861)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BO(a){a=a|0;sOb(a);return}function CO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return b|0}function DO(a,b){a=a|0;b=b|0;f[b>>2]=22112;f[b+4>>2]=f[a+4>>2];return}function EO(a){a=a|0;return}function FO(a){a=a|0;sOb(a);return}function GO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89204?a+4|0:0)|0}function IO(a){a=a|0;return 4384}function JO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KO(a){a=a|0;sOb(a);return}function LO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function MO(a){a=a|0;return a+4|0}function NO(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function OO(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262862;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262862)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262862,1540483477)|0)>>>24^(X(262862,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262862)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PO(a){a=a|0;sOb(a);return}function QO(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return b|0}function RO(a,b){a=a|0;b=b|0;f[b>>2]=22180;f[b+4>>2]=f[a+4>>2];return}function SO(a){a=a|0;return}function TO(a){a=a|0;sOb(a);return}function UO(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VO(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==89695?a+4|0:0)|0}function WO(a){a=a|0;return 4456}function XO(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YO(a){a=a|0;sOb(a);return}function ZO(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function _O(a){a=a|0;return a+4|0}function $O(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function aP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262863;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262863)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262863,1540483477)|0)>>>24^(X(262863,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262863)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function bP(a){a=a|0;sOb(a);return}function cP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return b|0}function dP(a,b){a=a|0;b=b|0;f[b>>2]=22248;f[b+4>>2]=f[a+4>>2];return}function eP(a){a=a|0;return}function fP(a){a=a|0;sOb(a);return}function gP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function hP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90168?a+4|0:0)|0}function iP(a){a=a|0;return 4528}function jP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function kP(a){a=a|0;sOb(a);return}function lP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<48){c=0;return c|0}a=a+8|0;d=c;e=a+48|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+48|0;return c|0}function mP(a){a=a|0;return a+8|0}function nP(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(48)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];f[c>>2]=d;a=td(4584,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function oP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262864;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262864)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262864,1540483477)|0)>>>24^(X(262864,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262864)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pP(a){a=a|0;sOb(a);return}function qP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return b|0}function rP(a,b){a=a|0;b=b|0;f[b>>2]=22316;f[b+4>>2]=f[a+4>>2];return}function sP(a){a=a|0;return}function tP(a){a=a|0;sOb(a);return}function uP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==90609?a+4|0:0)|0}function wP(a){a=a|0;return 4608}function xP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yP(a){a=a|0;sOb(a);return}function zP(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function AP(a){a=a|0;return a+4|0}function BP(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function CP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262865;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262865)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262865,1540483477)|0)>>>24^(X(262865,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262865)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function DP(a){a=a|0;sOb(a);return}function EP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return b|0}function FP(a,b){a=a|0;b=b|0;f[b>>2]=22384;f[b+4>>2]=f[a+4>>2];return}function GP(a){a=a|0;return}function HP(a){a=a|0;sOb(a);return}function IP(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function JP(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91105?a+4|0:0)|0}function KP(a){a=a|0;return 4688}function LP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function MP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function NP(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=22428;f[a+28>>2]=19804;b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=22452;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function OP(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0;e=a+28|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}g=c;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+32|0;j=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=j;d=a+12|0;j=a+36|0;i=f[d>>2]|0;f[d>>2]=f[j>>2];f[j>>2]=i;j=a+16|0;i=a+40|0;d=f[j>>2]|0;f[j>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=e;f[i+4>>2]=g;i=c+8|0;return i|0}function PP(a){a=a|0;return a+4|0}function QP(a){a=a|0;var b=0,c=0;f[a>>2]=22452;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function RP(a){a=a|0;yf()}function SP(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TP(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TP(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(4728,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);IG(e,b+4|0);g=od(91327)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+16|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function UP(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262866;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262866)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262866,1540483477)|0)>>>24^(X(262866,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262866)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VP(a){a=a|0;sOb(a);return}function WP(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return b|0}function XP(a,b){a=a|0;b=b|0;f[b>>2]=22476;f[b+4>>2]=f[a+4>>2];return}function YP(a){a=a|0;return}function ZP(a){a=a|0;sOb(a);return}function _P(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $P(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91551?a+4|0:0)|0}function aQ(a){a=a|0;return 4752}function bQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cQ(a){a=a|0;sOb(a);return}function dQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<1){c=0;return c|0}e=c+1|0;if((d-e|0)<8){c=0;return c|0}d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[a+4>>0]=b[c>>0]|0;a=a+8|0;f[a>>2]=d;f[a+4>>2]=e;c=c+9|0;return c|0}function eQ(a){a=a|0;return a+4|0}function fQ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;gQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function gQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;a=od(83077)|0;f[e>>2]=h[b>>0];g=td(4792,e|0)|0;sd(d|0,a|0,g|0);fd(g|0);fd(a|0);hQ(e,b+4|0);a=od(91776)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function hQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262867;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262867)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262867,1540483477)|0)>>>24^(X(262867,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262867)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jQ(a){a=a|0;sOb(a);return}function kQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return b|0}function lQ(a,b){a=a|0;b=b|0;f[b>>2]=22544;f[b+4>>2]=f[a+4>>2];return}function mQ(a){a=a|0;return}function nQ(a){a=a|0;sOb(a);return}function oQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==91985?a+4|0:0)|0}function qQ(a){a=a|0;return 4816}function rQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sQ(a){a=a|0;sOb(a);return}function tQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function uQ(a){a=a|0;return a+8|0}function vQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(4872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function wQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262868;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262868)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262868,1540483477)|0)>>>24^(X(262868,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262868)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function xQ(a){a=a|0;sOb(a);return}function yQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return b|0}function zQ(a,b){a=a|0;b=b|0;f[b>>2]=22612;f[b+4>>2]=f[a+4>>2];return}function AQ(a){a=a|0;return}function BQ(a){a=a|0;sOb(a);return}function CQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function DQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92445?a+4|0:0)|0}function EQ(a){a=a|0;return 4896}function FQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function GQ(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(24)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[d+16>>2]=f[a+16>>2];f[d+20>>2]=f[a+20>>2];f[c>>2]=d;a=td(1112,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function HQ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262869;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262869)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262869,1540483477)|0)>>>24^(X(262869,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262869)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function IQ(a){a=a|0;sOb(a);return}function JQ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return b|0}function KQ(a,b){a=a|0;b=b|0;f[b>>2]=22656;f[b+4>>2]=f[a+4>>2];return}function LQ(a){a=a|0;return}function MQ(a){a=a|0;sOb(a);return}function NQ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function OQ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==92687?a+4|0:0)|0}function PQ(a){a=a|0;return 4920}function QQ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function RQ(a){a=a|0;sOb(a);return}function SQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0.0,m=0,n=0,o=0,q=0,r=0,t=0,v=0;v=u;u=u+992|0;e=v+952|0;h=v+920|0;k=v+888|0;r=v+752|0;t=v;f[e>>2]=22748;f[h>>2]=22748;f[k>>2]=22748;f[r>>2]=22772;if((d-c|0)<1){t=0;u=v;return t|0}q=b[c>>0]|0;g=c+1|0;if((d-g|0)<24){t=0;u=v;return t|0}o=e+8|0;m=o;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+25|0;if((d-g|0)<24){t=0;u=v;return t|0}n=h+8|0;m=n;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));g=c+49|0;if((d-g|0)<24){t=0;u=v;return t|0}h=k+8|0;m=h;e=m+24|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));e=c+73|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];l=+p[s>>3];e=c+81|0;if((d-e|0)<8){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+89|0;if((d-e|0)<8){t=0;u=v;return t|0}g=c+97|0;if((d-g|0)<128){t=0;u=v;return t|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];d=r+8|0;m=d;e=m+128|0;do{b[m>>0]=b[g>>0]|0;m=m+1|0;g=g+1|0}while((m|0)<(e|0));aAa(t,q,o,n,h,l,j,i);a=a+8|0;VQ(a,t)|0;UAa(a,d);t=c+225|0;u=v;return t|0}function TQ(a){a=a|0;return a+8|0}function UQ(a){a=a|0;yf()}function VQ(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;e=u;u=u+912|0;b[a>>0]=b[c>>0]|0;i=+p[(c+8|0)>>3];p[(c+8|0)>>3]=+p[(a+8|0)>>3];p[(a+8|0)>>3]=i;i=+p[(c+16|0)>>3];p[(c+16|0)>>3]=+p[(a+16|0)>>3];p[(a+16|0)>>3]=i;i=+p[(c+24|0)>>3];p[(c+24|0)>>3]=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[(c+32|0)>>3];p[(c+32|0)>>3]=+p[(a+32|0)>>3];p[(a+32|0)>>3]=i;i=+p[(c+40|0)>>3];p[(c+40|0)>>3]=+p[(a+40|0)>>3];p[(a+40|0)>>3]=i;i=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=i;i=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=i;i=+p[(c+64|0)>>3];p[(c+64|0)>>3]=+p[(a+64|0)>>3];p[(a+64|0)>>3]=i;i=+p[(c+72|0)>>3];p[(c+72|0)>>3]=+p[(a+72|0)>>3];p[(a+72|0)>>3]=i;i=+p[(c+80|0)>>3];p[(c+80|0)>>3]=+p[(a+80|0)>>3];p[(a+80|0)>>3]=i;i=+p[(c+88|0)>>3];p[(c+88|0)>>3]=+p[(a+88|0)>>3];p[(a+88|0)>>3]=i;i=+p[(c+96|0)>>3];p[(c+96|0)>>3]=+p[(a+96|0)>>3];p[(a+96|0)>>3]=i;i=+p[(c+104|0)>>3];p[(c+104|0)>>3]=+p[(a+104|0)>>3];p[(a+104|0)>>3]=i;i=+p[(c+112|0)>>3];p[(c+112|0)>>3]=+p[(a+112|0)>>3];p[(a+112|0)>>3]=i;i=+p[(c+120|0)>>3];p[(c+120|0)>>3]=+p[(a+120|0)>>3];p[(a+120|0)>>3]=i;i=+p[(c+128|0)>>3];p[(c+128|0)>>3]=+p[(a+128|0)>>3];p[(a+128|0)>>3]=i;i=+p[(c+136|0)>>3];p[(c+136|0)>>3]=+p[(a+136|0)>>3];p[(a+136|0)>>3]=i;i=+p[(c+144|0)>>3];p[(c+144|0)>>3]=+p[(a+144|0)>>3];p[(a+144|0)>>3]=i;i=+p[(c+152|0)>>3];p[(c+152|0)>>3]=+p[(a+152|0)>>3];p[(a+152|0)>>3]=i;i=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(a+160|0)>>3];p[(a+160|0)>>3]=i;i=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(a+168|0)>>3];p[(a+168|0)>>3]=i;i=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(a+176|0)>>3];p[(a+176|0)>>3]=i;i=+p[(c+184|0)>>3];p[(c+184|0)>>3]=+p[(a+184|0)>>3];p[(a+184|0)>>3]=i;i=+p[(c+192|0)>>3];p[(c+192|0)>>3]=+p[(a+192|0)>>3];p[(a+192|0)>>3]=i;i=+p[(c+200|0)>>3];p[(c+200|0)>>3]=+p[(a+200|0)>>3];p[(a+200|0)>>3]=i;d=a+208|0;g=c+208|0;h=d+40|0;do{f[d>>2]=f[g>>2];d=d+4|0;g=g+4|0}while((d|0)<(h|0));i=+p[(c+248|0)>>3];p[(c+248|0)>>3]=+p[(a+248|0)>>3];p[(a+248|0)>>3]=i;i=+p[(c+256|0)>>3];p[(c+256|0)>>3]=+p[(a+256|0)>>3];p[(a+256|0)>>3]=i;i=+p[(c+264|0)>>3];p[(c+264|0)>>3]=+p[(a+264|0)>>3];p[(a+264|0)>>3]=i;i=+p[(c+272|0)>>3];p[(c+272|0)>>3]=+p[(a+272|0)>>3];p[(a+272|0)>>3]=i;i=+p[(c+280|0)>>3];p[(c+280|0)>>3]=+p[(a+280|0)>>3];p[(a+280|0)>>3]=i;i=+p[(c+288|0)>>3];p[(c+288|0)>>3]=+p[(a+288|0)>>3];p[(a+288|0)>>3]=i;i=+p[(c+296|0)>>3];p[(c+296|0)>>3]=+p[(a+296|0)>>3];p[(a+296|0)>>3]=i;i=+p[(c+304|0)>>3];p[(c+304|0)>>3]=+p[(a+304|0)>>3];p[(a+304|0)>>3]=i;i=+p[(c+312|0)>>3];p[(c+312|0)>>3]=+p[(a+312|0)>>3];p[(a+312|0)>>3]=i;i=+p[(c+320|0)>>3];p[(c+320|0)>>3]=+p[(a+320|0)>>3];p[(a+320|0)>>3]=i;i=+p[(c+328|0)>>3];p[(c+328|0)>>3]=+p[(a+328|0)>>3];p[(a+328|0)>>3]=i;i=+p[(c+336|0)>>3];p[(c+336|0)>>3]=+p[(a+336|0)>>3];p[(a+336|0)>>3]=i;i=+p[(c+344|0)>>3];p[(c+344|0)>>3]=+p[(a+344|0)>>3];p[(a+344|0)>>3]=i;i=+p[(c+352|0)>>3];p[(c+352|0)>>3]=+p[(a+352|0)>>3];p[(a+352|0)>>3]=i;i=+p[(c+360|0)>>3];p[(c+360|0)>>3]=+p[(a+360|0)>>3];p[(a+360|0)>>3]=i;i=+p[(c+368|0)>>3];p[(c+368|0)>>3]=+p[(a+368|0)>>3];p[(a+368|0)>>3]=i;h=f[(c+376|0)>>2]|0;f[(c+376|0)>>2]=f[(a+376|0)>>2];f[(a+376|0)>>2]=h;h=f[(c+380|0)>>2]|0;f[(c+380|0)>>2]=f[(a+380|0)>>2];f[(a+380|0)>>2]=h;h=f[(c+384|0)>>2]|0;f[(c+384|0)>>2]=f[(a+384|0)>>2];f[(a+384|0)>>2]=h;h=f[(c+388|0)>>2]|0;f[(c+388|0)>>2]=f[(a+388|0)>>2];f[(a+388|0)>>2]=h;h=f[(c+392|0)>>2]|0;f[(c+392|0)>>2]=f[(a+392|0)>>2];f[e+16>>2]=a;f[e+24>>2]=c;f[e+216>>2]=h;f[e+840>>2]=0;f[e+844>>2]=0;A$(e);G=f[e+840>>2]|0;D=f[e+844>>2]|0;H=+n[e+844>>2];f[e+840>>2]=0;f[e+844>>2]=0;if((G|0)==6){u=e;return D|0}u=e;return 0|0;return 0}function WQ(a){a=a|0;sOb(a);return}function XQ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+8|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function YQ(a){a=a|0;return a+8|0}function ZQ(a){a=a|0;sOb(a);return}function _Q(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<128){c=0;return c|0}a=a+8|0;d=c;e=a+128|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+128|0;return c|0}function $Q(a){a=a|0;return a+8|0}function aR(a){a=a|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);bR(255600,a)|0;f[c>>2]=255600;c=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=c;fd(0);u=d;return}function bR(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return a|0}function cR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262870;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262870)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262870,1540483477)|0)>>>24^(X(262870,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262870)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dR(a){a=a|0;sOb(a);return}function eR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return b|0}function fR(a,b){a=a|0;b=b|0;f[b>>2]=22796;f[b+4>>2]=f[a+4>>2];return}function gR(a){a=a|0;return}function hR(a){a=a|0;sOb(a);return}function iR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93430?a+4|0:0)|0}function kR(a){a=a|0;return 5072}function lR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mR(a){a=a|0;sOb(a);return}function nR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function oR(a){a=a|0;return a+4|0}function pR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function qR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262871;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262871)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262871,1540483477)|0)>>>24^(X(262871,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262871)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rR(a){a=a|0;sOb(a);return}function sR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return b|0}function tR(a,b){a=a|0;b=b|0;f[b>>2]=22864;f[b+4>>2]=f[a+4>>2];return}function uR(a){a=a|0;return}function vR(a){a=a|0;sOb(a);return}function wR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==93902?a+4|0:0)|0}function yR(a){a=a|0;return 5144}function zR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AR(a){a=a|0;sOb(a);return}function BR(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function CR(a){a=a|0;return a+4|0}function DR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ER(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262872;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262872)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262872,1540483477)|0)>>>24^(X(262872,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262872)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FR(a){a=a|0;sOb(a);return}function GR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return b|0}function HR(a,b){a=a|0;b=b|0;f[b>>2]=22932;f[b+4>>2]=f[a+4>>2];return}function IR(a){a=a|0;return}function JR(a){a=a|0;sOb(a);return}function KR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94378?a+4|0:0)|0}function MR(a){a=a|0;return 5216}function NR(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OR(a){a=a|0;sOb(a);return}function PR(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function QR(a){a=a|0;return a+4|0}function RR(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function SR(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262873;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262873)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262873,1540483477)|0)>>>24^(X(262873,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262873)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TR(a){a=a|0;sOb(a);return}function UR(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return b|0}function VR(a,b){a=a|0;b=b|0;f[b>>2]=23e3;f[b+4>>2]=f[a+4>>2];return}function WR(a){a=a|0;return}function XR(a){a=a|0;sOb(a);return}function YR(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZR(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==94896?a+4|0:0)|0}function _R(a){a=a|0;return 5288}function $R(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[e>>2]=d;a=f[d>>2]|0;if(!a)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~((d+-32-a|0)>>>5)<<5);sOb(a);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function bS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;f[a>>2]=23044;f[a+16>>2]=23116;b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b){sOb(a);return}h=a+8|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);sOb(a);return}function cS(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;if((c-b|0)<4){o=0;return o|0}o=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;n=a+4|0;i=f[n>>2]|0;m=a+8|0;d=f[m>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(i|0));rS(n,o);i=a+16|0;if(!o){o=b;return o|0}j=a+20|0;k=a+12|0;l=a+24|0;g=a+28|0;e=0;while(1){b=iS(i,b,c)|0;if(!b){b=0;d=15;break}d=f[m>>2]|0;if(d>>>0<(f[k>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[j>>2];f[a>>2]=f[l>>2];f[d+8>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[j>>2]=0;f[m>>2]=(f[m>>2]|0)+12}else sS(n,j);e=e+1|0;if(e>>>0>=o>>>0){d=15;break}}if((d|0)==15)return b|0;return 0}function dS(a){a=a|0;return a+4|0}function eS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=23068;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-12|0;f[e>>2]=a;d=f[a>>2]|0;if(d){a=c+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function fS(a){a=a|0;yf()}function gS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function hS(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=23116;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function iS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;r=d;if((r-c|0)<4){s=0;return s|0}s=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;q=a+4|0;m=f[q>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-32-l|0)>>>5)<<5)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>5>>>0<s>>>0){if(s>>>0>134217727)vd();k=pOb(s<<5)|0;g=k+(e-l>>5<<5)|0;j=g;k=k+(s<<5)|0;if((c|0)==(m|0))c=j;else{i=c+-32|0;e=g;while(1){t=c;c=c+-32|0;p[e+-32>>3]=+p[c>>3];p[e+-24>>3]=+p[t+-24>>3];p[e+-16>>3]=+p[t+-16>>3];p[e+-8>>3]=+p[t+-8>>3];if((c|0)==(m|0))break;else e=e+-32|0}c=g+(~((i-l|0)>>>5)<<5)|0}f[q>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!s){t=d;return t|0}k=a+24|0;l=a+32|0;m=a+40|0;j=a+48|0;i=0;while(1){if((r-d|0)<32){d=0;c=20;break}c=k;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c+16>>2]=f[k+16>>2];f[c+20>>2]=f[k+20>>2];f[c+24>>2]=f[k+24>>2];f[c+28>>2]=f[k+28>>2];p[c>>3]=+p[k>>3];p[c+8>>3]=+p[l>>3];p[c+16>>3]=+p[m>>3];p[c+24>>3]=+p[j>>3];f[o>>2]=(f[o>>2]|0)+32}else qS(q,k);i=i+1|0;if(i>>>0>=s>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function jS(a){a=a|0;return a+4|0}function kS(a){a=a|0;var b=0,c=0;f[a>>2]=23116;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function lS(a){a=a|0;yf()}function mS(a){a=a|0;return}function nS(a){a=a|0;sOb(a);return}function oS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+8|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function pS(a){a=a|0;return a+8|0}function qS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>5;c=h+1|0;j=m;if(c>>>0>134217727)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>4;e=i>>5>>>0<67108863?(e>>>0<c>>>0?c:e):134217727;do if(!e)g=0;else if(e>>>0>134217727)vd();else{g=pOb(e<<5)|0;break}while(0);c=g+(h<<5)|0;i=g+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];p[c>>3]=+p[b>>3];p[g+(h<<5)+8>>3]=+p[b+8>>3];p[g+(h<<5)+16>>3]=+p[b+16>>3];p[g+(h<<5)+24>>3]=+p[b+24>>3];g=c+32|0;if((d|0)!=(j|0)){b=d+-32-m|0;e=c;while(1){h=d;d=d+-32|0;p[e+-32>>3]=+p[d>>3];p[e+-24>>3]=+p[h+-24>>3];p[e+-16>>3]=+p[h+-16>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-32|0}c=c+(~(b>>>5)<<5)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function rS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function sS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function tS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uS(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k;g=(f[b+4>>2]|0)-(f[b>>2]|0)|0;i=(g|0)/12|0;j=nd()|0;f[a>>2]=j;if(!g){u=k;return}e=0;do{c=f[b>>2]|0;a=c+(e*12|0)|0;c=(f[c+(e*12|0)+4>>2]|0)-(f[a>>2]|0)>>5;d=nd()|0;if(c|0){g=0;do{m=f[a>>2]|0;l=pOb(32)|0;p[l>>3]=+p[m+(g<<5)>>3];p[l+8>>3]=+p[m+(g<<5)+8>>3];p[l+16>>3]=+p[m+(g<<5)+16>>3];p[l+24>>3]=+p[m+(g<<5)+24>>3];f[h>>2]=l;l=td(5528,h|0)|0;f[h>>2]=g;m=td(17744,h|0)|0;sd(d|0,m|0,l|0);fd(m|0);fd(l|0);g=g+1|0}while((g|0)!=(c|0))}f[h>>2]=e;m=td(17744,h|0)|0;sd(j|0,m|0,d|0);fd(m|0);fd(d|0);e=e+1|0}while(e>>>0<i>>>0);u=k;return}function vS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262874;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262874)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262874,1540483477)|0)>>>24^(X(262874,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262874)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wS(a){a=a|0;sOb(a);return}function xS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return b|0}function yS(a,b){a=a|0;b=b|0;f[b>>2]=23164;f[b+4>>2]=f[a+4>>2];return}function zS(a){a=a|0;return}function AS(a){a=a|0;sOb(a);return}function BS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96441?a+4|0:0)|0}function DS(a){a=a|0;return 5560}function ES(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FS(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GS(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262875;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262875)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262875,1540483477)|0)>>>24^(X(262875,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262875)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HS(a){a=a|0;sOb(a);return}function IS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return b|0}function JS(a,b){a=a|0;b=b|0;f[b>>2]=23208;f[b+4>>2]=f[a+4>>2];return}function KS(a){a=a|0;return}function LS(a){a=a|0;sOb(a);return}function MS(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NS(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==96709?a+4|0:0)|0}function OS(a){a=a|0;return 5584}function PS(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QS(a){a=a|0;sOb(a);return}function RS(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<56){c=0;return c|0}a=a+8|0;d=c;e=a+56|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+56|0;return c|0}function SS(a){a=a|0;return a+8|0}function TS(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(56)|0;p[d>>3]=+p[a>>3];p[d+8>>3]=+p[a+8>>3];p[d+16>>3]=+p[a+16>>3];p[d+24>>3]=+p[a+24>>3];p[d+32>>3]=+p[a+32>>3];p[d+40>>3]=+p[a+40>>3];p[d+48>>3]=+p[a+48>>3];f[c>>2]=d;a=td(5640,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function US(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262876;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262876)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262876,1540483477)|0)>>>24^(X(262876,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262876)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VS(a){a=a|0;sOb(a);return}function WS(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return b|0}function XS(a,b){a=a|0;b=b|0;f[b>>2]=23276;f[b+4>>2]=f[a+4>>2];return}function YS(a){a=a|0;return}function ZS(a){a=a|0;sOb(a);return}function _S(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $S(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97136?a+4|0:0)|0}function aT(a){a=a|0;return 5664}function bT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cT(a){a=a|0;sOb(a);return}function dT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function eT(a){a=a|0;return a+4|0}function fT(a){a=a|0;var b=0,c=0;a=u;u=u+16|0;b=a;c=pOb(1)|0;f[b>>2]=c;b=td(4664,b|0)|0;fd(f[64564]|0);f[64564]=b;fd(0);u=a;return}function gT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262877;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262877)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262877,1540483477)|0)>>>24^(X(262877,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262877)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function hT(a){a=a|0;sOb(a);return}function iT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return b|0}function jT(a,b){a=a|0;b=b|0;f[b>>2]=23344;f[b+4>>2]=f[a+4>>2];return}function kT(a){a=a|0;return}function lT(a){a=a|0;sOb(a);return}function mT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function nT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97523?a+4|0:0)|0}function oT(a){a=a|0;return 5736}function pT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function qT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function rT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262878;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262878)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262878,1540483477)|0)>>>24^(X(262878,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262878)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sT(a){a=a|0;sOb(a);return}function tT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return b|0}function uT(a,b){a=a|0;b=b|0;f[b>>2]=23388;f[b+4>>2]=f[a+4>>2];return}function vT(a){a=a|0;return}function wT(a){a=a|0;sOb(a);return}function xT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==97803?a+4|0:0)|0}function zT(a){a=a|0;return 5760}function AT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BT(a){a=a|0;sOb(a);return}function CT(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function DT(a){a=a|0;return a+4|0}function ET(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function FT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262879;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262879)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262879,1540483477)|0)>>>24^(X(262879,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262879)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function GT(a){a=a|0;sOb(a);return}function HT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return b|0}function IT(a,b){a=a|0;b=b|0;f[b>>2]=23456;f[b+4>>2]=f[a+4>>2];return}function JT(a){a=a|0;return}function KT(a){a=a|0;sOb(a);return}function LT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function MT(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98279?a+4|0:0)|0}function NT(a){a=a|0;return 5832}function OT(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function PT(a){a=a|0;sOb(a);return}function QT(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function RT(a){a=a|0;return a+4|0}function ST(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function TT(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262880;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262880)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262880,1540483477)|0)>>>24^(X(262880,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262880)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function UT(a){a=a|0;sOb(a);return}function VT(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return b|0}function WT(a,b){a=a|0;b=b|0;f[b>>2]=23524;f[b+4>>2]=f[a+4>>2];return}function XT(a){a=a|0;return}function YT(a){a=a|0;sOb(a);return}function ZT(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _T(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==98754?a+4|0:0)|0}function $T(a){a=a|0;return 5904}function aU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function bU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hQ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262881;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262881)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262881,1540483477)|0)>>>24^(X(262881,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262881)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dU(a){a=a|0;sOb(a);return}function eU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return b|0}function fU(a,b){a=a|0;b=b|0;f[b>>2]=23568;f[b+4>>2]=f[a+4>>2];return}function gU(a){a=a|0;return}function hU(a){a=a|0;sOb(a);return}function iU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99034?a+4|0:0)|0}function kU(a){a=a|0;return 5928}function lU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mU(a){a=a|0;sOb(a);return}function nU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oU(a){a=a|0;return a+4|0}function pU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function qU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262882;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262882)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262882,1540483477)|0)>>>24^(X(262882,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262882)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function rU(a){a=a|0;sOb(a);return}function sU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return b|0}function tU(a,b){a=a|0;b=b|0;f[b>>2]=23636;f[b+4>>2]=f[a+4>>2];return}function uU(a){a=a|0;return}function vU(a){a=a|0;sOb(a);return}function wU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function xU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99510?a+4|0:0)|0}function yU(a){a=a|0;return 6e3}function zU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function AU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function BU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262883;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262883)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262883,1540483477)|0)>>>24^(X(262883,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262883)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CU(a){a=a|0;sOb(a);return}function DU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return b|0}function EU(a,b){a=a|0;b=b|0;f[b>>2]=23680;f[b+4>>2]=f[a+4>>2];return}function FU(a){a=a|0;return}function GU(a){a=a|0;sOb(a);return}function HU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==99791?a+4|0:0)|0}function JU(a){a=a|0;return 6024}function KU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LU(a){a=a|0;sOb(a);return}function MU(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NU(a){a=a|0;return a+4|0}function OU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PU(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262884;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262884)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262884,1540483477)|0)>>>24^(X(262884,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262884)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QU(a){a=a|0;sOb(a);return}function RU(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return b|0}function SU(a,b){a=a|0;b=b|0;f[b>>2]=23748;f[b+4>>2]=f[a+4>>2];return}function TU(a){a=a|0;return}function UU(a){a=a|0;sOb(a);return}function VU(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WU(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100266?a+4|0:0)|0}function XU(a){a=a|0;return 6096}function YU(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZU(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_U(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _U(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $U(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262885;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262885)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262885,1540483477)|0)>>>24^(X(262885,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262885)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aV(a){a=a|0;sOb(a);return}function bV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return b|0}function cV(a,b){a=a|0;b=b|0;f[b>>2]=23792;f[b+4>>2]=f[a+4>>2];return}function dV(a){a=a|0;return}function eV(a){a=a|0;sOb(a);return}function fV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==100546?a+4|0:0)|0}function hV(a){a=a|0;return 6120}function iV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jV(a){a=a|0;sOb(a);return}function kV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function lV(a){a=a|0;return a+4|0}function mV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function nV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262886;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262886)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262886,1540483477)|0)>>>24^(X(262886,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262886)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oV(a){a=a|0;sOb(a);return}function pV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return b|0}function qV(a,b){a=a|0;b=b|0;f[b>>2]=23860;f[b+4>>2]=f[a+4>>2];return}function rV(a){a=a|0;return}function sV(a){a=a|0;sOb(a);return}function tV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function uV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101021?a+4|0:0)|0}function vV(a){a=a|0;return 6192}function wV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function xV(a){a=a|0;sOb(a);return}function yV(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function zV(a){a=a|0;return a+4|0}function AV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function BV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262887;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262887)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262887,1540483477)|0)>>>24^(X(262887,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262887)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function CV(a){a=a|0;sOb(a);return}function DV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return b|0}function EV(a,b){a=a|0;b=b|0;f[b>>2]=23928;f[b+4>>2]=f[a+4>>2];return}function FV(a){a=a|0;return}function GV(a){a=a|0;sOb(a);return}function HV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function IV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101493?a+4|0:0)|0}function JV(a){a=a|0;return 6264}function KV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function LV(a){a=a|0;sOb(a);return}function MV(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NV(a){a=a|0;return a+4|0}function OV(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function PV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262888;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262888)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262888,1540483477)|0)>>>24^(X(262888,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262888)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QV(a){a=a|0;sOb(a);return}function RV(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return b|0}function SV(a,b){a=a|0;b=b|0;f[b>>2]=23996;f[b+4>>2]=f[a+4>>2];return}function TV(a){a=a|0;return}function UV(a){a=a|0;sOb(a);return}function VV(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WV(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==101968?a+4|0:0)|0}function XV(a){a=a|0;return 6336}function YV(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZV(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function _V(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262889;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262889)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262889,1540483477)|0)>>>24^(X(262889,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262889)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $V(a){a=a|0;sOb(a);return}function aW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return b|0}function bW(a,b){a=a|0;b=b|0;f[b>>2]=24040;f[b+4>>2]=f[a+4>>2];return}function cW(a){a=a|0;return}function dW(a){a=a|0;sOb(a);return}function eW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102248?a+4|0:0)|0}function gW(a){a=a|0;return 6360}function hW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function jW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262890;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262890)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262890,1540483477)|0)>>>24^(X(262890,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262890)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function kW(a){a=a|0;sOb(a);return}function lW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return b|0}function mW(a,b){a=a|0;b=b|0;f[b>>2]=24084;f[b+4>>2]=f[a+4>>2];return}function nW(a){a=a|0;return}function oW(a){a=a|0;sOb(a);return}function pW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function qW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==102529?a+4|0:0)|0}function rW(a){a=a|0;return 6384}function sW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function tW(a){a=a|0;sOb(a);return}function uW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vW(a){a=a|0;return a+4|0}function wW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262891;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262891)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262891,1540483477)|0)>>>24^(X(262891,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262891)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yW(a){a=a|0;sOb(a);return}function zW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return b|0}function AW(a,b){a=a|0;b=b|0;f[b>>2]=24152;f[b+4>>2]=f[a+4>>2];return}function BW(a){a=a|0;return}function CW(a){a=a|0;sOb(a);return}function DW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103005?a+4|0:0)|0}function FW(a){a=a|0;return 6456}function GW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function IW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262892;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262892)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262892,1540483477)|0)>>>24^(X(262892,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262892)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function JW(a){a=a|0;sOb(a);return}function KW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return b|0}function LW(a,b){a=a|0;b=b|0;f[b>>2]=24196;f[b+4>>2]=f[a+4>>2];return}function MW(a){a=a|0;return}function NW(a){a=a|0;sOb(a);return}function OW(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function PW(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103287?a+4|0:0)|0}function QW(a){a=a|0;return 6480}function RW(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function SW(a){a=a|0;sOb(a);return}function TW(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function UW(a){a=a|0;return a+4|0}function VW(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function WW(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262893;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262893)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262893,1540483477)|0)>>>24^(X(262893,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262893)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function XW(a){a=a|0;sOb(a);return}function YW(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return b|0}function ZW(a,b){a=a|0;b=b|0;f[b>>2]=24264;f[b+4>>2]=f[a+4>>2];return}function _W(a){a=a|0;return}function $W(a){a=a|0;sOb(a);return}function aX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function bX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==103766?a+4|0:0)|0}function cX(a){a=a|0;return 6552}function dX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function eX(a){a=a|0;sOb(a);return}function fX(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function gX(a){a=a|0;return a+4|0}function hX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function iX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262894;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262894)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262894,1540483477)|0)>>>24^(X(262894,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262894)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jX(a){a=a|0;sOb(a);return}function kX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return b|0}function lX(a,b){a=a|0;b=b|0;f[b>>2]=24332;f[b+4>>2]=f[a+4>>2];return}function mX(a){a=a|0;return}function nX(a){a=a|0;sOb(a);return}function oX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104238?a+4|0:0)|0}function qX(a){a=a|0;return 6624}function rX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function tX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262895;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262895)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262895,1540483477)|0)>>>24^(X(262895,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262895)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function uX(a){a=a|0;sOb(a);return}function vX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return b|0}function wX(a,b){a=a|0;b=b|0;f[b>>2]=24376;f[b+4>>2]=f[a+4>>2];return}function xX(a){a=a|0;return}function yX(a){a=a|0;sOb(a);return}function zX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function AX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104519?a+4|0:0)|0}function BX(a){a=a|0;return 6648}function CX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function DX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function EX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262896;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262896)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262896,1540483477)|0)>>>24^(X(262896,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262896)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FX(a){a=a|0;sOb(a);return}function GX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return b|0}function HX(a,b){a=a|0;b=b|0;f[b>>2]=24420;f[b+4>>2]=f[a+4>>2];return}function IX(a){a=a|0;return}function JX(a){a=a|0;sOb(a);return}function KX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==104800?a+4|0:0)|0}function MX(a){a=a|0;return 6672}function NX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function PX(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262897;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262897)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262897,1540483477)|0)>>>24^(X(262897,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262897)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function QX(a){a=a|0;sOb(a);return}function RX(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return b|0}function SX(a,b){a=a|0;b=b|0;f[b>>2]=24464;f[b+4>>2]=f[a+4>>2];return}function TX(a){a=a|0;return}function UX(a){a=a|0;sOb(a);return}function VX(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function WX(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105082?a+4|0:0)|0}function XX(a){a=a|0;return 6696}function YX(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function ZX(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _X(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262898;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262898)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262898,1540483477)|0)>>>24^(X(262898,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262898)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $X(a){a=a|0;sOb(a);return}function aY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return b|0}function bY(a,b){a=a|0;b=b|0;f[b>>2]=24508;f[b+4>>2]=f[a+4>>2];return}function cY(a){a=a|0;return}function dY(a){a=a|0;sOb(a);return}function eY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105365?a+4|0:0)|0}function gY(a){a=a|0;return 6720}function hY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iY(a){a=a|0;sOb(a);return}function jY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function kY(a){a=a|0;return a+4|0}function lY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function mY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262899;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262899)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262899,1540483477)|0)>>>24^(X(262899,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262899)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function nY(a){a=a|0;sOb(a);return}function oY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return b|0}function pY(a,b){a=a|0;b=b|0;f[b>>2]=24576;f[b+4>>2]=f[a+4>>2];return}function qY(a){a=a|0;return}function rY(a){a=a|0;sOb(a);return}function sY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function tY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==105846?a+4|0:0)|0}function uY(a){a=a|0;return 6792}function vY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wY(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function xY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262900;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262900)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262900,1540483477)|0)>>>24^(X(262900,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262900)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yY(a){a=a|0;sOb(a);return}function zY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return b|0}function AY(a,b){a=a|0;b=b|0;f[b>>2]=24620;f[b+4>>2]=f[a+4>>2];return}function BY(a){a=a|0;return}function CY(a){a=a|0;sOb(a);return}function DY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106128?a+4|0:0)|0}function FY(a){a=a|0;return 6816}function GY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HY(a){a=a|0;sOb(a);return}function IY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function JY(a){a=a|0;return a+4|0}function KY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function LY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262901;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262901)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262901,1540483477)|0)>>>24^(X(262901,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262901)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MY(a){a=a|0;sOb(a);return}function NY(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return b|0}function OY(a,b){a=a|0;b=b|0;f[b>>2]=24688;f[b+4>>2]=f[a+4>>2];return}function PY(a){a=a|0;return}function QY(a){a=a|0;sOb(a);return}function RY(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SY(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==106605?a+4|0:0)|0}function TY(a){a=a|0;return 6888}function UY(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VY(a){a=a|0;sOb(a);return}function WY(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function XY(a){a=a|0;return a+4|0}function YY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function ZY(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262902;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262902)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262902,1540483477)|0)>>>24^(X(262902,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262902)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _Y(a){a=a|0;sOb(a);return}function $Y(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return b|0}function aZ(a,b){a=a|0;b=b|0;f[b>>2]=24756;f[b+4>>2]=f[a+4>>2];return}function bZ(a){a=a|0;return}function cZ(a){a=a|0;sOb(a);return}function dZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107086?a+4|0:0)|0}function fZ(a){a=a|0;return 6960}function gZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hZ(a){a=a|0;sOb(a);return}function iZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function jZ(a){a=a|0;return a+4|0}function kZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function lZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262903;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262903)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262903,1540483477)|0)>>>24^(X(262903,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262903)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mZ(a){a=a|0;sOb(a);return}function nZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return b|0}function oZ(a,b){a=a|0;b=b|0;f[b>>2]=24824;f[b+4>>2]=f[a+4>>2];return}function pZ(a){a=a|0;return}function qZ(a){a=a|0;sOb(a);return}function rZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107551?a+4|0:0)|0}function tZ(a){a=a|0;return 7032}function uZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vZ(a){a=a|0;sOb(a);return}function wZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function xZ(a){a=a|0;return a+4|0}function yZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function zZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262904;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262904)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262904,1540483477)|0)>>>24^(X(262904,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262904)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AZ(a){a=a|0;sOb(a);return}function BZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return b|0}function CZ(a,b){a=a|0;b=b|0;f[b>>2]=24892;f[b+4>>2]=f[a+4>>2];return}function DZ(a){a=a|0;return}function EZ(a){a=a|0;sOb(a);return}function FZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==107955?a+4|0:0)|0}function HZ(a){a=a|0;return 7104}function IZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JZ(a){a=a|0;sOb(a);return}function KZ(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function LZ(a){a=a|0;return a+4|0}function MZ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function NZ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262905;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262905)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262905,1540483477)|0)>>>24^(X(262905,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262905)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function OZ(a){a=a|0;sOb(a);return}function PZ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return b|0}function QZ(a,b){a=a|0;b=b|0;f[b>>2]=24960;f[b+4>>2]=f[a+4>>2];return}function RZ(a){a=a|0;return}function SZ(a){a=a|0;sOb(a);return}function TZ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function UZ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108383?a+4|0:0)|0}function VZ(a){a=a|0;return 7176}function WZ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function XZ(a){a=a|0;sOb(a);return}function YZ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZZ(a){a=a|0;return a+4|0}function _Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function $Z(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262906;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262906)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262906,1540483477)|0)>>>24^(X(262906,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262906)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function a_(a){a=a|0;sOb(a);return}function b_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return b|0}function c_(a,b){a=a|0;b=b|0;f[b>>2]=25028;f[b+4>>2]=f[a+4>>2];return}function d_(a){a=a|0;return}function e_(a){a=a|0;sOb(a);return}function f_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function g_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==108860?a+4|0:0)|0}function h_(a){a=a|0;return 7248}function i_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function j_(a){a=a|0;sOb(a);return}function k_(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function l_(a){a=a|0;return a+4|0}function m_(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262907;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262907)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262907,1540483477)|0)>>>24^(X(262907,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262907)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o_(a){a=a|0;sOb(a);return}function p_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return b|0}function q_(a,b){a=a|0;b=b|0;f[b>>2]=25096;f[b+4>>2]=f[a+4>>2];return}function r_(a){a=a|0;return}function s_(a){a=a|0;sOb(a);return}function t_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109322?a+4|0:0)|0}function v_(a){a=a|0;return 7320}function w_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x_(a){a=a|0;sOb(a);return}function y_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+8|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function z_(a){a=a|0;return a+8|0}function A_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(7376,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function B_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262908;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262908)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262908,1540483477)|0)>>>24^(X(262908,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262908)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C_(a){a=a|0;sOb(a);return}function D_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return b|0}function E_(a,b){a=a|0;b=b|0;f[b>>2]=25164;f[b+4>>2]=f[a+4>>2];return}function F_(a){a=a|0;return}function G_(a){a=a|0;sOb(a);return}function H_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==109728?a+4|0:0)|0}function J_(a){a=a|0;return 7400}function K_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L_(a){a=a|0;sOb(a);return}function M_(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function N_(a){a=a|0;return a+4|0}function O_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;c=b;d=pOb(8)|0;g=a;e=f[g+4>>2]|0;a=d;f[a>>2]=f[g>>2];f[a+4>>2]=e;f[c>>2]=d;a=td(7456,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P_(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262909;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262909)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262909,1540483477)|0)>>>24^(X(262909,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262909)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q_(a){a=a|0;sOb(a);return}function R_(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return b|0}function S_(a,b){a=a|0;b=b|0;f[b>>2]=25232;f[b+4>>2]=f[a+4>>2];return}function T_(a){a=a|0;return}function U_(a){a=a|0;sOb(a);return}function V_(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W_(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110134?a+4|0:0)|0}function X_(a){a=a|0;return 7480}function Y_(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z_(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(400,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function __(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262910;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262910)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262910,1540483477)|0)>>>24^(X(262910,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262910)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $_(a){a=a|0;sOb(a);return}function a$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return b|0}function b$(a,b){a=a|0;b=b|0;f[b>>2]=25276;f[b+4>>2]=f[a+4>>2];return}function c$(a){a=a|0;return}function d$(a){a=a|0;sOb(a);return}function e$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110380?a+4|0:0)|0}function g$(a){a=a|0;return 7504}function h$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i$(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(2968,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262911;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262911)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262911,1540483477)|0)>>>24^(X(262911,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262911)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function k$(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;g=a+4|0;c=f[g>>2]|0;h=f[a>>2]|0;i=h+4|0;if((c|0)!=((f[i>>2]|0)-(f[h>>2]|0)>>2|0)){i=c;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}c=pOb(944)|0;dQb(c|0,0,944)|0;f[c>>2]=25364;f[c+60>>2]=0;f[c+64>>2]=0;f[c+68>>2]=0;f[c+56>>2]=25412;f[c+72>>2]=25460;f[c+276>>2]=0;f[c+280>>2]=0;f[c+284>>2]=0;f[c+272>>2]=25532;f[c+384>>2]=0;f[c+388>>2]=0;f[c+392>>2]=0;f[c+396>>2]=-1;b[c+496>>0]=0;f[c+288>>2]=25580;f[c+508>>2]=0;f[c+512>>2]=0;f[c+516>>2]=0;f[c+504>>2]=20568;f[c+520>>2]=18528;f[c+540>>2]=0;f[c+544>>2]=0;f[c+548>>2]=0;f[c+536>>2]=25628;b[c+672>>0]=0;f[c+552>>2]=25676;f[c+684>>2]=0;f[c+688>>2]=0;f[c+692>>2]=0;f[c+680>>2]=25700;b[c+936>>0]=0;f[c+696>>2]=25748;f[e>>2]=c;d=f[i>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=c;f[i>>2]=d+4}else t$(h,e);h=f[a>>2]|0;i=f[g>>2]|0;h=f[h>>2]|0;i=h+(i<<2)|0;i=f[i>>2]|0;u=j;return i|0}function l$(a){a=a|0;sOb(a);return}function m$(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return b|0}function n$(a,b){a=a|0;b=b|0;f[b>>2]=25320;f[b+4>>2]=f[a+4>>2];return}function o$(a){a=a|0;return}function p$(a){a=a|0;sOb(a);return}function q$(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function r$(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==110646?a+4|0:0)|0}function s$(a){a=a|0;return 7528}function t$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function u$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25364;f[a+680>>2]=25724;b=f[a+684>>2]|0;if(b|0){c=a+688|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}f[a+536>>2]=25652;b=f[a+540>>2]|0;if(b|0){c=a+544|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}U$(a+272|0);f[a+56>>2]=25436;b=f[a+60>>2]|0;if(!b){f[a>>2]=25388;a=a+4|0;B$(a);return}c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);f[a>>2]=25388;a=a+4|0;B$(a);return}function v$(a){a=a|0;u$(a);sOb(a);return}function w$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+56|0;d=a+272|0;e=a+536|0;g=a+680|0;b=Sg[f[(f[h>>2]|0)+8>>2]&255](h,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){h=0;return h|0}b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){h=0;return h|0}h=a+4|0;c=a+60|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+8|0;g=a+64|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+12|0;h=a+68|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+16|0;c=a+276|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+20|0;g=a+280|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+24|0;h=a+284|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+28|0;c=a+540|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+32|0;g=a+544|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+36|0;h=a+548|0;c=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=c;h=a+40|0;c=a+684|0;g=f[h>>2]|0;f[h>>2]=f[c>>2];f[c>>2]=g;c=a+44|0;g=a+688|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=a+48|0;h=a+692|0;a=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=a;h=b;return h|0}function x$(a){a=a|0;return a+4|0}function y$(a){a=a|0;f[a>>2]=25388;B$(a+4|0);return}function z$(a){a=a|0;yf()}function A$(a){a=a|0;var c=0,d=0,e=0,g=0.0;c=f[a+16>>2]|0;d=f[a+24>>2]|0;e=f[a+216>>2]|0;a:{f[(c+392|0)>>2]=e;e=f[(d+396|0)>>2]|0;f[(d+396|0)>>2]=f[(c+396|0)>>2];f[(c+396|0)>>2]=e;e=f[(d+400|0)>>2]|0;f[(d+400|0)>>2]=f[(c+400|0)>>2];f[(c+400|0)>>2]=e;e=f[(d+404|0)>>2]|0;f[(d+404|0)>>2]=f[(c+404|0)>>2];f[(c+404|0)>>2]=e;e=f[(d+408|0)>>2]|0;f[(d+408|0)>>2]=f[(c+408|0)>>2];f[(c+408|0)>>2]=e;e=f[(d+412|0)>>2]|0;f[(d+412|0)>>2]=f[(c+412|0)>>2];f[(c+412|0)>>2]=e;e=f[(d+416|0)>>2]|0;f[(d+416|0)>>2]=f[(c+416|0)>>2];f[(c+416|0)>>2]=e;e=f[(d+420|0)>>2]|0;f[(d+420|0)>>2]=f[(c+420|0)>>2];f[(c+420|0)>>2]=e;e=f[(d+424|0)>>2]|0;f[(d+424|0)>>2]=f[(c+424|0)>>2];f[(c+424|0)>>2]=e;e=f[(d+428|0)>>2]|0;f[(d+428|0)>>2]=f[(c+428|0)>>2];f[(c+428|0)>>2]=e;e=f[(d+432|0)>>2]|0;f[(d+432|0)>>2]=f[(c+432|0)>>2];f[(c+432|0)>>2]=e;e=f[(d+436|0)>>2]|0;f[(d+436|0)>>2]=f[(c+436|0)>>2];f[(c+436|0)>>2]=e;g=+p[(d+440|0)>>3];p[(d+440|0)>>3]=+p[(c+440|0)>>3];p[(c+440|0)>>3]=g;g=+p[(d+448|0)>>3];p[(d+448|0)>>3]=+p[(c+448|0)>>3];p[(c+448|0)>>3]=g;g=+p[(d+456|0)>>3];p[(d+456|0)>>3]=+p[(c+456|0)>>3];p[(c+456|0)>>3]=g;g=+p[(d+464|0)>>3];p[(d+464|0)>>3]=+p[(c+464|0)>>3];p[(c+464|0)>>3]=g;g=+p[(d+472|0)>>3];p[(d+472|0)>>3]=+p[(c+472|0)>>3];p[(c+472|0)>>3]=g;g=+p[(d+480|0)>>3];p[(d+480|0)>>3]=+p[(c+480|0)>>3];p[(c+480|0)>>3]=g;g=+p[(d+488|0)>>3];p[(d+488|0)>>3]=+p[(c+488|0)>>3];p[(c+488|0)>>3]=g;g=+p[(d+496|0)>>3];p[(d+496|0)>>3]=+p[(c+496|0)>>3];p[(c+496|0)>>3]=g;g=+p[(d+504|0)>>3];p[(d+504|0)>>3]=+p[(c+504|0)>>3];p[(c+504|0)>>3]=g;g=+p[(d+512|0)>>3];p[(d+512|0)>>3]=+p[(c+512|0)>>3];p[(c+512|0)>>3]=g;g=+p[(d+520|0)>>3];p[(d+520|0)>>3]=+p[(c+520|0)>>3];p[(c+520|0)>>3]=g;g=+p[(d+528|0)>>3];p[(d+528|0)>>3]=+p[(c+528|0)>>3];p[(c+528|0)>>3]=g;g=+p[(d+536|0)>>3];p[(d+536|0)>>3]=+p[(c+536|0)>>3];p[(c+536|0)>>3]=g;g=+p[(d+544|0)>>3];p[(d+544|0)>>3]=+p[(c+544|0)>>3];p[(c+544|0)>>3]=g;g=+p[(d+552|0)>>3];p[(d+552|0)>>3]=+p[(c+552|0)>>3];p[(c+552|0)>>3]=g;g=+p[(d+560|0)>>3];p[(d+560|0)>>3]=+p[(c+560|0)>>3];p[(c+560|0)>>3]=g;g=+p[(d+568|0)>>3];p[(d+568|0)>>3]=+p[(c+568|0)>>3];p[(c+568|0)>>3]=g;g=+p[(d+576|0)>>3];p[(d+576|0)>>3]=+p[(c+576|0)>>3];p[(c+576|0)>>3]=g;g=+p[(d+584|0)>>3];p[(d+584|0)>>3]=+p[(c+584|0)>>3];p[(c+584|0)>>3]=g;g=+p[(d+592|0)>>3];p[(d+592|0)>>3]=+p[(c+592|0)>>3];p[(c+592|0)>>3]=g;g=+p[(d+600|0)>>3];p[(d+600|0)>>3]=+p[(c+600|0)>>3];p[(c+600|0)>>3]=g;g=+p[(d+608|0)>>3];p[(d+608|0)>>3]=+p[(c+608|0)>>3];p[(c+608|0)>>3]=g;g=+p[(d+616|0)>>3];p[(d+616|0)>>3]=+p[(c+616|0)>>3];p[(c+616|0)>>3]=g;g=+p[(d+624|0)>>3];p[(d+624|0)>>3]=+p[(c+624|0)>>3];p[(c+624|0)>>3]=g;g=+p[(d+632|0)>>3];p[(d+632|0)>>3]=+p[(c+632|0)>>3];p[(c+632|0)>>3]=g;g=+p[(d+640|0)>>3];p[(d+640|0)>>3]=+p[(c+640|0)>>3];p[(c+640|0)>>3]=g;g=+p[(d+648|0)>>3];p[(d+648|0)>>3]=+p[(c+648|0)>>3];p[(c+648|0)>>3]=g;g=+p[(d+656|0)>>3];p[(d+656|0)>>3]=+p[(c+656|0)>>3];p[(c+656|0)>>3]=g;g=+p[(d+664|0)>>3];p[(d+664|0)>>3]=+p[(c+664|0)>>3];p[(c+664|0)>>3]=g;g=+p[(d+672|0)>>3];p[(d+672|0)>>3]=+p[(c+672|0)>>3];p[(c+672|0)>>3]=g;g=+p[(d+680|0)>>3];p[(d+680|0)>>3]=+p[(c+680|0)>>3];p[(c+680|0)>>3]=g;g=+p[(d+688|0)>>3];p[(d+688|0)>>3]=+p[(c+688|0)>>3];p[(c+688|0)>>3]=g;e=f[(d+696|0)>>2]|0;f[(d+696|0)>>2]=f[(c+696|0)>>2];f[(c+696|0)>>2]=e;e=f[(d+700|0)>>2]|0;f[(d+700|0)>>2]=f[(c+700|0)>>2];f[(c+700|0)>>2]=e;e=f[(d+704|0)>>2]|0;f[(d+704|0)>>2]=f[(c+704|0)>>2];f[(c+704|0)>>2]=e;e=f[(d+708|0)>>2]|0;f[(d+708|0)>>2]=f[(c+708|0)>>2];f[(c+708|0)>>2]=e;e=f[(d+712|0)>>2]|0;f[(d+712|0)>>2]=f[(c+712|0)>>2];f[(c+712|0)>>2]=e;e=f[(d+716|0)>>2]|0;f[(d+716|0)>>2]=f[(c+716|0)>>2];f[(c+716|0)>>2]=e;e=f[(d+720|0)>>2]|0;f[(d+720|0)>>2]=f[(c+720|0)>>2];f[(c+720|0)>>2]=e;e=f[(d+724|0)>>2]|0;f[(d+724|0)>>2]=f[(c+724|0)>>2];f[(c+724|0)>>2]=e;e=f[(d+728|0)>>2]|0;f[(d+728|0)>>2]=f[(c+728|0)>>2];f[(c+728|0)>>2]=e;f[(c+732|0)>>2]=f[(d+732|0)>>2];f[(c+732|0)+4>>2]=f[(d+732|0)+4>>2];f[(c+732|0)+8>>2]=f[(d+732|0)+8>>2];b[(c+732|0)+12>>0]=b[(d+732|0)+12>>0]|0;f[a+840>>2]=6;f[a+844>>2]=c|0;break a}}
+function msb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function nsb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;i=f[a>>2]|0;d=f[b>>2]|0;i=i+(((d-i|0)/192|0)*192|0)|0;b=f[c>>2]|0;if((b|0)==(d|0))return i|0;b=i+(((b-d|0)/192|0)*192|0)|0;h=a+4|0;g=f[h>>2]|0;if((b|0)==(g|0))c=i;else{c=i;do{d=c;a=b;e=d+36|0;do{f[d>>2]=f[a>>2];d=d+4|0;a=a+4|0}while((d|0)<(e|0));a=b+40|0;j=+p[a>>3];d=c+40|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+48|0;j=+p[d>>3];a=c+48|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+56|0;j=+p[a>>3];d=c+56|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+64|0;j=+p[d>>3];a=c+64|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+72|0;j=+p[a>>3];d=c+72|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+80|0;j=+p[d>>3];a=c+80|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=c+88|0;d=b+88|0;e=f[d>>2]|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=b+92|0;e=f[a>>2]|0;d=c+92|0;f[a>>2]=f[d>>2];f[d>>2]=e;d=b+96|0;e=f[d>>2]|0;a=c+96|0;f[d>>2]=f[a>>2];f[a>>2]=e;a=c+100|0;e=b+100|0;d=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+104|0;d=f[a>>2]|0;e=c+104|0;f[a>>2]=f[e>>2];f[e>>2]=d;e=b+108|0;d=f[e>>2]|0;a=c+108|0;f[e>>2]=f[a>>2];f[a>>2]=d;a=b+112|0;j=+p[a>>3];d=c+112|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+120|0;j=+p[d>>3];a=c+120|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+128|0;j=+p[a>>3];d=c+128|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+136|0;j=+p[d>>3];a=c+136|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+144|0;j=+p[a>>3];d=c+144|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+152|0;j=+p[d>>3];a=c+152|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+160|0;j=+p[a>>3];d=c+160|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+168|0;j=+p[d>>3];a=c+168|0;p[d>>3]=+p[a>>3];p[a>>3]=j;a=b+176|0;j=+p[a>>3];d=c+176|0;p[a>>3]=+p[d>>3];p[d>>3]=j;d=b+184|0;a=f[d+4>>2]|0;e=c+184|0;f[e>>2]=f[d>>2];f[e+4>>2]=a;b=b+192|0;c=c+192|0}while((b|0)!=(g|0));b=f[h>>2]|0}if((b|0)==(c|0))return i|0;f[h>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);return i|0}function osb(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0;N=0;na=u;u=u+3632|0;a:while(1){l=c;Y=c+-208|0;B=c+-416|0;C=c+-24|0;M=c+-16|0;Z=c+-172|0;_=c+-168|0;$=c+-164|0;S=c+-160|0;T=c+-156|0;U=c+-152|0;V=c+-144|0;W=c+-136|0;X=c+-128|0;ea=c+-120|0;aa=c+-116|0;ba=c+-112|0;ca=c+-108|0;fa=c+-88|0;ga=c+-80|0;ha=c+-72|0;ia=c+-64|0;ja=c+-56|0;ka=c+-48|0;la=c+-40|0;ma=c+-32|0;da=c+-24|0;i=a;while(1){R=i;b:while(1){m=R;switch((l-m|0|0)/208|0|0){case 2:{N=5;break a}case 3:{N=15;break a}case 4:{N=16;break a}case 5:{N=17;break a}case 1:case 0:{N=144;break a}default:{}}if((l-m|0|0)<1456){N=19;break a}o=R+((((l-m|0)>>>0)/416|0)*208|0)|0;if((l-m|0|0)>207792)j=Dsb(R,R+((((l-m|0)>>>0)/832|0)*208|0)|0,o,o+((((l-m|0)>>>0)/832|0)*208|0)|0,Y)|0;else j=Bsb(R,o,Y)|0;z=R+184|0;g=~~+p[z>>3]>>>0;A=R+((((l-m|0)>>>0)/416|0)*208|0)+184|0;h=~~+p[A>>3]>>>0;if(g>>>0<h>>>0){F=Y;I=j;break}if(g>>>0<=h>>>0){d=+p[R+192>>3];e=+p[R+((((l-m|0)>>>0)/416|0)*208|0)+192>>3];if(d<e){F=Y;I=j;break}if(!(d>e))if(gub(R,o)|0){F=Y;I=j;break}}f[na+312>>2]=E;f[na+392>>2]=R;f[na+600>>2]=aa;f[na+648>>2]=ba;f[na+688>>2]=ca;f[na+824>>2]=da;f[na+832>>2]=S;f[na+864>>2]=T;f[na+888>>2]=U;f[na+920>>2]=V;f[na+944>>2]=W;f[na+968>>2]=X;f[na+1016>>2]=ea;f[na+1032>>2]=fa;f[na+1064>>2]=ga;f[na+1096>>2]=ha;f[na+1152>>2]=l;f[na+1160>>2]=ia;f[na+1216>>2]=ja;f[na+1280>>2]=ka;f[na+1312>>2]=la;f[na+1360>>2]=ma;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+1496>>2]=z;f[na+1512>>2]=A;f[na+1600>>2]=Y;f[na+2024>>2]=B;f[na+2280>>2]=K;f[na+2496>>2]=C;f[na+2936>>2]=M;f[na+3288>>2]=Z;f[na+3352>>2]=_;f[na+3376>>2]=$;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3504>>2]=0;f[na+3508>>2]=0;utb(na);E=f[na+312>>2]|0;R=f[na+392>>2]|0;K=f[na+2280>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3504>>2]|0;D=f[na+3508>>2]|0;H=+n[na+3508>>2];f[na+3504>>2]=0;f[na+3508>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 7:break a}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 8:continue b}}f[na+288>>2]=i;f[na+312>>2]=E;f[na+336>>2]=j;f[na+352>>2]=c;f[na+392>>2]=R;f[na+440>>2]=F;f[na+464>>2]=I;f[na+536>>2]=J;f[na+1152>>2]=l;f[na+1424>>2]=m;f[na+1488>>2]=o;f[na+2280>>2]=K;f[na+3304>>2]=L;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3496>>2]=0;f[na+3500>>2]=0;ttb(na);i=f[na+288>>2]|0;F=f[na+440>>2]|0;I=f[na+464>>2]|0;J=f[na+536>>2]|0;L=f[na+3304>>2]|0;O=f[na+3408>>2]|0;P=f[na+3424>>2]|0;Q=f[na+3432>>2]|0;N=f[na+3448>>2]|0;G=f[na+3496>>2]|0;D=f[na+3500>>2]|0;H=+n[na+3500>>2];f[na+3496>>2]=0;f[na+3500>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((N|0)==142){N=0;osb(J+208|0,c);a=R;c=J;continue}else if((N|0)==143){N=0;if(L){N=144;break}else{a=R;c=J;continue}}}a=1;if(a)if((N|0)==5){a=~~+p[C>>3]>>>0;c=~~+p[R+184>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=na;return}d=+p[M>>3];e=+p[R+192>>3];if(!(d<e)){if(d>e){u=na;return}if(!(gub(Y,R)|0)){u=na;return}}}O=na+24|0;P=R;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));a=f[R+36>>2]|0;c=f[R+40>>2]|0;g=f[R+44>>2]|0;h=f[R+48>>2]|0;i=f[R+52>>2]|0;j=f[R+56>>2]|0;d=+p[R+64>>3];e=+p[R+72>>3];k=+p[R+80>>3];O=R+88|0;l=f[O>>2]|0;P=R+92|0;m=f[P>>2]|0;Q=R+96|0;o=f[Q>>2]|0;f[Q>>2]=0;f[P>>2]=0;f[O>>2]=0;O=R+100|0;f[(na+232|0)>>2]=f[O>>2];f[(na+232|0)+4>>2]=f[O+4>>2];f[(na+232|0)+8>>2]=f[O+8>>2];f[(na+232|0)+12>>2]=f[O+12>>2];f[(na+232|0)+16>>2]=f[O+16>>2];q=+p[R+120>>3];r=+p[R+128>>3];s=+p[R+136>>3];t=+p[R+144>>3];v=+p[R+152>>3];w=+p[R+160>>3];x=+p[R+168>>3];y=+p[R+176>>3];O=R+184|0;f[na>>2]=f[O>>2];f[na+4>>2]=f[O+4>>2];f[na+8>>2]=f[O+8>>2];f[na+12>>2]=f[O+12>>2];b[na+16>>0]=b[O+16>>0]|0;psb(R,Y)|0;O=Y;P=na+24|0;Q=O+36|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[Z>>2]=a;f[_>>2]=c;f[$>>2]=g;f[S>>2]=h;f[T>>2]=i;f[U>>2]=j;p[V>>3]=d;p[W>>3]=e;p[X>>3]=k;a=f[ea>>2]|0;if(a|0){c=f[aa>>2]|0;if((c|0)!=(a|0))f[aa>>2]=c+(~(((c+-12-a|0)>>>0)/12|0)*12|0);sOb(a);f[ba>>2]=0;f[aa>>2]=0;f[ea>>2]=0}f[ea>>2]=l;f[aa>>2]=m;f[ba>>2]=o;f[ca>>2]=f[(na+232|0)>>2];f[ca+4>>2]=f[(na+232|0)+4>>2];f[ca+8>>2]=f[(na+232|0)+8>>2];f[ca+12>>2]=f[(na+232|0)+12>>2];f[ca+16>>2]=f[(na+232|0)+16>>2];p[fa>>3]=q;p[ga>>3]=r;p[ha>>3]=s;p[ia>>3]=t;p[ja>>3]=v;p[ka>>3]=w;p[la>>3]=x;p[ma>>3]=y;f[da>>2]=f[na>>2];f[da+4>>2]=f[na+4>>2];f[da+8>>2]=f[na+8>>2];f[da+12>>2]=f[na+12>>2];b[da+16>>0]=b[na+16>>0]|0;u=na;return}else a=1;f[na+352>>2]=c;f[na+392>>2]=R;f[na+1600>>2]=Y;f[na+3408>>2]=O;f[na+3424>>2]=P;f[na+3432>>2]=Q;f[na+3448>>2]=N;f[na+3456>>2]=a;f[na+3488>>2]=0;f[na+3492>>2]=0;stb(na);G=f[na+3488>>2]|0;D=f[na+3492>>2]|0;H=+n[na+3492>>2];f[na+3488>>2]=0;f[na+3492>>2]=0;if((G|0)==5)return}function psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));i=a+36|0;h=c+36|0;d=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=c+40|0;d=f[i>>2]|0;h=a+40|0;f[i>>2]=f[h>>2];f[h>>2]=d;h=c+44|0;d=f[h>>2]|0;i=a+44|0;f[h>>2]=f[i>>2];f[i>>2]=d;i=a+48|0;d=c+48|0;h=f[d>>2]|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+52|0;h=f[i>>2]|0;d=a+52|0;f[i>>2]=f[d>>2];f[d>>2]=h;d=c+56|0;h=f[d>>2]|0;i=a+56|0;f[d>>2]=f[i>>2];f[i>>2]=h;i=c+64|0;j=+p[i>>3];h=a+64|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+72|0;j=+p[h>>3];i=a+72|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+80|0;j=+p[i>>3];h=a+80|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=a+88|0;i=c+88|0;d=f[h>>2]|0;g=a+92|0;if(!d)d=a+96|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=a+96|0;f[d>>2]=0;f[g>>2]=0;f[h>>2]=0}f[h>>2]=f[i>>2];h=c+92|0;f[g>>2]=f[h>>2];g=c+96|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;i=a+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=c+120|0;j=+p[i>>3];h=a+120|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+128|0;j=+p[h>>3];i=a+128|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+136|0;j=+p[i>>3];h=a+136|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+144|0;j=+p[h>>3];i=a+144|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+152|0;j=+p[i>>3];h=a+152|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+160|0;j=+p[h>>3];i=a+160|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=c+168|0;j=+p[i>>3];h=a+168|0;p[i>>3]=+p[h>>3];p[h>>3]=j;h=c+176|0;j=+p[h>>3];i=a+176|0;p[h>>3]=+p[i>>3];p[i>>3]=j;i=a+184|0;c=c+184|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];f[i+12>>2]=f[c+12>>2];b[i+16>>0]=b[c+16>>0]|0;return a|0}function qsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/208|0)>>>0>=c>>>0){do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=(f[m>>2]|0)+208|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/208|0;d=g+c|0;if(d>>>0>20648881)AMb(a);j=(h-e|0)/208|0;k=j<<1;d=j>>>0<10324440?(k>>>0<d>>>0?d:k):20648881;do if(!d)i=0;else if(d>>>0>20648881)vd();else{i=pOb(d*208|0)|0;break}while(0);j=i+(g*208|0)|0;e=j;g=i+(d*208|0)|0;k=e;d=j;do{dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;d=k+208|0;k=d;c=c+-1|0}while((c|0)!=0);h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=e;i=h;d=h}else{c=j;do{d=d+-208|0;f0(c+-208|0,d);c=e+-208|0;e=c}while((d|0)!=(h|0));c=e;i=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;h=i;if((d|0)!=(h|0))do{c=f[d+-120>>2]|0;if(c|0){e=d+-116|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~(((g+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}d=d+-208|0}while((d|0)!=(h|0));if(!i)return;sOb(i);return}function rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function ssb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;F=0;J=u;u=u+2704|0;a:while(1){z=c;v=c+-120|0;A=c+-240|0;d=c+-24|0;h=c+-16|0;w=c+-80|0;x=c+-72|0;y=c+-64|0;q=c+-56|0;r=c+-40|0;s=c+-32|0;t=c+-24|0;k=a;f[J+224>>2]=k;f[J+240>>2]=a;f[J+288>>2]=c;f[J+320>>2]=I;f[J+840>>2]=q;f[J+912>>2]=r;f[J+976>>2]=s;f[J+1008>>2]=t;f[J+1256>>2]=z;f[J+1712>>2]=v;f[J+2200>>2]=A;f[J+2304>>2]=d;f[J+2352>>2]=h;f[J+2376>>2]=w;f[J+2408>>2]=x;f[J+2440>>2]=y;f[J+2504>>2]=B;f[J+2520>>2]=C;f[J+2528>>2]=E;f[J+2536>>2]=F;f[J+2584>>2]=0;f[J+2588>>2]=0;wtb(J);a=f[J+240>>2]|0;c=f[J+288>>2]|0;I=f[J+320>>2]|0;B=f[J+2504>>2]|0;C=f[J+2520>>2]|0;E=f[J+2528>>2]|0;F=f[J+2536>>2]|0;G=f[J+2584>>2]|0;D=f[J+2588>>2]|0;H=+n[J+2588>>2];f[J+2584>>2]=0;f[J+2588>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}a=1;if(a)if((F|0)==5){a=~~+p[d>>3]>>>0;c=~~+p[I+96>>3]>>>0;if(a>>>0>=c>>>0){if(a>>>0>c>>>0){u=J;return}e=+p[h>>3];g=+p[I+104>>3];if(!(e<g)){if(e>g){u=J;return}if(!(hub(v,I)|0)){u=J;return}}}B=J+24|0;C=I;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));j=I+40|0;k=I+48|0;a=I+56|0;e=+p[j>>3];g=+p[k>>3];l=+p[a>>3];c=I+64|0;f[(J+64|0)>>2]=f[c>>2];f[(J+64|0)+4>>2]=f[c+4>>2];f[(J+64|0)+8>>2]=f[c+8>>2];f[(J+64|0)+12>>2]=f[c+12>>2];d=I+80|0;h=I+88|0;m=+p[d>>3];o=+p[h>>3];i=I+96|0;f[J>>2]=f[i>>2];f[J+4>>2]=f[i+4>>2];f[J+8>>2]=f[i+8>>2];f[J+12>>2]=f[i+12>>2];b[J+16>>0]=b[i+16>>0]|0;B=I;C=v;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[w>>3];p[w>>3]=e;p[j>>3]=K;K=+p[x>>3];p[x>>3]=+p[k>>3];p[k>>3]=K;K=+p[y>>3];p[y>>3]=+p[a>>3];p[a>>3]=K;f[c>>2]=f[q>>2];f[c+4>>2]=f[q+4>>2];f[c+8>>2]=f[q+8>>2];f[c+12>>2]=f[q+12>>2];K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;p[h>>3]=+p[s>>3];f[i>>2]=f[t>>2];f[i+4>>2]=f[t+4>>2];f[i+8>>2]=f[t+8>>2];f[i+12>>2]=f[t+12>>2];b[i+16>>0]=b[t+16>>0]|0;B=v;C=J+24|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));p[w>>3]=e;p[x>>3]=g;p[y>>3]=l;f[q>>2]=f[(J+64|0)>>2];f[q+4>>2]=f[(J+64|0)+4>>2];f[q+8>>2]=f[(J+64|0)+8>>2];f[q+12>>2]=f[(J+64|0)+12>>2];p[r>>3]=m;p[s>>3]=o;f[t>>2]=f[J>>2];f[t+4>>2]=f[J+4>>2];f[t+8>>2]=f[J+8>>2];f[t+12>>2]=f[J+12>>2];b[t+16>>0]=b[J+16>>0]|0;u=J;return}else a=1;if(a)if((F|0)==11){xsb(I,I+120|0,v)|0;u=J;return}else if((F|0)==12){ysb(I,I+120|0,I+240|0,v)|0;u=J;return}else if((F|0)==13){zsb(I,I+120|0,I+240|0,I+360|0,v)|0;u=J;return}else a=1;if(a)if((F|0)==15){d=I+240|0;xsb(I,I+120|0,d)|0;a=I+360|0;if((a|0)==(c|0)){u=J;return}x=(J+64|0)+40|0;y=(J+64|0)+64|0;z=(J+64|0)+80|0;A=(J+64|0)+96|0;w=a;while(1){a=~~+p[w+96>>3]>>>0;h=~~+p[d+96>>3]>>>0;if(a>>>0<h>>>0)F=22;else if(a>>>0<=h>>>0){e=+p[w+104>>3];g=+p[d+104>>3];if(e<g)F=22;else if(!(e>g))if(hub(w,d)|0)F=22}if((F|0)==22){F=0;B=J+64|0;C=w;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));a=w+40|0;f[x>>2]=f[a>>2];f[x+4>>2]=f[a+4>>2];f[x+8>>2]=f[a+8>>2];f[x+12>>2]=f[a+12>>2];f[x+16>>2]=f[a+16>>2];f[x+20>>2]=f[a+20>>2];p[x>>3]=+p[a>>3];p[((J+64|0)+48|0)>>3]=+p[w+48>>3];p[((J+64|0)+56|0)>>3]=+p[w+56>>3];a=w+64|0;f[y>>2]=f[a>>2];f[y+4>>2]=f[a+4>>2];f[y+8>>2]=f[a+8>>2];f[y+12>>2]=f[a+12>>2];a=w+80|0;f[z>>2]=f[a>>2];f[z+4>>2]=f[a+4>>2];f[z+8>>2]=f[a+8>>2];f[z+12>>2]=f[a+12>>2];p[z>>3]=+p[a>>3];p[((J+64|0)+88|0)>>3]=+p[w+88>>3];a=w+96|0;f[A>>2]=f[a>>2];f[A+4>>2]=f[a+4>>2];f[A+8>>2]=f[a+8>>2];f[A+12>>2]=f[a+12>>2];b[A+16>>0]=b[a+16>>0]|0;a=w;while(1){B=a;C=d;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));t=d+40|0;K=+p[t>>3];v=a+40|0;p[t>>3]=+p[v>>3];p[v>>3]=K;v=d+48|0;K=+p[v>>3];k=a+48|0;p[v>>3]=+p[k>>3];p[k>>3]=K;k=d+56|0;K=+p[k>>3];r=a+56|0;p[k>>3]=+p[r>>3];p[r>>3]=K;r=a+64|0;q=d+64|0;f[r>>2]=f[q>>2];f[r+4>>2]=f[q+4>>2];f[r+8>>2]=f[q+8>>2];f[r+12>>2]=f[q+12>>2];r=d+80|0;K=+p[r>>3];s=a+80|0;p[r>>3]=+p[s>>3];p[s>>3]=K;s=d+88|0;K=+p[s>>3];E=a+88|0;p[s>>3]=+p[E>>3];p[E>>3]=K;E=a+96|0;j=d+96|0;f[E>>2]=f[j>>2];f[E+4>>2]=f[j+4>>2];f[E+8>>2]=f[j+8>>2];f[E+12>>2]=f[j+12>>2];b[E+16>>0]=b[j+16>>0]|0;if((d|0)==(I|0))break;i=d+-120|0;a=~~+p[((J+64|0)+96|0)>>3]>>>0;h=~~+p[d+-24>>3]>>>0;if(a>>>0<h>>>0){a=d;d=i;continue}if(a>>>0>h>>>0)break;e=+p[((J+64|0)+104|0)>>3];g=+p[d+-16>>3];if(e<g){a=d;d=i;continue}if(e>g)break;if(hub(J+64|0,i)|0){a=d;d=i}else break}B=d;C=J+64|0;E=B+36|0;do{f[B>>2]=f[C>>2];B=B+4|0;C=C+4|0}while((B|0)<(E|0));K=+p[((J+64|0)+40|0)>>3];p[((J+64|0)+40|0)>>3]=+p[t>>3];p[t>>3]=K;K=+p[((J+64|0)+48|0)>>3];p[((J+64|0)+48|0)>>3]=+p[v>>3];p[v>>3]=K;K=+p[((J+64|0)+56|0)>>3];p[((J+64|0)+56|0)>>3]=+p[k>>3];p[k>>3]=K;f[q>>2]=f[y>>2];f[q+4>>2]=f[y+4>>2];f[q+8>>2]=f[y+8>>2];f[q+12>>2]=f[y+12>>2];K=+p[((J+64|0)+80|0)>>3];p[((J+64|0)+80|0)>>3]=+p[r>>3];p[r>>3]=K;K=+p[((J+64|0)+88|0)>>3];p[((J+64|0)+88|0)>>3]=+p[s>>3];p[s>>3]=K;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[j+12>>2]=f[A+12>>2];b[j+16>>0]=b[A+16>>0]|0}a=w+120|0;if((a|0)==(c|0))break;else{d=w;w=a}}u=J;return}else a=1;if(a)if((F|0)==111)if(1){u=J;return}}function tsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+8|0;h=f[n>>2]|0;o=a+4|0;d=f[o>>2]|0;if(((h-d|0)/120|0)>>>0>=c>>>0){do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=(f[o>>2]|0)+120|0;f[o>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/120|0;d=g+c|0;if(d>>>0>35791394)AMb(a);l=(h-e|0)/120|0;m=l<<1;d=l>>>0<17895697?(m>>>0<d>>>0?d:m):35791394;do if(!d)i=0;else if(d>>>0>35791394)vd();else{i=pOb(d*120|0)|0;break}while(0);h=i+(g*120|0)|0;g=h;e=i+(d*120|0)|0;d=h;m=g;do{l=d+120|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));d=m+120|0;m=d;c=c+-1|0}while((c|0)!=0);k=f[a>>2]|0;d=f[o>>2]|0;if((d|0)==(k|0)){c=g;d=k}else{j=d;c=g;do{g=j;j=j+-120|0;d=h+-120|0;i=j;l=d+36|0;do{f[d>>2]=f[i>>2];d=d+4|0;i=i+4|0}while((d|0)<(l|0));p[h+-80>>3]=+p[g+-80>>3];p[h+-72>>3]=+p[g+-72>>3];p[h+-64>>3]=+p[g+-64>>3];l=h+-56|0;i=g+-56|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];p[h+-40>>3]=+p[g+-40>>3];p[h+-32>>3]=+p[g+-32>>3];l=h+-24|0;i=g+-24|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[l+12>>2]=f[i+12>>2];b[l+16>>0]=b[i+16>>0]|0;h=c+-120|0;c=h}while((j|0)!=(k|0));d=f[a>>2]|0}f[a>>2]=c;f[o>>2]=m;f[n>>2]=e;if(!d)return;sOb(d);return}function usb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q;ARa(o,f[a>>2]|0,b);h=f[o>>2]|0;b=f[o+4>>2]|0;if(b|0)iOb(b);i=h;o=f[a+4>>2]|0;m=X(i,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;j=o+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)b=0;else{g=k+-1|0;c=(g&k|0)==0;if(c)b=g&m;else if(m>>>0<k>>>0)b=m;else b=(m>>>0)%(k>>>0)|0;a=f[(f[o>>2]|0)+(b<<2)>>2]|0;if(a){if(c){while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if(!((c|0)==(m|0)|(c&g|0)==(b|0)))break a;if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}while(1){a=f[a>>2]|0;if(!a)break a;c=f[a+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(b|0))break a}if((f[a+8>>2]|0)==(h|0)){b=1;break}}u=q;return b|0}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=m;f[h>>2]=0;g=o+12|0;d=+(((f[g>>2]|0)+1|0)>>>0);e=+n[o+16>>2];do if(l|e*+(k>>>0)<d){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(d/e))>>>0;vsb(o,b>>>0<a>>>0?a:b);b=f[j>>2]|0;a=b+-1|0;if(!(a&b)){c=b;b=a&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}else c=k;while(0);a=(f[o>>2]|0)+(b<<2)|0;b=f[a>>2]|0;if(!b){b=o+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[a>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;a=c+-1|0;if(!(a&c))b=b&a;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[o>>2]|0)+(b<<2)|0;p=32}}else{f[h>>2]=f[b>>2];p=32}if((p|0)==32)f[b>>2]=h;f[g>>2]=(f[g>>2]|0)+1;p=0;u=q;return p|0}function vsb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wsb(a,b);return}function wsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+720|0;j=+p[(c+96|0)>>3];e=~~+p[(a+96|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){m=1;h=j}else if(~~j>>>0>>>0>e>>>0){m=0;h=j}else{h=+p[c+104>>3];i=+p[a+104>>3];if(h<i){m=1;h=j}else if(h>i){m=0;h=j}else{m=hub(c,a)|0;h=+p[(c+96|0)>>3]}}g=~~+p[(d+96|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+104>>3];i=+p[c+104>>3];if(h<i)e=1;else if(h>i)e=0;else e=hub(d,c)|0}if(!m){if(!e){c=0;u=t;return c|0}q=t+24|0;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(c+40|0)>>3];i=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];f[(t+64|0)>>2]=f[(c+64|0)>>2];f[(t+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(c+64|0)+12>>2];k=+p[(c+80|0)>>3];l=+p[(c+88|0)>>3];f[t>>2]=f[(c+96|0)>>2];f[t+4>>2]=f[(c+96|0)+4>>2];f[t+8>>2]=f[(c+96|0)+8>>2];f[t+12>>2]=f[(c+96|0)+12>>2];b[t+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=d;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(d+40|0)>>3];p[(d+40|0)>>3]=h;p[(c+40|0)>>3]=v;v=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=v;v=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=v;f[(c+64|0)>>2]=f[(d+64|0)>>2];f[(c+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(d+64|0)+12>>2];p[(c+80|0)>>3]=+p[(d+80|0)>>3];p[(c+88|0)>>3]=+p[(d+88|0)>>3];f[(c+96|0)>>2]=f[(d+96|0)>>2];f[(c+96|0)+4>>2]=f[(d+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(d+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(d+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(d+96|0)+16>>0]|0;q=d;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(d+40|0)>>3]=h;p[(d+48|0)>>3]=i;p[(d+56|0)>>3]=j;f[(d+64|0)>>2]=f[(t+64|0)>>2];f[(d+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(d+80|0)>>3]=k;p[(d+88|0)>>3]=l;f[(d+96|0)>>2]=f[t>>2];f[(d+96|0)+4>>2]=f[t+4>>2];f[(d+96|0)+8>>2]=f[t+8>>2];f[(d+96|0)+12>>2]=f[t+12>>2];b[(d+96|0)+16>>0]=b[t+16>>0]|0;e=~~+p[(c+96|0)>>3]>>>0;g=~~+p[(a+96|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=t;return c|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){c=1;u=t;return c|0}if(!(hub(c,a)|0)){c=1;u=t;return c|0}}}q=t+24|0;r=a;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));h=+p[(a+40|0)>>3];i=+p[(a+48|0)>>3];j=+p[(a+56|0)>>3];f[(t+64|0)>>2]=f[(a+64|0)>>2];f[(t+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(a+64|0)+12>>2];k=+p[(a+80|0)>>3];l=+p[(a+88|0)>>3];f[t>>2]=f[(a+96|0)>>2];f[t+4>>2]=f[(a+96|0)+4>>2];f[t+8>>2]=f[(a+96|0)+8>>2];f[t+12>>2]=f[(a+96|0)+12>>2];b[t+16>>0]=b[(a+96|0)+16>>0]|0;q=a;r=c;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));v=+p[(c+40|0)>>3];p[(c+40|0)>>3]=h;p[(a+40|0)>>3]=v;v=+p[(c+48|0)>>3];p[(c+48|0)>>3]=+p[(a+48|0)>>3];p[(a+48|0)>>3]=v;v=+p[(c+56|0)>>3];p[(c+56|0)>>3]=+p[(a+56|0)>>3];p[(a+56|0)>>3]=v;f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];p[(a+80|0)>>3]=+p[(c+80|0)>>3];p[(a+88|0)>>3]=+p[(c+88|0)>>3];f[(a+96|0)>>2]=f[(c+96|0)>>2];f[(a+96|0)+4>>2]=f[(c+96|0)+4>>2];f[(a+96|0)+8>>2]=f[(c+96|0)+8>>2];f[(a+96|0)+12>>2]=f[(c+96|0)+12>>2];b[(a+96|0)+16>>0]=b[(c+96|0)+16>>0]|0;q=c;r=t+24|0;s=q+36|0;do{f[q>>2]=f[r>>2];q=q+4|0;r=r+4|0}while((q|0)<(s|0));p[(c+40|0)>>3]=h;p[(c+48|0)>>3]=i;p[(c+56|0)>>3]=j;f[(c+64|0)>>2]=f[(t+64|0)>>2];f[(c+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(c+80|0)>>3]=k;p[(c+88|0)>>3]=l;f[(c+96|0)>>2]=f[t>>2];f[(c+96|0)+4>>2]=f[t+4>>2];f[(c+96|0)+8>>2]=f[t+8>>2];f[(c+96|0)+12>>2]=f[t+12>>2];b[(c+96|0)+16>>0]=b[t+16>>0]|0;c=2;u=t;return c|0}f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=o;f[t+136>>2]=e;f[t+608>>2]=q;f[t+624>>2]=r;f[t+632>>2]=s;f[t+640>>2]=0;f[t+644>>2]=0;xtb(t);G=f[t+640>>2]|0;D=f[t+644>>2]|0;H=+n[t+644>>2];f[t+640>>2]=0;f[t+644>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function ysb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+80|0;L=O+64|0;K=O+24|0;M=O;N=xsb(a,c,d)|0;j=~~+p[e+96>>3]>>>0;t=d+96|0;g=~~+p[t>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=O;return N|0}h=+p[e+104>>3];i=+p[d+104>>3];if(!(h<i)){if(h>i){u=O;return N|0}if(!(hub(e,d)|0)){u=O;return N|0}}}H=K;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));F=d+40|0;G=d+48|0;A=d+56|0;h=+p[F>>3];i=+p[G>>3];q=+p[A>>3];B=d+64|0;f[L>>2]=f[B>>2];f[L+4>>2]=f[B+4>>2];f[L+8>>2]=f[B+8>>2];f[L+12>>2]=f[B+12>>2];C=d+80|0;D=d+88|0;r=+p[C>>3];s=+p[D>>3];E=d+96|0;f[M>>2]=f[E>>2];f[M+4>>2]=f[E+4>>2];f[M+8>>2]=f[E+8>>2];f[M+12>>2]=f[E+12>>2];b[M+16>>0]=b[E+16>>0]|0;H=d;I=e;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));g=e+40|0;P=+p[g>>3];p[g>>3]=h;p[F>>3]=P;j=e+48|0;P=+p[j>>3];p[j>>3]=+p[G>>3];p[G>>3]=P;k=e+56|0;P=+p[k>>3];p[k>>3]=+p[A>>3];p[A>>3]=P;l=e+64|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];f[B+12>>2]=f[l+12>>2];m=e+80|0;p[C>>3]=+p[m>>3];n=e+88|0;p[D>>3]=+p[n>>3];o=e+96|0;f[E>>2]=f[o>>2];f[E+4>>2]=f[o+4>>2];f[E+8>>2]=f[o+8>>2];f[E+12>>2]=f[o+12>>2];b[E+16>>0]=b[o+16>>0]|0;H=e;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[g>>3]=h;p[j>>3]=i;p[k>>3]=q;f[l>>2]=f[L>>2];f[l+4>>2]=f[L+4>>2];f[l+8>>2]=f[L+8>>2];f[l+12>>2]=f[L+12>>2];p[m>>3]=r;p[n>>3]=s;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o+12>>2]=f[M+12>>2];b[o+16>>0]=b[M+16>>0]|0;k=N+1|0;g=~~+p[t>>3]>>>0;l=c+96|0;j=~~+p[l>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[d+104>>3];i=+p[c+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(d,c)|0)){N=k;u=O;return N|0}}}H=K;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));y=c+40|0;z=c+48|0;e=c+56|0;h=+p[y>>3];i=+p[z>>3];q=+p[e>>3];t=c+64|0;f[L>>2]=f[t>>2];f[L+4>>2]=f[t+4>>2];f[L+8>>2]=f[t+8>>2];f[L+12>>2]=f[t+12>>2];v=c+80|0;w=c+88|0;r=+p[v>>3];s=+p[w>>3];x=c+96|0;f[M>>2]=f[x>>2];f[M+4>>2]=f[x+4>>2];f[M+8>>2]=f[x+8>>2];f[M+12>>2]=f[x+12>>2];b[M+16>>0]=b[x+16>>0]|0;H=c;I=d;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[F>>3];p[F>>3]=h;p[y>>3]=P;P=+p[G>>3];p[G>>3]=+p[z>>3];p[z>>3]=P;P=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=P;f[t>>2]=f[B>>2];f[t+4>>2]=f[B+4>>2];f[t+8>>2]=f[B+8>>2];f[t+12>>2]=f[B+12>>2];p[v>>3]=+p[C>>3];p[w>>3]=+p[D>>3];f[x>>2]=f[E>>2];f[x+4>>2]=f[E+4>>2];f[x+8>>2]=f[E+8>>2];f[x+12>>2]=f[E+12>>2];b[x+16>>0]=b[E+16>>0]|0;H=d;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[F>>3]=h;p[G>>3]=i;p[A>>3]=q;f[B>>2]=f[L>>2];f[B+4>>2]=f[L+4>>2];f[B+8>>2]=f[L+8>>2];f[B+12>>2]=f[L+12>>2];p[C>>3]=r;p[D>>3]=s;f[E>>2]=f[M>>2];f[E+4>>2]=f[M+4>>2];f[E+8>>2]=f[M+8>>2];f[E+12>>2]=f[M+12>>2];b[E+16>>0]=b[M+16>>0]|0;k=N+2|0;g=~~+p[l>>3]>>>0;j=~~+p[a+96>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){N=k;u=O;return N|0}h=+p[c+104>>3];i=+p[a+104>>3];if(!(h<i)){if(h>i){N=k;u=O;return N|0}if(!(hub(c,a)|0)){N=k;u=O;return N|0}}}H=K;I=a;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));n=a+40|0;o=a+48|0;g=a+56|0;h=+p[n>>3];i=+p[o>>3];q=+p[g>>3];j=a+64|0;f[L>>2]=f[j>>2];f[L+4>>2]=f[j+4>>2];f[L+8>>2]=f[j+8>>2];f[L+12>>2]=f[j+12>>2];k=a+80|0;l=a+88|0;r=+p[k>>3];s=+p[l>>3];m=a+96|0;f[M>>2]=f[m>>2];f[M+4>>2]=f[m+4>>2];f[M+8>>2]=f[m+8>>2];f[M+12>>2]=f[m+12>>2];b[M+16>>0]=b[m+16>>0]|0;H=a;I=c;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));P=+p[y>>3];p[y>>3]=h;p[n>>3]=P;P=+p[z>>3];p[z>>3]=+p[o>>3];p[o>>3]=P;P=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=P;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];p[k>>3]=+p[v>>3];p[l>>3]=+p[w>>3];f[m>>2]=f[x>>2];f[m+4>>2]=f[x+4>>2];f[m+8>>2]=f[x+8>>2];f[m+12>>2]=f[x+12>>2];b[m+16>>0]=b[x+16>>0]|0;H=c;I=K;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[y>>3]=h;p[z>>3]=i;p[e>>3]=q;f[t>>2]=f[L>>2];f[t+4>>2]=f[L+4>>2];f[t+8>>2]=f[L+8>>2];f[t+12>>2]=f[L+12>>2];p[v>>3]=r;p[w>>3]=s;f[x>>2]=f[M>>2];f[x+4>>2]=f[M+4>>2];f[x+8>>2]=f[M+8>>2];f[x+12>>2]=f[M+12>>2];b[x+16>>0]=b[M+16>>0]|0;N=N+3|0;u=O;return N|0}function zsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0;t=u;u=u+640|0;s=ysb(a,c,d,e)|0;i=~~+p[g+96>>3]>>>0;h=~~+p[(e+96|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=t;return s|0}j=+p[g+104>>3];k=+p[e+104>>3];if(!(j<k)){if(j>k){u=t;return s|0}if(!(hub(g,e)|0)){u=t;return s|0}}}h=t+24|0;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(e+40|0)>>3];k=+p[(e+48|0)>>3];l=+p[(e+56|0)>>3];f[(t+64|0)>>2]=f[(e+64|0)>>2];f[(t+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(e+64|0)+12>>2];m=+p[(e+80|0)>>3];o=+p[(e+88|0)>>3];f[t>>2]=f[(e+96|0)>>2];f[t+4>>2]=f[(e+96|0)+4>>2];f[t+8>>2]=f[(e+96|0)+8>>2];f[t+12>>2]=f[(e+96|0)+12>>2];b[t+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=g;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(g+40|0)>>3];p[(g+40|0)>>3]=j;p[(e+40|0)>>3]=v;v=+p[(g+48|0)>>3];p[(g+48|0)>>3]=+p[(e+48|0)>>3];p[(e+48|0)>>3]=v;v=+p[(g+56|0)>>3];p[(g+56|0)>>3]=+p[(e+56|0)>>3];p[(e+56|0)>>3]=v;f[(e+64|0)>>2]=f[(g+64|0)>>2];f[(e+64|0)+4>>2]=f[(g+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(g+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(g+64|0)+12>>2];p[(e+80|0)>>3]=+p[(g+80|0)>>3];p[(e+88|0)>>3]=+p[(g+88|0)>>3];f[(e+96|0)>>2]=f[(g+96|0)>>2];f[(e+96|0)+4>>2]=f[(g+96|0)+4>>2];f[(e+96|0)+8>>2]=f[(g+96|0)+8>>2];f[(e+96|0)+12>>2]=f[(g+96|0)+12>>2];b[(e+96|0)+16>>0]=b[(g+96|0)+16>>0]|0;h=g;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(g+40|0)>>3]=j;p[(g+48|0)>>3]=k;p[(g+56|0)>>3]=l;f[(g+64|0)>>2]=f[(t+64|0)>>2];f[(g+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(g+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(g+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(g+80|0)>>3]=m;p[(g+88|0)>>3]=o;f[(g+96|0)>>2]=f[t>>2];f[(g+96|0)+4>>2]=f[t+4>>2];f[(g+96|0)+8>>2]=f[t+8>>2];f[(g+96|0)+12>>2]=f[t+12>>2];b[(g+96|0)+16>>0]=b[t+16>>0]|0;h=~~+p[(e+96|0)>>3]>>>0;i=~~+p[(d+96|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){s=s+1|0;u=t;return s|0}j=+p[e+104>>3];k=+p[d+104>>3];if(!(j<k)){if(j>k){s=s+1|0;u=t;return s|0}if(!(hub(e,d)|0)){s=s+1|0;u=t;return s|0}}}h=t+24|0;i=d;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));j=+p[(d+40|0)>>3];k=+p[(d+48|0)>>3];l=+p[(d+56|0)>>3];f[(t+64|0)>>2]=f[(d+64|0)>>2];f[(t+64|0)+4>>2]=f[(d+64|0)+4>>2];f[(t+64|0)+8>>2]=f[(d+64|0)+8>>2];f[(t+64|0)+12>>2]=f[(d+64|0)+12>>2];m=+p[(d+80|0)>>3];o=+p[(d+88|0)>>3];f[t>>2]=f[(d+96|0)>>2];f[t+4>>2]=f[(d+96|0)+4>>2];f[t+8>>2]=f[(d+96|0)+8>>2];f[t+12>>2]=f[(d+96|0)+12>>2];b[t+16>>0]=b[(d+96|0)+16>>0]|0;h=d;i=e;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));v=+p[(e+40|0)>>3];p[(e+40|0)>>3]=j;p[(d+40|0)>>3]=v;v=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=v;v=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=v;f[(d+64|0)>>2]=f[(e+64|0)>>2];f[(d+64|0)+4>>2]=f[(e+64|0)+4>>2];f[(d+64|0)+8>>2]=f[(e+64|0)+8>>2];f[(d+64|0)+12>>2]=f[(e+64|0)+12>>2];p[(d+80|0)>>3]=+p[(e+80|0)>>3];p[(d+88|0)>>3]=+p[(e+88|0)>>3];f[(d+96|0)>>2]=f[(e+96|0)>>2];f[(d+96|0)+4>>2]=f[(e+96|0)+4>>2];f[(d+96|0)+8>>2]=f[(e+96|0)+8>>2];f[(d+96|0)+12>>2]=f[(e+96|0)+12>>2];b[(d+96|0)+16>>0]=b[(e+96|0)+16>>0]|0;h=e;i=t+24|0;q=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(q|0));p[(e+40|0)>>3]=j;p[(e+48|0)>>3]=k;p[(e+56|0)>>3]=l;f[(e+64|0)>>2]=f[(t+64|0)>>2];f[(e+64|0)+4>>2]=f[(t+64|0)+4>>2];f[(e+64|0)+8>>2]=f[(t+64|0)+8>>2];f[(e+64|0)+12>>2]=f[(t+64|0)+12>>2];p[(e+80|0)>>3]=m;p[(e+88|0)>>3]=o;f[(e+96|0)>>2]=f[t>>2];f[(e+96|0)+4>>2]=f[t+4>>2];f[t+96>>2]=a;f[t+104>>2]=c;f[t+112>>2]=d;f[t+120>>2]=e;f[t+136>>2]=r;f[t+336>>2]=s;f[t+536>>2]=h;f[t+552>>2]=i;f[t+560>>2]=q;f[t+568>>2]=0;f[t+572>>2]=0;ytb(t);G=f[t+568>>2]|0;D=f[t+572>>2]|0;H=+n[t+572>>2];f[t+568>>2]=0;f[t+572>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Asb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;O=u;u=u+160|0;N=O+40|0;x=O+24|0;y=O;switch((c-a|0)/120|0|0){case 2:{w=c+-120|0;e=~~+p[c+-24>>3]>>>0;d=~~+p[a+96>>3]>>>0;if(e>>>0>=d>>>0){if(e>>>0>d>>>0){c=1;u=O;return c|0}g=+p[c+-16>>3];h=+p[a+104>>3];if(!(g<h)){if(g>h){c=1;u=O;return c|0}if(!(hub(w,a)|0)){c=1;u=O;return c|0}}}K=N;L=a;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));d=a+40|0;e=a+48|0;i=a+56|0;g=+p[d>>3];h=+p[e>>3];s=+p[i>>3];k=a+64|0;f[x>>2]=f[k>>2];f[x+4>>2]=f[k+4>>2];f[x+8>>2]=f[k+8>>2];f[x+12>>2]=f[k+12>>2];m=a+80|0;o=a+88|0;t=+p[m>>3];v=+p[o>>3];r=a+96|0;f[y>>2]=f[r>>2];f[y+4>>2]=f[r+4>>2];f[y+8>>2]=f[r+8>>2];f[y+12>>2]=f[r+12>>2];b[y+16>>0]=b[r+16>>0]|0;K=a;L=w;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));q=c+-80|0;P=+p[q>>3];p[q>>3]=g;p[d>>3]=P;n=c+-72|0;P=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=P;l=c+-64|0;P=+p[l>>3];p[l>>3]=+p[i>>3];p[i>>3]=P;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];i=c+-40|0;p[m>>3]=+p[i>>3];e=c+-32|0;p[o>>3]=+p[e>>3];d=c+-24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];b[r+16>>0]=b[d+16>>0]|0;K=w;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));p[q>>3]=g;p[n>>3]=h;p[l>>3]=s;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];f[j+12>>2]=f[x+12>>2];p[i>>3]=t;p[e>>3]=v;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2];f[d+12>>2]=f[y+12>>2];b[d+16>>0]=b[y+16>>0]|0;c=1;u=O;return c|0}case 3:{xsb(a,a+120|0,c+-120|0)|0;c=1;u=O;return c|0}case 4:{ysb(a,a+120|0,a+240|0,c+-120|0)|0;c=1;u=O;return c|0}case 5:{zsb(a,a+120|0,a+240|0,a+360|0,c+-120|0)|0;c=1;u=O;return c|0}case 1:case 0:{c=1;u=O;return c|0}default:{e=a+240|0;xsb(a,a+120|0,e)|0;d=a+360|0;a:do if((d|0)==(c|0)){e=1;d=0}else{y=N+40|0;z=N+48|0;A=N+56|0;B=N+64|0;C=N+80|0;D=N+88|0;E=N+96|0;F=N+96|0;G=N+104|0;H=N+40|0;I=N+80|0;x=d;d=0;while(1){i=~~+p[x+96>>3]>>>0;j=~~+p[e+96>>3]>>>0;if(i>>>0<j>>>0)J=18;else if(i>>>0<=j>>>0){g=+p[x+104>>3];h=+p[e+104>>3];if(g<h)J=18;else if(!(g>h))if(hub(x,e)|0)J=18}if((J|0)==18){J=0;K=N;L=x;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));i=x+40|0;f[y>>2]=f[i>>2];f[y+4>>2]=f[i+4>>2];f[y+8>>2]=f[i+8>>2];f[y+12>>2]=f[i+12>>2];f[y+16>>2]=f[i+16>>2];f[y+20>>2]=f[i+20>>2];p[y>>3]=+p[i>>3];p[z>>3]=+p[x+48>>3];p[A>>3]=+p[x+56>>3];i=x+64|0;f[B>>2]=f[i>>2];f[B+4>>2]=f[i+4>>2];f[B+8>>2]=f[i+8>>2];f[B+12>>2]=f[i+12>>2];i=x+80|0;f[C>>2]=f[i>>2];f[C+4>>2]=f[i+4>>2];f[C+8>>2]=f[i+8>>2];f[C+12>>2]=f[i+12>>2];p[C>>3]=+p[i>>3];p[D>>3]=+p[x+88>>3];i=x+96|0;f[E>>2]=f[i>>2];f[E+4>>2]=f[i+4>>2];f[E+8>>2]=f[i+8>>2];f[E+12>>2]=f[i+12>>2];b[E+16>>0]=b[i+16>>0]|0;i=x;while(1){K=i;L=e;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));r=e+40|0;P=+p[r>>3];w=i+40|0;p[r>>3]=+p[w>>3];p[w>>3]=P;w=e+48|0;P=+p[w>>3];m=i+48|0;p[w>>3]=+p[m>>3];p[m>>3]=P;m=e+56|0;P=+p[m>>3];o=i+56|0;p[m>>3]=+p[o>>3];p[o>>3]=P;o=i+64|0;n=e+64|0;f[o>>2]=f[n>>2];f[o+4>>2]=f[n+4>>2];f[o+8>>2]=f[n+8>>2];f[o+12>>2]=f[n+12>>2];o=e+80|0;P=+p[o>>3];q=i+80|0;p[o>>3]=+p[q>>3];p[q>>3]=P;q=e+88|0;P=+p[q>>3];M=i+88|0;p[q>>3]=+p[M>>3];p[M>>3]=P;M=i+96|0;l=e+96|0;f[M>>2]=f[l>>2];f[M+4>>2]=f[l+4>>2];f[M+8>>2]=f[l+8>>2];f[M+12>>2]=f[l+12>>2];b[M+16>>0]=b[l+16>>0]|0;if((e|0)==(a|0))break;k=e+-120|0;i=~~+p[F>>3]>>>0;j=~~+p[e+-24>>3]>>>0;if(i>>>0<j>>>0){i=e;e=k;continue}if(i>>>0>j>>>0)break;g=+p[G>>3];h=+p[e+-16>>3];if(g<h){i=e;e=k;continue}if(g>h)break;if(hub(N,k)|0){i=e;e=k}else break}K=e;L=N;M=K+36|0;do{f[K>>2]=f[L>>2];K=K+4|0;L=L+4|0}while((K|0)<(M|0));P=+p[H>>3];p[H>>3]=+p[r>>3];p[r>>3]=P;P=+p[z>>3];p[z>>3]=+p[w>>3];p[w>>3]=P;P=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=P;f[n>>2]=f[B>>2];f[n+4>>2]=f[B+4>>2];f[n+8>>2]=f[B+8>>2];f[n+12>>2]=f[B+12>>2];P=+p[I>>3];p[I>>3]=+p[o>>3];p[o>>3]=P;P=+p[D>>3];p[D>>3]=+p[q>>3];p[q>>3]=P;f[l>>2]=f[E>>2];f[l+4>>2]=f[E+4>>2];f[l+8>>2]=f[E+8>>2];f[l+12>>2]=f[E+12>>2];b[l+16>>0]=b[E+16>>0]|0;d=d+1|0;if((d|0)==8){e=0;d=(x+120|0)==(c|0);break a}}e=x+120|0;if((e|0)==(c|0)){e=1;d=0;break}else{M=x;x=e;e=M}}}while(0);c=d|e;u=O;return c|0}}return 0}function Bsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,E=0,F=0,I=0;I=u;u=u+1312|0;j=+p[(c+184|0)>>3];e=~~+p[(a+184|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;h=j}else if(~~j>>>0>>>0>e>>>0){k=0;h=j}else{h=+p[c+192>>3];i=+p[a+192>>3];if(h<i){k=1;h=j}else if(h>i){k=0;h=j}else{k=gub(c,a)|0;h=+p[(c+184|0)>>3]}}g=~~+p[(d+184|0)>>3]>>>0;e=~~h>>>0;if(g>>>0<e>>>0)e=1;else if(g>>>0>e>>>0)e=0;else{h=+p[d+192>>3];i=+p[c+192>>3];if(h<i)e=1;else if(h>i)e=0;else e=gub(d,c)|0}if(!k){if(!e){c=0;u=I;return c|0}C=I+24|0;E=c;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[(c+36|0)>>2]|0;g=f[(c+40|0)>>2]|0;k=f[(c+44|0)>>2]|0;l=f[(c+48|0)>>2]|0;m=f[(c+52|0)>>2]|0;o=f[(c+56|0)>>2]|0;h=+p[(c+64|0)>>3];i=+p[(c+72|0)>>3];j=+p[(c+80|0)>>3];q=f[(c+88|0)>>2]|0;r=f[(c+92|0)>>2]|0;s=f[(c+96|0)>>2]|0;f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0;f[(I+60|0)>>2]=f[(c+100|0)>>2];f[(I+60|0)+4>>2]=f[(c+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(c+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(c+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(c+100|0)+16>>2];t=+p[(c+120|0)>>3];v=+p[(c+128|0)>>3];w=+p[(c+136|0)>>3];x=+p[(c+144|0)>>3];y=+p[(c+152|0)>>3];z=+p[(c+160|0)>>3];A=+p[(c+168|0)>>3];B=+p[(c+176|0)>>3];f[I>>2]=f[(c+184|0)>>2];f[I+4>>2]=f[(c+184|0)+4>>2];f[I+8>>2]=f[(c+184|0)+8>>2];f[I+12>>2]=f[(c+184|0)+12>>2];b[I+16>>0]=b[(c+184|0)+16>>0]|0;psb(c,d)|0;C=d;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[d+36>>2]=e;f[d+40>>2]=g;f[d+44>>2]=k;f[d+48>>2]=l;f[d+52>>2]=m;f[d+56>>2]=o;p[d+64>>3]=h;p[d+72>>3]=i;p[d+80>>3]=j;e=f[(d+88|0)>>2]|0;if(!e)e=d+96|0;else{g=f[(d+92|0)>>2]|0;if((g|0)!=(e|0))f[(d+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;e=d+96|0}f[(d+88|0)>>2]=q;f[(d+92|0)>>2]=r;f[e>>2]=s;f[(d+100|0)>>2]=f[(I+60|0)>>2];f[(d+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(d+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(d+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(d+100|0)+16>>2]=f[(I+60|0)+16>>2];p[d+120>>3]=t;p[d+128>>3]=v;p[d+136>>3]=w;p[d+144>>3]=x;p[d+152>>3]=y;p[d+160>>3]=z;p[d+168>>3]=A;p[d+176>>3]=B;f[(d+184|0)>>2]=f[I>>2];f[(d+184|0)+4>>2]=f[I+4>>2];f[(d+184|0)+8>>2]=f[I+8>>2];f[(d+184|0)+12>>2]=f[I+12>>2];b[(d+184|0)+16>>0]=b[I+16>>0]|0;e=~~+p[(c+184|0)>>3]>>>0;g=~~+p[(a+184|0)>>3]>>>0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){c=1;u=I;return c|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){c=1;u=I;return c|0}if(!(gub(c,a)|0)){c=1;u=I;return c|0}}}C=I+24|0;E=a;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));e=f[a+36>>2]|0;g=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;o=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];j=+p[a+80>>3];q=f[(a+88|0)>>2]|0;r=f[(a+92|0)>>2]|0;s=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(I+60|0)>>2]=f[(a+100|0)>>2];f[(I+60|0)+4>>2]=f[(a+100|0)+4>>2];f[(I+60|0)+8>>2]=f[(a+100|0)+8>>2];f[(I+60|0)+12>>2]=f[(a+100|0)+12>>2];f[(I+60|0)+16>>2]=f[(a+100|0)+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];f[I>>2]=f[(a+184|0)>>2];f[I+4>>2]=f[(a+184|0)+4>>2];f[I+8>>2]=f[(a+184|0)+8>>2];f[I+12>>2]=f[(a+184|0)+12>>2];b[I+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c)|0;C=c;E=I+24|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(c+36|0)>>2]=e;f[(c+40|0)>>2]=g;f[(c+44|0)>>2]=k;f[(c+48|0)>>2]=l;f[(c+52|0)>>2]=m;f[(c+56|0)>>2]=o;p[(c+64|0)>>3]=h;p[(c+72|0)>>3]=i;p[(c+80|0)>>3]=j;e=f[(c+88|0)>>2]|0;if(e|0){g=f[(c+92|0)>>2]|0;if((g|0)!=(e|0))f[(c+92|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e);f[(c+96|0)>>2]=0;f[(c+92|0)>>2]=0;f[(c+88|0)>>2]=0}f[(c+88|0)>>2]=q;f[(c+92|0)>>2]=r;f[(c+96|0)>>2]=s;f[(c+100|0)>>2]=f[(I+60|0)>>2];f[(c+100|0)+4>>2]=f[(I+60|0)+4>>2];f[(c+100|0)+8>>2]=f[(I+60|0)+8>>2];f[(c+100|0)+12>>2]=f[(I+60|0)+12>>2];f[(c+100|0)+16>>2]=f[(I+60|0)+16>>2];p[(c+120|0)>>3]=t;p[(c+128|0)>>3]=v;p[(c+136|0)>>3]=w;p[(c+144|0)>>3]=x;p[(c+152|0)>>3]=y;p[(c+160|0)>>3]=z;p[(c+168|0)>>3]=A;p[(c+176|0)>>3]=B;f[(c+184|0)>>2]=f[I>>2];f[(c+184|0)+4>>2]=f[I+4>>2];f[(c+184|0)+8>>2]=f[I+8>>2];f[(c+184|0)+12>>2]=f[I+12>>2];b[(c+184|0)+16>>0]=b[I+16>>0]|0;c=2;u=I;return c|0}f[I+96>>2]=a;f[I+104>>2]=c;f[I+112>>2]=d;f[I+120>>2]=l;f[I+136>>2]=e;f[I+1200>>2]=C;f[I+1216>>2]=E;f[I+1224>>2]=F;f[I+1232>>2]=0;f[I+1236>>2]=0;ztb(I);G=f[I+1232>>2]|0;D=f[I+1236>>2]|0;H=+n[I+1236>>2];f[I+1232>>2]=0;f[I+1236>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Csb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0;za=u;u=u+80|0;va=za+24|0;wa=za+60|0;xa=za;ya=Bsb(a,c,d)|0;j=~~+p[e+184>>3]>>>0;C=d+184|0;g=~~+p[C>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=za;return ya|0}h=+p[e+192>>3];i=+p[d+192>>3];if(!(h<i)){if(h>i){u=za;return ya|0}if(!(gub(e,d)|0)){u=za;return ya|0}}}sa=va;ta=d;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));ca=d+36|0;ba=d+40|0;Y=d+44|0;g=f[ca>>2]|0;j=f[ba>>2]|0;k=f[Y>>2]|0;da=d+48|0;Z=d+52|0;_=d+56|0;l=f[da>>2]|0;m=f[Z>>2]|0;n=f[_>>2]|0;$=d+72|0;aa=d+80|0;ea=d+64|0;h=+p[ea>>3];i=+p[$>>3];o=+p[aa>>3];ma=d+88|0;q=f[ma>>2]|0;na=d+92|0;r=f[na>>2]|0;oa=d+96|0;s=f[oa>>2]|0;f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0;fa=d+100|0;f[wa>>2]=f[fa>>2];f[wa+4>>2]=f[fa+4>>2];f[wa+8>>2]=f[fa+8>>2];f[wa+12>>2]=f[fa+12>>2];f[wa+16>>2]=f[fa+16>>2];ga=d+128|0;ha=d+136|0;pa=d+120|0;t=+p[pa>>3];v=+p[ga>>3];w=+p[ha>>3];ia=d+152|0;ja=d+160|0;qa=d+144|0;x=+p[qa>>3];y=+p[ia>>3];z=+p[ja>>3];ka=d+176|0;ra=d+168|0;A=+p[ra>>3];B=+p[ka>>3];la=d+184|0;f[xa>>2]=f[la>>2];f[xa+4>>2]=f[la+4>>2];f[xa+8>>2]=f[la+8>>2];f[xa+12>>2]=f[la+12>>2];b[xa+16>>0]=b[la+16>>0]|0;psb(d,e)|0;sa=e;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[e+36>>2]=g;f[e+40>>2]=j;f[e+44>>2]=k;f[e+48>>2]=l;f[e+52>>2]=m;f[e+56>>2]=n;p[e+64>>3]=h;p[e+72>>3]=i;p[e+80>>3]=o;l=e+88|0;g=f[l>>2]|0;k=e+92|0;if(!g)g=e+96|0;else{j=f[k>>2]|0;if((j|0)!=(g|0))f[k>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=e+96|0;f[g>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=q;f[k>>2]=r;f[g>>2]=s;k=e+100|0;f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];p[e+120>>3]=t;p[e+128>>3]=v;p[e+136>>3]=w;p[e+144>>3]=x;p[e+152>>3]=y;p[e+160>>3]=z;p[e+168>>3]=A;p[e+176>>3]=B;k=e+184|0;f[k>>2]=f[xa>>2];f[k+4>>2]=f[xa+4>>2];f[k+8>>2]=f[xa+8>>2];f[k+12>>2]=f[xa+12>>2];b[k+16>>0]=b[xa+16>>0]|0;k=ya+1|0;g=~~+p[C>>3]>>>0;e=c+184|0;j=~~+p[e>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[d+192>>3];i=+p[c+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(d,c)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=c;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));J=c+36|0;H=c+40|0;C=c+44|0;g=f[J>>2]|0;j=f[H>>2]|0;k=f[C>>2]|0;K=c+48|0;D=c+52|0;E=c+56|0;l=f[K>>2]|0;m=f[D>>2]|0;n=f[E>>2]|0;F=c+72|0;G=c+80|0;I=c+64|0;h=+p[I>>3];i=+p[F>>3];o=+p[G>>3];S=c+88|0;q=f[S>>2]|0;T=c+92|0;r=f[T>>2]|0;U=c+96|0;s=f[U>>2]|0;f[U>>2]=0;f[T>>2]=0;f[S>>2]=0;L=c+100|0;f[wa>>2]=f[L>>2];f[wa+4>>2]=f[L+4>>2];f[wa+8>>2]=f[L+8>>2];f[wa+12>>2]=f[L+12>>2];f[wa+16>>2]=f[L+16>>2];M=c+128|0;N=c+136|0;V=c+120|0;t=+p[V>>3];v=+p[M>>3];w=+p[N>>3];O=c+152|0;P=c+160|0;W=c+144|0;x=+p[W>>3];y=+p[O>>3];z=+p[P>>3];Q=c+176|0;X=c+168|0;A=+p[X>>3];B=+p[Q>>3];R=c+184|0;f[xa>>2]=f[R>>2];f[xa+4>>2]=f[R+4>>2];f[xa+8>>2]=f[R+8>>2];f[xa+12>>2]=f[R+12>>2];b[xa+16>>0]=b[R+16>>0]|0;psb(c,d)|0;sa=d;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[ca>>2]=g;f[ba>>2]=j;f[Y>>2]=k;f[da>>2]=l;f[Z>>2]=m;f[_>>2]=n;p[ea>>3]=h;p[$>>3]=i;p[aa>>3]=o;g=f[ma>>2]|0;if(g|0){j=f[na>>2]|0;if((j|0)!=(g|0))f[na>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[oa>>2]=0;f[na>>2]=0;f[ma>>2]=0}f[ma>>2]=q;f[na>>2]=r;f[oa>>2]=s;f[fa>>2]=f[wa>>2];f[fa+4>>2]=f[wa+4>>2];f[fa+8>>2]=f[wa+8>>2];f[fa+12>>2]=f[wa+12>>2];f[fa+16>>2]=f[wa+16>>2];p[pa>>3]=t;p[ga>>3]=v;p[ha>>3]=w;p[qa>>3]=x;p[ia>>3]=y;p[ja>>3]=z;p[ra>>3]=A;p[ka>>3]=B;f[la>>2]=f[xa>>2];f[la+4>>2]=f[xa+4>>2];f[la+8>>2]=f[xa+8>>2];f[la+12>>2]=f[xa+12>>2];b[la+16>>0]=b[xa+16>>0]|0;k=ya+2|0;g=~~+p[e>>3]>>>0;j=~~+p[a+184>>3]>>>0;if(g>>>0>=j>>>0){if(g>>>0>j>>>0){ya=k;u=za;return ya|0}h=+p[c+192>>3];i=+p[a+192>>3];if(!(h<i)){if(h>i){ya=k;u=za;return ya|0}if(!(gub(c,a)|0)){ya=k;u=za;return ya|0}}}sa=va;ta=a;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));g=f[a+36>>2]|0;j=f[a+40>>2]|0;k=f[a+44>>2]|0;l=f[a+48>>2]|0;m=f[a+52>>2]|0;n=f[a+56>>2]|0;h=+p[a+64>>3];i=+p[a+72>>3];o=+p[a+80>>3];sa=a+88|0;q=f[sa>>2]|0;ta=a+92|0;r=f[ta>>2]|0;ua=a+96|0;s=f[ua>>2]|0;f[ua>>2]=0;f[ta>>2]=0;f[sa>>2]=0;sa=a+100|0;f[wa>>2]=f[sa>>2];f[wa+4>>2]=f[sa+4>>2];f[wa+8>>2]=f[sa+8>>2];f[wa+12>>2]=f[sa+12>>2];f[wa+16>>2]=f[sa+16>>2];t=+p[a+120>>3];v=+p[a+128>>3];w=+p[a+136>>3];x=+p[a+144>>3];y=+p[a+152>>3];z=+p[a+160>>3];A=+p[a+168>>3];B=+p[a+176>>3];sa=a+184|0;f[xa>>2]=f[sa>>2];f[xa+4>>2]=f[sa+4>>2];f[xa+8>>2]=f[sa+8>>2];f[xa+12>>2]=f[sa+12>>2];b[xa+16>>0]=b[sa+16>>0]|0;psb(a,c)|0;sa=c;ta=va;ua=sa+36|0;do{f[sa>>2]=f[ta>>2];sa=sa+4|0;ta=ta+4|0}while((sa|0)<(ua|0));f[J>>2]=g;f[H>>2]=j;f[C>>2]=k;f[K>>2]=l;f[D>>2]=m;f[E>>2]=n;p[I>>3]=h;p[F>>3]=i;p[G>>3]=o;g=f[S>>2]|0;if(g|0){j=f[T>>2]|0;if((j|0)!=(g|0))f[T>>2]=j+(~(((j+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[U>>2]=0;f[T>>2]=0;f[S>>2]=0}f[S>>2]=q;f[T>>2]=r;f[U>>2]=s;f[L>>2]=f[wa>>2];f[L+4>>2]=f[wa+4>>2];f[L+8>>2]=f[wa+8>>2];f[L+12>>2]=f[wa+12>>2];f[L+16>>2]=f[wa+16>>2];p[V>>3]=t;p[M>>3]=v;p[N>>3]=w;p[W>>3]=x;p[O>>3]=y;p[P>>3]=z;p[X>>3]=A;p[Q>>3]=B;f[R>>2]=f[xa>>2];f[R+4>>2]=f[xa+4>>2];f[R+8>>2]=f[xa+8>>2];f[R+12>>2]=f[xa+12>>2];b[R+16>>0]=b[xa+16>>0]|0;ya=ya+3|0;u=za;return ya|0}function Dsb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+1088|0;L=Csb(a,c,d,e)|0;i=~~+p[g+184>>3]>>>0;h=~~+p[(e+184|0)>>3]>>>0;if(i>>>0>=h>>>0){if(i>>>0>h>>>0){u=M;return L|0}j=+p[g+192>>3];k=+p[e+192>>3];if(!(j<k)){if(j>k){u=M;return L|0}if(!(gub(g,e)|0)){u=M;return L|0}}}F=M+24|0;I=e;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));h=f[(e+36|0)>>2]|0;i=f[(e+40|0)>>2]|0;m=f[(e+44|0)>>2]|0;o=f[(e+48|0)>>2]|0;q=f[(e+52|0)>>2]|0;r=f[(e+56|0)>>2]|0;j=+p[(e+64|0)>>3];k=+p[(e+72|0)>>3];l=+p[(e+80|0)>>3];s=f[(e+88|0)>>2]|0;t=f[(e+92|0)>>2]|0;v=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0;f[(M+60|0)>>2]=f[(e+100|0)>>2];f[(M+60|0)+4>>2]=f[(e+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(e+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(e+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(e+100|0)+16>>2];w=+p[(e+120|0)>>3];x=+p[(e+128|0)>>3];y=+p[(e+136|0)>>3];z=+p[(e+144|0)>>3];A=+p[(e+152|0)>>3];B=+p[(e+160|0)>>3];C=+p[(e+168|0)>>3];E=+p[(e+176|0)>>3];f[M>>2]=f[(e+184|0)>>2];f[M+4>>2]=f[(e+184|0)+4>>2];f[M+8>>2]=f[(e+184|0)+8>>2];f[M+12>>2]=f[(e+184|0)+12>>2];b[M+16>>0]=b[(e+184|0)+16>>0]|0;psb(e,g)|0;F=g;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[g+36>>2]=h;f[g+40>>2]=i;f[g+44>>2]=m;f[g+48>>2]=o;f[g+52>>2]=q;f[g+56>>2]=r;p[g+64>>3]=j;p[g+72>>3]=k;p[g+80>>3]=l;h=f[(g+88|0)>>2]|0;if(!h)h=g+96|0;else{i=f[(g+92|0)>>2]|0;if((i|0)!=(h|0))f[(g+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(g+96|0)>>2]=0;f[(g+92|0)>>2]=0;f[(g+88|0)>>2]=0;h=g+96|0}f[(g+88|0)>>2]=s;f[(g+92|0)>>2]=t;f[h>>2]=v;f[(g+100|0)>>2]=f[(M+60|0)>>2];f[(g+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(g+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(g+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(g+100|0)+16>>2]=f[(M+60|0)+16>>2];p[g+120>>3]=w;p[g+128>>3]=x;p[g+136>>3]=y;p[g+144>>3]=z;p[g+152>>3]=A;p[g+160>>3]=B;p[g+168>>3]=C;p[g+176>>3]=E;f[(g+184|0)>>2]=f[M>>2];f[(g+184|0)+4>>2]=f[M+4>>2];f[(g+184|0)+8>>2]=f[M+8>>2];f[(g+184|0)+12>>2]=f[M+12>>2];b[(g+184|0)+16>>0]=b[M+16>>0]|0;h=~~+p[(e+184|0)>>3]>>>0;i=~~+p[(d+184|0)>>3]>>>0;if(h>>>0>=i>>>0){if(h>>>0>i>>>0){L=L+1|0;u=M;return L|0}j=+p[e+192>>3];k=+p[d+192>>3];if(!(j<k)){if(j>k){L=L+1|0;u=M;return L|0}if(!(gub(e,d)|0)){L=L+1|0;u=M;return L|0}}}F=M+24|0;I=d;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));i=f[(d+36|0)>>2]|0;m=f[(d+40|0)>>2]|0;o=f[(d+44|0)>>2]|0;q=f[(d+48|0)>>2]|0;r=f[(d+52|0)>>2]|0;h=f[(d+56|0)>>2]|0;j=+p[(d+64|0)>>3];k=+p[(d+72|0)>>3];l=+p[(d+80|0)>>3];s=f[(d+88|0)>>2]|0;t=f[(d+92|0)>>2]|0;v=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=0;f[(d+92|0)>>2]=0;f[(d+88|0)>>2]=0;f[(M+60|0)>>2]=f[(d+100|0)>>2];f[(M+60|0)+4>>2]=f[(d+100|0)+4>>2];f[(M+60|0)+8>>2]=f[(d+100|0)+8>>2];f[(M+60|0)+12>>2]=f[(d+100|0)+12>>2];f[(M+60|0)+16>>2]=f[(d+100|0)+16>>2];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[M>>2]=f[(d+184|0)>>2];f[M+4>>2]=f[(d+184|0)+4>>2];f[M+8>>2]=f[(d+184|0)+8>>2];f[M+12>>2]=f[(d+184|0)+12>>2];b[M+16>>0]=b[(d+184|0)+16>>0]|0;psb(d,e)|0;F=e;I=M+24|0;J=F+36|0;do{f[F>>2]=f[I>>2];F=F+4|0;I=I+4|0}while((F|0)<(J|0));f[(e+36|0)>>2]=i;f[(e+40|0)>>2]=m;f[(e+44|0)>>2]=o;f[(e+48|0)>>2]=q;f[(e+52|0)>>2]=r;f[(e+56|0)>>2]=h;p[(e+64|0)>>3]=j;p[(e+72|0)>>3]=k;p[(e+80|0)>>3]=l;h=f[(e+88|0)>>2]|0;if(h|0){i=f[(e+92|0)>>2]|0;if((i|0)!=(h|0))f[(e+92|0)>>2]=i+(~(((i+-12-h|0)>>>0)/12|0)*12|0);sOb(h);f[(e+96|0)>>2]=0;f[(e+92|0)>>2]=0;f[(e+88|0)>>2]=0}f[(e+88|0)>>2]=s;f[(e+92|0)>>2]=t;f[(e+96|0)>>2]=v;f[(e+100|0)>>2]=f[(M+60|0)>>2];f[(e+100|0)+4>>2]=f[(M+60|0)+4>>2];f[(e+100|0)+8>>2]=f[(M+60|0)+8>>2];f[(e+100|0)+12>>2]=f[(M+60|0)+12>>2];f[(e+100|0)+16>>2]=f[(M+60|0)+16>>2];p[(e+120|0)>>3]=w;p[(e+128|0)>>3]=x;p[(e+136|0)>>3]=y;p[(e+144|0)>>3]=z;p[(e+152|0)>>3]=A;p[(e+160|0)>>3]=B;p[(e+168|0)>>3]=C;f[M+96>>2]=a;f[M+104>>2]=c;f[M+112>>2]=d;f[M+120>>2]=e;f[M+136>>2]=K;n[M+272>>2]=E;f[M+888>>2]=L;f[M+992>>2]=F;f[M+1008>>2]=I;f[M+1016>>2]=J;f[M+1024>>2]=0;f[M+1028>>2]=0;Atb(M);G=f[M+1024>>2]|0;D=f[M+1028>>2]|0;H=+n[M+1028>>2];f[M+1024>>2]=0;f[M+1028>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Esb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0;L=0;P=u;u=u+1296|0;d=1;h=(c-a|0)/208|0|0;if(d)switch(h|0){case 2:{h=~~+p[c+-24>>3]>>>0;d=~~+p[a+184>>3]>>>0;if(h>>>0>=d>>>0){if(h>>>0>d>>>0){c=1;u=P;return c|0}e=+p[c+-16>>3];g=+p[a+192>>3];if(!(e<g)){if(e>g){c=1;u=P;return c|0}if(!(gub(c+-208|0,a)|0)){c=1;u=P;return c|0}}}M=P+24|0;N=a;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));d=f[a+36>>2]|0;h=f[a+40>>2]|0;i=f[a+44>>2]|0;j=f[a+48>>2]|0;k=f[a+52>>2]|0;l=f[a+56>>2]|0;e=+p[a+64>>3];g=+p[a+72>>3];s=+p[a+80>>3];m=f[(a+88|0)>>2]|0;o=f[(a+92|0)>>2]|0;q=f[(a+96|0)>>2]|0;f[(a+96|0)>>2]=0;f[(a+92|0)>>2]=0;f[(a+88|0)>>2]=0;f[(P+232|0)>>2]=f[(a+100|0)>>2];f[(P+232|0)+4>>2]=f[(a+100|0)+4>>2];f[(P+232|0)+8>>2]=f[(a+100|0)+8>>2];f[(P+232|0)+12>>2]=f[(a+100|0)+12>>2];f[(P+232|0)+16>>2]=f[(a+100|0)+16>>2];A=+p[a+120>>3];B=+p[a+128>>3];C=+p[a+136>>3];E=+p[a+144>>3];F=+p[a+152>>3];I=+p[a+160>>3];J=+p[a+168>>3];K=+p[a+176>>3];f[P>>2]=f[(a+184|0)>>2];f[P+4>>2]=f[(a+184|0)+4>>2];f[P+8>>2]=f[(a+184|0)+8>>2];f[P+12>>2]=f[(a+184|0)+12>>2];b[P+16>>0]=b[(a+184|0)+16>>0]|0;psb(a,c+-208|0)|0;M=c+-208|0;N=P+24|0;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));f[c+-172>>2]=d;f[c+-168>>2]=h;f[c+-164>>2]=i;f[c+-160>>2]=j;f[c+-156>>2]=k;f[c+-152>>2]=l;p[c+-144>>3]=e;p[c+-136>>3]=g;p[c+-128>>3]=s;d=f[(c+-120|0)>>2]|0;if(!d)d=c+-112|0;else{h=f[(c+-116|0)>>2]|0;if((h|0)!=(d|0))f[(c+-116|0)>>2]=h+(~(((h+-12-d|0)>>>0)/12|0)*12|0);sOb(d);f[(c+-112|0)>>2]=0;f[(c+-116|0)>>2]=0;f[(c+-120|0)>>2]=0;d=c+-112|0}f[(c+-120|0)>>2]=m;f[(c+-116|0)>>2]=o;f[d>>2]=q;f[(c+-108|0)>>2]=f[(P+232|0)>>2];f[(c+-108|0)+4>>2]=f[(P+232|0)+4>>2];f[(c+-108|0)+8>>2]=f[(P+232|0)+8>>2];f[(c+-108|0)+12>>2]=f[(P+232|0)+12>>2];f[(c+-108|0)+16>>2]=f[(P+232|0)+16>>2];p[c+-88>>3]=A;p[c+-80>>3]=B;p[c+-72>>3]=C;p[c+-64>>3]=E;p[c+-56>>3]=F;p[c+-48>>3]=I;p[c+-40>>3]=J;p[c+-32>>3]=K;f[(c+-24|0)>>2]=f[P>>2];f[(c+-24|0)+4>>2]=f[P+4>>2];f[(c+-24|0)+8>>2]=f[P+8>>2];f[(c+-24|0)+12>>2]=f[P+12>>2];b[(c+-24|0)+16>>0]=b[P+16>>0]|0;c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){case 3:{Bsb(a,a+208|0,c+-208|0)|0;c=1;u=P;return c|0}case 4:{Csb(a,a+208|0,a+416|0,c+-208|0)|0;c=1;u=P;return c|0}case 5:{Dsb(a,a+208|0,a+416|0,a+624|0,c+-208|0)|0;c=1;u=P;return c|0}case 1:case 0:{c=1;u=P;return c|0}default:d=1}if(d)switch(h|0){default:{Bsb(a,a+208|0,a+416|0)|0;a:{d=1;if(d){d=0;if((a+624|0|0)==(c|0)){x=1;z=0}else d=1}if(d)if(1){t=(P+24|0)+36|0;v=(P+24|0)+48|0;w=(P+24|0)+64|0;l=(P+24|0)+100|0;m=(P+24|0)+120|0;o=(P+24|0)+144|0;q=(P+24|0)+168|0;r=(P+24|0)+184|0;k=a+624|0;i=0;j=a+416|0;while(1){d=~~+p[k+184>>3]>>>0;h=~~+p[j+184>>3]>>>0;if(d>>>0<h>>>0)L=23;else if(d>>>0>h>>>0)y=i;else{e=+p[k+192>>3];g=+p[j+192>>3];if(e<g)L=23;else if(e>g)y=i;else if(gub(k,j)|0)L=23;else y=i}if((L|0)==23){L=0;M=P+24|0;N=k;O=M+36|0;do{f[M>>2]=f[N>>2];M=M+4|0;N=N+4|0}while((M|0)<(O|0));h=k+36|0;f[t>>2]=f[h>>2];f[t+4>>2]=f[h+4>>2];f[t+8>>2]=f[h+8>>2];f[t>>2]=f[h>>2];f[((P+24|0)+40|0)>>2]=f[k+40>>2];f[((P+24|0)+44|0)>>2]=f[k+44>>2];h=k+48|0;f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2];f[v>>2]=f[h>>2];f[((P+24|0)+52|0)>>2]=f[k+52>>2];f[((P+24|0)+56|0)>>2]=f[k+56>>2];h=k+64|0;f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[P+272>>2]=a;f[P+280>>2]=c;f[P+304>>2]=k;f[P+312>>2]=i;f[P+320>>2]=j;f[P+336>>2]=x;f[P+344>>2]=y;f[P+352>>2]=z;f[P+392>>2]=l;f[P+400>>2]=m;f[P+408>>2]=o;f[P+416>>2]=q;f[P+424>>2]=r;f[P+488>>2]=h;f[P+1128>>2]=t;f[P+1136>>2]=v;f[P+1144>>2]=w;f[P+1152>>2]=M;f[P+1168>>2]=N;f[P+1176>>2]=O;f[P+1224>>2]=0;f[P+1228>>2]=0;Btb(P);x=f[P+336>>2]|0;y=f[P+344>>2]|0;z=f[P+352>>2]|0;G=f[P+1224>>2]|0;D=f[P+1228>>2]|0;H=+n[P+1228>>2];f[P+1224>>2]=0;f[P+1228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 2:break a}}d=k+208|0;if((d|0)==(c|0)){x=1;z=0;break}else{j=k;k=d;i=y}}}}c=z|x;u=P;return c|0}}return 0}function Fsb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0.0,ka=0;ga=u;u=u+2144|0;j=+p[(c+216|0)>>3];e=~~+p[(a+216|0)>>3]>>>0;if(~~j>>>0>>>0<e>>>0){k=1;g=j}else if(~~j>>>0>>>0>e>>>0){k=0;g=j}else{g=+p[c+224>>3];h=+p[a+224>>3];if(g<h){k=1;g=j}else if(g>h){k=0;g=j}else{k=fub(c,a)|0;g=+p[(c+216|0)>>3]}}i=~~+p[(d+216|0)>>3]>>>0;e=~~g>>>0;if(i>>>0<e>>>0)I=1;else if(i>>>0>e>>>0)I=0;else{g=+p[d+224>>3];h=+p[c+224>>3];if(g<h)I=1;else if(g>h)I=0;else I=fub(d,c)|0}if(!k){if(!I){ia=0;u=ga;return ia|0}fa=ga+24|0;ha=c;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));g=+p[(c+40|0)>>3];h=+p[(c+48|0)>>3];j=+p[(c+56|0)>>3];l=+p[(c+64|0)>>3];m=+p[(c+72|0)>>3];o=+p[(c+80|0)>>3];e=f[(c+88|0)>>2]|0;i=f[(c+92|0)>>2]|0;k=f[(c+96|0)>>2]|0;q=f[(c+100|0)>>2]|0;r=f[(c+104|0)>>2]|0;s=f[(c+108|0)>>2]|0;t=+p[(c+112|0)>>3];v=+p[(c+120|0)>>3];w=+p[(c+128|0)>>3];x=+p[(c+136|0)>>3];y=+p[(c+144|0)>>3];z=+p[(c+152|0)>>3];A=+p[(c+160|0)>>3];B=+p[(c+168|0)>>3];C=+p[(c+176|0)>>3];f[(ga+64|0)>>2]=f[(c+184|0)>>2];f[(ga+64|0)+4>>2]=f[(c+184|0)+4>>2];f[(ga+64|0)+8>>2]=f[(c+184|0)+8>>2];f[(ga+64|0)+12>>2]=f[(c+184|0)+12>>2];E=+p[(c+200|0)>>3];F=+p[(c+208|0)>>3];f[ga>>2]=f[(c+216|0)>>2];f[ga+4>>2]=f[(c+216|0)+4>>2];f[ga+8>>2]=f[(c+216|0)+8>>2];f[ga+12>>2]=f[(c+216|0)+12>>2];b[ga+16>>0]=b[(c+216|0)+16>>0]|0;fa=c;ha=d;ia=fa+36|0;do{f[fa>>2]=f[ha>>2];fa=fa+4|0;ha=ha+4|0}while((fa|0)<(ia|0));ja=+p[(d+40|0)>>3];p[(d+40|0)>>3]=g;p[(c+40|0)>>3]=ja;ja=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=ja;ja=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=ja;ja=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=ja;ja=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=ja;ja=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=ja;ka=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=e;f[(c+88|0)>>2]=ka;ka=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=ka;ka=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=ka;ka=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=ka;f[(c+104|0)>>2]=f[(d+104|0)>>2];f[(c+108|0)>>2]=f[(d+108|0)>>2];ja=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=ja;ja=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=ja;ja=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=ja;ja=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=ja;ja=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=ja;ja=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=ja;ja=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(c+160|0)>>3];f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+160>>2]=ja;n[ga+1152>>2]=g;n[ga+1184>>2]=h;n[ga+1224>>2]=j;n[ga+1248>>2]=l;n[ga+1280>>2]=m;n[ga+1320>>2]=o;f[ga+1368>>2]=e;f[ga+1408>>2]=i;f[ga+1448>>2]=k;f[ga+1504>>2]=q;f[ga+1536>>2]=r;f[ga+1576>>2]=s;n[ga+1592>>2]=t;n[ga+1680>>2]=v;n[ga+1768>>2]=w;n[ga+1784>>2]=x;n[ga+1792>>2]=y;n[ga+1800>>2]=z;n[ga+1808>>2]=A;n[ga+1816>>2]=B;n[ga+1824>>2]=C;n[ga+1832>>2]=E;n[ga+1840>>2]=F;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2016>>2]=0;f[ga+2020>>2]=0;Etb(ga);J=f[ga+120>>2]|0;fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2016>>2]|0;D=f[ga+2020>>2]|0;H=+n[ga+2020>>2];f[ga+2016>>2]=0;f[ga+2020>>2]=0;if((G|0)==6)return D|0}f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;f[ga+136>>2]=I;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2008>>2]=0;f[ga+2012>>2]=0;Dtb(ga);J=f[ga+120>>2]|0;K=+n[ga+952>>2];L=+n[ga+960>>2];M=+n[ga+968>>2];N=+n[ga+976>>2];O=+n[ga+984>>2];P=+n[ga+992>>2];Q=f[ga+1e3>>2]|0;R=f[ga+1008>>2]|0;S=f[ga+1016>>2]|0;T=f[ga+1024>>2]|0;U=f[ga+1032>>2]|0;V=f[ga+1040>>2]|0;W=+n[ga+1048>>2];X=+n[ga+1056>>2];Y=+n[ga+1064>>2];Z=+n[ga+1072>>2];_=+n[ga+1080>>2];$=+n[ga+1088>>2];aa=+n[ga+1096>>2];ba=+n[ga+1104>>2];ca=+n[ga+1112>>2];da=+n[ga+1120>>2];ea=+n[ga+1128>>2];fa=f[ga+1968>>2]|0;ha=f[ga+1984>>2]|0;ia=f[ga+1992>>2]|0;G=f[ga+2008>>2]|0;D=f[ga+2012>>2]|0;H=+n[ga+2012>>2];f[ga+2008>>2]=0;f[ga+2012>>2]=0;if((G|0)==6)return D|0;f[ga+96>>2]=a;f[ga+104>>2]=c;f[ga+112>>2]=d;f[ga+120>>2]=J;n[ga+952>>2]=K;n[ga+960>>2]=L;n[ga+968>>2]=M;n[ga+976>>2]=N;n[ga+984>>2]=O;n[ga+992>>2]=P;f[ga+1e3>>2]=Q;f[ga+1008>>2]=R;f[ga+1016>>2]=S;f[ga+1024>>2]=T;f[ga+1032>>2]=U;f[ga+1040>>2]=V;n[ga+1048>>2]=W;n[ga+1056>>2]=X;n[ga+1064>>2]=Y;n[ga+1072>>2]=Z;n[ga+1080>>2]=_;n[ga+1088>>2]=$;n[ga+1096>>2]=aa;n[ga+1104>>2]=ba;n[ga+1112>>2]=ca;n[ga+1120>>2]=da;n[ga+1128>>2]=ea;f[ga+1968>>2]=fa;f[ga+1984>>2]=ha;f[ga+1992>>2]=ia;f[ga+2e3>>2]=0;f[ga+2004>>2]=0;Ctb(ga);G=f[ga+2e3>>2]|0;D=f[ga+2004>>2]|0;H=+n[ga+2004>>2];f[ga+2e3>>2]=0;f[ga+2004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Gsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0,ja=0,ka=0,la=0.0,ma=0;ka=u;u=u+1376|0;ja=Fsb(a,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=ka;return ja|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=ka;return ja|0}if(!(fub(e,d)|0)){u=ka;return ja|0}}}J=ka+24|0;K=d;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));h=+p[(d+40|0)>>3];i=+p[(d+48|0)>>3];k=+p[(d+56|0)>>3];l=+p[(d+64|0)>>3];m=+p[(d+72|0)>>3];o=+p[(d+80|0)>>3];g=f[(d+88|0)>>2]|0;j=f[(d+92|0)>>2]|0;q=f[(d+96|0)>>2]|0;r=f[(d+100|0)>>2]|0;s=f[(d+104|0)>>2]|0;t=f[(d+108|0)>>2]|0;v=+p[(d+112|0)>>3];w=+p[(d+120|0)>>3];x=+p[(d+128|0)>>3];y=+p[(d+136|0)>>3];z=+p[(d+144|0)>>3];A=+p[(d+152|0)>>3];B=+p[(d+160|0)>>3];C=+p[(d+168|0)>>3];E=+p[(d+176|0)>>3];f[(ka+64|0)>>2]=f[(d+184|0)>>2];f[(ka+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(ka+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(ka+64|0)+12>>2]=f[(d+184|0)+12>>2];F=+p[(d+200|0)>>3];I=+p[(d+208|0)>>3];f[ka>>2]=f[(d+216|0)>>2];f[ka+4>>2]=f[(d+216|0)+4>>2];f[ka+8>>2]=f[(d+216|0)+8>>2];f[ka+12>>2]=f[(d+216|0)+12>>2];b[ka+16>>0]=b[(d+216|0)+16>>0]|0;J=d;K=e;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));la=+p[(e+40|0)>>3];p[(e+40|0)>>3]=h;p[(d+40|0)>>3]=la;la=+p[(e+48|0)>>3];p[(e+48|0)>>3]=+p[(d+48|0)>>3];p[(d+48|0)>>3]=la;la=+p[(e+56|0)>>3];p[(e+56|0)>>3]=+p[(d+56|0)>>3];p[(d+56|0)>>3]=la;la=+p[(e+64|0)>>3];p[(e+64|0)>>3]=+p[(d+64|0)>>3];p[(d+64|0)>>3]=la;la=+p[(e+72|0)>>3];p[(e+72|0)>>3]=+p[(d+72|0)>>3];p[(d+72|0)>>3]=la;la=+p[(e+80|0)>>3];p[(e+80|0)>>3]=+p[(d+80|0)>>3];p[(d+80|0)>>3]=la;ma=f[(e+88|0)>>2]|0;f[(e+88|0)>>2]=g;f[(d+88|0)>>2]=ma;ma=f[(e+92|0)>>2]|0;f[(e+92|0)>>2]=f[(d+92|0)>>2];f[(d+92|0)>>2]=ma;ma=f[(e+96|0)>>2]|0;f[(e+96|0)>>2]=f[(d+96|0)>>2];f[(d+96|0)>>2]=ma;ma=f[(e+100|0)>>2]|0;f[(e+100|0)>>2]=f[(d+100|0)>>2];f[(d+100|0)>>2]=ma;f[(d+104|0)>>2]=f[(e+104|0)>>2];f[(d+108|0)>>2]=f[(e+108|0)>>2];la=+p[(e+112|0)>>3];p[(e+112|0)>>3]=+p[(d+112|0)>>3];p[(d+112|0)>>3]=la;la=+p[(e+120|0)>>3];p[(e+120|0)>>3]=+p[(d+120|0)>>3];p[(d+120|0)>>3]=la;la=+p[(e+128|0)>>3];p[(e+128|0)>>3]=+p[(d+128|0)>>3];p[(d+128|0)>>3]=la;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+120>>2]=e;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;n[ka+560>>2]=h;n[ka+616>>2]=i;n[ka+688>>2]=k;n[ka+776>>2]=l;n[ka+832>>2]=m;n[ka+872>>2]=o;f[ka+952>>2]=g;f[ka+960>>2]=j;f[ka+968>>2]=q;f[ka+976>>2]=r;f[ka+984>>2]=s;f[ka+992>>2]=t;n[ka+1e3>>2]=v;n[ka+1008>>2]=w;n[ka+1016>>2]=x;n[ka+1024>>2]=y;n[ka+1032>>2]=z;n[ka+1040>>2]=A;f[ka+1048>>2]=ja;n[ka+1056>>2]=B;n[ka+1064>>2]=C;n[ka+1072>>2]=E;n[ka+1080>>2]=F;n[ka+1088>>2]=I;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1288>>2]=0;f[ka+1292>>2]=0;Gtb(ka);M=f[ka+128>>2]|0;N=+n[ka+184>>2];O=+n[ka+192>>2];P=+n[ka+200>>2];Q=+n[ka+208>>2];R=+n[ka+216>>2];S=+n[ka+224>>2];T=f[ka+232>>2]|0;U=f[ka+240>>2]|0;V=f[ka+248>>2]|0;W=f[ka+256>>2]|0;X=f[ka+264>>2]|0;Y=f[ka+272>>2]|0;Z=+n[ka+280>>2];_=+n[ka+296>>2];$=+n[ka+304>>2];aa=+n[ka+312>>2];ba=+n[ka+320>>2];ca=+n[ka+328>>2];da=+n[ka+336>>2];ea=+n[ka+344>>2];fa=+n[ka+352>>2];ga=+n[ka+360>>2];ha=+n[ka+368>>2];ia=f[ka+440>>2]|0;J=f[ka+1248>>2]|0;K=f[ka+1264>>2]|0;L=f[ka+1272>>2]|0;G=f[ka+1288>>2]|0;D=f[ka+1292>>2]|0;H=+n[ka+1292>>2];f[ka+1288>>2]=0;f[ka+1292>>2]=0;if((G|0)==6)return D|0;f[ka+96>>2]=a;f[ka+104>>2]=c;f[ka+112>>2]=d;f[ka+128>>2]=M;n[ka+184>>2]=N;n[ka+192>>2]=O;n[ka+200>>2]=P;n[ka+208>>2]=Q;n[ka+216>>2]=R;n[ka+224>>2]=S;f[ka+232>>2]=T;f[ka+240>>2]=U;f[ka+248>>2]=V;f[ka+256>>2]=W;f[ka+264>>2]=X;f[ka+272>>2]=Y;n[ka+280>>2]=Z;n[ka+296>>2]=_;n[ka+304>>2]=$;n[ka+312>>2]=aa;n[ka+320>>2]=ba;n[ka+328>>2]=ca;n[ka+336>>2]=da;n[ka+344>>2]=ea;n[ka+352>>2]=fa;n[ka+360>>2]=ga;n[ka+368>>2]=ha;f[ka+440>>2]=ia;f[ka+1048>>2]=ja;f[ka+1248>>2]=J;f[ka+1264>>2]=K;f[ka+1272>>2]=L;f[ka+1280>>2]=0;f[ka+1284>>2]=0;Ftb(ka);G=f[ka+1280>>2]|0;D=f[ka+1284>>2]|0;H=+n[ka+1284>>2];f[ka+1280>>2]=0;f[ka+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Hsb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0,$=0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0.0,oa=0.0,pa=0.0,qa=0.0,ra=0.0,sa=0.0;$=u;u=u+1792|0;_=Gsb(a,b,c,d)|0;j=~~+p[e+216>>3]>>>0;g=~~+p[(d+216|0)>>3]>>>0;if(j>>>0>=g>>>0){if(j>>>0>g>>>0){u=$;return _|0}h=+p[e+224>>3];i=+p[d+224>>3];if(!(h<i)){if(h>i){u=$;return _|0}if(!(fub(e,d)|0)){u=$;return _|0}}}g=$+24|0;j=d;k=g+36|0;do{f[g>>2]=f[j>>2];g=g+4|0;j=j+4|0}while((g|0)<(k|0));sa=+p[(d+40|0)>>3];ra=+p[(d+48|0)>>3];qa=+p[(d+56|0)>>3];pa=+p[(d+64|0)>>3];oa=+p[(d+72|0)>>3];na=+p[(d+80|0)>>3];ma=f[(d+88|0)>>2]|0;la=f[(d+92|0)>>2]|0;ka=f[(d+96|0)>>2]|0;ja=f[(d+100|0)>>2]|0;ia=f[(d+104|0)>>2]|0;ha=f[(d+108|0)>>2]|0;ga=+p[(d+112|0)>>3];fa=+p[(d+120|0)>>3];ea=+p[(d+128|0)>>3];da=+p[(d+136|0)>>3];ca=+p[(d+144|0)>>3];ba=+p[(d+152|0)>>3];aa=+p[(d+160|0)>>3];h=+p[(d+168|0)>>3];i=+p[(d+176|0)>>3];f[($+64|0)>>2]=f[(d+184|0)>>2];f[($+64|0)+4>>2]=f[(d+184|0)+4>>2];f[($+64|0)+8>>2]=f[(d+184|0)+8>>2];f[($+64|0)+12>>2]=f[(d+184|0)+12>>2];f[$+112>>2]=c;f[$+120>>2]=d;f[$+128>>2]=e;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+616>>2]=sa;n[$+688>>2]=ra;n[$+776>>2]=qa;n[$+832>>2]=pa;n[$+880>>2]=oa;n[$+928>>2]=na;f[$+984>>2]=ma;f[$+1040>>2]=la;f[$+1112>>2]=ka;f[$+1248>>2]=ja;f[$+1296>>2]=ia;f[$+1344>>2]=ha;n[$+1384>>2]=ga;n[$+1392>>2]=fa;n[$+1400>>2]=ea;n[$+1408>>2]=da;n[$+1416>>2]=ca;n[$+1424>>2]=ba;n[$+1432>>2]=aa;n[$+1440>>2]=h;n[$+1448>>2]=i;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1672>>2]=0;f[$+1676>>2]=0;Jtb($);l=f[$+136>>2]|0;m=+n[$+200>>2];o=+n[$+208>>2];q=+n[$+216>>2];r=+n[$+224>>2];s=+n[$+232>>2];t=+n[$+240>>2];v=f[$+248>>2]|0;w=f[$+256>>2]|0;x=f[$+264>>2]|0;y=f[$+272>>2]|0;z=f[$+280>>2]|0;g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1672>>2]|0;D=f[$+1676>>2]|0;H=+n[$+1676>>2];f[$+1672>>2]=0;f[$+1676>>2]=0;if((G|0)==6)return D|0;f[$+104>>2]=b;f[$+112>>2]=c;f[$+120>>2]=d;f[$+136>>2]=l;n[$+200>>2]=m;n[$+208>>2]=o;n[$+216>>2]=q;n[$+224>>2]=r;n[$+232>>2]=s;n[$+240>>2]=t;f[$+248>>2]=v;f[$+256>>2]=w;f[$+264>>2]=x;f[$+272>>2]=y;f[$+280>>2]=z;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1664>>2]=0;f[$+1668>>2]=0;Itb($);l=f[$+136>>2]|0;A=+n[$+584>>2];B=+n[$+592>>2];C=+n[$+600>>2];E=+n[$+608>>2];F=+n[$+624>>2];I=+n[$+632>>2];J=f[$+640>>2]|0;K=f[$+648>>2]|0;L=f[$+656>>2]|0;M=f[$+664>>2]|0;N=f[$+672>>2]|0;O=f[$+680>>2]|0;P=+n[$+696>>2];Q=+n[$+704>>2];R=+n[$+712>>2];S=+n[$+720>>2];T=+n[$+728>>2];U=+n[$+736>>2];V=+n[$+744>>2];W=+n[$+752>>2];X=+n[$+760>>2];Y=+n[$+768>>2];Z=+n[$+784>>2];g=f[$+1624>>2]|0;j=f[$+1640>>2]|0;k=f[$+1648>>2]|0;G=f[$+1664>>2]|0;D=f[$+1668>>2]|0;H=+n[$+1668>>2];f[$+1664>>2]=0;f[$+1668>>2]=0;if((G|0)==6)return D|0;f[$+96>>2]=a;f[$+104>>2]=b;f[$+112>>2]=c;f[$+136>>2]=l;n[$+584>>2]=A;n[$+592>>2]=B;n[$+600>>2]=C;n[$+608>>2]=E;n[$+624>>2]=F;n[$+632>>2]=I;f[$+640>>2]=J;f[$+648>>2]=K;f[$+656>>2]=L;f[$+664>>2]=M;f[$+672>>2]=N;f[$+680>>2]=O;n[$+696>>2]=P;n[$+704>>2]=Q;n[$+712>>2]=R;n[$+720>>2]=S;n[$+728>>2]=T;n[$+736>>2]=U;n[$+744>>2]=V;n[$+752>>2]=W;n[$+760>>2]=X;n[$+768>>2]=Y;n[$+784>>2]=Z;f[$+1488>>2]=_;f[$+1624>>2]=g;f[$+1640>>2]=j;f[$+1648>>2]=k;f[$+1656>>2]=0;f[$+1660>>2]=0;Htb($);G=f[$+1656>>2]|0;D=f[$+1660>>2]|0;H=+n[$+1660>>2];f[$+1656>>2]=0;f[$+1660>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Isb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0;B=0;C=u;u=u+1952|0;c=1;g=(b-a|0)/240|0|0;if(c)switch(g|0){case 2:{g=~~+p[b+-24>>3]>>>0;c=~~+p[a+216>>3]>>>0;if(g>>>0>=c>>>0){if(g>>>0>c>>>0){b=1;u=C;return b|0}d=+p[b+-16>>3];e=+p[a+224>>3];if(!(d<e)){if(d>e){b=1;u=C;return b|0}if(!(fub(b+-240|0,a)|0)){b=1;u=C;return b|0}}}c=C+40|0;g=a;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));R=+p[(a+40|0)>>3];Q=+p[(a+48|0)>>3];P=+p[(a+56|0)>>3];O=+p[(a+64|0)>>3];N=+p[(a+72|0)>>3];M=+p[(a+80|0)>>3];w=f[(a+88|0)>>2]|0;x=f[(a+92|0)>>2]|0;y=f[(a+96|0)>>2]|0;z=f[(a+100|0)>>2]|0;A=f[(a+104|0)>>2]|0;B=f[(a+108|0)>>2]|0;L=+p[(a+112|0)>>3];K=+p[(a+120|0)>>3];J=+p[(a+128|0)>>3];I=+p[(a+136|0)>>3];F=+p[(a+144|0)>>3];E=+p[(a+152|0)>>3];d=+p[(a+160|0)>>3];e=+p[(a+168|0)>>3];f[C+304>>2]=a;f[C+312>>2]=b;f[C+400>>2]=h;n[C+632>>2]=R;n[C+704>>2]=Q;n[C+776>>2]=P;n[C+840>>2]=O;n[C+912>>2]=N;n[C+976>>2]=M;f[C+1104>>2]=w;f[C+1176>>2]=x;f[C+1248>>2]=y;f[C+1336>>2]=z;f[C+1376>>2]=A;f[C+1424>>2]=B;n[C+1472>>2]=L;n[C+1520>>2]=K;n[C+1568>>2]=J;n[C+1584>>2]=I;n[C+1592>>2]=F;n[C+1600>>2]=E;n[C+1608>>2]=d;n[C+1616>>2]=e;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1864>>2]=0;f[C+1868>>2]=0;Ltb(C);G=f[C+1864>>2]|0;D=f[C+1868>>2]|0;H=+n[C+1868>>2];f[C+1864>>2]=0;f[C+1868>>2]=0;if((G|0)==6)return D|0}default:c=1}if(c)switch(g|0){case 3:{Fsb(a,a+240|0,b+-240|0)|0;b=1;u=C;return b|0}case 4:{Gsb(a,a+240|0,a+480|0,b+-240|0)|0;b=1;u=C;return b|0}case 5:{Hsb(a,a+240|0,a+480|0,a+720|0,b+-240|0)|0;b=1;u=C;return b|0}case 1:case 0:{b=1;u=C;return b|0}default:c=1}if(c)switch(g|0){default:{Fsb(a,a+240|0,a+480|0)|0;a:{c=1;if(c){c=0;if((a+720|0|0)==(b|0)){y=1;A=0}else c=1}if(c)if(1){l=(C+40|0)+40|0;m=(C+40|0)+64|0;o=(C+40|0)+88|0;q=(C+40|0)+100|0;r=(C+40|0)+112|0;s=(C+40|0)+136|0;t=(C+40|0)+160|0;v=(C+40|0)+184|0;w=(C+40|0)+200|0;x=(C+40|0)+216|0;k=a+720|0;h=0;j=a+480|0;while(1){c=~~+p[k+216>>3]>>>0;g=~~+p[j+216>>3]>>>0;if(c>>>0<g>>>0)B=18;else if(c>>>0>g>>>0)z=h;else{d=+p[k+224>>3];e=+p[j+224>>3];if(d<e)B=18;else if(d>e)z=h;else if(fub(k,j)|0)B=18;else z=h}if((B|0)==18){B=0;c=C+40|0;g=k;i=c+36|0;do{f[c>>2]=f[g>>2];c=c+4|0;g=g+4|0}while((c|0)<(i|0));S=k+40|0;f[l>>2]=f[S>>2];f[l+4>>2]=f[S+4>>2];f[l+8>>2]=f[S+8>>2];f[l+12>>2]=f[S+12>>2];f[l+16>>2]=f[S+16>>2];f[l+20>>2]=f[S+20>>2];p[l>>3]=+p[S>>3];p[((C+40|0)+48|0)>>3]=+p[k+48>>3];p[((C+40|0)+56|0)>>3]=+p[k+56>>3];S=k+64|0;f[m>>2]=f[S>>2];f[m+4>>2]=f[S+4>>2];f[m+8>>2]=f[S+8>>2];f[m+12>>2]=f[S+12>>2];f[m+16>>2]=f[S+16>>2];f[m+20>>2]=f[S+20>>2];f[C+304>>2]=a;f[C+312>>2]=b;f[C+328>>2]=k;f[C+336>>2]=h;f[C+344>>2]=j;f[C+360>>2]=y;f[C+368>>2]=z;f[C+392>>2]=A;f[C+440>>2]=m;f[C+448>>2]=o;f[C+456>>2]=q;f[C+464>>2]=r;f[C+472>>2]=s;f[C+480>>2]=t;f[C+488>>2]=v;f[C+496>>2]=w;f[C+504>>2]=x;f[C+560>>2]=S;f[C+1792>>2]=c;f[C+1808>>2]=g;f[C+1816>>2]=i;f[C+1856>>2]=0;f[C+1860>>2]=0;Ktb(C);y=f[C+360>>2]|0;z=f[C+368>>2]|0;A=f[C+392>>2]|0;G=f[C+1856>>2]|0;D=f[C+1860>>2]|0;H=+n[C+1860>>2];f[C+1856>>2]=0;f[C+1860>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break a}}c=k+240|0;if((c|0)==(b|0)){y=1;A=0;break}else{j=k;k=c;h=z}}}}S=A|y;u=C;return S|0}}return 0}function Jsb(){if(!(b[257144]|0))MPb(257144)|0;f[64728]=262921;return}function Ksb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[b+56>>2]|0;if(!e)e=0;else e=f[f[e>>2]>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];QDa(f[b+48>>2]|0,e,d,a);return}function Lsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;F=u;u=u+1104|0;C=F+1040|0;E=F+520|0;D=F;if(b[a+55>>0]|0)if(!(f[d+196>>2]&16777216)){u=F;return}g=a+56|0;do if(b[a+23>>0]|0){if(f[g>>2]|0)if(b[a+8>>0]|0)break;if(!(FSa(f[a+48>>2]|0,d+116|0,b[a+32>>0]|0)|0)){u=F;return}}while(0);h=f[d+4>>2]|0;B=f[d+96>>2]|0;g=f[g>>2]|0;if(!g)g=0;else g=f[f[g>>2]>>2]|0;f[C>>2]=f[B>>2];j=C+4|0;f[j>>2]=f[B+4>>2];k=C+8|0;f[k>>2]=f[B+8>>2];l=C+12|0;f[l>>2]=f[B+12>>2];m=C+16|0;f[m>>2]=f[B+16>>2];o=C+20|0;f[o>>2]=f[B+20>>2];q=C+24|0;f[q>>2]=f[B+24>>2];r=C+28|0;f[r>>2]=f[B+28>>2];s=C+32|0;f[s>>2]=f[B+32>>2];t=C+36|0;f[t>>2]=f[B+36>>2];v=C+40|0;f[v>>2]=f[B+40>>2];w=C+44|0;f[w>>2]=f[B+44>>2];x=C+48|0;f[x>>2]=f[B+48>>2];y=C+52|0;f[y>>2]=f[B+52>>2];z=C+56|0;f[z>>2]=f[B+56>>2];A=C+60|0;f[A>>2]=f[B+60>>2];QDa(f[a+48>>2]|0,g,d,C);f[E>>2]=a;i=a+120|0;f[E+4>>2]=i;G=E+8|0;f[G>>2]=d;g=E+12|0;f[g>>2]=h;jEa(E+16|0,f[h+44>>2]|0);f[E+100>>2]=B;p[E+104>>3]=+n[C>>2];p[E+112>>3]=+n[j>>2];p[E+120>>3]=+n[k>>2];p[E+128>>3]=+n[l>>2];p[E+136>>3]=+n[m>>2];p[E+144>>3]=+n[o>>2];p[E+152>>3]=+n[q>>2];p[E+160>>3]=+n[r>>2];p[E+168>>3]=+n[s>>2];p[E+176>>3]=+n[t>>2];p[E+184>>3]=+n[v>>2];p[E+192>>3]=+n[w>>2];p[E+200>>3]=+n[x>>2];p[E+208>>3]=+n[y>>2];p[E+216>>3]=+n[z>>2];p[E+224>>3]=+n[A>>2];h=(f[(f[G>>2]|0)+4>>2]|0)!=(f[g>>2]|0);b[E+361>>0]=h&1;g=d+196|0;if(h)h=1;else h=(f[g>>2]|0)>>>1&1;b[E+362>>0]=h;p[E+368>>3]=+p[(f[E>>2]|0)+112>>3];f[E+504>>2]=0;p[E+512>>3]=0.0;Msb(E,c,e)|0;if(f[g>>2]&1048576|0)if(!(b[a+21>>0]|0)){h=lJa(d)|0;h=f[h>>2]|0;f[D>>2]=a;f[D+4>>2]=i;a=D+8|0;f[a>>2]=d;G=D+12|0;f[G>>2]=h;jEa(D+16|0,f[h+44>>2]|0);f[D+100>>2]=B;p[D+104>>3]=+n[C>>2];p[D+112>>3]=+n[j>>2];p[D+120>>3]=+n[k>>2];p[D+128>>3]=+n[l>>2];p[D+136>>3]=+n[m>>2];p[D+144>>3]=+n[o>>2];p[D+152>>3]=+n[q>>2];p[D+160>>3]=+n[r>>2];p[D+168>>3]=+n[s>>2];p[D+176>>3]=+n[t>>2];p[D+184>>3]=+n[v>>2];p[D+192>>3]=+n[w>>2];p[D+200>>3]=+n[x>>2];p[D+208>>3]=+n[y>>2];p[D+216>>3]=+n[z>>2];p[D+224>>3]=+n[A>>2];G=(f[(f[a>>2]|0)+4>>2]|0)!=(f[G>>2]|0);b[D+361>>0]=G&1;if(G)g=1;else g=(f[g>>2]|0)>>>1&1;b[D+362>>0]=g;p[D+368>>3]=+p[(f[D>>2]|0)+112>>3];f[D+504>>2]=0;p[D+512>>3]=0.0;Msb(D,c,e)|0;g=D+64|0;h=f[D+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=D+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=D+48|0;h=f[D+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=D+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}}g=E+64|0;h=f[E+76>>2]|0;if(h|0)RBa(h,g);g=f[g>>2]|0;if(g|0){h=E+68|0;i=f[h>>2]|0;if((i|0)!=(g|0))f[h>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}g=E+48|0;h=f[E+60>>2]|0;if(h|0)SBa(h,g);i=f[g>>2]|0;if(i|0){g=E+52|0;h=f[g>>2]|0;if((h|0)!=(i|0))f[g>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i)}u=F;return}function Msb(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=0;o=u;u=u+4208|0;i=f[a>>2]|0;h=(b[i+24>>0]|0)!=0;e=(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+24>>2]|0)!=0;if(!(f[i+56>>2]|0))l=0;else if((b[i+12>>0]|0)==0|e^1)l=1;else l=(c|0)==2?1:(f[(f[a+8>>2]|0)+196>>2]&24576|0)==24576;do if(!(c&1))j=0;else if(!(b[i+109>>0]|0))j=0;else{if(!(b[i+20>>0]|0)){if(!e){j=0;break}}else if(!(+p[i+112>>3]>=d)|e^1){j=0;break}if(h)e=(b[i+26>>0]|0)==0;else e=0;j=cjb(i+52|0,e,f[i+104>>2]|0,f[a+8>>2]|0)|0}while(0);if((c&2|0)!=0|l){c=f[a>>2]|0;if(!(b[c+110>>0]|0))g=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+28>>2]|0))g=0;else{if(h)e=(b[c+27>>0]|0)==0;else e=0;g=djb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0;c=f[a>>2]|0}if(!(b[c+111>>0]|0))c=0;else if(!(f[(f[(f[(a+12|0)>>2]|0)+44>>2]|0)+32>>2]|0))c=0;else{if(h)e=(b[c+28>>0]|0)==0;else e=0;c=ejb(i+52|0,e,f[c+104>>2]|0,f[a+8>>2]|0)|0}}else{g=0;c=0}if(!(c|(j|g))){m=0;u=o;return m|0}e=f[(f[(a+8|0)>>2]|0)+108>>2]|0;if(e|0)if(!(Xtb(f[a>>2]|0,e)|0)){m=0;u=o;return m|0}i=1;f[o+656>>2]=a;n[o+672>>2]=d;f[o+920>>2]=k;f[o+3192>>2]=l;f[o+3744>>2]=g;f[o+3760>>2]=j;f[o+3776>>2]=c;f[o+3848>>2]=m;f[o+3856>>2]=i;f[o+4e3>>2]=0;f[o+4004>>2]=0;Ptb(o);G=f[o+4e3>>2]|0;D=f[o+4004>>2]|0;H=+n[o+4004>>2];f[o+4e3>>2]=0;f[o+4004>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Nsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;k=f[m>>2]|0;d=f[a>>2]|0;j=(k-d|0)/208|0;e=j+1|0;c=d;g=k;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;h=l<<1;h=l>>>0<10324440?(h>>>0<e>>>0?e:h):20648881;do if(!h)i=0;else if(h>>>0>20648881)vd();else{i=pOb(h*208|0)|0;break}while(0);d=i+(j*208|0)|0;e=d;l=i+(h*208|0)|0;dQb(d|0,0,208)|0;f[i+(j*208|0)+100>>2]=-1;b[i+(j*208|0)+200>>0]=0;h=d+208|0;if((g|0)==(c|0))i=k;else{do{g=g+-208|0;f0(d+-208|0,g);d=e+-208|0;e=d}while((g|0)!=(c|0));i=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=h;f[n>>2]=l;h=i;if((c|0)!=(h|0))do{d=f[c+-120>>2]|0;if(d|0){e=c+-116|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(h|0));if(!i)return;sOb(i);return}function Osb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=a+4|0;c=f[o>>2]|0;d=f[a>>2]|0;g=(c-d|0)/120|0;e=g+1|0;n=d;i=c;if(e>>>0>35791394)AMb(a);q=a+8|0;l=((f[q>>2]|0)-d|0)/120|0;m=l<<1;e=l>>>0<17895697?(m>>>0<e>>>0?e:m):35791394;do if(!e)h=0;else if(e>>>0>35791394)vd();else{h=pOb(e*120|0)|0;break}while(0);g=h+(g*120|0)|0;d=g;l=h+(e*120|0)|0;j=g;k=j+120|0;do{f[j>>2]=0;j=j+4|0}while((j|0)<(k|0));m=g+120|0;if((i|0)!=(n|0)){h=i;e=g;do{c=h;h=h+-120|0;j=e+-120|0;g=h;k=j+36|0;do{f[j>>2]=f[g>>2];j=j+4|0;g=g+4|0}while((j|0)<(k|0));p[e+-80>>3]=+p[c+-80>>3];p[e+-72>>3]=+p[c+-72>>3];p[e+-64>>3]=+p[c+-64>>3];k=e+-56|0;j=c+-56|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];p[e+-40>>3]=+p[c+-40>>3];p[e+-32>>3]=+p[c+-32>>3];k=e+-24|0;j=c+-24|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];b[k+16>>0]=b[j+16>>0]|0;e=d+-120|0;d=e}while((h|0)!=(n|0));c=f[a>>2]|0}f[a>>2]=d;f[o>>2]=m;f[q>>2]=l;if(!c)return;sOb(c);return}function Psb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+168|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+184>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+192>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+176>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+192>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+64>>3]+y/z*.0001;A=+p[c+72>>3]+x/z*.0001;z=w/z*.0001+ +p[c+80>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+192>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Qsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Rsb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0;j=f[b>>2]|0;i=f[b+4>>2]|0;q=(j<<6)+-1640531527+(j>>>2)+i^j;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=q&g;else if(q>>>0<l>>>0)h=q;else h=(q>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{b=f[b>>2]|0;if(!b)b=h;else{if(c){while(1){o=f[b+4>>2]|0;if(!((o|0)==(q|0)|(o&g|0)==(h|0))){b=h;break a}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}while(1){c=f[b+4>>2]|0;if((c|0)!=(q|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}if((f[b+8>>2]|0)==(j|0))if((f[b+12>>2]|0)==(i|0))break;b=f[b>>2]|0;if(!b){b=h;break a}}a=b+16|0;return a|0}}}while(0);o=pOb(24)|0;f[o+8>>2]=j;f[o+12>>2]=i;p[o+16>>3]=0.0;f[o+4>>2]=q;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Ssb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&q;break}if(q>>>0<b>>>0){g=b;b=q}else{g=b;b=(q>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=33}}else{f[o>>2]=f[b>>2];r=33}if((r|0)==33)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Ssb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Tsb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Tsb(a,b);return}function Tsb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Usb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+80|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+96>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+104>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+88>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+104>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+104>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Vsb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0;v=u;u=u+1552|0;m=v+1408|0;e=v+1040|0;j=v+840|0;k=v+792|0;q=v+16|0;l=v+1544|0;r=v;s=v+1536|0;h=a+56|0;d=c+200|0;i=a+104|0;if(!(Zsb(a,f[h>>2]|0,d,f[i>>2]|0)|0)){t=1;u=v;return t|0}if(+p[c+216>>3]<1.0){if((f[a+120>>2]|0)==(f[a+124>>2]|0)){t=0;u=v;return t|0}t=+p[a+112>>3]*1.0001<+p[c+224>>3];u=v;return t|0}o=a+64|0;g=~~+p[c+208>>3]>>>0&-2;f[s>>2]=~~+p[d>>3]>>>0&-2;f[s+4>>2]=g;g=Qsb(o,s)|0;if(!g)t=7;else if(!(+p[g+16>>3]<=+p[c+224>>3]))t=7;else d=1;a:do if((t|0)==7){g=f[f[h>>2]>>2]|0;f[e>>2]=f[g>>2];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];p[e+24>>3]=+p[g+24>>3];p[e+32>>3]=+p[g+32>>3];p[e+40>>3]=+p[g+40>>3];p[e+48>>3]=+p[g+48>>3];p[e+56>>3]=+p[g+56>>3];p[e+64>>3]=+p[g+64>>3];p[e+72>>3]=+p[g+72>>3];p[e+80>>3]=+p[g+80>>3];p[e+88>>3]=+p[g+88>>3];p[e+96>>3]=+p[g+96>>3];p[e+104>>3]=+p[g+104>>3];p[e+112>>3]=+p[g+112>>3];p[e+120>>3]=+p[g+120>>3];p[e+128>>3]=+p[g+128>>3];p[e+136>>3]=+p[g+136>>3];p[e+144>>3]=+p[g+144>>3];p[e+152>>3]=+p[g+152>>3];p[e+160>>3]=+p[g+160>>3];p[e+168>>3]=+p[g+168>>3];p[e+176>>3]=+p[g+176>>3];p[e+184>>3]=+p[g+184>>3];p[e+192>>3]=+p[g+192>>3];p[e+200>>3]=+p[g+200>>3];p[e+208>>3]=+p[g+208>>3];p[e+216>>3]=+p[g+216>>3];p[e+224>>3]=+p[g+224>>3];p[e+232>>3]=+p[g+232>>3];p[e+240>>3]=+p[g+240>>3];p[e+248>>3]=+p[g+248>>3];p[e+256>>3]=+p[g+256>>3];p[e+264>>3]=+p[g+264>>3];p[e+272>>3]=+p[g+272>>3];p[e+280>>3]=+p[g+280>>3];p[e+288>>3]=+p[g+288>>3];p[e+296>>3]=+p[g+296>>3];p[e+304>>3]=+p[g+304>>3];p[e+312>>3]=+p[g+312>>3];p[e+320>>3]=+p[g+320>>3];p[e+328>>3]=+p[g+328>>3];p[e+336>>3]=+p[g+336>>3];p[e+344>>3]=+p[g+344>>3];p[e+352>>3]=+p[g+352>>3];p[e+360>>3]=+p[g+360>>3];qjb(j,e,d,(f[h>>2]|0)+8|0);d=k;e=a;g=d+48|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));b[k+20>>0]=1;b[k+27>>0]=0;b[k+28>>0]=0;b[k+22>>0]=1;b[k+23>>0]=0;b[k+9>>0]=0;f[k+16>>2]=-1;e=f[a+48>>2]|0;f[l>>2]=j;b[l+4>>0]=0;d=f[i>>2]|0;b[m>>0]=b[l>>0]|0;b[m+1>>0]=b[l+1>>0]|0;b[m+2>>0]=b[l+2>>0]|0;b[m+3>>0]=b[l+3>>0]|0;b[m+4>>0]=b[l+4>>0]|0;b[m+5>>0]=b[l+5>>0]|0;b[m+6>>0]=b[l+6>>0]|0;b[m+7>>0]=b[l+7>>0]|0;Sjb(q,k,1,e,a+52|0,m,d);d=q+60|0;e=f[d>>2]|0;k=e+24|0;A=+p[k>>3];y=-A;l=e+32|0;B=+p[l>>3];x=-B;g=e+40|0;z=+p[g>>3];w=-z;z=+L(+(A*A+(B*B+z*z)));B=+p[c+40>>3]+y/z*.0001;A=+p[c+48>>3]+x/z*.0001;z=w/z*.0001+ +p[c+56>>3];p[e>>3]=B;p[e+8>>3]=A;p[e+16>>3]=z;p[k>>3]=y;p[l>>3]=x;p[g>>3]=w;n[e+48>>2]=B;n[e+52>>2]=A;n[e+56>>2]=z;n[e+60>>2]=y;n[e+64>>2]=x;n[e+68>>2]=w;w=+Hib(f[d>>2]|0,(f[f[q+56>>2]>>2]|0)+8|0);d=q+88|0;p[d>>3]=w;e=q+112|0;p[e>>3]=w;g=f[a+120>>2]|0;do if((g|0)==(f[a+124>>2]|0))t=12;else{p[m>>3]=1.0;a=m+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+40>>3]=1.0;a=m+48|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+80>>3]=1.0;a=m+88|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;p[m+120>>3]=1.0;a=ijb(f[g+184>>2]|0)|0;aub(r,q,g+112|0,m,a,+p[e>>3],(b[g+188>>0]|0)!=0,(b[g+189>>0]|0)!=0);if(b[r>>0]|0)if(+p[r+8>>3]<+p[d>>3]){Jjb(q);break}t=12}while(0);do if((t|0)==12){b[q+96>>0]=1;bkb(q);if((f[q+120>>2]|0)==(f[q+124>>2]|0)){Jjb(q);d=0;break a}else{t=+p[e>>3]<+p[d>>3];Jjb(q);if(t)break;else{d=0;break a}}}while(0);B=+p[c+224>>3];d=Rsb(o,s)|0;p[d>>3]=B;d=1}while(0);t=d;u=v;return t|0}function Wsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+64|0;c=j+48|0;h=j;i=a+109|0;b[c>>0]=b[i>>0]|0;b[c+1>>0]=b[i+1>>0]|0;b[c+2>>0]=b[i+2>>0]|0;ujb(i,b[a+108>>0]|0);i=AQa(f[a+48>>2]|0)|0;d=f[a+56>>2]|0;e=a+104|0;g=f[e>>2]|0;if(!g){if(_9a(i)|0){f[h>>2]=a;f[h+4>>2]=d;$9a(i,106,h);f[e>>2]=0;if(b[a+96>>0]|0)if((f[a+120>>2]|0)!=(f[a+124>>2]|0))p[a+112>>3]=0.0}}else{Xsb(h,a,W9a(i,g,0)|0,d+24|0);Ujb(a+120|0,h);B$(h)}i=a+109|0;b[i>>0]=b[c>>0]|0;b[i+1>>0]=b[c+1>>0]|0;b[i+2>>0]=b[c+2>>0]|0;u=j;return}function Xsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0;g=u;u=u+1408|0;i=g+1360|0;k=g+1344|0;j=g+976|0;m=g+776|0;h=g;l=g+1392|0;o=f[c+56>>2]|0;qeb(i,d);n=+(~~(+p[i+24>>3]*+p[o+16>>3])|0);p[k>>3]=+(~~(+p[i+16>>3]*+p[o+8>>3])|0);p[k+8>>3]=n;ojb(j,d+16|0,k,f[c+16>>2]|0);qjb(m,j,e,k);k=b[c+108>>0]|0;j=f[c+48>>2]|0;f[l>>2]=m;b[l+4>>0]=0;e=f[c+104>>2]|0;b[i>>0]=b[l>>0]|0;b[i+1>>0]=b[l+1>>0]|0;b[i+2>>0]=b[l+2>>0]|0;b[i+3>>0]=b[l+3>>0]|0;b[i+4>>0]=b[l+4>>0]|0;b[i+5>>0]=b[l+5>>0]|0;b[i+6>>0]=b[l+6>>0]|0;b[i+7>>0]=b[l+7>>0]|0;Sjb(h,c,k,j,c+52|0,i,e);Xjb(h,d);Vrb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function Ysb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0;o=u;u=u+64|0;i=o+16|0;n=o;if(!(b[c+812>>0]|0)){u=o;return}if(!(Vjb((f[d>>2]|0)+120|0)|0)){u=o;return}q=f[d+4>>2]|0;qeb(i,c);e=+p[q+8>>3];g=+p[q+16>>3];h=~~(+p[i+24>>3]*g);j=+(~~(e*+p[i>>3])|0);k=+p[q+24>>3]-j;l=+(~~g-h-~~(g*+p[i+8>>3])|0);m=+p[q+32>>3]-l;if(!(k<0.0|m<0.0)){r=+(~~(+p[i+16>>3]*e)|0);e=e-j;j=+(h|0);l=g-l;if(k>=(e<r?e:r)?0:!(m>=(l<j?l:j))){p[n>>3]=k;p[n+8>>3]=m;f[(f[d>>2]|0)+104>>2]=a;Xsb(i,f[d>>2]|0,c,n);Ujb((f[d>>2]|0)+120|0,i);B$(i)}}u=o;return}function Zsb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+32|0;o=q;j=f[a+56>>2]|0;h=+p[d>>3];if(h<0.0){o=0;u=q;return o|0}n=d+8|0;g=+p[n>>3];if(g<0.0){o=0;u=q;return o|0}if(h>+p[j+8>>3]){o=0;u=q;return o|0}if(g>+p[j+16>>3]){o=0;u=q;return o|0}if(!e){o=1;u=q;return o|0}a=W9a(AQa(f[a+48>>2]|0)|0,e,0)|0;if(!(b[a+812>>0]|0)){o=0;u=q;return o|0}qeb(o,a);m=+p[c+8>>3];k=+p[c+16>>3];a=~~(+p[o+24>>3]*k);l=+(~~(m*+p[o>>3])|0);h=+p[d>>3]-l;i=+(~~k-a-~~(k*+p[o+8>>3])|0);g=+p[n>>3]-i;if(h<0.0|g<0.0){o=0;u=q;return o|0}else{r=+(~~(+p[o+16>>3]*m)|0);s=m-l;m=+(a|0);l=k-i;u=q;return (h>=(s<r?s:r)?0:!(g>=(l<m?l:m)))|0}return 0}function _sb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;t=a+d|0;u=c+e|0;v=u+-12|0;if(!e){if((d|0)!=1){w=-1;return w|0}w=((b[a>>0]|0)!=0)<<31>>31;return w|0}n=t+-15|0;o=t+-8|0;p=t+-5|0;q=u+-5|0;r=u+-8|0;s=r;e=a;g=c;a:while(1){d=e+1|0;l=h[e>>0]|0;e=l>>>4;if((e|0)==15){e=15;do{m=d;d=d+1|0;m=b[m>>0]|0;e=e+(m&255)|0}while(m<<24>>24==-1&d>>>0<n>>>0);if((e|0)<0)break}m=g+e|0;i=d+e|0;if(m>>>0>v>>>0|i>>>0>o>>>0){w=9;break}else e=g;while(1){j=d;x=j;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=e;g=k;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;e=e+8|0;if(e>>>0>=m>>>0)break;else d=d+8|0}g=h[i+1>>0]<<8|h[i>>0];j=g&65535;k=m+(0-g)|0;d=i+2|0;if(k>>>0<c>>>0)break;e=l&15;if((e|0)==15){e=15;do{if(d>>>0>p>>>0)break a;x=d;d=d+1|0;x=b[x>>0]|0;e=e+(x&255)|0}while(x<<24>>24==-1);if((e|0)<0)break}l=m+(e+4)|0;if((j&65535)<8){x=f[42168+(g<<2)>>2]|0;b[m>>0]=b[k>>0]|0;b[m+1>>0]=b[k+1>>0]|0;b[m+2>>0]=b[k+2>>0]|0;b[m+3>>0]=b[k+3>>0]|0;g=k+(f[42200+(g<<2)>>2]|0)|0;k=m+4|0;j=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;g=g+(0-x)|0}else{x=k;i=x;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;x=x+4|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;g=m;j=g;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;g=g+4|0;b[g>>0]=x;b[g+1>>0]=x>>8;b[g+2>>0]=x>>16;b[g+3>>0]=x>>24;g=k+8|0}e=m+8|0;if(l>>>0<=v>>>0)while(1){m=g;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=e;k=x;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;e=e+8|0;if(e>>>0<l>>>0)g=g+8|0;else{e=d;g=l;continue a}}if(l>>>0>q>>>0)break;if(e>>>0<r>>>0){i=e;j=g;while(1){m=j;y=m;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;x=i;k=x;b[k>>0]=y;b[k+1>>0]=y>>8;b[k+2>>0]=y>>16;b[k+3>>0]=y>>24;x=x+4|0;b[x>>0]=m;b[x+1>>0]=m>>8;b[x+2>>0]=m>>16;b[x+3>>0]=m>>24;i=i+8|0;if(i>>>0>=r>>>0)break;else j=j+8|0}g=g+(s-e)|0;e=r}if(e>>>0>=l>>>0){e=d;g=l;continue}while(1){i=e+1|0;b[e>>0]=b[g>>0]|0;if(i>>>0<l>>>0){g=g+1|0;e=i}else{e=d;g=l;continue a}}}if((w|0)==9)if(!(m>>>0>u>>>0|(i|0)!=(t|0))){bQb(g|0,d|0,e|0)|0;y=m-c|0;return y|0}y=a+-1-d|0;return y|0}function $sb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+8|0;f[d>>2]=b;f[d+4>>2]=c;d=QPb(b|0,c|0,-1379879466,1625958382)|0;e=a+16|0;f[e>>2]=d;f[e+4>>2]=I;e=QPb(b|0,c|0,668265295,-1028477379)|0;d=a+24|0;f[d>>2]=e;f[d+4>>2]=I;d=a+32|0;f[d>>2]=b;f[d+4>>2]=c;b=QPb(b|0,c|0,2048144761,1640531534)|0;c=a+40|0;f[c>>2]=b;f[c+4>>2]=I;c=a;f[c>>2]=0;f[c+4>>2]=0;f[a+80>>2]=0;return 0}function atb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;r=b+c|0;d=a;d=QPb(f[d>>2]|0,f[d+4>>2]|0,c|0,0)|0;s=a;f[s>>2]=d;f[s+4>>2]=I;s=a+80|0;d=f[s>>2]|0;do if((d+c|0)>>>0<32){bQb(a+48+d|0,b|0,c|0)|0;b=(f[s>>2]|0)+c|0}else{if(d){m=a+48|0;bQb(m+d|0,b|0,32-d|0)|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+16|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;q=a+56|0;p=q;q=q+4|0;q=WPb(h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,668265295,-1028477379)|0;p=a+24|0;o=p;q=QPb(f[o>>2]|0,f[o+4>>2]|0,q|0,I|0)|0;o=I;n=_Pb(q|0,o|0,31)|0;m=I;o=ZPb(q|0,o|0,33)|0;m=WPb(n|o|0,m|I|0,-2048144761,-1640531535)|0;f[p>>2]=m;f[p+4>>2]=I;p=a+64|0;m=p;p=p+4|0;p=WPb(h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24|0,668265295,-1028477379)|0;m=a+32|0;o=m;p=QPb(f[o>>2]|0,f[o+4>>2]|0,p|0,I|0)|0;o=I;n=_Pb(p|0,o|0,31)|0;q=I;o=ZPb(p|0,o|0,33)|0;q=WPb(n|o|0,q|I|0,-2048144761,-1640531535)|0;f[m>>2]=q;f[m+4>>2]=I;m=a+72|0;q=m;m=m+4|0;m=WPb(h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24|0,h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24|0,668265295,-1028477379)|0;q=a+40|0;o=q;m=QPb(f[o>>2]|0,f[o+4>>2]|0,m|0,I|0)|0;o=I;n=_Pb(m|0,o|0,31)|0;p=I;o=ZPb(m|0,o|0,33)|0;p=WPb(n|o|0,p|I|0,-2048144761,-1640531535)|0;f[q>>2]=p;f[q+4>>2]=I;b=b+(32-(f[s>>2]|0))|0;f[s>>2]=0}if((b+32|0)>>>0<=r>>>0){m=r+-32|0;n=a+16|0;c=n;o=a+24|0;g=o;p=a+32|0;j=p;q=a+40|0;l=q;d=f[c>>2]|0;c=f[c+4>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;i=f[j>>2]|0;j=f[j+4>>2]|0;k=f[l>>2]|0;l=f[l+4>>2]|0;do{t=b;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,d|0,c|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;d=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;c=I;w=b+8|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,e|0,g|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;e=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;g=I;t=b+16|0;u=t;t=t+4|0;t=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24|0,668265295,-1028477379)|0;t=QPb(t|0,I|0,i|0,j|0)|0;u=I;v=_Pb(t|0,u|0,31)|0;w=I;u=ZPb(t|0,u|0,33)|0;i=WPb(v|u|0,w|I|0,-2048144761,-1640531535)|0;j=I;w=b+24|0;u=w;w=w+4|0;w=WPb(h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24|0,h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24|0,668265295,-1028477379)|0;w=QPb(w|0,I|0,k|0,l|0)|0;u=I;v=_Pb(w|0,u|0,31)|0;t=I;u=ZPb(w|0,u|0,33)|0;k=WPb(v|u|0,t|I|0,-2048144761,-1640531535)|0;l=I;b=b+32|0}while(b>>>0<=m>>>0);w=n;f[w>>2]=d;f[w+4>>2]=c;w=o;f[w>>2]=e;f[w+4>>2]=g;w=p;f[w>>2]=i;f[w+4>>2]=j;w=q;f[w>>2]=k;f[w+4>>2]=l}if(b>>>0<r>>>0){w=r-b|0;bQb(a+48|0,b|0,w|0)|0;b=w;break}else return 0}while(0);f[s>>2]=b;return 0}function btb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;g=a+48|0;i=g+(f[a+80>>2]|0)|0;b=a;e=f[b>>2]|0;b=f[b+4>>2]|0;if(b>>>0>0|(b|0)==0&e>>>0>31){p=a+16|0;m=f[p>>2]|0;p=f[p+4>>2]|0;n=a+24|0;j=f[n>>2]|0;n=f[n+4>>2]|0;l=a+32|0;c=f[l>>2]|0;l=f[l+4>>2]|0;k=a+40|0;d=f[k>>2]|0;k=f[k+4>>2]|0;s=_Pb(m|0,p|0,1)|0;o=I;q=ZPb(m|0,p|0,63)|0;o=o|I;u=_Pb(j|0,n|0,7)|0;t=I;r=ZPb(j|0,n|0,57)|0;o=QPb(u|r|0,t|I|0,s|q|0,o|0)|0;q=I;s=_Pb(c|0,l|0,12)|0;t=I;r=ZPb(c|0,l|0,52)|0;t=QPb(o|0,q|0,s|r|0,t|I|0)|0;r=I;s=_Pb(d|0,k|0,18)|0;q=I;o=ZPb(d|0,k|0,46)|0;q=QPb(t|0,r|0,s|o|0,q|I|0)|0;o=I;s=WPb(m|0,p|0,668265295,-1028477379)|0;r=I;p=WPb(m|0,p|0,-2147483648,-1813351001)|0;m=I;r=ZPb(s|0,r|0,33)|0;m=WPb(r|p|0,I|m|0,-2048144761,-1640531535)|0;o=WPb(q^m|0,o^I|0,-2048144761,-1640531535)|0;o=QPb(o|0,I|0,-1028477341,-2048144777)|0;m=I;q=WPb(j|0,n|0,668265295,-1028477379)|0;p=I;n=WPb(j|0,n|0,-2147483648,-1813351001)|0;j=I;p=ZPb(q|0,p|0,33)|0;j=WPb(p|n|0,I|j|0,-2048144761,-1640531535)|0;m=WPb(o^j|0,m^I|0,-2048144761,-1640531535)|0;m=QPb(m|0,I|0,-1028477341,-2048144777)|0;j=I;o=WPb(c|0,l|0,668265295,-1028477379)|0;n=I;l=WPb(c|0,l|0,-2147483648,-1813351001)|0;c=I;n=ZPb(o|0,n|0,33)|0;c=WPb(n|l|0,I|c|0,-2048144761,-1640531535)|0;j=WPb(m^c|0,j^I|0,-2048144761,-1640531535)|0;j=QPb(j|0,I|0,-1028477341,-2048144777)|0;c=I;m=WPb(d|0,k|0,668265295,-1028477379)|0;l=I;k=WPb(d|0,k|0,-2147483648,-1813351001)|0;d=I;l=ZPb(m|0,l|0,33)|0;d=WPb(l|k|0,I|d|0,-2048144761,-1640531535)|0;c=WPb(j^d|0,c^I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;d=I}else{c=a+8|0;c=QPb(f[c>>2]|0,f[c+4>>2]|0,374761413,668265263)|0;d=I}c=QPb(c|0,d|0,e|0,b|0)|0;b=I;e=a+56|0;if(i>>>0<e>>>0)e=g;else{d=g;while(1){u=d;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;s=WPb(u|0,d|0,668265295,-1028477379)|0;t=I;d=WPb(u|0,d|0,-2147483648,-1813351001)|0;u=I;t=ZPb(s|0,t|0,33)|0;u=WPb(t|d|0,I|u|0,-2048144761,-1640531535)|0;u=u^c;b=I^b;d=_Pb(u|0,b|0,27)|0;c=I;b=ZPb(u|0,b|0,37)|0;c=WPb(d|b|0,c|I|0,-2048144761,-1640531535)|0;c=QPb(c|0,I|0,-1028477341,-2048144777)|0;b=I;d=e+8|0;if(d>>>0>i>>>0)break;else{u=e;e=d;d=u}}}d=e+4|0;if(d>>>0>i>>>0)d=e;else{t=WPb(h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0,0,-2048144761,-1640531535)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,23)|0;c=I;b=ZPb(t|0,b|0,41)|0;c=WPb(u|b|0,c|I|0,668265295,-1028477379)|0;c=QPb(c|0,I|0,-1640531463,374761393)|0;b=I}if(d>>>0>=i>>>0){u=c;t=b;s=ZPb(u|0,t|0,33)|0;r=I;u=s^u;t=r^t;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}do{t=WPb(h[d>>0]|0|0,0,374761413,668265263)|0;t=t^c;b=I^b;u=_Pb(t|0,b|0,11)|0;c=I;b=ZPb(t|0,b|0,53)|0;c=WPb(u|b|0,c|I|0,-2048144761,-1640531535)|0;b=I;d=d+1|0}while((d|0)!=(i|0));u=ZPb(c|0,b|0,33)|0;t=I;u=u^c;t=t^b;t=WPb(u|0,t|0,668265295,-1028477379)|0;u=I;r=ZPb(t|0,u|0,29)|0;s=I;t=r^t;u=s^u;u=WPb(t|0,u|0,-1640531463,374761393)|0;t=I;u=t^u;I=t;return u|0}function ctb(a){a=a|0;return a>>>0>4294967278|0}function dtb(a,b,c,e,g){a=a|0;b=b|0;c=c|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;i=e+g|0;if(g>>>0<4){e=-10;return e|0}j=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;k=j&15;g=k+5|0;if(g>>>0>15){e=-13;return e|0}f[c>>2]=g;g=32<<k;c=g|1;a:do if(g>>>0>1){t=i+-7|0;u=i+-4|0;v=u;s=i+-5|0;n=0;r=0;l=4;o=j>>>4;i=g;q=k+6|0;g=e;b:while(1){do if(!n){j=r;p=g;n=l;g=o}else{c:do if((o&65535|0)==65535){k=r;j=o;while(1){k=k+24|0;if(g>>>0>=s>>>0)break;g=g+2|0;j=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>l;if((j&65535|0)!=65535)break c}j=j>>>16;l=l+16|0;p=(j|0)==65535;k=p?k+24|0:k;l=p?l+16|0:l;j=p?0:j}else{k=r;j=o}while(0);m=j&3;if((m|0)==3){do{k=k+3|0;j=j>>>2;l=l+2|0;m=j&3}while((m|0)==3);o=j;j=m}else{o=j;j=m}j=k+j|0;l=l+2|0;if(j>>>0>(f[b>>2]|0)>>>0){g=-15;break b}if(j>>>0>r>>>0)dQb(a+(r<<1)|0,0,j-r<<1|0)|0;else j=r;k=g+(l>>3)|0;if(g>>>0>t>>>0&k>>>0>u>>>0){p=g;n=l;g=o>>>2;break}else{g=l&7;p=k;n=g;g=(h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24)>>>g;break}}while(0);l=(i<<1)+-1|0;k=g&i+-1;m=l-c<<16>>16;if(k>>>0<m>>>0)g=q+-1|0;else{g=g&l;k=g<<16>>16;k=(k|0)<(i|0)?g:k-m|0;g=q}l=g+n|0;n=(k&65535)+-1<<16>>16;r=n<<16>>16;c=c-((n<<16>>16<0?0-r|0:r)<<16>>16)|0;r=j+1|0;d[a+(j<<1)>>1]=n;n=n<<16>>16==0&1;if((c|0)<(i|0)){g=q;do{g=g+-1|0;i=i>>1}while((c|0)<(i|0));k=i;m=g}else{k=i;m=q}g=p+(l>>3)|0;if(p>>>0>t>>>0&g>>>0>u>>>0){g=u;i=l-(v-p<<3)|0}else i=l&7;if(!((c|0)>1?r>>>0<=(f[b>>2]|0)>>>0:0))break a;else{l=i;o=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>(i&31);i=k;q=m}}return g|0}else{j=-1;i=4;g=e}while(0);if((c|0)!=1|(i|0)>32){e=-11;return e|0}f[b>>2]=j;e=g+(i+7>>3)-e|0;return e|0}function etb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;m=b[i>>0]|0;l=m&255;do if(m<<24>>24<0){k=l+-127|0;l=(l+-126|0)>>>1;if(l>>>0>=j>>>0){e=-10;return e|0}if(k>>>0>=c>>>0){e=-11;return e|0}i=i+1|0;if(!k){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));c=0;i=0;break}else{c=0;do{n=i+(c>>>1)|0;b[a+c>>0]=(h[n>>0]|0)>>>4;b[a+(c|1)>>0]=b[n>>0]&15;c=c+2|0}while(c>>>0<k>>>0);m=l;n=9}}else{if(l>>>0>=j>>>0){e=-10;return e|0}k=itb(a,c+-1|0,i+1|0,l)|0;if(k>>>0<4294967279){m=l;n=9}else{e=k;return e|0}}while(0);a:do if((n|0)==9){c=d;i=c+68|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(i|0));if(!k){c=0;l=m;i=0}else{c=0;j=0;while(1){i=a+j|0;l=b[i>>0]|0;if((l&255)>15){k=-11;break}n=d+((l&255)<<2)|0;f[n>>2]=(f[n>>2]|0)+1;c=(1<<(h[i>>0]|0)>>1)+c|0;j=j+1|0;if(j>>>0>=k>>>0){l=m;i=k;break a}}return k|0}}while(0);k=31-(_(c|0)|0)+1|0;if(k>>>0>16){e=-11;return e|0}f[g>>2]=k;g=(1<<k)-c|0;n=31-(_(g|0)|0)|0;k=n+1|0;if((1<<n|0)!=(g|0)){e=-11;return e|0}b[a+i>>0]=k;a=d+(k<<2)|0;f[a>>2]=(f[a>>2]|0)+1;d=f[d+4>>2]|0;if(!(d>>>0>1&(d&1|0)==0)){e=-11;return e|0}f[e>>2]=i+1;e=l+1|0;return e|0}function ftb(a,c,e,f){a=a|0;c=c|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+512|0;q=t;r=a+4|0;o=e+1|0;s=1<<f;p=s+-1|0;if(e>>>0>255){s=-14;u=t;return s|0}if(f>>>0>12){s=-13;u=t;return s|0}k=f&65535;l=(o|0)==0;if(l){d[a>>1]=k;d[a+2>>1]=1}else{m=65536<<f+-1>>16;j=0;e=p;g=1;while(1){i=d[c+(j<<1)>>1]|0;if(i<<16>>16==-1){b[r+(e<<2)+2>>0]=j;n=e+-1|0;e=1}else{n=e;e=i;g=(m|0)>(i<<16>>16|0)?g:0}d[q+(j<<1)>>1]=e;j=j+1|0;if((j|0)==(o|0))break;else e=n}d[a>>1]=k;d[a+2>>1]=g;if(!l){l=(s>>>3)+3+(s>>>1)|0;k=0;e=0;do{g=d[c+(k<<1)>>1]|0;if(g<<16>>16>0){j=k&255;i=g<<16>>16;g=0;do{b[r+(e<<2)+2>>0]=j;do e=l+e&p;while(e>>>0>n>>>0);g=g+1|0}while((g|0)<(i|0))}k=k+1|0}while((k|0)!=(o|0));if(e|0){s=-1;u=t;return s|0}}}g=f+-31|0;e=0;do{p=r+(e<<2)|0;o=q+((h[p+2>>0]|0)<<1)|0;f=d[o>>1]|0;d[o>>1]=f+1<<16>>16;f=f&65535;o=g+(_(f|0)|0)|0;b[p+3>>0]=o;d[p>>1]=(f<<(o&255))-s;e=e+1|0}while(e>>>0<s>>>0);e=0;u=t;return e|0}function gtb(a,c){a=a|0;c=c|0;var e=0;e=a+4|0;d[a>>1]=0;d[a+2>>1]=0;d[e>>1]=0;b[e+2>>0]=c;b[e+3>>0]=0;return 0}function htb(a,c,e,f,g){a=a|0;c=c|0;e=e|0;f=f|0;g=g|0;var i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;t=(d[g+2>>1]|0)!=0;s=a+c|0;r=s+-3|0;if(!f){v=-10;return v|0}do if(f>>>0>3){l=f+-4|0;c=b[e+(f+-1)>>0]|0;if(!(c<<24>>24)){v=-1;return v|0}i=e+l|0;k=(_(c&255|0)|0)+-23|0;if(f>>>0<4294967279)c=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;else{v=f;return v|0}}else{c=h[e>>0]|0;switch(f|0){case 2:{v=6;break}case 3:{c=h[e+2>>0]<<16|c;v=6;break}default:{}}if((v|0)==6)c=(h[e+1>>0]<<8)+c|0;i=b[e+(f+-1)>>0]|0;if(!(i<<24>>24)){v=-1;return v|0}else{k=(4-f<<3)+-23+(_(i&255|0)|0)|0;l=0;break}}while(0);i=e+l|0;n=d[g>>1]|0;o=n&65535;n=31-n&31;p=c<<(k&31)>>>1>>>n;m=k+o|0;do if(m>>>0>32)f=c;else{if((l|0)>=4){l=l-(m>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m&7;break}k=m>>>3;i=(i+(0-k)|0)>>>0<e>>>0?l:k;k=l-i|0;if(!l){f=c;l=0}else{f=e+k|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;m=m-(i<<3)|0;l=k}}while(0);i=e+l|0;u=g+4|0;c=f<<(m&31)>>>1>>>n;k=m+o|0;a:do if(k>>>0>32){i=a;m=p}else{if((l|0)<4)if(!l)l=0;else{q=k>>>3;q=(i+(0-q)|0)>>>0<e>>>0?l:q;l=l-q|0;f=e+l|0;k=k-(q<<3)|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;if(k>>>0>32){i=a;m=p;break}}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}i=a;o=p;n=f;while(1){f=e+l|0;if((l|0)<4){if(!l){m=o;f=n;l=0;break a}q=k>>>3;m=(f+(0-q)|0)>>>0<e>>>0;q=m?l:q;m=m&1;f=q;k=k-(q<<3)|0}else{m=0;f=k>>>3;k=k&7}l=l-f|0;q=e+l|0;f=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;if(!(i>>>0<r>>>0&(m|0)==0)){m=o;break a}p=d[u+(o<<2)>>1]|0;n=b[u+(o<<2)+2>>0]|0;o=b[u+(o<<2)+3>>0]|0;m=o&255;g=f<<(k&31);if(t){w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>(0-k&31);n=(g>>>(0-o&31))+(p&65535)|0;k=w+(k&255)|0}else{w=k+m|0;b[i>>0]=n;k=b[u+(c<<2)+3>>0]|0;m=f<<(w&31)>>>1>>>(31-k&31);n=(g>>>1>>>(31-o&31))+(p&65535)|0;k=w+(k&255)|0}p=m+(j[u+(c<<2)>>1]|0)|0;b[i+1>>0]=b[u+(c<<2)+2>>0]|0;if(k>>>0>32)break;if((l|0)<4){if(!l){l=0;break}c=k>>>3;w=(q+(0-c)|0)>>>0<e>>>0;q=w?l:c;l=l-q|0;c=e+l|0;k=k-(q<<3)|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if(w){f=c;break}else f=c}else{l=l-(k>>>3)|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;k=k&7}g=d[u+(n<<2)>>1]|0;m=b[u+(n<<2)+2>>0]|0;n=b[u+(n<<2)+3>>0]|0;c=n&255;o=f<<(k&31);if(t){w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>(0-k&31);m=(o>>>(0-n&31))+(g&65535)|0;k=w+(k&255)|0}else{w=k+c|0;b[i+2>>0]=m;k=b[u+(p<<2)+3>>0]|0;c=f<<(w&31)>>>1>>>(31-k&31);m=(o>>>1>>>(31-n&31))+(g&65535)|0;k=w+(k&255)|0}c=c+(j[u+(p<<2)>>1]|0)|0;b[i+3>>0]=b[u+(p<<2)+2>>0]|0;i=i+4|0;if(k>>>0>32)break a;else{o=m;n=f}}i=i+2|0;c=p;m=n}while(0);r=s+-2|0;if(i>>>0>r>>>0){w=-9;return w|0}q=t?0:31;p=(t^1)&1;g=i;o=m;while(1){n=e+l|0;i=b[u+(o<<2)+3>>0]|0;m=k+(i&255)|0;w=o;o=(f<<(k&31)>>>p>>>(q-i&31))+(j[u+(o<<2)>>1]|0)|0;i=g+1|0;b[g>>0]=b[u+(w<<2)+2>>0]|0;if(m>>>0>32){k=2;v=55;break}if((l|0)<4)if(!l)n=0;else{v=m>>>3;v=(n+(0-v)|0)>>>0<e>>>0?l:v;k=v;m=m-(v<<3)|0;v=46}else{k=m>>>3;m=m&7;v=46}if((v|0)==46){v=0;n=l-k|0;f=e+n|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}l=e+n|0;if(i>>>0>r>>>0){c=-9;v=56;break}t=b[u+(c<<2)+3>>0]|0;k=m+(t&255)|0;w=c;c=(f<<(m&31)>>>p>>>(q-t&31))+(j[u+(c<<2)>>1]|0)|0;m=g+2|0;b[i>>0]=b[u+(w<<2)+2>>0]|0;if(k>>>0>32){i=m;k=3;c=o;v=55;break}if((n|0)<4)if(!n)l=0;else{v=k>>>3;v=(l+(0-v)|0)>>>0<e>>>0?n:v;i=v;k=k-(v<<3)|0;v=51}else{i=k>>>3;k=k&7;v=51}if((v|0)==51){v=0;l=n-i|0;f=e+l|0;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24}if(m>>>0>r>>>0){c=-9;v=56;break}else g=m}if((v|0)==55){b[i>>0]=b[u+(c<<2)+2>>0]|0;w=g+k-a|0;return w|0}else if((v|0)==56)return c|0;return 0}function itb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16912|0;h=l+16400|0;k=l+8|0;i=l+4|0;j=l;f[j>>2]=255;if(d>>>0<2)e=-10;else{e=dtb(h,j,i,c,d)|0;if(e>>>0<4294967279){c=c+e|0;g=d-e|0;if(e>>>0<d>>>0){e=ftb(k,h,f[j>>2]|0,f[i>>2]|0)|0;if(e>>>0<4294967279)e=htb(a,b,c,g,k)|0}else e=-10}}u=l;return e|0}function jtb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+336|0;m=p+80|0;n=p+8|0;g=p+4|0;i=p;f[g>>2]=0;f[i>>2]=0;o=a+4|0;c=etb(m,256,n,i,g,c,d)|0;if(ctb(c)|0){o=c;u=p;return o|0}e=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=f[g>>2]|0;if(d>>>0>((e&255)+1|0)>>>0){o=-13;u=p;return o|0}l=e&-16776961|d<<16&16711680;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;l=d+1|0;if(l>>>0>1){d=1;e=0;do{k=n+(d<<2)|0;j=e;e=(f[k>>2]<<d+-1)+e|0;f[k>>2]=j;d=d+1|0}while(d>>>0<l>>>0)}g=f[i>>2]|0;if(!g){o=c;u=p;return o|0}else e=0;do{k=h[m+e>>0]|0;a=e&255;i=l-k&255;j=n+(k<<2)|0;d=f[j>>2]|0;k=d+(1<<k>>1)|0;if(d>>>0<k>>>0)do{b[o+(d<<1)>>0]=a;b[o+(d<<1)+1>>0]=i;d=d+1|0}while(d>>>0<k>>>0);f[j>>2]=k;e=e+1|0}while(e>>>0<g>>>0);u=p;return c|0}function ktb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=c+4|0;i=f[p>>2]|0;a:do if(i>>>0<=32){n=c+8|0;o=c+12|0;l=d+-4|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break a;q=i>>>3;r=(j+(0-q)|0)>>>0<k>>>0;q=r?j-k|0:q;j=j+(0-q)|0;f[n>>2]=j;k=r&1;i=i-(q<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>l>>>0|(k|0)!=0)break a;j=j<<(i&31)>>>m;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);b[a>>0]=r;r=f[p>>2]|0;j=f[c>>2]<<(r&31)>>>m;i=b[e+(j<<1)>>0]|0;f[p>>2]=r+(h[e+(j<<1)+1>>0]|0);j=a+2|0;b[a+1>>0]=i;i=f[p>>2]|0;if(i>>>0>32){a=j;break}else a=j}}while(0);l=c+8|0;m=c+12|0;n=0-g&31;b:do if(i>>>0>32)j=a;else while(1){j=f[l>>2]|0;k=f[m>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0)){j=a;break b}r=i>>>3;q=(j+(0-r)|0)>>>0<k>>>0;r=q?j-k|0:r;j=j+(0-r)|0;f[l>>2]=j;k=q&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[l>>2]=j;k=0;i=i&7}f[p>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<d>>>0&(k|0)==0)){j=a;break b}j=j<<(i&31)>>>n;r=b[e+(j<<1)>>0]|0;f[p>>2]=i+(h[e+(j<<1)+1>>0]|0);j=a+1|0;b[a>>0]=r;i=f[p>>2]|0;if(i>>>0>32)break;else a=j}while(0);if(j>>>0>=d>>>0)return;a=0-g&31;q=f[c>>2]<<(i&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=i+(h[e+(q<<1)+1>>0]|0);i=j+1|0;b[j>>0]=r;if((i|0)==(d|0))return;do{g=f[p>>2]|0;q=f[c>>2]<<(g&31)>>>a;r=b[e+(q<<1)>>0]|0;f[p>>2]=g+(h[e+(q<<1)+1>>0]|0);b[i>>0]=r;i=i+1|0}while((i|0)!=(d|0));return}function ltb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;i=jtb(a,e,g)|0;if(ctb(i)|0){m=i;u=n;return m|0}if(i>>>0>=g>>>0){m=-10;u=n;return m|0}j=e+i|0;i=g-i|0;l=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;do if(!i){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;i=-10}else{f[m+12>>2]=j;if(i>>>0>3){e=e+g+-4|0;f[m+8>>2]=e;f[m>>2]=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[g>>2]=k;break}}f[m+8>>2]=j;e=h[j>>0]|0;f[m>>2]=e;switch(i|0){case 2:{k=11;break}case 3:{e=(h[j+2>>0]|0)<<16|e;f[m>>2]=e;k=11;break}default:{}}if((k|0)==11)f[m>>2]=((h[j+1>>0]|0)<<8)+e;e=b[j+(i+-1)>>0]|0;g=m+4|0;if(!(e<<24>>24)){f[g>>2]=0;i=-1;break}else{k=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[g>>2]=k;break}}while(0);if(!(ctb(i)|0)){ktb(c,m,c+d|0,a+4|0,l>>>16&255);i=((f[m+4>>2]|0)!=32?1:(f[m+8>>2]|0)!=(f[m+12>>2]|0))?-11:d}m=i;u=n;return m|0}function mtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;y=0;D=u;u=u+1056|0;if(e>>>0<10){g=-11;u=D;return g|0}l=h[d>>0]|h[d+1>>0]<<8;o=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;v=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;i=e+-6-(l&65535)-(o&65535)-(v&65535)|0;m=(d+6|0)+(l&65535)|0;q=m+(o&65535)|0;x=q+(v&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;j=1;if(j){j=0;if(i>>>0>e>>>0)z=-11;else j=1}if(j)if(1){do if(!(l<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((l&65535)>3){f[(D+48|0)+8>>2]=m+-4|0;f[(D+48|0)>>2]=h[(m+-4|0)>>0]|h[(m+-4|0)+1>>0]<<8|h[(m+-4|0)+2>>0]<<16|h[(m+-4|0)+3>>0]<<24;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(l<<16>>16){case 2:{k=e;y=11;break}case 3:{k=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=k;y=11;break}default:{}}if((y|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+k;e=b[(d+6|0)+((l&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(l&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=l&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(o<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;k=-10}else{f[(D+32|0)+12>>2]=m;if((o&65535)>3){f[(D+32|0)+8>>2]=q+-4|0;f[(D+32|0)>>2]=h[(q+-4|0)>>0]|h[(q+-4|0)+1>>0]<<8|h[(q+-4|0)+2>>0]<<16|h[(q+-4|0)+3>>0]<<24;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}f[(D+32|0)+8>>2]=m;e=h[m>>0]|0;f[(D+32|0)>>2]=e;switch(o<<16>>16){case 2:{n=e;y=24;break}case 3:{n=(h[m+2>>0]|0)<<16|e;f[(D+32|0)>>2]=n;y=24;break}default:{}}if((y|0)==24)f[(D+32|0)>>2]=((h[m+1>>0]|0)<<8)+n;e=b[m+((o&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;k=-1;break}else{k=(4-(o&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=k;k=o&65535;break}}while(0);l=1;if(l){l=0;if(!(ctb(k)|0)){do if(!(v<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=q;if((v&65535)>3){f[(D+16|0)+8>>2]=x+-4|0;f[(D+16|0)>>2]=h[(x+-4|0)>>0]|h[(x+-4|0)+1>>0]<<8|h[(x+-4|0)+2>>0]<<16|h[(x+-4|0)+3>>0]<<24;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}f[(D+16|0)+8>>2]=q;e=h[q>>0]|0;f[(D+16|0)>>2]=e;switch(v<<16>>16){case 2:{p=e;y=37;break}case 3:{p=(h[q+2>>0]|0)<<16|e;f[(D+16|0)>>2]=p;y=37;break}default:{}}if((y|0)==37)f[(D+16|0)>>2]=((h[q+1>>0]|0)<<8)+p;e=b[q+((v&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(v&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=v&65535;break}}while(0);d=1;if(d){d=0;if(!(ctb(j)|0)){do if(!i){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;i=-10}else{f[D+12>>2]=x;if(i>>>0>3){f[D+8>>2]=x+i+-4|0;f[D>>2]=h[(x+i+-4|0)>>0]|h[(x+i+-4|0)+1>>0]<<8|h[(x+i+-4|0)+2>>0]<<16|h[(x+i+-4|0)+3>>0]<<24;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=y;break}}f[D+8>>2]=x;e=h[x>>0]|0;f[D>>2]=e;switch(i|0){case 2:{w=e;y=50;break}case 3:{w=(h[x+2>>0]|0)<<16|e;f[D>>2]=w;y=50;break}default:{}}if((y|0)==50)f[D>>2]=((h[x+1>>0]|0)<<8)+w;e=b[x+(i+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;i=-1;break}else{y=(4-i<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=y;break}}while(0);e=1;if(e){e=0;if(!(ctb(i)|0)){f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+272>>2]=z;f[D+352>>2]=A;f[D+616>>2]=B;f[D+624>>2]=C;f[D+832>>2]=s;f[D+992>>2]=0;f[D+996>>2]=0;Qtb(D);z=f[D+272>>2]|0}else e=1}if(e)if(1)z=i}else d=1}if(d)if(1)z=j}else l=1}if(l)if(1)z=k}else t=1}if(t)if(1)z=r}g=z;u=D;return g|0}function ntb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;J=u;u=u+2144|0;E=J+1304|0;F=J+1236|0;l=J+1888|0;G=J+1376|0;o=J+1168|0;H=J+1096|0;I=J+8|0;g=J+4|0;i=J;k=o;m=k+68|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));k=H;m=k+72|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(m|0));j=H+4|0;B=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;C=B&255;D=a+4|0;if((B&255)>16){I=-13;u=J;return I|0}A=etb(l,256,o,i,g,c,e)|0;if(ctb(A)|0){I=A;u=J;return I|0}m=f[g>>2]|0;if(m>>>0>C>>>0){I=-13;u=J;return I|0}else p=m;while(1)if(!(f[o+(p<<2)>>2]|0))p=p+-1|0;else break;n=p+1|0;k=n>>>0>1;if(k){c=1;e=0;while(1){g=(f[o+(c<<2)>>2]|0)+e|0;f[j+(c<<2)>>2]=e;c=c+1|0;if((c|0)==(n|0)){z=g;break}else e=g}}else z=0;f[j>>2]=z;e=f[i>>2]|0;if(e|0){c=0;do{x=b[l+c>>0]|0;w=j+((x&255)<<2)|0;y=f[w>>2]|0;f[w>>2]=y+1;b[G+(y<<1)>>0]=c;b[G+(y<<1)+1>>0]=x;c=c+1|0}while(c>>>0<e>>>0)}f[j>>2]=0;if(k){g=C+-1-m|0;c=1;e=0;do{y=e;e=(f[o+(c<<2)>>2]<<g+c)+e|0;f[I+(c<<2)>>2]=y;c=c+1|0}while((c|0)!=(n|0))}c=1-p+m|0;g=C+1-c|0;if(!(c>>>0>=g>>>0|k^1))do{e=1;do{f[I+(c*68|0)+(e<<2)>>2]=(f[I+(e<<2)>>2]|0)>>>c;e=e+1|0}while((e|0)!=(n|0));c=c+1|0}while((c|0)!=(g|0));x=m+1|0;y=x-C|0;v=x-p|0;k=F;i=I;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(z|0){t=0;do{j=b[G+(t<<1)>>0]|0;w=h[G+(t<<1)+1>>0]|0;s=x-w|0;w=F+(w<<2)|0;e=f[w>>2]|0;n=C-s|0;o=1<<n;if(n>>>0<v>>>0){c=o+e|0;if(e>>>0<c>>>0){g=s<<16&16711680|j&255|16777216;do{s=D+(e<<2)|0;d[s>>1]=g;d[s+2>>1]=g>>>16;e=e+1|0}while((e|0)!=(c|0))}}else{c=s+y|0;g=(c|0)>1;c=g?c:1;r=f[H+(c<<2)>>2]|0;p=D+(e<<2)|0;q=G+(r<<1)|0;r=z-r|0;k=E;i=I+(s*68|0)|0;m=k+68|0;do{f[k>>2]=f[i>>2];k=k+4|0;i=i+4|0}while((k|0)<(m|0));if(g){i=f[E+(c<<2)>>2]|0;if(i|0){g=s<<16&16711680|j&255|16777216;c=0;do{m=p+(c<<2)|0;d[m>>1]=g;d[m+2>>1]=g>>>16;c=c+1|0}while((c|0)!=(i|0))}}if(r|0){l=j&255;g=0;do{j=h[q+(g<<1)+1>>0]|0;i=x-j|0;j=E+(j<<2)|0;c=f[j>>2]|0;k=(1<<n-i)+c|0;i=(h[q+(g<<1)>>0]|0)<<8|l|i+s<<16&16711680|33554432;do{m=p+(c<<2)|0;c=c+1|0;d[m>>1]=i;d[m+2>>1]=i>>>16}while(c>>>0<k>>>0);f[j>>2]=k;g=g+1|0}while((g|0)!=(r|0))}c=o+e|0}f[w>>2]=c;t=t+1|0}while((t|0)!=(z|0))}I=B&-16776961|C<<16|256;b[a>>0]=I;b[a+1>>0]=I>>8;b[a+2>>0]=I>>16;b[a+3>>0]=I>>24;I=A;u=J;return I|0}function otb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=c+4|0;i=f[q>>2]|0;a:do if(i>>>0>32)p=10;else{n=c+8|0;o=c+12|0;l=d+-7|0;m=0-g&31;while(1){j=f[n>>2]|0;k=f[o>>2]|0;if(j>>>0<(k+4|0)>>>0){if((j|0)==(k|0))break;r=i>>>3;s=(j+(0-r)|0)>>>0<k>>>0;r=s?j-k|0:r;j=j+(0-r)|0;f[n>>2]=j;k=s&1;i=i-(r<<3)|0}else{j=j+(0-(i>>>3))|0;f[n>>2]=j;k=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(!(a>>>0<l>>>0&(k|0)==0)){p=9;break}s=j<<(i&31)>>>m;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;s=a+(h[e+(s<<2)+3>>0]|0)|0;a=f[c>>2]<<(i&31)>>>m;i=e+(a<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=i;a=s+(h[e+(a<<2)+3>>0]|0)|0;if(i>>>0>32){p=10;break a}}if((p|0)==9)if(i>>>0>32){p=10;break}m=c+8|0;n=c+12|0;k=d+-2|0;o=0-g&31;do{j=f[m>>2]|0;l=f[n>>2]|0;if(j>>>0<(l+4|0)>>>0){if((j|0)==(l|0))break a;s=i>>>3;r=(j+(0-s)|0)>>>0<l>>>0;s=r?j-l|0:s;j=j+(0-s)|0;f[m>>2]=j;l=r&1;i=i-(s<<3)|0}else{j=j+(0-(i>>>3))|0;f[m>>2]=j;l=0;i=i&7}f[q>>2]=i;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[c>>2]=j;if(a>>>0>k>>>0|(l|0)!=0)break a;s=j<<(i&31)>>>o;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(i>>>0<=32)}while(0);if((p|0)==10)k=d+-2|0;if(a>>>0>k>>>0)j=a;else{j=0-g&31;do{s=f[c>>2]<<(i&31)>>>j;i=e+(s<<2)|0;i=h[i>>0]|h[i+1>>0]<<8;b[a>>0]=i;b[a+1>>0]=i>>8;i=(f[q>>2]|0)+(h[e+(s<<2)+2>>0]|0)|0;f[q>>2]=i;a=a+(h[e+(s<<2)+3>>0]|0)|0}while(a>>>0<=k>>>0);j=a}if(j>>>0>=d>>>0)return;a=f[c>>2]<<(i&31)>>>(0-g&31);b[j>>0]=b[e+(a<<2)>>0]|0;if((b[e+(a<<2)+3>>0]|0)==1){f[q>>2]=(f[q>>2]|0)+(h[e+(a<<2)+2>>0]|0);return}i=f[q>>2]|0;if(i>>>0>=32)return;s=i+(h[e+(a<<2)+2>>0]|0)|0;f[q>>2]=s>>>0<32?s:32;return}function ptb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;x=0;D=u;u=u+1088|0;if(e>>>0<10){g=-11;u=D;return g|0}k=h[d>>0]|h[d+1>>0]<<8;n=h[(d+2|0)>>0]|h[(d+2|0)+1>>0]<<8;q=h[(d+4|0)>>0]|h[(d+4|0)+1>>0]<<8;y=e+-6-(k&65535)-(n&65535)-(q&65535)|0;l=(d+6|0)+(k&65535)|0;p=l+(n&65535)|0;w=p+(q&65535)|0;B=a+((c+3|0)>>>2)|0;C=B+((c+3|0)>>>2)|0;A=(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16;i=1;if(i){i=0;if(y>>>0>e>>>0)z=-11;else i=1}if(i)if(1){do if(!(k<<16>>16)){f[(D+48|0)>>2]=0;f[(D+48|0)+4>>2]=0;f[(D+48|0)+8>>2]=0;f[(D+48|0)+12>>2]=0;r=-10;s=0}else{f[(D+48|0)+12>>2]=d+6|0;if((k&65535)>3){f[(D+48|0)+8>>2]=l+-4|0;f[(D+48|0)>>2]=h[(l+-4|0)>>0]|h[(l+-4|0)+1>>0]<<8|h[(l+-4|0)+2>>0]<<16|h[(l+-4|0)+3>>0]<<24;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(_(e&255|0)|0)+-23|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}f[(D+48|0)+8>>2]=d+6|0;e=h[(d+6|0)>>0]|0;f[(D+48|0)>>2]=e;switch(k<<16>>16){case 2:{j=e;x=11;break}case 3:{j=(h[d+8>>0]|0)<<16|e;f[(D+48|0)>>2]=j;x=11;break}default:{}}if((x|0)==11)f[(D+48|0)>>2]=((h[d+7>>0]|0)<<8)+j;e=b[(d+6|0)+((k&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+48|0)+4|0)>>2]=0;r=-1;s=0;break}else{s=(4-(k&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+48|0)+4|0)>>2]=s;r=k&65535;break}}while(0);t=1;if(t){t=0;if(!(ctb(r)|0)){do if(!(n<<16>>16)){f[(D+32|0)>>2]=0;f[(D+32|0)+4>>2]=0;f[(D+32|0)+8>>2]=0;f[(D+32|0)+12>>2]=0;l=-10}else{f[(D+32|0)+12>>2]=l;if((n&65535)>3){f[(D+32|0)+8>>2]=p+-4|0;f[(D+32|0)>>2]=h[(p+-4|0)>>0]|h[(p+-4|0)+1>>0]<<8|h[(p+-4|0)+2>>0]<<16|h[(p+-4|0)+3>>0]<<24;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(_(e&255|0)|0)+-23|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}f[(D+32|0)+8>>2]=l;e=h[l>>0]|0;f[(D+32|0)>>2]=e;switch(n<<16>>16){case 2:{m=e;x=24;break}case 3:{m=(h[l+2>>0]|0)<<16|e;f[(D+32|0)>>2]=m;x=24;break}default:{}}if((x|0)==24)f[(D+32|0)>>2]=((h[l+1>>0]|0)<<8)+m;e=b[l+((n&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+32|0)+4|0)>>2]=0;l=-1;break}else{l=(4-(n&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+32|0)+4|0)>>2]=l;l=n&65535;break}}while(0);m=1;if(m){m=0;if(!(ctb(l)|0)){do if(!(q<<16>>16)){f[(D+16|0)>>2]=0;f[(D+16|0)+4>>2]=0;f[(D+16|0)+8>>2]=0;f[(D+16|0)+12>>2]=0;j=-10}else{f[(D+16|0)+12>>2]=p;if((q&65535)>3){f[(D+16|0)+8>>2]=w+-4|0;f[(D+16|0)>>2]=h[(w+-4|0)>>0]|h[(w+-4|0)+1>>0]<<8|h[(w+-4|0)+2>>0]<<16|h[(w+-4|0)+3>>0]<<24;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(_(e&255|0)|0)+-23|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}f[(D+16|0)+8>>2]=p;e=h[p>>0]|0;f[(D+16|0)>>2]=e;switch(q<<16>>16){case 2:{o=e;x=37;break}case 3:{o=(h[p+2>>0]|0)<<16|e;f[(D+16|0)>>2]=o;x=37;break}default:{}}if((x|0)==37)f[(D+16|0)>>2]=((h[p+1>>0]|0)<<8)+o;e=b[p+((q&65535)+-1)>>0]|0;if(!(e<<24>>24)){f[((D+16|0)+4|0)>>2]=0;j=-1;break}else{j=(4-(q&65535)<<3)+-23+(_(e&255|0)|0)|0;f[((D+16|0)+4|0)>>2]=j;j=q&65535;break}}while(0);k=1;if(k){k=0;if(!(ctb(j)|0)){do if(!y){f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;f[D+12>>2]=0;e=-10;i=0}else{f[D+12>>2]=w;if(y>>>0>3){f[D+8>>2]=w+y+-4|0;f[D>>2]=h[(w+y+-4|0)>>0]|h[(w+y+-4|0)+1>>0]<<8|h[(w+y+-4|0)+2>>0]<<16|h[(w+y+-4|0)+3>>0]<<24;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(_(e&255|0)|0)+-23|0;f[(D+4|0)>>2]=i;e=y;break}}f[D+8>>2]=w;e=h[w>>0]|0;f[D>>2]=e;switch(y|0){case 2:{v=e;x=50;break}case 3:{v=(h[w+2>>0]|0)<<16|e;f[D>>2]=v;x=50;break}default:{}}if((x|0)==50)f[D>>2]=((h[w+1>>0]|0)<<8)+v;e=b[w+(y+-1)>>0]|0;if(!(e<<24>>24)){f[(D+4|0)>>2]=0;e=-1;i=0;break}else{i=(4-y<<3)+-23+(_(e&255|0)|0)|0;f[(D+4|0)>>2]=i;e=y;break}}while(0);d=1;if(d){d=0;if(!(ctb(e)|0)){q=(D+48|0)+4|0;v=(D+32|0)+4|0;w=(D+16|0)+4|0;E=a;n=B;o=C;p=C+((c+3|0)>>>2)|0;x=s;y=i;f[D+80>>2]=a;f[D+88>>2]=c;f[D+112>>2]=g;f[D+144>>2]=E;f[D+152>>2]=n;f[D+160>>2]=o;f[D+168>>2]=p;f[D+272>>2]=z;f[D+296>>2]=A;f[D+440>>2]=q;f[D+448>>2]=v;f[D+456>>2]=w;f[D+472>>2]=x;f[D+560>>2]=B;f[D+568>>2]=C;f[D+616>>2]=y;f[D+1024>>2]=0;f[D+1028>>2]=0;Rtb(D);z=f[D+272>>2]|0}else d=1}if(d)if(1)z=e}else k=1}if(k)if(1)z=j}else m=1}if(m)if(1)z=l}else t=1}if(t)if(1)z=r}E=z;u=D;return E|0}function qtb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;k=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if(!(k&65280)){do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(_(i&255|0)|0)+-23|0;f[d>>2]=j;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=25;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=25;break}default:{}}if((j|0)==25)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{j=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=j;break}}while(0);if(!(ctb(e)|0)){ktb(a,l,a+c|0,g+4|0,k>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}else{do if(!e){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;e=-10}else{f[l+12>>2]=d;if(e>>>0>3){i=d+e+-4|0;f[l+8>>2]=i;f[l>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(_(i&255|0)|0)+-23|0;f[d>>2]=k;break}}f[l+8>>2]=d;i=h[d>>0]|0;f[l>>2]=i;switch(e|0){case 2:{j=10;break}case 3:{i=(h[d+2>>0]|0)<<16|i;f[l>>2]=i;j=10;break}default:{}}if((j|0)==10)f[l>>2]=((h[d+1>>0]|0)<<8)+i;i=b[d+(e+-1)>>0]|0;d=l+4|0;if(!(i<<24>>24)){f[d>>2]=0;e=-1;break}else{k=(4-e<<3)+-23+(_(i&255|0)|0)|0;f[d>>2]=k;break}}while(0);if(!(ctb(e)|0)){otb(a,l,a+c|0,g+4|0,(h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24)>>>16&255);e=((f[l+4>>2]|0)!=32?1:(f[l+8>>2]|0)!=(f[l+12>>2]|0))?-11:c}l=e;u=m;return l|0}return 0}function rtb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!(((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24)>>>8&255)<<24>>24)){e=mtb(a,b,c,d,e)|0;return e|0}else{e=ptb(a,b,c,d,e)|0;return e|0}return 0}function stb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=f[a+352>>2]|0;z=f[a+392>>2]|0;c=f[a+1600>>2]|0;k=f[a+3408>>2]|0;l=f[a+3424>>2]|0;m=f[a+3432>>2]|0;A=f[a+3448>>2]|0;B=f[a+3456>>2]|0;a:{if(B){B=0;if((A|0)==15){Bsb(z,z+208|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==16){Csb(z,z+208|0,z+416|0,c)|0;u=a;f[a+3488>>2]=5;break a}else if((A|0)==17){Dsb(z,z+208|0,z+416|0,z+624|0,c)|0;u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==19){d=z+416|0;Bsb(z,z+208|0,d)|0;c=z+624|0;if((c|0)==(y|0)){u=a;f[a+3488>>2]=5;break a}v=(a+24|0)+36|0;w=(a+24|0)+48|0;x=(a+24|0)+64|0;o=(a+24|0)+100|0;q=(a+24|0)+120|0;r=(a+24|0)+144|0;s=(a+24|0)+168|0;t=(a+24|0)+184|0;n=c;while(1){c=~~+p[n+184>>3]>>>0;h=~~+p[d+184>>3]>>>0;if(c>>>0<h>>>0)A=26;else if(c>>>0<=h>>>0){e=+p[n+192>>3];g=+p[d+192>>3];if(e<g)A=26;else if(!(e>g))if(gub(n,d)|0)A=26}if((A|0)==26){A=0;k=a+24|0;l=n;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));m=n+36|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];f[v>>2]=f[m>>2];f[((a+24|0)+40|0)>>2]=f[n+40>>2];f[((a+24|0)+44|0)>>2]=f[n+44>>2];m=n+48|0;f[w>>2]=f[m>>2];f[w+4>>2]=f[m+4>>2];f[w+8>>2]=f[m+8>>2];f[w>>2]=f[m>>2];f[((a+24|0)+52|0)>>2]=f[n+52>>2];f[((a+24|0)+56|0)>>2]=f[n+56>>2];m=n+64|0;f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];f[x+12>>2]=f[m+12>>2];f[x+16>>2]=f[m+16>>2];f[x+20>>2]=f[m+20>>2];p[x>>3]=+p[m>>3];p[((a+24|0)+72|0)>>3]=+p[n+72>>3];p[((a+24|0)+80|0)>>3]=+p[n+80>>3];m=n+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[m>>2];l=n+92|0;f[((a+24|0)+92|0)>>2]=f[l>>2];k=n+96|0;f[((a+24|0)+96|0)>>2]=f[k>>2];f[k>>2]=0;f[l>>2]=0;f[m>>2]=0;m=n+100|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];f[o+12>>2]=f[m+12>>2];f[o+16>>2]=f[m+16>>2];m=n+120|0;f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[q+12>>2]=f[m+12>>2];f[q+16>>2]=f[m+16>>2];f[q+20>>2]=f[m+20>>2];p[q>>3]=+p[m>>3];p[((a+24|0)+128|0)>>3]=+p[n+128>>3];p[((a+24|0)+136|0)>>3]=+p[n+136>>3];m=n+144|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];f[r+12>>2]=f[m+12>>2];f[r+16>>2]=f[m+16>>2];f[r+20>>2]=f[m+20>>2];p[r>>3]=+p[m>>3];p[((a+24|0)+152|0)>>3]=+p[n+152>>3];p[((a+24|0)+160|0)>>3]=+p[n+160>>3];m=n+168|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];p[s>>3]=+p[m>>3];p[((a+24|0)+176|0)>>3]=+p[n+176>>3];m=n+184|0;f[t>>2]=f[m>>2];f[t+4>>2]=f[m+4>>2];f[t+8>>2]=f[m+8>>2];f[t+12>>2]=f[m+12>>2];b[t+16>>0]=b[m+16>>0]|0;psb(n,d)|0;b:do if((d|0)==(z|0))i=z;else{h=d;while(1){i=h;h=h+-208|0;c=~~+p[((a+24|0)+184|0)>>3]>>>0;d=~~+p[i+-24>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0)break b;e=+p[((a+24|0)+192|0)>>3];g=+p[i+-16>>3];if(!(e<g)){if(e>g)break b;if(!(gub(a+24|0,h)|0))break b}}psb(i,h)|0;if((h|0)==(z|0)){i=z;break}}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[v>>2]|0;f[v>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[w>>2]|0;f[w>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;g=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+88|0;c=f[j>>2]|0;h=i+92|0;if(!c)c=i+96|0;else{d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[h>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;j=i+100|0;f[j>>2]=f[o>>2];f[j+4>>2]=f[o+4>>2];f[j+8>>2]=f[o+8>>2];f[j+12>>2]=f[o+12>>2];f[j+16>>2]=f[o+16>>2];g=+p[((a+24|0)+120|0)>>3];j=i+120|0;p[((a+24|0)+120|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+128|0)>>3];j=i+128|0;p[((a+24|0)+128|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+136|0)>>3];j=i+136|0;p[((a+24|0)+136|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+144|0)>>3];j=i+144|0;p[((a+24|0)+144|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+152|0)>>3];j=i+152|0;p[((a+24|0)+152|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+160|0)>>3];j=i+160|0;p[((a+24|0)+160|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+168|0)>>3];j=i+168|0;p[((a+24|0)+168|0)>>3]=+p[j>>3];p[j>>3]=g;g=+p[((a+24|0)+176|0)>>3];j=i+176|0;p[((a+24|0)+176|0)>>3]=+p[j>>3];p[j>>3]=g;j=i+184|0;f[j>>2]=f[t>>2];f[j+4>>2]=f[t+4>>2];f[j+8>>2]=f[t+8>>2];f[j+12>>2]=f[t+12>>2];b[j+16>>0]=b[t+16>>0]|0}c=n+208|0;if((c|0)==(y|0))break;else{d=n;n=c}}u=a;f[a+3488>>2]=5;break a}else B=1}if(B){B=0;if((A|0)==144)if(1){u=a;f[a+3488>>2]=5;break a}else B=1}}f[a+3408>>2]=k;f[a+3424>>2]=l;f[a+3432>>2]=m;f[a+3448>>2]=A;f[a+3456>>2]=B}function ttb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0;J=f[a+288>>2]|0;y=f[a+312>>2]|0;z=f[a+336>>2]|0;K=f[a+352>>2]|0;L=f[a+392>>2]|0;H=f[a+440>>2]|0;I=f[a+464>>2]|0;D=f[a+536>>2]|0;M=f[a+1152>>2]|0;N=f[a+1424>>2]|0;B=f[a+1488>>2]|0;A=f[a+2280>>2]|0;O=f[a+3304>>2]|0;P=f[a+3408>>2]|0;R=f[a+3424>>2]|0;S=f[a+3432>>2]|0;Q=f[a+3448>>2]|0;a:{if((Q|0)==96){Q=0;P=a+24|0;R=L;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[L+36>>2]|0;d=f[L+40>>2]|0;i=f[L+44>>2]|0;j=f[L+48>>2]|0;k=f[L+52>>2]|0;l=f[L+56>>2]|0;e=+p[L+64>>3];g=+p[L+72>>3];h=+p[L+80>>3];P=L+88|0;m=f[P>>2]|0;R=L+92|0;n=f[R>>2]|0;S=L+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=L+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[L+120>>3];r=+p[L+128>>3];s=+p[L+136>>3];t=+p[L+144>>3];u=+p[L+152>>3];v=+p[L+160>>3];w=+p[L+168>>3];x=+p[L+176>>3];P=L+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(L,A)|0;P=A;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[y+-172>>2]=c;f[y+-168>>2]=d;f[y+-164>>2]=i;f[y+-160>>2]=j;f[y+-156>>2]=k;f[y+-152>>2]=l;p[y+-144>>3]=e;p[y+-136>>3]=g;p[y+-128>>3]=h;j=y+-120|0;c=f[j>>2]|0;i=y+-116|0;if(!c)c=y+-112|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=y+-112|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;H=y+-108|0;f[H>>2]=f[(a+232|0)>>2];f[H+4>>2]=f[(a+232|0)+4>>2];f[H+8>>2]=f[(a+232|0)+8>>2];f[H+12>>2]=f[(a+232|0)+12>>2];f[H+16>>2]=f[(a+232|0)+16>>2];p[y+-88>>3]=q;p[y+-80>>3]=r;p[y+-72>>3]=s;p[y+-64>>3]=t;p[y+-56>>3]=u;p[y+-48>>3]=v;p[y+-40>>3]=w;p[y+-32>>3]=x;H=y+-24|0;f[H>>2]=f[a>>2];f[H+4>>2]=f[a+4>>2];f[H+8>>2]=f[a+8>>2];f[H+12>>2]=f[a+12>>2];b[H+16>>0]=b[a+16>>0]|0;H=A;I=z+1|0}c=L+208|0;b:{d=1;if(d)if(c>>>0<H>>>0){j=H;C=I;while(1){l=B+184|0;m=B+192|0;while(1){d=~~+p[c+184>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){F=h;break}e=+p[c+192>>3];g=+p[m>>3];if(!(e<g)){if(e>g){F=h;break}if(!(gub(c,B)|0)){Q=110;break}}}c=c+208|0}if((Q|0)==110){Q=0;F=+p[l>>3]}k=j+-208|0;d=~~+p[j+-24>>3]>>>0;i=~~F>>>0;c:do if(d>>>0<i>>>0){A=j;j=k}else{h=F;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){A=j;j=k;break c}if(e>g)e=h;else{if(gub(k,B)|0){A=j;j=k;break c}e=+p[l>>3]}}j=k+-208|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){A=k;break}else{E=k;k=j;h=e;j=E}}}while(0);if(c>>>0>j>>>0){E=B;D=c;break b}P=a+24|0;R=c;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));d=f[c+36>>2]|0;i=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;e=+p[c+64>>3];g=+p[c+72>>3];h=+p[c+80>>3];P=c+88|0;o=f[P>>2]|0;R=c+92|0;y=f[R>>2]|0;S=c+96|0;z=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=c+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[c+120>>3];r=+p[c+128>>3];s=+p[c+136>>3];t=+p[c+144>>3];u=+p[c+152>>3];v=+p[c+160>>3];w=+p[c+168>>3];x=+p[c+176>>3];P=c+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(c,j)|0;P=j;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[A+-172>>2]=d;f[A+-168>>2]=i;f[A+-164>>2]=k;f[A+-160>>2]=l;f[A+-156>>2]=m;f[A+-152>>2]=n;p[A+-144>>3]=e;p[A+-136>>3]=g;p[A+-128>>3]=h;l=A+-120|0;d=f[l>>2]|0;k=A+-116|0;if(!d)d=A+-112|0;else{i=f[k>>2]|0;if((i|0)!=(d|0))f[k>>2]=i+(~(((i+-12-d|0)>>>0)/12|0)*12|0);sOb(d);d=A+-112|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=o;f[k>>2]=y;f[d>>2]=z;E=A+-108|0;f[E>>2]=f[(a+232|0)>>2];f[E+4>>2]=f[(a+232|0)+4>>2];f[E+8>>2]=f[(a+232|0)+8>>2];f[E+12>>2]=f[(a+232|0)+12>>2];f[E+16>>2]=f[(a+232|0)+16>>2];p[A+-88>>3]=q;p[A+-80>>3]=r;p[A+-72>>3]=s;p[A+-64>>3]=t;p[A+-56>>3]=u;p[A+-48>>3]=v;p[A+-40>>3]=w;p[A+-32>>3]=x;E=A+-24|0;f[E>>2]=f[a>>2];f[E+4>>2]=f[a+4>>2];f[E+8>>2]=f[a+8>>2];f[E+12>>2]=f[a+12>>2];b[E+16>>0]=b[a+16>>0]|0;B=(B|0)==(c|0)?j:B;c=c+208|0;C=C+1|0}}else d=1;if(d)if(1){E=B;C=I;D=c}}do{c=1;if(c){c=0;if((D|0)==(E|0))G=C;else c=1}if(c)if(1){c=~~+p[E+184>>3]>>>0;d=~~+p[D+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){G=C;break}e=+p[E+192>>3];g=+p[D+192>>3];if(!(e<g)){if(e>g){G=C;break}if(!(gub(E,D)|0)){G=C;break}}}P=a+24|0;R=D;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));c=f[D+36>>2]|0;d=f[D+40>>2]|0;i=f[D+44>>2]|0;j=f[D+48>>2]|0;k=f[D+52>>2]|0;l=f[D+56>>2]|0;e=+p[D+64>>3];g=+p[D+72>>3];h=+p[D+80>>3];P=D+88|0;m=f[P>>2]|0;R=D+92|0;n=f[R>>2]|0;S=D+96|0;o=f[S>>2]|0;f[S>>2]=0;f[R>>2]=0;f[P>>2]=0;P=D+100|0;f[(a+232|0)>>2]=f[P>>2];f[(a+232|0)+4>>2]=f[P+4>>2];f[(a+232|0)+8>>2]=f[P+8>>2];f[(a+232|0)+12>>2]=f[P+12>>2];f[(a+232|0)+16>>2]=f[P+16>>2];q=+p[D+120>>3];r=+p[D+128>>3];s=+p[D+136>>3];t=+p[D+144>>3];u=+p[D+152>>3];v=+p[D+160>>3];w=+p[D+168>>3];x=+p[D+176>>3];P=D+184|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];f[a+12>>2]=f[P+12>>2];b[a+16>>0]=b[P+16>>0]|0;psb(D,E)|0;P=E;R=a+24|0;S=P+36|0;do{f[P>>2]=f[R>>2];P=P+4|0;R=R+4|0}while((P|0)<(S|0));f[E+36>>2]=c;f[E+40>>2]=d;f[E+44>>2]=i;f[E+48>>2]=j;f[E+52>>2]=k;f[E+56>>2]=l;p[E+64>>3]=e;p[E+72>>3]=g;p[E+80>>3]=h;j=E+88|0;c=f[j>>2]|0;i=E+92|0;if(!c)c=E+96|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=E+96|0;f[c>>2]=0;f[i>>2]=0;f[j>>2]=0}f[j>>2]=m;f[i>>2]=n;f[c>>2]=o;G=E+100|0;f[G>>2]=f[(a+232|0)>>2];f[G+4>>2]=f[(a+232|0)+4>>2];f[G+8>>2]=f[(a+232|0)+8>>2];f[G+12>>2]=f[(a+232|0)+12>>2];f[G+16>>2]=f[(a+232|0)+16>>2];p[E+120>>3]=q;p[E+128>>3]=r;p[E+136>>3]=s;p[E+144>>3]=t;p[E+152>>3]=u;p[E+160>>3]=v;p[E+168>>3]=w;p[E+176>>3]=x;G=E+184|0;f[G>>2]=f[a>>2];f[G+4>>2]=f[a+4>>2];f[G+8>>2]=f[a+8>>2];f[G+12>>2]=f[a+12>>2];b[G+16>>0]=b[a+16>>0]|0;G=C+1|0}}while(0);if(!G){O=Esb(L,D)|0;c=D+208|0;if(Esb(c,K)|0){Q=143;f[a+3496>>2]=1;break a}if(O){J=c;f[a+3496>>2]=3;break a}}K=D;if(((K-N|0)/208|0|0)>=((M-K|0)/208|0|0)){Q=142;f[a+3496>>2]=1;break a}osb(L,D);J=D+208|0}f[a+288>>2]=J;f[a+440>>2]=H;f[a+464>>2]=I;f[a+536>>2]=D;f[a+3304>>2]=O;f[a+3408>>2]=P;f[a+3424>>2]=R;f[a+3432>>2]=S;f[a+3448>>2]=Q}function utb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;W=f[a+312>>2]|0;X=f[a+392>>2]|0;J=f[a+600>>2]|0;K=f[a+648>>2]|0;L=f[a+688>>2]|0;M=f[a+824>>2]|0;A=f[a+832>>2]|0;B=f[a+864>>2]|0;C=f[a+888>>2]|0;D=f[a+920>>2]|0;E=f[a+944>>2]|0;F=f[a+968>>2]|0;N=f[a+1016>>2]|0;O=f[a+1032>>2]|0;P=f[a+1064>>2]|0;Q=f[a+1096>>2]|0;g=f[a+1152>>2]|0;R=f[a+1160>>2]|0;S=f[a+1216>>2]|0;T=f[a+1280>>2]|0;U=f[a+1312>>2]|0;V=f[a+1360>>2]|0;h=f[a+1424>>2]|0;m=f[a+1488>>2]|0;Y=f[a+1496>>2]|0;n=f[a+1512>>2]|0;k=f[a+1600>>2]|0;j=f[a+2024>>2]|0;Z=f[a+2280>>2]|0;o=f[a+2496>>2]|0;q=f[a+2936>>2]|0;G=f[a+3288>>2]|0;H=f[a+3352>>2]|0;I=f[a+3376>>2]|0;_=f[a+3408>>2]|0;aa=f[a+3424>>2]|0;ba=f[a+3432>>2]|0;$=f[a+3448>>2]|0;a:{if((X|0)!=(j|0)){l=X+((((g-h|0)>>>0)/416|0)*208|0)+192|0;W=k;Z=j;while(1){g=~~+p[W+-24>>3]>>>0;h=~~+p[n>>3]>>>0;if(g>>>0<h>>>0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(g>>>0<=h>>>0){d=+p[W+-16>>3];e=+p[l>>3];if(d<e){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}if(!(d>e))if(gub(Z,m)|0){$=96;f[a+3504>>2]=2;f[a+3508>>2]=4;break a}}g=Z+-208|0;if((X|0)==(g|0))break;else{W=Z;Z=g}}}l=X+208|0;j=~~+p[Y>>3]>>>0;g=~~+p[o>>3]>>>0;do{h=1;if(h){h=0;if(j>>>0<g>>>0)c=l;else h=1}if(h)if(1){if(j>>>0<=g>>>0){e=+p[X+192>>3];d=+p[q>>3];if(e<d){c=l;break}if(!(e>d))if(gub(X,k)|0){c=l;break}}if((l|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}j=X+192|0;c=l;while(1){g=~~+p[Y>>3]>>>0;h=~~+p[c+184>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[j>>3];e=+p[c+192>>3];if(d<e)break;if(!(d>e))if(gub(X,c)|0)break}c=c+208|0;if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,k)|0;_=k;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[G>>2]=g;f[H>>2]=h;f[I>>2]=j;f[A>>2]=l;f[B>>2]=m;f[C>>2]=n;p[D>>3]=d;p[E>>3]=e;p[F>>3]=i;g=f[N>>2]|0;if(g|0){h=f[J>>2]|0;if((h|0)!=(g|0))f[J>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);f[K>>2]=0;f[J>>2]=0;f[N>>2]=0}f[N>>2]=o;f[J>>2]=q;f[K>>2]=r;f[L>>2]=f[(a+232|0)>>2];f[L+4>>2]=f[(a+232|0)+4>>2];f[L+8>>2]=f[(a+232|0)+8>>2];f[L+12>>2]=f[(a+232|0)+12>>2];f[L+16>>2]=f[(a+232|0)+16>>2];p[O>>3]=s;p[P>>3]=t;p[Q>>3]=u;p[R>>3]=v;p[S>>3]=w;p[T>>3]=x;p[U>>3]=y;p[V>>3]=z;f[M>>2]=f[a>>2];f[M+4>>2]=f[a+4>>2];f[M+8>>2]=f[a+8>>2];f[M+12>>2]=f[a+12>>2];b[M+16>>0]=b[a+16>>0]|0;c=c+208|0}}while(0);if((c|0)==(k|0)){$=144;f[a+3504>>2]=2;f[a+3508>>2]=7;break a}B=X+192|0;while(1){d=+p[Y>>3];g=~~+p[c+184>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=~~d>>>0;i=d;while(1){if(j>>>0>g>>>0)d=i;else{d=+p[B>>3];e=+p[c+192>>3];if(d<e)break b;if(d>e)d=i;else{if(gub(X,c)|0)break b;d=+p[Y>>3]}}h=c+208|0;j=~~d>>>0;g=~~+p[c+392>>3]>>>0;if(j>>>0<g>>>0){c=h;break}else{c=h;i=d}}}while(0);while(1){A=k+-208|0;g=~~+p[Y>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=A;continue}if(g>>>0>h>>>0)break;d=+p[B>>3];e=+p[k+-16>>3];if(d<e){k=A;continue}if(d>e)break;if(gub(X,A)|0)k=A;else break}if(c>>>0>=A>>>0){X=c;f[a+3504>>2]=4;f[a+3508>>2]=8;break a}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=f[c+36>>2]|0;h=f[c+40>>2]|0;j=f[c+44>>2]|0;l=f[c+48>>2]|0;m=f[c+52>>2]|0;n=f[c+56>>2]|0;d=+p[c+64>>3];e=+p[c+72>>3];i=+p[c+80>>3];_=c+88|0;o=f[_>>2]|0;aa=c+92|0;q=f[aa>>2]|0;ba=c+96|0;r=f[ba>>2]|0;f[ba>>2]=0;f[aa>>2]=0;f[_>>2]=0;_=c+100|0;f[(a+232|0)>>2]=f[_>>2];f[(a+232|0)+4>>2]=f[_+4>>2];f[(a+232|0)+8>>2]=f[_+8>>2];f[(a+232|0)+12>>2]=f[_+12>>2];f[(a+232|0)+16>>2]=f[_+16>>2];s=+p[c+120>>3];t=+p[c+128>>3];u=+p[c+136>>3];v=+p[c+144>>3];w=+p[c+152>>3];x=+p[c+160>>3];y=+p[c+168>>3];z=+p[c+176>>3];_=c+184|0;f[a>>2]=f[_>>2];f[a+4>>2]=f[_+4>>2];f[a+8>>2]=f[_+8>>2];f[a+12>>2]=f[_+12>>2];b[a+16>>0]=b[_+16>>0]|0;psb(c,A)|0;_=A;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));f[k+-172>>2]=g;f[k+-168>>2]=h;f[k+-164>>2]=j;f[k+-160>>2]=l;f[k+-156>>2]=m;f[k+-152>>2]=n;p[k+-144>>3]=d;p[k+-136>>3]=e;p[k+-128>>3]=i;l=k+-120|0;g=f[l>>2]|0;j=k+-116|0;if(!g)g=k+-112|0;else{h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0);sOb(g);g=k+-112|0;f[g>>2]=0;f[j>>2]=0;f[l>>2]=0}f[l>>2]=o;f[j>>2]=q;f[g>>2]=r;V=k+-108|0;f[V>>2]=f[(a+232|0)>>2];f[V+4>>2]=f[(a+232|0)+4>>2];f[V+8>>2]=f[(a+232|0)+8>>2];f[V+12>>2]=f[(a+232|0)+12>>2];f[V+16>>2]=f[(a+232|0)+16>>2];p[k+-88>>3]=s;p[k+-80>>3]=t;p[k+-72>>3]=u;p[k+-64>>3]=v;p[k+-56>>3]=w;p[k+-48>>3]=x;p[k+-40>>3]=y;p[k+-32>>3]=z;k=k+-24|0;f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];b[k+16>>0]=b[a+16>>0]|0;k=A;c=c+208|0}}f[a+312>>2]=W;f[a+392>>2]=X;f[a+2280>>2]=Z;f[a+3408>>2]=_;f[a+3424>>2]=aa;f[a+3432>>2]=ba;f[a+3448>>2]=$}function vtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0;F=f[a+224>>2]|0;u=f[a+248>>2]|0;v=f[a+272>>2]|0;G=f[a+288>>2]|0;H=f[a+320>>2]|0;D=f[a+384>>2]|0;E=f[a+408>>2]|0;z=f[a+480>>2]|0;I=f[a+1056>>2]|0;x=f[a+1072>>2]|0;J=f[a+1256>>2]|0;w=f[a+1608>>2]|0;K=f[a+2264>>2]|0;L=f[a+2504>>2]|0;N=f[a+2520>>2]|0;O=f[a+2528>>2]|0;M=f[a+2536>>2]|0;a:{if((M|0)==78){M=0;L=a+24|0;N=H;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=H+40|0;d=H+48|0;i=H+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=H+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=H+80|0;n=H+88|0;r=+p[l>>3];s=+p[n>>3];q=H+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=H;N=w;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=u+-80|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=u+-72|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=u+-64|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=u+-56|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=u+-40|0;P=+p[i>>3];p[i>>3]=+p[l>>3];p[l>>3]=P;d=u+-32|0;p[n>>3]=+p[d>>3];c=u+-24|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=w;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;D=w;E=v+1|0}c=H+120|0;b:{d=1;if(d)if(c>>>0<D>>>0){j=D;y=E;while(1){l=x+96|0;m=x+104|0;while(1){d=~~+p[c+96>>3]>>>0;h=+p[l>>3];if(d>>>0>=~~h>>>0>>>0){if(d>>>0>~~h>>>0>>>0){B=h;break}e=+p[c+104>>3];g=+p[m>>3];if(!(e<g)){if(e>g){B=h;break}if(!(hub(c,x)|0)){M=87;break}}}c=c+120|0}if((M|0)==87){M=0;B=+p[l>>3]}k=j+-120|0;d=~~+p[j+-24>>3]>>>0;i=~~B>>>0;c:do if(d>>>0<i>>>0){w=j;j=k}else{h=B;while(1){if(d>>>0>i>>>0)e=h;else{e=+p[j+-16>>3];g=+p[m>>3];if(e<g){w=j;j=k;break c}if(e>g)e=h;else{if(hub(k,x)|0){w=j;j=k;break c}e=+p[l>>3]}}j=k+-120|0;d=~~+p[k+-24>>3]>>>0;i=~~e>>>0;if(d>>>0<i>>>0){w=k;break}else{A=k;k=j;h=e;j=A}}}while(0);if(c>>>0>j>>>0){A=x;z=c;break b}L=a+24|0;N=c;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));d=c+40|0;i=c+48|0;k=c+56|0;e=+p[d>>3];g=+p[i>>3];h=+p[k>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];n=c+80|0;q=c+88|0;r=+p[n>>3];s=+p[q>>3];u=c+96|0;f[a>>2]=f[u>>2];f[a+4>>2]=f[u+4>>2];f[a+8>>2]=f[u+8>>2];f[a+12>>2]=f[u+12>>2];b[a+16>>0]=b[u+16>>0]|0;L=c;N=j;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));v=w+-80|0;P=+p[v>>3];p[v>>3]=e;p[d>>3]=P;t=w+-72|0;P=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=P;o=w+-64|0;P=+p[o>>3];p[o>>3]=+p[k>>3];p[k>>3]=P;m=w+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];k=w+-40|0;P=+p[k>>3];p[k>>3]=+p[n>>3];p[n>>3]=P;i=w+-32|0;p[q>>3]=+p[i>>3];d=w+-24|0;f[u>>2]=f[d>>2];f[u+4>>2]=f[d+4>>2];f[u+8>>2]=f[d+8>>2];f[u+12>>2]=f[d+12>>2];b[u+16>>0]=b[d+16>>0]|0;L=j;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[v>>3]=e;p[t>>3]=g;p[o>>3]=h;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[k>>3]=r;p[i>>3]=s;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];b[d+16>>0]=b[a+16>>0]|0;x=(x|0)==(c|0)?j:x;c=c+120|0;y=y+1|0}}else d=1;if(d)if(1){A=x;y=E;z=c}}do{c=1;if(c){c=0;if((z|0)==(A|0))C=y;else c=1}if(c)if(1){c=~~+p[A+96>>3]>>>0;d=~~+p[z+96>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){C=y;break}e=+p[A+104>>3];g=+p[z+104>>3];if(!(e<g)){if(e>g){C=y;break}if(!(hub(A,z)|0)){C=y;break}}}L=a+24|0;N=z;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));c=z+40|0;d=z+48|0;i=z+56|0;e=+p[c>>3];g=+p[d>>3];h=+p[i>>3];j=z+64|0;f[(a+64|0)>>2]=f[j>>2];f[(a+64|0)+4>>2]=f[j+4>>2];f[(a+64|0)+8>>2]=f[j+8>>2];f[(a+64|0)+12>>2]=f[j+12>>2];l=z+80|0;n=z+88|0;r=+p[l>>3];s=+p[n>>3];q=z+96|0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];b[a+16>>0]=b[q+16>>0]|0;L=z;N=A;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));t=A+40|0;P=+p[t>>3];p[t>>3]=e;p[c>>3]=P;o=A+48|0;P=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=P;m=A+56|0;P=+p[m>>3];p[m>>3]=+p[i>>3];p[i>>3]=P;k=A+64|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];i=A+80|0;p[l>>3]=+p[i>>3];d=A+88|0;p[n>>3]=+p[d>>3];c=A+96|0;f[q>>2]=f[c>>2];f[q+4>>2]=f[c+4>>2];f[q+8>>2]=f[c+8>>2];f[q+12>>2]=f[c+12>>2];b[q+16>>0]=b[c+16>>0]|0;L=A;N=a+24|0;O=L+36|0;do{f[L>>2]=f[N>>2];L=L+4|0;N=N+4|0}while((L|0)<(O|0));p[t>>3]=e;p[o>>3]=g;p[m>>3]=h;f[k>>2]=f[(a+64|0)>>2];f[k+4>>2]=f[(a+64|0)+4>>2];f[k+8>>2]=f[(a+64|0)+8>>2];f[k+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=r;p[d>>3]=s;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;C=y+1|0}}while(0);if(!C){K=Asb(H,z)|0;c=z+120|0;if(Asb(c,G)|0){M=110;f[a+2576>>2]=1;break a}if(K){F=c;f[a+2576>>2]=3;break a}}G=z;if(((G-I|0)/120|0|0)>=((J-G|0)/120|0|0)){M=109;f[a+2576>>2]=1;break a}ssb(H,z);F=z+120|0}f[a+224>>2]=F;f[a+384>>2]=D;f[a+408>>2]=E;f[a+480>>2]=z;f[a+2264>>2]=K;f[a+2504>>2]=L;f[a+2520>>2]=N;f[a+2528>>2]=O;f[a+2536>>2]=M}function wtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0.0;A=f[a+224>>2]|0;B=f[a+240>>2]|0;E=f[a+288>>2]|0;L=f[a+840>>2]|0;M=f[a+912>>2]|0;N=f[a+976>>2]|0;O=f[a+1008>>2]|0;Q=f[a+1256>>2]|0;S=f[a+1712>>2]|0;T=f[a+2200>>2]|0;V=f[a+2304>>2]|0;W=f[a+2352>>2]|0;X=f[a+2376>>2]|0;Y=f[a+2408>>2]|0;Z=f[a+2440>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;a:{while(1){F=A;b:while(1){k=F;switch((Q-k|0|0)/120|0|0){case 2:{$=5;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 3:{$=11;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 4:{$=12;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 5:{$=13;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}case 1:case 0:{$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}default:{}}if((Q-k|0|0)<840){$=15;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}l=F+((((Q-k|0)>>>0)/240|0)*120|0)|0;if((Q-k|0|0)>119880)i=zsb(F,F+((((Q-k|0)>>>0)/480|0)*120|0)|0,l,l+((((Q-k|0)>>>0)/480|0)*120|0)|0,S)|0;else i=xsb(F,l,S)|0;P=F+96|0;c=~~+p[P>>3]>>>0;m=F+((((Q-k|0)>>>0)/240|0)*120|0)+96|0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){I=S;J=i;break}if(c>>>0<=g>>>0){d=+p[F+104>>3];e=+p[F+((((Q-k|0)>>>0)/240|0)*120|0)+104>>3];if(d<e){I=S;J=i;break}if(!(d>e))if(hub(F,l)|0){I=S;J=i;break}}if((F|0)!=(T|0)){h=F+((((Q-k|0)>>>0)/240|0)*120|0)+104|0;C=S;R=T;while(1){c=~~+p[C+-24>>3]>>>0;g=~~+p[m>>3]>>>0;if(c>>>0<g>>>0){$=78;break b}if(c>>>0<=g>>>0){d=+p[C+-16>>3];e=+p[h>>3];if(d<e){$=78;break b}if(!(d>e))if(hub(R,l)|0){$=78;break b}}c=R+-120|0;if((F|0)==(c|0))break;else{C=R;R=c}}}c=F+120|0;g=~~+p[P>>3]>>>0;h=~~+p[V>>3]>>>0;do{i=1;if(i){i=0;if(g>>>0<h>>>0)z=c;else i=1}if(i)if(1){if(g>>>0<=h>>>0){d=+p[F+104>>3];e=+p[W>>3];if(d<e){z=c;break}if(!(d>e))if(hub(F,S)|0){z=c;break}}if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}i=F+104|0;while(1){g=~~+p[P>>3]>>>0;h=~~+p[c+96>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+104>>3];if(d<e)break;if(!(d>e))if(hub(F,c)|0)break}c=c+120|0;if((c|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));m=c+40|0;o=c+48|0;g=c+56|0;d=+p[m>>3];e=+p[o>>3];j=+p[g>>3];h=c+64|0;f[(a+64|0)>>2]=f[h>>2];f[(a+64|0)+4>>2]=f[h+4>>2];f[(a+64|0)+8>>2]=f[h+8>>2];f[(a+64|0)+12>>2]=f[h+12>>2];i=c+80|0;k=c+88|0;q=+p[i>>3];r=+p[k>>3];l=c+96|0;f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];f[a+12>>2]=f[l+12>>2];b[a+16>>0]=b[l+16>>0]|0;_=c;aa=S;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));ca=+p[X>>3];p[X>>3]=d;p[m>>3]=ca;ca=+p[Y>>3];p[Y>>3]=+p[o>>3];p[o>>3]=ca;ca=+p[Z>>3];p[Z>>3]=+p[g>>3];p[g>>3]=ca;f[h>>2]=f[L>>2];f[h+4>>2]=f[L+4>>2];f[h+8>>2]=f[L+8>>2];f[h+12>>2]=f[L+12>>2];ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=ca;p[k>>3]=+p[N>>3];f[l>>2]=f[O>>2];f[l+4>>2]=f[O+4>>2];f[l+8>>2]=f[O+8>>2];f[l+12>>2]=f[O+12>>2];b[l+16>>0]=b[O+16>>0]|0;_=S;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[X>>3]=d;p[Y>>3]=e;p[Z>>3]=j;f[L>>2]=f[(a+64|0)>>2];f[L+4>>2]=f[(a+64|0)+4>>2];f[L+8>>2]=f[(a+64|0)+8>>2];f[L+12>>2]=f[(a+64|0)+12>>2];p[M>>3]=q;p[N>>3]=r;f[O>>2]=f[a>>2];f[O+4>>2]=f[a+4>>2];f[O+8>>2]=f[a+8>>2];f[O+12>>2]=f[a+12>>2];b[O+16>>0]=b[a+16>>0]|0;z=c+120|0}}while(0);if((z|0)==(S|0)){$=111;f[a+2584>>2]=2;f[a+2588>>2]=11;break a}y=F+104|0;k=S;c=z;while(1){d=+p[P>>3];g=~~+p[c+96>>3]>>>0;c:do if(~~d>>>0>>>0>=g>>>0){i=~~d>>>0;j=d;while(1){if(i>>>0>g>>>0)d=j;else{d=+p[y>>3];e=+p[c+104>>3];if(d<e)break c;if(d>e)d=j;else{if(hub(F,c)|0)break c;d=+p[P>>3]}}h=c+120|0;i=~~d>>>0;g=~~+p[c+216>>3]>>>0;if(i>>>0<g>>>0){c=h;break}else{c=h;j=d}}}while(0);while(1){x=k+-120|0;g=~~+p[P>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=x;continue}if(g>>>0>h>>>0)break;d=+p[y>>3];e=+p[k+-16>>3];if(d<e){k=x;continue}if(d>e)break;if(hub(F,x)|0)k=x;else break}if(c>>>0>=x>>>0){F=c;continue b}_=a+24|0;aa=c;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;f[(a+64|0)>>2]=f[l>>2];f[(a+64|0)+4>>2]=f[l+4>>2];f[(a+64|0)+8>>2]=f[l+8>>2];f[(a+64|0)+12>>2]=f[l+12>>2];o=c+80|0;t=c+88|0;q=+p[o>>3];r=+p[t>>3];v=c+96|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];b[a+16>>0]=b[v+16>>0]|0;_=c;aa=x;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));w=k+-80|0;ca=+p[w>>3];p[w>>3]=d;p[g>>3]=ca;u=k+-72|0;ca=+p[u>>3];p[u>>3]=+p[h>>3];p[h>>3]=ca;s=k+-64|0;ca=+p[s>>3];p[s>>3]=+p[i>>3];p[i>>3]=ca;m=k+-56|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[l+12>>2]=f[m+12>>2];i=k+-40|0;ca=+p[i>>3];p[i>>3]=+p[o>>3];p[o>>3]=ca;h=k+-32|0;p[t>>3]=+p[h>>3];g=k+-24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];b[v+16>>0]=b[g+16>>0]|0;_=x;aa=a+24|0;ba=_+36|0;do{f[_>>2]=f[aa>>2];_=_+4|0;aa=aa+4|0}while((_|0)<(ba|0));p[w>>3]=d;p[u>>3]=e;p[s>>3]=j;f[m>>2]=f[(a+64|0)>>2];f[m+4>>2]=f[(a+64|0)+4>>2];f[m+8>>2]=f[(a+64|0)+8>>2];f[m+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=q;p[h>>3]=r;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=x;c=c+120|0}}f[a+224>>2]=A;f[a+248>>2]=C;f[a+272>>2]=i;f[a+288>>2]=E;f[a+320>>2]=F;f[a+384>>2]=I;f[a+408>>2]=J;f[a+480>>2]=K;f[a+1056>>2]=k;f[a+1072>>2]=l;f[a+1256>>2]=Q;f[a+1608>>2]=R;f[a+2264>>2]=U;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$;f[a+2576>>2]=0;f[a+2580>>2]=0;vtb(a);A=f[a+224>>2]|0;I=f[a+384>>2]|0;J=f[a+408>>2]|0;K=f[a+480>>2]|0;U=f[a+2264>>2]|0;_=f[a+2504>>2]|0;aa=f[a+2520>>2]|0;ba=f[a+2528>>2]|0;$=f[a+2536>>2]|0;G=f[a+2576>>2]|0;D=f[a+2580>>2]|0;H=+n[a+2580>>2];f[a+2576>>2]=0;f[a+2580>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if(($|0)==109){$=0;ssb(K+120|0,E);B=F;E=K;f[a+2584>>2]=3;break a}else if(($|0)==110){$=0;if(U){$=111;f[a+2584>>2]=1;break a}else{B=F;E=K;f[a+2584>>2]=3;break a}}}f[a+224>>2]=A;f[a+240>>2]=B;f[a+288>>2]=E;f[a+320>>2]=F;f[a+2504>>2]=_;f[a+2520>>2]=aa;f[a+2528>>2]=ba;f[a+2536>>2]=$}function xtb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0;c=f[a+96>>2]|0;m=f[a+104>>2]|0;n=f[a+112>>2]|0;r=f[a+136>>2]|0;a:{if(r){o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(c+40|0)>>3];e=+p[(c+48|0)>>3];g=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];h=+p[(c+80|0)>>3];i=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=d;p[(c+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=l;f[(c+64|0)>>2]=f[(n+64|0)>>2];f[(c+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(c+80|0)>>3]=+p[(n+80|0)>>3];p[(c+88|0)>>3]=+p[(n+88|0)>>3];f[(c+96|0)>>2]=f[(n+96|0)>>2];f[(c+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=d;p[(n+48|0)>>3]=e;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=h;p[(n+88|0)>>3]=i;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}o=a+24|0;q=c;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));i=+p[(c+40|0)>>3];k=+p[(c+48|0)>>3];l=+p[(c+56|0)>>3];f[(a+64|0)>>2]=f[(c+64|0)>>2];f[(a+64|0)+4>>2]=f[(c+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(c+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(c+64|0)+12>>2];e=+p[(c+80|0)>>3];d=+p[(c+88|0)>>3];f[a>>2]=f[(c+96|0)>>2];f[a+4>>2]=f[(c+96|0)+4>>2];f[a+8>>2]=f[(c+96|0)+8>>2];f[a+12>>2]=f[(c+96|0)+12>>2];b[a+16>>0]=b[(c+96|0)+16>>0]|0;o=c;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));h=+p[(m+40|0)>>3];p[(m+40|0)>>3]=i;p[(c+40|0)>>3]=h;h=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=h;h=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=h;f[(c+64|0)>>2]=f[(m+64|0)>>2];f[(c+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(c+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(c+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(c+80|0)>>3]=+p[(m+80|0)>>3];p[(c+88|0)>>3]=+p[(m+88|0)>>3];f[(c+96|0)>>2]=f[(m+96|0)>>2];f[(c+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(c+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(c+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(c+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=i;p[(m+48|0)>>3]=k;p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=e;p[(m+88|0)>>3]=d;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(n+96|0)>>3]>>>0;j=~~+p[(m+96|0)>>3]>>>0;do if(c>>>0<j>>>0){h=k;g=l}else{if(c>>>0>j>>>0){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}g=+p[n+104>>3];h=+p[m+104>>3];if(g<h){h=k;g=l}else{if(g>h){c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}if(hub(n,m)|0){i=+p[(m+40|0)>>3];h=+p[(m+48|0)>>3];g=+p[(m+56|0)>>3];e=+p[(m+80|0)>>3];d=+p[(m+88|0)>>3];break}else{c=1;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}}}while(0);o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=n;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));l=+p[(n+40|0)>>3];p[(n+40|0)>>3]=i;p[(m+40|0)>>3]=l;l=+p[(n+48|0)>>3];p[(n+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=l;l=+p[(n+56|0)>>3];p[(n+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=l;f[(m+64|0)>>2]=f[(n+64|0)>>2];f[(m+64|0)+4>>2]=f[(n+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(n+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(n+64|0)+12>>2];p[(m+80|0)>>3]=+p[(n+80|0)>>3];p[(m+88|0)>>3]=+p[(n+88|0)>>3];f[(m+96|0)>>2]=f[(n+96|0)>>2];f[(m+96|0)+4>>2]=f[(n+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(n+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(n+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(n+96|0)+16>>0]|0;o=n;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(n+40|0)>>3]=i;p[(n+48|0)>>3]=h;p[(n+56|0)>>3]=g;f[(n+64|0)>>2]=f[(a+64|0)>>2];f[(n+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(n+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(n+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(n+80|0)>>3]=e;p[(n+88|0)>>3]=d;f[(n+96|0)>>2]=f[a>>2];f[(n+96|0)+4>>2]=f[a+4>>2];f[(n+96|0)+8>>2]=f[a+8>>2];f[(n+96|0)+12>>2]=f[a+12>>2];b[(n+96|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+640>>2]=6;f[a+644>>2]=c|0;break a}f[a+120>>2]=c;f[a+608>>2]=o;f[a+624>>2]=q;f[a+632>>2]=r}function ytb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0;l=f[a+96>>2]|0;m=f[a+104>>2]|0;k=f[a+112>>2]|0;c=f[a+120>>2]|0;n=f[a+336>>2]|0;o=f[a+536>>2]|0;q=f[a+552>>2]|0;r=f[a+560>>2]|0;a:{f[(c+96|0)+8>>2]=f[a+8>>2];f[(c+96|0)+12>>2]=f[a+12>>2];b[(c+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(k+96|0)>>3]>>>0;g=~~+p[(m+96|0)>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[k+104>>3];e=+p[m+104>>3];if(!(d<e)){if(d>e){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(k,m)|0)){c=n+2|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(m+40|0)>>3];e=+p[(m+48|0)>>3];h=+p[(m+56|0)>>3];f[(a+64|0)>>2]=f[(m+64|0)>>2];f[(a+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(m+64|0)+12>>2];i=+p[(m+80|0)>>3];j=+p[(m+88|0)>>3];f[a>>2]=f[(m+96|0)>>2];f[a+4>>2]=f[(m+96|0)+4>>2];f[a+8>>2]=f[(m+96|0)+8>>2];f[a+12>>2]=f[(m+96|0)+12>>2];b[a+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=k;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(k+40|0)>>3];p[(k+40|0)>>3]=d;p[(m+40|0)>>3]=s;s=+p[(k+48|0)>>3];p[(k+48|0)>>3]=+p[(m+48|0)>>3];p[(m+48|0)>>3]=s;s=+p[(k+56|0)>>3];p[(k+56|0)>>3]=+p[(m+56|0)>>3];p[(m+56|0)>>3]=s;f[(m+64|0)>>2]=f[(k+64|0)>>2];f[(m+64|0)+4>>2]=f[(k+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(k+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(k+64|0)+12>>2];p[(m+80|0)>>3]=+p[(k+80|0)>>3];p[(m+88|0)>>3]=+p[(k+88|0)>>3];f[(m+96|0)>>2]=f[(k+96|0)>>2];f[(m+96|0)+4>>2]=f[(k+96|0)+4>>2];f[(m+96|0)+8>>2]=f[(k+96|0)+8>>2];f[(m+96|0)+12>>2]=f[(k+96|0)+12>>2];b[(m+96|0)+16>>0]=b[(k+96|0)+16>>0]|0;o=k;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(k+40|0)>>3]=d;p[(k+48|0)>>3]=e;p[(k+56|0)>>3]=h;f[(k+64|0)>>2]=f[(a+64|0)>>2];f[(k+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(k+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(k+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(k+80|0)>>3]=i;p[(k+88|0)>>3]=j;f[(k+96|0)>>2]=f[a>>2];f[(k+96|0)+4>>2]=f[a+4>>2];f[(k+96|0)+8>>2]=f[a+8>>2];f[(k+96|0)+12>>2]=f[a+12>>2];b[(k+96|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(m+96|0)>>3]>>>0;g=~~+p[l+96>>3]>>>0;if(c>>>0>=g>>>0){if(c>>>0>g>>>0){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}d=+p[m+104>>3];e=+p[l+104>>3];if(!(d<e)){if(d>e){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}if(!(hub(m,l)|0)){c=n+3|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}}}o=a+24|0;q=l;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));d=+p[(l+40|0)>>3];e=+p[(l+48|0)>>3];h=+p[(l+56|0)>>3];f[(a+64|0)>>2]=f[(l+64|0)>>2];f[(a+64|0)+4>>2]=f[(l+64|0)+4>>2];f[(a+64|0)+8>>2]=f[(l+64|0)+8>>2];f[(a+64|0)+12>>2]=f[(l+64|0)+12>>2];i=+p[(l+80|0)>>3];j=+p[(l+88|0)>>3];f[a>>2]=f[(l+96|0)>>2];f[a+4>>2]=f[(l+96|0)+4>>2];f[a+8>>2]=f[(l+96|0)+8>>2];f[a+12>>2]=f[(l+96|0)+12>>2];b[a+16>>0]=b[(l+96|0)+16>>0]|0;o=l;q=m;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));s=+p[(m+40|0)>>3];p[(m+40|0)>>3]=d;p[(l+40|0)>>3]=s;s=+p[(m+48|0)>>3];p[(m+48|0)>>3]=+p[(l+48|0)>>3];p[(l+48|0)>>3]=s;s=+p[(m+56|0)>>3];p[(m+56|0)>>3]=+p[(l+56|0)>>3];p[(l+56|0)>>3]=s;f[(l+64|0)>>2]=f[(m+64|0)>>2];f[(l+64|0)+4>>2]=f[(m+64|0)+4>>2];f[(l+64|0)+8>>2]=f[(m+64|0)+8>>2];f[(l+64|0)+12>>2]=f[(m+64|0)+12>>2];p[(l+80|0)>>3]=+p[(m+80|0)>>3];p[(l+88|0)>>3]=+p[(m+88|0)>>3];f[(l+96|0)>>2]=f[(m+96|0)>>2];f[(l+96|0)+4>>2]=f[(m+96|0)+4>>2];f[(l+96|0)+8>>2]=f[(m+96|0)+8>>2];f[(l+96|0)+12>>2]=f[(m+96|0)+12>>2];b[(l+96|0)+16>>0]=b[(m+96|0)+16>>0]|0;o=m;q=a+24|0;r=o+36|0;do{f[o>>2]=f[q>>2];o=o+4|0;q=q+4|0}while((o|0)<(r|0));p[(m+40|0)>>3]=d;p[(m+48|0)>>3]=e;p[(m+56|0)>>3]=h;f[(m+64|0)>>2]=f[(a+64|0)>>2];f[(m+64|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+64|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+64|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+80|0)>>3]=i;p[(m+88|0)>>3]=j;f[(m+96|0)>>2]=f[a>>2];f[(m+96|0)+4>>2]=f[a+4>>2];f[(m+96|0)+8>>2]=f[a+8>>2];f[(m+96|0)+12>>2]=f[a+12>>2];b[(m+96|0)+16>>0]=b[a+16>>0]|0;c=n+4|0;u=a;f[a+568>>2]=6;f[a+572>>2]=c|0;break a}f[a+136>>2]=c;f[a+536>>2]=o;f[a+552>>2]=q;f[a+560>>2]=r}function ztb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0,D=0,E=0;z=f[a+96>>2]|0;A=f[a+104>>2]|0;B=f[a+112>>2]|0;E=f[a+136>>2]|0;a:{if(E){C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];q=+p[z+120>>3];r=+p[z+128>>3];s=+p[z+136>>3];t=+p[z+144>>3];v=+p[z+152>>3];w=+p[z+160>>3];x=+p[z+168>>3];y=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=q;p[B+128>>3]=r;p[B+136>>3]=s;p[B+144>>3]=t;p[B+152>>3]=v;p[B+160>>3]=w;p[B+168>>3]=x;p[B+176>>3]=y;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}C=a+24|0;D=z;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[z+36>>2]|0;d=f[z+40>>2]|0;h=f[z+44>>2]|0;i=f[z+48>>2]|0;j=f[z+52>>2]|0;k=f[z+56>>2]|0;e=+p[z+64>>3];g=+p[z+72>>3];l=+p[z+80>>3];m=f[(z+88|0)>>2]|0;n=f[(z+92|0)>>2]|0;o=f[(z+96|0)>>2]|0;f[(z+96|0)>>2]=0;f[(z+92|0)>>2]=0;f[(z+88|0)>>2]=0;f[(a+60|0)>>2]=f[(z+100|0)>>2];f[(a+60|0)+4>>2]=f[(z+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(z+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(z+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(z+100|0)+16>>2];y=+p[z+120>>3];x=+p[z+128>>3];w=+p[z+136>>3];v=+p[z+144>>3];t=+p[z+152>>3];s=+p[z+160>>3];r=+p[z+168>>3];q=+p[z+176>>3];f[a>>2]=f[(z+184|0)>>2];f[a+4>>2]=f[(z+184|0)+4>>2];f[a+8>>2]=f[(z+184|0)+8>>2];f[a+12>>2]=f[(z+184|0)+12>>2];b[a+16>>0]=b[(z+184|0)+16>>0]|0;psb(z,A)|0;C=A;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(!c)c=A+96|0;else{d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;c=A+96|0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=n;f[c>>2]=o;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=y;p[(A+128|0)>>3]=x;p[(A+136|0)>>3]=w;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=t;p[(A+160|0)>>3]=s;p[(A+168|0)>>3]=r;p[(A+176|0)>>3]=q;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(B+184|0)>>3]>>>0;d=~~+p[(A+184|0)>>3]>>>0;do if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}e=+p[B+192>>3];g=+p[A+192>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}if(gub(B,A)|0){m=f[(A+88|0)>>2]|0;n=f[(A+92|0)>>2]|0;o=f[A+96>>2]|0;y=+p[(A+120|0)>>3];x=+p[(A+128|0)>>3];w=+p[(A+136|0)>>3];v=+p[(A+144|0)>>3];t=+p[(A+152|0)>>3];s=+p[(A+160|0)>>3];r=+p[(A+168|0)>>3];q=+p[(A+176|0)>>3];break}else{c=1;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}}}while(0);C=a+24|0;D=A;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));c=f[(A+36|0)>>2]|0;d=f[(A+40|0)>>2]|0;h=f[(A+44|0)>>2]|0;i=f[(A+48|0)>>2]|0;j=f[(A+52|0)>>2]|0;k=f[(A+56|0)>>2]|0;e=+p[(A+64|0)>>3];g=+p[(A+72|0)>>3];l=+p[(A+80|0)>>3];f[A+96>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0;f[(a+60|0)>>2]=f[(A+100|0)>>2];f[(a+60|0)+4>>2]=f[(A+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(A+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(A+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(A+100|0)+16>>2];f[a>>2]=f[(A+184|0)>>2];f[a+4>>2]=f[(A+184|0)+4>>2];f[a+8>>2]=f[(A+184|0)+8>>2];f[a+12>>2]=f[(A+184|0)+12>>2];b[a+16>>0]=b[(A+184|0)+16>>0]|0;psb(A,B)|0;C=B;D=a+24|0;E=C+36|0;do{f[C>>2]=f[D>>2];C=C+4|0;D=D+4|0}while((C|0)<(E|0));f[B+36>>2]=c;f[B+40>>2]=d;f[B+44>>2]=h;f[B+48>>2]=i;f[B+52>>2]=j;f[B+56>>2]=k;p[B+64>>3]=e;p[B+72>>3]=g;p[B+80>>3]=l;c=f[(B+88|0)>>2]|0;if(!c)c=B+96|0;else{d=f[(B+92|0)>>2]|0;if((d|0)!=(c|0))f[(B+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;c=B+96|0}f[(B+88|0)>>2]=m;f[(B+92|0)>>2]=n;f[c>>2]=o;f[(B+100|0)>>2]=f[(a+60|0)>>2];f[(B+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(B+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(B+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(B+100|0)+16>>2]=f[(a+60|0)+16>>2];p[B+120>>3]=y;p[B+128>>3]=x;p[B+136>>3]=w;p[B+144>>3]=v;p[B+152>>3]=t;p[B+160>>3]=s;p[B+168>>3]=r;p[B+176>>3]=q;f[(B+184|0)>>2]=f[a>>2];f[(B+184|0)+4>>2]=f[a+4>>2];f[(B+184|0)+8>>2]=f[a+8>>2];f[(B+184|0)+12>>2]=f[a+12>>2];b[(B+184|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+1232>>2]=6;f[a+1236>>2]=c|0;break a}f[a+120>>2]=c;f[a+1200>>2]=C;f[a+1216>>2]=D;f[a+1224>>2]=E}function Atb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;B=f[a+96>>2]|0;C=f[a+104>>2]|0;A=f[a+112>>2]|0;c=f[a+120>>2]|0;z=+n[a+272>>2];D=f[a+888>>2]|0;E=f[a+992>>2]|0;F=f[a+1008>>2]|0;G=f[a+1016>>2]|0;a:{p[(c+176|0)>>3]=z;f[(c+184|0)>>2]=f[a>>2];f[(c+184|0)+4>>2]=f[a+4>>2];f[(c+184|0)+8>>2]=f[a+8>>2];f[(c+184|0)+12>>2]=f[a+12>>2];b[(c+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(A+184|0)>>3]>>>0;d=~~+p[(C+184|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[A+192>>3];g=+p[C+192>>3];if(!(e<g)){if(e>g){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(A,C)|0)){c=D+2|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=C;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[(C+36|0)>>2]|0;d=f[(C+40|0)>>2]|0;h=f[(C+44|0)>>2]|0;i=f[(C+48|0)>>2]|0;j=f[(C+52|0)>>2]|0;k=f[(C+56|0)>>2]|0;e=+p[(C+64|0)>>3];g=+p[(C+72|0)>>3];l=+p[(C+80|0)>>3];m=f[(C+88|0)>>2]|0;o=f[(C+92|0)>>2]|0;q=f[(C+96|0)>>2]|0;f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0;f[(a+60|0)>>2]=f[(C+100|0)>>2];f[(a+60|0)+4>>2]=f[(C+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(C+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(C+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(C+100|0)+16>>2];r=+p[(C+120|0)>>3];s=+p[(C+128|0)>>3];t=+p[(C+136|0)>>3];v=+p[(C+144|0)>>3];w=+p[(C+152|0)>>3];x=+p[(C+160|0)>>3];y=+p[(C+168|0)>>3];z=+p[(C+176|0)>>3];f[a>>2]=f[(C+184|0)>>2];f[a+4>>2]=f[(C+184|0)+4>>2];f[a+8>>2]=f[(C+184|0)+8>>2];f[a+12>>2]=f[(C+184|0)+12>>2];b[a+16>>0]=b[(C+184|0)+16>>0]|0;psb(C,A)|0;E=A;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(A+36|0)>>2]=c;f[(A+40|0)>>2]=d;f[(A+44|0)>>2]=h;f[(A+48|0)>>2]=i;f[(A+52|0)>>2]=j;f[(A+56|0)>>2]=k;p[(A+64|0)>>3]=e;p[(A+72|0)>>3]=g;p[(A+80|0)>>3]=l;c=f[(A+88|0)>>2]|0;if(c|0){d=f[(A+92|0)>>2]|0;if((d|0)!=(c|0))f[(A+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(A+96|0)>>2]=0;f[(A+92|0)>>2]=0;f[(A+88|0)>>2]=0}f[(A+88|0)>>2]=m;f[(A+92|0)>>2]=o;f[(A+96|0)>>2]=q;f[(A+100|0)>>2]=f[(a+60|0)>>2];f[(A+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(A+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(A+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(A+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(A+120|0)>>3]=r;p[(A+128|0)>>3]=s;p[(A+136|0)>>3]=t;p[(A+144|0)>>3]=v;p[(A+152|0)>>3]=w;p[(A+160|0)>>3]=x;p[(A+168|0)>>3]=y;p[(A+176|0)>>3]=z;f[(A+184|0)>>2]=f[a>>2];f[(A+184|0)+4>>2]=f[a+4>>2];f[(A+184|0)+8>>2]=f[a+8>>2];f[(A+184|0)+12>>2]=f[a+12>>2];b[(A+184|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(C+184|0)>>3]>>>0;d=~~+p[B+184>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}e=+p[C+192>>3];g=+p[B+192>>3];if(!(e<g)){if(e>g){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}if(!(gub(C,B)|0)){c=D+3|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}}}E=a+24|0;F=B;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));c=f[B+36>>2]|0;d=f[B+40>>2]|0;h=f[B+44>>2]|0;i=f[B+48>>2]|0;j=f[B+52>>2]|0;k=f[B+56>>2]|0;e=+p[B+64>>3];g=+p[B+72>>3];l=+p[B+80>>3];m=f[(B+88|0)>>2]|0;o=f[(B+92|0)>>2]|0;q=f[(B+96|0)>>2]|0;f[(B+96|0)>>2]=0;f[(B+92|0)>>2]=0;f[(B+88|0)>>2]=0;f[(a+60|0)>>2]=f[(B+100|0)>>2];f[(a+60|0)+4>>2]=f[(B+100|0)+4>>2];f[(a+60|0)+8>>2]=f[(B+100|0)+8>>2];f[(a+60|0)+12>>2]=f[(B+100|0)+12>>2];f[(a+60|0)+16>>2]=f[(B+100|0)+16>>2];r=+p[B+120>>3];s=+p[B+128>>3];t=+p[B+136>>3];v=+p[B+144>>3];w=+p[B+152>>3];x=+p[B+160>>3];y=+p[B+168>>3];z=+p[B+176>>3];f[a>>2]=f[(B+184|0)>>2];f[a+4>>2]=f[(B+184|0)+4>>2];f[a+8>>2]=f[(B+184|0)+8>>2];f[a+12>>2]=f[(B+184|0)+12>>2];b[a+16>>0]=b[(B+184|0)+16>>0]|0;psb(B,C)|0;E=C;F=a+24|0;G=E+36|0;do{f[E>>2]=f[F>>2];E=E+4|0;F=F+4|0}while((E|0)<(G|0));f[(C+36|0)>>2]=c;f[(C+40|0)>>2]=d;f[(C+44|0)>>2]=h;f[(C+48|0)>>2]=i;f[(C+52|0)>>2]=j;f[(C+56|0)>>2]=k;p[(C+64|0)>>3]=e;p[(C+72|0)>>3]=g;p[(C+80|0)>>3]=l;c=f[(C+88|0)>>2]|0;if(c|0){d=f[(C+92|0)>>2]|0;if((d|0)!=(c|0))f[(C+92|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);f[(C+96|0)>>2]=0;f[(C+92|0)>>2]=0;f[(C+88|0)>>2]=0}f[(C+88|0)>>2]=m;f[(C+92|0)>>2]=o;f[(C+96|0)>>2]=q;f[(C+100|0)>>2]=f[(a+60|0)>>2];f[(C+100|0)+4>>2]=f[(a+60|0)+4>>2];f[(C+100|0)+8>>2]=f[(a+60|0)+8>>2];f[(C+100|0)+12>>2]=f[(a+60|0)+12>>2];f[(C+100|0)+16>>2]=f[(a+60|0)+16>>2];p[(C+120|0)>>3]=r;p[(C+128|0)>>3]=s;p[(C+136|0)>>3]=t;p[(C+144|0)>>3]=v;p[(C+152|0)>>3]=w;p[(C+160|0)>>3]=x;p[(C+168|0)>>3]=y;p[(C+176|0)>>3]=z;f[(C+184|0)>>2]=f[a>>2];f[(C+184|0)+4>>2]=f[a+4>>2];f[(C+184|0)+8>>2]=f[a+8>>2];f[(C+184|0)+12>>2]=f[a+12>>2];b[(C+184|0)+16>>0]=b[a+16>>0]|0;c=D+4|0;u=a;f[a+1024>>2]=6;f[a+1028>>2]=c|0;break a}f[a+136>>2]=c;f[a+992>>2]=E;f[a+1008>>2]=F;f[a+1016>>2]=G}function Btb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;j=f[a+272>>2]|0;x=f[a+280>>2]|0;t=f[a+304>>2]|0;q=f[a+312>>2]|0;c=f[a+320>>2]|0;u=f[a+336>>2]|0;v=f[a+344>>2]|0;w=f[a+352>>2]|0;r=f[a+392>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+416>>2]|0;s=f[a+424>>2]|0;e=f[a+488>>2]|0;n=f[a+1128>>2]|0;o=f[a+1136>>2]|0;i=f[a+1144>>2]|0;a:{f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];f[i+20>>2]=f[e+20>>2];p[i>>3]=+p[e>>3];p[((a+24|0)+72|0)>>3]=+p[t+72>>3];p[((a+24|0)+80|0)>>3]=+p[t+80>>3];i=t+88|0;f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+88|0)>>2]=f[i>>2];e=t+92|0;f[((a+24|0)+92|0)>>2]=f[e>>2];d=t+96|0;f[((a+24|0)+96|0)>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=t+100|0;f[r>>2]=f[i>>2];f[r+4>>2]=f[i+4>>2];f[r+8>>2]=f[i+8>>2];f[r+12>>2]=f[i+12>>2];f[r+16>>2]=f[i+16>>2];i=t+120|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];p[k>>3]=+p[i>>3];p[((a+24|0)+128|0)>>3]=+p[t+128>>3];p[((a+24|0)+136|0)>>3]=+p[t+136>>3];k=t+144|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[l+12>>2]=f[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];p[l>>3]=+p[k>>3];p[((a+24|0)+152|0)>>3]=+p[t+152>>3];p[((a+24|0)+160|0)>>3]=+p[t+160>>3];l=t+168|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];p[m>>3]=+p[l>>3];p[((a+24|0)+176|0)>>3]=+p[t+176>>3];m=t+184|0;f[s>>2]=f[m>>2];f[s+4>>2]=f[m+4>>2];f[s+8>>2]=f[m+8>>2];f[s+12>>2]=f[m+12>>2];b[s+16>>0]=b[m+16>>0]|0;psb(t,c)|0;b:do if((c|0)==(j|0))i=j;else while(1){i=c;c=c+-208|0;d=~~+p[((a+24|0)+184|0)>>3]>>>0;e=~~+p[i+-24>>3]>>>0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0)break b;g=+p[((a+24|0)+192|0)>>3];h=+p[i+-16>>3];if(!(g<h)){if(g>h)break b;if(!(gub(a+24|0,c)|0))break b}}psb(i,c)|0;if((c|0)==(j|0)){i=j;break}}while(0);k=i;l=a+24|0;m=k+36|0;do{f[k>>2]=f[l>>2];k=k+4|0;l=l+4|0}while((k|0)<(m|0));j=i+36|0;c=f[n>>2]|0;f[n>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+40|0)>>2]|0;c=i+40|0;f[((a+24|0)+40|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+44|0)>>2]|0;j=i+44|0;f[((a+24|0)+44|0)>>2]=f[j>>2];f[j>>2]=c;j=i+48|0;c=f[o>>2]|0;f[o>>2]=f[j>>2];f[j>>2]=c;j=f[((a+24|0)+52|0)>>2]|0;c=i+52|0;f[((a+24|0)+52|0)>>2]=f[c>>2];f[c>>2]=j;c=f[((a+24|0)+56|0)>>2]|0;j=i+56|0;f[((a+24|0)+56|0)>>2]=f[j>>2];f[j>>2]=c;h=+p[((a+24|0)+64|0)>>3];j=i+64|0;p[((a+24|0)+64|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+72|0)>>3];j=i+72|0;p[((a+24|0)+72|0)>>3]=+p[j>>3];p[j>>3]=h;h=+p[((a+24|0)+80|0)>>3];j=i+80|0;p[((a+24|0)+80|0)>>3]=+p[j>>3];p[j>>3]=h;j=i+88|0;c=f[j>>2]|0;e=i+92|0;if(!c)c=i+96|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=i+96|0;f[c>>2]=0;f[e>>2]=0;f[j>>2]=0}f[j>>2]=f[((a+24|0)+88|0)>>2];f[e>>2]=f[((a+24|0)+92|0)>>2];f[c>>2]=f[((a+24|0)+96|0)>>2];f[((a+24|0)+96|0)>>2]=0;f[((a+24|0)+92|0)>>2]=0;f[((a+24|0)+88|0)>>2]=0;c=i+100|0;f[c>>2]=f[r>>2];f[c+4>>2]=f[r+4>>2];f[c+8>>2]=f[r+8>>2];f[c+12>>2]=f[r+12>>2];f[c+16>>2]=f[r+16>>2];h=+p[((a+24|0)+120|0)>>3];c=i+120|0;p[((a+24|0)+120|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+128|0)>>3];c=i+128|0;p[((a+24|0)+128|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+136|0)>>3];c=i+136|0;p[((a+24|0)+136|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+144|0)>>3];c=i+144|0;p[((a+24|0)+144|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+152|0)>>3];c=i+152|0;p[((a+24|0)+152|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+160|0)>>3];c=i+160|0;p[((a+24|0)+160|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+168|0)>>3];c=i+168|0;p[((a+24|0)+168|0)>>3]=+p[c>>3];p[c>>3]=h;h=+p[((a+24|0)+176|0)>>3];c=i+176|0;p[((a+24|0)+176|0)>>3]=+p[c>>3];p[c>>3]=h;c=i+184|0;f[c>>2]=f[s>>2];f[c+4>>2]=f[s+4>>2];f[c+8>>2]=f[s+8>>2];f[c+12>>2]=f[s+12>>2];b[c+16>>0]=b[s+16>>0]|0;c=q+1|0;if((c|0)==8){u=0;w=(t+208|0)==(x|0);f[a+1224>>2]=2;f[a+1228>>2]=2;break a}else v=c}f[a+336>>2]=u;f[a+344>>2]=v;f[a+352>>2]=w;f[a+1152>>2]=k;f[a+1168>>2]=l;f[a+1176>>2]=m}function Ctb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0;J=f[a+96>>2]|0;H=f[a+104>>2]|0;I=f[a+112>>2]|0;j=+n[a+952>>2];o=+n[a+960>>2];r=+n[a+968>>2];t=+n[a+976>>2];w=+n[a+984>>2];y=+n[a+992>>2];l=f[a+1e3>>2]|0;A=f[a+1008>>2]|0;B=f[a+1016>>2]|0;C=f[a+1024>>2]|0;D=f[a+1032>>2]|0;E=f[a+1040>>2]|0;z=+n[a+1048>>2];x=+n[a+1056>>2];v=+n[a+1064>>2];s=+n[a+1072>>2];q=+n[a+1080>>2];m=+n[a+1088>>2];k=+n[a+1096>>2];F=+n[a+1104>>2];G=+n[a+1112>>2];e=+n[a+1120>>2];d=+n[a+1128>>2];a:{b[(J+216|0)+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(H+40|0)>>3]=j;p[(H+48|0)>>3]=o;p[(H+56|0)>>3]=r;p[(H+64|0)>>3]=t;p[(H+72|0)>>3]=w;p[(H+80|0)>>3]=y;f[(H+88|0)>>2]=l;f[(H+92|0)>>2]=A;f[(H+96|0)>>2]=B;f[(H+100|0)>>2]=C;f[(H+104|0)>>2]=D;f[(H+108|0)>>2]=E;p[(H+112|0)>>3]=z;p[(H+120|0)>>3]=x;p[(H+128|0)>>3]=v;p[(H+136|0)>>3]=s;p[(H+144|0)>>3]=q;p[(H+152|0)>>3]=m;p[(H+160|0)>>3]=k;p[(H+168|0)>>3]=F;p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(a+64|0)>>2];f[(H+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(H+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(H+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(H+200|0)>>3]=e;p[(H+208|0)>>3]=d;f[(H+216|0)>>2]=f[a>>2];f[(H+216|0)+4>>2]=f[a+4>>2];f[(H+216|0)+8>>2]=f[a+8>>2];f[(H+216|0)+12>>2]=f[a+12>>2];b[(H+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(I+216|0)>>3]>>>0;g=~~+p[(H+216|0)>>3]>>>0;do if(c>>>0<g>>>0){g=D;c=E;i=F;h=G}else{if(c>>>0>g>>>0){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}h=+p[I+224>>3];i=+p[H+224>>3];if(h<i){g=D;c=E;i=F;h=G}else{if(h>i){c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}if(fub(I,H)|0){j=+p[(H+40|0)>>3];l=f[(H+88|0)>>2]|0;o=+p[(H+48|0)>>3];r=+p[(H+56|0)>>3];t=+p[(H+64|0)>>3];w=+p[(H+72|0)>>3];y=+p[(H+80|0)>>3];A=f[(H+92|0)>>2]|0;B=f[(H+96|0)>>2]|0;C=f[(H+100|0)>>2]|0;g=f[(H+104|0)>>2]|0;c=f[(H+108|0)>>2]|0;z=+p[(H+112|0)>>3];x=+p[(H+120|0)>>3];v=+p[(H+128|0)>>3];s=+p[(H+136|0)>>3];q=+p[(H+144|0)>>3];m=+p[(H+152|0)>>3];k=+p[(H+160|0)>>3];i=+p[(H+168|0)>>3];h=+p[(H+176|0)>>3];e=+p[(H+200|0)>>3];d=+p[(H+208|0)>>3];break}else{c=1;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}}}while(0);J=a+24|0;K=H;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));f[(a+64|0)>>2]=f[(H+184|0)>>2];f[(a+64|0)+4>>2]=f[(H+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(H+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(H+184|0)+12>>2];f[a>>2]=f[(H+216|0)>>2];f[a+4>>2]=f[(H+216|0)+4>>2];f[a+8>>2]=f[(H+216|0)+8>>2];f[a+12>>2]=f[(H+216|0)+12>>2];b[a+16>>0]=b[(H+216|0)+16>>0]|0;J=H;K=I;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));G=+p[(I+40|0)>>3];p[(I+40|0)>>3]=j;p[(H+40|0)>>3]=G;G=+p[(I+48|0)>>3];p[(I+48|0)>>3]=+p[(H+48|0)>>3];p[(H+48|0)>>3]=G;G=+p[(I+56|0)>>3];p[(I+56|0)>>3]=+p[(H+56|0)>>3];p[(H+56|0)>>3]=G;G=+p[(I+64|0)>>3];p[(I+64|0)>>3]=+p[(H+64|0)>>3];p[(H+64|0)>>3]=G;G=+p[(I+72|0)>>3];p[(I+72|0)>>3]=+p[(H+72|0)>>3];p[(H+72|0)>>3]=G;G=+p[(I+80|0)>>3];p[(I+80|0)>>3]=+p[(H+80|0)>>3];p[(H+80|0)>>3]=G;J=f[(I+88|0)>>2]|0;f[(I+88|0)>>2]=l;f[(H+88|0)>>2]=J;J=f[(I+92|0)>>2]|0;f[(I+92|0)>>2]=f[(H+92|0)>>2];f[(H+92|0)>>2]=J;J=f[(I+96|0)>>2]|0;f[(I+96|0)>>2]=f[(H+96|0)>>2];f[(H+96|0)>>2]=J;J=f[(I+100|0)>>2]|0;f[(I+100|0)>>2]=f[(H+100|0)>>2];f[(H+100|0)>>2]=J;f[(H+104|0)>>2]=f[(I+104|0)>>2];f[(H+108|0)>>2]=f[(I+108|0)>>2];G=+p[(I+112|0)>>3];p[(I+112|0)>>3]=+p[(H+112|0)>>3];p[(H+112|0)>>3]=G;G=+p[(I+120|0)>>3];p[(I+120|0)>>3]=+p[(H+120|0)>>3];p[(H+120|0)>>3]=G;G=+p[(I+128|0)>>3];p[(I+128|0)>>3]=+p[(H+128|0)>>3];p[(H+128|0)>>3]=G;G=+p[(I+136|0)>>3];p[(I+136|0)>>3]=+p[(H+136|0)>>3];p[(H+136|0)>>3]=G;G=+p[(I+144|0)>>3];p[(I+144|0)>>3]=+p[(H+144|0)>>3];p[(H+144|0)>>3]=G;G=+p[(I+152|0)>>3];p[(I+152|0)>>3]=+p[(H+152|0)>>3];p[(H+152|0)>>3]=G;G=+p[(I+160|0)>>3];p[(I+160|0)>>3]=+p[(H+160|0)>>3];p[(H+160|0)>>3]=G;G=+p[(I+168|0)>>3];p[(I+168|0)>>3]=+p[(H+168|0)>>3];p[(H+168|0)>>3]=G;G=+p[(I+176|0)>>3];p[(I+176|0)>>3]=+p[(H+176|0)>>3];p[(H+176|0)>>3]=G;f[(H+184|0)>>2]=f[(I+184|0)>>2];f[(H+184|0)+4>>2]=f[(I+184|0)+4>>2];f[(H+184|0)+8>>2]=f[(I+184|0)+8>>2];f[(H+184|0)+12>>2]=f[(I+184|0)+12>>2];p[(H+200|0)>>3]=+p[(I+200|0)>>3];p[(H+208|0)>>3]=+p[(I+208|0)>>3];f[(H+216|0)>>2]=f[(I+216|0)>>2];f[(H+216|0)+4>>2]=f[(I+216|0)+4>>2];f[(H+216|0)+8>>2]=f[(I+216|0)+8>>2];f[(H+216|0)+12>>2]=f[(I+216|0)+12>>2];b[(H+216|0)+16>>0]=b[(I+216|0)+16>>0]|0;J=I;K=a+24|0;L=J+36|0;do{f[J>>2]=f[K>>2];J=J+4|0;K=K+4|0}while((J|0)<(L|0));p[(I+40|0)>>3]=j;p[(I+48|0)>>3]=o;p[(I+56|0)>>3]=r;p[(I+64|0)>>3]=t;p[(I+72|0)>>3]=w;p[(I+80|0)>>3]=y;f[(I+88|0)>>2]=l;f[(I+92|0)>>2]=A;f[(I+96|0)>>2]=B;f[(I+100|0)>>2]=C;f[(I+104|0)>>2]=g;f[(I+108|0)>>2]=c;p[(I+112|0)>>3]=z;p[(I+120|0)>>3]=x;p[(I+128|0)>>3]=v;p[(I+136|0)>>3]=s;p[(I+144|0)>>3]=q;p[(I+152|0)>>3]=m;p[(I+160|0)>>3]=k;p[(I+168|0)>>3]=i;p[(I+176|0)>>3]=h;f[(I+184|0)>>2]=f[(a+64|0)>>2];f[(I+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(I+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(I+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(I+200|0)>>3]=e;p[(I+208|0)>>3]=d;f[(I+216|0)>>2]=f[a>>2];f[(I+216|0)+4>>2]=f[a+4>>2];f[(I+216|0)+8>>2]=f[a+8>>2];f[(I+216|0)+12>>2]=f[a+12>>2];b[(I+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2e3>>2]=6;f[a+2004>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=J;f[a+1984>>2]=K;f[a+1992>>2]=L}function Dtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0.0;D=f[a+96>>2]|0;d=f[a+104>>2]|0;E=f[a+112>>2]|0;c=f[a+120>>2]|0;ca=f[a+136>>2]|0;F=+n[a+952>>2];G=+n[a+960>>2];H=+n[a+968>>2];I=+n[a+976>>2];J=+n[a+984>>2];K=+n[a+992>>2];L=f[a+1e3>>2]|0;M=f[a+1008>>2]|0;N=f[a+1016>>2]|0;O=f[a+1024>>2]|0;P=f[a+1032>>2]|0;Q=f[a+1040>>2]|0;R=+n[a+1048>>2];S=+n[a+1056>>2];T=+n[a+1064>>2];U=+n[a+1072>>2];V=+n[a+1080>>2];W=+n[a+1088>>2];X=+n[a+1096>>2];Y=+n[a+1104>>2];Z=+n[a+1112>>2];_=+n[a+1120>>2];$=+n[a+1128>>2];a:{if(ca){aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));e=+p[(D+40|0)>>3];g=+p[(D+48|0)>>3];h=+p[(D+56|0)>>3];i=+p[(D+64|0)>>3];j=+p[(D+72|0)>>3];k=+p[(D+80|0)>>3];c=f[(D+88|0)>>2]|0;d=f[(D+92|0)>>2]|0;l=f[(D+96|0)>>2]|0;m=f[(D+100|0)>>2]|0;o=f[(D+104|0)>>2]|0;q=f[(D+108|0)>>2]|0;r=+p[(D+112|0)>>3];s=+p[(D+120|0)>>3];t=+p[(D+128|0)>>3];v=+p[(D+136|0)>>3];w=+p[(D+144|0)>>3];x=+p[(D+152|0)>>3];y=+p[(D+160|0)>>3];z=+p[(D+168|0)>>3];A=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];B=+p[(D+200|0)>>3];C=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=E;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(E+40|0)>>3];p[(E+40|0)>>3]=e;p[(D+40|0)>>3]=da;da=+p[(E+48|0)>>3];p[(E+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(E+56|0)>>3];p[(E+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(E+64|0)>>3];p[(E+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(E+72|0)>>3];p[(E+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(E+80|0)>>3];p[(E+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;aa=f[(E+88|0)>>2]|0;f[(E+88|0)>>2]=c;f[(D+88|0)>>2]=aa;aa=f[(E+92|0)>>2]|0;f[(E+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=aa;aa=f[(E+96|0)>>2]|0;f[(E+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=aa;aa=f[(E+100|0)>>2]|0;f[(E+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=aa;f[(D+104|0)>>2]=f[(E+104|0)>>2];f[(D+108|0)>>2]=f[(E+108|0)>>2];da=+p[(E+112|0)>>3];p[(E+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(E+120|0)>>3];p[(E+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(E+128|0)>>3];p[(E+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(E+136|0)>>3];p[(E+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(E+144|0)>>3];p[(E+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(E+152|0)>>3];p[(E+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(E+160|0)>>3];p[(E+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(E+168|0)>>3];p[(E+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(E+176|0)>>3];p[(E+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(E+184|0)>>2];f[(D+184|0)+4>>2]=f[(E+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(E+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(E+184|0)+12>>2];p[(D+200|0)>>3]=+p[(E+200|0)>>3];p[(D+208|0)>>3]=+p[(E+208|0)>>3];f[(D+216|0)>>2]=f[(E+216|0)>>2];f[(D+216|0)+4>>2]=f[(E+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(E+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(E+216|0)+12>>2];b[(D+216|0)+16>>0]=b[(E+216|0)+16>>0]|0;aa=E;ba=a+24|0;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));p[(E+40|0)>>3]=e;p[(E+48|0)>>3]=g;p[(E+56|0)>>3]=h;p[(E+64|0)>>3]=i;p[(E+72|0)>>3]=j;p[(E+80|0)>>3]=k;f[(E+88|0)>>2]=c;f[(E+92|0)>>2]=d;f[(E+96|0)>>2]=l;f[(E+100|0)>>2]=m;f[(E+104|0)>>2]=o;f[(E+108|0)>>2]=q;p[(E+112|0)>>3]=r;p[(E+120|0)>>3]=s;p[(E+128|0)>>3]=t;p[(E+136|0)>>3]=v;p[(E+144|0)>>3]=w;p[(E+152|0)>>3]=x;p[(E+160|0)>>3]=y;p[(E+168|0)>>3]=z;p[(E+176|0)>>3]=A;f[(E+184|0)>>2]=f[(a+64|0)>>2];f[(E+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(E+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(E+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(E+200|0)>>3]=B;p[(E+208|0)>>3]=C;f[(E+216|0)>>2]=f[a>>2];f[(E+216|0)+4>>2]=f[a+4>>2];f[(E+216|0)+8>>2]=f[a+8>>2];f[(E+216|0)+12>>2]=f[a+12>>2];b[(E+216|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+2008>>2]=6;f[a+2012>>2]=c|0;break a}aa=a+24|0;ba=D;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));F=+p[(D+40|0)>>3];G=+p[(D+48|0)>>3];H=+p[(D+56|0)>>3];I=+p[(D+64|0)>>3];J=+p[(D+72|0)>>3];K=+p[(D+80|0)>>3];L=f[(D+88|0)>>2]|0;M=f[(D+92|0)>>2]|0;N=f[(D+96|0)>>2]|0;O=f[(D+100|0)>>2]|0;P=f[(D+104|0)>>2]|0;Q=f[(D+108|0)>>2]|0;R=+p[(D+112|0)>>3];S=+p[(D+120|0)>>3];T=+p[(D+128|0)>>3];U=+p[(D+136|0)>>3];V=+p[(D+144|0)>>3];W=+p[(D+152|0)>>3];X=+p[(D+160|0)>>3];Y=+p[(D+168|0)>>3];Z=+p[(D+176|0)>>3];f[(a+64|0)>>2]=f[(D+184|0)>>2];f[(a+64|0)+4>>2]=f[(D+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(D+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(D+184|0)+12>>2];_=+p[(D+200|0)>>3];$=+p[(D+208|0)>>3];f[a>>2]=f[(D+216|0)>>2];f[a+4>>2]=f[(D+216|0)+4>>2];f[a+8>>2]=f[(D+216|0)+8>>2];f[a+12>>2]=f[(D+216|0)+12>>2];b[a+16>>0]=b[(D+216|0)+16>>0]|0;aa=D;ba=d;ca=aa+36|0;do{f[aa>>2]=f[ba>>2];aa=aa+4|0;ba=ba+4|0}while((aa|0)<(ca|0));da=+p[(d+40|0)>>3];p[(d+40|0)>>3]=F;p[(D+40|0)>>3]=da;da=+p[(d+48|0)>>3];p[(d+48|0)>>3]=+p[(D+48|0)>>3];p[(D+48|0)>>3]=da;da=+p[(d+56|0)>>3];p[(d+56|0)>>3]=+p[(D+56|0)>>3];p[(D+56|0)>>3]=da;da=+p[(d+64|0)>>3];p[(d+64|0)>>3]=+p[(D+64|0)>>3];p[(D+64|0)>>3]=da;da=+p[(d+72|0)>>3];p[(d+72|0)>>3]=+p[(D+72|0)>>3];p[(D+72|0)>>3]=da;da=+p[(d+80|0)>>3];p[(d+80|0)>>3]=+p[(D+80|0)>>3];p[(D+80|0)>>3]=da;E=f[(d+88|0)>>2]|0;f[(d+88|0)>>2]=L;f[(D+88|0)>>2]=E;E=f[(d+92|0)>>2]|0;f[(d+92|0)>>2]=f[(D+92|0)>>2];f[(D+92|0)>>2]=E;E=f[(d+96|0)>>2]|0;f[(d+96|0)>>2]=f[(D+96|0)>>2];f[(D+96|0)>>2]=E;E=f[(d+100|0)>>2]|0;f[(d+100|0)>>2]=f[(D+100|0)>>2];f[(D+100|0)>>2]=E;f[(D+104|0)>>2]=f[(d+104|0)>>2];f[(D+108|0)>>2]=f[(d+108|0)>>2];da=+p[(d+112|0)>>3];p[(d+112|0)>>3]=+p[(D+112|0)>>3];p[(D+112|0)>>3]=da;da=+p[(d+120|0)>>3];p[(d+120|0)>>3]=+p[(D+120|0)>>3];p[(D+120|0)>>3]=da;da=+p[(d+128|0)>>3];p[(d+128|0)>>3]=+p[(D+128|0)>>3];p[(D+128|0)>>3]=da;da=+p[(d+136|0)>>3];p[(d+136|0)>>3]=+p[(D+136|0)>>3];p[(D+136|0)>>3]=da;da=+p[(d+144|0)>>3];p[(d+144|0)>>3]=+p[(D+144|0)>>3];p[(D+144|0)>>3]=da;da=+p[(d+152|0)>>3];p[(d+152|0)>>3]=+p[(D+152|0)>>3];p[(D+152|0)>>3]=da;da=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(D+160|0)>>3];p[(D+160|0)>>3]=da;da=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(D+168|0)>>3];p[(D+168|0)>>3]=da;da=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(D+176|0)>>3];p[(D+176|0)>>3]=da;f[(D+184|0)>>2]=f[(d+184|0)>>2];f[(D+184|0)+4>>2]=f[(d+184|0)+4>>2];f[(D+184|0)+8>>2]=f[(d+184|0)+8>>2];f[(D+184|0)+12>>2]=f[(d+184|0)+12>>2];p[(D+200|0)>>3]=+p[(d+200|0)>>3];p[(D+208|0)>>3]=+p[(d+208|0)>>3];f[(D+216|0)>>2]=f[(d+216|0)>>2];f[(D+216|0)+4>>2]=f[(d+216|0)+4>>2];f[(D+216|0)+8>>2]=f[(d+216|0)+8>>2];f[(D+216|0)+12>>2]=f[(d+216|0)+12>>2]}f[a+120>>2]=c;n[a+952>>2]=F;n[a+960>>2]=G;n[a+968>>2]=H;n[a+976>>2]=I;n[a+984>>2]=J;n[a+992>>2]=K;f[a+1e3>>2]=L;f[a+1008>>2]=M;f[a+1016>>2]=N;f[a+1024>>2]=O;f[a+1032>>2]=P;f[a+1040>>2]=Q;n[a+1048>>2]=R;n[a+1056>>2]=S;n[a+1064>>2]=T;n[a+1072>>2]=U;n[a+1080>>2]=V;n[a+1088>>2]=W;n[a+1096>>2]=X;n[a+1104>>2]=Y;n[a+1112>>2]=Z;n[a+1120>>2]=_;n[a+1128>>2]=$;f[a+1968>>2]=aa;f[a+1984>>2]=ba;f[a+1992>>2]=ca}function Etb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;J=+n[a+160>>2];e=+n[a+1152>>2];g=+n[a+1184>>2];h=+n[a+1224>>2];i=+n[a+1248>>2];j=+n[a+1280>>2];k=+n[a+1320>>2];d=f[a+1368>>2]|0;l=f[a+1408>>2]|0;m=f[a+1448>>2]|0;o=f[a+1504>>2]|0;q=f[a+1536>>2]|0;D=f[a+1576>>2]|0;r=+n[a+1592>>2];s=+n[a+1680>>2];t=+n[a+1768>>2];v=+n[a+1784>>2];w=+n[a+1792>>2];x=+n[a+1800>>2];y=+n[a+1808>>2];z=+n[a+1816>>2];A=+n[a+1824>>2];B=+n[a+1832>>2];C=+n[a+1840>>2];a:{p[(F+160|0)>>3]=J;J=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=J;J=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=J;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;G=c;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[(E+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}if(!(fub(F,E)|0)){c=1;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}}}G=a+24|0;H=E;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;G=E;H=F;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));J=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=J;J=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=J;J=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=J;J=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=J;J=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=J;J=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=J;G=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=G;G=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=G;G=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=G;G=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=G;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];J=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=J;J=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=J;J=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=J;J=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=J;J=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=J;J=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=J;J=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=J;J=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=J;J=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=J;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;G=F;H=a+24|0;I=G+36|0;do{f[G>>2]=f[H>>2];G=G+4|0;H=H+4|0}while((G|0)<(I|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=2;u=a;f[a+2016>>2]=6;f[a+2020>>2]=c|0;break a}f[a+120>>2]=c;f[a+1968>>2]=G;f[a+1984>>2]=H;f[a+1992>>2]=I}function Ftb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;D=f[a+112>>2]|0;e=+n[a+184>>2];g=+n[a+192>>2];h=+n[a+200>>2];i=+n[a+208>>2];j=+n[a+216>>2];k=+n[a+224>>2];c=f[a+232>>2]|0;d=f[a+240>>2]|0;l=f[a+248>>2]|0;m=f[a+256>>2]|0;o=f[a+264>>2]|0;q=f[a+272>>2]|0;r=+n[a+280>>2];s=+n[a+296>>2];t=+n[a+304>>2];v=+n[a+312>>2];w=+n[a+320>>2];x=+n[a+328>>2];y=+n[a+336>>2];z=+n[a+344>>2];A=+n[a+352>>2];B=+n[a+360>>2];C=+n[a+368>>2];H=f[a+440>>2]|0;G=f[a+1048>>2]|0;a:{f[(D+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=H;H=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=H;H=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=H;f[(F+104|0)>>2]=f[(D+104|0)>>2];f[(F+108|0)>>2]=f[(D+108|0)>>2];K=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=K;K=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=K;K=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=K;K=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=K;K=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=K;K=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=K;K=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(D+184|0)>>2];f[(F+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(F+200|0)>>3]=+p[(D+200|0)>>3];p[(F+208|0)>>3]=+p[(D+208|0)>>3];f[(F+216|0)>>2]=f[(D+216|0)>>2];f[(F+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;H=D;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+2|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+3|0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+128>>2]=c;f[a+1248>>2]=H;f[a+1264>>2]=I;f[a+1272>>2]=J}function Gtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0.0;F=f[a+104>>2]|0;ca=f[a+112>>2]|0;m=f[a+120>>2]|0;E=f[a+128>>2]|0;G=+n[a+184>>2];H=+n[a+192>>2];I=+n[a+200>>2];J=+n[a+208>>2];K=+n[a+216>>2];L=+n[a+224>>2];M=f[a+232>>2]|0;N=f[a+240>>2]|0;O=f[a+248>>2]|0;P=f[a+256>>2]|0;Q=f[a+264>>2]|0;R=f[a+272>>2]|0;S=+n[a+280>>2];T=+n[a+296>>2];U=+n[a+304>>2];V=+n[a+312>>2];W=+n[a+320>>2];X=+n[a+328>>2];Y=+n[a+336>>2];Z=+n[a+344>>2];_=+n[a+352>>2];$=+n[a+360>>2];aa=+n[a+368>>2];ba=f[a+440>>2]|0;e=+n[a+560>>2];g=+n[a+616>>2];h=+n[a+688>>2];i=+n[a+776>>2];j=+n[a+832>>2];k=+n[a+872>>2];c=f[a+952>>2]|0;d=f[a+960>>2]|0;l=f[a+968>>2]|0;o=f[a+976>>2]|0;q=f[a+984>>2]|0;r=f[a+992>>2]|0;s=+n[a+1e3>>2];t=+n[a+1008>>2];v=+n[a+1016>>2];w=+n[a+1024>>2];x=+n[a+1032>>2];y=+n[a+1040>>2];da=f[a+1048>>2]|0;z=+n[a+1056>>2];A=+n[a+1064>>2];B=+n[a+1072>>2];C=+n[a+1080>>2];D=+n[a+1088>>2];a:{ha=+p[(m+136|0)>>3];p[(m+136|0)>>3]=+p[(ca+136|0)>>3];p[(ca+136|0)>>3]=ha;ha=+p[(m+144|0)>>3];p[(m+144|0)>>3]=+p[(ca+144|0)>>3];p[(ca+144|0)>>3]=ha;ha=+p[(m+152|0)>>3];p[(m+152|0)>>3]=+p[(ca+152|0)>>3];p[(ca+152|0)>>3]=ha;ha=+p[(m+160|0)>>3];p[(m+160|0)>>3]=+p[(ca+160|0)>>3];p[(ca+160|0)>>3]=ha;ha=+p[(m+168|0)>>3];p[(m+168|0)>>3]=+p[(ca+168|0)>>3];p[(ca+168|0)>>3]=ha;ha=+p[(m+176|0)>>3];p[(m+176|0)>>3]=+p[(ca+176|0)>>3];p[(ca+176|0)>>3]=ha;f[(ca+184|0)>>2]=f[(m+184|0)>>2];f[(ca+184|0)+4>>2]=f[(m+184|0)+4>>2];f[(ca+184|0)+8>>2]=f[(m+184|0)+8>>2];f[(ca+184|0)+12>>2]=f[(m+184|0)+12>>2];p[(ca+200|0)>>3]=+p[(m+200|0)>>3];p[(ca+208|0)>>3]=+p[(m+208|0)>>3];f[(ca+216|0)>>2]=f[(m+216|0)>>2];f[(ca+216|0)+4>>2]=f[(m+216|0)+4>>2];f[(ca+216|0)+8>>2]=f[(m+216|0)+8>>2];f[(ca+216|0)+12>>2]=f[(m+216|0)+12>>2];b[(ca+216|0)+16>>0]=b[(m+216|0)+16>>0]|0;ea=m;fa=a+24|0;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));p[(m+40|0)>>3]=e;p[(m+48|0)>>3]=g;p[(m+56|0)>>3]=h;p[(m+64|0)>>3]=i;p[(m+72|0)>>3]=j;p[(m+80|0)>>3]=k;f[(m+88|0)>>2]=c;f[(m+92|0)>>2]=d;f[(m+96|0)>>2]=l;f[(m+100|0)>>2]=o;f[(m+104|0)>>2]=q;f[(m+108|0)>>2]=r;p[(m+112|0)>>3]=s;p[(m+120|0)>>3]=t;p[(m+128|0)>>3]=v;p[(m+136|0)>>3]=w;p[(m+144|0)>>3]=x;p[(m+152|0)>>3]=y;p[(m+160|0)>>3]=z;p[(m+168|0)>>3]=A;p[(m+176|0)>>3]=B;f[(m+184|0)>>2]=f[(a+64|0)>>2];f[(m+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(m+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(m+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(m+200|0)>>3]=C;p[(m+208|0)>>3]=D;f[(m+216|0)>>2]=f[a>>2];f[(m+216|0)+4>>2]=f[a+4>>2];f[(m+216|0)+8>>2]=f[a+8>>2];f[(m+216|0)+12>>2]=f[a+12>>2];b[(m+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(ca+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}e=+p[ca+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}if(!(fub(ca,F)|0)){E=da+1|0;u=a;f[a+1288>>2]=6;f[a+1292>>2]=E|0;break a}}}ea=a+24|0;fa=F;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));G=+p[(F+40|0)>>3];H=+p[(F+48|0)>>3];I=+p[(F+56|0)>>3];J=+p[(F+64|0)>>3];K=+p[(F+72|0)>>3];L=+p[(F+80|0)>>3];M=f[(F+88|0)>>2]|0;N=f[(F+92|0)>>2]|0;O=f[(F+96|0)>>2]|0;P=f[(F+100|0)>>2]|0;Q=f[(F+104|0)>>2]|0;R=f[(F+108|0)>>2]|0;S=+p[(F+112|0)>>3];T=+p[(F+120|0)>>3];U=+p[(F+128|0)>>3];V=+p[(F+136|0)>>3];W=+p[(F+144|0)>>3];X=+p[(F+152|0)>>3];Y=+p[(F+160|0)>>3];Z=+p[(F+168|0)>>3];_=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];$=+p[(F+200|0)>>3];aa=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;ea=F;fa=ca;ga=ea+36|0;do{f[ea>>2]=f[fa>>2];ea=ea+4|0;fa=fa+4|0}while((ea|0)<(ga|0));ha=+p[(ca+40|0)>>3];p[(ca+40|0)>>3]=G;p[(F+40|0)>>3]=ha;ha=+p[(ca+48|0)>>3];p[(ca+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ha;ha=+p[(ca+56|0)>>3];p[(ca+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ha;ha=+p[(ca+64|0)>>3];p[(ca+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ha;ha=+p[(ca+72|0)>>3];p[(ca+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ha;ha=+p[(ca+80|0)>>3];p[(ca+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ha;ba=f[(ca+88|0)>>2]|0;f[(ca+88|0)>>2]=M;f[(F+88|0)>>2]=ba;ba=f[(ca+92|0)>>2]|0}f[a+128>>2]=E;n[a+184>>2]=G;n[a+192>>2]=H;n[a+200>>2]=I;n[a+208>>2]=J;n[a+216>>2]=K;n[a+224>>2]=L;f[a+232>>2]=M;f[a+240>>2]=N;f[a+248>>2]=O;f[a+256>>2]=P;f[a+264>>2]=Q;f[a+272>>2]=R;n[a+280>>2]=S;n[a+296>>2]=T;n[a+304>>2]=U;n[a+312>>2]=V;n[a+320>>2]=W;n[a+328>>2]=X;n[a+336>>2]=Y;n[a+344>>2]=Z;n[a+352>>2]=_;n[a+360>>2]=$;n[a+368>>2]=aa;f[a+440>>2]=ba;f[a+1248>>2]=ea;f[a+1264>>2]=fa;f[a+1272>>2]=ga}function Htb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0;E=f[a+96>>2]|0;F=f[a+104>>2]|0;c=f[a+112>>2]|0;e=+n[a+584>>2];g=+n[a+592>>2];h=+n[a+600>>2];i=+n[a+608>>2];j=+n[a+624>>2];k=+n[a+632>>2];d=f[a+640>>2]|0;l=f[a+648>>2]|0;m=f[a+656>>2]|0;o=f[a+664>>2]|0;q=f[a+672>>2]|0;D=f[a+680>>2]|0;r=+n[a+696>>2];s=+n[a+704>>2];t=+n[a+712>>2];v=+n[a+720>>2];w=+n[a+728>>2];x=+n[a+736>>2];y=+n[a+744>>2];z=+n[a+752>>2];A=+n[a+760>>2];B=+n[a+768>>2];C=+n[a+784>>2];G=f[a+1488>>2]|0;a:{K=+p[(c+160|0)>>3];p[(c+160|0)>>3]=+p[(F+160|0)>>3];p[(F+160|0)>>3]=K;K=+p[(c+168|0)>>3];p[(c+168|0)>>3]=+p[(F+168|0)>>3];p[(F+168|0)>>3]=K;K=+p[(c+176|0)>>3];p[(c+176|0)>>3]=+p[(F+176|0)>>3];p[(F+176|0)>>3]=K;f[(F+184|0)>>2]=f[(c+184|0)>>2];f[(F+184|0)+4>>2]=f[(c+184|0)+4>>2];f[(F+184|0)+8>>2]=f[(c+184|0)+8>>2];f[(F+184|0)+12>>2]=f[(c+184|0)+12>>2];p[(F+200|0)>>3]=+p[(c+200|0)>>3];p[(F+208|0)>>3]=+p[(c+208|0)>>3];f[(F+216|0)>>2]=f[(c+216|0)>>2];f[(F+216|0)+4>>2]=f[(c+216|0)+4>>2];f[(F+216|0)+8>>2]=f[(c+216|0)+8>>2];f[(F+216|0)+12>>2]=f[(c+216|0)+12>>2];b[(F+216|0)+16>>0]=b[(c+216|0)+16>>0]|0;H=c;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(c+40|0)>>3]=e;p[(c+48|0)>>3]=g;p[(c+56|0)>>3]=h;p[(c+64|0)>>3]=i;p[(c+72|0)>>3]=j;p[(c+80|0)>>3]=k;f[(c+88|0)>>2]=d;f[(c+92|0)>>2]=l;f[(c+96|0)>>2]=m;f[(c+100|0)>>2]=o;f[(c+104|0)>>2]=q;f[(c+108|0)>>2]=D;p[(c+112|0)>>3]=r;p[(c+120|0)>>3]=s;p[(c+128|0)>>3]=t;p[(c+136|0)>>3]=v;p[(c+144|0)>>3]=w;p[(c+152|0)>>3]=x;p[(c+160|0)>>3]=y;p[(c+168|0)>>3]=z;p[(c+176|0)>>3]=A;f[(c+184|0)>>2]=f[(a+64|0)>>2];f[(c+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(c+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(c+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(c+200|0)>>3]=B;p[(c+208|0)>>3]=C;f[(c+216|0)>>2]=f[a>>2];f[(c+216|0)+4>>2]=f[a+4>>2];f[(c+216|0)+8>>2]=f[a+8>>2];f[(c+216|0)+12>>2]=f[a+12>>2];b[(c+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(F+216|0)>>3]>>>0;d=~~+p[E+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}e=+p[F+224>>3];g=+p[E+224>>3];if(!(e<g)){if(e>g){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}if(!(fub(F,E)|0)){c=G+3|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}}}H=a+24|0;I=E;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));e=+p[(E+40|0)>>3];g=+p[(E+48|0)>>3];h=+p[(E+56|0)>>3];i=+p[(E+64|0)>>3];j=+p[(E+72|0)>>3];k=+p[(E+80|0)>>3];c=f[(E+88|0)>>2]|0;d=f[(E+92|0)>>2]|0;l=f[(E+96|0)>>2]|0;m=f[(E+100|0)>>2]|0;o=f[(E+104|0)>>2]|0;q=f[(E+108|0)>>2]|0;r=+p[(E+112|0)>>3];s=+p[(E+120|0)>>3];t=+p[(E+128|0)>>3];v=+p[(E+136|0)>>3];w=+p[(E+144|0)>>3];x=+p[(E+152|0)>>3];y=+p[(E+160|0)>>3];z=+p[(E+168|0)>>3];A=+p[(E+176|0)>>3];f[(a+64|0)>>2]=f[(E+184|0)>>2];f[(a+64|0)+4>>2]=f[(E+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(E+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(E+184|0)+12>>2];B=+p[(E+200|0)>>3];C=+p[(E+208|0)>>3];f[a>>2]=f[(E+216|0)>>2];f[a+4>>2]=f[(E+216|0)+4>>2];f[a+8>>2]=f[(E+216|0)+8>>2];f[a+12>>2]=f[(E+216|0)+12>>2];b[a+16>>0]=b[(E+216|0)+16>>0]|0;H=E;I=F;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));K=+p[(F+40|0)>>3];p[(F+40|0)>>3]=e;p[(E+40|0)>>3]=K;K=+p[(F+48|0)>>3];p[(F+48|0)>>3]=+p[(E+48|0)>>3];p[(E+48|0)>>3]=K;K=+p[(F+56|0)>>3];p[(F+56|0)>>3]=+p[(E+56|0)>>3];p[(E+56|0)>>3]=K;K=+p[(F+64|0)>>3];p[(F+64|0)>>3]=+p[(E+64|0)>>3];p[(E+64|0)>>3]=K;K=+p[(F+72|0)>>3];p[(F+72|0)>>3]=+p[(E+72|0)>>3];p[(E+72|0)>>3]=K;K=+p[(F+80|0)>>3];p[(F+80|0)>>3]=+p[(E+80|0)>>3];p[(E+80|0)>>3]=K;H=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=c;f[(E+88|0)>>2]=H;H=f[(F+92|0)>>2]|0;f[(F+92|0)>>2]=f[(E+92|0)>>2];f[(E+92|0)>>2]=H;H=f[(F+96|0)>>2]|0;f[(F+96|0)>>2]=f[(E+96|0)>>2];f[(E+96|0)>>2]=H;H=f[(F+100|0)>>2]|0;f[(F+100|0)>>2]=f[(E+100|0)>>2];f[(E+100|0)>>2]=H;f[(E+104|0)>>2]=f[(F+104|0)>>2];f[(E+108|0)>>2]=f[(F+108|0)>>2];K=+p[(F+112|0)>>3];p[(F+112|0)>>3]=+p[(E+112|0)>>3];p[(E+112|0)>>3]=K;K=+p[(F+120|0)>>3];p[(F+120|0)>>3]=+p[(E+120|0)>>3];p[(E+120|0)>>3]=K;K=+p[(F+128|0)>>3];p[(F+128|0)>>3]=+p[(E+128|0)>>3];p[(E+128|0)>>3]=K;K=+p[(F+136|0)>>3];p[(F+136|0)>>3]=+p[(E+136|0)>>3];p[(E+136|0)>>3]=K;K=+p[(F+144|0)>>3];p[(F+144|0)>>3]=+p[(E+144|0)>>3];p[(E+144|0)>>3]=K;K=+p[(F+152|0)>>3];p[(F+152|0)>>3]=+p[(E+152|0)>>3];p[(E+152|0)>>3]=K;K=+p[(F+160|0)>>3];p[(F+160|0)>>3]=+p[(E+160|0)>>3];p[(E+160|0)>>3]=K;K=+p[(F+168|0)>>3];p[(F+168|0)>>3]=+p[(E+168|0)>>3];p[(E+168|0)>>3]=K;K=+p[(F+176|0)>>3];p[(F+176|0)>>3]=+p[(E+176|0)>>3];p[(E+176|0)>>3]=K;f[(E+184|0)>>2]=f[(F+184|0)>>2];f[(E+184|0)+4>>2]=f[(F+184|0)+4>>2];f[(E+184|0)+8>>2]=f[(F+184|0)+8>>2];f[(E+184|0)+12>>2]=f[(F+184|0)+12>>2];p[(E+200|0)>>3]=+p[(F+200|0)>>3];p[(E+208|0)>>3]=+p[(F+208|0)>>3];f[(E+216|0)>>2]=f[(F+216|0)>>2];f[(E+216|0)+4>>2]=f[(F+216|0)+4>>2];f[(E+216|0)+8>>2]=f[(F+216|0)+8>>2];f[(E+216|0)+12>>2]=f[(F+216|0)+12>>2];b[(E+216|0)+16>>0]=b[(F+216|0)+16>>0]|0;H=F;I=a+24|0;J=H+36|0;do{f[H>>2]=f[I>>2];H=H+4|0;I=I+4|0}while((H|0)<(J|0));p[(F+40|0)>>3]=e;p[(F+48|0)>>3]=g;p[(F+56|0)>>3]=h;p[(F+64|0)>>3]=i;p[(F+72|0)>>3]=j;p[(F+80|0)>>3]=k;f[(F+88|0)>>2]=c;f[(F+92|0)>>2]=d;f[(F+96|0)>>2]=l;f[(F+100|0)>>2]=m;f[(F+104|0)>>2]=o;f[(F+108|0)>>2]=q;p[(F+112|0)>>3]=r;p[(F+120|0)>>3]=s;p[(F+128|0)>>3]=t;p[(F+136|0)>>3]=v;p[(F+144|0)>>3]=w;p[(F+152|0)>>3]=x;p[(F+160|0)>>3]=y;p[(F+168|0)>>3]=z;p[(F+176|0)>>3]=A;f[(F+184|0)>>2]=f[(a+64|0)>>2];f[(F+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(F+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(F+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(F+200|0)>>3]=B;p[(F+208|0)>>3]=C;f[(F+216|0)>>2]=f[a>>2];f[(F+216|0)+4>>2]=f[a+4>>2];f[(F+216|0)+8>>2]=f[a+8>>2];f[(F+216|0)+12>>2]=f[a+12>>2];b[(F+216|0)+16>>0]=b[a+16>>0]|0;c=G+4|0;u=a;f[a+1656>>2]=6;f[a+1660>>2]=c|0;break a}f[a+136>>2]=c;f[a+1624>>2]=H;f[a+1640>>2]=I;f[a+1648>>2]=J}function Itb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0.0;F=f[a+104>>2]|0;G=f[a+112>>2]|0;D=f[a+120>>2]|0;E=f[a+136>>2]|0;e=+n[a+200>>2];g=+n[a+208>>2];h=+n[a+216>>2];i=+n[a+224>>2];j=+n[a+232>>2];k=+n[a+240>>2];c=f[a+248>>2]|0;d=f[a+256>>2]|0;l=f[a+264>>2]|0;m=f[a+272>>2]|0;o=f[a+280>>2]|0;H=+n[a+584>>2];I=+n[a+592>>2];J=+n[a+600>>2];K=+n[a+608>>2];L=+n[a+624>>2];M=+n[a+632>>2];N=f[a+640>>2]|0;O=f[a+648>>2]|0;P=f[a+656>>2]|0;Q=f[a+664>>2]|0;R=f[a+672>>2]|0;S=f[a+680>>2]|0;T=+n[a+696>>2];U=+n[a+704>>2];V=+n[a+712>>2];W=+n[a+720>>2];X=+n[a+728>>2];Y=+n[a+736>>2];Z=+n[a+744>>2];_=+n[a+752>>2];$=+n[a+760>>2];aa=+n[a+768>>2];ba=+n[a+784>>2];ca=f[a+1488>>2]|0;a:{q=f[(G+108|0)>>2]|0;r=+p[(G+112|0)>>3];s=+p[(G+120|0)>>3];t=+p[(G+128|0)>>3];v=+p[(G+136|0)>>3];w=+p[(G+144|0)>>3];x=+p[(G+152|0)>>3];y=+p[(G+160|0)>>3];z=+p[(G+168|0)>>3];A=+p[(G+176|0)>>3];f[(a+64|0)>>2]=f[(G+184|0)>>2];f[(a+64|0)+4>>2]=f[(G+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(G+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(G+184|0)+12>>2];B=+p[(G+200|0)>>3];C=+p[(G+208|0)>>3];f[a>>2]=f[(G+216|0)>>2];f[a+4>>2]=f[(G+216|0)+4>>2];f[a+8>>2]=f[(G+216|0)+8>>2];f[a+12>>2]=f[(G+216|0)+12>>2];b[a+16>>0]=b[(G+216|0)+16>>0]|0;da=G;ea=D;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(D+40|0)>>3];p[(D+40|0)>>3]=e;p[(G+40|0)>>3]=ga;ga=+p[(D+48|0)>>3];p[(D+48|0)>>3]=+p[(G+48|0)>>3];p[(G+48|0)>>3]=ga;ga=+p[(D+56|0)>>3];p[(D+56|0)>>3]=+p[(G+56|0)>>3];p[(G+56|0)>>3]=ga;ga=+p[(D+64|0)>>3];p[(D+64|0)>>3]=+p[(G+64|0)>>3];p[(G+64|0)>>3]=ga;ga=+p[(D+72|0)>>3];p[(D+72|0)>>3]=+p[(G+72|0)>>3];p[(G+72|0)>>3]=ga;ga=+p[(D+80|0)>>3];p[(D+80|0)>>3]=+p[(G+80|0)>>3];p[(G+80|0)>>3]=ga;da=f[(D+88|0)>>2]|0;f[(D+88|0)>>2]=c;f[(G+88|0)>>2]=da;da=f[(D+92|0)>>2]|0;f[(D+92|0)>>2]=f[(G+92|0)>>2];f[(G+92|0)>>2]=da;da=f[(D+96|0)>>2]|0;f[(D+96|0)>>2]=f[(G+96|0)>>2];f[(G+96|0)>>2]=da;da=f[(D+100|0)>>2]|0;f[(D+100|0)>>2]=f[(G+100|0)>>2];f[(G+100|0)>>2]=da;f[(G+104|0)>>2]=f[(D+104|0)>>2];f[(G+108|0)>>2]=f[(D+108|0)>>2];ga=+p[(D+112|0)>>3];p[(D+112|0)>>3]=+p[(G+112|0)>>3];p[(G+112|0)>>3]=ga;ga=+p[(D+120|0)>>3];p[(D+120|0)>>3]=+p[(G+120|0)>>3];p[(G+120|0)>>3]=ga;ga=+p[(D+128|0)>>3];p[(D+128|0)>>3]=+p[(G+128|0)>>3];p[(G+128|0)>>3]=ga;ga=+p[(D+136|0)>>3];p[(D+136|0)>>3]=+p[(G+136|0)>>3];p[(G+136|0)>>3]=ga;ga=+p[(D+144|0)>>3];p[(D+144|0)>>3]=+p[(G+144|0)>>3];p[(G+144|0)>>3]=ga;ga=+p[(D+152|0)>>3];p[(D+152|0)>>3]=+p[(G+152|0)>>3];p[(G+152|0)>>3]=ga;ga=+p[(D+160|0)>>3];p[(D+160|0)>>3]=+p[(G+160|0)>>3];p[(G+160|0)>>3]=ga;ga=+p[(D+168|0)>>3];p[(D+168|0)>>3]=+p[(G+168|0)>>3];p[(G+168|0)>>3]=ga;ga=+p[(D+176|0)>>3];p[(D+176|0)>>3]=+p[(G+176|0)>>3];p[(G+176|0)>>3]=ga;f[(G+184|0)>>2]=f[(D+184|0)>>2];f[(G+184|0)+4>>2]=f[(D+184|0)+4>>2];f[(G+184|0)+8>>2]=f[(D+184|0)+8>>2];f[(G+184|0)+12>>2]=f[(D+184|0)+12>>2];p[(G+200|0)>>3]=+p[(D+200|0)>>3];p[(G+208|0)>>3]=+p[(D+208|0)>>3];f[(G+216|0)>>2]=f[(D+216|0)>>2];f[(G+216|0)+4>>2]=f[(D+216|0)+4>>2];f[(G+216|0)+8>>2]=f[(D+216|0)+8>>2];f[(G+216|0)+12>>2]=f[(D+216|0)+12>>2];b[(G+216|0)+16>>0]=b[(D+216|0)+16>>0]|0;da=D;ea=a+24|0;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));p[(D+40|0)>>3]=e;p[(D+48|0)>>3]=g;p[(D+56|0)>>3]=h;p[(D+64|0)>>3]=i;p[(D+72|0)>>3]=j;p[(D+80|0)>>3]=k;f[(D+88|0)>>2]=c;f[(D+92|0)>>2]=d;f[(D+96|0)>>2]=l;f[(D+100|0)>>2]=m;f[(D+104|0)>>2]=o;f[(D+108|0)>>2]=q;p[(D+112|0)>>3]=r;p[(D+120|0)>>3]=s;p[(D+128|0)>>3]=t;p[(D+136|0)>>3]=v;p[(D+144|0)>>3]=w;p[(D+152|0)>>3]=x;p[(D+160|0)>>3]=y;p[(D+168|0)>>3]=z;p[(D+176|0)>>3]=A;f[(D+184|0)>>2]=f[(a+64|0)>>2];f[(D+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(D+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(D+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(D+200|0)>>3]=B;p[(D+208|0)>>3]=C;f[(D+216|0)>>2]=f[a>>2];f[(D+216|0)+4>>2]=f[a+4>>2];f[(D+216|0)+8>>2]=f[a+8>>2];f[(D+216|0)+12>>2]=f[a+12>>2];b[(D+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(G+216|0)>>3]>>>0;d=~~+p[(F+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}e=+p[G+224>>3];g=+p[F+224>>3];if(!(e<g)){if(e>g){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}if(!(fub(G,F)|0)){E=ca+2|0;u=a;f[a+1664>>2]=6;f[a+1668>>2]=E|0;break a}}}da=a+24|0;ea=F;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));H=+p[(F+40|0)>>3];I=+p[(F+48|0)>>3];J=+p[(F+56|0)>>3];K=+p[(F+64|0)>>3];L=+p[(F+72|0)>>3];M=+p[(F+80|0)>>3];N=f[(F+88|0)>>2]|0;O=f[(F+92|0)>>2]|0;P=f[(F+96|0)>>2]|0;Q=f[(F+100|0)>>2]|0;R=f[(F+104|0)>>2]|0;S=f[(F+108|0)>>2]|0;T=+p[(F+112|0)>>3];U=+p[(F+120|0)>>3];V=+p[(F+128|0)>>3];W=+p[(F+136|0)>>3];X=+p[(F+144|0)>>3];Y=+p[(F+152|0)>>3];Z=+p[(F+160|0)>>3];_=+p[(F+168|0)>>3];$=+p[(F+176|0)>>3];f[(a+64|0)>>2]=f[(F+184|0)>>2];f[(a+64|0)+4>>2]=f[(F+184|0)+4>>2];f[(a+64|0)+8>>2]=f[(F+184|0)+8>>2];f[(a+64|0)+12>>2]=f[(F+184|0)+12>>2];aa=+p[(F+200|0)>>3];ba=+p[(F+208|0)>>3];f[a>>2]=f[(F+216|0)>>2];f[a+4>>2]=f[(F+216|0)+4>>2];f[a+8>>2]=f[(F+216|0)+8>>2];f[a+12>>2]=f[(F+216|0)+12>>2];b[a+16>>0]=b[(F+216|0)+16>>0]|0;da=F;ea=G;fa=da+36|0;do{f[da>>2]=f[ea>>2];da=da+4|0;ea=ea+4|0}while((da|0)<(fa|0));ga=+p[(G+40|0)>>3];p[(G+40|0)>>3]=H;p[(F+40|0)>>3]=ga;ga=+p[(G+48|0)>>3];p[(G+48|0)>>3]=+p[(F+48|0)>>3];p[(F+48|0)>>3]=ga;ga=+p[(G+56|0)>>3];p[(G+56|0)>>3]=+p[(F+56|0)>>3];p[(F+56|0)>>3]=ga;ga=+p[(G+64|0)>>3];p[(G+64|0)>>3]=+p[(F+64|0)>>3];p[(F+64|0)>>3]=ga;ga=+p[(G+72|0)>>3];p[(G+72|0)>>3]=+p[(F+72|0)>>3];p[(F+72|0)>>3]=ga;ga=+p[(G+80|0)>>3];p[(G+80|0)>>3]=+p[(F+80|0)>>3];p[(F+80|0)>>3]=ga;ca=f[(G+88|0)>>2]|0;f[(G+88|0)>>2]=N;f[(F+88|0)>>2]=ca;ca=f[(G+92|0)>>2]|0;f[(G+92|0)>>2]=f[(F+92|0)>>2];f[(F+92|0)>>2]=ca;ca=f[(G+96|0)>>2]|0;f[(G+96|0)>>2]=f[(F+96|0)>>2];f[(F+96|0)>>2]=ca;ca=f[(G+100|0)>>2]|0;f[(G+100|0)>>2]=f[(F+100|0)>>2];f[(F+100|0)>>2]=ca;f[(F+104|0)>>2]=f[(G+104|0)>>2];f[(F+108|0)>>2]=f[(G+108|0)>>2];ga=+p[(G+112|0)>>3];p[(G+112|0)>>3]=+p[(F+112|0)>>3];p[(F+112|0)>>3]=ga;ga=+p[(G+120|0)>>3];p[(G+120|0)>>3]=+p[(F+120|0)>>3];p[(F+120|0)>>3]=ga;ga=+p[(G+128|0)>>3];p[(G+128|0)>>3]=+p[(F+128|0)>>3];p[(F+128|0)>>3]=ga;ga=+p[(G+136|0)>>3];p[(G+136|0)>>3]=+p[(F+136|0)>>3];p[(F+136|0)>>3]=ga;ga=+p[(G+144|0)>>3];p[(G+144|0)>>3]=+p[(F+144|0)>>3];p[(F+144|0)>>3]=ga;ga=+p[(G+152|0)>>3];p[(G+152|0)>>3]=+p[(F+152|0)>>3];p[(F+152|0)>>3]=ga}f[a+136>>2]=E;n[a+584>>2]=H;n[a+592>>2]=I;n[a+600>>2]=J;n[a+608>>2]=K;n[a+624>>2]=L;n[a+632>>2]=M;f[a+640>>2]=N;f[a+648>>2]=O;f[a+656>>2]=P;f[a+664>>2]=Q;f[a+672>>2]=R;f[a+680>>2]=S;n[a+696>>2]=T;n[a+704>>2]=U;n[a+712>>2]=V;n[a+720>>2]=W;n[a+728>>2]=X;n[a+736>>2]=Y;n[a+744>>2]=Z;n[a+752>>2]=_;n[a+760>>2]=$;n[a+768>>2]=aa;n[a+784>>2]=ba;f[a+1624>>2]=da;f[a+1640>>2]=ea;f[a+1648>>2]=fa}function Jtb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;Q=f[a+112>>2]|0;R=f[a+120>>2]|0;x=f[a+128>>2]|0;E=f[a+136>>2]|0;F=+n[a+200>>2];G=+n[a+208>>2];H=+n[a+216>>2];I=+n[a+224>>2];J=+n[a+232>>2];K=+n[a+240>>2];L=f[a+248>>2]|0;M=f[a+256>>2]|0;N=f[a+264>>2]|0;O=f[a+272>>2]|0;P=f[a+280>>2]|0;e=+n[a+616>>2];g=+n[a+688>>2];h=+n[a+776>>2];i=+n[a+832>>2];j=+n[a+880>>2];k=+n[a+928>>2];c=f[a+984>>2]|0;d=f[a+1040>>2]|0;l=f[a+1112>>2]|0;m=f[a+1248>>2]|0;o=f[a+1296>>2]|0;q=f[a+1344>>2]|0;r=+n[a+1384>>2];s=+n[a+1392>>2];t=+n[a+1400>>2];v=+n[a+1408>>2];w=+n[a+1416>>2];y=+n[a+1424>>2];z=+n[a+1432>>2];A=+n[a+1440>>2];B=+n[a+1448>>2];S=f[a+1488>>2]|0;a:{C=+p[(R+200|0)>>3];D=+p[(R+208|0)>>3];f[a>>2]=f[(R+216|0)>>2];f[a+4>>2]=f[(R+216|0)+4>>2];f[a+8>>2]=f[(R+216|0)+8>>2];f[a+12>>2]=f[(R+216|0)+12>>2];b[a+16>>0]=b[(R+216|0)+16>>0]|0;T=R;U=x;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));W=+p[(x+40|0)>>3];p[(x+40|0)>>3]=e;p[(R+40|0)>>3]=W;W=+p[(x+48|0)>>3];p[(x+48|0)>>3]=+p[(R+48|0)>>3];p[(R+48|0)>>3]=W;W=+p[(x+56|0)>>3];p[(x+56|0)>>3]=+p[(R+56|0)>>3];p[(R+56|0)>>3]=W;W=+p[(x+64|0)>>3];p[(x+64|0)>>3]=+p[(R+64|0)>>3];p[(R+64|0)>>3]=W;W=+p[(x+72|0)>>3];p[(x+72|0)>>3]=+p[(R+72|0)>>3];p[(R+72|0)>>3]=W;W=+p[(x+80|0)>>3];p[(x+80|0)>>3]=+p[(R+80|0)>>3];p[(R+80|0)>>3]=W;T=f[(x+88|0)>>2]|0;f[(x+88|0)>>2]=c;f[(R+88|0)>>2]=T;T=f[(x+92|0)>>2]|0;f[(x+92|0)>>2]=f[(R+92|0)>>2];f[(R+92|0)>>2]=T;T=f[(x+96|0)>>2]|0;f[(x+96|0)>>2]=f[(R+96|0)>>2];f[(R+96|0)>>2]=T;T=f[(x+100|0)>>2]|0;f[(x+100|0)>>2]=f[(R+100|0)>>2];f[(R+100|0)>>2]=T;f[(R+104|0)>>2]=f[(x+104|0)>>2];f[(R+108|0)>>2]=f[(x+108|0)>>2];W=+p[(x+112|0)>>3];p[(x+112|0)>>3]=+p[(R+112|0)>>3];p[(R+112|0)>>3]=W;W=+p[(x+120|0)>>3];p[(x+120|0)>>3]=+p[(R+120|0)>>3];p[(R+120|0)>>3]=W;W=+p[(x+128|0)>>3];p[(x+128|0)>>3]=+p[(R+128|0)>>3];p[(R+128|0)>>3]=W;W=+p[(x+136|0)>>3];p[(x+136|0)>>3]=+p[(R+136|0)>>3];p[(R+136|0)>>3]=W;W=+p[(x+144|0)>>3];p[(x+144|0)>>3]=+p[(R+144|0)>>3];p[(R+144|0)>>3]=W;W=+p[(x+152|0)>>3];p[(x+152|0)>>3]=+p[(R+152|0)>>3];p[(R+152|0)>>3]=W;W=+p[(x+160|0)>>3];p[(x+160|0)>>3]=+p[(R+160|0)>>3];p[(R+160|0)>>3]=W;W=+p[(x+168|0)>>3];p[(x+168|0)>>3]=+p[(R+168|0)>>3];p[(R+168|0)>>3]=W;W=+p[(x+176|0)>>3];p[(x+176|0)>>3]=+p[(R+176|0)>>3];p[(R+176|0)>>3]=W;f[(R+184|0)>>2]=f[(x+184|0)>>2];f[(R+184|0)+4>>2]=f[(x+184|0)+4>>2];f[(R+184|0)+8>>2]=f[(x+184|0)+8>>2];f[(R+184|0)+12>>2]=f[(x+184|0)+12>>2];p[(R+200|0)>>3]=+p[(x+200|0)>>3];p[(R+208|0)>>3]=+p[(x+208|0)>>3];f[(R+216|0)>>2]=f[(x+216|0)>>2];f[(R+216|0)+4>>2]=f[(x+216|0)+4>>2];f[(R+216|0)+8>>2]=f[(x+216|0)+8>>2];f[(R+216|0)+12>>2]=f[(x+216|0)+12>>2];b[(R+216|0)+16>>0]=b[(x+216|0)+16>>0]|0;T=x;U=a+24|0;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));p[(x+40|0)>>3]=e;p[(x+48|0)>>3]=g;p[(x+56|0)>>3]=h;p[(x+64|0)>>3]=i;p[(x+72|0)>>3]=j;p[(x+80|0)>>3]=k;f[(x+88|0)>>2]=c;f[(x+92|0)>>2]=d;f[(x+96|0)>>2]=l;f[(x+100|0)>>2]=m;f[(x+104|0)>>2]=o;f[(x+108|0)>>2]=q;p[(x+112|0)>>3]=r;p[(x+120|0)>>3]=s;p[(x+128|0)>>3]=t;p[(x+136|0)>>3]=v;p[(x+144|0)>>3]=w;p[(x+152|0)>>3]=y;p[(x+160|0)>>3]=z;p[(x+168|0)>>3]=A;p[(x+176|0)>>3]=B;f[(x+184|0)>>2]=f[(a+64|0)>>2];f[(x+184|0)+4>>2]=f[(a+64|0)+4>>2];f[(x+184|0)+8>>2]=f[(a+64|0)+8>>2];f[(x+184|0)+12>>2]=f[(a+64|0)+12>>2];p[(x+200|0)>>3]=C;p[(x+208|0)>>3]=D;f[(x+216|0)>>2]=f[a>>2];f[(x+216|0)+4>>2]=f[a+4>>2];f[(x+216|0)+8>>2]=f[a+8>>2];f[(x+216|0)+12>>2]=f[a+12>>2];b[(x+216|0)+16>>0]=b[a+16>>0]|0;c=~~+p[(R+216|0)>>3]>>>0;d=~~+p[(Q+216|0)>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}e=+p[R+224>>3];g=+p[Q+224>>3];if(!(e<g)){if(e>g){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}if(!(fub(R,Q)|0)){E=S+1|0;u=a;f[a+1672>>2]=6;f[a+1676>>2]=E|0;break a}}}T=a+24|0;U=Q;V=T+36|0;do{f[T>>2]=f[U>>2];T=T+4|0;U=U+4|0}while((T|0)<(V|0));F=+p[(Q+40|0)>>3];G=+p[(Q+48|0)>>3];H=+p[(Q+56|0)>>3];I=+p[(Q+64|0)>>3];J=+p[(Q+72|0)>>3];K=+p[(Q+80|0)>>3];L=f[(Q+88|0)>>2]|0;M=f[(Q+92|0)>>2]|0;N=f[(Q+96|0)>>2]|0;O=f[(Q+100|0)>>2]|0;P=f[(Q+104|0)>>2]|0}f[a+136>>2]=E;n[a+200>>2]=F;n[a+208>>2]=G;n[a+216>>2]=H;n[a+224>>2]=I;n[a+232>>2]=J;n[a+240>>2]=K;f[a+248>>2]=L;f[a+256>>2]=M;f[a+264>>2]=N;f[a+272>>2]=O;f[a+280>>2]=P;f[a+1624>>2]=T;f[a+1640>>2]=U;f[a+1648>>2]=V}function Ktb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;m=f[a+304>>2]|0;U=f[a+312>>2]|0;Q=f[a+328>>2]|0;l=f[a+336>>2]|0;k=f[a+344>>2]|0;R=f[a+360>>2]|0;S=f[a+368>>2]|0;T=f[a+392>>2]|0;M=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;N=f[a+464>>2]|0;O=f[a+472>>2]|0;P=f[a+480>>2]|0;q=f[a+488>>2]|0;c=f[a+496>>2]|0;r=f[a+504>>2]|0;L=f[a+560>>2]|0;a:{p[M>>3]=+p[L>>3];p[((a+40|0)+72|0)>>3]=+p[Q+72>>3];p[((a+40|0)+80|0)>>3]=+p[Q+80>>3];M=Q+88|0;f[n>>2]=f[M>>2];f[n+4>>2]=f[M+4>>2];f[n+8>>2]=f[M+8>>2];f[n>>2]=f[M>>2];f[((a+40|0)+92|0)>>2]=f[Q+92>>2];f[((a+40|0)+96|0)>>2]=f[Q+96>>2];M=Q+100|0;f[o>>2]=f[M>>2];f[o+4>>2]=f[M+4>>2];f[o+8>>2]=f[M+8>>2];f[o>>2]=f[M>>2];f[((a+40|0)+104|0)>>2]=f[Q+104>>2];f[((a+40|0)+108|0)>>2]=f[Q+108>>2];M=Q+112|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+40|0)+120|0)>>3]=+p[Q+120>>3];p[((a+40|0)+128|0)>>3]=+p[Q+128>>3];N=Q+136|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];f[O+16>>2]=f[N+16>>2];f[O+20>>2]=f[N+20>>2];p[O>>3]=+p[N>>3];p[((a+40|0)+144|0)>>3]=+p[Q+144>>3];p[((a+40|0)+152|0)>>3]=+p[Q+152>>3];O=Q+160|0;f[P>>2]=f[O>>2];f[P+4>>2]=f[O+4>>2];f[P+8>>2]=f[O+8>>2];f[P+12>>2]=f[O+12>>2];f[P+16>>2]=f[O+16>>2];f[P+20>>2]=f[O+20>>2];p[P>>3]=+p[O>>3];p[((a+40|0)+168|0)>>3]=+p[Q+168>>3];p[((a+40|0)+176|0)>>3]=+p[Q+176>>3];P=Q+184|0;f[q>>2]=f[P>>2];f[q+4>>2]=f[P+4>>2];f[q+8>>2]=f[P+8>>2];f[q+12>>2]=f[P+12>>2];P=Q+200|0;f[c>>2]=f[P>>2];f[c+4>>2]=f[P+4>>2];f[c+8>>2]=f[P+8>>2];f[c+12>>2]=f[P+12>>2];p[c>>3]=+p[P>>3];p[((a+40|0)+208|0)>>3]=+p[Q+208>>3];c=Q+216|0;f[r>>2]=f[c>>2];f[r+4>>2]=f[c+4>>2];f[r+8>>2]=f[c+8>>2];f[r+12>>2]=f[c+12>>2];b[r+16>>0]=b[c+16>>0]|0;c=Q;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));s=k+40|0;g=+p[s>>3];t=c+40|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+48|0;g=+p[t>>3];u=c+48|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+56|0;g=+p[u>>3];v=c+56|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+64|0;g=+p[v>>3];w=c+64|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+72|0;g=+p[w>>3];x=c+72|0;p[w>>3]=+p[x>>3];p[x>>3]=g;x=k+80|0;g=+p[x>>3];z=c+80|0;p[x>>3]=+p[z>>3];p[z>>3]=g;z=c+88|0;y=k+88|0;B=f[y>>2]|0;f[y>>2]=f[z>>2];f[z>>2]=B;z=k+92|0;B=f[z>>2]|0;A=c+92|0;f[z>>2]=f[A>>2];f[A>>2]=B;A=k+96|0;B=f[A>>2]|0;C=c+96|0;f[A>>2]=f[C>>2];f[C>>2]=B;C=c+100|0;B=k+100|0;F=f[B>>2]|0;f[B>>2]=f[C>>2];f[C>>2]=F;C=k+104|0;F=f[C>>2]|0;D=c+104|0;f[C>>2]=f[D>>2];f[D>>2]=F;D=k+108|0;F=f[D>>2]|0;E=c+108|0;f[D>>2]=f[E>>2];f[E>>2]=F;E=k+112|0;g=+p[E>>3];F=c+112|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+120|0;g=+p[F>>3];G=c+120|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+128|0;g=+p[G>>3];H=c+128|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+136|0;g=+p[H>>3];I=c+136|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+144|0;g=+p[I>>3];J=c+144|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+152|0;g=+p[J>>3];K=c+152|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+160|0;g=+p[K>>3];L=c+160|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+168|0;g=+p[L>>3];M=c+168|0;p[L>>3]=+p[M>>3];p[M>>3]=g;M=k+176|0;g=+p[M>>3];O=c+176|0;p[M>>3]=+p[O>>3];p[O>>3]=g;O=c+184|0;N=k+184|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];O=k+200|0;g=+p[O>>3];P=c+200|0;p[O>>3]=+p[P>>3];p[P>>3]=g;P=k+208|0;g=+p[P>>3];i=c+208|0;p[P>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(m|0))break;h=k+-240|0;c=~~+p[((a+40|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+40|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+40|0,h)|0){c=k;k=h}else break}d=k;h=a+40|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+40|0)+40|0)>>3];p[((a+40|0)+40|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+40|0)+48|0)>>3];p[((a+40|0)+48|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+40|0)+56|0)>>3];p[((a+40|0)+56|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+40|0)+64|0)>>3];p[((a+40|0)+64|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+40|0)+72|0)>>3];p[((a+40|0)+72|0)>>3]=+p[w>>3];p[w>>3]=g;g=+p[((a+40|0)+80|0)>>3];p[((a+40|0)+80|0)>>3]=+p[x>>3];p[x>>3]=g;c=f[n>>2]|0;f[n>>2]=f[y>>2];f[y>>2]=c;c=f[((a+40|0)+92|0)>>2]|0;f[((a+40|0)+92|0)>>2]=f[z>>2];f[z>>2]=c;c=f[((a+40|0)+96|0)>>2]|0;f[((a+40|0)+96|0)>>2]=f[A>>2];f[A>>2]=c;c=f[o>>2]|0;f[o>>2]=f[B>>2];f[B>>2]=c;c=f[((a+40|0)+104|0)>>2]|0;f[((a+40|0)+104|0)>>2]=f[C>>2];f[C>>2]=c;c=f[((a+40|0)+108|0)>>2]|0;f[((a+40|0)+108|0)>>2]=f[D>>2];f[D>>2]=c;g=+p[((a+40|0)+112|0)>>3];p[((a+40|0)+112|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+40|0)+120|0)>>3];p[((a+40|0)+120|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+40|0)+128|0)>>3];p[((a+40|0)+128|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+40|0)+136|0)>>3];p[((a+40|0)+136|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+40|0)+144|0)>>3];p[((a+40|0)+144|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+40|0)+152|0)>>3];p[((a+40|0)+152|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+40|0)+160|0)>>3];p[((a+40|0)+160|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+40|0)+168|0)>>3];p[((a+40|0)+168|0)>>3]=+p[L>>3];p[L>>3]=g;g=+p[((a+40|0)+176|0)>>3];p[((a+40|0)+176|0)>>3]=+p[M>>3];p[M>>3]=g;f[N>>2]=f[q>>2];f[N+4>>2]=f[q+4>>2];f[N+8>>2]=f[q+8>>2];f[N+12>>2]=f[q+12>>2];g=+p[((a+40|0)+200|0)>>3];p[((a+40|0)+200|0)>>3]=+p[O>>3];p[O>>3]=g;g=+p[((a+40|0)+208|0)>>3];p[((a+40|0)+208|0)>>3]=+p[P>>3];p[P>>3]=g;f[j>>2]=f[r>>2];f[j+4>>2]=f[r+4>>2];f[j+8>>2]=f[r+8>>2];f[j+12>>2]=f[r+12>>2];b[j+16>>0]=b[r+16>>0]|0;c=l+1|0;if((c|0)==8){R=0;T=(Q+240|0)==(U|0);f[a+1856>>2]=2;f[a+1860>>2]=1;break a}else S=c}f[a+360>>2]=R;f[a+368>>2]=S;f[a+392>>2]=T;f[a+1792>>2]=d;f[a+1808>>2]=h;f[a+1816>>2]=i}function Ltb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0;c=f[a+304>>2]|0;d=f[a+312>>2]|0;e=+n[a+632>>2];g=+n[a+704>>2];h=+n[a+776>>2];i=+n[a+840>>2];j=+n[a+912>>2];k=+n[a+976>>2];l=f[a+1104>>2]|0;m=f[a+1176>>2]|0;o=f[a+1248>>2]|0;q=f[a+1336>>2]|0;r=f[a+1376>>2]|0;s=f[a+1424>>2]|0;t=+n[a+1472>>2];v=+n[a+1520>>2];w=+n[a+1568>>2];x=+n[a+1584>>2];y=+n[a+1592>>2];z=+n[a+1600>>2];A=+n[a+1608>>2];B=+n[a+1616>>2];a:{C=+p[(c+176|0)>>3];f[(a+24|0)>>2]=f[(c+184|0)>>2];f[(a+24|0)+4>>2]=f[(c+184|0)+4>>2];f[(a+24|0)+8>>2]=f[(c+184|0)+8>>2];f[(a+24|0)+12>>2]=f[(c+184|0)+12>>2];D=+p[(c+200|0)>>3];E=+p[(c+208|0)>>3];f[a>>2]=f[(c+216|0)>>2];f[a+4>>2]=f[(c+216|0)+4>>2];f[a+8>>2]=f[(c+216|0)+8>>2];f[a+12>>2]=f[(c+216|0)+12>>2];b[a+16>>0]=b[(c+216|0)+16>>0]|0;F=c;G=d+-240|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));I=+p[(d+-200|0)>>3];p[(d+-200|0)>>3]=e;p[(c+40|0)>>3]=I;I=+p[(d+-192|0)>>3];p[(d+-192|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=I;I=+p[(d+-184|0)>>3];p[(d+-184|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=I;I=+p[(d+-176|0)>>3];p[(d+-176|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=I;I=+p[(d+-168|0)>>3];p[(d+-168|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=I;I=+p[(d+-160|0)>>3];p[(d+-160|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=I;F=f[(d+-152|0)>>2]|0;f[(d+-152|0)>>2]=l;f[(c+88|0)>>2]=F;F=f[(d+-148|0)>>2]|0;f[(d+-148|0)>>2]=f[(c+92|0)>>2];f[(c+92|0)>>2]=F;F=f[(d+-144|0)>>2]|0;f[(d+-144|0)>>2]=f[(c+96|0)>>2];f[(c+96|0)>>2]=F;F=f[(d+-140|0)>>2]|0;f[(d+-140|0)>>2]=f[(c+100|0)>>2];f[(c+100|0)>>2]=F;f[(c+104|0)>>2]=f[(d+-136|0)>>2];f[(c+108|0)>>2]=f[(d+-132|0)>>2];I=+p[(d+-128|0)>>3];p[(d+-128|0)>>3]=+p[(c+112|0)>>3];p[(c+112|0)>>3]=I;I=+p[(d+-120|0)>>3];p[(d+-120|0)>>3]=+p[(c+120|0)>>3];p[(c+120|0)>>3]=I;I=+p[(d+-112|0)>>3];p[(d+-112|0)>>3]=+p[(c+128|0)>>3];p[(c+128|0)>>3]=I;I=+p[(d+-104|0)>>3];p[(d+-104|0)>>3]=+p[(c+136|0)>>3];p[(c+136|0)>>3]=I;I=+p[(d+-96|0)>>3];p[(d+-96|0)>>3]=+p[(c+144|0)>>3];p[(c+144|0)>>3]=I;I=+p[(d+-88|0)>>3];p[(d+-88|0)>>3]=+p[(c+152|0)>>3];p[(c+152|0)>>3]=I;I=+p[(d+-80|0)>>3];p[(d+-80|0)>>3]=+p[(c+160|0)>>3];p[(c+160|0)>>3]=I;I=+p[(d+-72|0)>>3];p[(d+-72|0)>>3]=+p[(c+168|0)>>3];p[(c+168|0)>>3]=I;I=+p[(d+-64|0)>>3];p[(d+-64|0)>>3]=+p[(c+176|0)>>3];p[(c+176|0)>>3]=I;f[(c+184|0)>>2]=f[(d+-56|0)>>2];f[(c+184|0)+4>>2]=f[(d+-56|0)+4>>2];f[(c+184|0)+8>>2]=f[(d+-56|0)+8>>2];f[(c+184|0)+12>>2]=f[(d+-56|0)+12>>2];p[(c+200|0)>>3]=+p[(d+-40|0)>>3];p[(c+208|0)>>3]=+p[(d+-32|0)>>3];f[(c+216|0)>>2]=f[(d+-24|0)>>2];f[(c+216|0)+4>>2]=f[(d+-24|0)+4>>2];f[(c+216|0)+8>>2]=f[(d+-24|0)+8>>2];f[(c+216|0)+12>>2]=f[(d+-24|0)+12>>2];b[(c+216|0)+16>>0]=b[(d+-24|0)+16>>0]|0;F=d+-240|0;G=a+40|0;H=F+36|0;do{f[F>>2]=f[G>>2];F=F+4|0;G=G+4|0}while((F|0)<(H|0));p[(d+-200|0)>>3]=e;p[(d+-192|0)>>3]=g;p[(d+-184|0)>>3]=h;p[(d+-176|0)>>3]=i;p[(d+-168|0)>>3]=j;p[(d+-160|0)>>3]=k;f[(d+-152|0)>>2]=l;f[(d+-148|0)>>2]=m;f[(d+-144|0)>>2]=o;f[(d+-140|0)>>2]=q;f[(d+-136|0)>>2]=r;f[(d+-132|0)>>2]=s;p[(d+-128|0)>>3]=t;p[(d+-120|0)>>3]=v;p[(d+-112|0)>>3]=w;p[(d+-104|0)>>3]=x;p[(d+-96|0)>>3]=y;p[(d+-88|0)>>3]=z;p[(d+-80|0)>>3]=A;p[(d+-72|0)>>3]=B;p[(d+-64|0)>>3]=C;f[(d+-56|0)>>2]=f[(a+24|0)>>2];f[(d+-56|0)+4>>2]=f[(a+24|0)+4>>2];f[(d+-56|0)+8>>2]=f[(a+24|0)+8>>2];f[(d+-56|0)+12>>2]=f[(a+24|0)+12>>2];p[(d+-40|0)>>3]=D;p[(d+-32|0)>>3]=E;f[(d+-24|0)>>2]=f[a>>2];f[(d+-24|0)+4>>2]=f[a+4>>2];f[(d+-24|0)+8>>2]=f[a+8>>2];f[(d+-24|0)+12>>2]=f[a+12>>2];b[(d+-24|0)+16>>0]=b[a+16>>0]|0;c=1;u=a;f[a+1864>>2]=6;f[a+1868>>2]=c|0;break a}f[a+400>>2]=c;f[a+1792>>2]=F;f[a+1808>>2]=G;f[a+1816>>2]=H}function Mtb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0;n=f[a+656>>2]|0;r=f[a+696>>2]|0;s=f[a+808>>2]|0;t=f[a+832>>2]|0;i=f[a+936>>2]|0;u=f[a+2152>>2]|0;v=f[a+2160>>2]|0;w=f[a+2168>>2]|0;x=f[a+2176>>2]|0;y=f[a+2184>>2]|0;z=f[a+2192>>2]|0;A=f[a+2208>>2]|0;B=f[a+2336>>2]|0;j=f[a+2464>>2]|0;o=f[a+2472>>2]|0;C=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;D=f[a+3848>>2]|0;a:{b:do if(i>>>0<2){p[(a+496|0)>>3]=+p[t>>3];p[((a+496|0)+8|0)>>3]=+p[t+8>>3];p[((a+496|0)+16|0)>>3]=+p[t+16>>3];p[((a+496|0)+24|0)>>3]=+p[t+24>>3];p[((a+496|0)+32|0)>>3]=+p[t+32>>3];p[((a+496|0)+40|0)>>3]=+p[t+40>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=211;else if((b[e+4>>0]&g)<<24>>24)D=211;do if((D|0)==211){if(h&4){D=b[e+3>>0]|0;if((D&g)<<24>>24!=D<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break b}D=b[e+1>>0]|0;if((D&g)<<24>>24!=D<<24>>24){l=c;m=d;q=e;D=217;break b}}while(0)}while(0);D=222}else D=222;while(0);c:do if((D|0)==222){D=0;if(j|(i|0)==1){p[(a+496|0)>>3]=+p[t+24>>3];p[((a+496|0)+8|0)>>3]=+p[t+32>>3];p[((a+496|0)+16|0)>>3]=+p[t+40>>3];p[((a+496|0)+24|0)>>3]=+p[t+48>>3];p[((a+496|0)+32|0)>>3]=+p[t+56>>3];p[((a+496|0)+40|0)>>3]=+p[t+64>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=230;else if((b[e+4>>0]&g)<<24>>24)D=230;do if((D|0)==230){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0)}if(!(j|(i|0)==0)){k=s;break}p[(a+496|0)>>3]=+p[t+48>>3];p[((a+496|0)+8|0)>>3]=+p[t+56>>3];p[((a+496|0)+16|0)>>3]=+p[t+64>>3];p[((a+496|0)+24|0)>>3]=+p[t>>3];p[((a+496|0)+32|0)>>3]=+p[t+8>>3];p[((a+496|0)+40|0)>>3]=+p[t+16>>3];cub(a+304|0,f[n>>2]|0,a+496|0,(b[(n+362|0)>>0]|0)!=0);do if(b[(a+304|0)>>0]|0){c=f[(f[(n+8|0)>>2]|0)+108>>2]|0;if(c|0)if(!(Wtb(f[n>>2]|0,c,(a+304|0)+16|0)|0))break;b[((a+64|0)+232|0)>>0]=0;d=HEa(f[(n+12|0)>>2]|0,o)|0;e=f[n>>2]|0;c=(f[(f[(f[(n+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(d*12|0)+8|0;g=f[c>>2]&255;h=b[e>>0]|0;if(!(h&8))D=244;else if((b[e+4>>0]&g)<<24>>24)D=244;do if((D|0)==244){D=0;if(h&4){G=b[e+3>>0]|0;if((G&g)<<24>>24!=G<<24>>24)break}if(h&2)if((b[e+2>>0]&g)<<24>>24)break;if(!(h&1)){l=c;m=d;q=e;D=217;break c}G=b[e+1>>0]|0;if((G&g)<<24>>24!=G<<24>>24){l=c;m=d;q=e;D=217;break c}}while(0)}while(0);k=s}while(0);if((D|0)==217){D=0;d=(f[(n+8|0)>>2]|0)+116|0;c=f[d+4>>2]|0;f[(a+64|0)>>2]=f[d>>2];f[(a+64|0)+4>>2]=c;f[((a+64|0)+28|0)>>2]=f[l>>2];p[((a+64|0)+112|0)>>3]=+p[t>>3];p[((a+64|0)+120|0)>>3]=+p[t+8>>3];p[((a+64|0)+128|0)>>3]=+p[t+16>>3];p[((a+64|0)+136|0)>>3]=+p[t+24>>3];p[((a+64|0)+144|0)>>3]=+p[t+32>>3];p[((a+64|0)+152|0)>>3]=+p[t+40>>3];p[((a+64|0)+160|0)>>3]=+p[t+48>>3];p[((a+64|0)+168|0)>>3]=+p[t+56>>3];p[((a+64|0)+176|0)>>3]=+p[t+64>>3];c=(b[(n+361|0)>>0]|0)==0;f[((a+64|0)+20|0)>>2]=c?o:-1;f[((a+64|0)+24|0)>>2]=c?m:-1;p[u>>3]=+p[((a+304|0)+16|0)>>3];p[((a+64|0)+48|0)>>3]=+p[((a+304|0)+24|0)>>3];p[((a+64|0)+56|0)>>3]=+p[((a+304|0)+32|0)>>3];sjb(a+48|0,f[q+56>>2]|0,u);I=+p[(a+48|0)>>3];p[(a+48|0)>>3]=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=I;H=+p[((a+48|0)+8|0)>>3];p[((a+64|0)+208|0)>>3]=H;c=f[(f[n>>2]|0)+56>>2]|0;I=I-+p[c+24>>3];H=H-+p[c+32>>3];p[((a+64|0)+216|0)>>3]=I*I+H*H;p[((a+64|0)+224|0)>>3]=+p[((a+304|0)+8|0)>>3];c=f[(n+4|0)>>2]|0;d=f[(c+40|0)>>2]|0;e=1;if(e){e=0;if(d>>>0<(f[c+44>>2]|0)>>>0){C=d;E=a+64|0;F=C+36|0;do{f[C>>2]=f[E>>2];C=C+4|0;E=E+4|0}while((C|0)<(F|0));f[(d+40|0)>>2]=f[u>>2];f[(d+40|0)+4>>2]=f[u+4>>2];f[(d+40|0)+8>>2]=f[u+8>>2];f[(d+40|0)+12>>2]=f[u+12>>2];f[(d+40|0)+16>>2]=f[u+16>>2];f[(d+40|0)+20>>2]=f[u+20>>2];p[(d+40|0)>>3]=+p[u>>3];p[d+48>>3]=+p[((a+64|0)+48|0)>>3];p[d+56>>3]=+p[((a+64|0)+56|0)>>3];f[(d+64|0)>>2]=f[v>>2];f[(d+64|0)+4>>2]=f[v+4>>2];f[(d+64|0)+8>>2]=f[v+8>>2];f[(d+64|0)+12>>2]=f[v+12>>2];f[(d+64|0)+16>>2]=f[v+16>>2];f[(d+64|0)+20>>2]=f[v+20>>2];p[(d+64|0)>>3]=+p[v>>3];p[d+72>>3]=+p[((a+64|0)+72|0)>>3];p[d+80>>3]=+p[((a+64|0)+80|0)>>3];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[(d+88|0)+4>>2]=f[((a+64|0)+88|0)+4>>2];f[(d+88|0)+8>>2]=f[((a+64|0)+88|0)+8>>2];f[(d+88|0)>>2]=f[((a+64|0)+88|0)>>2];f[d+92>>2]=f[((a+64|0)+92|0)>>2];f[d+96>>2]=f[((a+64|0)+96|0)>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[(d+100|0)+4>>2]=f[((a+64|0)+100|0)+4>>2];f[(d+100|0)+8>>2]=f[((a+64|0)+100|0)+8>>2];f[(d+100|0)>>2]=f[((a+64|0)+100|0)>>2];f[d+104>>2]=f[((a+64|0)+104|0)>>2];f[d+108>>2]=f[((a+64|0)+108|0)>>2];f[(d+112|0)>>2]=f[w>>2];f[(d+112|0)+4>>2]=f[w+4>>2];f[(d+112|0)+8>>2]=f[w+8>>2];f[(d+112|0)+12>>2]=f[w+12>>2];f[(d+112|0)+16>>2]=f[w+16>>2];f[(d+112|0)+20>>2]=f[w+20>>2];p[(d+112|0)>>3]=+p[w>>3];p[d+120>>3]=+p[((a+64|0)+120|0)>>3];p[d+128>>3]=+p[((a+64|0)+128|0)>>3];f[(d+136|0)>>2]=f[x>>2];f[(d+136|0)+4>>2]=f[x+4>>2];f[(d+136|0)+8>>2]=f[x+8>>2];f[(d+136|0)+12>>2]=f[x+12>>2];f[(d+136|0)+16>>2]=f[x+16>>2];f[(d+136|0)+20>>2]=f[x+20>>2];p[(d+136|0)>>3]=+p[x>>3];p[d+144>>3]=+p[((a+64|0)+144|0)>>3];p[d+152>>3]=+p[((a+64|0)+152|0)>>3];f[(d+160|0)>>2]=f[y>>2];f[(d+160|0)+4>>2]=f[y+4>>2];f[(d+160|0)+8>>2]=f[y+8>>2];f[(d+160|0)+12>>2]=f[y+12>>2];f[(d+160|0)+16>>2]=f[y+16>>2];f[(d+160|0)+20>>2]=f[y+20>>2];p[(d+160|0)>>3]=+p[y>>3];p[d+168>>3]=+p[((a+64|0)+168|0)>>3];p[d+176>>3]=+p[((a+64|0)+176|0)>>3];f[(d+184|0)>>2]=f[((a+64|0)+184|0)>>2];f[(d+184|0)+4>>2]=f[((a+64|0)+184|0)+4>>2];f[(d+184|0)+8>>2]=f[((a+64|0)+184|0)+8>>2];f[(d+184|0)+12>>2]=f[((a+64|0)+184|0)+12>>2];f[(d+200|0)>>2]=f[z>>2];f[(d+200|0)+4>>2]=f[z+4>>2];f[(d+200|0)+8>>2]=f[z+8>>2];f[(d+200|0)+12>>2]=f[z+12>>2];p[(d+200|0)>>3]=+p[z>>3];p[d+208>>3]=+p[((a+64|0)+208|0)>>3];f[(d+216|0)>>2]=f[A>>2];f[(d+216|0)+4>>2]=f[A+4>>2];f[(d+216|0)+8>>2]=f[A+8>>2];f[(d+216|0)+12>>2]=f[A+12>>2];b[(d+216|0)+16>>0]=b[A+16>>0]|0;f[(c+40|0)>>2]=(f[(c+40|0)>>2]|0)+240}else e=1}if(e)if(1)C0(c+36|0,a+64|0);k=1}t=t+72|0;if((t|0)==(B|0)){r=k;f[a+3976>>2]=1;break a}else s=k}f[a+696>>2]=r;f[a+808>>2]=s;f[a+832>>2]=t;f[a+3816>>2]=C;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=D}function Ntb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0;z=f[a+656>>2]|0;s=f[a+704>>2]|0;u=f[a+944>>2]|0;c=f[a+3744>>2]|0;v=f[a+3776>>2]|0;A=f[a+3816>>2]|0;D=f[a+3840>>2]|0;B=f[a+3848>>2]|0;C=f[a+3896>>2]|0;if(C){C=0;if(c){sEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;G=+n[c+4>>2];E=+n[c+8>>2];H=+n[c+12>>2];F=+n[c+16>>2];I=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=G;p[(a+16|0)>>3]=E;p[(a+24|0)>>3]=H;p[(a+32|0)>>3]=F;p[(a+40|0)>>3]=I;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;I=+p[(a+304|0)>>3];F=(+p[((a+304|0)+24|0)>>3]-I)*.5;H=+p[((a+304|0)+8|0)>>3];E=(+p[((a+304|0)+32|0)>>3]-H)*.5;G=+p[((a+304|0)+16|0)>>3];i=(+p[((a+304|0)+40|0)>>3]-G)*.5;p[(a+496|0)>>3]=I+F;p[((a+496|0)+8|0)>>3]=H+E;p[((a+496|0)+16|0)>>3]=G+i;p[((a+496|0)+24|0)>>3]=F*F+(E*E+i*i);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))e=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))d=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];l=c+8|0;F=+p[l>>3];t=c+16|0;G=+p[t>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[l>>3]=H;p[t>>3]=I;c=c+24|0}while((c|0)!=(o|0));c=0;l=m;do{cub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);do if(b[(a+496|0)>>0]|0){d=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(d|0)if(!(Wtb(f[z>>2]|0,d,(a+496|0)+16|0)|0))break;j=(((l-m|0)/24|0)>>>1)+q|0;k=IEa(f[(z+12|0)>>2]|0,j)|0;d=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+84>>2]|0)+(k*12|0)+8|0;e=f[h>>2]&255;g=b[d>>0]|0;if(g&8)if(!((b[d+4>>0]&e)<<24>>24))break;if(g&4){t=b[d+3>>0]|0;if((t&e)<<24>>24!=t<<24>>24)break}if(g&2)if((b[d+2>>0]&e)<<24>>24)break;if(g&1){t=b[d+1>>0]|0;if((t&e)<<24>>24==t<<24>>24)break}c=f[(z+4|0)>>2]|0;d=f[(c+16|0)>>2]|0;if(d>>>0<(f[c+20>>2]|0)>>>0){dQb(d|0,0,208)|0;f[d+100>>2]=-1;b[d+200>>0]=0;f[(c+16|0)>>2]=(f[(c+16|0)>>2]|0)+208}else Nsb(c+12|0);c=f[(f[(z+4|0)>>2]|0)+16>>2]|0;g=(f[(z+8|0)>>2]|0)+116|0;t=f[g+4>>2]|0;f[(c+-208|0)>>2]=f[g>>2];f[(c+-208|0)+4>>2]=t;p[(c+-144|0)>>3]=+p[((a+496|0)+16|0)>>3];p[c+-136>>3]=+p[((a+496|0)+24|0)>>3];p[c+-128>>3]=+p[((a+496|0)+32|0)>>3];f[(c+-188|0)>>2]=j;f[(c+-184|0)>>2]=k;f[c+-180>>2]=f[h>>2];p[c+-88>>3]=+p[l>>3];p[c+-80>>3]=+p[l+8>>3];p[c+-72>>3]=+p[l+16>>3];p[c+-64>>3]=+p[l+24>>3];p[c+-56>>3]=+p[l+32>>3];p[c+-48>>3]=+p[l+40>>3];sjb(a+304|0,f[(f[z>>2]|0)+56>>2]|0,c+-144|0);H=+p[(a+304|0)>>3];p[(a+304|0)>>3]=+p[(c+-40|0)>>3];p[(c+-40|0)>>3]=H;p[(c+-32|0)>>3]=+p[((a+304|0)+8|0)>>3];t=f[(f[z>>2]|0)+56>>2]|0;H=+p[(c+-40|0)>>3]-+p[t+24>>3];I=+p[(c+-32|0)>>3]-+p[t+32>>3];p[c+-24>>3]=H*H+I*I;p[c+-16>>3]=+p[((a+496|0)+8|0)>>3];t=(b[(z+361|0)>>0]|0)==0;f[(c+-188|0)>>2]=t?j:-1;f[(c+-184|0)>>2]=t?k:-1;c=1}while(0);l=l+48|0}while((l|0)!=(o|0));d=c}e=r|d}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=e}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}t=s|e}else C=1}if(C){C=0;if(1)t=s;else C=1}s=1;if(s){s=0;if(v){tEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);q=0;r=0;while(1){c=wEa(a+64|0)|0;F=+n[c+4>>2];H=+n[c+8>>2];E=+n[c+12>>2];G=+n[c+16>>2];i=+n[c+20>>2];p[a>>3]=+n[c>>2];p[(a+8|0)>>3]=F;p[(a+16|0)>>3]=H;p[(a+24|0)>>3]=E;p[(a+32|0)>>3]=G;p[(a+40|0)>>3]=i;UBa(a+304|0,a,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;i=+p[(a+304|0)>>3];G=(+p[((a+304|0)+24|0)>>3]-i)*.5;E=+p[((a+304|0)+8|0)>>3];H=(+p[((a+304|0)+32|0)>>3]-E)*.5;F=+p[((a+304|0)+16|0)>>3];I=(+p[((a+304|0)+40|0)>>3]-F)*.5;p[(a+496|0)>>3]=i+G;p[((a+496|0)+8|0)>>3]=E+H;p[((a+496|0)+16|0)>>3]=F+I;p[((a+496|0)+24|0)>>3]=G*G+(H*H+I*I);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))x=r;else c=1}if(c)if(1){nEa(a+64|0,a+48|0);m=f[(a+48|0)>>2]|0;o=f[((a+48|0)+4|0)>>2]|0;c=1;if(c){c=0;if((m|0)==(o|0))w=0;else c=1}if(c)if(1){c=m;do{E=+p[c>>3];w=c+8|0;F=+p[w>>3];x=c+16|0;G=+p[x>>3];H=E*+p[(z+112|0)>>3]+F*+p[(z+144|0)>>3]+G*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];I=E*+p[(z+120|0)>>3]+F*+p[(z+152|0)>>3]+G*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*E+ +p[(z+136|0)>>3]*F+ +p[(z+168|0)>>3]*G+ +p[(z+200|0)>>3];p[w>>3]=H;p[x>>3]=I;c=c+24|0}while((c|0)!=(o|0));g=0;l=m;while(1){c=f[(f[(z+8|0)>>2]|0)+108>>2]|0;if(!c)B=160;else if(Wtb(f[z>>2]|0,c,l)|0)B=160;else y=g;do if((B|0)==160){B=0;eub(a+496|0,f[z>>2]|0,l,(b[(z+362|0)>>0]|0)!=0);i=+p[((a+496|0)+8|0)>>3];if(!(b[(a+496|0)>>0]|0))y=g;else{j=((l-m|0)/24|0)+q|0;k=JEa(f[(z+12|0)>>2]|0,j)|0;c=f[z>>2]|0;h=(f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+96>>2]|0)+(k*12|0)+8|0;d=f[h>>2]&255;e=b[c>>0]|0;if(e&8)if(!((b[c+4>>0]&d)<<24>>24)){y=g;break}if(e&4){y=b[c+3>>0]|0;if((y&d)<<24>>24!=y<<24>>24){y=g;break}}if(e&2)if((b[c+2>>0]&d)<<24>>24){y=g;break}if(e&1){y=b[c+1>>0]|0;if((y&d)<<24>>24==y<<24>>24){y=g;break}}c=f[(z+4|0)>>2]|0;d=f[(c+28|0)>>2]|0;if(d>>>0<(f[c+32>>2]|0)>>>0){A=d;D=A+120|0;do{f[A>>2]=0;A=A+4|0}while((A|0)<(D|0));f[(c+28|0)>>2]=(f[(c+28|0)>>2]|0)+120}else Osb(c+24|0);y=f[(f[(z+4|0)>>2]|0)+28>>2]|0;w=(f[(z+8|0)>>2]|0)+116|0;x=f[w+4>>2]|0;f[(y+-120|0)>>2]=f[w>>2];f[(y+-120|0)+4>>2]=x;p[(y+-80|0)>>3]=+p[l>>3];p[y+-72>>3]=+p[l+8>>3];p[y+-64>>3]=+p[l+16>>3];f[(y+-100|0)>>2]=j;f[(y+-96|0)>>2]=k;f[y+-92>>2]=f[h>>2];sjb(a+496|0,f[(f[z>>2]|0)+56>>2]|0,y+-80|0);H=+p[(a+496|0)>>3];p[(a+496|0)>>3]=+p[(y+-40|0)>>3];p[(y+-40|0)>>3]=H;p[(y+-32|0)>>3]=+p[((a+496|0)+8|0)>>3];x=f[(f[z>>2]|0)+56>>2]|0;H=+p[(y+-40|0)>>3]-+p[x+24>>3];I=+p[(y+-32|0)>>3]-+p[x+32>>3];p[y+-24>>3]=H*H+I*I;p[y+-16>>3]=i;x=(b[(z+361|0)>>0]|0)==0;f[(y+-100|0)>>2]=x?j:-1;f[(y+-96|0)>>2]=x?k:-1;y=1}}while(0);l=l+24|0;if((l|0)==(o|0)){w=y;break}else g=y}}x=r|w}if(!(uEa(a+64|0)|0))break;vEa(a+64|0);q=q+512|0;r=x}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=t|x}else s=1}if(s)if(1)u=t;f[a+944>>2]=u;f[a+3816>>2]=A;f[a+3840>>2]=D;f[a+3848>>2]=B;f[a+3896>>2]=C}function Otb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;I=f[a+656>>2]|0;K=f[a+776>>2]|0;L=f[a+792>>2]|0;y=f[a+912>>2]|0;z=f[a+3256>>2]|0;A=f[a+3264>>2]|0;B=f[a+3272>>2]|0;D=f[a+3280>>2]|0;E=f[a+3288>>2]|0;F=f[a+3296>>2]|0;G=f[a+3304>>2]|0;N=f[a+3816>>2]|0;O=f[a+3832>>2]|0;P=f[a+3840>>2]|0;J=f[a+3848>>2]|0;while(1){w=wEa(a+64|0)|0;e=+n[w>>2];j=+n[w+4>>2];k=+n[w+8>>2];l=+n[w+12>>2];m=+n[w+16>>2];o=+n[w+20>>2];p[a>>3]=e;p[(a+8|0)>>3]=j;p[(a+16|0)>>3]=k;p[(a+24|0)>>3]=l;p[(a+32|0)>>3]=m;p[(a+40|0)>>3]=o;do if(z){p[((a+496|0)+32|0)>>3]=-1.0;p[(a+496|0)>>3]=(l-e)*.5+e;p[((a+496|0)+8|0)>>3]=(m-j)*.5+j;p[((a+496|0)+16|0)>>3]=(o-k)*.5+k;p[((a+496|0)+24|0)>>3]=(l-e)*.5*((l-e)*.5)+((m-j)*.5*((m-j)*.5)+(o-k)*.5*((o-k)*.5));e=+Fib(f[(f[I>>2]|0)+60>>2]|0,a+496|0);if(!(e>=0.0)){h=K;break}if(!(e<+p[(I+368|0)>>3]))if(b[(f[I>>2]|0)+20>>0]|0){h=K;break}nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;J=73}else{UBa(a+304|0,a,I+104|0);p[((a+496|0)+32|0)>>3]=-1.0;e=+p[(a+304|0)>>3];l=(+p[((a+304|0)+24|0)>>3]-e)*.5;j=+p[((a+304|0)+8|0)>>3];m=(+p[((a+304|0)+32|0)>>3]-j)*.5;k=+p[((a+304|0)+16|0)>>3];o=(+p[((a+304|0)+40|0)>>3]-k)*.5;p[(a+496|0)>>3]=e+l;p[((a+496|0)+8|0)>>3]=j+m;p[((a+496|0)+16|0)>>3]=k+o;p[((a+496|0)+24|0)>>3]=l*l+(m*m+o*o);if(!(+Trb(f[I>>2]|0,a+496|0)>=0.0))h=K;else{nEa(a+64|0,a+48|0);d=f[(a+48|0)>>2]|0;g=f[((a+48|0)+4|0)>>2]|0;if((d|0)==(g|0))J=73;else{c=d;do{j=+p[c>>3];w=c+8|0;k=+p[w>>3];J=c+16|0;l=+p[J>>3];m=j*+p[(I+112|0)>>3]+k*+p[(I+144|0)>>3]+l*+p[(I+176|0)>>3]+ +p[(I+208|0)>>3];o=j*+p[(I+120|0)>>3]+k*+p[(I+152|0)>>3]+l*+p[(I+184|0)>>3]+ +p[(I+216|0)>>3];p[c>>3]=+p[(I+104|0)>>3]*j+ +p[(I+136|0)>>3]*k+ +p[(I+168|0)>>3]*l+ +p[(I+200|0)>>3];p[w>>3]=m;p[J>>3]=o;c=c+24|0}while((c|0)!=(g|0));J=73}}}while(0);if((J|0)==73){J=0;v=d;c=g-v|0;w=d+(((c|0)/24|0)*24|0)|0;h=1;if(h){h=0;if(!c)i=0;else h=1}if(h)if(1){q=0;u=d;while(1){c=f[I>>2]|0;if(!(b[c+20>>0]|0))e=C;else e=+p[(I+368|0)>>3];aub(a+496|0,c,u,f[(I+504|0)>>2]|0,y,e,(b[(I+360|0)>>0]|0)!=0,(b[(I+362|0)>>0]|0)!=0);c=1;if(c){c=0;if(!(b[(a+496|0)>>0]|0))r=q;else c=1}if(c)if(1){e=+p[((a+496|0)+8|0)>>3];s=((((u-v|0)/24|0)>>>0)/3|0)+L|0;t=HEa(f[(I+12|0)>>2]|0,s)|0;c=f[I>>2]|0;r=(f[(f[(f[(I+12|0)>>2]|0)+44>>2]|0)+72>>2]|0)+(t*12|0)+8|0;h=f[r>>2]&255;i=b[c>>0]|0;if(!(i&8))J=79;else if(!((b[c+4>>0]&h)<<24>>24))x=q;else J=79;do if((J|0)==79){J=0;if(i&4){Q=b[c+3>>0]|0;if((Q&h)<<24>>24!=Q<<24>>24){x=q;break}}if(i&2)if((b[c+2>>0]&h)<<24>>24){x=q;break}if(i&1){Q=b[c+1>>0]|0;if((Q&h)<<24>>24==Q<<24>>24){x=q;break}}do if(b[(c+9|0)>>0]|0){if(!(b[c+20>>0]|0))break;b[(c+9|0)>>0]=0;c=f[(I+4|0)>>2]|0;h=f[c+36>>2]|0;i=f[(c+40|0)>>2]|0;if((i|0)==(h|0))break;f[(c+40|0)>>2]=i+(~(((i+-240-h|0)>>>0)/240|0)*240|0)}while(0);if(+p[(I+368|0)>>3]>e){do if(b[(f[I>>2]|0)+20>>0]|0){c=f[(I+4|0)>>2]|0;h=f[c>>2]|0;i=f[(c+4|0)>>2]|0;if((i|0)==(h|0))break;f[(c+4|0)>>2]=i+(~(((i+-192-h|0)>>>0)/192|0)*192|0)}while(0);p[(I+368|0)>>3]=e}h=(f[(I+8|0)>>2]|0)+116|0;c=f[h+4>>2]|0;f[(a+304|0)>>2]=f[h>>2];f[(a+304|0)+4>>2]=c;f[((a+304|0)+28|0)>>2]=f[r>>2];p[((a+304|0)+112|0)>>3]=+p[u>>3];p[((a+304|0)+120|0)>>3]=+p[u+8>>3];p[((a+304|0)+128|0)>>3]=+p[u+16>>3];p[((a+304|0)+136|0)>>3]=+p[u+24>>3];p[((a+304|0)+144|0)>>3]=+p[u+32>>3];p[((a+304|0)+152|0)>>3]=+p[u+40>>3];p[((a+304|0)+160|0)>>3]=+p[u+48>>3];p[((a+304|0)+168|0)>>3]=+p[u+56>>3];p[((a+304|0)+176|0)>>3]=+p[u+64>>3];c=(b[(I+361|0)>>0]|0)==0;f[((a+304|0)+20|0)>>2]=c?s:-1;f[((a+304|0)+24|0)>>2]=c?t:-1;f[((a+304|0)+184|0)>>2]=y;b[((a+304|0)+188|0)>>0]=b[(I+360|0)>>0]|0;b[((a+304|0)+189|0)>>0]=b[(I+362|0)>>0]|0;b[((a+304|0)+190|0)>>0]=A;c=f[(I+4|0)>>2]|0;h=f[(c+4|0)>>2]|0;i=1;if(i)if(h>>>0<(f[c+8>>2]|0)>>>0){N=h;O=a+304|0;P=N+36|0;do{f[N>>2]=f[O>>2];N=N+4|0;O=O+4|0}while((N|0)<(P|0));f[(h+40|0)>>2]=f[B>>2];f[(h+40|0)+4>>2]=f[B+4>>2];f[(h+40|0)+8>>2]=f[B+8>>2];f[(h+40|0)+12>>2]=f[B+12>>2];f[(h+40|0)+16>>2]=f[B+16>>2];f[(h+40|0)+20>>2]=f[B+20>>2];p[(h+40|0)>>3]=+p[B>>3];p[h+48>>3]=+p[((a+304|0)+48|0)>>3];p[h+56>>3]=+p[((a+304|0)+56|0)>>3];f[(h+64|0)>>2]=f[D>>2];f[(h+64|0)+4>>2]=f[D+4>>2];f[(h+64|0)+8>>2]=f[D+8>>2];f[(h+64|0)+12>>2]=f[D+12>>2];f[(h+64|0)+16>>2]=f[D+16>>2];f[(h+64|0)+20>>2]=f[D+20>>2];p[(h+64|0)>>3]=+p[D>>3];p[h+72>>3]=+p[((a+304|0)+72|0)>>3];p[h+80>>3]=+p[((a+304|0)+80|0)>>3];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[(h+88|0)+4>>2]=f[((a+304|0)+88|0)+4>>2];f[(h+88|0)+8>>2]=f[((a+304|0)+88|0)+8>>2];f[(h+88|0)>>2]=f[((a+304|0)+88|0)>>2];f[h+92>>2]=f[((a+304|0)+92|0)>>2];f[h+96>>2]=f[((a+304|0)+96|0)>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[(h+100|0)+4>>2]=f[((a+304|0)+100|0)+4>>2];f[(h+100|0)+8>>2]=f[((a+304|0)+100|0)+8>>2];f[(h+100|0)>>2]=f[((a+304|0)+100|0)>>2];f[h+104>>2]=f[((a+304|0)+104|0)>>2];f[h+108>>2]=f[((a+304|0)+108|0)>>2];f[(h+112|0)>>2]=f[E>>2];f[(h+112|0)+4>>2]=f[E+4>>2];f[(h+112|0)+8>>2]=f[E+8>>2];f[(h+112|0)+12>>2]=f[E+12>>2];f[(h+112|0)+16>>2]=f[E+16>>2];f[(h+112|0)+20>>2]=f[E+20>>2];p[(h+112|0)>>3]=+p[E>>3];p[h+120>>3]=+p[((a+304|0)+120|0)>>3];p[h+128>>3]=+p[((a+304|0)+128|0)>>3];f[(h+136|0)>>2]=f[F>>2];f[(h+136|0)+4>>2]=f[F+4>>2];f[(h+136|0)+8>>2]=f[F+8>>2];f[(h+136|0)+12>>2]=f[F+12>>2];f[(h+136|0)+16>>2]=f[F+16>>2];f[(h+136|0)+20>>2]=f[F+20>>2];p[(h+136|0)>>3]=+p[F>>3];p[h+144>>3]=+p[((a+304|0)+144|0)>>3];p[h+152>>3]=+p[((a+304|0)+152|0)>>3];f[(h+160|0)>>2]=f[G>>2];f[(h+160|0)+4>>2]=f[G+4>>2];f[(h+160|0)+8>>2]=f[G+8>>2];f[(h+160|0)+12>>2]=f[G+12>>2];f[(h+160|0)+16>>2]=f[G+16>>2];f[(h+160|0)+20>>2]=f[G+20>>2];p[(h+160|0)>>3]=+p[G>>3];p[h+168>>3]=+p[((a+304|0)+168|0)>>3];p[h+176>>3]=+p[((a+304|0)+176|0)>>3];x=f[((a+304|0)+184|0)+4>>2]|0;f[(h+184|0)>>2]=f[((a+304|0)+184|0)>>2];f[(h+184|0)+4>>2]=x;f[(c+4|0)>>2]=(f[(c+4|0)>>2]|0)+192;x=1;break}else i=1;if(i)if(1){T$(c,a+304|0);x=1;break}}while(0);r=x}u=u+72|0;if((u|0)==(w|0)){i=r;break}else q=r}}if(K|i){H=f[I>>2]|0;if(!(b[H+96>>0]|0))h=1;else if(+p[(I+368|0)>>3]<+p[H+88>>3]){J=102;break}else h=1}else h=0}if(!(uEa(a+64|0)|0)){M=h;break}vEa(a+64|0);K=h;L=L+512|0}if((J|0)==102){Zqb(H+168|0);M=1}if(z){c=f[I>>2]|0;if(M){m=+p[c+112>>3];o=+p[(I+368|0)>>3]*(1.0/+p[I+512>>3]);p[(I+368|0)>>3]=m<o?m:o}c=f[c+60>>2]|0;p[c>>3]=+p[c+72>>3];p[c+8>>3]=+p[c+80>>3];p[c+16>>3]=+p[c+88>>3];p[c+24>>3]=+p[c+96>>3];p[c+32>>3]=+p[c+104>>3];p[c+40>>3]=+p[c+112>>3];f[c+48>>2]=f[c+120>>2];f[c+52>>2]=f[c+124>>2];f[c+56>>2]=f[c+128>>2];f[c+60>>2]=f[c+132>>2];f[c+64>>2]=f[c+136>>2];f[c+68>>2]=f[c+140>>2];c=f[I>>2]|0;xjb(c+744|0,f[c+760>>2]|0,f[c+764>>2]|0);c=f[(f[I>>2]|0)+56>>2]|0;if(c|0){Q=f[c>>2]|0;p[Q+8>>3]=+p[Q+40>>3];p[Q+16>>3]=+p[Q+48>>3];p[Q+24>>3]=+p[Q+56>>3];p[Q+32>>3]=+p[Q+64>>3]}}if(M){Q=(f[I>>2]|0)+112|0;m=+p[Q>>3];o=+p[(I+368|0)>>3];o=m<o?m:o;p[(I+368|0)>>3]=o;p[Q>>3]=o}c=f[(a+48|0)+12>>2]|0;if(c|0)xCa(c,a+48|0);c=f[(a+48|0)>>2]|0;if(c|0){d=f[((a+48|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+48|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}Q=M;f[a+704>>2]=Q;f[a+776>>2]=K;f[a+792>>2]=L;f[a+3816>>2]=N;f[a+3832>>2]=O;f[a+3840>>2]=P;f[a+3848>>2]=J}function Ptb(a){a=a|0;var c=0,d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,E=0,F=0,I=0,J=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0;z=f[a+656>>2]|0;v=+n[a+672>>2];m=f[a+3192>>2]|0;o=f[a+3744>>2]|0;q=f[a+3760>>2]|0;r=f[a+3776>>2]|0;J=f[a+3848>>2]|0;L=f[a+3856>>2]|0;a:{if(L){L=0;if(q){b[(z+360|0)>>0]=0;g=f[z>>2]|0;d=f[(g+56|0)>>2]|0;do if(!d){g=f[g+48>>2]|0;h=0}else{if(v==0.0){Vib(a+496|0,f[g+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);g=f[f[(g+56|0)>>2]>>2]|0;e=+p[g+32>>3]+(+p[g+8>>3]*+p[(a+496|0)>>3]+(+p[g+16>>3]*+p[(a+496|0)+8>>3]+ +p[g+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(e<0.0?1:e*e<+p[(a+496|0)+24>>3])&1;g=f[z>>2]|0;d=f[g+56>>2]|0;g=f[g+48>>2]|0;if(!d){h=0;break}}else{b[(z+360|0)>>0]=0;g=f[g+48>>2]|0}h=f[f[d>>2]>>2]|0}while(0);d=f[(z+8|0)>>2]|0;t=tSa(g)|0;d=f[d+196>>2]|0;b:do if((d&32|0)!=0|(d&2048|0)==0&(t^1))if((h|0)==0|(d&33554456|0)==0){g=f[z+100>>2]|0;d=f[z>>2]|0;do if((g|0)!=(f[(d+608|0)>>2]|0)){f[(d+608|0)>>2]=g;Y=+p[(z+104|0)>>3];Q=+p[z+144>>3];S=+p[z+112>>3];X=+p[z+136>>3];M=+p[z+184>>3];U=+p[z+224>>3];T=+p[z+192>>3];O=+p[z+216>>3];W=+p[z+152>>3];V=+p[z+120>>3];_=+p[z+176>>3];Z=+p[z+208>>3];R=+p[z+160>>3];P=+p[z+128>>3];N=+p[z+168>>3];e=+p[z+200>>3];t=+K(+((V*R-W*P)*(Z*N-_*e)+((Y*Q-S*X)*(M*U-T*O)-(Y*W-X*V)*(U*_-T*Z)+(O*_-M*Z)*(Y*R-X*P)+(S*W-Q*V)*(U*N-T*e)-(S*R-Q*P)*(O*N-M*e))))>1.0e-12;d=f[z>>2]|0;if(t){LAa(z+104|0,d+616|0);d=f[z>>2]|0;break}else{f[d+608>>2]=0;k=0;break b}}while(0);j=d+616|0;i=d;J=42}else J=35;else J=35;while(0);if((J|0)==35){N=+p[(z+104|0)>>3];V=+p[z+144>>3];T=+p[z+112>>3];O=+p[z+136>>3];Z=+p[z+184>>3];R=+p[z+224>>3];S=+p[z+192>>3];X=+p[z+216>>3];P=+p[z+152>>3];Q=+p[z+120>>3];e=+p[z+176>>3];M=+p[z+208>>3];U=+p[z+160>>3];W=+p[z+128>>3];Y=+p[z+168>>3];_=+p[z+200>>3];if(+K(+((Q*U-P*W)*(M*Y-e*_)+((N*V-T*O)*(Z*R-S*X)-(N*P-O*Q)*(R*e-S*M)+(X*e-Z*M)*(N*U-O*W)+(T*P-V*Q)*(R*Y-S*_)-(T*U-V*W)*(X*Y-Z*_))))>1.0e-12){LAa(z+104|0,z+232|0);j=z+232|0;i=f[z>>2]|0;J=42}else k=0}if((J|0)==42){d=f[i+60>>2]|0;p[d+72>>3]=+p[d>>3];p[d+80>>3]=+p[d+8>>3];p[d+88>>3]=+p[d+16>>3];p[d+96>>3]=+p[d+24>>3];p[d+104>>3]=+p[d+32>>3];p[d+112>>3]=+p[d+40>>3];f[d+120>>2]=f[d+48>>2];f[d+124>>2]=f[d+52>>2];f[d+128>>2]=f[d+56>>2];f[d+132>>2]=f[d+60>>2];f[d+136>>2]=f[d+64>>2];f[d+140>>2]=f[d+68>>2];Yib(a+496|0,f[(f[z>>2]|0)+60>>2]|0,j,z+512|0);V=+p[(a+496|0)>>3];W=+p[(a+496|0)+8>>3];X=+p[(a+496|0)+16>>3];Y=+p[(a+496|0)+24>>3];Z=+p[(a+496|0)+32>>3];_=+p[(a+496|0)+40>>3];d=f[(f[z>>2]|0)+60>>2]|0;p[d>>3]=V;p[d+8>>3]=W;p[d+16>>3]=X;p[d+24>>3]=Y;p[d+32>>3]=Z;p[d+40>>3]=_;n[d+48>>2]=V;n[d+52>>2]=W;n[d+56>>2]=X;n[d+60>>2]=Y;n[d+64>>2]=Z;n[d+68>>2]=_;p[(z+368|0)>>3]=+p[(z+512|0)>>3]*+p[(z+368|0)>>3];d=f[(f[z>>2]|0)+56>>2]|0;if(d|0){d=f[d>>2]|0;p[d+40>>3]=+p[(d+8|0)>>3];p[d+48>>3]=+p[(d+16|0)>>3];p[d+56>>3]=+p[(d+24|0)>>3];p[d+64>>3]=+p[(d+32|0)>>3];if(b[(z+360|0)>>0]|0){_ib(a+496|0,d+8|0,j,z+104|0);p[(d+8|0)>>3]=+p[(a+496|0)>>3];p[(d+16|0)>>3]=+p[(a+496|0)+8>>3];p[(d+24|0)>>3]=+p[(a+496|0)+16>>3];p[(d+32|0)>>3]=+p[(a+496|0)+24>>3]}}i=f[z>>2]|0;d=f[i+744>>2]|0;i=f[i+748>>2]|0;if((d|0)==(i|0))k=1;else{do{g=f[d>>2]|0;h=f[d+4>>2]|0;if((g|0)!=(h|0))do{_ib(a+496|0,g,j,z+104|0);p[g>>3]=+p[(a+496|0)>>3];p[g+8>>3]=+p[((a+496|0)+8|0)>>3];p[g+16>>3]=+p[((a+496|0)+16|0)>>3];p[g+24>>3]=+p[((a+496|0)+24|0)>>3];g=g+32|0}while((g|0)!=(h|0));d=d+12|0}while((d|0)!=(i|0));k=1}}d=f[z>>2]|0;g=f[d+56>>2]|0;if(g){if(k){f[(a+304|0)>>2]=(f[g>>2]|0)+72;f[(a+304|0)+4>>2]=z+104;yAa(a+496|0,a+304|0)|0;p[z+376>>3]=+p[(a+496|0)>>3];p[z+384>>3]=+p[(a+496|0)+8>>3];p[z+392>>3]=+p[(a+496|0)+16>>3];p[z+400>>3]=+p[(a+496|0)+24>>3];p[z+408>>3]=+p[(a+496|0)+32>>3];p[z+416>>3]=+p[(a+496|0)+40>>3];p[z+424>>3]=+p[(a+496|0)+48>>3];p[z+432>>3]=+p[(a+496|0)+56>>3];p[z+440>>3]=+p[(a+496|0)+64>>3];p[z+448>>3]=+p[(a+496|0)+72>>3];p[z+456>>3]=+p[(a+496|0)+80>>3];p[z+464>>3]=+p[(a+496|0)+88>>3];p[z+472>>3]=+p[(a+496|0)+96>>3];p[z+480>>3]=+p[(a+496|0)+104>>3];p[z+488>>3]=+p[(a+496|0)+112>>3];d=f[z>>2]|0;e=+p[(a+496|0)+120>>3]}else{t=f[g>>2]|0;p[z+376>>3]=+p[t+72>>3];p[z+384>>3]=+p[t+80>>3];p[z+392>>3]=+p[t+88>>3];p[z+400>>3]=+p[t+96>>3];p[z+408>>3]=+p[t+104>>3];p[z+416>>3]=+p[t+112>>3];p[z+424>>3]=+p[t+120>>3];p[z+432>>3]=+p[t+128>>3];p[z+440>>3]=+p[t+136>>3];p[z+448>>3]=+p[t+144>>3];p[z+456>>3]=+p[t+152>>3];p[z+464>>3]=+p[t+160>>3];p[z+472>>3]=+p[t+168>>3];p[z+480>>3]=+p[t+176>>3];p[z+488>>3]=+p[t+184>>3];e=+p[t+192>>3]}p[z+496>>3]=e;f[z+504>>2]=z+376}d=f[d+576>>2]|0;g=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(g&4)){if(g&1)d=ijb(d)|0;h=f[z+100>>2]|0;g=b[(h+120|0)>>0]|0;if(g&8){BIa(h);g=b[(h+120|0)>>0]|0}if(g&1)d=ijb(d)|0}else d=0;rEa(a+64|0,z+16|0);cBa(a+48|0,f[64728]|0);$=(k^1)&1;g=(a+304|0)+40|0;h=(a+304|0)+64|0;i=(a+304|0)+112|0;j=(a+304|0)+136|0;t=(a+304|0)+160|0;ba=0;aa=0;f[a+656>>2]=z;f[a+704>>2]=l;f[a+776>>2]=ba;f[a+792>>2]=aa;f[a+912>>2]=d;f[a+3256>>2]=k;f[a+3264>>2]=$;f[a+3272>>2]=g;f[a+3280>>2]=h;f[a+3288>>2]=i;f[a+3296>>2]=j;f[a+3304>>2]=t;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3992>>2]=0;f[a+3996>>2]=0;Otb(a);l=f[a+704>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else L=1}if(L){L=0;if(1)l=0;else L=1}d=1;if(d){d=0;if(m){ba=1;f[a+656>>2]=z;f[a+704>>2]=l;f[a+944>>2]=c;f[a+3744>>2]=o;f[a+3776>>2]=r;f[a+3816>>2]=B;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3896>>2]=ba;f[a+3984>>2]=0;f[a+3988>>2]=0;Ntb(a);c=f[a+944>>2]|0;B=f[a+3816>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0}else d=1}if(d)if(1)c=l;if(c|q^1){u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}c=f[z>>2]|0;d=f[(c+56|0)>>2]|0;if(!d){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}if(!(b[c+9>>0]|0)){c=0;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}b[(z+360|0)>>0]=0;if(v==0.0){Vib(a+496|0,f[c+48>>2]|0,f[f[d>>2]>>2]|0,f[(z+8|0)>>2]|0,0);c=f[f[(c+56|0)>>2]>>2]|0;_=+p[c+32>>3]+(+p[c+8>>3]*+p[(a+496|0)>>3]+(+p[c+16>>3]*+p[(a+496|0)+8>>3]+ +p[c+24>>3]*+p[(a+496|0)+16>>3]));b[(z+360|0)>>0]=(_<0.0?1:_*_<+p[(a+496|0)+24>>3])&1;c=f[(f[z>>2]|0)+56>>2]|0;if(c|0){s=c;J=190}}else{b[(z+360|0)>>0]=0;s=d;J=190}if((J|0)==190){ba=f[s>>2]|0;p[(z+376|0)>>3]=+p[ba+72>>3];p[z+384>>3]=+p[ba+80>>3];p[z+392>>3]=+p[ba+88>>3];p[z+400>>3]=+p[ba+96>>3];p[z+408>>3]=+p[ba+104>>3];p[z+416>>3]=+p[ba+112>>3];p[z+424>>3]=+p[ba+120>>3];p[z+432>>3]=+p[ba+128>>3];p[z+440>>3]=+p[ba+136>>3];p[z+448>>3]=+p[ba+144>>3];p[z+456>>3]=+p[ba+152>>3];p[z+464>>3]=+p[ba+160>>3];p[z+472>>3]=+p[ba+168>>3];p[z+480>>3]=+p[ba+176>>3];p[z+488>>3]=+p[ba+184>>3];p[z+496>>3]=+p[ba+192>>3];f[z+504>>2]=z+376|0}ba=f[(f[(f[(z+12|0)>>2]|0)+44>>2]|0)+52>>2]|0;if(!(ba&4)){c=f[z+100>>2]|0;ba=b[(c+120|0)>>0]|0;if(ba&8)BIa(c)}rEa(a,z+16|0);cBa(a+624|0,f[64728]|0);l=(a+64|0)+40|0;m=(a+64|0)+64|0;o=(a+64|0)+112|0;q=(a+64|0)+136|0;r=(a+64|0)+160|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;j=0;k=0;while(1){c=wEa(a)|0;X=+n[c+4>>2];Z=+n[c+8>>2];W=+n[c+12>>2];Y=+n[c+16>>2];V=+n[c+20>>2];p[(a+64|0)>>3]=+n[c>>2];p[((a+64|0)+8|0)>>3]=X;p[((a+64|0)+16|0)>>3]=Z;p[((a+64|0)+24|0)>>3]=W;p[((a+64|0)+32|0)>>3]=Y;p[((a+64|0)+40|0)>>3]=V;UBa(a+304|0,a+64|0,z+104|0);p[((a+496|0)+32|0)>>3]=-1.0;V=+p[(a+304|0)>>3];Y=(+p[((a+304|0)+24|0)>>3]-V)*.5;W=+p[((a+304|0)+8|0)>>3];Z=(+p[((a+304|0)+32|0)>>3]-W)*.5;X=+p[((a+304|0)+16|0)>>3];_=(+p[((a+304|0)+40|0)>>3]-X)*.5;p[(a+496|0)>>3]=V+Y;p[((a+496|0)+8|0)>>3]=W+Z;p[((a+496|0)+16|0)>>3]=X+_;p[((a+496|0)+24|0)>>3]=Y*Y+(Z*Z+_*_);c=1;if(c){c=0;if(!(+Trb(f[z>>2]|0,a+496|0)>=0.0))y=j;else c=1}if(c)if(1){nEa(a,a+624|0);h=f[(a+624|0)>>2]|0;i=f[((a+624|0)+4|0)>>2]|0;if((h|0)!=(i|0)){c=h;do{W=+p[c>>3];aa=c+8|0;X=+p[aa>>3];ba=c+16|0;Y=+p[ba>>3];Z=W*+p[(z+112|0)>>3]+X*+p[(z+144|0)>>3]+Y*+p[(z+176|0)>>3]+ +p[(z+208|0)>>3];_=W*+p[(z+120|0)>>3]+X*+p[(z+152|0)>>3]+Y*+p[(z+184|0)>>3]+ +p[(z+216|0)>>3];p[c>>3]=+p[(z+104|0)>>3]*W+ +p[(z+136|0)>>3]*X+ +p[(z+168|0)>>3]*Y+ +p[(z+200|0)>>3];p[aa>>3]=Z;p[ba>>3]=_;c=c+24|0}while((c|0)!=(i|0))}c=f[(z+4|0)>>2]|0;g=1;if(g){g=0;if((f[c>>2]|0)==(f[c+4>>2]|0)){c=1;if(c){c=0;if((h|0)==(i|0))x=0;else c=1}if(c)if(1){c=0;d=h;while(1){aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d,f[aa+60>>2]|0);_=+p[(a+496|0)>>3];_=_<C?_:C;aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+24|0,f[aa+60>>2]|0);Z=+p[(a+496|0)>>3];aa=f[z>>2]|0;bub(a+496|0,(f[f[aa+56>>2]>>2]|0)+328|0,d+48|0,f[aa+60>>2]|0);aa=+p[(a+496|0)>>3]<(Z<_?Z:_);$=aa?2:Z<_&1;ba=((((d-h|0)/24|0)>>>0)/3|0)+k|0;f[a+656>>2]=z;f[a+696>>2]=x;f[a+808>>2]=c;f[a+832>>2]=d;f[a+936>>2]=$;f[a+2152>>2]=l;f[a+2160>>2]=m;f[a+2168>>2]=o;f[a+2176>>2]=q;f[a+2184>>2]=r;f[a+2192>>2]=s;f[a+2208>>2]=t;f[a+2336>>2]=i;f[a+2464>>2]=aa;f[a+2472>>2]=ba;f[a+3816>>2]=B;f[a+3832>>2]=E;f[a+3840>>2]=F;f[a+3848>>2]=J;f[a+3976>>2]=0;f[a+3980>>2]=0;Mtb(a);x=f[a+696>>2]|0;c=f[a+808>>2]|0;d=f[a+832>>2]|0;B=f[a+3816>>2]|0;E=f[a+3832>>2]|0;F=f[a+3840>>2]|0;J=f[a+3848>>2]|0;G=f[a+3976>>2]|0;D=f[a+3980>>2]|0;H=+n[a+3980>>2];f[a+3976>>2]=0;f[a+3980>>2]=0;if((G|0)==1)break}}w=(x&1)!=0}else g=1}if(g)if(1)w=0;if(j|w){A=f[z>>2]|0;if(!(b[A+96>>0]|0))y=1;else if(+p[(z+368|0)>>3]<+p[A+88>>3]){J=255;break}else y=1}else y=0}if(!(uEa(a)|0)){J=258;break}vEa(a);j=y;k=k+512|0}if((J|0)==255){Zqb(A+168|0);J=259}else if((J|0)==258)if(y)J=259;else I=0;if((J|0)==259){I=(f[z>>2]|0)+112|0;Z=+p[I>>3];_=+p[(z+368|0)>>3];_=Z<_?Z:_;p[(z+368|0)>>3]=_;p[I>>3]=_;I=1}c=f[(a+624|0)+12>>2]|0;if(c|0)xCa(c,a+624|0);c=f[(a+624|0)>>2]|0;if(c|0){d=f[((a+624|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+624|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I;u=a;f[a+4e3>>2]=6;f[a+4004>>2]=c|0;break a}f[a+920>>2]=c;f[a+3848>>2]=J;f[a+3856>>2]=L}function Qtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;o=f[a+80>>2]|0;p=f[a+88>>2]|0;v=f[a+112>>2]|0;n=f[a+352>>2]|0;t=f[a+616>>2]|0;u=f[a+624>>2]|0;e=f[a+832>>2]|0;q=(a+48|0)+4|0;r=(a+32|0)+4|0;s=(a+16|0)+4|0;j=o;k=t;l=u;m=u+((p+3|0)>>>2)|0;while(1){do if(e>>>0>32)i=3;else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){i=c+(0-(e>>>3))|0;f[((a+48|0)+8|0)>>2]=i;e=e&7;f[q>>2]=e;f[(a+48|0)>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;i=0;break}if((c|0)==(d|0)){i=e>>>0<32?1:2;break}else{i=e>>>3;g=(c+(0-i)|0)>>>0<d>>>0?c-d|0:i;f[((a+48|0)+8|0)>>2]=c+(0-g)|0;e=e-(g<<3)|0;f[q>>2]=e;f[(a+48|0)>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;i=(c+(0-i)|0)>>>0<d>>>0&1;break}}while(0);c=f[r>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;g=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[r>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-w)|0;f[r>>2]=c-(w<<3);f[(a+32|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=c|i;c=f[s>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;g=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[s>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-w)|0;f[s>>2]=c-(w<<3);f[(a+16|0)>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);i=i|c;c=f[(a+4|0)>>2]|0;do if(c>>>0>32)c=3;else{d=f[(a+8|0)>>2]|0;g=f[(a+12|0)>>2]|0;if(d>>>0>=(g+4|0)>>>0){f[(a+8|0)>>2]=d+(0-(c>>>3))|0;f[(a+4|0)>>2]=c&7;f[a>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(g|0)){c=c>>>0<32?1:2;break}else{w=(d+(0-(c>>>3))|0)>>>0<g>>>0?d-g|0:c>>>3;f[(a+8|0)>>2]=d+(0-w)|0;f[(a+4|0)>>2]=c-(w<<3);f[a>>2]=h[(d+(0-w)|0)>>0]|h[(d+(0-w)|0)+1>>0]<<8|h[(d+(0-w)|0)+2>>0]<<16|h[(d+(0-w)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<g>>>0&1;break}}while(0);if(!(m>>>0<((o+p|0)+-7|0)>>>0&(i|c|0)==0))break;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m>>0]=e;e=f[q>>2]|0;w=f[(a+48|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[q>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[j+1>>0]=i;i=f[r>>2]|0;w=f[(a+32|0)>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[r>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[k+1>>0]=e;e=f[s>>2]|0;w=f[(a+16|0)>>2]<<(e&31)>>>(0-n&31);i=b[(v+4|0)+(w<<1)>>0]|0;f[s>>2]=e+(h[(v+4|0)+(w<<1)+1>>0]|0);b[l+1>>0]=i;i=f[(a+4|0)>>2]|0;w=f[a>>2]<<(i&31)>>>(0-n&31);e=b[(v+4|0)+(w<<1)>>0]|0;f[(a+4|0)>>2]=i+(h[(v+4|0)+(w<<1)+1>>0]|0);b[m+1>>0]=e;j=j+2|0;k=k+2|0;l=l+2|0;m=m+2|0;e=f[q>>2]|0}if(l>>>0>(u+((p+3|0)>>>2)|0)>>>0|(k>>>0>u>>>0|j>>>0>t>>>0))c=-11;else{ktb(j,a+48|0,t,v+4|0,n&255);ktb(k,a+32|0,u,v+4|0,n&255);ktb(l,a+16|0,u+((p+3|0)>>>2)|0,v+4|0,n&255);ktb(m,a,o+p|0,v+4|0,n&255);c=((f[q>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[r>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[s>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?p:-11}f[a+272>>2]=c}function Rtb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;k=f[a+80>>2]|0;l=f[a+88>>2]|0;r=f[a+112>>2]|0;s=f[a+144>>2]|0;t=f[a+152>>2]|0;u=f[a+160>>2]|0;v=f[a+168>>2]|0;j=f[a+296>>2]|0;m=f[a+440>>2]|0;n=f[a+448>>2]|0;o=f[a+456>>2]|0;w=f[a+472>>2]|0;p=f[a+560>>2]|0;q=f[a+568>>2]|0;x=f[a+616>>2]|0;while(1){do if(w>>>0>32){g=3;i=w}else{c=f[((a+48|0)+8|0)>>2]|0;d=f[((a+48|0)+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){g=c+(0-(w>>>3))|0;f[((a+48|0)+8|0)>>2]=g;i=w&7;f[m>>2]=i;f[(a+48|0)>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;g=0;break}if((c|0)==(d|0)){g=w>>>0<32?1:2;i=w;break}else{g=w>>>3;e=(c+(0-g)|0)>>>0<d>>>0?c-d|0:g;f[((a+48|0)+8|0)>>2]=c+(0-e)|0;i=w-(e<<3)|0;f[m>>2]=i;f[(a+48|0)>>2]=h[(c+(0-e)|0)>>0]|h[(c+(0-e)|0)+1>>0]<<8|h[(c+(0-e)|0)+2>>0]<<16|h[(c+(0-e)|0)+3>>0]<<24;g=(c+(0-g)|0)>>>0<d>>>0&1;break}}while(0);c=f[n>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+32|0)+8|0)>>2]|0;e=f[((a+32|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+32|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[n>>2]=c&7;f[(a+32|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+32|0)+8|0)>>2]=d+(0-y)|0;f[n>>2]=c-(y<<3);f[(a+32|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);g=c|g;c=f[o>>2]|0;do if(c>>>0>32)c=3;else{d=f[((a+16|0)+8|0)>>2]|0;e=f[((a+16|0)+12|0)>>2]|0;if(d>>>0>=(e+4|0)>>>0){f[((a+16|0)+8|0)>>2]=d+(0-(c>>>3))|0;f[o>>2]=c&7;f[(a+16|0)>>2]=h[(d+(0-(c>>>3))|0)>>0]|h[(d+(0-(c>>>3))|0)+1>>0]<<8|h[(d+(0-(c>>>3))|0)+2>>0]<<16|h[(d+(0-(c>>>3))|0)+3>>0]<<24;c=0;break}if((d|0)==(e|0)){c=c>>>0<32?1:2;break}else{y=(d+(0-(c>>>3))|0)>>>0<e>>>0?d-e|0:c>>>3;f[((a+16|0)+8|0)>>2]=d+(0-y)|0;f[o>>2]=c-(y<<3);f[(a+16|0)>>2]=h[(d+(0-y)|0)>>0]|h[(d+(0-y)|0)+1>>0]<<8|h[(d+(0-y)|0)+2>>0]<<16|h[(d+(0-y)|0)+3>>0]<<24;c=(d+(0-(c>>>3))|0)>>>0<e>>>0&1;break}}while(0);e=g|c;do if(x>>>0>32)c=3;else{c=f[(a+8|0)>>2]|0;d=f[(a+12|0)>>2]|0;if(c>>>0>=(d+4|0)>>>0){c=c+(0-(x>>>3))|0;f[(a+8|0)>>2]=c;f[(a+4|0)>>2]=x&7;f[a>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=0;break}if((c|0)==(d|0)){c=x>>>0<32?1:2;break}else{y=x>>>3;g=(c+(0-y)|0)>>>0<d>>>0?c-d|0:y;f[(a+8|0)>>2]=c+(0-g)|0;f[(a+4|0)>>2]=x-(g<<3);f[a>>2]=h[(c+(0-g)|0)>>0]|h[(c+(0-g)|0)+1>>0]<<8|h[(c+(0-g)|0)+2>>0]<<16|h[(c+(0-g)|0)+3>>0]<<24;c=(c+(0-y)|0)>>>0<d>>>0&1;break}}while(0);if(!(v>>>0<((k+l|0)+-7|0)>>>0&(e|c|0)==0))break;g=f[(a+48|0)>>2]<<(i&31)>>>(0-j&31);i=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[s>>0]=i;b[s+1>>0]=i>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=s+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);w=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[t>>0]=w;b[t+1>>0]=w>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=t+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);y=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[u>>0]=y;b[u+1>>0]=y>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0);w=u+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;y=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);e=h[((r+4|0)+(y<<2)|0)>>0]|h[((r+4|0)+(y<<2)|0)+1>>0]<<8;b[v>>0]=e;b[v+1>>0]=e>>8;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(y<<2)+2>>0]|0);y=v+(h[(r+4|0)+(y<<2)+3>>0]|0)|0;e=f[(a+48|0)>>2]<<(f[m>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(e<<2)|0)>>0]|h[((r+4|0)+(e<<2)|0)+1>>0]<<8;b[g>>0]=x;b[g+1>>0]=x>>8;f[m>>2]=(f[m>>2]|0)+(h[(r+4|0)+(e<<2)+2>>0]|0);e=g+(h[(r+4|0)+(e<<2)+3>>0]|0)|0;g=f[(a+32|0)>>2]<<(f[n>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(g<<2)|0)>>0]|h[((r+4|0)+(g<<2)|0)+1>>0]<<8;b[i>>0]=x;b[i+1>>0]=x>>8;f[n>>2]=(f[n>>2]|0)+(h[(r+4|0)+(g<<2)+2>>0]|0);g=i+(h[(r+4|0)+(g<<2)+3>>0]|0)|0;i=f[(a+16|0)>>2]<<(f[o>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(i<<2)|0)>>0]|h[((r+4|0)+(i<<2)|0)+1>>0]<<8;b[w>>0]=x;b[w+1>>0]=x>>8;f[o>>2]=(f[o>>2]|0)+(h[(r+4|0)+(i<<2)+2>>0]|0);i=w+(h[(r+4|0)+(i<<2)+3>>0]|0)|0;w=f[a>>2]<<(f[(a+4|0)>>2]&31)>>>(0-j&31);x=h[((r+4|0)+(w<<2)|0)>>0]|h[((r+4|0)+(w<<2)|0)+1>>0]<<8;b[y>>0]=x;b[y+1>>0]=x>>8;x=(f[(a+4|0)>>2]|0)+(h[(r+4|0)+(w<<2)+2>>0]|0)|0;f[(a+4|0)>>2]=x;s=e;t=g;u=i;v=y+(h[(r+4|0)+(w<<2)+3>>0]|0)|0;w=f[m>>2]|0}if(u>>>0>(q+((l+3|0)>>>2)|0)>>>0|(t>>>0>q>>>0|s>>>0>p>>>0))c=-11;else{otb(s,a+48|0,p,r+4|0,j&255);otb(t,a+32|0,q,r+4|0,j&255);otb(u,a+16|0,q+((l+3|0)>>>2)|0,r+4|0,j&255);otb(v,a,k+l|0,r+4|0,j&255);c=((f[m>>2]|0)==32?(f[((a+48|0)+8|0)>>2]|0)==(f[((a+48|0)+12|0)>>2]|0):0)&((f[n>>2]|0)==32?(f[((a+32|0)+8|0)>>2]|0)==(f[((a+32|0)+12|0)>>2]|0):0)&((f[o>>2]|0)==32?(f[((a+16|0)+8|0)>>2]|0)==(f[((a+16|0)+12|0)>>2]|0):0)&((f[(a+4|0)>>2]|0)==32?(f[(a+8|0)>>2]|0)==(f[(a+12|0)>>2]|0):0)?l:-11}f[a+144>>2]=s;f[a+152>>2]=t;f[a+160>>2]=u;f[a+168>>2]=v;f[a+272>>2]=c;f[a+472>>2]=w;f[a+616>>2]=x}
+function xz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26064;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function yz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h2(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=26108;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262821;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262821)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262821,1540483477)|0)>>>24^(X(262821,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262821)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Az(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Bz(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Bz(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Cz(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Cz(a,b);return}function Cz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Dz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;i=f[a>>2]|0;d=e-i>>2;c=d+1|0;j=i;if(c>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-i|0;g=m>>1;g=m>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);c=h+(d<<2)|0;d=c;h=h+(g<<2)|0;f[c>>2]=f[b>>2];g=c+4|0;if((e|0)==(j|0))c=j;else{do{e=e+-4|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-4>>2]=m;c=d+-4|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;b=i;if((c|0)!=(b|0)){g=c;do{g=g+-4|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){c=f[h>>2]|0;if(c|0){e=h+4|0;d=f[e>>2]|0;if((d|0)!=(c|0)){do{m=d+-4|0;f[e>>2]=m;d=f[m>>2]|0;f[m>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[e>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}}while((g|0)!=(b|0))}if(!i)return;sOb(i);return}function Ez(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;i=f[o>>2]|0;c=f[a>>2]|0;l=i-c>>5;d=l+1|0;j=c;if(d>>>0>134217727)AMb(a);n=a+8|0;h=(f[n>>2]|0)-c|0;m=h>>4;d=h>>5>>>0<67108863?(m>>>0<d>>>0?d:m):134217727;do if(!d)k=0;else if(d>>>0>134217727)vd();else{k=pOb(d<<5)|0;break}while(0);g=k+(l<<5)|0;c=g;m=k+(d<<5)|0;f[g>>2]=f[b>>2];d=k+(l<<5)+8|0;e=b+24|0;h=f[e>>2]|0;do if(!h){f[k+(l<<5)+24>>2]=0;d=i}else if((b+8|0)==(h|0)){f[k+(l<<5)+24>>2]=d;oh[f[(f[h>>2]|0)+12>>2]&1023](h,d);d=f[o>>2]|0;j=f[a>>2]|0;break}else{f[k+(l<<5)+24>>2]=h;f[e>>2]=0;d=i;break}while(0);k=g+32|0;if((d|0)==(j|0))g=d;else{do{e=d;d=d+-32|0;f[g+-32>>2]=f[d>>2];h=g+-24|0;b=e+-8|0;i=f[b>>2]|0;do if(!i)f[g+-8>>2]=0;else if((e+-24|0)==(i|0)){f[g+-8>>2]=h;l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,h);break}else{f[g+-8>>2]=i;f[b>>2]=0;break}while(0);g=c+-32|0;c=g}while((d|0)!=(j|0));g=f[a>>2]|0}f[a>>2]=c;c=f[o>>2]|0;f[o>>2]=k;f[n>>2]=m;e=g;if((c|0)!=(e|0))do{d=f[c+-8>>2]|0;if((c+-24|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);c=c+-32|0}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Fz(a){a=a|0;sOb(a);return}function Gz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return b|0}function Hz(a,b){a=a|0;b=b|0;f[b>>2]=17840;f[b+4>>2]=f[a+4>>2];return}function Iz(a){a=a|0;return}function Jz(a){a=a|0;sOb(a);return}function Kz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Lz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62012?a+4|0:0)|0}function Mz(a){a=a|0;return 32}function Nz(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Oz(a){a=a|0;sOb(a);return}function Pz(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=(b[c>>0]|0)!=0&1;d=c+1|0;return d|0}function Qz(a){a=a|0;return a+4|0}function Rz(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17688,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function Sz(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262822;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262822)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262822,1540483477)|0)>>>24^(X(262822,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262822)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Tz(a){a=a|0;sOb(a);return}function Uz(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return b|0}function Vz(a,b){a=a|0;b=b|0;f[b>>2]=17908;f[b+4>>2]=f[a+4>>2];return}function Wz(a){a=a|0;return}function Xz(a){a=a|0;sOb(a);return}function Yz(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function Zz(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62294?a+4|0:0)|0}function _z(a){a=a|0;return 96}function $z(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aA(a){a=a|0;sOb(a);return}function bA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+8|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function cA(a){a=a|0;return a+8|0}function dA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;p[c>>3]=+p[a>>3];a=td(17776,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function eA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262823;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262823)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262823,1540483477)|0)>>>24^(X(262823,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262823)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function fA(a){a=a|0;sOb(a);return}function gA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return b|0}function hA(a,b){a=a|0;b=b|0;f[b>>2]=17976;f[b+4>>2]=f[a+4>>2];return}function iA(a){a=a|0;return}function jA(a){a=a|0;sOb(a);return}function kA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function lA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62595?a+4|0:0)|0}function mA(a){a=a|0;return 168}function nA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function oA(a){a=a|0;sOb(a);return}function pA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function qA(a){a=a|0;return a+4|0}function rA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17768,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function sA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262824;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262824)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262824,1540483477)|0)>>>24^(X(262824,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262824)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function tA(a){a=a|0;sOb(a);return}function uA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return b|0}function vA(a,b){a=a|0;b=b|0;f[b>>2]=18044;f[b+4>>2]=f[a+4>>2];return}function wA(a){a=a|0;return}function xA(a){a=a|0;sOb(a);return}function yA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function zA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==62896?a+4|0:0)|0}function AA(a){a=a|0;return 240}function BA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function CA(a){a=a|0;sOb(a);return}function DA(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EA(a){a=a|0;return a+4|0}function FA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17736,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function GA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262825;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262825)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262825,1540483477)|0)>>>24^(X(262825,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262825)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function HA(a){a=a|0;sOb(a);return}function IA(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return b|0}function JA(a,b){a=a|0;b=b|0;f[b>>2]=18112;f[b+4>>2]=f[a+4>>2];return}function KA(a){a=a|0;return}function LA(a){a=a|0;sOb(a);return}function MA(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function NA(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63229?a+4|0:0)|0}function OA(a){a=a|0;return 312}function PA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function QA(a){a=a|0;return}function RA(a){a=a|0;sOb(a);return}function SA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;if((d-c|0)<16){c=0;u=k;return c|0}h=a+40|0;i=h;e=c;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));e=c+16|0;if((d-e|0)<16){c=0;u=k;return c|0}d=a+60|0;i=d;g=i+16|0;do{b[i>>0]=b[e>>0]|0;i=i+1|0;e=e+1|0}while((i|0)<(g|0));i=a+4|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];f[h+12>>2]=f[j+12>>2];a=a+20|0;f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];f[j+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[j>>2];f[d+4>>2]=f[j+4>>2];f[d+8>>2]=f[j+8>>2];f[d+12>>2]=f[j+12>>2];c=c+32|0;u=k;return c|0}function TA(a){a=a|0;return a+4|0}function UA(a){a=a|0;sOb(a);return}function VA(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function WA(a){a=a|0;return a+4|0}function XA(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;YA(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function YA(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;a=pOb(16)|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[e>>2]=a;a=td(400,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=b+16|0;b=pOb(16)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];f[b+12>>2]=f[a+12>>2];f[e>>2]=b;b=td(400,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function ZA(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262826;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262826)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262826,1540483477)|0)>>>24^(X(262826,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262826)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function _A(a){a=a|0;sOb(a);return}function $A(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return b|0}function aB(a,b){a=a|0;b=b|0;f[b>>2]=18204;f[b+4>>2]=f[a+4>>2];return}function bB(a){a=a|0;return}function cB(a){a=a|0;sOb(a);return}function dB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function eB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==63782?a+4|0:0)|0}function fB(a){a=a|0;return 424}function gB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function hB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function iB(a){a=a|0;var b=0;f[a>>2]=18272;b=f[a+4>>2]|0;if(!b){sOb(a);return}sOb(b);sOb(a);return}function jB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=d;if((l-c|0)<4){n=0;return n|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;j=a+8|0;f[j>>2]=0;oB(n,m);if(!m){n=d;return n|0}k=a+20|0;i=a+12|0;g=0;while(1){if((l-d|0)<1){d=0;c=13;break}e=(b[d>>0]|0)!=0&1;b[k>>0]=e;d=d+1|0;c=f[j>>2]|0;a=f[i>>2]|0;if((c|0)==(a<<5|0)){if((c+1|0)<0){c=7;break}a=a<<6;e=c+32&-32;oB(n,c>>>0<1073741823?(a>>>0<e>>>0?e:a):2147483647);c=f[j>>2]|0;a=b[k>>0]|0}else a=e;f[j>>2]=c+1;e=(f[n>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(!(a<<24>>24))c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;g=g+1|0;if(g>>>0>=m>>>0){c=13;break}}if((c|0)==7)AMb(n);else if((c|0)==13)return d|0;return 0}function kB(a){a=a|0;return a+4|0}function lB(a){a=a|0;f[a>>2]=18272;a=f[a+4>>2]|0;if(!a)return;sOb(a);return}function mB(a){a=a|0;yf()}function nB(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function oB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+16|0;c=j+8|0;d=j;h=a+8|0;if(f[h>>2]<<5>>>0>=b>>>0){u=j;return}f[g>>2]=0;i=g+4|0;f[i>>2]=0;e=g+8|0;f[e>>2]=0;if((b|0)<0)AMb(g);l=((b+-1|0)>>>5)+1|0;k=pOb(l<<2)|0;f[g>>2]=k;f[i>>2]=0;f[e>>2]=l;l=f[a>>2]|0;f[c>>2]=l;f[c+4>>2]=0;k=a+4|0;b=f[k>>2]|0;f[d>>2]=l+(b>>>5<<2);f[d+4>>2]=b&31;rB(g,c,d);b=f[a>>2]|0;f[a>>2]=f[g>>2];f[g>>2]=b;g=f[k>>2]|0;f[k>>2]=f[i>>2];f[i>>2]=g;i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i;if(b|0)sOb(b);u=j;return}function pB(a){a=a|0;sOb(a);return}function qB(a){a=a|0;return a+4|0}function rB(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+24|0;k=o+16|0;l=o+8|0;n=o;e=a+4|0;p=f[e>>2]|0;m=f[b>>2]|0;d=f[b+4>>2]|0;i=f[c>>2]|0;g=f[c+4>>2]|0;h=i-m<<3;f[e>>2]=p-d+g+h;e=(f[a>>2]|0)+(p>>>5<<2)|0;c=p&31;b=e;if((d|0)!=(c|0)){f[j>>2]=m;f[j+4>>2]=d;f[k>>2]=i;f[k+4>>2]=g;f[l>>2]=b;f[l+4>>2]=c;sB(n,j,k,l);u=o;return}c=g-d+h|0;h=m;if((c|0)>0){if(!d){d=0;b=m}else{p=32-d|0;b=(c|0)<(p|0)?c:p;p=-1>>>(p-b|0)&-1<<d;f[e>>2]=f[e>>2]&~p|f[h>>2]&p;d=b+d|0;h=h+4|0;c=c-b|0;e=e+(d>>>5<<2)|0;d=d&31;b=h}g=(c|0)/32|0;cQb(e|0,b|0,g<<2|0)|0;a=c-(g<<5)|0;c=e+(g<<2)|0;b=c;if((a|0)>0){d=-1>>>(32-a|0);f[c>>2]=f[c>>2]&~d|f[h+(g<<2)>>2]&d;d=a}}f[n>>2]=b;f[n+4>>2]=d;u=o;return}function sB(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=f[b>>2]|0;m=b+4|0;e=f[m>>2]|0;i=((f[c>>2]|0)-l<<3)+(f[c+4>>2]|0)-e|0;c=l;if((i|0)<=0){b=d+4|0;d=f[d>>2]|0;f[a>>2]=d;d=a+4|0;a=f[b>>2]|0;f[d>>2]=a;return}if(!e){e=d+4|0;k=e;e=f[e>>2]|0}else{g=32-e|0;l=(i|0)<(g|0)?i:g;g=-1>>>(g-l|0)&-1<<e&f[c>>2];k=d+4|0;e=f[k>>2]|0;j=32-e|0;c=j>>>0<l>>>0?j:l;h=f[d>>2]|0;e=f[h>>2]&~(-1>>>(j-c|0)&-1<<e);f[h>>2]=e;j=f[k>>2]|0;n=f[m>>2]|0;f[h>>2]=(j>>>0>n>>>0?g<<j-n:g>>>(n-j|0))|e;e=(f[k>>2]|0)+c|0;h=h+(e>>>5<<2)|0;f[d>>2]=h;e=e&31;f[k>>2]=e;j=l-c|0;if((j|0)>0){e=f[h>>2]&~(-1>>>(32-j|0));f[h>>2]=e;f[h>>2]=e|g>>>((f[m>>2]|0)+c|0);f[k>>2]=j;e=j}c=(f[b>>2]|0)+4|0;f[b>>2]=c;i=i-l|0}l=32-e|0;g=-1<<e;if((i|0)>31){h=~g;j=~i;j=i+((j|0)>-64?j:-64)+32&-32;e=i;while(1){m=f[c>>2]|0;n=f[d>>2]|0;o=f[n>>2]&h;f[n>>2]=o;f[n>>2]=o|m<<f[k>>2];n=n+4|0;f[d>>2]=n;f[n>>2]=f[n>>2]&g|m>>>l;c=(f[b>>2]|0)+4|0;f[b>>2]=c;if((e|0)<=63)break;else e=e+-32|0}i=i+-32-j|0}if((i|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}h=f[c>>2]&-1>>>(32-i|0);g=(l|0)<(i|0)?l:i;e=f[d>>2]|0;c=f[e>>2]&~(-1<<f[k>>2]&-1>>>(l-g|0));f[e>>2]=c;f[e>>2]=c|h<<f[k>>2];c=(f[k>>2]|0)+g|0;e=e+(c>>>5<<2)|0;f[d>>2]=e;f[k>>2]=c&31;c=i-g|0;if((c|0)<=0){n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}f[e>>2]=f[e>>2]&~(-1>>>(32-c|0))|h>>>g;f[k>>2]=c;n=k;o=f[d>>2]|0;f[a>>2]=o;o=a+4|0;n=f[n>>2]|0;f[o>>2]=n;return}function tB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;uB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function uB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;d=g;e=nd()|0;f[a>>2]=e;a=f[b+4>>2]|0;if(!a){u=g;return}c=0;do{i=(f[(f[b>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31)|0)!=0;f[d>>2]=c;h=td(17744,d|0)|0;f[d>>2]=i&1;i=td(17688,d|0)|0;sd(e|0,h|0,i|0);fd(i|0);fd(h|0);c=c+1|0}while((c|0)!=(a|0));u=g;return}function vB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262827;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262827)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262827,1540483477)|0)>>>24^(X(262827,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262827)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function wB(a){a=a|0;sOb(a);return}function xB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return b|0}function yB(a,b){a=a|0;b=b|0;f[b>>2]=18320;f[b+4>>2]=f[a+4>>2];return}function zB(a){a=a|0;return}function AB(a){a=a|0;sOb(a);return}function BB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function CB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64257?a+4|0:0)|0}function DB(a){a=a|0;return 528}function EB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function FB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function GB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18388;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function HB(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else LB(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function IB(a){a=a|0;return a+4|0}function JB(a){a=a|0;var b=0,c=0;f[a>>2]=18388;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function KB(a){a=a|0;yf()}function LB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function MB(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;NB(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function NB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17768,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function OB(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262828;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262828)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262828,1540483477)|0)>>>24^(X(262828,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262828)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function PB(a){a=a|0;sOb(a);return}function QB(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return b|0}function RB(a,b){a=a|0;b=b|0;f[b>>2]=18412;f[b+4>>2]=f[a+4>>2];return}function SB(a){a=a|0;return}function TB(a){a=a|0;sOb(a);return}function UB(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function VB(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==64675?a+4|0:0)|0}function WB(a){a=a|0;return 584}function XB(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function YB(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function ZB(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18480;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b);sOb(a);return}function _B(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;if((d-c|0)<4){A=0;return A|0}A=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;z=a+4|0;k=f[z>>2]|0;y=a+8|0;e=f[y>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-20-g|0)>>>0)/20|0)*20|0)|0;f[y>>2]=e}j=e;x=a+12|0;if((((f[x>>2]|0)-g|0)/20|0)>>>0<A>>>0){if(A>>>0>214748364)vd();m=pOb(A*20|0)|0;i=m+(((j-g|0)/20|0)*20|0)|0;l=i;m=m+(A*20|0)|0;if((e|0)==(k|0)){g=l;e=j}else{g=l;do{v=e;e=e+-20|0;f[i+-20>>2]=f[e>>2];f[i+-16>>2]=f[v+-16>>2];f[i+-12>>2]=f[v+-12>>2];w=i+-8|0;v=v+-8|0;f[w>>2]=f[v>>2];b[w+4>>0]=b[v+4>>0]|0;i=g+-20|0;g=i}while((e|0)!=(k|0));e=f[z>>2]|0}f[z>>2]=g;f[y>>2]=l;f[x>>2]=m;if(e|0)sOb(e)}m=a+40|0;n=a+56|0;o=a+64|0;if(!A){A=c;return A|0}p=a+20|0;q=a+44|0;k=a+24|0;l=a+28|0;r=a+48|0;s=a+52|0;t=a+32|0;u=a+60|0;v=a+36|0;w=a+68|0;j=a+20|0;i=0;while(1){c=Sg[f[(f[m>>2]|0)+8>>2]&255](m,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[n>>2]|0)+8>>2]&255](n,c,d)|0;if(!c){c=0;e=21;break}c=Sg[f[(f[o>>2]|0)+8>>2]&255](o,c,d)|0;if(!c){c=0;e=21;break}B=f[p>>2]|0;a=f[k>>2]|0;g=f[l>>2]|0;e=f[q>>2]|0;f[p>>2]=e;f[k>>2]=f[r>>2];f[l>>2]=f[s>>2];f[q>>2]=B;f[r>>2]=a;f[s>>2]=g;g=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=g;g=b[v>>0]|0;b[v>>0]=b[w>>0]|0;b[w>>0]=g;g=f[y>>2]|0;if(g>>>0<(f[x>>2]|0)>>>0){f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[g>>2]=e;f[g+4>>2]=f[k>>2];f[g+8>>2]=f[l>>2];B=g+12|0;f[B>>2]=f[t>>2];b[B+4>>0]=b[t+4>>0]|0;f[y>>2]=(f[y>>2]|0)+20}else mC(z,j);i=i+1|0;if(i>>>0>=A>>>0){e=21;break}}if((e|0)==21)return c|0;return 0}function $B(a){a=a|0;return a+4|0}function aC(a){a=a|0;var b=0,c=0;f[a>>2]=18480;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-20-c|0)>>>0)/20|0)*20|0);sOb(c);return}function bC(a){a=a|0;yf()}function cC(a){a=a|0;return}function dC(a){a=a|0;sOb(a);return}function eC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=a+24|0;e=a+40|0;g=a+48|0;c=Sg[f[(f[h>>2]|0)+8>>2]&255](h,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,d)|0;if(!c){h=0;return h|0}c=Sg[f[(f[g>>2]|0)+8>>2]&255](g,c,d)|0;if(!c){h=0;return h|0}h=a+4|0;i=a+28|0;d=a+8|0;k=a+12|0;j=f[h>>2]|0;e=f[d>>2]|0;g=f[k>>2]|0;f[h>>2]=f[i>>2];h=a+32|0;f[d>>2]=f[h>>2];d=a+36|0;f[k>>2]=f[d>>2];f[i>>2]=j;f[h>>2]=e;f[d>>2]=g;d=a+16|0;g=a+44|0;h=f[d>>2]|0;f[d>>2]=f[g>>2];f[g>>2]=h;g=a+20|0;h=a+52|0;a=b[g>>0]|0;b[g>>0]=b[h>>0]|0;b[h>>0]=a;h=c;return h|0}function fC(a){a=a|0;return a+4|0}function gC(a){a=a|0;sOb(a);return}function hC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function iC(a){a=a|0;return a+4|0}function jC(a){a=a|0;sOb(a);return}function kC(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function lC(a){a=a|0;return a+4|0}function mC(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function nC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;oC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function oC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;c=g;i=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(i|0)/20|0;e=nd()|0;f[a>>2]=e;if(!i){u=g;return}a=0;do{k=f[b>>2]|0;i=pd()|0;f[c>>2]=h[k+(a*20|0)+16>>0];j=td(17704,c|0)|0;l=od(65491)|0;sd(i|0,l|0,j|0);fd(l|0);fd(j|0);j=od(65497)|0;l=pOb(12)|0;f[l>>2]=f[k+(a*20|0)>>2];f[l+4>>2]=f[k+(a*20|0)+4>>2];f[l+8>>2]=f[k+(a*20|0)+8>>2];f[c>>2]=l;l=td(872,c|0)|0;sd(i|0,j|0,l|0);fd(l|0);fd(j|0);j=od(65504)|0;f[c>>2]=f[k+(a*20|0)+12>>2];k=td(17768,c|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function pC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262829;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262829)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262829,1540483477)|0)>>>24^(X(262829,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262829)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function qC(a){a=a|0;sOb(a);return}function rC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return b|0}function sC(a,b){a=a|0;b=b|0;f[b>>2]=18576;f[b+4>>2]=f[a+4>>2];return}function tC(a){a=a|0;return}function uC(a){a=a|0;sOb(a);return}function vC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function wC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==66288?a+4|0:0)|0}function xC(a){a=a|0;return 904}function yC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function AC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18644;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);sOb(a);return}function BC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-32-e|0)>>>5)<<5)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>5>>>0<n>>>0){if(n>>>0>134217727)vd();c=c-e|0;e=pOb(n<<5)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>5<<5);f[j>>2]=e+(n<<5);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<32){d=0;c=18;break}c=i;e=d;g=c+32|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+32|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[c+16>>2]=f[i+16>>2];f[c+20>>2]=f[i+20>>2];f[c+24>>2]=f[i+24>>2];f[c+28>>2]=f[i+28>>2];f[k>>2]=(f[k>>2]|0)+32}else IC(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function CC(a){a=a|0;return a+4|0}function DC(a){a=a|0;var b=0,c=0;f[a>>2]=18644;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);return}function EC(a){a=a|0;yf()}function FC(a){a=a|0;sOb(a);return}function GC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<32){c=0;return c|0}a=a+4|0;d=c;e=a+32|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+32|0;return c|0}function HC(a){a=a|0;return a+4|0}function IC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function JC(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;KC(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function KC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>5;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<5)|0;h=pOb(32)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[h+16>>2]=f[i+16>>2];f[h+20>>2]=f[i+20>>2];f[h+24>>2]=f[i+24>>2];f[h+28>>2]=f[i+28>>2];f[c>>2]=h;h=td(992,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function LC(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262830;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262830)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262830,1540483477)|0)>>>24^(X(262830,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262830)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function MC(a){a=a|0;sOb(a);return}function NC(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return b|0}function OC(a,b){a=a|0;b=b|0;f[b>>2]=18692;f[b+4>>2]=f[a+4>>2];return}function PC(a){a=a|0;return}function QC(a){a=a|0;sOb(a);return}function RC(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function SC(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67007?a+4|0:0)|0}function TC(a){a=a|0;return 1016}function UC(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function WC(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18760;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b);sOb(a);return}function XC(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=d;if((s-c|0)<4){t=0;return t|0}t=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;j=f[r>>2]|0;q=a+8|0;c=f[q>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-24-g|0)>>>0)/24|0)*24|0)|0;f[q>>2]=c}e=c;p=a+12|0;if((((f[p>>2]|0)-g|0)/24|0)>>>0<t>>>0){if(t>>>0>178956970)vd();i=pOb(t*24|0)|0;e=i+(((e-g|0)/24|0)*24|0)|0;g=e;i=i+(t*24|0)|0;if((c|0)==(j|0))c=g;else{do{o=e;e=e+-24|0;n=c;c=c+-24|0;f[e>>2]=f[c>>2];f[o+-20>>2]=f[n+-20>>2];f[o+-16>>2]=f[n+-16>>2];f[o+-12>>2]=f[n+-12>>2];f[o+-8>>2]=f[n+-8>>2];f[o+-4>>2]=f[n+-4>>2]}while((c|0)!=(j|0));c=e}f[r>>2]=c;f[q>>2]=g;f[p>>2]=i;if(j|0)sOb(j)}if(!t){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;n=a+32|0;o=a+36|0;j=a+40|0;i=0;while(1){if((s-d|0)<24){d=0;c=19;break}c=k;e=d;g=c+24|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+24|0;c=f[q>>2]|0;if(c>>>0<(f[p>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];a=c+12|0;f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];f[a>>2]=f[n>>2];f[c+16>>2]=f[o>>2];f[c+20>>2]=f[j>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(r,k);i=i+1|0;if(i>>>0>=t>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function YC(a){a=a|0;return a+4|0}function ZC(a){a=a|0;var b=0,c=0;f[a>>2]=18760;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);return}function _C(a){a=a|0;yf()}function $C(a){a=a|0;sOb(a);return}function aD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<24){c=0;return c|0}a=a+4|0;d=c;e=a+24|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+24|0;return c|0}function bD(a){a=a|0;return a+4|0}function cD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function dD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;eD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function eD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/24|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(24)|0;f[h>>2]=f[i+(a*24|0)>>2];f[h+4>>2]=f[i+(a*24|0)+4>>2];f[h+8>>2]=f[i+(a*24|0)+8>>2];f[h+12>>2]=f[i+(a*24|0)+12>>2];f[h+16>>2]=f[i+(a*24|0)+16>>2];f[h+20>>2]=f[i+(a*24|0)+20>>2];f[c>>2]=h;h=td(1112,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function fD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262831;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262831)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262831,1540483477)|0)>>>24^(X(262831,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262831)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function gD(a){a=a|0;sOb(a);return}function hD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return b|0}function iD(a,b){a=a|0;b=b|0;f[b>>2]=18808;f[b+4>>2]=f[a+4>>2];return}function jD(a){a=a|0;return}function kD(a){a=a|0;sOb(a);return}function lD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function mD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==67696?a+4|0:0)|0}function nD(a){a=a|0;return 1144}function oD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function pD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18876;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function qD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=18900;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xD(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))xD(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function rD(a){a=a|0;return a+4|0}function sD(a){a=a|0;var b=0,c=0;f[a>>2]=18876;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function tD(a){a=a|0;yf()}function uD(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function vD(a){a=a|0;sOb(a);return}function wD(a){a=a|0;return a+4|0}function xD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;zD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function zD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function AD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262832;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262832)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262832,1540483477)|0)>>>24^(X(262832,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262832)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BD(a){a=a|0;sOb(a);return}function CD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return b|0}function DD(a,b){a=a|0;b=b|0;f[b>>2]=18924;f[b+4>>2]=f[a+4>>2];return}function ED(a){a=a|0;return}function FD(a){a=a|0;sOb(a);return}function GD(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HD(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==68491?a+4|0:0)|0}function ID(a){a=a|0;return 1264}function JD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KD(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=18992;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19016;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))SD(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))SD(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MD(a){a=a|0;return a+4|0}function ND(a){a=a|0;var b=0,c=0;f[a>>2]=18992;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function OD(a){a=a|0;yf()}function PD(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function QD(a){a=a|0;sOb(a);return}function RD(a){a=a|0;return a+4|0}function SD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function TD(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;UD(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function UD(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function VD(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262833;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262833)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262833,1540483477)|0)>>>24^(X(262833,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262833)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function WD(a){a=a|0;sOb(a);return}function XD(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return b|0}function YD(a,b){a=a|0;b=b|0;f[b>>2]=19040;f[b+4>>2]=f[a+4>>2];return}function ZD(a){a=a|0;return}function _D(a){a=a|0;sOb(a);return}function $D(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function aE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==69279?a+4|0:0)|0}function bE(a){a=a|0;return 1384}function cE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function dE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19108;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19132;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))lE(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))lE(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fE(a){a=a|0;return a+4|0}function gE(a){a=a|0;var b=0,c=0;f[a>>2]=19108;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function hE(a){a=a|0;yf()}function iE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function jE(a){a=a|0;sOb(a);return}function kE(a){a=a|0;return a+4|0}function lE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function mE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;nE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function nE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function oE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262834;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262834)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262834,1540483477)|0)>>>24^(X(262834,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262834)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function pE(a){a=a|0;sOb(a);return}function qE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return b|0}function rE(a,b){a=a|0;b=b|0;f[b>>2]=19156;f[b+4>>2]=f[a+4>>2];return}function sE(a){a=a|0;return}function tE(a){a=a|0;sOb(a);return}function uE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70068?a+4|0:0)|0}function wE(a){a=a|0;return 1504}function xE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yE(a){a=a|0;var b=0,c=0;f[a>>2]=19224;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function zE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19224;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function AE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19248;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GE(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))GE(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function BE(a){a=a|0;return a+4|0}function CE(a){a=a|0;yf()}function DE(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function EE(a){a=a|0;sOb(a);return}function FE(a){a=a|0;return a+4|0}function GE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function HE(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IE(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function JE(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262835;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262835)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262835,1540483477)|0)>>>24^(X(262835,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262835)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KE(a){a=a|0;sOb(a);return}function LE(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return b|0}function ME(a,b){a=a|0;b=b|0;f[b>>2]=19272;f[b+4>>2]=f[a+4>>2];return}function NE(a){a=a|0;return}function OE(a){a=a|0;sOb(a);return}function PE(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QE(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==70863?a+4|0:0)|0}function RE(a){a=a|0;return 1624}function SE(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TE(a){a=a|0;var b=0,c=0;f[a>>2]=19340;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function UE(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19340;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function VE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19364;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$E(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))$E(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WE(a){a=a|0;return a+4|0}function XE(a){a=a|0;yf()}function YE(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function ZE(a){a=a|0;sOb(a);return}function _E(a){a=a|0;return a+4|0}function $E(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function aF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function cF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262836;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262836)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262836,1540483477)|0)>>>24^(X(262836,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262836)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dF(a){a=a|0;sOb(a);return}function eF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return b|0}function fF(a,b){a=a|0;b=b|0;f[b>>2]=19388;f[b+4>>2]=f[a+4>>2];return}function gF(a){a=a|0;return}function hF(a){a=a|0;sOb(a);return}function iF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==71654?a+4|0:0)|0}function kF(a){a=a|0;return 1744}function lF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function nF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19456;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b);sOb(a);return}function oF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=d;if((C-c|0)<4){D=0;return D|0}D=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;B=a+4|0;c=f[B>>2]|0;A=a+8|0;e=f[A>>2]|0;if((e|0)!=(c|0))f[A>>2]=e+(~((e+-64-c|0)>>>6)<<6);vF(B,D);if(!D){D=d;return D|0}k=a+20|0;l=a+12|0;m=a+24|0;n=a+28|0;o=a+32|0;p=a+36|0;q=a+40|0;r=a+44|0;s=a+48|0;t=a+52|0;u=a+56|0;v=a+60|0;w=a+64|0;x=a+68|0;y=a+72|0;z=a+76|0;j=a+80|0;e=0;while(1){if((C-d|0)<64){d=0;c=11;break}a=k;g=d;i=a+64|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(i|0));d=d+64|0;c=f[A>>2]|0;if(c>>>0<(f[l>>2]|0)>>>0){a=c;g=k;i=a+64|0;do{f[a>>2]=f[g>>2];a=a+4|0;g=g+4|0}while((a|0)<(i|0));f[c>>2]=f[k>>2];f[c+4>>2]=f[m>>2];f[c+8>>2]=f[n>>2];f[c+12>>2]=f[o>>2];f[c+16>>2]=f[p>>2];f[c+20>>2]=f[q>>2];f[c+24>>2]=f[r>>2];f[c+28>>2]=f[s>>2];f[c+32>>2]=f[t>>2];f[c+36>>2]=f[u>>2];f[c+40>>2]=f[v>>2];f[c+44>>2]=f[w>>2];f[c+48>>2]=f[x>>2];f[c+52>>2]=f[y>>2];f[c+56>>2]=f[z>>2];f[c+60>>2]=f[j>>2];f[A>>2]=(f[A>>2]|0)+64}else wF(B,k);e=e+1|0;if(e>>>0>=D>>>0){c=11;break}}if((c|0)==11)return d|0;return 0}function pF(a){a=a|0;return a+4|0}function qF(a){a=a|0;var b=0,c=0;f[a>>2]=19456;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-64-c|0)>>>6)<<6);sOb(c);return}function rF(a){a=a|0;yf()}function sF(a){a=a|0;sOb(a);return}function tF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<64){c=0;return c|0}a=a+4|0;d=c;e=a+64|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+64|0;return c|0}function uF(a){a=a|0;return a+4|0}function vF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;c=f[a>>2]|0;g=c;if((f[j>>2]|0)-c>>6>>>0>=b>>>0)return;k=a+4|0;if(b>>>0>67108863)vd();d=f[k>>2]|0;h=pOb(b<<6)|0;e=h+(d-c>>6<<6)|0;i=e;h=h+(b<<6)|0;b=d;if((b|0)==(g|0))b=i;else{d=b+-64-c|0;c=b;b=e;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));b=e+(~(d>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=i;f[j>>2]=h;if(!c)return;sOb(c);return}function wF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;c=f[a>>2]|0;i=(f[k>>2]|0)-c>>6;d=i+1|0;if(d>>>0>67108863)AMb(a);l=a+8|0;j=(f[l>>2]|0)-c|0;c=j>>5;c=j>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)h=0;else if(c>>>0>67108863)vd();else{h=pOb(c<<6)|0;break}while(0);d=h+(i<<6)|0;j=h+(c<<6)|0;c=d;e=b;g=c+64|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[d>>2]=f[b>>2];f[h+(i<<6)+4>>2]=f[b+4>>2];f[h+(i<<6)+8>>2]=f[b+8>>2];f[h+(i<<6)+12>>2]=f[b+12>>2];f[h+(i<<6)+16>>2]=f[b+16>>2];f[h+(i<<6)+20>>2]=f[b+20>>2];f[h+(i<<6)+24>>2]=f[b+24>>2];f[h+(i<<6)+28>>2]=f[b+28>>2];f[h+(i<<6)+32>>2]=f[b+32>>2];f[h+(i<<6)+36>>2]=f[b+36>>2];f[h+(i<<6)+40>>2]=f[b+40>>2];f[h+(i<<6)+44>>2]=f[b+44>>2];f[h+(i<<6)+48>>2]=f[b+48>>2];f[h+(i<<6)+52>>2]=f[b+52>>2];f[h+(i<<6)+56>>2]=f[b+56>>2];f[h+(i<<6)+60>>2]=f[b+60>>2];h=d+64|0;b=f[a>>2]|0;e=f[k>>2]|0;c=b;if((e|0)!=(b|0)){g=e+-64-c|0;c=e;e=d;do{i=e;e=e+-64|0;m=c;c=c+-64|0;f[e>>2]=f[c>>2];f[i+-60>>2]=f[m+-60>>2];f[i+-56>>2]=f[m+-56>>2];f[i+-52>>2]=f[m+-52>>2];f[i+-48>>2]=f[m+-48>>2];f[i+-44>>2]=f[m+-44>>2];f[i+-40>>2]=f[m+-40>>2];f[i+-36>>2]=f[m+-36>>2];f[i+-32>>2]=f[m+-32>>2];f[i+-28>>2]=f[m+-28>>2];f[i+-24>>2]=f[m+-24>>2];f[i+-20>>2]=f[m+-20>>2];f[i+-16>>2]=f[m+-16>>2];f[i+-12>>2]=f[m+-12>>2];f[i+-8>>2]=f[m+-8>>2];f[i+-4>>2]=f[m+-4>>2]}while((c|0)!=(b|0));d=d+(~(g>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=j;if(!c)return;sOb(c);return}function xF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;yF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function yF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>6;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}e=0;do{j=f[b>>2]|0;h=pOb(64)|0;f[h>>2]=f[j+(e<<6)>>2];f[h+4>>2]=f[j+(e<<6)+4>>2];f[h+8>>2]=f[j+(e<<6)+8>>2];f[h+12>>2]=f[j+(e<<6)+12>>2];f[h+16>>2]=f[j+(e<<6)+16>>2];f[h+20>>2]=f[j+(e<<6)+20>>2];f[h+24>>2]=f[j+(e<<6)+24>>2];f[h+28>>2]=f[j+(e<<6)+28>>2];f[h+32>>2]=f[j+(e<<6)+32>>2];f[h+36>>2]=f[j+(e<<6)+36>>2];f[h+40>>2]=f[j+(e<<6)+40>>2];f[h+44>>2]=f[j+(e<<6)+44>>2];f[h+48>>2]=f[j+(e<<6)+48>>2];f[h+52>>2]=f[j+(e<<6)+52>>2];f[h+56>>2]=f[j+(e<<6)+56>>2];f[h+60>>2]=f[j+(e<<6)+60>>2];f[c>>2]=h;h=td(1952,c|0)|0;j=f[a>>2]|0;f[c>>2]=e;i=td(17744,c|0)|0;sd(j|0,i|0,h|0);fd(i|0);fd(h|0);e=e+1|0}while((e|0)!=(d|0));u=g;return}function zF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262837;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262837)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262837,1540483477)|0)>>>24^(X(262837,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262837)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function AF(a){a=a|0;sOb(a);return}function BF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return b|0}function CF(a,b){a=a|0;b=b|0;f[b>>2]=19504;f[b+4>>2]=f[a+4>>2];return}function DF(a){a=a|0;return}function EF(a){a=a|0;sOb(a);return}function FF(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function GF(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==72975?a+4|0:0)|0}function HF(a){a=a|0;return 1984}function IF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function JF(a){a=a|0;var b=0,c=0;f[a>>2]=19572;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function KF(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19572;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function LF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19596;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))RF(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))RF(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function MF(a){a=a|0;return a+4|0}function NF(a){a=a|0;yf()}function OF(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function PF(a){a=a|0;sOb(a);return}function QF(a){a=a|0;return a+4|0}function RF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function SF(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;TF(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function TF(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function UF(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262838;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262838)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262838,1540483477)|0)>>>24^(X(262838,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262838)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function VF(a){a=a|0;sOb(a);return}function WF(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return b|0}function XF(a,b){a=a|0;b=b|0;f[b>>2]=19620;f[b+4>>2]=f[a+4>>2];return}function YF(a){a=a|0;return}function ZF(a){a=a|0;sOb(a);return}function _F(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function $F(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==73771?a+4|0:0)|0}function aG(a){a=a|0;return 2104}function bG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function cG(a){a=a|0;var b=0,c=0;f[a>>2]=19688;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function dG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19688;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function eG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19712;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))kG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))kG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function fG(a){a=a|0;return a+4|0}function gG(a){a=a|0;yf()}function hG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function iG(a){a=a|0;sOb(a);return}function jG(a){a=a|0;return a+4|0}function kG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function lG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;mG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function mG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function nG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262839;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262839)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262839,1540483477)|0)>>>24^(X(262839,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262839)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function oG(a){a=a|0;return}function pG(a){a=a|0;sOb(a);return}function qG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return b|0}function rG(a,b){a=a|0;b=b|0;f[b>>2]=19736;f[b+4>>2]=f[a+4>>2];return}function sG(a){a=a|0;return}function tG(a){a=a|0;sOb(a);return}function uG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function vG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==74567?a+4|0:0)|0}function wG(a){a=a|0;return 2224}function xG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function yG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19804;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function zG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=19828;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))GG(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))GG(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function AG(a){a=a|0;return a+4|0}function BG(a){a=a|0;var b=0,c=0;f[a>>2]=19804;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function CG(a){a=a|0;yf()}function DG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function EG(a){a=a|0;sOb(a);return}function FG(a){a=a|0;return a+4|0}function GG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function HG(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IG(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function JG(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262840;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262840)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262840,1540483477)|0)>>>24^(X(262840,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262840)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KG(a){a=a|0;sOb(a);return}function LG(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return b|0}function MG(a,b){a=a|0;b=b|0;f[b>>2]=19852;f[b+4>>2]=f[a+4>>2];return}function NG(a){a=a|0;return}function OG(a){a=a|0;sOb(a);return}function PG(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QG(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==75363?a+4|0:0)|0}function RG(a){a=a|0;return 2344}function SG(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TG(a){a=a|0;var b=0,c=0;f[a>>2]=19920;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function UG(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=19920;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function VG(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=19944;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))$G(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))$G(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function WG(a){a=a|0;return a+4|0}function XG(a){a=a|0;yf()}function YG(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function ZG(a){a=a|0;sOb(a);return}function _G(a){a=a|0;return a+4|0}function $G(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function aH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function cH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262841;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262841)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262841,1540483477)|0)>>>24^(X(262841,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262841)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function dH(a){a=a|0;sOb(a);return}function eH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return b|0}function fH(a,b){a=a|0;b=b|0;f[b>>2]=19968;f[b+4>>2]=f[a+4>>2];return}function gH(a){a=a|0;return}function hH(a){a=a|0;sOb(a);return}function iH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function jH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76159?a+4|0:0)|0}function kH(a){a=a|0;return 2464}function lH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function mH(a){a=a|0;var b=0,c=0;f[a>>2]=20036;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function nH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20036;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function oH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=20060;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))uH(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))uH(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function pH(a){a=a|0;return a+4|0}function qH(a){a=a|0;yf()}function rH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function sH(a){a=a|0;sOb(a);return}function tH(a){a=a|0;return a+4|0}function uH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;wH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function wH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function xH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262842;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262842)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262842,1540483477)|0)>>>24^(X(262842,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262842)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function yH(a){a=a|0;sOb(a);return}function zH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return b|0}function AH(a,b){a=a|0;b=b|0;f[b>>2]=20084;f[b+4>>2]=f[a+4>>2];return}function BH(a){a=a|0;return}function CH(a){a=a|0;sOb(a);return}function DH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function EH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==76956?a+4|0:0)|0}function FH(a){a=a|0;return 2584}function GH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HH(a){a=a|0;var b=0,c=0;f[a>>2]=20152;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function IH(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20152;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function JH(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20176;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))PH(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))PH(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function KH(a){a=a|0;return a+4|0}function LH(a){a=a|0;yf()}function MH(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function NH(a){a=a|0;sOb(a);return}function OH(a){a=a|0;return a+4|0}function PH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QH(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RH(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RH(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function SH(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262843;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262843)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262843,1540483477)|0)>>>24^(X(262843,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262843)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TH(a){a=a|0;sOb(a);return}function UH(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return b|0}function VH(a,b){a=a|0;b=b|0;f[b>>2]=20200;f[b+4>>2]=f[a+4>>2];return}function WH(a){a=a|0;return}function XH(a){a=a|0;sOb(a);return}function YH(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZH(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==77760?a+4|0:0)|0}function _H(a){a=a|0;return 2704}function $H(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20268;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function bI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>2>>>0<j>>>0){if(j>>>0>1073741823)vd();c=c-e|0;e=pOb(j<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>2<<2);f[m>>2]=e+(j<<2);if(g|0)sOb(g)}f[i>>2]=20292;l=i+4|0;k=i+4|0;c=j;do{if((p-d|0)<4){d=0;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;f[l>>2]=i;e=d+4|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+5|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))iI(n,k);else{f[e>>2]=i;f[o>>2]=e+4}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+9|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;a=(f[k>>2]|0)+1|0;f[k>>2]=a;g=f[o>>2]|0;if((g|0)==(f[m>>2]|0))iI(n,k);else{f[g>>2]=a;f[o>>2]=g+4}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function cI(a){a=a|0;return a+4|0}function dI(a){a=a|0;var b=0,c=0;f[a>>2]=20268;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function eI(a){a=a|0;yf()}function fI(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function gI(a){a=a|0;sOb(a);return}function hI(a){a=a|0;return a+4|0}function iI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function jI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;kI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function kI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function lI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262844;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262844)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262844,1540483477)|0)>>>24^(X(262844,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262844)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function mI(a){a=a|0;sOb(a);return}function nI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return b|0}function oI(a,b){a=a|0;b=b|0;f[b>>2]=20316;f[b+4>>2]=f[a+4>>2];return}function pI(a){a=a|0;return}function qI(a){a=a|0;sOb(a);return}function rI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function sI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==78546?a+4|0:0)|0}function tI(a){a=a|0;return 2824}function uI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function vI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function wI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20384;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function xI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=d;if((m-c|0)<4){n=0;return n|0}n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;l=a+4|0;g=f[l>>2]|0;k=a+8|0;c=f[k>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-16-e|0)>>>4)<<4)|0;f[k>>2]=c}j=a+12|0;if((f[j>>2]|0)-e>>4>>>0<n>>>0){if(n>>>0>268435455)vd();c=c-e|0;e=pOb(n<<4)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[l>>2]=e;f[k>>2]=e+(c>>4<<4);f[j>>2]=e+(n<<4);if(g|0)sOb(g)}else if(!n){n=d;return n|0}i=a+20|0;a=0;while(1){if((m-d|0)<16){d=0;c=18;break}c=i;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[k>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c+12>>2]=f[i+12>>2];f[k>>2]=(f[k>>2]|0)+16}else BI(l,i);a=a+1|0;if(a>>>0>=n>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function yI(a){a=a|0;return a+4|0}function zI(a){a=a|0;var b=0,c=0;f[a>>2]=20384;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function AI(a){a=a|0;yf()}function BI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function CI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;DI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function DI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>4;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{i=(f[b>>2]|0)+(a<<4)|0;h=pOb(16)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[h+12>>2]=f[i+12>>2];f[c>>2]=h;h=td(400,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function EI(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262845;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262845)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262845,1540483477)|0)>>>24^(X(262845,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262845)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function FI(a){a=a|0;sOb(a);return}function GI(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return b|0}function HI(a,b){a=a|0;b=b|0;f[b>>2]=20408;f[b+4>>2]=f[a+4>>2];return}function II(a){a=a|0;return}function JI(a){a=a|0;sOb(a);return}function KI(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function LI(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79010?a+4|0:0)|0}function MI(a){a=a|0;return 2880}function NI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function OI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function PI(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20476;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function QI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=d;if((n-c|0)<4){o=0;return o|0}o=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;m=a+4|0;j=f[m>>2]|0;l=a+8|0;c=f[l>>2]|0;e=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-e|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}k=a+12|0;if((((f[k>>2]|0)-e|0)/12|0)>>>0<o>>>0){if(o>>>0>357913941)vd();c=c-e|0;e=pOb(o*12|0)|0;g=e+(((c|0)/12|0)*12|0)|0;i=g+(((c|0)/-12|0)*12|0)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[m>>2]=i;f[l>>2]=g;f[k>>2]=e+(o*12|0);if(j|0)sOb(j)}else if(!o){o=d;return o|0}j=a+20|0;i=0;while(1){if((n-d|0)<12){d=0;c=18;break}c=j;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[l>>2]|0;if(c>>>0<(f[k>>2]|0)>>>0){f[c>>2]=f[j>>2];f[c+4>>2]=f[j+4>>2];f[c+8>>2]=f[j+8>>2];f[l>>2]=(f[l>>2]|0)+12}else XI(m,j);i=i+1|0;if(i>>>0>=o>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function RI(a){a=a|0;return a+4|0}function SI(a){a=a|0;var b=0,c=0;f[a>>2]=20476;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function TI(a){a=a|0;yf()}function UI(a){a=a|0;sOb(a);return}function VI(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<12){c=0;return c|0}a=a+4|0;d=c;e=a+12|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+12|0;return c|0}function WI(a){a=a|0;return a+4|0}function XI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function YI(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;ZI(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function ZI(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=(f[b>>2]|0)+(a*12|0)|0;h=pOb(12)|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[c>>2]=h;h=td(2968,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function _I(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262846;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262846)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262846,1540483477)|0)>>>24^(X(262846,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262846)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $I(a){a=a|0;sOb(a);return}function aJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return b|0}function bJ(a,b){a=a|0;b=b|0;f[b>>2]=20524;f[b+4>>2]=f[a+4>>2];return}function cJ(a){a=a|0;return}function dJ(a){a=a|0;sOb(a);return}function eJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function fJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==79652?a+4|0:0)|0}function gJ(a){a=a|0;return 2992}function hJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function iJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function jJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20592;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function kJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d;if((p-c|0)<4){q=0;return q|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;o=a+4|0;j=f[o>>2]|0;n=a+8|0;c=f[n>>2]|0;g=j;if((c|0)!=(j|0)){c=c+(~(((c+-12-g|0)>>>0)/12|0)*12|0)|0;f[n>>2]=c}e=c;m=a+12|0;if((((f[m>>2]|0)-g|0)/12|0)>>>0<q>>>0){if(q>>>0>357913941)vd();i=pOb(q*12|0)|0;e=i+(((e-g|0)/12|0)*12|0)|0;g=e;i=i+(q*12|0)|0;if((c|0)==(j|0))c=g;else{do{l=e;e=e+-12|0;k=c;c=c+-12|0;f[e>>2]=f[c>>2];f[l+-8>>2]=f[k+-8>>2];f[l+-4>>2]=f[k+-4>>2]}while((c|0)!=(j|0));c=e}f[o>>2]=c;f[n>>2]=g;f[m>>2]=i;if(j|0)sOb(j)}if(!q){q=d;return q|0}k=a+20|0;l=a+24|0;j=a+28|0;i=0;while(1){if((p-d|0)<12){d=0;c=19;break}c=k;e=d;g=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+12|0;c=f[n>>2]|0;if(c>>>0<(f[m>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[j>>2];f[n>>2]=(f[n>>2]|0)+12}else oJ(o,k);i=i+1|0;if(i>>>0>=q>>>0){c=19;break}}if((c|0)==19)return d|0;return 0}function lJ(a){a=a|0;return a+4|0}function mJ(a){a=a|0;var b=0,c=0;f[a>>2]=20592;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function nJ(a){a=a|0;yf()}function oJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function pJ(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;qJ(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function qJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;h=(f[b+4>>2]|0)-(f[b>>2]|0)|0;d=(h|0)/12|0;e=nd()|0;f[a>>2]=e;if(!h){u=g;return}a=0;do{i=f[b>>2]|0;h=pOb(12)|0;f[h>>2]=f[i+(a*12|0)>>2];f[h+4>>2]=f[i+(a*12|0)+4>>2];f[h+8>>2]=f[i+(a*12|0)+8>>2];f[c>>2]=h;h=td(872,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while(a>>>0<d>>>0);u=g;return}function rJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262847;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262847)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262847,1540483477)|0)>>>24^(X(262847,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262847)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sJ(a){a=a|0;sOb(a);return}function tJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return b|0}function uJ(a,b){a=a|0;b=b|0;f[b>>2]=20616;f[b+4>>2]=f[a+4>>2];return}function vJ(a){a=a|0;return}function wJ(a){a=a|0;sOb(a);return}function xJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==80193?a+4|0:0)|0}function zJ(a){a=a|0;return 3048}function AJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function CJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20684;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);sOb(a);return}function DJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=d;if((q-c|0)<4){r=0;return r|0}r=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;p=a+4|0;m=f[p>>2]|0;o=a+8|0;c=f[o>>2]|0;l=m;if((c|0)!=(m|0)){c=c+(~((c+-16-l|0)>>>4)<<4)|0;f[o>>2]=c}e=c;n=a+12|0;if((f[n>>2]|0)-l>>4>>>0<r>>>0){if(r>>>0>268435455)vd();k=pOb(r<<4)|0;g=k+(e-l>>4<<4)|0;j=g;k=k+(r<<4)|0;if((c|0)==(m|0))c=j;else{i=c+-16|0;e=g;do{s=e;e=e+-16|0;t=c;c=c+-16|0;f[e>>2]=f[c>>2];f[s+-12>>2]=f[t+-12>>2];f[s+-8>>2]=f[t+-8>>2];f[s+-4>>2]=f[t+-4>>2]}while((c|0)!=(m|0));c=g+(~((i-l|0)>>>4)<<4)|0}f[p>>2]=c;f[o>>2]=j;f[n>>2]=k;if(m|0)sOb(m)}if(!r){t=d;return t|0}k=a+20|0;l=a+24|0;m=a+28|0;j=a+32|0;i=0;while(1){if((q-d|0)<16){d=0;c=20;break}c=k;e=d;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));d=d+16|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[c+12>>2]=f[j>>2];f[o>>2]=(f[o>>2]|0)+16}else KJ(p,k);i=i+1|0;if(i>>>0>=r>>>0){c=20;break}}if((c|0)==20)return d|0;return 0}function EJ(a){a=a|0;return a+4|0}function FJ(a){a=a|0;var b=0,c=0;f[a>>2]=20684;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-16-c|0)>>>4)<<4);sOb(c);return}function GJ(a){a=a|0;yf()}function HJ(a){a=a|0;sOb(a);return}function IJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((d-c|0)<16){c=0;return c|0}a=a+4|0;d=c;e=a+16|0;do{b[a>>0]=b[d>>0]|0;a=a+1|0;d=d+1|0}while((a|0)<(e|0));c=c+16|0;return c|0}function JJ(a){a=a|0;return a+4|0}function KJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function LJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;c=(f[a+4>>2]|0)-(f[a>>2]|0)>>4;d=nd()|0;e=d;if(!c){g=f[64564]|0;fd(g|0);f[64564]=e;fd(0);u=h;return}g=0;do{j=f[a>>2]|0;i=pOb(16)|0;f[i>>2]=f[j+(g<<4)>>2];f[i+4>>2]=f[j+(g<<4)+4>>2];f[i+8>>2]=f[j+(g<<4)+8>>2];f[i+12>>2]=f[j+(g<<4)+12>>2];f[b>>2]=i;i=td(3256,b|0)|0;f[b>>2]=g;j=td(17744,b|0)|0;sd(d|0,j|0,i|0);fd(j|0);fd(i|0);g=g+1|0}while((g|0)!=(c|0));j=f[64564]|0;fd(j|0);f[64564]=e;fd(0);u=h;return}function MJ(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262848;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262848)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262848,1540483477)|0)>>>24^(X(262848,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262848)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NJ(a){a=a|0;sOb(a);return}function OJ(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return b|0}function PJ(a,b){a=a|0;b=b|0;f[b>>2]=20732;f[b+4>>2]=f[a+4>>2];return}function QJ(a){a=a|0;return}function RJ(a){a=a|0;sOb(a);return}function SJ(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TJ(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81477?a+4|0:0)|0}function UJ(a){a=a|0;return 3288}function VJ(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WJ(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function XJ(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=20800;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);sOb(a);return}function YJ(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=d;if((l-c|0)<4){m=0;return m|0}m=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;k=a+4|0;g=f[k>>2]|0;j=a+8|0;c=f[j>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-4-e|0)>>>2)<<2)|0;f[j>>2]=c}i=a+12|0;if((f[i>>2]|0)-e>>2>>>0<m>>>0){if(m>>>0>1073741823)vd();c=c-e|0;e=pOb(m<<2)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[k>>2]=e;f[j>>2]=e+(c>>2<<2);f[i>>2]=e+(m<<2);if(g|0)sOb(g)}else if(!m){m=d;return m|0}a=a+20|0;e=0;while(1){if((l-d|0)<4){d=0;c=18;break}g=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;d=d+4|0;c=f[j>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=g;f[j>>2]=c+4}else aK(k,a);e=e+1|0;if(e>>>0>=m>>>0){c=18;break}}if((c|0)==18)return d|0;return 0}function ZJ(a){a=a|0;return a+4|0}function _J(a){a=a|0;var b=0,c=0;f[a>>2]=20800;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function $J(a){a=a|0;yf()}function aK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;cK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function cK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)>>2;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=f[(f[b>>2]|0)+(a<<2)>>2];h=td(17744,c|0)|0;f[c>>2]=a;i=td(17744,c|0)|0;sd(e|0,i|0,h|0);fd(i|0);fd(h|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function dK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262849;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262849)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262849,1540483477)|0)>>>24^(X(262849,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262849)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eK(a){a=a|0;sOb(a);return}function fK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return b|0}function gK(a,b){a=a|0;b=b|0;f[b>>2]=20824;f[b+4>>2]=f[a+4>>2];return}function hK(a){a=a|0;return}function iK(a){a=a|0;sOb(a);return}function jK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==81862?a+4|0:0)|0}function lK(a){a=a|0;return 3344}function mK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function oK(a){a=a|0;var b=0,c=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function pK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=d;if((p-c|0)<4){r=0;return r|0}q=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;r=a+4|0;g=f[r>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){f[o>>2]=g;c=e}n=a+12|0;if(((f[n>>2]|0)-e|0)>>>0<q>>>0){c=c-e|0;e=pOb(q)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[r>>2]=e;f[o>>2]=e+c;f[n>>2]=e+q;if(g|0)sOb(g)}else if(!q){r=d;return r|0}m=a+20|0;k=0;while(1){if((p-d|0)<1){d=0;c=23;break}l=b[d>>0]|0;b[m>>0]=l;d=d+1|0;c=f[o>>2]|0;j=f[n>>2]|0;e=j;if(c>>>0<j>>>0){b[c>>0]=l;f[o>>2]=(f[o>>2]|0)+1}else{j=f[r>>2]|0;a=c-j|0;c=a+1|0;i=j;if((c|0)<0){c=15;break}e=e-j|0;g=e<<1;c=e>>>0<1073741823?(g>>>0<c>>>0?c:g):2147483647;if(!c)g=0;else g=pOb(c)|0;e=g+a|0;b[e>>0]=l;if((a|0)>0)bQb(g|0,i|0,a|0)|0;f[r>>2]=g;f[o>>2]=e+1;f[n>>2]=g+c;if(j|0)sOb(i)}k=k+1|0;if(k>>>0>=q>>>0){c=23;break}}if((c|0)==15)AMb(r);else if((c|0)==23)return d|0;return 0}function qK(a){a=a|0;return a+4|0}function rK(a){a=a|0;var b=0;f[a>>2]=20892;b=f[a+4>>2]|0;if(!b)return;a=a+8|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function sK(a){a=a|0;yf()}function tK(a){a=a|0;sOb(a);return}function uK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function vK(a){a=a|0;return a+4|0}function wK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;xK(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function xK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0;g=u;u=u+16|0;c=g;d=(f[b+4>>2]|0)-(f[b>>2]|0)|0;e=nd()|0;f[a>>2]=e;if(!d){u=g;return}a=0;do{f[c>>2]=h[(f[b>>2]|0)+a>>0];i=td(17704,c|0)|0;f[c>>2]=a;j=td(17744,c|0)|0;sd(e|0,j|0,i|0);fd(j|0);fd(i|0);a=a+1|0}while((a|0)!=(d|0));u=g;return}function yK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262850;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262850)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262850,1540483477)|0)>>>24^(X(262850,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262850)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function zK(a){a=a|0;sOb(a);return}function AK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return b|0}function BK(a,b){a=a|0;b=b|0;f[b>>2]=20940;f[b+4>>2]=f[a+4>>2];return}function CK(a){a=a|0;return}function DK(a){a=a|0;sOb(a);return}function EK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function FK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82350?a+4|0:0)|0}function GK(a){a=a|0;return 3448}function HK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function IK(a){a=a|0;sOb(a);return}function JK(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function KK(a){a=a|0;return a+4|0}function LK(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function MK(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262851;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262851)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262851,1540483477)|0)>>>24^(X(262851,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262851)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function NK(a){a=a|0;sOb(a);return}function OK(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return b|0}function PK(a,b){a=a|0;b=b|0;f[b>>2]=21008;f[b+4>>2]=f[a+4>>2];return}function QK(a){a=a|0;return}function RK(a){a=a|0;sOb(a);return}function SK(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function TK(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==82828?a+4|0:0)|0}function UK(a){a=a|0;return 3520}function VK(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function WK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function XK(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21052;f[a+36>>2]=19340;b=f[a+40>>2]|0;if(b|0){c=a+44|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21076;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function YK(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;e=a+36|0;g=d;if((g-c|0)<1){i=0;return i|0}i=b[c>>0]|0;c=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c+1|0,d)|0;if(!c){i=0;return i|0}if((g-c|0)<8){i=0;return i|0}d=c+8|0;if((g-d|0)<8){i=0;return i|0}j=c;k=j;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;g=d;e=g;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=g+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[a+4>>0]=i;i=a+8|0;d=a+40|0;l=f[i>>2]|0;f[i>>2]=f[d>>2];f[d>>2]=l;d=a+12|0;l=a+44|0;i=f[d>>2]|0;f[d>>2]=f[l>>2];f[l>>2]=i;l=a+16|0;i=a+48|0;d=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=d;i=a+20|0;f[i>>2]=k;f[i+4>>2]=j;i=a+28|0;f[i>>2]=e;f[i+4>>2]=g;i=c+16|0;return i|0}function ZK(a){a=a|0;return a+4|0}function _K(a){a=a|0;var b=0,c=0;f[a>>2]=21076;c=f[a+8>>2]|0;if(!c)return;a=a+12|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function $K(a){a=a|0;yf()}function aL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;bL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function bL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;g=od(83077)|0;f[e>>2]=h[b>>0];a=td(3560,e|0)|0;sd(d|0,g|0,a|0);fd(a|0);fd(g|0);bF(e,b+4|0);g=od(83082)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);a=nd()|0;f[e>>2]=f[b+16>>2];g=td(17744,e|0)|0;f[e>>2]=0;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);f[e>>2]=f[b+20>>2];g=td(17744,e|0)|0;f[e>>2]=1;i=td(17736,e|0)|0;sd(a|0,i|0,g|0);fd(i|0);fd(g|0);g=od(83094)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);cL(e,b+24|0);a=od(83105)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function cL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=nd()|0;f[a>>2]=d;f[e>>2]=f[b>>2];a=td(17744,e|0)|0;f[e>>2]=0;g=td(17736,e|0)|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;a=td(17736,e|0)|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function dL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262852;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262852)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262852,1540483477)|0)>>>24^(X(262852,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262852)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function eL(a){a=a|0;sOb(a);return}function fL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return b|0}function gL(a,b){a=a|0;b=b|0;f[b>>2]=21100;f[b+4>>2]=f[a+4>>2];return}function hL(a){a=a|0;return}function iL(a){a=a|0;sOb(a);return}function jL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function kL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83333?a+4|0:0)|0}function lL(a){a=a|0;return 3584}function mL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function nL(a){a=a|0;sOb(a);return}function oL(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function pL(a){a=a|0;return a+4|0}function qL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function rL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262853;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262853)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262853,1540483477)|0)>>>24^(X(262853,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262853)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function sL(a){a=a|0;sOb(a);return}function tL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return b|0}function uL(a,b){a=a|0;b=b|0;f[b>>2]=21168;f[b+4>>2]=f[a+4>>2];return}function vL(a){a=a|0;return}function wL(a){a=a|0;sOb(a);return}function xL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function yL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==83845?a+4|0:0)|0}function zL(a){a=a|0;return 3656}function AL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function BL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21212;f[a+72>>2]=19108;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19108;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19108;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function CL(a){a=a|0;BL(a);sOb(a);return}function DL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function EL(a){a=a|0;return a+4|0}function FL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21236;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function GL(a){a=a|0;yf()}function HL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;IL(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function IL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;nE(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);nE(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);nE(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function JL(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262854;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262854)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262854,1540483477)|0)>>>24^(X(262854,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262854)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function KL(a){a=a|0;sOb(a);return}function LL(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return b|0}function ML(a,b){a=a|0;b=b|0;f[b>>2]=21260;f[b+4>>2]=f[a+4>>2];return}function NL(a){a=a|0;return}function OL(a){a=a|0;sOb(a);return}function PL(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function QL(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84411?a+4|0:0)|0}function RL(a){a=a|0;return 3712}function SL(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function TL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21304;f[a+72>>2]=19340;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19340;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19340;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function UL(a){a=a|0;TL(a);sOb(a);return}function VL(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function WL(a){a=a|0;return a+4|0}function XL(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21328;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function YL(a){a=a|0;yf()}function ZL(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;_L(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function _L(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;bF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);bF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);bF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function $L(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262855;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262855)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262855,1540483477)|0)>>>24^(X(262855,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262855)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function aM(a){a=a|0;sOb(a);return}function bM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return b|0}function cM(a,b){a=a|0;b=b|0;f[b>>2]=21352;f[b+4>>2]=f[a+4>>2];return}function dM(a){a=a|0;return}function eM(a){a=a|0;sOb(a);return}function fM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function gM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==84922?a+4|0:0)|0}function hM(a){a=a|0;return 3768}function iM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function jM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21396;f[a+72>>2]=21468;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=21468;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=21468;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function kM(a){a=a|0;jM(a);sOb(a);return}function lM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function mM(a){a=a|0;return a+4|0}function nM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21420;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function oM(a){a=a|0;yf()}function pM(a){a=a|0;var b=0,c=0;f[a>>2]=21468;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);return}function qM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21468;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function rM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;i=q;p=d;if((p-c|0)<4){p=0;u=q;return p|0}j=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;d=c+4|0;n=a+4|0;g=f[n>>2]|0;o=a+8|0;c=f[o>>2]|0;e=g;if((c|0)!=(g|0)){c=c+(~((c+-8-e|0)>>>3)<<3)|0;f[o>>2]=c}if(!j){p=d;u=q;return p|0}m=a+12|0;if((f[m>>2]|0)-e>>3>>>0<j>>>0){if(j>>>0>536870911)vd();c=c-e|0;e=pOb(j<<3)|0;if((c|0)>0)bQb(e|0,g|0,c|0)|0;f[n>>2]=e;f[o>>2]=e+(c>>3<<3);f[m>>2]=e+(j<<3);if(g|0)sOb(g)}f[i>>2]=21492;l=i+4|0;k=i+8|0;c=j;do{if((p-d|0)<8){d=0;break}j=d;i=j;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;e=l;f[e>>2]=i;f[e+4>>2]=j;e=d+8|0;if((p-e|0)<1){d=0;break}a=(b[e>>0]|0)==0;g=d+9|0;c=c+-1|0;e=f[o>>2]|0;if((e|0)==(f[m>>2]|0))xM(n,l);else{f[e>>2]=i;f[e+4>>2]=j;f[o>>2]=(f[o>>2]|0)+8}if(a)d=g;else{if((p-g|0)<4){d=0;break}e=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+13|0;if(c>>>0<e>>>0){d=0;break}c=c-e|0;if(e)do{e=e+-1|0;f[k>>2]=(f[k>>2]|0)+1;a=f[o>>2]|0;if((a|0)==(f[m>>2]|0))xM(n,l);else{g=l;i=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[o>>2]=(f[o>>2]|0)+8}}while((e|0)!=0)}}while((c|0)!=0);p=d;u=q;return p|0}function sM(a){a=a|0;return a+4|0}function tM(a){a=a|0;yf()}function uM(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function vM(a){a=a|0;sOb(a);return}function wM(a){a=a|0;return a+4|0}function xM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function yM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;e=b;c=pd()|0;zM(e,a);d=od(84160)|0;g=f[e>>2]|0;sd(c|0,d|0,g|0);fd(d|0);fd(g|0);zM(e,a+12|0);g=od(84179)|0;d=f[e>>2]|0;sd(c|0,g|0,d|0);fd(g|0);fd(d|0);zM(e,a+24|0);d=od(84192)|0;a=f[e>>2]|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function zM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;h=nd()|0;f[a>>2]=h;c=f[b>>2]|0;e=(f[b+4>>2]|0)-c>>3;if(!e){u=i;return}a=0;d=0;while(1){f[g>>2]=f[c+(a<<3)>>2];j=td(17744,g|0)|0;f[g>>2]=d;k=td(17744,g|0)|0;sd(h|0,k|0,j|0);fd(k|0);fd(j|0);f[g>>2]=f[c+(a<<3)+4>>2];c=td(17744,g|0)|0;f[g>>2]=d|1;j=td(17744,g|0)|0;sd(h|0,j|0,c|0);fd(j|0);fd(c|0);a=a+1|0;if((a|0)==(e|0))break;c=f[b>>2]|0;d=d+2|0}u=i;return}function AM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262856;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262856)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262856,1540483477)|0)>>>24^(X(262856,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262856)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function BM(a){a=a|0;sOb(a);return}function CM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return b|0}function DM(a,b){a=a|0;b=b|0;f[b>>2]=21516;f[b+4>>2]=f[a+4>>2];return}function EM(a){a=a|0;return}function FM(a){a=a|0;sOb(a);return}function GM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function HM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==85883?a+4|0:0)|0}function IM(a){a=a|0;return 3920}function JM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function KM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21560;f[a+72>>2]=19572;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19572;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19572;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function LM(a){a=a|0;KM(a);sOb(a);return}function MM(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function NM(a){a=a|0;return a+4|0}function OM(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21584;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function PM(a){a=a|0;yf()}function QM(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;RM(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function RM(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;TF(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);TF(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);TF(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function SM(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262857;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262857)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262857,1540483477)|0)>>>24^(X(262857,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262857)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function TM(a){a=a|0;sOb(a);return}function UM(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return b|0}function VM(a,b){a=a|0;b=b|0;f[b>>2]=21608;f[b+4>>2]=f[a+4>>2];return}function WM(a){a=a|0;return}function XM(a){a=a|0;sOb(a);return}function YM(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function ZM(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86398?a+4|0:0)|0}function _M(a){a=a|0;return 3976}function $M(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function aN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21652;f[a+72>>2]=19688;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19688;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19688;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function bN(a){a=a|0;aN(a);sOb(a);return}function cN(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=a+40|0;d=a+56|0;e=a+72|0;b=Sg[f[(f[g>>2]|0)+8>>2]&255](g,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[d>>2]|0)+8>>2]&255](d,b,c)|0;if(!b){g=0;return g|0}b=Sg[f[(f[e>>2]|0)+8>>2]&255](e,b,c)|0;if(!b){g=0;return g|0}g=a+4|0;c=a+44|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+8|0;e=a+48|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+12|0;g=a+52|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+16|0;c=a+60|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+20|0;e=a+64|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+24|0;g=a+68|0;c=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=c;g=a+28|0;c=a+76|0;e=f[g>>2]|0;f[g>>2]=f[c>>2];f[c>>2]=e;c=a+32|0;e=a+80|0;g=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=g;e=a+36|0;g=a+84|0;a=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=b;return g|0}function dN(a){a=a|0;return a+4|0}function eN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21676;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function fN(a){a=a|0;yf()}function gN(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;hN(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function hN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;f[a>>2]=d;mG(e,b);a=od(84160)|0;g=f[e>>2]|0;sd(d|0,a|0,g|0);fd(a|0);fd(g|0);mG(e,b+12|0);g=od(84179)|0;a=f[e>>2]|0;sd(d|0,g|0,a|0);fd(g|0);fd(a|0);mG(e,b+24|0);a=od(84192)|0;b=f[e>>2]|0;sd(d|0,a|0,b|0);fd(a|0);fd(b|0);u=c;return}function iN(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262858;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262858)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262858,1540483477)|0)>>>24^(X(262858,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262858)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function jN(a){a=a|0;sOb(a);return}function kN(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return b|0}function lN(a,b){a=a|0;b=b|0;f[b>>2]=21700;f[b+4>>2]=f[a+4>>2];return}function mN(a){a=a|0;return}function nN(a){a=a|0;sOb(a);return}function oN(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function pN(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==86913?a+4|0:0)|0}function qN(a){a=a|0;return 4032}function rN(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function sN(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=21744;f[a+72>>2]=19804;b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+56>>2]=19804;b=f[a+60>>2]|0;if(b|0){c=a+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a+40>>2]=19804;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}f[a>>2]=21768;b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function tN(a){a=a|0;sN(a);sOb(a);return}
+function Du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=125;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Eu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=124;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Fu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=126;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Gu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=127;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Hu(a,c,d){a=+a;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=162;b[k+1>>0]=0;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;n[s>>2]=a;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;n[s>>2]=c;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+g>>0]=d;d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Iu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=163;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=164;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=165;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=166;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Mu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=167;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=168;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ou(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=169;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=170;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Qu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=171;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=172;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Su(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=173;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=174;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=175;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=176;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Wu(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=177;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Xu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=178;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Yu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=179;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=180;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function _u(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=181;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function $u(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=182;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=a;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;c=d;l=f[c>>2]|0;c=f[c+4>>2]|0;a=(f[64571]|0)+a|0;d=a;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,55,e,63,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function av(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=183;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function bv(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=184;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function cv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+64|0;m=k+44|0;n=k+40|0;l=k+48|0;i=k+20|0;g=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;f[g>>2]=d;f[g+4>>2]=e;d=g+8|0;f[d>>2]=0;e=g+12|0;f[e>>2]=0;f[g+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=185;b[a+1>>0]=0;bha(258284,i);bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function dv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=186;b[a+1>>0]=0;bha(258284,h);a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,12,k)|0;e=(f[64571]|0)+e|0;a=d;c=e+12|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ev(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=187;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function fv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=188;b[r>>0]=82;mha(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,27,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=m;return}function gv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=192;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=193;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=194;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=195;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=196;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lv(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=197;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=198;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function nv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;h=k+4|0;i=k;j=k+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=199;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[i>>2]=m;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[i>>2]=l;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=c;c=f[64572]|0;a=c-(f[64571]|0)|0;f[i>>2]=c;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[i>>2]=a;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64572]|0;c=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,12,j)|0;c=(f[64571]|0)+c|0;e=g;a=c+12|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(a|0));e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){u=k;return}f[64572]=e;u=k;return}function ov(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=200;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,55,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;i=n+60|0;j=n+48|0;k=n+64|0;g=n;l=n+56|0;m=n+52|0;E8(g,c);c=f[d>>2]|0;f[l>>2]=c;kd(c|0);c=f[e>>2]|0;f[m>>2]=c;kd(c|0);c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;c=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=201;b[c+1>>0]=0;c=f[64572]|0;e=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;c=f[64571]|0;e=c+e|0;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,48,k)|0;d=f[64571]|0;e=d+(e-c)|0;g=a;h=e+48|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));c=(f[64570]|0)+1|0;f[64570]=c;a=f[64572]|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(a-d)|0;b[k>>0]=c;b[k+1>>0]=c>>8;b[k+2>>0]=c>>16;b[k+3>>0]=c>>24;Xga(c,90,l,0,m);c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}f[64572]=c;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=n;return}function qv(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;l=m+8|0;j=m+4|0;h=m;f[l>>2]=a;f[l+4>>2]=c;i=l+8|0;f[i>>2]=0;k=l+12|0;f[k>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=0;b[r>>0]=82;nha(258284,r,q,l);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,j,0,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}if((f[k>>2]|0)!=(a|0))f[k>>2]=a;sOb(a);u=m;return}function rv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=2;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,c,55,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function sv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,55,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function tv(a,c,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;w=u;u=u+96|0;y=w+76|0;z=w+72|0;x=w+82|0;G=w+80|0;E=w+68|0;D=w+64|0;B=w+60|0;A=w+56|0;F=w+52|0;C=w+44|0;t=w+20|0;r=w;p=w+48|0;q=w+40|0;f[t>>2]=a;f[t+4>>2]=c;s=t+8|0;f[s>>2]=0;v=t+12|0;f[v>>2]=0;f[t+16>>2]=0;f[r>>2]=e;f[r+4>>2]=g;e=r+8|0;f[e>>2]=0;g=r+12|0;f[g>>2]=0;f[r+16>>2]=0;a=f[n>>2]|0;f[p>>2]=a;kd(a|0);a=f[o>>2]|0;f[q>>2]=a;kd(a|0);f[E>>2]=i;f[D>>2]=j;f[B>>2]=l;f[A>>2]=m;f[F>>2]=h;f[C>>2]=k;d[G>>1]=202;l=f[64572]|0;a=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,1,x)|0;b[(f[64571]|0)+a>>0]=82;oha(258284,G,t,r,F,E,D,C,B,A);a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;m=l-(f[64571]|0)|0;f[z>>2]=l;b[x>>0]=0;f[y>>2]=f[z>>2];Zga(258284,y,4,x)|0;m=(f[64571]|0)+m|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;Xga(a,59,p,29,q);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[q>>2]|0);fd(f[p>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){if((f[g>>2]|0)!=(a|0))f[g>>2]=a;sOb(a)}a=f[s>>2]|0;if((a|0)==(f[v>>2]|0)){c=f[t>>2]|0;if(c){tOb(c);a=f[s>>2]|0}}if(!a){u=w;return}if((f[v>>2]|0)!=(a|0))f[v>>2]=a;sOb(a);u=w;return}function uv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=203;b[a+1>>0]=0;hha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,32,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function vv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=204;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,63,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function wv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=205;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,33,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function xv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=206;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,8,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function yv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=207;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function zv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=208;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,23,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Av(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=209;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Bv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=210;b[e+1>>0]=0;iha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,16,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+16|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,14,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Cv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,1,j)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;h=k-(f[64571]|0)|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,2,j)|0;h=(f[64571]|0)+h|0;b[h>>0]=211;b[h+1>>0]=0;h=f[64572]|0;k=h-(f[64571]|0)|0;f[i>>2]=h;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,64,j)|0;h=f[64571]|0;k=h+k|0;e=k+64|0;do{b[k>>0]=b[a>>0]|0;k=k+1|0;a=a+1|0}while((k|0)<(e|0));a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;f[i>>2]=k;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(258284,g,4,j)|0;k=(f[64571]|0)+(k-h)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,68,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Dv(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=212;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,68,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ev(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=213;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,35,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Fv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=214;b[a+1>>0]=0;pha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,15,h,16,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Gv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;h=p+32|0;i=p+24|0;j=p+36|0;n=p;l=p+28|0;m=p+20|0;f[n>>2]=a;f[n+4>>2]=c;k=n+8|0;f[k>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;e=f[e>>2]|0;f[l>>2]=e;kd(e|0);e=f[g>>2]|0;f[m>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,j)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[i>>2]=g;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,j)|0;e=(f[64571]|0)+e|0;b[e>>0]=215;b[e+1>>0]=0;pha(258284,n);e=f[64572]|0;g=e-(f[64571]|0)|0;f[i>>2]=e;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,64,j)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[i>>2]=d;b[j>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,j)|0;j=(f[64571]|0)+(d-e)|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,l,16,m);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[m>>2]|0);fd(f[l>>2]|0);a=f[k>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Hv(a,c,d,e,g,h,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;B=u;u=u+112|0;D=B+92|0;E=B+84|0;C=B+96|0;z=B+60|0;x=B+40|0;t=B+20|0;s=B;q=B+88|0;r=B+80|0;f[z>>2]=g;f[z+4>>2]=h;y=z+8|0;f[y>>2]=0;A=z+12|0;f[A>>2]=0;f[z+16>>2]=0;f[x>>2]=i;f[x+4>>2]=j;v=x+8|0;f[v>>2]=0;w=x+12|0;f[w>>2]=0;f[x+16>>2]=0;f[t>>2]=k;f[t+4>>2]=l;k=t+8|0;f[k>>2]=0;l=t+12|0;f[l>>2]=0;f[t+16>>2]=0;f[s>>2]=m;f[s+4>>2]=n;i=s+8|0;f[i>>2]=0;j=s+12|0;f[j>>2]=0;f[s+16>>2]=0;g=f[o>>2]|0;f[q>>2]=g;kd(g|0);p=f[p>>2]|0;f[r>>2]=p;kd(p|0);p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,1,C)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,2,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=216;b[p+1>>0]=0;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;p=g-(f[64571]|0)|0;f[E>>2]=g;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;p=(f[64571]|0)+p|0;b[p>>0]=c;b[p+1>>0]=c>>8;b[p+2>>0]=c>>16;b[p+3>>0]=c>>24;p=f[64572]|0;g=p-(f[64571]|0)|0;f[E>>2]=p;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;qha(258284,z,x,t,s);g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[E>>2]=d;b[C>>0]=0;f[D>>2]=f[E>>2];Zga(258284,D,4,C)|0;e=(f[64571]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;Xga(g,70,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[r>>2]|0);fd(f[q>>2]|0);g=f[i>>2]|0;if((g|0)==(f[j>>2]|0)){h=f[s>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[k>>2]|0;if((g|0)==(f[l>>2]|0)){h=f[t>>2]|0;if(h){tOb(h);g=f[k>>2]|0}}if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0))f[l>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[v>>2]|0;if((g|0)==(f[w>>2]|0)){h=f[x>>2]|0;if(h){tOb(h);g=f[v>>2]|0}}if(g|0){h=f[w>>2]|0;if((h|0)!=(g|0))f[w>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[y>>2]|0;if((g|0)==(f[A>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[y>>2]|0}}if(!g){u=B;return}h=f[A>>2]|0;if((h|0)!=(g|0))f[A>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=B;return}function Iv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=217;b[a+1>>0]=0;sha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,36,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Jv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=u;u=u+16|0;j=e+4|0;k=e;i=e+8|0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;l=g-(f[64571]|0)|0;f[k>>2]=g;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=218;b[l+1>>0]=0;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=a;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+g|0;g=a;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;g=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,39,c,40,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Kv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=219;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,25,d,70,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Lv(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=220;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;tha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,70,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Mv(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;D=u;u=u+112|0;F=D+92|0;G=D+80|0;E=D+96|0;B=D+60|0;z=D+40|0;w=D+20|0;v=D;s=D+88|0;t=D+84|0;f[B>>2]=i;f[B+4>>2]=j;A=B+8|0;f[A>>2]=0;C=B+12|0;f[C>>2]=0;f[B+16>>2]=0;f[z>>2]=k;f[z+4>>2]=l;x=z+8|0;f[x>>2]=0;y=z+12|0;f[y>>2]=0;f[z+16>>2]=0;f[w>>2]=m;f[w+4>>2]=n;m=w+8|0;f[m>>2]=0;n=w+12|0;f[n>>2]=0;f[w+16>>2]=0;f[v>>2]=o;f[v+4>>2]=p;k=v+8|0;f[k>>2]=0;l=v+12|0;f[l>>2]=0;f[v+16>>2]=0;i=f[q>>2]|0;f[s>>2]=i;kd(i|0);i=f[r>>2]|0;f[t>>2]=i;kd(i|0);i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,1,E)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,2,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=221;b[i+1>>0]=0;i=f[64572]|0;r=i-(f[64571]|0)|0;f[G>>2]=i;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,8,E)|0;r=(f[64571]|0)+r|0;i=r;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;r=r+4|0;b[r>>0]=c;b[r+1>>0]=c>>8;b[r+2>>0]=c>>16;b[r+3>>0]=c>>24;r=f[64572]|0;i=r-(f[64571]|0)|0;f[G>>2]=r;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;d=f[64572]|0;i=d-(f[64571]|0)|0;f[G>>2]=d;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=e;b[i+1>>0]=e>>8;b[i+2>>0]=e>>16;b[i+3>>0]=e>>24;e=f[64572]|0;i=e-(f[64571]|0)|0;f[G>>2]=e;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;g=f[64572]|0;i=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;i=(f[64571]|0)+i|0;b[i>>0]=h;b[i+1>>0]=h>>8;b[i+2>>0]=h>>16;b[i+3>>0]=h>>24;qha(258284,B,z,w,v);i=(f[64570]|0)+1|0;f[64570]=i;g=f[64572]|0;h=g-(f[64571]|0)|0;f[G>>2]=g;b[E>>0]=0;f[F>>2]=f[G>>2];Zga(258284,F,4,E)|0;h=(f[64571]|0)+h|0;b[h>>0]=i;b[h+1>>0]=i>>8;b[h+2>>0]=i>>16;b[h+3>>0]=i>>24;Xga(i,55,s,41,t);i=f[64571]|0;pc(i|0,i+((f[64572]|0)-i)|0);i=f[64571]|0;if((f[64572]|0)!=(i|0))f[64572]=i;fd(f[t>>2]|0);fd(f[s>>2]|0);i=f[k>>2]|0;if((i|0)==(f[l>>2]|0)){j=f[v>>2]|0;if(j){tOb(j);i=f[k>>2]|0}}if(i|0){j=f[l>>2]|0;if((j|0)!=(i|0))f[l>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[m>>2]|0;if((i|0)==(f[n>>2]|0)){j=f[w>>2]|0;if(j){tOb(j);i=f[m>>2]|0}}if(i|0){j=f[n>>2]|0;if((j|0)!=(i|0))f[n>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[x>>2]|0;if((i|0)==(f[y>>2]|0)){j=f[z>>2]|0;if(j){tOb(j);i=f[x>>2]|0}}if(i|0){j=f[y>>2]|0;if((j|0)!=(i|0))f[y>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i)}i=f[A>>2]|0;if((i|0)==(f[C>>2]|0)){j=f[B>>2]|0;if(j){tOb(j);i=f[A>>2]|0}}if(!i){u=D;return}j=f[C>>2]|0;if((j|0)!=(i|0))f[C>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);u=D;return}function Nv(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=222;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ov(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=223;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Pv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=224;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Qv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=225;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Rv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=226;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sv(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;g=u;u=u+16|0;j=g+4|0;k=g;i=g+8|0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;n=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;n=(f[64571]|0)+n|0;b[n>>0]=227;b[n+1>>0]=0;n=f[64572]|0;l=n-(f[64571]|0)|0;f[k>>2]=n;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;l=(f[64571]|0)+l|0;m=l;b[m>>0]=n;b[m+1>>0]=n>>8;b[m+2>>0]=n>>16;b[m+3>>0]=n>>24;l=l+4|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,8,i)|0;l=c;m=l;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;a=a+4|0;b[a>>0]=l;b[a+1>>0]=l>>8;b[a+2>>0]=l>>16;b[a+3>>0]=l>>24;a=(f[64570]|0)+1|0;f[64570]=a;l=f[64572]|0;c=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,54,d,18,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tv(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+16|0;l=j+4|0;m=j;k=j+8|0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+n>>0]=82;n=f[64572]|0;p=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;p=(f[64571]|0)+p|0;b[p>>0]=228;b[p+1>>0]=0;p=f[64572]|0;n=p-(f[64571]|0)|0;f[m>>2]=p;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;n=(f[64571]|0)+n|0;o=n;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;n=n+4|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;n=f[64572]|0;a=n-(f[64571]|0)|0;f[m>>2]=n;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,8,k)|0;a=d;n=a;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;d=(f[64571]|0)+c|0;c=d;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;d=d+4|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=f[64572]|0;a=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[m>>2]=d;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,54,g,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=j;return}f[64572]=a;u=j;return}function Uv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=229;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Vv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;m=n+8|0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,m)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=230;b[i+1>>0]=0;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,m)|0;i=a;o=i;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;j=(f[64571]|0)+j|0;a=j;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;j=j+4|0;b[j>>0]=i;b[j+1>>0]=i>>8;b[j+2>>0]=i>>16;b[j+3>>0]=i>>24;j=f[64572]|0;i=j-(f[64571]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=c;b[i+1>>0]=c>>8;b[i+2>>0]=c>>16;b[i+3>>0]=c>>24;i=f[64572]|0;j=i-(f[64571]|0)|0;f[l>>2]=i;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,48,m)|0;i=f[64571]|0;j=i+j|0;a=d;c=j+48|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;o=f[64572]|0;f[l>>2]=o;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,m)|0;o=(f[64571]|0)+(o-i)|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;Xga(a,54,e,73,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=n;return}f[64572]=a;u=n;return}function Wv(a,c,d,e,g,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+16|0;o=m+4|0;p=m;n=m+8|0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+r>>0]=82;r=f[64572]|0;s=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;s=(f[64571]|0)+s|0;b[s>>0]=231;b[s+1>>0]=0;s=f[64572]|0;r=s-(f[64571]|0)|0;f[p>>2]=s;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;s=a;s=h[s>>0]|h[s+1>>0]<<8|h[s+2>>0]<<16|h[s+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;r=(f[64571]|0)+r|0;q=r;b[q>>0]=s;b[q+1>>0]=s>>8;b[q+2>>0]=s>>16;b[q+3>>0]=s>>24;r=r+4|0;b[r>>0]=a;b[r+1>>0]=a>>8;b[r+2>>0]=a>>16;b[r+3>>0]=a>>24;r=f[64572]|0;a=r-(f[64571]|0)|0;f[p>>2]=r;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;r=c;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;q=a;b[q>>0]=r;b[q+1>>0]=r>>8;b[q+2>>0]=r>>16;b[q+3>>0]=r>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=d;q=a;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=q;b[d+1>>0]=q>>8;b[d+2>>0]=q>>16;b[d+3>>0]=q>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,8,n)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[p>>2]=g;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=j;b[a+1>>0]=j>>8;b[a+2>>0]=j>>16;b[a+3>>0]=j>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,73,k,30,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Xv(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=u;u=u+16|0;n=l+4|0;o=l;m=l+8|0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+q>>0]=82;q=f[64572]|0;r=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;r=(f[64571]|0)+r|0;b[r>>0]=232;b[r+1>>0]=0;r=f[64572]|0;q=r-(f[64571]|0)|0;f[o>>2]=r;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;r=a;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;q=(f[64571]|0)+q|0;p=q;b[p>>0]=r;b[p+1>>0]=r>>8;b[p+2>>0]=r>>16;b[p+3>>0]=r>>24;q=q+4|0;b[q>>0]=a;b[q+1>>0]=a>>8;b[q+2>>0]=a>>16;b[q+3>>0]=a>>24;q=f[64572]|0;a=q-(f[64571]|0)|0;f[o>>2]=q;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;q=c;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;c=c+4|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=(f[64571]|0)+a|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=d;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;c=(f[64571]|0)+c|0;d=c;b[d>>0]=p;b[d+1>>0]=p>>8;b[d+2>>0]=p>>16;b[d+3>>0]=p>>24;c=c+4|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;c=e;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;d=a;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,8,m)|0;a=g;d=a;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;g=(f[64571]|0)+e|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=i;b[a+1>>0]=i>>8;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;i=g-(f[64571]|0)|0;f[o>>2]=g;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,73,j,30,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Yv(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0;k=u;u=u+16|0;m=k+4|0;n=k;l=k+8|0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+p>>0]=82;p=f[64572]|0;o=p-(f[64571]|0)|0;f[n>>2]=p;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;o=(f[64571]|0)+o|0;b[o>>0]=233;b[o+1>>0]=0;o=f[64572]|0;p=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=a;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=(f[64571]|0)+p|0;p=a;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;a=a+4|0;b[a>>0]=o;b[a+1>>0]=o>>8;b[a+2>>0]=o>>16;b[a+3>>0]=o>>24;a=f[64572]|0;o=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=c;p=a;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;o=(f[64571]|0)+o|0;c=o;b[c>>0]=p;b[c+1>>0]=p>>8;b[c+2>>0]=p>>16;b[c+3>>0]=p>>24;o=o+4|0;b[o>>0]=a;b[o+1>>0]=a>>8;b[o+2>>0]=a>>16;b[o+3>>0]=a>>24;o=f[64572]|0;a=o-(f[64571]|0)|0;f[n>>2]=o;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;o=d;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;a=(f[64571]|0)+a|0;c=a;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;a=e;c=a;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;e=(f[64571]|0)+d|0;d=e;b[d>>0]=c;b[d+1>>0]=c>>8;b[d+2>>0]=c>>16;b[d+3>>0]=c>>24;e=e+4|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;e=f[64572]|0;a=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,8,l)|0;e=g;d=e;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;a=(f[64571]|0)+a|0;g=a;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;a=a+4|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[n>>2]=e;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,73,i,30,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function Zv(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=234;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,37,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=235;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $v(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=236;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function aw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=237;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=238;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,7,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=239;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=240;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=241;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=242;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=243;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=244;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function iw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=245;b[a+1>>0]=0;bha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,47,h,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function jw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=246;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,24,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function kw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=247;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function lw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=248;b[a+1>>0]=0;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function mw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=249;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,24,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function nw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=250;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function ow(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;a=f[g>>2]|0;f[j>>2]=a;kd(a|0);h=f[h>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=251;b[h+1>>0]=0;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,m);a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,5,j,0,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function pw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=252;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function qw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=253;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function rw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=254;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function sw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=255;b[e+1>>0]=0;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function tw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=256;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function uw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=1;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function vw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=2;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,16,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function ww(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=3;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,17,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function xw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=4;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,9,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function yw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=5;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,6,k,0,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function zw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=6;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Aw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=263;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,47,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Bw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=8;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=9;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Dw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Ew(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=11;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Fw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=12;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Gw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+48|0;q=o+32|0;r=o+20|0;p=o+36|0;m=o;j=o+28|0;k=o+24|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;h=f[h>>2]|0;f[j>>2]=h;kd(h|0);h=f[i>>2]|0;f[k>>2]=h;kd(h|0);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=13;b[h+1>>0]=1;bha(258284,m);h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64572]|0;h=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+h>>0]=e&1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+a>>0]=g&1;a=(f[64570]|0)+1|0;f[64570]=a;h=f[64572]|0;i=h-(f[64571]|0)|0;f[r>>2]=h;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;Xga(a,47,j,18,k);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[k>>2]|0);fd(f[j>>2]|0);a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function Hw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=14;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,5,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Iw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=d;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,5,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Jw(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+48|0;p=n+32|0;q=n+28|0;o=n+38|0;r=n+36|0;l=n;k=n+24|0;i=n+20|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[k>>2]=g;kd(g|0);g=f[h>>2]|0;f[i>>2]=g;kd(g|0);d[r>>1]=272;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;uha(258284,r,l,e);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,27,k,73,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=n;return}function Kw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=17;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Lw(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[d>>2]|0;f[i>>2]=a;kd(a|0);e=f[e>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=18;b[e+1>>0]=1;e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,16,i,18,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Mw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=19;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Nw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;i=q+32|0;j=q+20|0;k=q+36|0;o=q;n=q+28|0;l=q+24|0;f[o>>2]=a;f[o+4>>2]=c;m=o+8|0;f[m>>2]=0;p=o+12|0;f[p>>2]=0;f[o+16>>2]=0;e=f[e>>2]|0;f[n>>2]=e;kd(e|0);g=f[g>>2]|0;f[l>>2]=g;kd(g|0);g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;g=(f[64571]|0)+g|0;b[g>>0]=20;b[g+1>>0]=1;g=f[64572]|0;e=g-(f[64571]|0)|0;f[j>>2]=g;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=h;bha(258284,o);e=f[64572]|0;g=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,64,k)|0;e=f[64571]|0;g=e+g|0;a=d;c=g+64|0;do{b[g>>0]=b[a>>0]|0;g=g+1|0;a=a+1|0}while((g|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+(d-e)|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;Xga(a,55,n,18,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[n>>2]|0);a=f[m>>2]|0;if((a|0)==(f[p>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=q;return}c=f[p>>2]|0;if((c|0)!=(a|0))f[p>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=q;return}function Ow(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+c>>0]=g;bha(258284,i);c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,12,l)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Pw(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;p=u;u=u+32|0;i=p+24|0;j=p+20|0;k=p+28|0;m=p;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;o=m+12|0;f[o>>2]=0;f[m+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=22;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+c>>0]=h;bha(258284,m);c=f[64572]|0;a=c-(f[64571]|0)|0;f[j>>2]=c;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;d=a-(f[64571]|0)|0;f[j>>2]=a;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;d=(f[64571]|0)+d|0;a=e;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));e=f[64572]|0;a=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;a=(f[64571]|0)+a|0;n[s>>2]=g;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[l>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function Qw(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=23;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;g=(f[64571]|0)+g|0;n[s>>2]=d;b[g>>0]=b[s>>0];b[g+1>>0]=b[s+1>>0];b[g+2>>0]=b[s+2>>0];b[g+3>>0]=b[s+3>>0];g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=24;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=25;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Tw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=26;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=27;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=28;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ww(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=29;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Xw(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=30;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Yw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=31;b[a+1>>0]=1;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+c>>0]=i;bha(258284,k);c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,12,n)|0;c=(f[64571]|0)+c|0;a=c+12|0;do{b[c>>0]=b[h>>0]|0;c=c+1|0;h=h+1|0}while((c|0)<(a|0));h=f[64571]|0;pc(h|0,h+((f[64572]|0)-h)|0);h=f[64571]|0;if((f[64572]|0)!=(h|0))f[64572]=h;h=f[j>>2]|0;if((h|0)==(f[l>>2]|0)){a=f[k>>2]|0;if(a){tOb(a);h=f[j>>2]|0}}if(!h){u=m;return}a=f[l>>2]|0;if((a|0)!=(h|0))f[l>>2]=a+(~((a+-8-h|0)>>>3)<<3);sOb(h);u=m;return}function Zw(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=32;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function _w(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;o=m+24|0;p=m+20|0;n=m+28|0;k=m;f[k>>2]=a;f[k+4>>2]=c;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=33;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[p>>2]=c;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,k);a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+i>>0]=d;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;a=(f[64571]|0)+a|0;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;a=f[64572]|0;i=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;i=(f[64571]|0)+i|0;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[p>>2]=i;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=h&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function $w(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=34;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ax(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=35;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=36;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cx(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+64|0;s=o+48|0;t=o+44|0;r=o+53|0;q=o+40|0;p=o+52|0;l=o+20|0;j=o;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;f[j>>2]=d;f[j+4>>2]=e;d=j+8|0;f[d>>2]=0;e=j+12|0;f[e>>2]=0;f[j+16>>2]=0;n[q>>2]=g;b[p>>0]=h;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;h=a-(f[64571]|0)|0;f[t>>2]=a;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,2,r)|0;h=(f[64571]|0)+h|0;b[h>>0]=37;b[h+1>>0]=1;h=f[64572]|0;a=h-(f[64571]|0)|0;f[t>>2]=h;b[r>>0]=0;f[s>>2]=f[t>>2];Zga(258284,s,1,r)|0;b[(f[64571]|0)+a>>0]=i;bha(258284,l);vha(258284,j,q,p);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){if((f[e>>2]|0)!=(a|0))f[e>>2]=a;sOb(a)}a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=o;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=o;return}function dx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=38;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ex(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;p=u;u=u+48|0;r=p+32|0;s=p+20|0;q=p+36|0;n=p;k=p+28|0;l=p+24|0;f[n>>2]=a;f[n+4>>2]=c;m=n+8|0;f[m>>2]=0;o=n+12|0;f[o>>2]=0;f[n+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);i=f[i>>2]|0;f[l>>2]=i;kd(i|0);i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,2,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=39;b[i+1>>0]=1;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,1,q)|0;b[(f[64571]|0)+a>>0]=j;bha(258284,n);a=f[64572]|0;i=a-(f[64571]|0)|0;f[s>>2]=a;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;i=(f[64571]|0)+i|0;b[i>>0]=d;b[i+1>>0]=d>>8;b[i+2>>0]=d>>16;b[i+3>>0]=d>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,8,q)|0;i=e;g=i;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;a=(f[64571]|0)+a|0;j=a;b[j>>0]=g;b[j+1>>0]=g>>8;b[j+2>>0]=g>>16;b[j+3>>0]=g>>24;a=a+4|0;b[a>>0]=i;b[a+1>>0]=i>>8;b[a+2>>0]=i>>16;b[a+3>>0]=i>>24;a=(f[64570]|0)+1|0;f[64570]=a;i=f[64572]|0;j=i-(f[64571]|0)|0;f[s>>2]=i;b[q>>0]=0;f[r>>2]=f[s>>2];Zga(258284,r,4,q)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;Xga(a,55,k,44,l);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[l>>2]|0);fd(f[k>>2]|0);a=f[m>>2]|0;if((a|0)==(f[o>>2]|0)){c=f[n>>2]|0;if(c){tOb(c);a=f[m>>2]|0}}if(!a){u=p;return}c=f[o>>2]|0;if((c|0)!=(a|0))f[o>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=p;return}function fx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=40;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gx(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;k=u;u=u+32|0;m=k+24|0;o=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=41;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[o>>2]=a;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d;g=f[64572]|0;a=g-(f[64571]|0)|0;f[o>>2]=g;b[l>>0]=0;f[m>>2]=f[o>>2];Zga(258284,m,4,l)|0;a=(f[64571]|0)+a|0;n[s>>2]=e;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=42;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,k)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ix(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=43;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=44;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=45;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=46;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function mx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=47;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function nx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=48;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function ox(a,c,d,e,g,i,j,k,l,m,n,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;var q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+32|0;r=z+20|0;s=z+36|0;x=z;t=z+28|0;v=z+24|0;f[x>>2]=a;f[x+4>>2]=c;w=x+8|0;f[w>>2]=0;y=x+12|0;f[y>>2]=0;f[x+16>>2]=0;n=f[n>>2]|0;f[t>>2]=n;kd(n|0);n=f[o>>2]|0;f[v>>2]=n;kd(n|0);n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,s)|0;n=(f[64571]|0)+n|0;b[n>>0]=49;b[n+1>>0]=1;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+c>>0]=p;bha(258284,x);c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,s)|0;b[(f[64571]|0)+n>>0]=d;n=f[64572]|0;c=n-(f[64571]|0)|0;f[r>>2]=n;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,8,s)|0;n=e;e=n;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;c=(f[64571]|0)+c|0;a=c;b[a>>0]=e;b[a+1>>0]=e>>8;b[a+2>>0]=e>>16;b[a+3>>0]=e>>24;c=c+4|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[64572]|0;n=c-(f[64571]|0)|0;f[r>>2]=c;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,64,s)|0;c=f[64571]|0;n=c+n|0;a=n+64|0;do{b[n>>0]=b[g>>0]|0;n=n+1|0;g=g+1|0}while((n|0)<(a|0));g=f[64572]|0;f[r>>2]=g;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+(g-c)|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;i=f[64572]|0;g=i-(f[64571]|0)|0;f[r>>2]=i;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=j;b[g+1>>0]=j>>8;b[g+2>>0]=j>>16;b[g+3>>0]=j>>24;j=f[64572]|0;g=j-(f[64571]|0)|0;f[r>>2]=j;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;k=f[64572]|0;g=k-(f[64571]|0)|0;f[r>>2]=k;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;l=f[64572]|0;g=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;g=(f[64571]|0)+g|0;b[g>>0]=m;b[g+1>>0]=m>>8;b[g+2>>0]=m>>16;b[g+3>>0]=m>>24;g=(f[64570]|0)+1|0;f[64570]=g;l=f[64572]|0;m=l-(f[64571]|0)|0;f[r>>2]=l;b[s>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,s)|0;m=(f[64571]|0)+m|0;b[m>>0]=g;b[m+1>>0]=g>>8;b[m+2>>0]=g>>16;b[m+3>>0]=g>>24;Xga(g,55,t,45,v);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)!=(g|0))f[64572]=g;fd(f[v>>2]|0);fd(f[t>>2]|0);g=f[w>>2]|0;if((g|0)==(f[y>>2]|0)){a=f[x>>2]|0;if(a){tOb(a);g=f[w>>2]|0}}if(!g){u=z;return}a=f[y>>2]|0;if((a|0)!=(g|0))f[y>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g);u=z;return}function px(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=u;u=u+32|0;m=k+24|0;n=k+20|0;l=k+28|0;i=k;f[i>>2]=a;f[i+4>>2]=c;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,l)|0;c=(f[64571]|0)+c|0;b[c>>0]=50;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[n>>2]=c;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=g;bha(258284,i);a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[n>>2]=g;b[l>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,l)|0;b[(f[64571]|0)+a>>0]=e&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){c=f[i>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=k;return}c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function qx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=51;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function rx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=52;b[c+1>>0]=1;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function sx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=53;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=54;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ux(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=55;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function vx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+32|0;n=l+24|0;o=l+20|0;m=l+28|0;j=l;f[j>>2]=a;f[j+4>>2]=c;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;c=(f[64571]|0)+c|0;b[c>>0]=56;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[o>>2]=c;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=h;bha(258284,j);h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+a>>0]=d;a=f[64572]|0;h=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;h=(f[64571]|0)+h|0;b[h>>0]=e;b[h+1>>0]=e>>8;b[h+2>>0]=e>>16;b[h+3>>0]=e>>24;h=f[64572]|0;a=h-(f[64571]|0)|0;f[o>>2]=h;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=g;b[a+1>>0]=g>>8;b[a+2>>0]=g>>16;b[a+3>>0]=g>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function wx(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function xx(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[e>>2]|0;f[k>>2]=a;kd(a|0);a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=1;a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=h;bha(258284,l);g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function yx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=59;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function zx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+24|0;m=j+20|0;k=j+28|0;h=j;f[h>>2]=a;f[h+4>>2]=c;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[m>>2]=a;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,k)|0;c=(f[64571]|0)+c|0;b[c>>0]=60;b[c+1>>0]=1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[m>>2]=c;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=e;bha(258284,h);e=f[64572]|0;a=e-(f[64571]|0)|0;f[m>>2]=e;b[k>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,k)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){c=f[h>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=j;return}c=f[i>>2]|0;if((c|0)!=(a|0))f[i>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ax(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=61;b[i+1>>0]=1;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Bx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=62;b[j+1>>0]=1;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;yha(258284,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cx(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=+d;e=e|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;m=u;u=u+64|0;A=m+40|0;B=m+36|0;z=m+49|0;y=m+32|0;w=m+24|0;t=m+16|0;r=m+8|0;o=m;x=m+48|0;v=m+47|0;s=m+46|0;q=m+45|0;n=m+44|0;f[y>>2]=a;p[w>>3]=d;p[t>>3]=g;p[r>>3]=i;p[o>>3]=k;b[x>>0]=c;b[v>>0]=e;b[s>>0]=h;b[q>>0]=j;b[n>>0]=l;a=f[64572]|0;l=a-(f[64571]|0)|0;f[B>>2]=a;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,1,z)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;a=l-(f[64571]|0)|0;f[B>>2]=l;b[z>>0]=0;f[A>>2]=f[B>>2];Zga(258284,A,2,z)|0;a=(f[64571]|0)+a|0;b[a>>0]=63;b[a+1>>0]=1;zha(258284,y,x,w,v,t,s,r,q,o,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Dx(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=64;b[j+1>>0]=1;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+a>>0]=c&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ex(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=98;b[d+1>>0]=0;yha(258284,a);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Fx(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=189;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Gx(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;return}function Hx(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=67;b[a+1>>0]=0;Aha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,43,h,20,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ix(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=1;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Jx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Nz(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Kx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=Sz(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=17952;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $z(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17908;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Lx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=eA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else nA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=17976;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Mx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=sA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18088;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else BA(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18044;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Nx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GA(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(76)|0;b=e;d=b+76|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18156;f[e+36>>2]=18180;f[e+56>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PA(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18112;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ox(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZA(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18248;f[b+16>>2]=17884;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18204;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Px(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vB(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=18364;f[b+16>>2]=18020;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else EB(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18320;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=OB(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18456;f[e+16>>2]=18504;f[e+40>>2]=18528;f[e+56>>2]=18020;f[e+64>>2]=18552;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else XB(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18412;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Rx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=pC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18620;f[e+16>>2]=18668;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else yC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18576;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Sx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=LC(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=18736;f[e+16>>2]=18784;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else UC(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=18692;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Tx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=fD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18852;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else oD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18808;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ux(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18968;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JD(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=18924;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=VD(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19084;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else cE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19200;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19156;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JE(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19316;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SE(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19272;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=cF(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(84)|0;b=e;d=b+84|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=19432;f[e+16>>2]=19480;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else lF(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=19388;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Zx(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19548;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IF(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19504;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UF(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $x(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19780;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19736;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=JG(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=19896;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else SG(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19852;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function by(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20012;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=19968;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GH(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=SH(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20244;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else $H(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20200;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=lI(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20360;f[e+16>>2]=18180;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else uI(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20316;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EI(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20452;f[b+16>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NI(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20408;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_I(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(32)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;f[b>>2]=20568;f[b+16>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rJ(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(36)|0;b=e;d=b+36|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=20660;f[e+16>>2]=20708;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AJ(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=20616;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=MJ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20776;f[b+16>>2]=18296;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else VJ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20732;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=20868;f[b+16>>2]=20916;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=yK(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20984;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else HK(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=20940;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=MK(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(52)|0;b=e;d=b+52|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21052;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;f[e+36>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else VK(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21008;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function my(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=dL(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21144;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else mL(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21100;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=rL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21212;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19084;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19084;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19084;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else AL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21168;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=JL(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21304;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19316;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19316;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19316;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else SL(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21260;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=$L(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21396;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=21444;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=21444;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=21444;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else iM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21352;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=AM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21560;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19548;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19548;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19548;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else JM(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21516;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SM(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21652;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19664;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19664;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19664;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $M(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21608;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=iN(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(88)|0;b=e;d=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=21744;f[e+44>>2]=0;f[e+48>>2]=0;f[e+52>>2]=0;f[e+40>>2]=19780;f[e+60>>2]=0;f[e+64>>2]=0;f[e+68>>2]=0;f[e+56>>2]=19780;f[e+76>>2]=0;f[e+80>>2]=0;f[e+84>>2]=0;f[e+72>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else rN(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=21700;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AN(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=21836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JN(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=21792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=ON(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=PN(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=21860;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=AO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22156;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else JO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22112;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=OO(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22224;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else XO(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22180;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=aP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(56)|0;b=e;d=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22292;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else jP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22248;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=oP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22360;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else xP(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22316;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=CP(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(44)|0;b=e;d=b+44|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=22428;f[e+32>>2]=0;f[e+36>>2]=0;f[e+40>>2]=0;f[e+28>>2]=19780;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else LP(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=22384;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ay(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=UP(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=22520;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22476;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function By(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=22588;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22544;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Cy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=wQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(28)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b>>2]=18784;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else FQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22612;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Dy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=HQ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(760)|0;dQb(b|0,0,760)|0;f[b>>2]=22724;eAa(b+8|0);f[b>>2]=22700;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else QQ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22656;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ey(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22840;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22796;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Fy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qR(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=22908;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22864;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Gy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ER(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=22976;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NR(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=22932;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Hy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=SR(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(72)|0;b=e;d=b+72|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23044;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=0;f[e+16>>2]=23092;f[e+32>>2]=23140;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else $R(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23e3;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Iy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=vS(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=18900;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else ES(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Jy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+32|0;l=n;i=GS(a)|0;m=i+12|0;j=f[m>>2]|0;f[m>>2]=j+1;k=a+12|0;g=i+4|0;b=f[i>>2]|0;if((j|0)==((f[g>>2]|0)-b>>2|0)){e=pOb(64)|0;b=e;d=b+64|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(d|0));f[e>>2]=23252;f[h>>2]=e;b=f[g>>2]|0;if(b>>>0<(f[i+8>>2]|0)>>>0){f[b>>2]=e;f[g>>2]=b+4}else PS(i,h);b=f[i>>2]|0}e=f[b+(j<<2)>>2]|0;f[l>>2]=e;b=l+8|0;g=l+24|0;f[g>>2]=b;f[b>>2]=23208;f[l+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(k,l);b=f[g>>2]|0;if((l+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}if(!b){l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=f[m>>2]|0;l=l+-1|0;f[m>>2]=l;u=n;return}function Ky(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=US(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23320;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else bT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ly(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=gT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19016;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else pT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23344;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function My(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=rT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23432;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else AT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23388;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ny(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=FT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else OT(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23456;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Oy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=TT(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19132;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else aU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23524;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Py(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=cU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23612;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else lU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23568;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Qy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=qU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19248;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else zU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23636;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ry(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23724;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23680;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Sy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PU(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19364;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YU(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23748;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Ty(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$U(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23836;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else iV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23792;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Uy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=nV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=23904;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else wV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23860;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Vy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=BV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=23972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else KV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Wy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PV(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=21492;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YV(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=23996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Xy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_V(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19596;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24040;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Yy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=jW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24128;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else sW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24084;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function Zy(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19712;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24152;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function _y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=IW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24240;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else RW(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24196;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function $y(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=WW(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24308;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else dX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24264;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function az(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=iX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=19828;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else rX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24332;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function bz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=tX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=19944;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else CX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24376;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function cz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=EX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=20060;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else NX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24420;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function dz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=PX(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20176;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else YX(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24464;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function ez(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=_X(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24552;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else hY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24508;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function fz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=mY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=20292;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else vY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24576;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function gz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=xY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24664;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else GY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24620;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function hz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=LY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=24732;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else UY(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24688;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function iz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=ZY(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24800;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else gZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24756;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function jz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=lZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24868;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else uZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24824;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function kz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=zZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=24936;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else IZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24892;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function lz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=NZ(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25004;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else WZ(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=24960;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function mz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=$Z(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25072;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else i_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25028;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function nz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(24)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b>>2]=25140;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25096;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function oz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25208;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25164;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function pz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=P_(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=18180;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else Y_(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25232;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function qz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=__(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=20500;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else h$(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25276;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function rz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;g=i+32|0;h=i;d=j$(a)|0;f[g>>2]=d;d=d+12|0;b=f[d>>2]|0;f[g+4>>2]=b;f[d>>2]=b+1;d=k$(g)|0;f[h>>2]=d;b=h+8|0;e=h+24|0;f[e>>2]=b;f[b>>2]=25320;f[h+12>>2]=c;b=a+16|0;c=f[b>>2]|0;if(c>>>0<(f[a+20>>2]|0)>>>0){f[c>>2]=d;a=c+8|0;f[c+24>>2]=a;d=f[e>>2]|0;oh[f[(f[d>>2]|0)+12>>2]&1023](d,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(a+12|0,h);b=f[e>>2]|0;if((h+8|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[g>>2]|0;if(!b){u=i;return}h=b+12|0;f[h>>2]=(f[h>>2]|0)+-1;u=i;return}function sz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=F0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=25816;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else O0(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25772;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function tz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=T0(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b>>2]=18528;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else a1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25840;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function uz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=c1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(20)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b>>2]=20708;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else l1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25884;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function vz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=n1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=25972;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else w1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25928;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}function wz(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;g=m+32|0;k=m;h=B1(a)|0;l=h+12|0;i=f[l>>2]|0;f[l>>2]=i+1;j=a+12|0;e=h+4|0;b=f[h>>2]|0;if((i|0)==((f[e>>2]|0)-b>>2|0)){b=pOb(8)|0;d=b;f[d>>2]=0;f[d+4>>2]=0;f[b>>2]=26040;f[g>>2]=b;d=f[e>>2]|0;if(d>>>0<(f[h+8>>2]|0)>>>0){f[d>>2]=b;f[e>>2]=d+4}else K1(h,g);b=f[h>>2]|0}e=f[b+(i<<2)>>2]|0;f[k>>2]=e;b=k+8|0;g=k+24|0;f[g>>2]=b;f[b>>2]=25996;f[k+12>>2]=c;b=a+16|0;d=f[b>>2]|0;if(d>>>0<(f[a+20>>2]|0)>>>0){f[d>>2]=e;a=d+8|0;f[d+24>>2]=a;j=f[g>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,a);f[b>>2]=(f[b>>2]|0)+32}else Ez(j,k);b=f[g>>2]|0;if((k+8|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}if(!b){k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=f[l>>2]|0;k=k+-1|0;f[l>>2]=k;u=m;return}
+function hi(a){a=a|0;var b=0;b=u;u=u+a|0;u=u+15&-16;return b|0}function ii(){return u|0}function ji(a){a=a|0;u=a}function ki(a,b){a=a|0;b=b|0;u=a;v=b}function li(a,b){a=a|0;b=b|0;if(!x){x=a;y=b}}function mi(a){a=a|0;I=a}function ni(){return I|0}function oi(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s;r=e;l=r+g|0;j=f[64566]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&a;else if(j>>>0>a>>>0)k=a;else k=(a>>>0)%(j>>>0)|0;g=f[(f[64565]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){p=f[g+4>>2]|0;h=(p|0)==(a|0);if(!(h|(p&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(a|0)){o=g;break b}g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(a|0)){if((f[g+8>>2]|0)==(a|0)){o=g;break b}}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);p=o+12|0;if(!(b[255576]|0))if(MPb(255576)|0){if(!(b[255584]|0))if(MPb(255584)|0){g=258296;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[64587]=1.0}if(!(b[262820]|0)){b[262820]=1;Jx(258296,0,1365);Kx(258296,1,1366);Lx(258296,2,1367);Mx(258296,3,1368);Nx(258296,4,1369);Ox(258296,5,1370);Px(258296,6,1371);Qx(258296,7,1372);Rx(258296,8,1373);Sx(258296,9,1374);Tx(258296,10,1375);Ux(258296,11,1376);Vx(258296,12,1377);Wx(258296,13,1378);Xx(258296,14,1379);Yx(258296,15,1380);Zx(258296,16,1381);_x(258296,17,1382);$x(258296,18,1383);ay(258296,19,1384);by(258296,20,1385);cy(258296,21,1386);dy(258296,22,1387);ey(258296,23,1388);fy(258296,24,1389);gy(258296,25,1390);hy(258296,26,1391);iy(258296,27,1392);jy(258296,28,1393);ky(258296,29,1394);ly(258296,30,1395);my(258296,31,1396);ny(258296,32,1397);oy(258296,33,1398);py(258296,34,1399);qy(258296,35,1400);ry(258296,36,1401);sy(258296,37,1402);ty(258296,38,1403);uy(258296,39,1404);vy(258296,40,1405);wy(258296,41,1406);xy(258296,42,1407);yy(258296,43,1408);zy(258296,44,1409);Ay(258296,45,1410);By(258296,46,1411);Cy(258296,47,1412);Dy(258296,48,1413);Ey(258296,49,1414);Fy(258296,50,1415);Gy(258296,51,1416);Hy(258296,52,1417);Iy(258296,53,1418);Jy(258296,54,1419);Ky(258296,55,1420);Ly(258296,56,1421);My(258296,57,1422);Ny(258296,58,1423);Oy(258296,59,1424);Py(258296,60,1425);Qy(258296,61,1426);Ry(258296,62,1427);Sy(258296,63,1428);Ty(258296,64,1429);Uy(258296,65,1430);Vy(258296,66,1431);Wy(258296,67,1432);Xy(258296,68,1433);Yy(258296,69,1434);Zy(258296,70,1435);_y(258296,71,1436);$y(258296,72,1437);az(258296,73,1438);bz(258296,74,1439);cz(258296,75,1440);dz(258296,76,1441);ez(258296,77,1442);fz(258296,78,1443);gz(258296,79,1444);hz(258296,80,1445);iz(258296,81,1446);jz(258296,82,1447);kz(258296,83,1448);lz(258296,84,1449);mz(258296,85,1450);nz(258296,86,1451);oz(258296,87,1452);pz(258296,88,1453);qz(258296,89,1454);rz(258296,90,1455);sz(258296,91,1456);tz(258296,92,1457);uz(258296,93,1458);vz(258296,94,1459);wz(258296,95,1460);xz(258296,96,1461);yz(258296,97,1462)}}j=c<<24>>24==0;if(j)g=d[o+20>>1]|0;else if(c<<24>>24==1)g=d[p+10>>1]|0;else g=91;g=g&65535;a=f[64577]|0;h=a;do if((f[64578]|0)-a>>5>>>0>g>>>0){i=h+(g<<5)|0;a=f[i>>2]|0;if((Sg[f[(f[a>>2]|0)+8>>2]&255](a,r,l)|0)==(l|0)){l=f[i>>2]|0;l=Pg[f[(f[l>>2]|0)+12>>2]&1023](l)|0;f[m>>2]=l;g=f[h+(g<<5)+24>>2]|0;if(!g)vd();oh[f[(f[g>>2]|0)+24>>2]&1023](g,m);if(j){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[p>>2]|0,1,22088,m|0)|0);break}g=o+16|0;if(c<<24>>24==1){kd(f[64564]|0);f[m>>2]=f[64564];fd(dd(f[g>>2]|0,1,22088,m|0)|0);break}else{l=f[64564]|0;f[64564]=0;c=l;kd(c|0);f[m>>2]=l;fd(dd(f[g>>2]|0,1,22088,m|0)|0);fd(c|0);break}}else q=35}else q=35;while(0);if((q|0)==35)yd(0)|0;g=f[o>>2]|0;c=f[64566]|0;h=f[o+4>>2]|0;k=c+-1|0;a=(k&c|0)==0;if(a)l=k&h;else if(h>>>0<c>>>0)l=h;else l=(h>>>0)%(c>>>0)|0;j=(f[64565]|0)+(l<<2)|0;m=f[j>>2]|0;while(1){h=f[m>>2]|0;if((h|0)==(o|0))break;else m=h}if((m|0)==258268)q=53;else{h=f[m+4>>2]|0;if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)==(l|0)){h=g;q=61}else q=53}do if((q|0)==53){if(g|0){h=f[g+4>>2]|0;if(a)i=h&k;else if(h>>>0<c>>>0)i=h;else i=(h>>>0)%(c>>>0)|0;if((i|0)==(l|0)){q=63;break}}f[j>>2]=0;h=f[o>>2]|0;q=61}while(0);if((q|0)==61){g=h;if(h){h=f[h+4>>2]|0;q=63}}if((q|0)==63){if(a)h=h&k;else if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(l|0)){f[(f[64565]|0)+(h<<2)>>2]=m;g=f[o>>2]|0}}f[m>>2]=g;f[o>>2]=0;f[64568]=(f[64568]|0)+-1;fd(f[o+16>>2]|0);fd(f[p>>2]|0);sOb(o)}}}while(0);if(!e){u=s;return}tOb(r);u=s;return}function pi(a){a=a|0;var b=0,c=0;a=u;u=u+1696|0;Xc(872,52204,115813,1,115815,1463);Yc(872,17768,115818,10,0,17768,115822,1,0);Yc(872,17768,115818,10,1,17768,115822,1,1);Yc(872,17768,115818,10,2,17768,115822,1,2);Kc(872);Xc(8008,52213,115813,2,115815,1464);Yc(8008,17776,115827,11,0,17776,115831,2,0);Yc(8008,17776,115827,11,1,17776,115831,2,1);Yc(8008,17776,115827,11,2,17776,115831,2,2);Kc(8008);Xc(3256,52222,115813,3,115815,1465);Yc(3256,17768,115818,12,0,17768,115822,3,0);Yc(3256,17768,115818,12,1,17768,115822,3,1);Yc(3256,17768,115818,12,2,17768,115822,3,2);Yc(3256,17768,115818,12,3,17768,115822,3,3);Kc(3256);Xc(8392,52231,115813,4,115815,1466);c=pOb(4)|0;f[c>>2]=6;b=pOb(4)|0;f[b>>2]=12;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=7;c=pOb(4)|0;f[c>>2]=13;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);c=pOb(4)|0;f[c>>2]=8;b=pOb(4)|0;f[b>>2]=14;Yc(8392,17768,115818,13,c|0,17768,115822,4,b|0);b=pOb(4)|0;f[b>>2]=9;c=pOb(4)|0;f[c>>2]=15;Yc(8392,17768,115818,13,b|0,17768,115822,4,c|0);Kc(8392);Xc(1952,52239,115813,5,115815,1467);c=pOb(4)|0;f[c>>2]=10;b=pOb(4)|0;f[b>>2]=16;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=11;c=pOb(4)|0;f[c>>2]=17;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=12;b=pOb(4)|0;f[b>>2]=18;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=13;c=pOb(4)|0;f[c>>2]=19;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=14;b=pOb(4)|0;f[b>>2]=20;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=15;c=pOb(4)|0;f[c>>2]=21;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=16;b=pOb(4)|0;f[b>>2]=22;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=17;c=pOb(4)|0;f[c>>2]=23;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=18;b=pOb(4)|0;f[b>>2]=24;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=19;c=pOb(4)|0;f[c>>2]=25;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=20;b=pOb(4)|0;f[b>>2]=26;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=21;c=pOb(4)|0;f[c>>2]=27;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=22;b=pOb(4)|0;f[b>>2]=28;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=23;c=pOb(4)|0;f[c>>2]=29;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);c=pOb(4)|0;f[c>>2]=24;b=pOb(4)|0;f[b>>2]=30;Yc(1952,17768,115818,14,c|0,17768,115822,5,b|0);b=pOb(4)|0;f[b>>2]=25;c=pOb(4)|0;f[c>>2]=31;Yc(1952,17768,115818,14,b|0,17768,115822,5,c|0);Kc(1952);Xc(8520,52248,115813,6,115815,1468);c=pOb(4)|0;f[c>>2]=26;b=pOb(4)|0;f[b>>2]=32;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=27;c=pOb(4)|0;f[c>>2]=33;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=28;b=pOb(4)|0;f[b>>2]=34;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=29;c=pOb(4)|0;f[c>>2]=35;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=30;b=pOb(4)|0;f[b>>2]=36;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=31;c=pOb(4)|0;f[c>>2]=37;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=32;b=pOb(4)|0;f[b>>2]=38;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=33;c=pOb(4)|0;f[c>>2]=39;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=34;b=pOb(4)|0;f[b>>2]=40;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=35;c=pOb(4)|0;f[c>>2]=41;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=36;b=pOb(4)|0;f[b>>2]=42;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=37;c=pOb(4)|0;f[c>>2]=43;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=38;b=pOb(4)|0;f[b>>2]=44;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=39;c=pOb(4)|0;f[c>>2]=45;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);c=pOb(4)|0;f[c>>2]=40;b=pOb(4)|0;f[b>>2]=46;Yc(8520,17776,115827,15,c|0,17776,115831,6,b|0);b=pOb(4)|0;f[b>>2]=41;c=pOb(4)|0;f[c>>2]=47;Yc(8520,17776,115827,15,b|0,17776,115831,6,c|0);Kc(8520);Xc(2968,52257,115813,7,115815,1469);Yc(2968,17768,115818,16,0,17768,115822,7,0);Yc(2968,17768,115818,16,1,17768,115822,7,1);Yc(2968,17768,115818,16,2,17768,115822,7,2);Kc(2968);Xc(400,52266,115813,8,115815,1470);Yc(400,17768,115818,17,0,17768,115822,8,0);Yc(400,17768,115818,17,1,17768,115822,8,1);Yc(400,17768,115818,17,2,17768,115822,8,2);Yc(400,17768,115818,17,3,17768,115822,8,3);Kc(400);Xc(8536,52276,115813,9,115815,1471);c=pOb(4)|0;f[c>>2]=609;b=pOb(4)|0;f[b>>2]=806;Yc(8536,17744,116484,191,c|0,17744,116488,40,b|0);b=pOb(4)|0;f[b>>2]=610;c=pOb(4)|0;f[c>>2]=807;Yc(8536,17744,116484,191,b|0,17744,116488,40,c|0);Kc(8536);Xc(8544,52289,115813,10,115815,1472);c=pOb(4)|0;f[c>>2]=611;b=pOb(4)|0;f[b>>2]=808;Yc(8544,17744,116484,192,c|0,17744,116488,41,b|0);b=pOb(4)|0;f[b>>2]=612;c=pOb(4)|0;f[c>>2]=809;Yc(8544,17744,116484,192,b|0,17744,116488,41,c|0);Kc(8544);Xc(8552,52297,115813,11,115815,1473);c=pOb(4)|0;f[c>>2]=613;b=pOb(4)|0;f[b>>2]=810;Yc(8552,17744,116484,193,c|0,17744,116488,42,b|0);b=pOb(4)|0;f[b>>2]=614;c=pOb(4)|0;f[c>>2]=811;Yc(8552,17744,116484,193,b|0,17744,116488,42,c|0);Kc(8552);Xc(8560,52305,115813,12,115815,1474);c=pOb(4)|0;f[c>>2]=615;b=pOb(4)|0;f[b>>2]=812;Yc(8560,17744,116484,194,c|0,17744,116488,43,b|0);b=pOb(4)|0;f[b>>2]=616;c=pOb(4)|0;f[c>>2]=813;Yc(8560,17744,116484,194,b|0,17744,116488,43,c|0);Kc(8560);Xc(8568,52316,115813,13,115815,1475);c=pOb(4)|0;f[c>>2]=617;b=pOb(4)|0;f[b>>2]=814;Yc(8568,17744,116484,195,c|0,17744,116488,44,b|0);b=pOb(4)|0;f[b>>2]=618;c=pOb(4)|0;f[c>>2]=815;Yc(8568,17744,116484,195,b|0,17744,116488,44,c|0);Kc(8568);Xc(8576,52330,115813,14,115815,1476);c=pOb(4)|0;f[c>>2]=619;b=pOb(4)|0;f[b>>2]=816;Yc(8576,17744,116484,196,c|0,17744,116488,45,b|0);b=pOb(4)|0;f[b>>2]=620;c=pOb(4)|0;f[c>>2]=817;Yc(8576,17744,116484,196,b|0,17744,116488,45,c|0);Kc(8576);Xc(8584,52339,115813,15,115815,1477);c=pOb(4)|0;f[c>>2]=621;b=pOb(4)|0;f[b>>2]=818;Yc(8584,17744,116484,197,c|0,17744,116488,46,b|0);b=pOb(4)|0;f[b>>2]=622;c=pOb(4)|0;f[c>>2]=819;Yc(8584,17744,116484,197,b|0,17744,116488,46,c|0);Kc(8584);Xc(8592,52350,115813,16,115815,1478);c=pOb(4)|0;f[c>>2]=623;b=pOb(4)|0;f[b>>2]=820;Yc(8592,17744,116484,198,c|0,17744,116488,47,b|0);b=pOb(4)|0;f[b>>2]=624;f[a+64>>2]=b;f[a+1560>>2]=0;f[a+1564>>2]=0;Cu(a);f[a+1552>>2]=0;f[a+1556>>2]=0;Bu(a);f[a+1544>>2]=0;f[a+1548>>2]=0;Au(a);G=f[a+1544>>2]|0;D=f[a+1548>>2]|0;H=+n[a+1548>>2];f[a+1544>>2]=0;f[a+1548>>2]=0;if((G|0)==5){u=a;return}u=a}function qi(a){a=a|0;return +(+n[a>>2])}function ri(a,b){a=a|0;b=+b;n[a>>2]=b;return}function si(a){a=a|0;return +(+n[a+4>>2])}function ti(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function ui(a){a=a|0;return +(+n[a+8>>2])}function vi(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function wi(a){a=a|0;return +(+n[a+12>>2])}function xi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function yi(a){a=a|0;return +(+n[a>>2])}function zi(a,b){a=a|0;b=+b;n[a>>2]=b;return}function Ai(a){a=a|0;return +(+n[a+4>>2])}function Bi(a,b){a=a|0;b=+b;n[a+4>>2]=b;return}function Ci(a){a=a|0;return +(+n[a+8>>2])}function Di(a,b){a=a|0;b=+b;n[a+8>>2]=b;return}function Ei(a){a=a|0;return +(+n[a+12>>2])}function Fi(a,b){a=a|0;b=+b;n[a+12>>2]=b;return}function Gi(a){a=a|0;return +(+n[a+16>>2])}function Hi(a,b){a=a|0;b=+b;n[a+16>>2]=b;return}function Ii(a){a=a|0;return +(+n[a+20>>2])}function Ji(a,b){a=a|0;b=+b;n[a+20>>2]=b;return}function Ki(a){a=a|0;return +(+n[a+24>>2])}function Li(a,b){a=a|0;b=+b;n[a+24>>2]=b;return}function Mi(a){a=a|0;return +(+n[a+28>>2])}function Ni(a,b){a=a|0;b=+b;n[a+28>>2]=b;return}function Oi(a){a=a|0;return +(+n[a+32>>2])}function Pi(a,b){a=a|0;b=+b;n[a+32>>2]=b;return}function Qi(a){a=a|0;return +(+n[a+36>>2])}function Ri(a,b){a=a|0;b=+b;n[a+36>>2]=b;return}function Si(a){a=a|0;return +(+n[a+40>>2])}function Ti(a,b){a=a|0;b=+b;n[a+40>>2]=b;return}function Ui(a){a=a|0;return +(+n[a+44>>2])}function Vi(a,b){a=a|0;b=+b;n[a+44>>2]=b;return}function Wi(a){a=a|0;return +(+n[a+48>>2])}function Xi(a,b){a=a|0;b=+b;n[a+48>>2]=b;return}function Yi(a){a=a|0;return +(+n[a+52>>2])}function Zi(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function _i(a){a=a|0;return +(+n[a+56>>2])}function $i(a,b){a=a|0;b=+b;n[a+56>>2]=b;return}function aj(a){a=a|0;return +(+n[a+60>>2])}function bj(a,b){a=a|0;b=+b;n[a+60>>2]=b;return}function cj(a){a=a|0;return +(+p[a>>3])}function dj(a,b){a=a|0;b=+b;p[a>>3]=b;return}function ej(a){a=a|0;return +(+p[a+8>>3])}function fj(a,b){a=a|0;b=+b;p[a+8>>3]=b;return}function gj(a){a=a|0;return 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e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=26812;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Pna(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ul(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+48|0;p=o+40|0;m=o+20|0;k=o;f[m>>2]=a;f[m+4>>2]=b;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=c;f[k+4>>2]=d;c=k+8|0;f[c>>2]=0;d=k+12|0;f[d>>2]=0;f[k+16>>2]=0;i=f[i>>2]|0;kd(i|0);j=f[j>>2]|0;kd(j|0);a=pOb(12)|0;f[a>>2]=26844;f[a+4>>2]=i;f[a+8>>2]=j;f[p>>2]=a;dma(p,m,k,e,g,h);a=f[p>>2]|0;f[p>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){b=f[m>>2]|0;if(b){tOb(b);a=f[l>>2]|0}}if(!a){u=o;return}if((f[n>>2]|0)!=(a|0))f[n>>2]=a;sOb(a);u=o;return}function Vl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+48|0;l=k+20|0;m=k+24|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);l6(m,d);kd(e|0);kd(b|0);a=pOb(12)|0;f[a>>2]=26928;f[a+4>>2]=e;f[a+8>>2]=b;f[l>>2]=a;Kna(l,m,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);fd(b|0);fd(e|0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=k;return}function Wl(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+48|0;i=h+24|0;l=h;k=h+32|0;Kha(l);l6(k,d);j=~~+p[l+8>>3]>>>0;d=~~+p[l+16>>3]>>>0;l=f[e>>2]|0;kd(l|0);e=f[g>>2]|0;kd(e|0);g=pOb(12)|0;f[g>>2]=26988;f[g+4>>2]=l;f[g+8>>2]=e;f[i>>2]=g;Mna(i,k,a,b,c,j,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){fd(0);fd(0);u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=h;return}function Xl(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;i=u;u=u+48|0;j=i+24|0;m=i;l=i+32|0;Kha(m);l6(l,e);k=~~+p[m+8>>3]>>>0;e=~~+p[m+16>>3]>>>0;m=f[g>>2]|0;kd(m|0);g=f[h>>2]|0;kd(g|0);h=pOb(12)|0;f[h>>2]=27048;f[h+4>>2]=m;f[h+8>>2]=g;f[j>>2]=h;Lna(j,l,a,b,c,d,k,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){fd(0);fd(0);u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=i;return}function Yl(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+32|0;h=g;i=g+8|0;l6(i,c);c=f[d>>2]|0;kd(c|0);d=f[e>>2]|0;kd(d|0);e=pOb(12)|0;f[e>>2]=27112;f[e+4>>2]=c;f[e+8>>2]=d;f[h>>2]=e;Nna(h,i,a,b);a=f[h>>2]|0;f[h>>2]=0;if(!a){fd(0);fd(0);u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);u=g;return}function Zl(){hza();return}function _l(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;zoa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function $l(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27168;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;jma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function am(){woa();return}function bm(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27200;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;soa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function cm(){xza();return}function dm(a){a=a|0;Ona(a);return}function em(a){a=+a;_pa(a);return}function fm(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+128|0;h=g+120|0;e=g;_6(e,a);c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27264;f[a+4>>2]=c;f[a+8>>2]=d;f[h>>2]=a;_oa(h,e);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=e+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=e+4|0;if((b[a+11>>0]|0)>=0){u=g;return}sOb(f[a>>2]|0);u=g;return}function gm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Apa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function hm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Bpa();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function im(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Moa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function jm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+48|0;d=b;c=b+40|0;e=b+8|0;Ppa(e);YA(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function km(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+768|0;h=j+752|0;i=j;g=f[a>>2]|0;kd(g|0);a=f[c>>2]|0;kd(a|0);xna(i);if(!(b[256352]|0))if(MPb(256352)|0)eAa(255600);b[255600]=b[i>>0]|0;p[31951]=+p[i+8>>3];p[31952]=+p[i+16>>3];p[31953]=+p[i+24>>3];p[31954]=+p[i+32>>3];p[31955]=+p[i+40>>3];p[31956]=+p[i+48>>3];p[31957]=+p[i+56>>3];p[31958]=+p[i+64>>3];p[31959]=+p[i+72>>3];p[31960]=+p[i+80>>3];p[31961]=+p[i+88>>3];p[31962]=+p[i+96>>3];p[31963]=+p[i+104>>3];p[31964]=+p[i+112>>3];p[31965]=+p[i+120>>3];p[31966]=+p[i+128>>3];p[31967]=+p[i+136>>3];p[31968]=+p[i+144>>3];p[31969]=+p[i+152>>3];p[31970]=+p[i+160>>3];p[31971]=+p[i+168>>3];p[31972]=+p[i+176>>3];p[31973]=+p[i+184>>3];p[31974]=+p[i+192>>3];p[31975]=+p[i+200>>3];c=255808;d=i+208|0;e=c+40|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));p[31981]=+p[i+248>>3];p[31982]=+p[i+256>>3];p[31983]=+p[i+264>>3];p[31984]=+p[i+272>>3];p[31985]=+p[i+280>>3];p[31986]=+p[i+288>>3];p[31987]=+p[i+296>>3];p[31988]=+p[i+304>>3];p[31989]=+p[i+312>>3];p[31990]=+p[i+320>>3];p[31991]=+p[i+328>>3];p[31992]=+p[i+336>>3];p[31993]=+p[i+344>>3];p[31994]=+p[i+352>>3];p[31995]=+p[i+360>>3];p[31996]=+p[i+368>>3];f[63994]=f[i+376>>2];f[63995]=f[i+380>>2];f[63996]=f[i+384>>2];f[63997]=f[i+388>>2];f[63998]=f[i+392>>2];f[63999]=f[i+396>>2];f[64e3]=f[i+400>>2];f[64001]=f[i+404>>2];f[64002]=f[i+408>>2];f[64003]=f[i+412>>2];f[64004]=f[i+416>>2];f[64005]=f[i+420>>2];f[64006]=f[i+424>>2];f[64007]=f[i+428>>2];f[64008]=f[i+432>>2];f[64009]=f[i+436>>2];p[32005]=+p[i+440>>3];p[32006]=+p[i+448>>3];p[32007]=+p[i+456>>3];p[32008]=+p[i+464>>3];p[32009]=+p[i+472>>3];p[32010]=+p[i+480>>3];p[32011]=+p[i+488>>3];p[32012]=+p[i+496>>3];p[32013]=+p[i+504>>3];p[32014]=+p[i+512>>3];p[32015]=+p[i+520>>3];p[32016]=+p[i+528>>3];p[32017]=+p[i+536>>3];p[32018]=+p[i+544>>3];p[32019]=+p[i+552>>3];p[32020]=+p[i+560>>3];p[32021]=+p[i+568>>3];p[32022]=+p[i+576>>3];p[32023]=+p[i+584>>3];p[32024]=+p[i+592>>3];p[32025]=+p[i+600>>3];p[32026]=+p[i+608>>3];p[32027]=+p[i+616>>3];p[32028]=+p[i+624>>3];p[32029]=+p[i+632>>3];p[32030]=+p[i+640>>3];p[32031]=+p[i+648>>3];p[32032]=+p[i+656>>3];p[32033]=+p[i+664>>3];p[32034]=+p[i+672>>3];p[32035]=+p[i+680>>3];p[32036]=+p[i+688>>3];f[64074]=f[i+696>>2];f[64075]=f[i+700>>2];f[64076]=f[i+704>>2];f[64077]=f[i+708>>2];f[64078]=f[i+712>>2];f[64079]=f[i+716>>2];f[64080]=f[i+720>>2];f[64081]=f[i+724>>2];f[64082]=f[i+728>>2];i=i+732|0;f[64083]=f[i>>2];f[64084]=f[i+4>>2];f[64085]=f[i+8>>2];b[256344]=b[i+12>>0]|0;f[h>>2]=255600;i=td(17744,h|0)|0;kd(i|0);f[h>>2]=i;fd(dd(g|0,1,22088,h|0)|0);fd(i|0);fd(a|0);fd(g|0);u=j;return}function lm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27324;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function mm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Una(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(7376,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Fna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function om(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+mya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function pm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+lya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function qm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=kya()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function rm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(eya()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function sm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+oya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function tm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+nya();n[d>>2]=e;c=td(17768,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function um(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Hoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function vm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ooa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function wm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Koa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function xm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Zoa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function ym(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Ioa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Yoa();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Am(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(cya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Bm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+aya();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Cm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(bya()|0)&255;f[d>>2]=c;c=td(17704,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Dm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=(Joa()|0)&1;f[d>>2]=c;c=td(17688,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Em(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b+16|0;e=b;Hna(e);c=pOb(16)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[d>>2]=c;c=td(4872,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Fm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;e=b+8|0;Ana(e);c=pOb(24)|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];f[c+16>>2]=f[e+16>>2];f[c+20>>2]=f[e+20>>2];f[d>>2]=c;c=td(1112,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Gm(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;b=u;u=u+16|0;d=b;e=+Gna();p[d>>3]=e;c=td(17776,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hm(a){a=a|0;Aoa(a);return}function Im(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27364;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;ina(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Jm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=27420;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;qna(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Km(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;bma(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Lm(){xoa();return}function Mm(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=ama()|0;f[d>>2]=c;c=td(17744,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Nm(){Ypa();return}function Om(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;aqa(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Pm(){ooa();return}function Qm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27500;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;noa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=i;return}function Rm(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b+4|0;d=b;f[d>>2]=a;f[c>>2]=f[d>>2];jza(c);u=b;return}function Sm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=u;u=u+32|0;l=j+28|0;k=j+24|0;m=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27532;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;f[m>>2]=c;f[l>>2]=f[m>>2];poa(k,h,l);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-32-a|0)>>>5)<<5);sOb(a);u=j;return}function Tm(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27588;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Mma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Um(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=27644;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Uma(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Vm(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=27676;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ana(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27708;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;lma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Xm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27768;f[a+4>>2]=e;f[a+8>>2]=g;f[l>>2]=a;Kma(l,i,c,d);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Ym(){$pa();return}function Zm(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+48|0;m=l+40|0;j=l+20|0;h=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;f[h>>2]=c;f[h+4>>2]=d;c=h+8|0;f[c>>2]=0;d=h+12|0;f[d>>2]=0;f[h+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=27800;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;kma(m,j,h);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){b=f[d>>2]|0;if((b|0)!=(a|0))f[d>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a)}a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function _m(){yoa();return}function $m(){Yla();return}function an(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var 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n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+48|0;s=r+40|0;p=r+20|0;n=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;f[n>>2]=c;f[n+4>>2]=d;c=n+8|0;f[c>>2]=0;d=n+12|0;f[d>>2]=0;f[n+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=28368;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Xqa(s,p,n,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[n>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}if((f[q>>2]|0)!=(a|0))f[q>>2]=a;sOb(a);u=r;return}function xp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28452;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Yqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function yp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;_qa(e);_U(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function zp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28484;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;$qa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ap(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28516;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Bp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28548;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;ora(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28580;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28612;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;zra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Ep(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28668;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Cra(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;c=u;u=u+32|0;d=c;e=c+16|0;g=c+8|0;hma(g,a);cL(e,g);a=f[e>>2]|0;kd(a|0);f[d>>2]=a;fd(dd(f[b>>2]|0,1,22088,d|0)|0);fd(a|0);u=c;return}function Gp(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;b=u;u=u+32|0;d=b;c=b+16|0;e=b+8|0;Fra(e);cL(c,e);c=f[c>>2]|0;kd(c|0);f[d>>2]=c;fd(dd(f[a>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Hp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28716;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Gra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ip(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28748;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Wra(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Jp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=28780;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;csa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Kp(a,b,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;y=u;u=u+96|0;z=y;A=y+88|0;w=y+68|0;t=y+48|0;q=y+28|0;p=y+8|0;f[w>>2]=e;f[w+4>>2]=g;v=w+8|0;f[v>>2]=0;x=w+12|0;f[x>>2]=0;f[w+16>>2]=0;f[t>>2]=h;f[t+4>>2]=i;r=t+8|0;f[r>>2]=0;s=t+12|0;f[s>>2]=0;f[t+16>>2]=0;f[q>>2]=j;f[q+4>>2]=k;j=q+8|0;f[j>>2]=0;k=q+12|0;f[k>>2]=0;f[q+16>>2]=0;f[p>>2]=l;f[p+4>>2]=m;h=p+8|0;f[h>>2]=0;i=p+12|0;f[i>>2]=0;f[p+16>>2]=0;e=f[n>>2]|0;kd(e|0);o=f[o>>2]|0;kd(o|0);bqa(A,a,b,c,d,w,t,q,p);d=nd()|0;f[z>>2]=f[A>>2];c=td(17744,z|0)|0;f[z>>2]=0;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);f[z>>2]=f[A+4>>2];c=td(17744,z|0)|0;f[z>>2]=1;n=td(17736,z|0)|0;sd(d|0,n|0,c|0);fd(n|0);fd(c|0);kd(d|0);f[z>>2]=d;fd(dd(e|0,1,22088,z|0)|0);fd(d|0);fd(o|0);fd(e|0);e=f[h>>2]|0;if((e|0)==(f[i>>2]|0)){g=f[p>>2]|0;if(g){tOb(g);e=f[h>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[j>>2]|0;if((e|0)==(f[k>>2]|0)){g=f[q>>2]|0;if(g){tOb(g);e=f[j>>2]|0}}if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[r>>2]|0;if((e|0)==(f[s>>2]|0)){g=f[t>>2]|0;if(g){tOb(g);e=f[r>>2]|0}}if(e|0){g=f[s>>2]|0;if((g|0)!=(e|0))f[s>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[v>>2]|0;if((e|0)==(f[x>>2]|0)){g=f[w>>2]|0;if(g){tOb(g);e=f[v>>2]|0}}if(!e){u=y;return}g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=y;return}function Lp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=28896;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;qqa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d;g=pOb(12)|0;f[g>>2]=28928;f[g+4>>2]=f[b>>2];f[b>>2]=0;f[g+8>>2]=f[c>>2];f[c>>2]=0;f[e>>2]=g;Mqa(e,a);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Np(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=28976;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;xqa(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Op(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29028;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Eqa(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Pp(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+96|0;B=A+88|0;y=A+68|0;w=A+48|0;s=A+28|0;r=A+8|0;C=A;f[y>>2]=h;f[y+4>>2]=i;x=y+8|0;f[x>>2]=0;z=y+12|0;f[z>>2]=0;f[y+16>>2]=0;f[w>>2]=j;f[w+4>>2]=k;t=w+8|0;f[t>>2]=0;v=w+12|0;f[v>>2]=0;f[w+16>>2]=0;f[s>>2]=l;f[s+4>>2]=m;l=s+8|0;f[l>>2]=0;m=s+12|0;f[m>>2]=0;f[s+16>>2]=0;f[r>>2]=n;f[r+4>>2]=o;j=r+8|0;f[j>>2]=0;k=r+12|0;f[k>>2]=0;f[r+16>>2]=0;f[C>>2]=a;f[C+4>>2]=b;p=f[p>>2]|0;kd(p|0);q=f[q>>2]|0;kd(q|0);h=pOb(12)|0;f[h>>2]=29084;f[h+4>>2]=p;f[h+8>>2]=q;f[B>>2]=h;cqa(B,C,c,d,e,g,y,w,s,r);h=f[B>>2]|0;f[B>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);fd(0);fd(0);h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){i=f[r>>2]|0;if(i){tOb(i);h=f[j>>2]|0}}if(h|0){i=f[k>>2]|0;if((i|0)!=(h|0))f[k>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[l>>2]|0;if((h|0)==(f[m>>2]|0)){i=f[s>>2]|0;if(i){tOb(i);h=f[l>>2]|0}}if(h|0){i=f[m>>2]|0;if((i|0)!=(h|0))f[m>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}h=f[t>>2]|0;if((h|0)==(f[v>>2]|0)){i=f[w>>2]|0;if(i){tOb(i);h=f[t>>2]|0}}if(h|0){i=f[v>>2]|0;if((i|0)!=(h|0))f[v>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}i=f[x>>2]|0;if((i|0)==(f[z>>2]|0)){h=f[y>>2]|0;if(h){tOb(h);i=f[x>>2]|0}}if(!i){u=A;return}h=f[z>>2]|0;if((h|0)!=(i|0))f[z>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);u=A;return}function Qp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Rp(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;sxa(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Sp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Tp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;pxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Up(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;qxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vp(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e;h=pOb(12)|0;f[h>>2]=29204;f[h+4>>2]=f[c>>2];f[c>>2]=0;f[h+8>>2]=f[d>>2];f[d>>2]=0;f[g>>2]=h;Yva(g,a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Wp(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=pOb(12)|0;f[j>>2]=29256;f[j+4>>2]=f[e>>2];f[e>>2]=0;f[j+8>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=j;dwa(i,a,b,c,d);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Xp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29316;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;owa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Yp(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g;i=pOb(12)|0;f[i>>2]=29372;f[i+4>>2]=f[d>>2];f[d>>2]=0;f[i+8>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=i;gwa(h,a,b,c);a=f[h>>2]|0;f[h>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Zp(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0;k=u;u=u+16|0;l=k;m=pOb(12)|0;f[m>>2]=29404;f[m+4>>2]=f[i>>2];f[i>>2]=0;f[m+8>>2]=f[j>>2];f[j>>2]=0;f[l>>2]=m;jta(l,a,b,c,d,e,g,h);a=f[l>>2]|0;f[l>>2]=0;if(!a){u=k;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=k;return}function _p(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;l=pOb(12)|0;f[l>>2]=29476;f[l+4>>2]=f[h>>2];f[h>>2]=0;f[l+8>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=l;Jta(k,a,b,c,d,e,g);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=j;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=j;return}function $p(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=pOb(12)|0;f[k>>2]=29544;f[k+4>>2]=f[g>>2];f[g>>2]=0;f[k+8>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=k;Kta(j,a,b,c,d,e);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;dta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function bq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29664;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;pwa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29696;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;_ta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function dq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=29728;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29788;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;sya(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29820;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;cua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29852;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;xua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29884;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Fua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29916;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Jua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function jq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29948;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Bua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=29980;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Nua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function lq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30012;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Hsa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30044;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Dya(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function nq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=30076;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;Pya(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function oq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30140;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;yxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function pq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+48|0;o=n;p=n+40|0;j=n+28|0;l=n+8|0;f[l>>2]=a;f[l+4>>2]=b;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;i=f[e>>2]|0;kd(i|0);g=f[g>>2]|0;kd(g|0);Oya(j,h&255,l,c,d);ZI(p,j);e=f[p>>2]|0;kd(e|0);f[o>>2]=e;fd(dd(i|0,1,22088,o|0)|0);fd(e|0);e=f[j>>2]|0;if(e|0){a=j+4|0;b=f[a>>2]|0;if((b|0)!=(e|0))f[a>>2]=b+(~(((b+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}fd(g|0);fd(i|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){b=f[l>>2]|0;if(b){tOb(b);a=f[k>>2]|0}}if(!a){u=n;return}b=f[m>>2]|0;if((b|0)!=(a|0))f[m>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function qq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);lxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function rq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l;o=l+40|0;m=l+28|0;j=l+8|0;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);b=f[g>>2]|0;kd(b|0);mxa(m,h&255,j,c,d);uB(o,m);a=f[o>>2]|0;kd(a|0);f[n>>2]=a;fd(dd(e|0,1,22088,n|0)|0);fd(a|0);a=f[m>>2]|0;if(a|0)sOb(a);fd(b|0);fd(e|0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function sq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30172;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Rua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30204;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ava(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function uq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30260;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Qta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function vq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30292;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Zua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function wq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30324;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Ova(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function xq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30356;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Tta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function yq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30388;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;_ua(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30448;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Osa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Aq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30480;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;qsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Bq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;n=m;o=m+40|0;i=m+28|0;k=m+8|0;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;h=f[d>>2]|0;kd(h|0);e=f[e>>2]|0;kd(e|0);xxa(i,g&255,k,c);NB(o,i);d=f[o>>2]|0;kd(d|0);f[n>>2]=d;fd(dd(h|0,1,22088,n|0)|0);fd(d|0);d=f[i>>2]|0;if(d|0){a=i+4|0;b=f[a>>2]|0;if((b|0)!=(d|0))f[a>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}fd(e|0);fd(h|0);a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Cq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30512;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Vua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Dq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30544;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Pva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Eq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30576;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wta(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Fq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30608;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;kua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Gq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30640;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;oua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Hq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30672;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;tua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Iq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30704;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;gua(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Jq(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;g=f[g>>2]|0;kd(g|0);h=f[h>>2]|0;kd(h|0);a=pOb(12)|0;f[a>>2]=30736;f[a+4>>2]=g;f[a+8>>2]=h;f[m>>2]=a;zsa(m,j,c,d,e);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Kq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30800;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;Wsa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Lq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30832;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Fxa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Mq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30864;f[a+4>>2]=d;f[a+8>>2]=e;f[k>>2]=a;Qva(k,h,c);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-4-a|0)>>>2)<<2);sOb(a);u=j;return}function Nq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=30896;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;Cwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Oq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+32|0;k=j+20|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=30956;f[a+4>>2]=c;f[a+8>>2]=d;f[k>>2]=a;swa(k,e&255,h);a=f[k>>2]|0;f[k>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Pq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Qq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31008;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;wwa(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Rq(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Aya(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Sq(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;qya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Tq(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;bta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function Uq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;bua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Vq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Wq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Eua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Iua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Yq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Aua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Zq(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function _q(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Zxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function $q(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;Lya(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ar(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;nxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function br(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;oxa(h&255,j,c,d,e,g);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Qua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function dr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Mta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function er(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function fr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+48|0;k=m+20|0;i=m;f[k>>2]=a;f[k+4>>2]=b;j=k+8|0;f[j>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;f[i>>2]=c;f[i+4>>2]=d;c=i+8|0;f[c>>2]=0;d=i+12|0;f[d>>2]=0;f[i+16>>2]=0;Sya(h&255,k,i,e,g);a=f[c>>2]|0;if((a|0)==(f[d>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(a|0){if((f[d>>2]|0)!=(a|0))f[d>>2]=a;sOb(a)}a=f[j>>2]|0;if((a|0)==(f[l>>2]|0)){b=f[k>>2]|0;if(b){tOb(b);a=f[j>>2]|0}}if(!a){u=m;return}b=f[l>>2]|0;if((b|0)!=(a|0))f[l>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function gr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Nta(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function hr(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+32|0;m=l+20|0;j=l;f[j>>2]=a;f[j+4>>2]=b;i=j+8|0;f[i>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;e=f[e>>2]|0;kd(e|0);g=f[g>>2]|0;kd(g|0);a=pOb(12)|0;f[a>>2]=31212;f[a+4>>2]=e;f[a+8>>2]=g;f[m>>2]=a;gva(m,h&255,j,c,d);a=f[m>>2]|0;f[m>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[i>>2]|0;if((a|0)==(f[k>>2]|0)){b=f[j>>2]|0;if(b){tOb(b);a=f[i>>2]|0}}if(!a){u=l;return}b=f[k>>2]|0;if((b|0)!=(a|0))f[k>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function ir(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;txa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function jr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;vxa(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;uxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Uua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function mr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Ota(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function nr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;jua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function or(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;nua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function pr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;sua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function qr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;fua(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function rr(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0;r=u;u=u+32|0;s=r+20|0;p=r;f[p>>2]=a;f[p+4>>2]=b;o=p+8|0;f[o>>2]=0;q=p+12|0;f[q>>2]=0;f[p+16>>2]=0;l=f[l>>2]|0;kd(l|0);m=f[m>>2]|0;kd(m|0);a=pOb(12)|0;f[a>>2]=31300;f[a+4>>2]=l;f[a+8>>2]=m;f[s>>2]=a;Qwa(s,n&255,p,c,d,e,g,h,i,j,k);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[o>>2]|0;if((a|0)==(f[q>>2]|0)){b=f[p>>2]|0;if(b){tOb(b);a=f[o>>2]|0}}if(!a){u=r;return}b=f[q>>2]|0;if((b|0)!=(a|0))f[q>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function sr(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;f[h>>2]=a;f[h+4>>2]=b;g=h+8|0;f[g>>2]=0;i=h+12|0;f[i>>2]=0;f[h+16>>2]=0;Lta(e&255,h,c,d);a=f[g>>2]|0;if((a|0)==(f[i>>2]|0)){b=f[h>>2]|0;if(b){tOb(b);a=f[g>>2]|0}}if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=j;return}function tr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Yxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function ur(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Pta(e,c);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function vr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;Bya(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function wr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;rya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function xr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;cta(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function yr(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;Mya(g&255,i,c,d,e);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function zr(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=a;f[e+4>>2]=b;d=e+8|0;f[d>>2]=0;g=e+12|0;f[g>>2]=0;f[e+16>>2]=0;Tya(c&255,e);a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){b=f[e>>2]|0;if(b){tOb(b);a=f[d>>2]|0}}if(!a){u=h;return}b=f[g>>2]|0;if((b|0)!=(a|0))f[g>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Ar(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;l=k+20|0;i=k;f[i>>2]=a;f[i+4>>2]=b;h=i+8|0;f[h>>2]=0;j=i+12|0;f[j>>2]=0;f[i+16>>2]=0;d=f[d>>2]|0;kd(d|0);e=f[e>>2]|0;kd(e|0);a=pOb(12)|0;f[a>>2]=31456;f[a+4>>2]=d;f[a+8>>2]=e;f[l>>2]=a;uva(l,g&255,i,c);a=f[l>>2]|0;f[l>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[h>>2]|0;if((a|0)==(f[j>>2]|0)){b=f[i>>2]|0;if(b){tOb(b);a=f[h>>2]|0}}if(!a){u=k;return}b=f[j>>2]|0;if((b|0)!=(a|0))f[j>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=k;return}function Br(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;wxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Cr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;kxa(d&255,g,c);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Dr(a){a=a|0;lsa(a);return}function Er(a,b){a=a|0;b=b|0;msa(a,b);return}function Fr(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;nsa(a,b,c,d,e,f,g,h,i,j);return}function Gr(a,b){a=a|0;b=b|0;osa(a,b);return}function Hr(){var a=0,c=0,d=0,e=0,g=0;d=u;u=u+752|0;a=d;xna(a);if(!(b[257136]|0))if(MPb(257136)|0)eAa(256384);b[256384]=b[a>>0]|0;p[32049]=+p[a+8>>3];p[32050]=+p[a+16>>3];p[32051]=+p[a+24>>3];p[32052]=+p[a+32>>3];p[32053]=+p[a+40>>3];p[32054]=+p[a+48>>3];p[32055]=+p[a+56>>3];p[32056]=+p[a+64>>3];p[32057]=+p[a+72>>3];p[32058]=+p[a+80>>3];p[32059]=+p[a+88>>3];p[32060]=+p[a+96>>3];p[32061]=+p[a+104>>3];p[32062]=+p[a+112>>3];p[32063]=+p[a+120>>3];p[32064]=+p[a+128>>3];p[32065]=+p[a+136>>3];p[32066]=+p[a+144>>3];p[32067]=+p[a+152>>3];p[32068]=+p[a+160>>3];p[32069]=+p[a+168>>3];p[32070]=+p[a+176>>3];p[32071]=+p[a+184>>3];p[32072]=+p[a+192>>3];p[32073]=+p[a+200>>3];c=256592;e=a+208|0;g=c+40|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));p[32079]=+p[a+248>>3];p[32080]=+p[a+256>>3];p[32081]=+p[a+264>>3];p[32082]=+p[a+272>>3];p[32083]=+p[a+280>>3];p[32084]=+p[a+288>>3];p[32085]=+p[a+296>>3];p[32086]=+p[a+304>>3];p[32087]=+p[a+312>>3];p[32088]=+p[a+320>>3];p[32089]=+p[a+328>>3];p[32090]=+p[a+336>>3];p[32091]=+p[a+344>>3];p[32092]=+p[a+352>>3];p[32093]=+p[a+360>>3];p[32094]=+p[a+368>>3];f[64190]=f[a+376>>2];f[64191]=f[a+380>>2];f[64192]=f[a+384>>2];f[64193]=f[a+388>>2];f[64194]=f[a+392>>2];f[64195]=f[a+396>>2];f[64196]=f[a+400>>2];f[64197]=f[a+404>>2];f[64198]=f[a+408>>2];f[64199]=f[a+412>>2];f[64200]=f[a+416>>2];f[64201]=f[a+420>>2];f[64202]=f[a+424>>2];f[64203]=f[a+428>>2];f[64204]=f[a+432>>2];f[64205]=f[a+436>>2];p[32103]=+p[a+440>>3];p[32104]=+p[a+448>>3];p[32105]=+p[a+456>>3];p[32106]=+p[a+464>>3];p[32107]=+p[a+472>>3];p[32108]=+p[a+480>>3];p[32109]=+p[a+488>>3];p[32110]=+p[a+496>>3];p[32111]=+p[a+504>>3];p[32112]=+p[a+512>>3];p[32113]=+p[a+520>>3];p[32114]=+p[a+528>>3];p[32115]=+p[a+536>>3];p[32116]=+p[a+544>>3];p[32117]=+p[a+552>>3];p[32118]=+p[a+560>>3];p[32119]=+p[a+568>>3];p[32120]=+p[a+576>>3];p[32121]=+p[a+584>>3];p[32122]=+p[a+592>>3];p[32123]=+p[a+600>>3];p[32124]=+p[a+608>>3];p[32125]=+p[a+616>>3];p[32126]=+p[a+624>>3];p[32127]=+p[a+632>>3];p[32128]=+p[a+640>>3];p[32129]=+p[a+648>>3];p[32130]=+p[a+656>>3];p[32131]=+p[a+664>>3];p[32132]=+p[a+672>>3];p[32133]=+p[a+680>>3];p[32134]=+p[a+688>>3];f[64270]=f[a+696>>2];f[64271]=f[a+700>>2];f[64272]=f[a+704>>2];f[64273]=f[a+708>>2];f[64274]=f[a+712>>2];f[64275]=f[a+716>>2];f[64276]=f[a+720>>2];f[64277]=f[a+724>>2];f[64278]=f[a+728>>2];g=a+732|0;f[64279]=f[g>>2];f[64280]=f[g+4>>2];f[64281]=f[g+8>>2];b[257128]=b[g+12>>0]|0;u=d;return 256384}function Ir(a){a=a|0;zna(a);return}function Jr(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;Eha(a,b,c,d);return}function Kr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31564;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;Xna(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Lr(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;j=i+20|0;g=i;f[g>>2]=a;f[g+4>>2]=b;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[c>>2]|0;kd(c|0);d=f[d>>2]|0;kd(d|0);a=pOb(12)|0;f[a>>2]=31596;f[a+4>>2]=c;f[a+8>>2]=d;f[j>>2]=a;eoa(j,g);a=f[j>>2]|0;f[j>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);fd(0);fd(0);a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[e>>2]|0}}if(!a){u=i;return}b=f[h>>2]|0;if((b|0)!=(a|0))f[h>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Mr(a,b){a=+a;b=+b;Vla(a,b);return}function Nr(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;m=u;u=u+48|0;o=m+32|0;p=m+28|0;n=m+39|0;q=m+36|0;r=m+38|0;k=m+8|0;j=m+4|0;h=m;f[k>>2]=a;f[k+4>>2]=c;i=k+8|0;f[i>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;a=f[e>>2]|0;f[j>>2]=a;kd(a|0);a=f[g>>2]|0;f[h>>2]=a;kd(a|0);d[q>>1]=4;b[r>>0]=82;Yga(258284,r,q,k);a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,53,j,31,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[h>>2]|0);fd(f[j>>2]|0);a=f[i>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[i>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=m;return}function Or(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+4|0;k=m;l=m+8|0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;n=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=5;b[n+1>>0]=0;n=f[64572]|0;i=n-(f[64571]|0)|0;f[k>>2]=n;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+i>>0]=a;i=f[64572]|0;a=i-(f[64571]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,l)|0;b[(f[64571]|0)+a>>0]=c;a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=d;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=f[64572]|0;i=a-(f[64571]|0)|0;f[k>>2]=a;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,12,l)|0;i=(f[64571]|0)+i|0;a=e;c=i+12|0;do{b[i>>0]=b[a>>0]|0;i=i+1|0;a=a+1|0}while((i|0)<(c|0));a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;n=e-(f[64571]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,l)|0;n=(f[64571]|0)+n|0;b[n>>0]=a;b[n+1>>0]=a>>8;b[n+2>>0]=a>>16;b[n+3>>0]=a>>24;Xga(a,62,g,38,h);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=m;return}f[64572]=a;u=m;return}function Pr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;i=g+4|0;j=g;h=g+8|0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;l=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;l=(f[64571]|0)+l|0;b[l>>0]=6;b[l+1>>0]=0;l=f[64572]|0;k=l-(f[64571]|0)|0;f[j>>2]=l;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;k=(f[64571]|0)+k|0;b[k>>0]=a;b[k+1>>0]=a>>8;b[k+2>>0]=a>>16;b[k+3>>0]=a>>24;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,18,d,55,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Qr(a,c,e,g,h,i,j,k,l){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+80|0;w=t+64|0;x=t+60|0;v=t+71|0;B=t+68|0;A=t+56|0;z=t;y=t+70|0;r=t+28|0;o=t+8|0;m=t+52|0;n=t+48|0;f[r>>2]=a;f[r+4>>2]=c;q=r+8|0;f[q>>2]=0;s=r+12|0;f[s>>2]=0;f[r+16>>2]=0;f[o>>2]=e;f[o+4>>2]=g;e=o+8|0;f[e>>2]=0;g=o+12|0;f[g>>2]=0;f[o+16>>2]=0;k=f[k>>2]|0;f[m>>2]=k;kd(k|0);k=f[l>>2]|0;f[n>>2]=k;kd(k|0);f[A>>2]=h;p[z>>3]=i;b[y>>0]=j&1;d[B>>1]=7;k=f[64572]|0;a=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,1,v)|0;b[(f[64571]|0)+a>>0]=82;$ga(258284,B,r,o,A,z,y);a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;l=k-(f[64571]|0)|0;f[x>>2]=k;b[v>>0]=0;f[w>>2]=f[x>>2];Zga(258284,w,4,v)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;Xga(a,55,m,55,n);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[n>>2]|0);fd(f[m>>2]|0);a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){c=f[o>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(a|0){c=f[g>>2]|0;if((c|0)!=(a|0))f[g>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if((a|0)==(f[s>>2]|0)){c=f[r>>2]|0;if(c){tOb(c);a=f[q>>2]|0}}if(!a){u=t;return}if((f[s>>2]|0)!=(a|0))f[s>>2]=a;sOb(a);u=t;return}function Rr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=u;u=u+64|0;p=n+32|0;q=n+28|0;o=n+56|0;r=n+40|0;k=n+24|0;i=n+20|0;l=n;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;kd(g|0);c=f[h>>2]|0;kd(c|0);l6(r,e);f[k>>2]=g;kd(g|0);f[i>>2]=c;kd(c|0);a=f[64572]|0;e=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;a=e-(f[64571]|0)|0;f[q>>2]=e;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=9;b[a+1>>0]=0;aha(258284,r,l,d);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[q>>2]=d;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,96,k,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);fd(c|0);fd(g|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Sr(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+64|0;l=r+36|0;m=r+24|0;n=r+56|0;k=r;i=r+40|0;o=r+32|0;q=r+28|0;Kha(k);l6(i,e);j=~~+p[k+8>>3]>>>0;k=~~+p[k+16>>3]>>>0;e=f[g>>2]|0;f[o>>2]=e;kd(e|0);e=f[h>>2]|0;f[q>>2]=e;kd(e|0);e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,1,n)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;e=g-(f[64571]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=10;b[e+1>>0]=0;e=f[64572]|0;g=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,16,n)|0;e=f[64571]|0;g=e+g|0;h=i;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));i=f[64572]|0;f[m>>2]=i;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+(i-e)|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;a=f[64572]|0;e=a-(f[64571]|0)|0;f[m>>2]=a;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=c;b[e+1>>0]=c>>8;b[e+2>>0]=c>>16;b[e+3>>0]=c>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[64572]|0;c=e-(f[64571]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;c=(f[64571]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[64572]|0;e=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=k;b[e+1>>0]=k>>8;b[e+2>>0]=k>>16;b[e+3>>0]=k>>24;e=(f[64570]|0)+1|0;f[64570]=e;c=f[64572]|0;d=c-(f[64571]|0)|0;f[m>>2]=c;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(258284,l,4,n)|0;n=(f[64571]|0)+d|0;b[n>>0]=e;b[n+1>>0]=e>>8;b[n+2>>0]=e>>16;b[n+3>>0]=e>>24;Xga(e,96,o,55,q);e=f[64571]|0;pc(e|0,e+((f[64572]|0)-e)|0);e=f[64571]|0;if((f[64572]|0)==(e|0)){q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}f[64572]=e;q=f[q>>2]|0;fd(q|0);q=f[o>>2]|0;fd(q|0);u=r;return}function Tr(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+64|0;m=s+36|0;n=s+24|0;o=s+56|0;l=s;j=s+40|0;q=s+32|0;r=s+28|0;Kha(l);l6(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=11;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,16,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+16|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+(j-g)|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=k;b[d+1>>0]=k>>8;b[d+2>>0]=k>>16;b[d+3>>0]=k>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=l;b[g+1>>0]=l>>8;b[g+2>>0]=l>>16;b[g+3>>0]=l>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,96,q,55,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Ur(a,c,d,e,g){a=a|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+48|0;i=o+12|0;j=o;k=o+32|0;h=o+16|0;l=o+8|0;m=o+4|0;l6(h,d);d=f[e>>2]|0;f[l>>2]=d;kd(d|0);d=f[g>>2]|0;f[m>>2]=d;kd(d|0);d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,k)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;d=e-(f[64571]|0)|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,k)|0;d=(f[64571]|0)+d|0;b[d>>0]=12;b[d+1>>0]=0;d=f[64572]|0;e=d-(f[64571]|0)|0;f[j>>2]=d;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,16,k)|0;d=f[64571]|0;e=d+e|0;g=h;h=e+16|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));e=f[64572]|0;f[j>>2]=e;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,12,k)|0;e=(f[64571]|0)+(e-d)|0;g=a;h=e+12|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));h=f[64572]|0;d=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;d=(f[64571]|0)+d|0;n[s>>2]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];d=(f[64570]|0)+1|0;f[64570]=d;h=f[64572]|0;a=h-(f[64571]|0)|0;f[j>>2]=h;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,k)|0;k=(f[64571]|0)+a|0;b[k>>0]=d;b[k+1>>0]=d>>8;b[k+2>>0]=d>>16;b[k+3>>0]=d>>24;Xga(d,96,l,55,m);d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}f[64572]=d;m=f[m>>2]|0;fd(m|0);m=f[l>>2]|0;fd(m|0);u=o;return}function Vr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=13;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Wr(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=14;b[c+1>>0]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;bha(258284,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Xr(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=15;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,55,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Yr(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=16;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Zr(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0;i=u;u=u+16|0;k=i+4|0;l=i;j=i+8|0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+o>>0]=82;o=f[64572]|0;m=o-(f[64571]|0)|0;f[l>>2]=o;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;m=(f[64571]|0)+m|0;b[m>>0]=17;b[m+1>>0]=0;m=f[64572]|0;o=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;m=a;p=m;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;a=(f[64571]|0)+o|0;o=a;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;a=a+4|0;b[a>>0]=m;b[a+1>>0]=m>>8;b[a+2>>0]=m>>16;b[a+3>>0]=m>>24;a=f[64572]|0;m=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,8,j)|0;a=c;o=a;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;a=a+4|0;a=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;m=(f[64571]|0)+m|0;c=m;b[c>>0]=o;b[c+1>>0]=o>>8;b[c+2>>0]=o>>16;b[c+3>>0]=o>>24;m=m+4|0;b[m>>0]=a;b[m+1>>0]=a>>8;b[m+2>>0]=a>>16;b[m+3>>0]=a>>24;m=f[64572]|0;a=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;a=(f[64571]|0)+a|0;n[s>>2]=d;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=(f[64570]|0)+1|0;f[64570]=a;m=f[64572]|0;c=m-(f[64571]|0)|0;f[l>>2]=m;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,55,e,14,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=i;return}f[64572]=a;u=i;return}function _r(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=18;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function $r(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=19;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function as(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=20;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function bs(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+144|0;k=i+132|0;l=i+128|0;j=i+136|0;h=i;e=i+124|0;g=i+120|0;_6(h,a);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[d>>2]|0;f[g>>2]=a;kd(a|0);a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;a=(f[64571]|0)+a|0;b[a>>0]=21;b[a+1>>0]=0;dha(258284,h);a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,4,j)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,28,e,28,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[g>>2]|0);fd(f[e>>2]|0);a=h+92|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+80|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+32|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);a=h+4|0;if((b[a+11>>0]|0)>=0){u=i;return}sOb(f[a>>2]|0);u=i;return}function cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=22;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ds(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=23;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function es(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=24;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function fs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=25;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,4,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function gs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=u;u=u+32|0;i=g+12|0;j=g+4|0;h=g+16|0;d=g+8|0;e=g;a=f[a>>2]|0;f[d>>2]=a;kd(a|0);a=f[c>>2]|0;f[e>>2]=a;kd(a|0);a=f[64572]|0;k=a-(f[64571]|0)|0;f[j>>2]=a;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;a=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;a=(f[64571]|0)+a|0;b[a>>0]=26;b[a+1>>0]=0;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;c=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;c=(f[64571]|0)+c|0;b[c>>0]=a;b[c+1>>0]=a>>8;b[c+2>>0]=a>>16;b[c+3>>0]=a>>24;Xga(a,48,d,0,e);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}f[64572]=a;k=f[e>>2]|0;fd(k|0);k=f[d>>2]|0;fd(k|0);u=g;return}function hs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=27;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,52,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=28;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,86,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function js(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=29;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ks(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=30;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ls(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=31;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ms(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=32;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,96,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ns(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=33;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function os(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=34;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ps(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=35;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,2,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function qs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=36;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=37;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ss(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=38;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ts(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=39;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function us(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=40;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function vs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=41;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ws(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=42;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,82,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function xs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=43;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function ys(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=44;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,83,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function zs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=45;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,0,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function As(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=46;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,46,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Bs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=47;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,47,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Cs(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=49;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,1,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Ds(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=50;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Es(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=51;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,19,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Fs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;j=h+4|0;k=h;i=h+8|0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+l>>0]=82;l=f[64572]|0;m=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,2,i)|0;m=(f[64571]|0)+m|0;b[m>>0]=52;b[m+1>>0]=0;m=f[64572]|0;l=m-(f[64571]|0)|0;f[k>>2]=m;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;l=(f[64571]|0)+l|0;b[l>>0]=a;b[l+1>>0]=a>>8;b[l+2>>0]=a>>16;b[l+3>>0]=a>>24;l=f[64572]|0;a=l-(f[64571]|0)|0;f[k>>2]=l;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=c&1;c=f[64572]|0;a=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,1,i)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;c=f[64572]|0;d=c-(f[64571]|0)|0;f[k>>2]=c;b[i>>0]=0;f[j>>2]=f[k>>2];Zga(258284,j,4,i)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;Xga(a,21,e,96,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=h;return}f[64572]=a;u=h;return}function Gs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=53;b[a+1>>0]=0;cha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,22,h,13,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Hs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=54;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Is(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;d=u;u=u+16|0;i=d+4|0;j=d;h=d+8|0;e=f[64572]|0;k=e-(f[64571]|0)|0;f[j>>2]=e;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;e=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;e=(f[64571]|0)+e|0;b[e>>0]=55;b[e+1>>0]=0;e=(f[64570]|0)+1|0;f[64570]=e;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;Xga(e,78,a,0,c);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function Js(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=56;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ks(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+32|0;k=i+24|0;l=i+20|0;j=i+28|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;c=a-(f[64571]|0)|0;f[l>>2]=a;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,2,j)|0;c=(f[64571]|0)+c|0;b[c>>0]=57;b[c+1>>0]=0;bha(258284,g);c=f[64572]|0;a=c-(f[64571]|0)|0;f[l>>2]=c;b[j>>0]=0;f[k>>2]=f[l>>2];Zga(258284,k,1,j)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=i;return}function Ls(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=58;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ms(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=59;b[a+1>>0]=0;eha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,10,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=l;return}function Ns(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=60;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Os(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;n=u;u=u+48|0;p=n+36|0;q=n+32|0;o=n+42|0;s=n+40|0;r=n+20|0;l=n;i=n+28|0;j=n+24|0;f[l>>2]=a;f[l+4>>2]=c;k=l+8|0;f[k>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;g=f[g>>2]|0;f[i>>2]=g;kd(g|0);g=f[h>>2]|0;f[j>>2]=g;kd(g|0);f[r>>2]=e;d[s>>1]=61;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=82;fha(258284,s,l,r);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,53,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[k>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[k>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a);u=n;return}function Ps(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=62;b[e+1>>0]=0;gha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,11,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Qs(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+48|0;o=m+32|0;p=m+24|0;n=m+36|0;k=m;i=m+28|0;j=m+20|0;f[k>>2]=a;f[k+4>>2]=c;h=k+8|0;f[h>>2]=0;l=k+12|0;f[l>>2]=0;f[k+16>>2]=0;e=f[e>>2]|0;f[i>>2]=e;kd(e|0);e=f[g>>2]|0;f[j>>2]=e;kd(e|0);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=82;a=f[64572]|0;e=a-(f[64571]|0)|0;f[p>>2]=a;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,2,n)|0;e=(f[64571]|0)+e|0;b[e>>0]=63;b[e+1>>0]=0;hha(258284,k);e=f[64572]|0;a=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,1,n)|0;b[(f[64571]|0)+a>>0]=d&1;a=(f[64570]|0)+1|0;f[64570]=a;e=f[64572]|0;g=e-(f[64571]|0)|0;f[p>>2]=e;b[n>>0]=0;f[o>>2]=f[p>>2];Zga(258284,o,4,n)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,55,i,12,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[h>>2]|0;if((a|0)==(f[l>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[h>>2]|0}}if(!a){u=m;return}c=f[l>>2]|0;if((c|0)!=(a|0))f[l>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=m;return}function Rs(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+48|0;n=l+32|0;o=l+28|0;m=l+36|0;j=l;h=l+24|0;i=l+20|0;f[j>>2]=a;f[j+4>>2]=c;g=j+8|0;f[g>>2]=0;k=j+12|0;f[k>>2]=0;f[j+16>>2]=0;a=f[d>>2]|0;f[h>>2]=a;kd(a|0);a=f[e>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;d=a-(f[64571]|0)|0;f[o>>2]=a;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,1,m)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;a=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,2,m)|0;a=(f[64571]|0)+a|0;b[a>>0]=64;b[a+1>>0]=0;iha(258284,j);a=(f[64570]|0)+1|0;f[64570]=a;d=f[64572]|0;e=d-(f[64571]|0)|0;f[o>>2]=d;b[m>>0]=0;f[n>>2]=f[o>>2];Zga(258284,n,4,m)|0;e=(f[64571]|0)+e|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;Xga(a,55,h,14,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[h>>2]|0);a=f[g>>2]|0;if((a|0)==(f[k>>2]|0)){c=f[j>>2]|0;if(c){tOb(c);a=f[g>>2]|0}}if(!a){u=l;return}c=f[k>>2]|0;if((c|0)!=(a|0))f[k>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=l;return}function Ss(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=65;b[a+1>>0]=0;bha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Ts(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+48|0;p=n+32|0;q=n+20|0;o=n+36|0;l=n;k=n+28|0;i=n+24|0;f[l>>2]=a;f[l+4>>2]=c;j=l+8|0;f[j>>2]=0;m=l+12|0;f[m>>2]=0;f[l+16>>2]=0;a=f[g>>2]|0;f[k>>2]=a;kd(a|0);a=f[h>>2]|0;f[i>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,2,o)|0;a=(f[64571]|0)+a|0;b[a>>0]=66;b[a+1>>0]=0;jha(258284,l);a=f[64572]|0;g=a-(f[64571]|0)|0;f[q>>2]=a;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+g>>0]=d&1;g=f[64572]|0;a=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,1,o)|0;b[(f[64571]|0)+a>>0]=e&1;a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[q>>2]=g;b[o>>0]=0;f[p>>2]=f[q>>2];Zga(258284,p,4,o)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,k,18,i);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[i>>2]|0);fd(f[k>>2]|0);a=f[j>>2]|0;if((a|0)==(f[m>>2]|0)){c=f[l>>2]|0;if(c){tOb(c);a=f[j>>2]|0}}if(!a){u=n;return}c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=n;return}function Us(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=68;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Vs(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+64|0;q=o+52|0;r=o+48|0;p=o+56|0;m=o+20|0;k=o;i=o+44|0;j=o+40|0;f[m>>2]=a;f[m+4>>2]=c;l=m+8|0;f[l>>2]=0;n=m+12|0;f[n>>2]=0;f[m+16>>2]=0;f[k>>2]=d;f[k+4>>2]=e;d=k+8|0;f[d>>2]=0;e=k+12|0;f[e>>2]=0;f[k+16>>2]=0;a=f[g>>2]|0;f[i>>2]=a;kd(a|0);a=f[h>>2]|0;f[j>>2]=a;kd(a|0);a=f[64572]|0;g=a-(f[64571]|0)|0;f[r>>2]=a;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,1,p)|0;b[(f[64571]|0)+g>>0]=82;g=f[64572]|0;a=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,2,p)|0;a=(f[64571]|0)+a|0;b[a>>0]=69;b[a+1>>0]=0;kha(258284,m);lha(258284,k);a=(f[64570]|0)+1|0;f[64570]=a;g=f[64572]|0;h=g-(f[64571]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(258284,q,4,p)|0;h=(f[64571]|0)+h|0;b[h>>0]=a;b[h+1>>0]=a>>8;b[h+2>>0]=a>>16;b[h+3>>0]=a>>24;Xga(a,55,i,55,j);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;fd(f[j>>2]|0);fd(f[i>>2]|0);a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[k>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(a|0){c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[l>>2]|0;if((a|0)==(f[n>>2]|0)){c=f[m>>2]|0;if(c){tOb(c);a=f[l>>2]|0}}if(!a){u=o;return}c=f[n>>2]|0;if((c|0)!=(a|0))f[n>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a);u=o;return}function Ws(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=70;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Xs(){var a=0,c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c+4|0;g=c;d=c+8|0;a=f[64572]|0;h=a-(f[64571]|0)|0;f[g>>2]=a;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,1,d)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;a=h-(f[64571]|0)|0;f[g>>2]=h;b[d>>0]=0;f[e>>2]=f[g>>2];Zga(258284,e,2,d)|0;a=(f[64571]|0)+a|0;b[a>>0]=71;b[a+1>>0]=0;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ys(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+96|0;m=s+84|0;n=s+72|0;o=s+88|0;l=s+48|0;j=s;q=s+80|0;r=s+76|0;Kha(l);E8(j,g);k=~~+p[l+8>>3]>>>0;l=~~+p[l+16>>3]>>>0;g=f[h>>2]|0;f[q>>2]=g;kd(g|0);g=f[i>>2]|0;f[r>>2]=g;kd(g|0);g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+h>>0]=82;h=f[64572]|0;g=h-(f[64571]|0)|0;f[n>>2]=h;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,2,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=72;b[g+1>>0]=0;g=f[64572]|0;h=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,48,o)|0;g=f[64571]|0;h=g+h|0;i=j;j=h+48|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(j|0));j=f[64572]|0;f[n>>2]=j;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,1,o)|0;b[(f[64571]|0)+(j-g)>>0]=a;a=f[64572]|0;g=a-(f[64571]|0)|0;f[n>>2]=a;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=c;b[g+1>>0]=c>>8;b[g+2>>0]=c>>16;b[g+3>>0]=c>>24;c=f[64572]|0;g=c-(f[64571]|0)|0;f[n>>2]=c;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=d;b[g+1>>0]=d>>8;b[g+2>>0]=d>>16;b[g+3>>0]=d>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=k;b[g+1>>0]=k>>8;b[g+2>>0]=k>>16;b[g+3>>0]=k>>24;g=f[64572]|0;d=g-(f[64571]|0)|0;f[n>>2]=g;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;d=(f[64571]|0)+d|0;b[d>>0]=l;b[d+1>>0]=l>>8;b[d+2>>0]=l>>16;b[d+3>>0]=l>>24;d=f[64572]|0;g=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;g=(f[64571]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=(f[64570]|0)+1|0;f[64570]=g;d=f[64572]|0;e=d-(f[64571]|0)|0;f[n>>2]=d;b[o>>0]=0;f[m>>2]=f[n>>2];Zga(258284,m,4,o)|0;o=(f[64571]|0)+e|0;b[o>>0]=g;b[o+1>>0]=g>>8;b[o+2>>0]=g>>16;b[o+3>>0]=g>>24;Xga(g,90,q,0,r);g=f[64571]|0;pc(g|0,g+((f[64572]|0)-g)|0);g=f[64571]|0;if((f[64572]|0)==(g|0)){r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}f[64572]=g;r=f[r>>2]|0;fd(r|0);r=f[q>>2]|0;fd(r|0);u=s;return}function Zs(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=73;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function _s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=74;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $s(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=75;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function at(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=76;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=77;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=78;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function dt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=79;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function et(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=80;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=81;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=82;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ht(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=83;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function it(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=84;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function jt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=85;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=86;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=87;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function mt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=88;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,16,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+16|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function nt(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;k=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;k=(f[64571]|0)+k|0;b[k>>0]=89;b[k+1>>0]=0;k=f[64572]|0;j=k-(f[64571]|0)|0;f[i>>2]=k;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=a;b[j+1>>0]=a>>8;b[j+2>>0]=a>>16;b[j+3>>0]=a>>24;a=f[64572]|0;j=a-(f[64571]|0)|0;f[i>>2]=a;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,4,g)|0;j=(f[64571]|0)+j|0;n[s>>2]=c;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];j=f[64572]|0;a=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+a>>0]=d;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function ot(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=90;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;b[a>>0]=c;b[a+1>>0]=c>>8;b[a+2>>0]=c>>16;b[a+3>>0]=c>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=91;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qt(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+i>>0]=82;i=f[64572]|0;j=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;j=(f[64571]|0)+j|0;b[j>>0]=92;b[j+1>>0]=0;j=f[64572]|0;i=j-(f[64571]|0)|0;f[h>>2]=j;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=a;b[i+1>>0]=a>>8;b[i+2>>0]=a>>16;b[i+3>>0]=a>>24;i=f[64572]|0;a=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;a=(f[64571]|0)+a|0;n[s>>2]=c;b[a>>0]=b[s>>0];b[a+1>>0]=b[s+1>>0];b[a+2>>0]=b[s+2>>0];b[a+3>>0]=b[s+3>>0];a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=d;return}f[64572]=a;u=d;return}function rt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=93;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function st(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=94;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function tt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=95;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ut(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=96;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=97;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function wt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;i=e+4|0;j=e;h=e+8|0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,2,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=99;b[g+1>>0]=0;g=f[64572]|0;k=g-(f[64571]|0)|0;f[j>>2]=g;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,1,h)|0;b[(f[64571]|0)+k>>0]=a&1;a=(f[64570]|0)+1|0;f[64570]=a;k=f[64572]|0;g=k-(f[64571]|0)|0;f[j>>2]=k;b[h>>0]=0;f[i>>2]=f[j>>2];Zga(258284,i,4,h)|0;g=(f[64571]|0)+g|0;b[g>>0]=a;b[g+1>>0]=a>>8;b[g+2>>0]=a>>16;b[g+3>>0]=a>>24;Xga(a,0,c,0,d);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=100;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function yt(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+4|0;h=k;i=k+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,i)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[h>>2]=j;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,i)|0;e=(f[64571]|0)+e|0;b[e>>0]=101;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[h>>2]=e;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=c;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64572]|0;j=a-(f[64571]|0)|0;f[h>>2]=a;b[i>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,i)|0;j=(f[64571]|0)+j|0;a=d;e=j+12|0;do{b[j>>0]=b[a>>0]|0;j=j+1|0;a=a+1|0}while((j|0)<(e|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=k;return}f[64572]=a;u=k;return}function zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=102;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function At(a,c){a=+a;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;h=e+4|0;i=e;g=e+8|0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;d=(f[64571]|0)+d|0;b[d>>0]=103;b[d+1>>0]=0;d=f[64572]|0;j=d-(f[64571]|0)|0;f[i>>2]=d;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;d=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;d=(f[64571]|0)+d|0;p[s>>3]=c;b[d>>0]=b[s>>0];b[d+1>>0]=b[s+1>>0];b[d+2>>0]=b[s+2>>0];b[d+3>>0]=b[s+3>>0];b[d+4>>0]=b[s+4>>0];b[d+5>>0]=b[s+5>>0];b[d+6>>0]=b[s+6>>0];b[d+7>>0]=b[s+7>>0];d=f[64571]|0;pc(d|0,d+((f[64572]|0)-d)|0);d=f[64571]|0;if((f[64572]|0)==(d|0)){u=e;return}f[64572]=d;u=e;return}function Bt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=104;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ct(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=105;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Dt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=106;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Et(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;d=c+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=107;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,d)|0;d=a;g=f[d>>2]|0;d=f[d+4>>2]|0;a=(f[64571]|0)+e|0;e=a;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;a=a+4|0;b[a>>0]=d;b[a+1>>0]=d>>8;b[a+2>>0]=d>>16;b[a+3>>0]=d>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ft(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=108;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Gt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=109;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Ht(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=110;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function It(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=111;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Jt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=112;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Kt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=113;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Lt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=114;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Mt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=115;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Nt(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=116;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function Ot(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=117;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Pt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=118;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Qt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=119;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function Rt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=120;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function St(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=121;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,24,d)|0;d=f[64571]|0;e=d+e|0;c=e+24|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Tt(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;d=l+4|0;e=l;g=l+8|0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,1,g)|0;b[(f[64571]|0)+k>>0]=82;k=f[64572]|0;j=k-(f[64571]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,2,g)|0;j=(f[64571]|0)+j|0;b[j>>0]=122;b[j+1>>0]=0;j=f[64572]|0;k=j-(f[64571]|0)|0;f[e>>2]=j;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;j=f[64571]|0;k=j+k|0;h=a;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));k=f[64572]|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(258284,d,24,g)|0;a=f[64571]|0;k=a+(k-j)|0;h=c;i=k+24|0;do{b[k>>0]=b[h>>0]|0;k=k+1|0;h=h+1|0}while((k|0)<(i|0));pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=l;return}f[64572]=a;u=l;return}function Ut(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=128;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Vt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=129;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Wt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=130;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Xt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=131;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Yt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=132;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function Zt(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=133;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function _t(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=134;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function $t(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=135;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function au(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=136;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function bu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=137;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function cu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=138;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function du(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=139;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function eu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+16|0;c=g+4|0;h=g;d=g+8|0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,1,d)|0;b[(f[64571]|0)+e>>0]=82;e=f[64572]|0;i=e-(f[64571]|0)|0;f[h>>2]=e;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,2,d)|0;i=(f[64571]|0)+i|0;b[i>>0]=140;b[i+1>>0]=0;i=f[64572]|0;e=i-(f[64571]|0)|0;f[h>>2]=i;b[d>>0]=0;f[c>>2]=f[h>>2];Zga(258284,c,16,d)|0;d=f[64571]|0;e=d+e|0;c=e+16|0;do{b[e>>0]=b[a>>0]|0;e=e+1|0;a=a+1|0}while((e|0)<(c|0));pc(d|0,d+((f[64572]|0)-d)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=g;return}f[64572]=a;u=g;return}function fu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=141;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function gu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=142;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function hu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=143;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function iu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=144;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ju(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=145;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function ku(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=146;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function lu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=147;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function mu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=148;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function nu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=149;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ou(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=151;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,8,e)|0;c=(f[64571]|0)+c|0;p[s>>3]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];b[c+4>>0]=b[s+4>>0];b[c+5>>0]=b[s+5>>0];b[c+6>>0]=b[s+6>>0];b[c+7>>0]=b[s+7>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function pu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=152;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function qu(a,c){a=+a;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=u;u=u+16|0;h=d+4|0;i=d;g=d+8|0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+j>>0]=82;j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,2,g)|0;e=(f[64571]|0)+e|0;b[e>>0]=153;b[e+1>>0]=0;e=f[64572]|0;j=e-(f[64571]|0)|0;f[i>>2]=e;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,8,g)|0;j=(f[64571]|0)+j|0;p[s>>3]=a;b[j>>0]=b[s>>0];b[j+1>>0]=b[s+1>>0];b[j+2>>0]=b[s+2>>0];b[j+3>>0]=b[s+3>>0];b[j+4>>0]=b[s+4>>0];b[j+5>>0]=b[s+5>>0];b[j+6>>0]=b[s+6>>0];b[j+7>>0]=b[s+7>>0];j=f[64572]|0;e=j-(f[64571]|0)|0;f[i>>2]=j;b[g>>0]=0;f[h>>2]=f[i>>2];Zga(258284,h,1,g)|0;b[(f[64571]|0)+e>>0]=c;c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function ru(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=154;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function su(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;j=i+20|0;k=i+22|0;g=i;f[g>>2]=a;f[g+4>>2]=c;e=g+8|0;f[e>>2]=0;h=g+12|0;f[h>>2]=0;f[g+16>>2]=0;d[j>>1]=155;b[k>>0]=82;mha(258284,k,j,g);a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)!=(a|0))f[64572]=a;a=f[e>>2]|0;if((a|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[e>>2]|0}}if(!a){u=i;return}c=f[h>>2]|0;if((c|0)!=(a|0))f[h>>2]=c+(~(((c+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=i;return}function tu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=156;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;d=(f[64571]|0)+d|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function uu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=157;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function vu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;g=c+4|0;h=c;e=c+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=158;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+d>>0]=a&1;a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=c;return}f[64572]=a;u=c;return}function wu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=159;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function xu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=160;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function yu(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;g=d+4|0;h=d;e=d+8|0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,e)|0;b[(f[64571]|0)+c>>0]=82;c=f[64572]|0;i=c-(f[64571]|0)|0;f[h>>2]=c;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,e)|0;i=(f[64571]|0)+i|0;b[i>>0]=161;b[i+1>>0]=0;i=f[64572]|0;c=i-(f[64571]|0)|0;f[h>>2]=i;b[e>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,4,e)|0;c=(f[64571]|0)+c|0;n[s>>2]=a;b[c>>0]=b[s>>0];b[c+1>>0]=b[s+1>>0];b[c+2>>0]=b[s+2>>0];b[c+3>>0]=b[s+3>>0];c=f[64571]|0;pc(c|0,c+((f[64572]|0)-c)|0);c=f[64571]|0;if((f[64572]|0)==(c|0)){u=d;return}f[64572]=c;u=d;return}function zu(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+4|0;h=e;c=e+8|0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,1,c)|0;b[(f[64571]|0)+d>>0]=82;d=f[64572]|0;i=d-(f[64571]|0)|0;f[h>>2]=d;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,2,c)|0;i=(f[64571]|0)+i|0;b[i>>0]=123;b[i+1>>0]=0;i=f[64572]|0;d=i-(f[64571]|0)|0;f[h>>2]=i;b[c>>0]=0;f[g>>2]=f[h>>2];Zga(258284,g,12,c)|0;d=(f[64571]|0)+d|0;c=d+12|0;do{b[d>>0]=b[a>>0]|0;d=d+1|0;a=a+1|0}while((d|0)<(c|0));a=f[64571]|0;pc(a|0,a+((f[64572]|0)-a)|0);a=f[64571]|0;if((f[64572]|0)==(a|0)){u=e;return}f[64572]=a;u=e;return}function Au(a){a=a|0;a:{Oc(10720,54131,7,26952,118557,7,53);Oc(10720,54162,7,27012,118557,8,54);Oc(10720,54185,8,27072,120275,1,28);Oc(10720,54210,6,27136,120558,1,2);Oc(10720,54231,1,26256,115815,1501,21);Oc(10720,54243,4,26540,117549,64,91);Oc(10720,54263,5,26724,118161,44,129);Oc(10720,54280,1,26256,115815,1501,22);Oc(10720,54295,6,27224,121154,1,2);Oc(10720,54309,1,26256,115815,1501,23);Oc(10720,54323,2,26260,117481,844,1575);Oc(10720,54342,2,27248,121162,53,34);Oc(10720,54350,4,27288,117549,70,92);Oc(10720,54362,3,27304,116488,72,897);Oc(10720,54389,3,27304,116488,72,898);Oc(10720,54415,3,27304,116488,72,899);Oc(10720,54435,3,27304,116488,72,900);Oc(10720,54457,3,27304,116488,72,901);Oc(10720,54474,5,26724,118161,44,130);Oc(10720,54493,3,27304,116488,72,902);Oc(10720,54514,3,27304,116488,72,903);Oc(10720,54530,3,27304,116488,72,904);Oc(10720,54565,3,27304,116488,72,905);Oc(10720,54596,3,27304,116488,72,906);Oc(10720,54626,3,27304,116488,72,907);Oc(10720,54652,3,27304,116488,72,908);Oc(10720,54678,3,27304,116488,72,909);Oc(10720,54716,3,27304,116488,72,910);Oc(10720,54732,3,27304,116488,72,911);Oc(10720,54754,3,27304,116488,72,912);Oc(10720,54775,3,27304,116488,72,913);Oc(10720,54814,3,27304,116488,72,914);Oc(10720,54830,3,27304,116488,72,915);Oc(10720,54846,3,27304,116488,72,916);Oc(10720,54860,3,27304,116488,72,917);Oc(10720,54873,3,27304,116488,72,918);Oc(10720,54890,3,27304,116488,72,919);Oc(10720,54907,3,27304,116488,72,920);Oc(10720,54921,3,27304,116488,72,921);Oc(10720,54941,3,27304,116488,72,922);Oc(10720,54958,2,27348,117481,876,1576);Oc(10720,54990,6,27388,122507,25,94);Oc(10720,55010,6,27388,122507,25,95);Oc(10720,55026,5,26724,118161,44,131);Oc(10720,55053,1,26256,115815,1501,24);Oc(10720,55066,3,27304,116488,72,923);Oc(10720,55082,1,26256,115815,1501,25);Oc(10720,55094,4,27476,117549,73,93);Oc(10720,55115,1,26256,115815,1501,26);Oc(10720,55140,5,26724,118161,44,132);Oc(10720,55162,2,26260,117481,844,1577);Oc(10720,55174,6,27556,122507,26,96);Oc(10720,55196,6,27612,122507,27,97);Oc(10720,55210,6,27612,122507,27,98);Oc(10720,55224,5,26724,118161,44,133);Oc(10720,55241,7,27732,118557,10,55);Oc(10720,55262,7,27732,118557,10,56);Oc(10720,55290,1,26256,115815,1501,27);Oc(10720,55303,7,27824,118557,11,57);Oc(10720,55316,1,26256,115815,1501,28);Oc(10720,55330,1,26256,115815,1501,29);Oc(10720,55344,8,27852,120275,2,29);Oc(10720,55362,2,27884,117481,878,1578);Oc(10720,55383,2,27248,121162,53,35);Oc(10720,55407,2,27248,121162,53,36);Oc(10720,55439,2,26260,117481,844,1579);Oc(10720,55470,2,27248,121162,53,37);Oc(10720,55498,2,27248,121162,53,38);Oc(10720,55530,2,27348,117481,876,1580);Oc(10720,55557,2,27248,121162,53,39);Oc(10720,55586,2,26260,117481,844,1581);Oc(10720,55615,2,27248,121162,53,40);Oc(10720,55642,2,27248,121162,53,41);Oc(10720,55668,2,26260,117481,844,1582);Oc(10720,55695,2,27892,117481,879,1583);Oc(10720,55715,2,27348,117481,876,1584);Oc(10720,55735,2,27900,117481,880,1585);Oc(10720,55754,3,27908,116488,74,924);Oc(10720,55776,4,27920,126199,1,4);Oc(10720,55797,3,27936,116488,75,925);Oc(10720,55817,2,27348,117481,876,1586);Oc(10720,55833,3,27948,115822,16,57);Oc(10720,55851,2,27248,121162,53,42);Oc(10720,55874,2,26260,117481,844,1587);Oc(10720,55893,2,27248,121162,53,43);Oc(10720,55911,2,27248,121162,53,44);Oc(10720,55938,2,27900,117481,880,1588);Oc(10720,55962,4,27960,117549,76,94);Oc(10720,55988,2,27348,117481,876,1589);Oc(10720,56007,4,27976,117549,77,95);Oc(10720,56027,2,26260,117481,844,1590);Oc(10720,56042,3,27992,126205,9,3);Oc(10720,56063,2,27248,121162,53,45);Oc(10720,56079,2,27248,121162,53,46);Oc(10720,56096,2,27248,121162,53,47);Oc(10720,56118,2,28004,117481,883,1591);Oc(10720,56138,2,27348,117481,876,1592);Oc(10720,56165,2,28012,117481,884,1593);Oc(10720,56182,2,27892,117481,879,1594);Oc(10720,56194,2,27248,121162,53,48);Oc(10720,56229,2,27248,121162,53,49);Oc(10720,56260,2,26260,117481,844,1595);Oc(10720,56290,2,27348,117481,876,1596);Oc(10720,56316,2,27248,121162,53,50);Oc(10720,56342,2,27248,121162,53,51);Oc(10720,56380,2,27348,117481,876,1597);Oc(10720,56396,2,27348,117481,876,1598);Oc(10720,56418,2,26260,117481,844,1599);Oc(10720,56436,2,27348,117481,876,1600);Oc(10720,56457,2,28020,117481,885,1601);Oc(10720,56472,3,28028,116488,78,926);Oc(10720,56499,2,27900,117481,880,1602);Oc(10720,56528,2,27900,117481,880,1603);Oc(10720,56569,2,27900,117481,880,1604);Oc(10720,56613,2,27900,117481,880,1605);Oc(10720,56655,2,27900,117481,880,1606);Oc(10720,56700,2,27900,117481,880,1607);Oc(10720,56730,2,27248,121162,53,52);Oc(10720,56762,2,27900,117481,880,1608);Oc(10720,56789,2,27892,117481,879,1609);Oc(10720,56817,2,27900,117481,880,1610);Oc(10720,56851,2,27900,117481,880,1611);Oc(10720,56879,2,27892,117481,879,1612);Oc(10720,56908,2,27900,117481,880,1613);Oc(10720,56943,2,27892,117481,879,1614);Oc(10720,56960,2,27348,117481,876,1615);Oc(10720,56981,2,27348,117481,876,1616);Oc(10720,57020,2,28040,126210,55,53);Oc(10720,57060,2,27348,117481,876,1617);Oc(10720,57079,2,27348,117481,876,1618);Oc(10720,57095,2,26260,117481,844,1619);Oc(10720,57108,2,26260,117481,844,1620);Oc(10720,57124,2,28040,126210,55,54);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57140,2,28040,126210,55,55);Oc(10720,57167,2,27892,117481,879,1621);Oc(10720,57181,3,28048,126214,2,3);Oc(10720,57194,2,27348,117481,876,1622);Oc(10720,57211,3,27936,116488,75,927);Oc(10720,57234,2,28012,117481,884,1623);Oc(10720,57252,2,27884,117481,878,1624);Oc(10720,57271,2,27348,117481,876,1625);Oc(10720,57292,2,27248,121162,53,56);Oc(10720,57313,2,27248,121162,53,57);Oc(10720,57336,2,27248,121162,53,58);Oc(10720,57368,2,27884,117481,878,1626);Oc(10720,57385,2,27348,117481,876,1627);Oc(10720,57405,2,27248,121162,53,59);Oc(10720,57424,2,27248,121162,53,60);Oc(10720,57445,2,27248,121162,53,61);Oc(10720,57475,4,28060,126219,1,2);Oc(10720,57506,3,28076,126225,3,4);Oc(10720,57538,2,26260,117481,844,1628);Oc(10720,57569,2,27348,117481,876,1629);Oc(10720,57596,2,27248,121162,53,62);Oc(10720,57625,2,27248,121162,53,63);Oc(10720,57652,2,27248,121162,53,64);Oc(10720,57680,2,26260,117481,844,1630);Oc(10720,57707,2,27884,117481,878,1631);Oc(10720,57728,2,27348,117481,876,1632);Oc(10720,57751,2,27348,117481,876,1633);Oc(10720,57791,2,27248,121162,53,65);Oc(10720,57814,2,26260,117481,844,1634);Oc(10720,57840,2,27892,117481,879,1635);Oc(10720,57855,2,27248,121162,53,66);Oc(10720,57876,3,27304,116488,72,928);Oc(10720,57896,2,27892,117481,879,1636);Oc(10720,57916,2,27900,117481,880,1637);Oc(10720,57938,2,27892,117481,879,1638);Oc(10720,57961,3,26352,116488,65,929);Oc(10720,57987,6,28152,122507,31,99);Oc(10720,58003,3,28176,115822,17,58);Oc(10720,58018,2,27892,117481,879,1639);Oc(10720,58042,5,28188,118161,51,134);Oc(10720,58058,4,28208,117549,79,96);Oc(10720,58071,1,26256,115815,1501,30);Oc(10720,58086,5,26724,118161,44,135);Oc(10720,58106,1,26256,115815,1501,31);Oc(10720,58121,1,26256,115815,1501,32);Oc(10720,58141,1,26256,115815,1501,33);Oc(10720,58157,1,26256,115815,1501,34);Oc(10720,58170,1,26256,115815,1501,35);Oc(10720,58187,1,26256,115815,1501,36);Oc(10720,58209,3,28224,116488,80,930);Oc(10720,58227,6,28236,122507,32,100);Oc(10720,58239,3,27304,116488,72,931);Oc(10720,58260,5,28292,118161,53,136);Oc(10720,58277,5,26724,118161,44,137);Oc(10720,58287,4,28344,117549,83,97);Oc(10720,58306,3,27304,116488,72,932);Oc(10720,58317,13,28392,127463,5,4);Oc(10720,58330,5,26724,118161,44,138);Oc(10720,58344,3,27304,116488,72,933);Oc(10720,58360,5,26724,118161,44,139);Oc(10720,58377,5,26724,118161,44,140);Oc(10720,58409,5,26724,118161,44,141);Oc(10720,58434,5,26724,118161,44,142);Oc(10720,58460,6,28636,122507,33,101);Oc(10720,58485,6,28636,122507,33,102);Oc(10720,58511,4,28692,117549,89,98);Oc(10720,58511,3,27304,116488,72,934);Oc(10720,58525,5,26724,118161,44,143);Oc(10720,58540,5,26724,118161,44,144);Oc(10720,58559,6,28804,122507,34,103);Oc(10720,58578,15,28828,130983,1,3);Oc(10720,58594,5,26724,118161,44,145);Oc(10720,58611,4,28952,117549,93,99);Oc(10720,58628,5,29e3,118161,57,146);Oc(10720,58657,6,29052,122507,35,104);Oc(10720,58687,17,29108,132757,1,6);Oc(10720,58704,4,26540,117549,64,100);Oc(10720,58742,4,26540,117549,64,101);Oc(10720,58775,5,29176,118161,59,147);Oc(10720,58807,5,29176,118161,59,148);Oc(10720,58842,5,29176,118161,59,149);Oc(10720,58872,5,29228,118161,60,150);Oc(10720,58916,7,29280,118557,13,58);Oc(10720,58960,6,29340,122507,37,105);Oc(10720,59004,6,29340,122507,37,106);Oc(10720,59047,10,29428,134438,1,5);Oc(10720,59047,9,29500,134747,4,10);Oc(10720,59047,8,29568,120275,4,30);Oc(10720,59067,6,29632,122507,38,107);Oc(10720,59088,6,29632,122507,38,108);Oc(10720,59124,6,29632,122507,38,109);Oc(10720,59151,7,29752,118557,15,59);Oc(10720,59173,6,29632,122507,38,110);Oc(10720,59203,6,29632,122507,38,111);Oc(10720,59228,6,29632,122507,38,112);Oc(10720,59257,6,29632,122507,38,113);Oc(10720,59284,6,29632,122507,38,114);Oc(10720,59322,6,29632,122507,38,115);Oc(10720,59350,6,29632,122507,38,116);Oc(10720,59387,5,26724,118161,44,151);Oc(10720,59427,7,29752,118557,15,60);Oc(10720,59458,8,30100,120275,5,31);Oc(10720,59496,7,29752,118557,15,61);Oc(10720,59529,8,30100,120275,5,32);Oc(10720,59558,8,30100,120275,5,33);Oc(10720,59593,8,30100,120275,5,34);Oc(10720,59621,6,29632,122507,38,117);Oc(10720,59653,6,30228,122507,42,118);Oc(10720,59689,6,29632,122507,38,119);Oc(10720,59718,6,29632,122507,38,120);Oc(10720,59746,6,30228,122507,42,121);Oc(10720,59782,6,29632,122507,38,122);Oc(10720,59811,7,30412,118557,20,62);Oc(10720,59834,6,29632,122507,38,123);Oc(10720,59859,6,29632,122507,38,124);Oc(10720,59895,7,29752,118557,15,63);Oc(10720,59919,6,29632,122507,38,125);Oc(10720,59959,6,30228,122507,42,126);Oc(10720,59996,6,29632,122507,38,127);Oc(10720,60026,6,29632,122507,38,128);Oc(10720,60057,6,29632,122507,38,129);Oc(10720,60085,6,29632,122507,38,130);Oc(10720,60122,6,29632,122507,38,131);Oc(10720,60158,8,30760,120275,6,35);Oc(10720,60193,6,29632,122507,38,132);Oc(10720,60220,7,29752,118557,15,64);Oc(10720,60249,6,30228,122507,42,133);Oc(10720,60283,7,30920,118557,22,65);Oc(10720,60314,6,29632,122507,38,134);Oc(10720,60348,5,30980,118161,91,152);Oc(10720,60375,7,30920,118557,22,66);Oc(10720,60407,6,31032,122507,48,135);Oc(10720,60429,7,31056,147448,2,6);Oc(10720,60459,6,31084,147457,1,2);Oc(10720,60486,5,30980,118161,91,153);Oc(10720,60511,5,30980,118161,91,154);Oc(10720,60540,5,30980,118161,91,155);Oc(10720,60567,5,30980,118161,91,156);Oc(10720,60605,5,30980,118161,91,157);Oc(10720,60633,5,30980,118161,91,158);Oc(10720,60670,5,30980,118161,91,159);Oc(10720,60696,8,31108,120275,7,36);Oc(10720,60725,8,31140,120275,8,37);Oc(10720,60760,8,31140,120275,8,38);Oc(10720,60788,5,30980,118161,91,160);Oc(10720,60820,5,30980,118161,91,161);Oc(10720,60849,5,30980,118161,91,162);Oc(10720,60877,8,31172,147465,1,2);Oc(10720,60905,5,30980,118161,91,163);Oc(10720,60934,8,31236,120275,9,39);Oc(10720,60957,5,28188,118161,51,164);Oc(10720,60983,6,31268,147818,5,2);Oc(10720,61007,5,28188,118161,51,165);Oc(10720,61036,5,30980,118161,91,166);Oc(10720,61076,5,30980,118161,91,167);Oc(10720,61106,5,30980,118161,91,168);Oc(10720,61137,5,30980,118161,91,169);Oc(10720,61165,5,30980,118161,91,170);Oc(10720,61202,5,30980,118161,91,171);Oc(10720,61238,14,31324,148354,2,7);Oc(10720,61262,6,31380,122507,49,136);Oc(10720,61286,5,30980,118161,91,172);Oc(10720,61307,4,31404,117549,121,102);Oc(10720,61344,5,29176,118161,59,173);Oc(10720,61368,4,26540,117549,64,103);Oc(10720,61400,4,26540,117549,64,104);Oc(10720,61429,7,31420,118557,27,67);Oc(10720,61460,4,26540,117549,64,105);Oc(10720,61490,7,30412,118557,20,68);Oc(10720,61515,5,29176,118161,59,174);Oc(10720,61541,5,29176,118161,59,175);Oc(10720,61567,2,26260,117481,844,1640);Oc(10720,61583,3,27936,116488,75,935);Oc(10720,61601,11,31480,148653,1,2);Oc(10720,61621,3,31524,116488,90,936);Oc(10720,61640,3,27304,116488,72,901);Oc(10720,61650,2,26260,117481,844,1641);Oc(10720,61709,3,27992,126205,9,4);Oc(10720,61660,5,31536,117525,2,4);Oc(10720,61727,5,26724,118161,44,176);Oc(10720,61743,5,31620,118161,137,177);Oc(10720,61765,1,26256,115815,1501,37);f[a+1544>>2]=5;break a}}function Bu(a){a=a|0;Oc(8808,54185,8,27072,120275,1,9);Oc(8808,54210,6,27136,120558,1,1);Oc(8808,54231,1,26256,115815,1501,5);Oc(8808,54243,4,26540,117549,64,70);Oc(8808,54263,5,26724,118161,44,69);Oc(8808,54280,1,26256,115815,1501,6);Oc(8808,54295,6,27224,121154,1,1);Oc(8808,54309,1,26256,115815,1501,7);Oc(8808,54323,2,26260,117481,844,1507);Oc(8808,54342,2,27248,121162,53,1);Oc(8808,54350,4,27288,117549,70,71);Oc(8808,54362,3,27304,116488,72,850);Oc(8808,54389,3,27304,116488,72,851);Oc(8808,54415,3,27304,116488,72,852);Oc(8808,54435,3,27304,116488,72,853);Oc(8808,54457,3,27304,116488,72,854);Oc(8808,54474,5,26724,118161,44,71);Oc(8808,54493,3,27304,116488,72,855);Oc(8808,54514,3,27304,116488,72,856);Oc(8808,54530,3,27304,116488,72,857);Oc(8808,54565,3,27304,116488,72,858);Oc(8808,54596,3,27304,116488,72,859);Oc(8808,54626,3,27304,116488,72,860);Oc(8808,54652,3,27304,116488,72,861);Oc(8808,54678,3,27304,116488,72,862);Oc(8808,54716,3,27304,116488,72,863);Oc(8808,54732,3,27304,116488,72,864);Oc(8808,54754,3,27304,116488,72,865);Oc(8808,54775,3,27304,116488,72,866);Oc(8808,54814,3,27304,116488,72,867);Oc(8808,54830,3,27304,116488,72,868);Oc(8808,54846,3,27304,116488,72,869);Oc(8808,54860,3,27304,116488,72,870);Oc(8808,54873,3,27304,116488,72,871);Oc(8808,54890,3,27304,116488,72,872);Oc(8808,54907,3,27304,116488,72,873);Oc(8808,54921,3,27304,116488,72,874);Oc(8808,54941,3,27304,116488,72,875);Oc(8808,54958,2,27348,117481,876,1508);Oc(8808,54990,6,27388,122507,25,45);Oc(8808,55010,6,27388,122507,25,46);Oc(8808,55026,5,26724,118161,44,72);Oc(8808,55053,1,26256,115815,1501,8);Oc(8808,55066,3,27304,116488,72,877);Oc(8808,55082,1,26256,115815,1501,9);Oc(8808,55094,4,27476,117549,73,73);Oc(8808,55115,1,26256,115815,1501,10);Oc(8808,55140,5,26724,118161,44,74);Oc(8808,55162,2,26260,117481,844,1509);Oc(8808,55174,6,27556,122507,26,47);Oc(8808,55196,6,27612,122507,27,48);Oc(8808,55210,6,27612,122507,27,49);Oc(8808,55224,5,26724,118161,44,75);Oc(8808,55241,7,27732,118557,10,28);Oc(8808,55262,7,27732,118557,10,29);Oc(8808,55290,1,26256,115815,1501,11);Oc(8808,55303,7,27824,118557,11,30);Oc(8808,55316,1,26256,115815,1501,12);Oc(8808,55330,1,26256,115815,1501,13);Oc(8808,55344,8,27852,120275,2,12);Oc(8808,55362,2,27884,117481,878,1510);Oc(8808,55383,2,27248,121162,53,2);Oc(8808,55407,2,27248,121162,53,3);Oc(8808,55439,2,26260,117481,844,1511);Oc(8808,55470,2,27248,121162,53,4);Oc(8808,55498,2,27248,121162,53,5);Oc(8808,55530,2,27348,117481,876,1512);Oc(8808,55557,2,27248,121162,53,6);Oc(8808,55586,2,26260,117481,844,1513);Oc(8808,55615,2,27248,121162,53,7);Oc(8808,55642,2,27248,121162,53,8);Oc(8808,55668,2,26260,117481,844,1514);Oc(8808,55695,2,27892,117481,879,1515);Oc(8808,55715,2,27348,117481,876,1516);Oc(8808,55735,2,27900,117481,880,1517);Oc(8808,55754,3,27908,116488,74,881);Oc(8808,55776,4,27920,126199,1,1);Oc(8808,55797,3,27936,116488,75,882);Oc(8808,55817,2,27348,117481,876,1518);Oc(8808,55833,3,27948,115822,16,54);Oc(8808,55851,2,27248,121162,53,9);Oc(8808,55874,2,26260,117481,844,1519);Oc(8808,55893,2,27248,121162,53,10);Oc(8808,55911,2,27248,121162,53,11);Oc(8808,55938,2,27900,117481,880,1520);Oc(8808,55962,4,27960,117549,76,76);Oc(8808,55988,2,27348,117481,876,1521);Oc(8808,56007,4,27976,117549,77,77);Oc(8808,56027,2,26260,117481,844,1522);Oc(8808,56042,3,27992,126205,9,1);Oc(8808,56063,2,27248,121162,53,12);Oc(8808,56079,2,27248,121162,53,13);Oc(8808,56096,2,27248,121162,53,14);Oc(8808,56118,2,28004,117481,883,1523);Oc(8808,56138,2,27348,117481,876,1524);Oc(8808,56165,2,28012,117481,884,1525);Oc(8808,56182,2,27892,117481,879,1526);Oc(8808,56194,2,27248,121162,53,15);Oc(8808,56229,2,27248,121162,53,16);Oc(8808,56260,2,26260,117481,844,1527);Oc(8808,56290,2,27348,117481,876,1528);Oc(8808,56316,2,27248,121162,53,17);Oc(8808,56342,2,27248,121162,53,18);Oc(8808,56380,2,27348,117481,876,1529);Oc(8808,56396,2,27348,117481,876,1530);Oc(8808,56418,2,26260,117481,844,1531);Oc(8808,56436,2,27348,117481,876,1532);Oc(8808,56457,2,28020,117481,885,1533);Oc(8808,56472,3,28028,116488,78,886);Oc(8808,56499,2,27900,117481,880,1534);Oc(8808,56528,2,27900,117481,880,1535);Oc(8808,56569,2,27900,117481,880,1536);Oc(8808,56613,2,27900,117481,880,1537);Oc(8808,56655,2,27900,117481,880,1538);Oc(8808,56700,2,27900,117481,880,1539);Oc(8808,56730,2,27248,121162,53,19);Oc(8808,56762,2,27900,117481,880,1540);Oc(8808,56789,2,27892,117481,879,1541);Oc(8808,56817,2,27900,117481,880,1542);Oc(8808,56851,2,27900,117481,880,1543);Oc(8808,56879,2,27892,117481,879,1544);Oc(8808,56908,2,27900,117481,880,1545);Oc(8808,56943,2,27892,117481,879,1546);Oc(8808,56960,2,27348,117481,876,1547);Oc(8808,56981,2,27348,117481,876,1548);Oc(8808,57020,2,28040,126210,55,20);Oc(8808,57060,2,27348,117481,876,1549);Oc(8808,57079,2,27348,117481,876,1550);Oc(8808,57095,2,26260,117481,844,1551);Oc(8808,57108,2,26260,117481,844,1552);Oc(8808,57124,2,28040,126210,55,21);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57140,2,28040,126210,55,22);Oc(8808,57167,2,27892,117481,879,1553);Oc(8808,57181,3,28048,126214,2,1);Oc(8808,57194,2,27348,117481,876,1554);Oc(8808,57211,3,27936,116488,75,887);Oc(8808,57234,2,28012,117481,884,1555);Oc(8808,57252,2,27884,117481,878,1556);Oc(8808,57271,2,27348,117481,876,1557);Oc(8808,57292,2,27248,121162,53,23);Oc(8808,57313,2,27248,121162,53,24);Oc(8808,57336,2,27248,121162,53,25);Oc(8808,57368,2,27884,117481,878,1558);Oc(8808,57385,2,27348,117481,876,1559);Oc(8808,57405,2,27248,121162,53,26);Oc(8808,57424,2,27248,121162,53,27);Oc(8808,57445,2,27248,121162,53,28);Oc(8808,57475,4,28060,126219,1,1);Oc(8808,57506,3,28076,126225,3,2);Oc(8808,57538,2,26260,117481,844,1560);Oc(8808,57569,2,27348,117481,876,1561);Oc(8808,57596,2,27248,121162,53,29);Oc(8808,57625,2,27248,121162,53,30);Oc(8808,57652,2,27248,121162,53,31);Oc(8808,57680,2,26260,117481,844,1562);Oc(8808,57707,2,27884,117481,878,1563);Oc(8808,57728,2,27348,117481,876,1564);Oc(8808,57751,2,27348,117481,876,1565);Oc(8808,57791,2,27248,121162,53,32);Oc(8808,57814,2,26260,117481,844,1566);Oc(8808,57840,2,27892,117481,879,1567);Oc(8808,57855,2,27248,121162,53,33);Oc(8808,57876,3,27304,116488,72,888);Oc(8808,57896,2,27892,117481,879,1568);Oc(8808,57916,2,27900,117481,880,1569);Oc(8808,57938,2,27892,117481,879,1570);Oc(8808,57961,3,26352,116488,65,889);Oc(8808,57987,6,28152,122507,31,50);Oc(8808,58003,3,28176,115822,17,56);Oc(8808,58018,2,27892,117481,879,1571);Oc(8808,58042,5,28188,118161,51,78);Oc(8808,58058,4,28208,117549,79,79);Oc(8808,58071,1,26256,115815,1501,14);Oc(8808,58086,5,26724,118161,44,80);Oc(8808,58106,1,26256,115815,1501,15);Oc(8808,58121,1,26256,115815,1501,16);Oc(8808,58141,1,26256,115815,1501,17);Oc(8808,58157,1,26256,115815,1501,18);Oc(8808,58170,1,26256,115815,1501,19);Oc(8808,58187,1,26256,115815,1501,20);Oc(8808,58209,3,28224,116488,80,890);Oc(8808,58227,6,28236,122507,32,52);Oc(8808,58239,3,27304,116488,72,891);Oc(8808,58260,5,28292,118161,53,81);Oc(8808,58277,5,26724,118161,44,82);Oc(8808,58287,4,28344,117549,83,81);Oc(8808,58306,3,27304,116488,72,892);Oc(8808,58317,13,28392,127463,5,3);Oc(8808,58330,5,26724,118161,44,84);Oc(8808,58344,3,27304,116488,72,893);Oc(8808,58360,5,26724,118161,44,85);Oc(8808,58377,5,26724,118161,44,86);Oc(8808,58409,5,26724,118161,44,87);Oc(8808,58434,5,26724,118161,44,88);Oc(8808,58460,6,28636,122507,33,54);Oc(8808,58485,6,28636,122507,33,55);Oc(8808,58511,4,28692,117549,89,82);Oc(8808,58511,3,27304,116488,72,894);Oc(8808,58525,5,26724,118161,44,90);Oc(8808,58540,5,26724,118161,44,91);Oc(8808,58559,6,28804,122507,34,56);Oc(8808,58578,15,28828,130983,1,1);Oc(8808,58594,5,26724,118161,44,92);Oc(8808,58611,4,28952,117549,93,83);Oc(8808,58628,5,29e3,118161,57,94);Oc(8808,58657,6,29052,122507,35,58);Oc(8808,58687,17,29108,132757,1,5);Oc(8808,58704,4,26540,117549,64,84);Oc(8808,58742,4,26540,117549,64,85);Oc(8808,58775,5,29176,118161,59,95);Oc(8808,58807,5,29176,118161,59,96);Oc(8808,58842,5,29176,118161,59,97);Oc(8808,58872,5,29228,118161,60,98);Oc(8808,58916,7,29280,118557,13,36);Oc(8808,58960,6,29340,122507,37,61);Oc(8808,59004,6,29340,122507,37,62);Oc(8808,59047,10,29428,134438,1,3);Oc(8808,59047,9,29500,134747,4,3);Oc(8808,59047,8,29568,120275,4,14);Oc(8808,59067,6,29632,122507,38,63);Oc(8808,59088,6,29632,122507,38,64);Oc(8808,59124,6,29632,122507,38,65);Oc(8808,59151,7,29752,118557,15,39);Oc(8808,59173,6,29632,122507,38,66);Oc(8808,59203,6,29632,122507,38,67);Oc(8808,59228,6,29632,122507,38,68);Oc(8808,59257,6,29632,122507,38,69);Oc(8808,59284,6,29632,122507,38,70);Oc(8808,59322,6,29632,122507,38,71);Oc(8808,59350,6,29632,122507,38,72);Oc(8808,59387,5,26724,118161,44,99);Oc(8808,59427,7,29752,118557,15,40);Oc(8808,59458,8,30100,120275,5,16);Oc(8808,59496,7,29752,118557,15,41);Oc(8808,59529,8,30100,120275,5,17);Oc(8808,59558,8,30100,120275,5,18);Oc(8808,59593,8,30100,120275,5,19);Oc(8808,59621,6,29632,122507,38,73);Oc(8808,59653,6,30228,122507,42,74);Oc(8808,59689,6,29632,122507,38,75);Oc(8808,59718,6,29632,122507,38,76);Oc(8808,59746,6,30228,122507,42,77);Oc(8808,59782,6,29632,122507,38,78);Oc(8808,59811,7,30412,118557,20,43);Oc(8808,59834,6,29632,122507,38,79);Oc(8808,59859,6,29632,122507,38,80);Oc(8808,59895,7,29752,118557,15,44);Oc(8808,59919,6,29632,122507,38,81);Oc(8808,59959,6,30228,122507,42,82);Oc(8808,59996,6,29632,122507,38,83);Oc(8808,60026,6,29632,122507,38,84);Oc(8808,60057,6,29632,122507,38,85);Oc(8808,60085,6,29632,122507,38,86);Oc(8808,60122,6,29632,122507,38,87);Oc(8808,60158,8,30760,120275,6,21);Oc(8808,60193,6,29632,122507,38,88);Oc(8808,60220,7,29752,118557,15,45);Oc(8808,60249,6,30228,122507,42,89);Oc(8808,60283,7,30920,118557,22,46);Oc(8808,60314,6,29632,122507,38,90);Oc(8808,60348,5,30980,118161,91,100);Oc(8808,60375,7,30920,118557,22,47);Oc(8808,60407,6,31032,122507,48,92);Oc(8808,60429,7,31056,147448,2,4);Oc(8808,60459,6,31084,147457,1,1);Oc(8808,60486,5,30980,118161,91,101);Oc(8808,60511,5,30980,118161,91,102);Oc(8808,60540,5,30980,118161,91,103);Oc(8808,60567,5,30980,118161,91,104);Oc(8808,60605,5,30980,118161,91,105);Oc(8808,60633,5,30980,118161,91,106);Oc(8808,60670,5,30980,118161,91,107);Oc(8808,60696,8,31108,120275,7,23);Oc(8808,60725,8,31140,120275,8,24);Oc(8808,60760,8,31140,120275,8,25);Oc(8808,60788,5,30980,118161,91,108);Oc(8808,60820,5,30980,118161,91,109);Oc(8808,60849,5,30980,118161,91,110);Oc(8808,60877,8,31172,147465,1,1);Oc(8808,60905,5,30980,118161,91,111);Oc(8808,60934,8,31236,120275,9,26);Oc(8808,60957,5,28188,118161,51,112);Oc(8808,60983,6,31268,147818,5,1);Oc(8808,61007,5,28188,118161,51,113);Oc(8808,61036,5,30980,118161,91,114);Oc(8808,61076,5,30980,118161,91,115);Oc(8808,61106,5,30980,118161,91,116);Oc(8808,61137,5,30980,118161,91,117);Oc(8808,61165,5,30980,118161,91,118);Oc(8808,61202,5,30980,118161,91,119);Oc(8808,61238,14,31324,148354,2,6);Oc(8808,61262,6,31380,122507,49,93);Oc(8808,61286,5,30980,118161,91,120);Oc(8808,61307,4,31404,117549,121,86);Oc(8808,61344,5,29176,118161,59,122);Oc(8808,61368,4,26540,117549,64,87);Oc(8808,61400,4,26540,117549,64,88);Oc(8808,61429,7,31420,118557,27,50);Oc(8808,61460,4,26540,117549,64,89);Oc(8808,61490,7,30412,118557,20,51);Oc(8808,61515,5,29176,118161,59,123);Oc(8808,61541,5,29176,118161,59,124);Oc(8808,61567,2,26260,117481,844,1572);Oc(8808,61583,3,27936,116488,75,895);Oc(8808,61601,11,31480,148653,1,1);Oc(8808,61621,3,31524,116488,90,896);Oc(8808,61640,1,26488,117476,654,44);Oc(8808,61650,2,26260,117481,844,1573);Oc(8808,61660,5,31536,117525,2,3);Oc(8808,61680,5,26724,118161,44,125);Oc(8808,61692,5,26724,118161,44,126);Oc(8808,61709,3,27992,126205,9,2);Nc(10720,10728,10744,0,117476,659,117479,0,117479,0,61722,115815,1574);Oc(10720,54068,5,26724,118161,44,127);Oc(10720,54086,7,26776,118557,6,52);Oc(10720,54095,5,26724,118161,44,128);Oc(10720,54118,10,26868,119170,1,2)}function Cu(a){a=a|0;var b=0;a=f[a+64>>2]|0;b=pOb(4)|0;f[b>>2]=821;Yc(8592,17744,116484,198,a|0,17744,116488,47,b|0);Kc(8592);Xc(8600,52365,115813,17,115815,1479);b=pOb(4)|0;f[b>>2]=625;a=pOb(4)|0;f[a>>2]=822;Yc(8600,17744,116484,199,b|0,17744,116488,48,a|0);a=pOb(4)|0;f[a>>2]=626;b=pOb(4)|0;f[b>>2]=823;Yc(8600,17744,116484,199,a|0,17744,116488,48,b|0);Kc(8600);Xc(8608,52376,115813,18,115815,1480);b=pOb(4)|0;f[b>>2]=627;a=pOb(4)|0;f[a>>2]=824;Yc(8608,17744,116484,200,b|0,17744,116488,49,a|0);a=pOb(4)|0;f[a>>2]=628;b=pOb(4)|0;f[b>>2]=825;Yc(8608,17744,116484,200,a|0,17744,116488,49,b|0);Kc(8608);Xc(8616,52385,115813,19,115815,1481);b=pOb(4)|0;f[b>>2]=629;a=pOb(4)|0;f[a>>2]=826;Yc(8616,17744,116484,201,b|0,17744,116488,50,a|0);a=pOb(4)|0;f[a>>2]=630;b=pOb(4)|0;f[b>>2]=827;Yc(8616,17744,116484,201,a|0,17744,116488,50,b|0);Kc(8616);Xc(8624,52399,115813,20,115815,1482);b=pOb(4)|0;f[b>>2]=631;a=pOb(4)|0;f[a>>2]=828;Yc(8624,17744,116484,202,b|0,17744,116488,51,a|0);a=pOb(4)|0;f[a>>2]=632;b=pOb(4)|0;f[b>>2]=829;Yc(8624,17744,116484,202,a|0,17744,116488,51,b|0);Kc(8624);Xc(8632,52406,115813,21,115815,1483);b=pOb(4)|0;f[b>>2]=633;a=pOb(4)|0;f[a>>2]=830;Yc(8632,17744,116484,203,b|0,17744,116488,52,a|0);a=pOb(4)|0;f[a>>2]=634;b=pOb(4)|0;f[b>>2]=831;Yc(8632,17744,116484,203,a|0,17744,116488,52,b|0);Kc(8632);Xc(8640,52420,115813,22,115815,1484);b=pOb(4)|0;f[b>>2]=635;a=pOb(4)|0;f[a>>2]=832;Yc(8640,17744,116484,204,b|0,17744,116488,53,a|0);a=pOb(4)|0;f[a>>2]=636;b=pOb(4)|0;f[b>>2]=833;Yc(8640,17744,116484,204,a|0,17744,116488,53,b|0);Kc(8640);Xc(8648,52429,115813,23,115815,1485);b=pOb(4)|0;f[b>>2]=637;a=pOb(4)|0;f[a>>2]=834;Yc(8648,17744,116484,205,b|0,17744,116488,54,a|0);a=pOb(4)|0;f[a>>2]=638;b=pOb(4)|0;f[b>>2]=835;Yc(8648,17744,116484,205,a|0,17744,116488,54,b|0);Kc(8648);Xc(8656,52439,115813,24,115815,1486);b=pOb(4)|0;f[b>>2]=639;a=pOb(4)|0;f[a>>2]=836;Yc(8656,17744,116484,206,b|0,17744,116488,55,a|0);a=pOb(4)|0;f[a>>2]=640;b=pOb(4)|0;f[b>>2]=837;Yc(8656,17744,116484,206,a|0,17744,116488,55,b|0);Kc(8656);Xc(8664,52455,115813,25,115815,1487);b=pOb(4)|0;f[b>>2]=641;a=pOb(4)|0;f[a>>2]=838;Yc(8664,17744,116484,207,b|0,17744,116488,56,a|0);a=pOb(4)|0;f[a>>2]=642;b=pOb(4)|0;f[b>>2]=839;Yc(8664,17744,116484,207,a|0,17744,116488,56,b|0);Kc(8664);Xc(8672,52464,115813,26,115815,1488);b=pOb(4)|0;f[b>>2]=643;a=pOb(4)|0;f[a>>2]=840;Yc(8672,17744,116484,208,b|0,17744,116488,57,a|0);a=pOb(4)|0;f[a>>2]=644;b=pOb(4)|0;f[b>>2]=841;Yc(8672,17744,116484,208,a|0,17744,116488,57,b|0);Kc(8672);Zc(4664,52474,115813,27,115815,1489);Lc(4664);Zc(4584,52479,115813,28,115815,1490);b=pOb(4)|0;f[b>>2]=645;a=pOb(4)|0;f[a>>2]=842;_c(4584,52483,8008,116484,209,b|0,8008,116488,58,a|0);a=pOb(4)|0;f[a>>2]=646;b=pOb(4)|0;f[b>>2]=843;_c(4584,52490,8008,116484,209,a|0,8008,116488,58,b|0);Lc(4584);Zc(8680,52500,115813,29,115815,1491);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8680,52515,400,116484,210,b|0,400,116488,59,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8680,52523,400,116484,210,a|0,400,116488,59,b|0);Lc(8680);Zc(992,52532,115813,30,115815,1492);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(992,52546,8680,116484,211,b|0,8680,116488,60,a|0);Lc(992);Zc(4872,52553,115813,31,115815,1493);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(4872,52564,17776,115827,18,a|0,17776,115831,9,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(4872,52577,17776,115827,18,b|0,17776,115831,9,a|0);Lc(4872);Zc(8688,52591,115813,32,115815,1494);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(8688,52612,17744,116484,212,a|0,17744,116488,61,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(8688,52631,17744,116484,212,b|0,17744,116488,61,a|0);Lc(8688);Zc(7456,52658,115813,33,115815,1495);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7456,52665,17768,115818,19,a|0,17768,115822,10,b|0);b=pOb(4)|0;f[b>>2]=4;a=pOb(4)|0;f[a>>2]=4;_c(7456,52669,17768,115818,19,b|0,17768,115822,10,a|0);Lc(7456);Zc(7376,52673,115813,34,115815,1496);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(7376,52665,17776,115827,20,a|0,17776,115831,11,b|0);b=pOb(4)|0;f[b>>2]=8;a=pOb(4)|0;f[a>>2]=8;_c(7376,52669,17776,115827,20,b|0,17776,115831,11,a|0);Lc(7376);Zc(1112,52680,115813,35,115815,1497);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(1112,52665,872,116484,213,a|0,872,116488,62,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(1112,52669,872,116484,213,b|0,872,116488,62,a|0);Lc(1112);Zc(5640,52686,115813,36,115815,1498);a=pOb(4)|0;f[a>>2]=0;b=pOb(4)|0;f[b>>2]=0;_c(5640,52699,8008,116484,214,a|0,8008,116488,63,b|0);b=pOb(4)|0;f[b>>2]=24;a=pOb(4)|0;f[a>>2]=24;_c(5640,52706,8008,116484,214,b|0,8008,116488,63,a|0);a=pOb(4)|0;f[a>>2]=48;b=pOb(4)|0;f[b>>2]=48;_c(5640,52713,17776,115827,21,a|0,17776,115831,12,b|0);Lc(5640);Zc(8696,52722,115813,37,115815,1499);b=pOb(4)|0;f[b>>2]=0;a=pOb(4)|0;f[a>>2]=0;_c(8696,52733,17776,115827,22,b|0,17776,115831,13,a|0);a=pOb(4)|0;f[a>>2]=8;b=pOb(4)|0;f[b>>2]=8;_c(8696,52751,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=12;a=pOb(4)|0;f[a>>2]=12;_c(8696,52767,17744,116484,215,b|0,17744,116488,64,a|0);a=pOb(4)|0;f[a>>2]=16;b=pOb(4)|0;f[b>>2]=16;_c(8696,52782,17744,116484,215,a|0,17744,116488,64,b|0);b=pOb(4)|0;f[b>>2]=20;a=pOb(4)|0;f[a>>2]=20;_c(8696,52801,17744,116484,215,b|0,17744,116488,64,a|0);Lc(8696);Qc(8360,52813,4,1);Rc(8360,52824,0);Rc(8360,52832,1);Rc(8360,52845,2);Qc(3560,52867,1,0);Rc(3560,52895,0);Rc(3560,52910,1);Rc(3560,52924,2);Qc(8704,52937,1,0);Rc(8704,52954,0);Rc(8704,52968,1);Rc(8704,52976,2);Rc(8704,52994,3);Rc(8704,53009,4);Qc(4728,53026,1,0);Rc(4728,53045,0);Rc(4728,52924,1);Qc(8712,53067,1,0);Rc(8712,53088,0);Rc(8712,53101,1);Rc(8712,53109,2);Rc(8712,53115,3);Qc(8720,53126,1,0);Rc(8720,53146,0);Rc(8720,53169,1);Qc(8728,53192,1,0);Rc(8728,53101,0);Qc(4792,53213,1,0);Rc(4792,53233,0);Rc(4792,53244,1);Nc(8736,8744,8760,0,117476,647,117479,0,117479,0,53266,115815,1500);Oc(8736,53271,1,26256,115815,1501,2);Oc(8736,53289,1,26256,115815,1501,3);Oc(8736,53305,2,26260,117481,844,1502);Oc(8736,53305,9,26268,117485,1,1);Oc(8736,53305,8,26304,117496,1,1);Oc(8736,53319,2,26260,117481,844,1503);Oc(8736,53319,8,26304,117496,1,2);Oc(8736,53319,9,26268,117485,1,2);Oc(8736,53332,2,26336,116484,216,648);Oc(8736,53350,2,26336,116484,216,649);Oc(8736,53374,2,26336,116484,216,650);Oc(8736,53392,2,26344,116484,217,845);Oc(8736,53410,3,26352,116488,65,846);Oc(8736,53431,2,26364,116484,218,651);Oc(8736,53447,3,26372,116488,66,847);Oc(8736,53466,2,26364,116484,218,652);Oc(8736,53482,3,26372,116488,66,848);Oc(8736,53501,2,26364,116484,218,653);Oc(8736,53515,3,26372,116488,66,849);Oc(8736,53532,2,26384,115827,23,42);Oc(8736,53549,3,26392,115831,14,48);Oc(8736,53569,2,26384,115827,23,43);Oc(8736,53587,2,26384,115827,23,44);Oc(8736,53606,3,26392,115831,14,49);Oc(8736,53606,4,26404,117506,1,5);Oc(8736,53622,3,26392,115831,14,50);Oc(8736,53622,4,26404,117506,1,6);Oc(8736,53646,5,26420,117512,1,1);Oc(8736,53659,4,26404,117506,1,7);Oc(8736,53670,3,26392,115831,14,51);Oc(8736,53682,3,26392,115831,14,52);Oc(8736,53694,4,26404,117506,1,8);Oc(8736,53707,4,26440,117519,1,15);Oc(8736,53724,5,26456,117525,1,2);Oc(8736,53745,3,26476,117532,161,67);Oc(8736,53762,1,26488,117476,654,38);Oc(8736,53776,2,26492,116484,219,655);Oc(8736,53796,10,26500,117537,1,1);Oc(8736,53812,4,26540,117549,64,68);Oc(8736,53826,2,26260,117481,844,1504);Oc(8736,53848,2,26556,116484,220,656);Oc(8736,53861,16,26564,117656,1,1);Oc(8736,53873,1,26256,115815,1501,4);Oc(8736,53891,1,26488,117476,654,39);Oc(8736,53908,1,26488,117476,654,40);Oc(8736,53926,1,26628,117476,657,1505);Oc(8736,53947,4,26632,117549,65,69);Oc(8736,53961,7,26648,117674,1,1);Oc(8736,53981,4,26676,117683,9,66);Oc(8736,54e3,1,26488,117476,654,41);Oc(8736,54027,1,26488,117476,654,42);Oc(8736,54046,1,26488,117476,654,43);Nc(8808,8816,8832,0,117476,658,117479,0,117479,0,54063,115815,1506);Oc(8808,54068,5,26724,118161,44,67);Oc(8808,54086,7,26776,118557,6,22);Oc(8808,54095,5,26724,118161,44,68);Oc(8808,54118,10,26868,119170,1,1);Oc(8808,54131,7,26952,118557,7,23);Oc(8808,54162,7,27012,118557,8,24)}
+function B$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b)}g=a+12|0;b=f[g>>2]|0;if(b|0){h=a+16|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[h>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-192-d|0)>>>0)/192|0)*192|0);sOb(d);return}function C$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function D$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25436;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-192-b|0)>>>0)/192|0)*192|0);sOb(b);sOb(a);return}function E$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;if((c-b|0)<4){L=0;return L|0}L=h[b>>0]|h[b+1>>0]<<8|h[b+2>>0]<<16|h[b+3>>0]<<24;b=b+4|0;K=a+4|0;d=f[K>>2]|0;J=a+8|0;e=f[J>>2]|0;if((e|0)!=(d|0))f[J>>2]=e+(~(((e+-192-d|0)>>>0)/192|0)*192|0);R$(K,L);k=a+16|0;if(!L){L=b;return L|0}l=a+24|0;m=a+12|0;n=a+64|0;o=a+72|0;q=a+80|0;r=a+88|0;s=a+96|0;t=a+104|0;u=a+112|0;v=a+116|0;w=a+120|0;x=a+124|0;y=a+128|0;z=a+132|0;A=a+136|0;B=a+144|0;C=a+152|0;D=a+160|0;E=a+168|0;F=a+176|0;G=a+184|0;H=a+192|0;I=a+200|0;j=a+208|0;i=0;while(1){b=J$(k,b,c)|0;if(!b){b=0;d=11;break}d=f[J>>2]|0;if(d>>>0<(f[m>>2]|0)>>>0){e=d;a=l;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));e=d+40|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[d+48>>3]=+p[o>>3];p[d+56>>3]=+p[q>>3];e=d+64|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[e+12>>2]=f[r+12>>2];f[e+16>>2]=f[r+16>>2];f[e+20>>2]=f[r+20>>2];p[e>>3]=+p[r>>3];p[d+72>>3]=+p[s>>3];p[d+80>>3]=+p[t>>3];e=d+88|0;f[e>>2]=f[u>>2];f[e+4>>2]=f[u+4>>2];f[e+8>>2]=f[u+8>>2];f[e>>2]=f[u>>2];f[d+92>>2]=f[v>>2];f[d+96>>2]=f[w>>2];e=d+100|0;f[e>>2]=f[x>>2];f[e+4>>2]=f[x+4>>2];f[e+8>>2]=f[x+8>>2];f[e>>2]=f[x>>2];f[d+104>>2]=f[y>>2];f[d+108>>2]=f[z>>2];e=d+112|0;f[e>>2]=f[A>>2];f[e+4>>2]=f[A+4>>2];f[e+8>>2]=f[A+8>>2];f[e+12>>2]=f[A+12>>2];f[e+16>>2]=f[A+16>>2];f[e+20>>2]=f[A+20>>2];p[e>>3]=+p[A>>3];p[d+120>>3]=+p[B>>3];p[d+128>>3]=+p[C>>3];e=d+136|0;f[e>>2]=f[D>>2];f[e+4>>2]=f[D+4>>2];f[e+8>>2]=f[D+8>>2];f[e+12>>2]=f[D+12>>2];f[e+16>>2]=f[D+16>>2];f[e+20>>2]=f[D+20>>2];p[e>>3]=+p[D>>3];p[d+144>>3]=+p[E>>3];p[d+152>>3]=+p[F>>3];e=d+160|0;f[e>>2]=f[G>>2];f[e+4>>2]=f[G+4>>2];f[e+8>>2]=f[G+8>>2];f[e+12>>2]=f[G+12>>2];f[e+16>>2]=f[G+16>>2];f[e+20>>2]=f[G+20>>2];p[e>>3]=+p[G>>3];p[d+168>>3]=+p[H>>3];p[d+176>>3]=+p[I>>3];e=j;a=f[e+4>>2]|0;g=d+184|0;f[g>>2]=f[e>>2];f[g+4>>2]=a;f[J>>2]=(f[J>>2]|0)+192}else T$(K,l);i=i+1|0;if(i>>>0>=L>>>0){d=11;break}}if((d|0)==11)return b|0;return 0}function F$(a){a=a|0;return a+4|0}function G$(a){a=a|0;var b=0,c=0;f[a>>2]=25436;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-192-c|0)>>>0)/192|0)*192|0);sOb(c);return}function H$(a){a=a|0;yf()}function I$(a){a=a|0;sOb(a);return}function J$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0,ca=0,da=0.0,ea=0.0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0;ka=u;u=u+240|0;ja=ka+192|0;ia=ka;f[ia>>2]=25484;ba=M$(ia,b,c)|0;if(!ba){u=ka;return ba|0}b=a+8|0;ca=ia+8|0;fa=ja;ga=b;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));c=a+48|0;d=a+56|0;e=a+64|0;da=+p[c>>3];ea=+p[d>>3];N=+p[e>>3];g=a+72|0;h=a+80|0;i=a+88|0;O=+p[g>>3];P=+p[h>>3];Q=+p[i>>3];j=a+96|0;k=a+100|0;l=a+104|0;R=f[j>>2]|0;S=f[k>>2]|0;T=f[l>>2]|0;m=a+108|0;o=a+112|0;r=a+116|0;U=f[m>>2]|0;V=f[o>>2]|0;W=f[r>>2]|0;t=a+120|0;w=a+128|0;y=a+136|0;X=+p[t>>3];Y=+p[w>>3];Z=+p[y>>3];A=a+144|0;C=a+152|0;E=a+160|0;_=+p[A>>3];$=+p[C>>3];aa=+p[E>>3];G=a+168|0;I=a+176|0;J=a+184|0;K=+p[G>>3];L=+p[I>>3];M=+p[J>>3];fa=b;ga=ca;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));H=ia+48|0;p[c>>3]=+p[H>>3];F=ia+56|0;p[d>>3]=+p[F>>3];D=ia+64|0;p[e>>3]=+p[D>>3];B=ia+72|0;p[g>>3]=+p[B>>3];z=ia+80|0;p[h>>3]=+p[z>>3];x=ia+88|0;p[i>>3]=+p[x>>3];v=ia+96|0;f[j>>2]=f[v>>2];s=ia+100|0;f[k>>2]=f[s>>2];q=ia+104|0;f[l>>2]=f[q>>2];n=ia+108|0;f[m>>2]=f[n>>2];l=ia+112|0;f[o>>2]=f[l>>2];k=ia+116|0;f[r>>2]=f[k>>2];j=ia+120|0;p[t>>3]=+p[j>>3];i=ia+128|0;p[w>>3]=+p[i>>3];h=ia+136|0;p[y>>3]=+p[h>>3];g=ia+144|0;p[A>>3]=+p[g>>3];e=ia+152|0;p[C>>3]=+p[e>>3];d=ia+160|0;p[E>>3]=+p[d>>3];a=ia+168|0;p[G>>3]=+p[a>>3];c=ia+176|0;p[I>>3]=+p[c>>3];b=ia+184|0;p[J>>3]=+p[b>>3];fa=ca;ga=ja;ha=fa+36|0;do{f[fa>>2]=f[ga>>2];fa=fa+4|0;ga=ga+4|0}while((fa|0)<(ha|0));p[H>>3]=da;p[F>>3]=ea;p[D>>3]=N;p[B>>3]=O;p[z>>3]=P;p[x>>3]=Q;f[v>>2]=R;f[s>>2]=S;f[q>>2]=T;f[n>>2]=U;f[l>>2]=V;f[k>>2]=W;p[j>>3]=X;p[i>>3]=Y;p[h>>3]=Z;p[g>>3]=_;p[e>>3]=$;p[d>>3]=aa;p[a>>3]=K;p[c>>3]=L;p[b>>3]=M;u=ka;return ba|0}function K$(a){a=a|0;return a+8|0}function L$(a){a=a|0;sOb(a);return}function M$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0;B=u;u=u+80|0;A=B+40|0;t=B;f[t>>2]=25508;g=P$(t,c,d)|0;if(!g){A=0;u=B;return A|0}if((d-g|0)<24){A=0;u=B;return A|0}b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];x=+p[s>>3];c=g+8|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];y=+p[s>>3];c=g+16|0;b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];z=+p[s>>3];c=g+24|0;if((d-c|0)<24){A=0;u=B;return A|0}e=g+48|0;if((d-e|0)<24){A=0;u=B;return A|0}r=g+40|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];w=+p[s>>3];r=g+32|0;b[s>>0]=b[r>>0];b[s+1>>0]=b[r+1>>0];b[s+2>>0]=b[r+2>>0];b[s+3>>0]=b[r+3>>0];b[s+4>>0]=b[r+4>>0];b[s+5>>0]=b[r+5>>0];b[s+6>>0]=b[r+6>>0];b[s+7>>0]=b[r+7>>0];v=+p[s>>3];b[s>>0]=b[c>>0];b[s+1>>0]=b[c+1>>0];b[s+2>>0]=b[c+2>>0];b[s+3>>0]=b[c+3>>0];b[s+4>>0]=b[c+4>>0];b[s+5>>0]=b[c+5>>0];b[s+6>>0]=b[c+6>>0];b[s+7>>0]=b[c+7>>0];o=+p[s>>3];r=g+72|0;n=g+68|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;m=g+64|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=g+60|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;q=g+56|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;k=g+52|0;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;i=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;j=a+8|0;c=t+4|0;d=A;e=j;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=j;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=c;e=A;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+48>>3]=x;p[a+56>>3]=y;p[a+64>>3]=z;p[a+72>>3]=o;p[a+80>>3]=v;p[a+88>>3]=w;f[a+96>>2]=i;f[a+100>>2]=k;f[a+104>>2]=q;f[a+108>>2]=l;f[a+112>>2]=m;f[a+116>>2]=n;A=r;u=B;return A|0}function N$(a){a=a|0;return a+8|0}function O$(a){a=a|0;sOb(a);return}function P$(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;if((c-b|0)<8){b=0;return b|0}m=b;n=m;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;d=b+8|0;if((c-d|0)<8){b=0;return b|0}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=b+16|0;if((c-d|0)<4){b=0;return b|0}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+20|0;if((c-d|0)<4){b=0;return b|0}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=b+24|0;if((c-d|0)<4){b=0;return b|0}d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=b+28|0;if((c-e|0)<4){b=0;return b|0}g=b+32|0;if((c-g|0)<4){b=0;return b|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;c=a+4|0;f[c>>2]=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;f[c+4>>2]=m;n=a+12|0;f[n>>2]=k;f[n+4>>2]=l;f[a+20>>2]=j;f[a+24>>2]=i;f[a+28>>2]=d;f[a+32>>2]=e;f[a+36>>2]=g;b=b+36|0;return b|0}function Q$(a){a=a|0;return a+4|0}function R$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/192|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>22369621)vd();i=pOb(b*192|0)|0;f[g>>2]=i;d=i+(((c-d|0)/192|0)*192|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*192|0);S$(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function S$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=f[a>>2]|0;k=a+4|0;c=f[k>>2]|0;l=b+4|0;if((c|0)==(j|0)){i=l;h=a;l=f[l>>2]|0;f[h>>2]=l;f[i>>2]=j;j=b+8|0;l=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=l;j=a+8|0;l=b+12|0;k=f[j>>2]|0;a=f[l>>2]|0;f[j>>2]=a;f[l>>2]=k;l=f[i>>2]|0;f[b>>2]=l;return}e=f[l>>2]|0;do{d=c;c=c+-192|0;g=e+-192|0;h=c;i=g+36|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));p[e+-152>>3]=+p[d+-152>>3];p[e+-144>>3]=+p[d+-144>>3];p[e+-136>>3]=+p[d+-136>>3];p[e+-128>>3]=+p[d+-128>>3];p[e+-120>>3]=+p[d+-120>>3];p[e+-112>>3]=+p[d+-112>>3];f[e+-104>>2]=f[d+-104>>2];f[e+-100>>2]=f[d+-100>>2];f[e+-96>>2]=f[d+-96>>2];f[e+-92>>2]=f[d+-92>>2];f[e+-88>>2]=f[d+-88>>2];f[e+-84>>2]=f[d+-84>>2];p[e+-80>>3]=+p[d+-80>>3];p[e+-72>>3]=+p[d+-72>>3];p[e+-64>>3]=+p[d+-64>>3];p[e+-56>>3]=+p[d+-56>>3];p[e+-48>>3]=+p[d+-48>>3];p[e+-40>>3]=+p[d+-40>>3];p[e+-32>>3]=+p[d+-32>>3];p[e+-24>>3]=+p[d+-24>>3];p[e+-16>>3]=+p[d+-16>>3];g=d+-8|0;h=f[g+4>>2]|0;i=e+-8|0;f[i>>2]=f[g>>2];f[i+4>>2]=h;e=(f[l>>2]|0)+-192|0;f[l>>2]=e}while((c|0)!=(j|0));i=a;h=e;j=f[a>>2]|0;f[i>>2]=h;f[l>>2]=j;j=b+8|0;i=f[k>>2]|0;h=f[j>>2]|0;f[k>>2]=h;f[j>>2]=i;a=a+8|0;k=b+12|0;j=f[a>>2]|0;i=f[k>>2]|0;f[a>>2]=i;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function T$(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l;c=f[a>>2]|0;j=((f[a+4>>2]|0)-c|0)/192|0;d=j+1|0;if(d>>>0>22369621)AMb(a);i=((f[a+8>>2]|0)-c|0)/192|0;c=i<<1;c=i>>>0<11184810?(c>>>0<d>>>0?d:c):22369621;f[k+12>>2]=0;f[k+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>22369621)vd();else{h=pOb(c*192|0)|0;break}while(0);f[k>>2]=h;d=h+(j*192|0)|0;i=k+8|0;f[i>>2]=d;g=k+4|0;f[g>>2]=d;f[k+12>>2]=h+(c*192|0);c=d;d=b;e=c+36|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));d=h+(j*192|0)+40|0;c=b+40|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+48>>3]=+p[b+48>>3];p[h+(j*192|0)+56>>3]=+p[b+56>>3];d=h+(j*192|0)+64|0;c=b+64|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+72>>3]=+p[b+72>>3];p[h+(j*192|0)+80>>3]=+p[b+80>>3];d=h+(j*192|0)+88|0;c=b+88|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+92>>2]=f[b+92>>2];f[h+(j*192|0)+96>>2]=f[b+96>>2];d=h+(j*192|0)+100|0;c=b+100|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d>>2]=f[c>>2];f[h+(j*192|0)+104>>2]=f[b+104>>2];f[h+(j*192|0)+108>>2]=f[b+108>>2];d=h+(j*192|0)+112|0;c=b+112|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+120>>3]=+p[b+120>>3];p[h+(j*192|0)+128>>3]=+p[b+128>>3];d=h+(j*192|0)+136|0;c=b+136|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+144>>3]=+p[b+144>>3];p[h+(j*192|0)+152>>3]=+p[b+152>>3];d=h+(j*192|0)+160|0;c=b+160|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];p[d>>3]=+p[c>>3];p[h+(j*192|0)+168>>3]=+p[b+168>>3];p[h+(j*192|0)+176>>3]=+p[b+176>>3];b=b+184|0;d=f[b+4>>2]|0;c=h+(j*192|0)+184|0;f[c>>2]=f[b>>2];f[c+4>>2]=d;f[i>>2]=(f[i>>2]|0)+192;S$(a,k);c=f[g>>2]|0;d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);c=f[k>>2]|0;if(!c){u=l;return}sOb(c);u=l;return}function U$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25532;b=a+16|0;f[b>>2]=25580;f[a+232>>2]=20592;c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}f[b>>2]=25604;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;a=a+8|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-208|0;f[a>>2]=d;e=f[c+-120>>2]|0;if(!e)c=d;else{c=c+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b);return}function V$(a){a=a|0;U$(a);sOb(a);return}function W$(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;if((d-c|0)<4){M=0;return M|0}M=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;L=a+4|0;j=f[L>>2]|0;K=a+8|0;e=f[K>>2]|0;if((e|0)!=(j|0))do{g=e+-208|0;f[K>>2]=g;i=f[e+-120>>2]|0;if(!i)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[K>>2]|0}}while((e|0)!=(j|0));e0(L,M);l=a+16|0;if(!M){M=c;return M|0}m=a+24|0;n=a+12|0;o=a+60|0;q=a+64|0;r=a+68|0;s=a+72|0;t=a+76|0;u=a+80|0;v=a+88|0;w=a+96|0;x=a+104|0;y=a+112|0;z=a+116|0;A=a+120|0;B=a+124|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;k=a+208|0;a=0;while(1){c=a0(l,c,d)|0;if(!c){c=0;e=15;break}e=f[K>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;i=m;j=g+36|0;do{f[g>>2]=f[i>>2];g=g+4|0;i=i+4|0}while((g|0)<(j|0));i=e+36|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i>>2]=f[o>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[r>>2];i=e+48|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i>>2]=f[s>>2];f[e+52>>2]=f[t>>2];f[e+56>>2]=f[u>>2];i=e+64|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i+12>>2]=f[v+12>>2];f[i+16>>2]=f[v+16>>2];f[i+20>>2]=f[v+20>>2];p[i>>3]=+p[v>>3];p[e+72>>3]=+p[w>>3];p[e+80>>3]=+p[x>>3];i=e+88|0;f[i>>2]=0;j=e+92|0;f[j>>2]=0;f[e+96>>2]=0;f[i>>2]=f[y>>2];f[j>>2]=f[z>>2];f[e+96>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[y>>2]=0;j=e+100|0;f[j>>2]=f[B>>2];f[j+4>>2]=f[B+4>>2];f[j+8>>2]=f[B+8>>2];f[j+12>>2]=f[B+12>>2];f[j+16>>2]=f[B+16>>2];j=e+120|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];f[j+12>>2]=f[C+12>>2];f[j+16>>2]=f[C+16>>2];f[j+20>>2]=f[C+20>>2];p[j>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];p[e+136>>3]=+p[E>>3];j=e+144|0;f[j>>2]=f[F>>2];f[j+4>>2]=f[F+4>>2];f[j+8>>2]=f[F+8>>2];f[j+12>>2]=f[F+12>>2];f[j+16>>2]=f[F+16>>2];f[j+20>>2]=f[F+20>>2];p[j>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];p[e+160>>3]=+p[H>>3];j=e+168|0;f[j>>2]=f[I>>2];f[j+4>>2]=f[I+4>>2];f[j+8>>2]=f[I+8>>2];f[j+12>>2]=f[I+12>>2];p[j>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];j=e+184|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];b[j+16>>0]=b[k+16>>0]|0;f[K>>2]=(f[K>>2]|0)+208}else g0(L,m);a=a+1|0;if(a>>>0>=M>>>0){e=15;break}}if((e|0)==15)return c|0;return 0}function X$(a){a=a|0;return a+4|0}function Y$(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=25556;g=a+4|0;b=f[g>>2]|0;if(!b)return;e=a+8|0;a=f[e>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-208|0;f[e>>2]=a;d=f[c+-120>>2]|0;if(d){a=c+-116|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[g>>2]|0}sOb(b);return}function Z$(a){a=a|0;yf()}function _$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;d=f[a+96>>2]|0;if(!d)return;b=a+100|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function $$(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25580;f[a+216>>2]=20592;b=f[a+220>>2]|0;if(b|0){c=a+224|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}f[a>>2]=25604;b=f[a+96>>2]|0;if(!b){sOb(a);return}c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);sOb(a);return}function a0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;z=a+216|0;C=d;if((C-c|0)<8){C=0;return C|0}B=c;A=B;A=h[A>>0]|h[A+1>>0]<<8|h[A+2>>0]<<16|h[A+3>>0]<<24;B=B+4|0;B=h[B>>0]|h[B+1>>0]<<8|h[B+2>>0]<<16|h[B+3>>0]<<24;e=c+8|0;if((C-e|0)<8){C=0;return C|0}y=e;x=y;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;y=y+4|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;e=c+16|0;if((C-e|0)<4){C=0;return C|0}w=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((C-e|0)<4){C=0;return C|0}v=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((C-e|0)<4){C=0;return C|0}u=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((C-e|0)<4){C=0;return C|0}g=c+32|0;if((C-g|0)<4){C=0;return C|0}t=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;r=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((C-e|0)<24){C=0;return C|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;o=c+40|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;q=c+44|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;g=c+48|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;l=c+52|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;m=c+56|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;e=c+60|0;if((C-e|0)<24){C=0;return C|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=Sg[f[(f[z>>2]|0)+8>>2]&255](z,c+84|0,d)|0;if(!e){C=0;return C|0}if((C-e|0)<4){C=0;return C|0}C=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;z=a+8|0;f[z>>2]=A;f[z+4>>2]=B;B=a+16|0;f[B>>2]=x;f[B+4>>2]=y;f[a+24>>2]=w;f[a+28>>2]=v;f[a+32>>2]=u;f[a+36>>2]=t;f[a+40>>2]=r;f[a+44>>2]=n;f[a+48>>2]=o;f[a+52>>2]=q;f[a+56>>2]=g;f[a+60>>2]=l;f[a+64>>2]=m;p[a+72>>3]=i;p[a+80>>3]=j;p[a+88>>3]=k;B=a+96|0;A=a+220|0;z=f[B>>2]|0;f[B>>2]=f[A>>2];f[A>>2]=z;A=a+100|0;z=a+224|0;B=f[A>>2]|0;f[A>>2]=f[z>>2];f[z>>2]=B;z=a+104|0;B=a+228|0;A=f[z>>2]|0;f[z>>2]=f[B>>2];f[B>>2]=A;f[a+108>>2]=C;C=e+4|0;return C|0}function b0(a){a=a|0;return a+8|0}function c0(a){a=a|0;var b=0,c=0;f[a>>2]=25604;c=f[a+96>>2]|0;if(!c)return;a=a+100|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function d0(a){a=a|0;yf()}function e0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/208|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>20648881)vd();g=f[l>>2]|0;i=pOb(b*208|0)|0;h=i+(((g-d|0)/208|0)*208|0)|0;j=h;i=i+(b*208|0)|0;d=g;if((d|0)==(c|0)){e=j;h=g}else{e=j;b=h;do{d=d+-208|0;f0(b+-208|0,d);b=e+-208|0;e=b}while((d|0)!=(c|0));h=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((c|0)!=(g|0))do{d=f[c+-120>>2]|0;if(d|0){b=c+-116|0;e=f[b>>2]|0;if((e|0)!=(d|0))f[b>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}c=c+-208|0}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function f0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=a;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];e=a+88|0;g=c+88|0;f[e>>2]=0;j=a+92|0;f[j>>2]=0;f[a+96>>2]=0;i=c+92|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=(d|0)/12|0;if(d|0){if(h>>>0>357913941)AMb(e);d=pOb(d)|0;f[j>>2]=d;f[e>>2]=d;f[a+96>>2]=d+(h*12|0);e=f[g>>2]|0;g=f[i>>2]|0;if((e|0)!=(g|0)){do{f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];e=e+12|0;d=d+12|0}while((e|0)!=(g|0));f[j>>2]=d}}j=a+100|0;i=c+100|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];a=a+184|0;c=c+184|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];b[a+16>>0]=b[c+16>>0]|0;return}function g0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;d=f[a>>2]|0;k=((f[m>>2]|0)-d|0)/208|0;e=k+1|0;if(e>>>0>20648881)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/208|0;d=l<<1;d=l>>>0<10324440?(d>>>0<e>>>0?e:d):20648881;do if(!d)j=0;else if(d>>>0>20648881)vd();else{j=pOb(d*208|0)|0;break}while(0);g=j+(k*208|0)|0;e=g;l=j+(d*208|0)|0;d=g;h=c;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));i=j+(k*208|0)+36|0;h=c+36|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+40>>2]=f[c+40>>2];f[j+(k*208|0)+44>>2]=f[c+44>>2];i=j+(k*208|0)+48|0;h=c+48|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i>>2]=f[h>>2];f[j+(k*208|0)+52>>2]=f[c+52>>2];f[j+(k*208|0)+56>>2]=f[c+56>>2];i=j+(k*208|0)+64|0;h=c+64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+72>>3]=+p[c+72>>3];p[j+(k*208|0)+80>>3]=+p[c+80>>3];i=c+88|0;f[j+(k*208|0)+96>>2]=0;f[j+(k*208|0)+88>>2]=f[i>>2];h=c+92|0;f[j+(k*208|0)+92>>2]=f[h>>2];d=c+96|0;f[j+(k*208|0)+96>>2]=f[d>>2];f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;i=j+(k*208|0)+100|0;h=c+100|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];i=j+(k*208|0)+120|0;h=c+120|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+128>>3]=+p[c+128>>3];p[j+(k*208|0)+136>>3]=+p[c+136>>3];i=j+(k*208|0)+144|0;h=c+144|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];f[i+16>>2]=f[h+16>>2];f[i+20>>2]=f[h+20>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+152>>3]=+p[c+152>>3];p[j+(k*208|0)+160>>3]=+p[c+160>>3];i=j+(k*208|0)+168|0;h=c+168|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];p[i>>3]=+p[h>>3];p[j+(k*208|0)+176>>3]=+p[c+176>>3];i=j+(k*208|0)+184|0;h=c+184|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];b[i+16>>0]=b[h+16>>0]|0;i=g+208|0;h=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(h|0)){c=h;d=h}else{do{d=d+-208|0;f0(g+-208|0,d);g=e+-208|0;e=g}while((d|0)!=(h|0));c=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=e;f[m>>2]=i;f[n>>2]=l;i=c;if((d|0)!=(i|0))do{e=f[d+-120>>2]|0;if(e|0){g=d+-116|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~(((h+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}d=d+-208|0}while((d|0)!=(i|0));if(!c)return;sOb(c);return}function h0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function i0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25652;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-120-b|0)>>>0)/120|0)*120|0);sOb(b);sOb(a);return}function j0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0,P=0;J=d;if((J-c|0)<4){K=0;return K|0}K=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;o=c+4|0;I=a+4|0;i=f[I>>2]|0;H=a+8|0;d=f[H>>2]|0;c=i;if((d|0)!=(i|0)){d=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0)|0;f[H>>2]=d}e=d;G=a+12|0;if((((f[G>>2]|0)-c|0)/120|0)>>>0<K>>>0){if(K>>>0>35791394)vd();k=pOb(K*120|0)|0;g=k+(((e-c|0)/120|0)*120|0)|0;j=g;k=k+(K*120|0)|0;if((d|0)==(i|0)){c=j;d=e}else{c=j;do{e=d;d=d+-120|0;l=g+-120|0;m=d;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];F=g+-56|0;E=e+-56|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];F=g+-24|0;E=e+-24|0;f[F>>2]=f[E>>2];f[F+4>>2]=f[E+4>>2];f[F+8>>2]=f[E+8>>2];f[F+12>>2]=f[E+12>>2];b[F+16>>0]=b[E+16>>0]|0;g=c+-120|0;c=g}while((d|0)!=(i|0));d=f[I>>2]|0}f[I>>2]=c;f[H>>2]=j;f[G>>2]=k;if(d|0)sOb(d)}if(!K){K=o;return K|0}t=a+24|0;u=a+32|0;v=a+40|0;x=a+44|0;y=a+48|0;z=a+52|0;B=a+56|0;r=a+64|0;w=a+72|0;A=a+80|0;C=a+64|0;D=a+88|0;E=a+104|0;F=a+112|0;q=a+120|0;m=o;a=0;while(1){if((J-m|0)<8){d=0;c=26;break}o=m;n=o;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;d=m+8|0;if((J-d|0)<8){d=0;c=26;break}l=d;k=l;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;d=m+16|0;if((J-d|0)<4){d=0;c=26;break}j=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+20|0;if((J-d|0)<4){d=0;c=26;break}i=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+24|0;if((J-d|0)<4){d=0;c=26;break}e=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+28|0;if((J-d|0)<4){d=0;c=26;break}c=m+32|0;if((J-c|0)<4){d=0;c=26;break}g=m+36|0;if((J-g|0)<24){d=0;c=26;break}c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;O=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;d=m+60|0;P=m+52|0;b[s>>0]=b[P>>0];b[s+1>>0]=b[P+1>>0];b[s+2>>0]=b[P+2>>0];b[s+3>>0]=b[P+3>>0];b[s+4>>0]=b[P+4>>0];b[s+5>>0]=b[P+5>>0];b[s+6>>0]=b[P+6>>0];b[s+7>>0]=b[P+7>>0];L=+p[s>>3];m=m+44|0;b[s>>0]=b[m>>0];b[s+1>>0]=b[m+1>>0];b[s+2>>0]=b[m+2>>0];b[s+3>>0]=b[m+3>>0];b[s+4>>0]=b[m+4>>0];b[s+5>>0]=b[m+5>>0];b[s+6>>0]=b[m+6>>0];b[s+7>>0]=b[m+7>>0];M=+p[s>>3];b[s>>0]=b[g>>0];b[s+1>>0]=b[g+1>>0];b[s+2>>0]=b[g+2>>0];b[s+3>>0]=b[g+3>>0];b[s+4>>0]=b[g+4>>0];b[s+5>>0]=b[g+5>>0];b[s+6>>0]=b[g+6>>0];b[s+7>>0]=b[g+7>>0];N=+p[s>>3];m=t;f[m>>2]=n;f[m+4>>2]=o;o=u;f[o>>2]=k;f[o+4>>2]=l;f[v>>2]=j;f[x>>2]=i;f[y>>2]=e;f[z>>2]=O;f[B>>2]=c;p[r>>3]=N;p[w>>3]=M;p[A>>3]=L;c=f[H>>2]|0;if(c>>>0<(f[G>>2]|0)>>>0){l=c;m=t;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));P=c+40|0;f[P>>2]=f[C>>2];f[P+4>>2]=f[C+4>>2];f[P+8>>2]=f[C+8>>2];f[P+12>>2]=f[C+12>>2];f[P+16>>2]=f[C+16>>2];f[P+20>>2]=f[C+20>>2];p[P>>3]=+p[C>>3];p[c+48>>3]=+p[w>>3];p[c+56>>3]=+p[A>>3];P=c+64|0;f[P>>2]=f[D>>2];f[P+4>>2]=f[D+4>>2];f[P+8>>2]=f[D+8>>2];f[P+12>>2]=f[D+12>>2];P=c+80|0;f[P>>2]=f[E>>2];f[P+4>>2]=f[E+4>>2];f[P+8>>2]=f[E+8>>2];f[P+12>>2]=f[E+12>>2];p[P>>3]=+p[E>>3];p[c+88>>3]=+p[F>>3];P=c+96|0;f[P>>2]=f[q>>2];f[P+4>>2]=f[q+4>>2];f[P+8>>2]=f[q+8>>2];f[P+12>>2]=f[q+12>>2];b[P+16>>0]=b[q+16>>0]|0;f[H>>2]=(f[H>>2]|0)+120}else q0(I,t);a=a+1|0;if(a>>>0>=K>>>0){c=26;break}else m=d}if((c|0)==26)return d|0;return 0}function k0(a){a=a|0;return a+4|0}function l0(a){a=a|0;var b=0,c=0;f[a>>2]=25652;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-120-c|0)>>>0)/120|0)*120|0);sOb(c);return}function m0(a){a=a|0;yf()}function n0(a){a=a|0;sOb(a);return}function o0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,t=0.0,u=0.0;if((d-c|0)<8){c=0;return c|0}o=c;q=o;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;o=o+4|0;o=h[o>>0]|h[o+1>>0]<<8|h[o+2>>0]<<16|h[o+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}n=e;m=n;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}l=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}k=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;g=c+28|0;if((d-g|0)<4){c=0;return c|0}i=c+32|0;if((d-i|0)<4){c=0;return c|0}j=c+36|0;if((d-j|0)<24){c=0;return c|0}i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=c+52|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];r=+p[s>>3];d=c+44|0;b[s>>0]=b[d>>0];b[s+1>>0]=b[d+1>>0];b[s+2>>0]=b[d+2>>0];b[s+3>>0]=b[d+3>>0];b[s+4>>0]=b[d+4>>0];b[s+5>>0]=b[d+5>>0];b[s+6>>0]=b[d+6>>0];b[s+7>>0]=b[d+7>>0];t=+p[s>>3];b[s>>0]=b[j>>0];b[s+1>>0]=b[j+1>>0];b[s+2>>0]=b[j+2>>0];b[s+3>>0]=b[j+3>>0];b[s+4>>0]=b[j+4>>0];b[s+5>>0]=b[j+5>>0];b[s+6>>0]=b[j+6>>0];b[s+7>>0]=b[j+7>>0];u=+p[s>>3];j=a+8|0;f[j>>2]=q;f[j+4>>2]=o;q=a+16|0;f[q>>2]=m;f[q+4>>2]=n;f[a+24>>2]=l;f[a+28>>2]=k;f[a+32>>2]=e;f[a+36>>2]=g;f[a+40>>2]=i;p[a+48>>3]=u;p[a+56>>3]=t;p[a+64>>3]=r;c=c+60|0;return c|0}function p0(a){a=a|0;return a+8|0}function q0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=a+4|0;d=f[s>>2]|0;e=f[a>>2]|0;j=(d-e|0)/120|0;g=j+1|0;q=e;h=d;if(g>>>0>35791394)AMb(a);r=a+8|0;n=((f[r>>2]|0)-e|0)/120|0;o=n<<1;g=n>>>0<17895697?(o>>>0<g>>>0?g:o):35791394;do if(!g)i=0;else if(g>>>0>35791394)vd();else{i=pOb(g*120|0)|0;break}while(0);k=i+(j*120|0)|0;e=k;o=i+(g*120|0)|0;l=k;m=c;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));n=i+(j*120|0)+40|0;m=c+40|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];f[n+16>>2]=f[m+16>>2];f[n+20>>2]=f[m+20>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+48>>3]=+p[c+48>>3];p[i+(j*120|0)+56>>3]=+p[c+56>>3];n=i+(j*120|0)+64|0;m=c+64|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];n=i+(j*120|0)+80|0;m=c+80|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[n>>3]=+p[m>>3];p[i+(j*120|0)+88>>3]=+p[c+88>>3];n=i+(j*120|0)+96|0;c=c+96|0;f[n>>2]=f[c>>2];f[n+4>>2]=f[c+4>>2];f[n+8>>2]=f[c+8>>2];f[n+12>>2]=f[c+12>>2];b[n+16>>0]=b[c+16>>0]|0;c=k+120|0;if((h|0)!=(q|0)){g=k;do{d=h;h=h+-120|0;l=g+-120|0;m=h;n=l+36|0;do{f[l>>2]=f[m>>2];l=l+4|0;m=m+4|0}while((l|0)<(n|0));p[g+-80>>3]=+p[d+-80>>3];p[g+-72>>3]=+p[d+-72>>3];p[g+-64>>3]=+p[d+-64>>3];n=g+-56|0;m=d+-56|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];p[g+-40>>3]=+p[d+-40>>3];p[g+-32>>3]=+p[d+-32>>3];n=g+-24|0;m=d+-24|0;f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];f[n+12>>2]=f[m+12>>2];b[n+16>>0]=b[m+16>>0]|0;g=e+-120|0;e=g}while((h|0)!=(q|0));d=f[a>>2]|0}f[a>>2]=e;f[s>>2]=c;f[r>>2]=o;if(!d)return;sOb(d);return}function r0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function s0(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=25724;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-240-b|0)>>>0)/240|0)*240|0);sOb(b);sOb(a);return}function t0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;if((d-c|0)<4){P=0;return P|0}P=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;c=c+4|0;O=a+4|0;e=f[O>>2]|0;N=a+8|0;g=f[N>>2]|0;if((g|0)!=(e|0))f[N>>2]=g+(~(((g+-240-e|0)>>>0)/240|0)*240|0);A0(O,P);l=a+16|0;if(!P){P=c;return P|0}m=a+24|0;n=a+12|0;o=a+64|0;q=a+72|0;r=a+80|0;s=a+88|0;t=a+96|0;u=a+104|0;v=a+112|0;w=a+116|0;x=a+120|0;y=a+124|0;z=a+128|0;A=a+132|0;B=a+136|0;C=a+144|0;D=a+152|0;E=a+160|0;F=a+168|0;G=a+176|0;H=a+184|0;I=a+192|0;J=a+200|0;K=a+208|0;L=a+224|0;M=a+232|0;k=a+240|0;j=0;while(1){c=y0(l,c,d)|0;if(!c){c=0;e=11;break}e=f[N>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){g=e;a=m;i=g+36|0;do{f[g>>2]=f[a>>2];g=g+4|0;a=a+4|0}while((g|0)<(i|0));i=e+40|0;f[i>>2]=f[o>>2];f[i+4>>2]=f[o+4>>2];f[i+8>>2]=f[o+8>>2];f[i+12>>2]=f[o+12>>2];f[i+16>>2]=f[o+16>>2];f[i+20>>2]=f[o+20>>2];p[i>>3]=+p[o>>3];p[e+48>>3]=+p[q>>3];p[e+56>>3]=+p[r>>3];i=e+64|0;f[i>>2]=f[s>>2];f[i+4>>2]=f[s+4>>2];f[i+8>>2]=f[s+8>>2];f[i+12>>2]=f[s+12>>2];f[i+16>>2]=f[s+16>>2];f[i+20>>2]=f[s+20>>2];p[i>>3]=+p[s>>3];p[e+72>>3]=+p[t>>3];p[e+80>>3]=+p[u>>3];i=e+88|0;f[i>>2]=f[v>>2];f[i+4>>2]=f[v+4>>2];f[i+8>>2]=f[v+8>>2];f[i>>2]=f[v>>2];f[e+92>>2]=f[w>>2];f[e+96>>2]=f[x>>2];i=e+100|0;f[i>>2]=f[y>>2];f[i+4>>2]=f[y+4>>2];f[i+8>>2]=f[y+8>>2];f[i>>2]=f[y>>2];f[e+104>>2]=f[z>>2];f[e+108>>2]=f[A>>2];i=e+112|0;f[i>>2]=f[B>>2];f[i+4>>2]=f[B+4>>2];f[i+8>>2]=f[B+8>>2];f[i+12>>2]=f[B+12>>2];f[i+16>>2]=f[B+16>>2];f[i+20>>2]=f[B+20>>2];p[i>>3]=+p[B>>3];p[e+120>>3]=+p[C>>3];p[e+128>>3]=+p[D>>3];i=e+136|0;f[i>>2]=f[E>>2];f[i+4>>2]=f[E+4>>2];f[i+8>>2]=f[E+8>>2];f[i+12>>2]=f[E+12>>2];f[i+16>>2]=f[E+16>>2];f[i+20>>2]=f[E+20>>2];p[i>>3]=+p[E>>3];p[e+144>>3]=+p[F>>3];p[e+152>>3]=+p[G>>3];i=e+160|0;f[i>>2]=f[H>>2];f[i+4>>2]=f[H+4>>2];f[i+8>>2]=f[H+8>>2];f[i+12>>2]=f[H+12>>2];f[i+16>>2]=f[H+16>>2];f[i+20>>2]=f[H+20>>2];p[i>>3]=+p[H>>3];p[e+168>>3]=+p[I>>3];p[e+176>>3]=+p[J>>3];i=e+184|0;f[i>>2]=f[K>>2];f[i+4>>2]=f[K+4>>2];f[i+8>>2]=f[K+8>>2];f[i+12>>2]=f[K+12>>2];i=e+200|0;f[i>>2]=f[L>>2];f[i+4>>2]=f[L+4>>2];f[i+8>>2]=f[L+8>>2];f[i+12>>2]=f[L+12>>2];p[i>>3]=+p[L>>3];p[e+208>>3]=+p[M>>3];i=e+216|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];b[i+16>>0]=b[k+16>>0]|0;f[N>>2]=(f[N>>2]|0)+240}else C0(O,m);j=j+1|0;if(j>>>0>=P>>>0){e=11;break}}if((e|0)==11)return c|0;return 0}function u0(a){a=a|0;return a+4|0}function v0(a){a=a|0;var b=0,c=0;f[a>>2]=25724;c=f[a+4>>2]|0;if(!c)return;a=a+8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);sOb(c);return}function w0(a){a=a|0;yf()}function x0(a){a=a|0;sOb(a);return}function y0(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;if((d-c|0)<8){c=0;return c|0}u=c;v=u;v=h[v>>0]|h[v+1>>0]<<8|h[v+2>>0]<<16|h[v+3>>0]<<24;u=u+4|0;u=h[u>>0]|h[u+1>>0]<<8|h[u+2>>0]<<16|h[u+3>>0]<<24;e=c+8|0;if((d-e|0)<8){c=0;return c|0}t=e;r=t;r=h[r>>0]|h[r+1>>0]<<8|h[r+2>>0]<<16|h[r+3>>0]<<24;t=t+4|0;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;e=c+16|0;if((d-e|0)<4){c=0;return c|0}q=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+20|0;if((d-e|0)<4){c=0;return c|0}o=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+24|0;if((d-e|0)<4){c=0;return c|0}n=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+28|0;if((d-e|0)<4){c=0;return c|0}g=c+32|0;if((d-g|0)<4){c=0;return c|0}m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;e=c+36|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;if((d-e|0)<24){c=0;return c|0}b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];i=+p[s>>3];e=c+44|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];j=+p[s>>3];e=c+52|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];k=+p[s>>3];e=c+60|0;if((d-e|0)<24){c=0;return c|0}g=c+84|0;if((d-g|0)<24){c=0;return c|0}z=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;y=c+88|0;y=h[y>>0]|h[y+1>>0]<<8|h[y+2>>0]<<16|h[y+3>>0]<<24;x=c+92|0;x=h[x>>0]|h[x+1>>0]<<8|h[x+2>>0]<<16|h[x+3>>0]<<24;w=c+96|0;w=h[w>>0]|h[w+1>>0]<<8|h[w+2>>0]<<16|h[w+3>>0]<<24;d=c+100|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;g=c+104|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];C=+p[s>>3];e=c+68|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];B=+p[s>>3];e=c+76|0;b[s>>0]=b[e>>0];b[s+1>>0]=b[e+1>>0];b[s+2>>0]=b[e+2>>0];b[s+3>>0]=b[e+3>>0];b[s+4>>0]=b[e+4>>0];b[s+5>>0]=b[e+5>>0];b[s+6>>0]=b[e+6>>0];b[s+7>>0]=b[e+7>>0];A=+p[s>>3];e=a+8|0;f[e>>2]=v;f[e+4>>2]=u;v=a+16|0;f[v>>2]=r;f[v+4>>2]=t;f[a+24>>2]=q;f[a+28>>2]=o;f[a+32>>2]=n;f[a+36>>2]=m;f[a+40>>2]=l;p[a+48>>3]=i;p[a+56>>3]=j;p[a+64>>3]=k;p[a+72>>3]=C;p[a+80>>3]=B;p[a+88>>3]=A;f[a+96>>2]=z;f[a+100>>2]=y;f[a+104>>2]=x;f[a+108>>2]=w;f[a+112>>2]=d;f[a+116>>2]=g;c=c+108|0;return c|0}function z0(a){a=a|0;return a+8|0}function A0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;d=f[a>>2]|0;if((((f[a+8>>2]|0)-d|0)/240|0)>>>0>=b>>>0){u=h;return}c=f[a+4>>2]|0;f[g+12>>2]=0;f[g+16>>2]=a+8;if(b>>>0>17895697)vd();i=pOb(b*240|0)|0;f[g>>2]=i;d=i+(((c-d|0)/240|0)*240|0)|0;e=g+8|0;f[e>>2]=d;c=g+4|0;f[c>>2]=d;f[g+12>>2]=i+(b*240|0);B0(a,g);c=f[c>>2]|0;d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);c=f[g>>2]|0;if(c|0)sOb(c);u=h;return}function B0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=f[a>>2]|0;l=a+4|0;d=f[l>>2]|0;m=c+4|0;if((d|0)==(k|0)){j=m;i=a;m=f[m>>2]|0;f[i>>2]=m;f[j>>2]=k;k=c+8|0;m=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=m;k=a+8|0;m=c+12|0;l=f[k>>2]|0;a=f[m>>2]|0;f[k>>2]=a;f[m>>2]=l;m=f[j>>2]|0;f[c>>2]=m;return}g=f[m>>2]|0;do{e=d;d=d+-240|0;h=g+-240|0;i=d;j=h+36|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));p[g+-200>>3]=+p[e+-200>>3];p[g+-192>>3]=+p[e+-192>>3];p[g+-184>>3]=+p[e+-184>>3];p[g+-176>>3]=+p[e+-176>>3];p[g+-168>>3]=+p[e+-168>>3];p[g+-160>>3]=+p[e+-160>>3];f[g+-152>>2]=f[e+-152>>2];f[g+-148>>2]=f[e+-148>>2];f[g+-144>>2]=f[e+-144>>2];f[g+-140>>2]=f[e+-140>>2];f[g+-136>>2]=f[e+-136>>2];f[g+-132>>2]=f[e+-132>>2];p[g+-128>>3]=+p[e+-128>>3];p[g+-120>>3]=+p[e+-120>>3];p[g+-112>>3]=+p[e+-112>>3];p[g+-104>>3]=+p[e+-104>>3];p[g+-96>>3]=+p[e+-96>>3];p[g+-88>>3]=+p[e+-88>>3];p[g+-80>>3]=+p[e+-80>>3];p[g+-72>>3]=+p[e+-72>>3];p[g+-64>>3]=+p[e+-64>>3];j=g+-56|0;i=e+-56|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];p[g+-40>>3]=+p[e+-40>>3];p[g+-32>>3]=+p[e+-32>>3];j=g+-24|0;i=e+-24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];b[j+16>>0]=b[i+16>>0]|0;g=(f[m>>2]|0)+-240|0;f[m>>2]=g}while((d|0)!=(k|0));j=a;i=g;k=f[a>>2]|0;f[j>>2]=i;f[m>>2]=k;k=c+8|0;j=f[l>>2]|0;i=f[k>>2]|0;f[l>>2]=i;f[k>>2]=j;a=a+8|0;l=c+12|0;k=f[a>>2]|0;j=f[l>>2]|0;f[a>>2]=j;f[l>>2]=k;m=f[m>>2]|0;f[c>>2]=m;return}function C0(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;l=m;d=f[a>>2]|0;k=((f[a+4>>2]|0)-d|0)/240|0;e=k+1|0;if(e>>>0>17895697)AMb(a);j=((f[a+8>>2]|0)-d|0)/240|0;d=j<<1;d=j>>>0<8947848?(d>>>0<e>>>0?e:d):17895697;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>17895697)vd();else{i=pOb(d*240|0)|0;break}while(0);f[l>>2]=i;e=i+(k*240|0)|0;j=l+8|0;f[j>>2]=e;h=l+4|0;f[h>>2]=e;f[l+12>>2]=i+(d*240|0);d=e;e=c;g=d+36|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=i+(k*240|0)+40|0;e=c+40|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+48>>3]=+p[c+48>>3];p[i+(k*240|0)+56>>3]=+p[c+56>>3];d=i+(k*240|0)+64|0;e=c+64|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+72>>3]=+p[c+72>>3];p[i+(k*240|0)+80>>3]=+p[c+80>>3];d=i+(k*240|0)+88|0;e=c+88|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+92>>2]=f[c+92>>2];f[i+(k*240|0)+96>>2]=f[c+96>>2];d=i+(k*240|0)+100|0;e=c+100|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d>>2]=f[e>>2];f[i+(k*240|0)+104>>2]=f[c+104>>2];f[i+(k*240|0)+108>>2]=f[c+108>>2];d=i+(k*240|0)+112|0;e=c+112|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+120>>3]=+p[c+120>>3];p[i+(k*240|0)+128>>3]=+p[c+128>>3];d=i+(k*240|0)+136|0;e=c+136|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+144>>3]=+p[c+144>>3];p[i+(k*240|0)+152>>3]=+p[c+152>>3];d=i+(k*240|0)+160|0;e=c+160|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[d+16>>2]=f[e+16>>2];f[d+20>>2]=f[e+20>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+168>>3]=+p[c+168>>3];p[i+(k*240|0)+176>>3]=+p[c+176>>3];d=i+(k*240|0)+184|0;e=c+184|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];d=i+(k*240|0)+200|0;e=c+200|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];p[d>>3]=+p[e>>3];p[i+(k*240|0)+208>>3]=+p[c+208>>3];d=i+(k*240|0)+216|0;e=c+216|0;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];b[d+16>>0]=b[e+16>>0]|0;f[j>>2]=(f[j>>2]|0)+240;B0(a,l);d=f[h>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0);d=f[l>>2]|0;if(!d){u=m;return}sOb(d);u=m;return}function D0(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;E0(c,a);fd(f[64564]|0);f[64564]=f[c>>2];fd(0);u=b;return}function E0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+1760|0;d=pd()|0;f[a>>2]=d;c=1;if(c){c=0;if((f[b>>2]|0)==(f[(b+4|0)>>2]|0)){g=od(112310)|0;sd(d|0,g|0,2);fd(g|0);fd(2)}else c=1}if(c)if(1){g=pd()|0;e=od(112310)|0;sd(d|0,e|0,g|0);fd(e|0);e=nd()|0;c=od(112315)|0;sd(g|0,c|0,e|0);fd(c|0);c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0)){d=0;do{l=c;i=pd()|0;f[h>>2]=d;k=td(17744,h|0)|0;sd(e|0,k|0,i|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+4>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112324)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=nd()|0;f[h>>2]=f[l+(d*192|0)+8>>2];j=td(17744,h|0)|0;f[h>>2]=0;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);f[h>>2]=f[l+(d*192|0)+12>>2];j=td(17744,h|0)|0;f[h>>2]=1;m=td(17736,h|0)|0;sd(k|0,m|0,j|0);fd(m|0);fd(j|0);j=od(112336)|0;sd(i|0,j|0,k|0);fd(j|0);fd(k|0);k=od(112348)|0;f[h>>2]=f[l+(d*192|0)+16>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112358)|0;f[h>>2]=f[l+(d*192|0)+20>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112372)|0;f[h>>2]=f[l+(d*192|0)+24>>2];j=td(17736,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112385)|0;f[h>>2]=f[l+(d*192|0)+28>>2];j=td(17744,h|0)|0;sd(i|0,k|0,j|0);fd(j|0);fd(k|0);k=f[l+(d*192|0)+32>>2]|0;j=od(112397)|0;f[h>>2]=k>>>0<14?k:0;k=td(17744,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112410)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+40>>3];p[k+8>>3]=+p[l+(d*192|0)+48>>3];p[k+16>>3]=+p[l+(d*192|0)+56>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112419)|0;k=pOb(24)|0;p[k>>3]=+p[l+(d*192|0)+64>>3];p[k+8>>3]=+p[l+(d*192|0)+72>>3];p[k+16>>3]=+p[l+(d*192|0)+80>>3];f[h>>2]=k;k=td(8008,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);j=od(152603)|0;k=pOb(24)|0;f[k>>2]=f[l+(d*192|0)+88>>2];f[k+4>>2]=f[l+(d*192|0)+92>>2];f[k+8>>2]=f[l+(d*192|0)+96>>2];f[k+12>>2]=f[l+(d*192|0)+100>>2];f[k+16>>2]=f[l+(d*192|0)+104>>2];f[k+20>>2]=f[l+(d*192|0)+108>>2];f[h>>2]=k;k=td(1112,h|0)|0;sd(i|0,j|0,k|0);fd(k|0);fd(j|0);fd(i|0);d=d+1|0;c=f[b>>2]|0}while(d>>>0<(((f[(b+4|0)>>2]|0)-c|0)/192|0)>>>0)}fd(e|0);fd(g|0)}c=1;if(c){c=0;if((f[(b+36|0)>>2]|0)==(f[(b+40|0)>>2]|0)){l=f[a>>2]|0;m=od(112426)|0;sd(l|0,m|0,2);fd(m|0);fd(2)}else c=1}f[h+32>>2]=a;f[h+40>>2]=b;f[h+1656>>2]=c;f[h+1672>>2]=0;f[h+1676>>2]=0;wha(h);G=f[h+1672>>2]|0;D=f[h+1676>>2]|0;H=+n[h+1676>>2];f[h+1672>>2]=0;f[h+1676>>2]=0;if((G|0)==5)return}function F0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262912;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262912)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262912,1540483477)|0)>>>24^(X(262912,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262912)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function G0(a){a=a|0;sOb(a);return}function H0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return b|0}function I0(a,b){a=a|0;b=b|0;f[b>>2]=25772;f[b+4>>2]=f[a+4>>2];return}function J0(a){a=a|0;return}function K0(a){a=a|0;sOb(a);return}function L0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function M0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113275?a+4|0:0)|0}function N0(a){a=a|0;return 8040}function O0(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function P0(a){a=a|0;sOb(a);return}function Q0(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<1){d=0;return d|0}b[a+4>>0]=b[c>>0]|0;d=c+1|0;return d|0}function R0(a){a=a|0;return a+4|0}function S0(a){a=a|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=b[a>>0]|0;a=od(113531)|0;f[e>>2]=g&255;e=td(17704,e|0)|0;sd(d|0,a|0,e|0);fd(e|0);fd(a|0);fd(f[64564]|0);f[64564]=d;fd(0);u=c;return}function T0(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262913;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262913)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262913,1540483477)|0)>>>24^(X(262913,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262913)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function U0(a){a=a|0;sOb(a);return}function V0(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return b|0}function W0(a,b){a=a|0;b=b|0;f[b>>2]=25840;f[b+4>>2]=f[a+4>>2];return}function X0(a){a=a|0;return}function Y0(a){a=a|0;sOb(a);return}function Z0(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function _0(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==113716?a+4|0:0)|0}function $0(a){a=a|0;return 8112}function a1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function b1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(12)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[c>>2]=d;a=td(872,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function c1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262914;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262914)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262914,1540483477)|0)>>>24^(X(262914,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262914)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function d1(a){a=a|0;sOb(a);return}function e1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return b|0}function f1(a,b){a=a|0;b=b|0;f[b>>2]=25884;f[b+4>>2]=f[a+4>>2];return}function g1(a){a=a|0;return}function h1(a){a=a|0;sOb(a);return}function i1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function j1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114001?a+4|0:0)|0}function k1(a){a=a|0;return 8136}function l1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function m1(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+16|0;c=b;d=pOb(16)|0;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];f[d+12>>2]=f[a+12>>2];f[c>>2]=d;a=td(3256,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function n1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262915;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262915)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262915,1540483477)|0)>>>24^(X(262915,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262915)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function o1(a){a=a|0;sOb(a);return}function p1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return b|0}function q1(a,b){a=a|0;b=b|0;f[b>>2]=25928;f[b+4>>2]=f[a+4>>2];return}function r1(a){a=a|0;return}function s1(a){a=a|0;sOb(a);return}function t1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function u1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114284?a+4|0:0)|0}function v1(a){a=a|0;return 8160}function w1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function x1(a){a=a|0;sOb(a);return}function y1(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;if((d-c|0)<8){d=0;return d|0}e=c;f=e;f=h[f>>0]|h[f+1>>0]<<8|h[f+2>>0]<<16|h[f+3>>0]<<24;e=e+4|0;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;d=a+4|0;a=d;b[a>>0]=f;b[a+1>>0]=f>>8;b[a+2>>0]=f>>16;b[a+3>>0]=f>>24;d=d+4|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;d=c+8|0;return d|0}function z1(a){a=a|0;return a+4|0}function A1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=u;u=u+16|0;d=b;c=nd()|0;f[d>>2]=f[a>>2];e=td(17744,d|0)|0;f[d>>2]=0;g=td(17736,d|0)|0;sd(c|0,g|0,e|0);fd(g|0);fd(e|0);f[d>>2]=f[a+4>>2];a=td(17744,d|0)|0;f[d>>2]=1;d=td(17736,d|0)|0;sd(c|0,d|0,a|0);fd(d|0);fd(a|0);fd(f[64564]|0);f[64564]=c;fd(0);u=b;return}function B1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262916;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262916)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262916,1540483477)|0)>>>24^(X(262916,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262916)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function C1(a){a=a|0;sOb(a);return}function D1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return b|0}function E1(a,b){a=a|0;b=b|0;f[b>>2]=25996;f[b+4>>2]=f[a+4>>2];return}function F1(a){a=a|0;return}function G1(a){a=a|0;sOb(a);return}function H1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function I1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==114761?a+4|0:0)|0}function J1(a){a=a|0;return 8232}function K1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function L1(a){a=a|0;sOb(a);return}function M1(a,c,d){a=a|0;c=c|0;d=d|0;if((d-c|0)<4){d=0;return d|0}d=a+4|0;a=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;d=c+4|0;return d|0}function N1(a){a=a|0;return a+4|0}function O1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function P1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262917;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262917)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262917,1540483477)|0)>>>24^(X(262917,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262917)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function Q1(a){a=a|0;sOb(a);return}function R1(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return b|0}function S1(a,b){a=a|0;b=b|0;f[b>>2]=26064;f[b+4>>2]=f[a+4>>2];return}function T1(a){a=a|0;return}function U1(a){a=a|0;sOb(a);return}function V1(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function W1(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115206?a+4|0:0)|0}function X1(a){a=a|0;return 8304}function Y1(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Z1(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];a=td(17744,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function _1(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;j=k;f[h>>2]=262918;i=a+36|0;e=f[a+40>>2]|0;a:do if(e|0){d=e+-1|0;c=(d&e|0)==0;if(c)g=d&((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0));else if(e>>>0>((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)g=(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0);else g=(((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0))>>>0)%(e>>>0)|0;b=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(c)while(1){e=f[b+4>>2]|0;c=(e|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0);if(!(c|(e&d|0)==(g|0)))break a;if(c)if((f[b+8>>2]|0)==262918)break b;b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==((X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)>>>15^(X(((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612)>>>13^((X((X(262918,1540483477)|0)>>>24^(X(262918,1540483477)|0),1540483477)|0)^1866966612),1540483477)|0)|0)){if((f[b+8>>2]|0)==262918)break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);j=a+24|0;a=f[b+12>>2]|0;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}}}while(0);d=a+24|0;e=a+28|0;c=(f[e>>2]|0)-(f[d>>2]|0)>>2;b=Az(i,h)|0;f[b>>2]=c;b=pOb(16)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[j>>2]=b;c=f[e>>2]|0;if(c>>>0<(f[a+32>>2]|0)>>>0){f[c>>2]=b;f[e>>2]=c+4}else Dz(d,j);j=e;a=-1;j=f[j>>2]|0;a=j+(a<<2)|0;a=f[a>>2]|0;u=k;return a|0}function $1(a){a=a|0;sOb(a);return}function a2(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return b|0}function b2(a,b){a=a|0;b=b|0;f[b>>2]=26108;f[b+4>>2]=f[a+4>>2];return}function c2(a){a=a|0;return}function d2(a){a=a|0;sOb(a);return}function e2(a,b){a=a|0;b=b|0;gh[f[a+4>>2]&2047](f[b>>2]|0);return}function f2(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==115417?a+4|0:0)|0}function g2(a){a=a|0;return 8328}function h2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;g=f[l>>2]|0;j=f[a>>2]|0;e=g-j>>2;d=e+1|0;c=j;if(d>>>0>1073741823)AMb(a);k=a+8|0;m=(f[k>>2]|0)-j|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<d>>>0?d:h):1073741823;do if(!h)i=0;else if(h>>>0>1073741823)vd();else{i=pOb(h<<2)|0;break}while(0);d=i+(e<<2)|0;e=d;i=i+(h<<2)|0;f[d>>2]=f[b>>2];h=d+4|0;if((g|0)==(c|0))g=j;else{do{g=g+-4|0;m=f[g>>2]|0;f[g>>2]=0;f[d+-4>>2]=m;d=e+-4|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function i2(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=h[a>>0];a=td(17704,c|0)|0;fd(f[64564]|0);f[64564]=a;fd(0);u=b;return}function j2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function k2(a){a=a|0;f[a>>2]=26152;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function l2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;g=k;h=nd()|0;i=h;d=f[b>>2]|0;j=(f[b+4>>2]|0)-d>>3;if(!j){kd(h|0);f[g>>2]=i;j=a+4|0;j=f[j>>2]|0;j=dd(j|0,1,22088,g|0)|0;fd(j|0);fd(h|0);u=k;return}c=0;e=0;while(1){f[g>>2]=f[d+(c<<3)>>2];l=td(17744,g|0)|0;f[g>>2]=e;m=td(17744,g|0)|0;sd(h|0,m|0,l|0);fd(m|0);fd(l|0);f[g>>2]=f[d+(c<<3)+4>>2];d=td(17744,g|0)|0;f[g>>2]=e|1;l=td(17744,g|0)|0;sd(h|0,l|0,d|0);fd(l|0);fd(d|0);c=c+1|0;if((c|0)==(j|0))break;d=f[b>>2]|0;e=e+2|0}kd(h|0);f[g>>2]=i;m=a+4|0;m=f[m>>2]|0;m=dd(m|0,1,22088,g|0)|0;fd(m|0);fd(h|0);u=k;return}function m2(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];fd(dd(f[a+8>>2]|0,1,26176,d|0)|0);u=c;return}function n2(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function o2(a){a=a|0;return 0}function p2(a){a=a|0;var 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a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function V4(a){a=a|0;if(!a)return;sOb(a);return}function W4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(12)|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return b|0}function X4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];return}function Y4(){var a=0,b=0,c=0;a=pOb(56)|0;b=a;c=b+56|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));return a|0}function Z4(a){a=a|0;if(!a)return;sOb(a);return}function _4(a,b){a=a|0;b=b|0;a=b+(f[a>>2]|0)|0;b=pOb(24)|0;p[b>>3]=+p[a>>3];p[b+8>>3]=+p[a+8>>3];p[b+16>>3]=+p[a+16>>3];return b|0}function $4(a,b,c){a=a|0;b=b|0;c=c|0;b=b+(f[a>>2]|0)|0;p[b>>3]=+p[c>>3];p[b+8>>3]=+p[c+8>>3];p[b+16>>3]=+p[c+16>>3];return}function a5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function b5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function c5(){var a=0;a=pOb(24)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return a|0}function d5(a){a=a|0;if(!a)return;sOb(a);return}function e5(a,b){a=a|0;b=b|0;return +(+p[b+(f[a>>2]|0)>>3])}function f5(a,b,c){a=a|0;b=b|0;c=+c;p[b+(f[a>>2]|0)>>3]=c;return}function g5(a,b){a=a|0;b=b|0;return f[b+(f[a>>2]|0)>>2]|0}function h5(a,b,c){a=a|0;b=b|0;c=c|0;f[b+(f[a>>2]|0)>>2]=c;return}function i5(a){a=a|0;return 8736}function j5(a){a=a|0;if(!a)return;sOb(a);return}function k5(a){a=a|0;bh[a&63]();return}function l5(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function m5(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b,c,d,e,f,g,h,i);return}function n5(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b,c,d,e,f,g,h);return}function 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s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;w=z+24|0;x=z+12|0;y=z;s=c+4|0;t=f[c>>2]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;if(t>>>0>4294967279)vOb(w);if(t>>>0<11){b[w+11>>0]=t;if(!t)c=w;else{c=w;v=6}}else{v=t+16&-16;c=pOb(v)|0;f[w>>2]=c;f[w+8>>2]=v|-2147483648;f[w+4>>2]=t;v=6}if((v|0)==6)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;s=d+4|0;t=f[d>>2]|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;if(t>>>0>4294967279)vOb(x);if(t>>>0<11){b[x+11>>0]=t;if(!t)c=x;else{c=x;v=12}}else{v=t+16&-16;c=pOb(v)|0;f[x>>2]=c;f[x+8>>2]=v|-2147483648;f[x+4>>2]=t;v=12}if((v|0)==12)bQb(c|0,s|0,t|0)|0;b[c+t>>0]=0;t=e+4|0;d=f[e>>2]|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;if(d>>>0>4294967279)vOb(y);if(d>>>0<11){s=y+11|0;b[s>>0]=d;if(!d)c=y;else{c=y;v=18}}else{s=d+16&-16;c=pOb(s)|0;f[y>>2]=c;f[y+8>>2]=s|-2147483648;f[y+4>>2]=d;s=y+11|0;v=18}if((v|0)==18)bQb(c|0,t|0,d|0)|0;b[c+d>>0]=0;c=$g[a&1](w,x,y,g,h,i,j,k,l,m,n,o,p,q,r)|0;if((b[s>>0]|0)<0)sOb(f[y>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);if((b[w+11>>0]|0)>=0){u=z;return 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c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function P5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Q5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function R5(a){a=a|0;return 0}function S5(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=u;u=u+16|0;h=g+4|0;i=g;f[h>>2]=d;f[i>>2]=e;Fh[a&255](b,c,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function T5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function U5(a){a=a|0;f[a>>2]=26752;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function V5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W5(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function X5(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Y5(a){a=a|0;return 0}function Z5(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function _5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $5(a){a=a|0;f[a>>2]=26812;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function a6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function b6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function c6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function d6(a){a=a|0;return 0}function e6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function f6(a){a=a|0;f[a>>2]=26844;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function g6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function h6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function i6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function j6(a){a=a|0;return 0}function k6(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0;l=u;u=u+16|0;m=l+4|0;n=l;f[m>>2]=j;f[n>>2]=k;Rh[a&3](b,c,d,e,g,h,i,m,n);fd(f[n>>2]|0);fd(f[m>>2]|0);u=l;return}function l6(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0;j=u;u=u+16|0;h=j;b[a>>0]=0;d=a+1|0;b[d>>0]=1;i=a+2|0;e=a+8|0;b[i>>0]=0;b[i+1>>0]=0;b[i+2>>0]=0;b[i+3>>0]=0;b[i+4>>0]=0;b[i+5>>0]=0;g=a+12|0;b[e>>0]=1;b[e+1>>0]=1;b[e+2>>0]=1;b[e+3>>0]=1;b[g>>0]=0;b[g+1>>0]=0;b[g+2>>0]=0;b[g+3>>0]=0;if(m6(c,119182)|0){k=f[c>>2]|0;m=od(119182)|0;k=jd(k|0,m|0)|0;fd(m|0);l=+cd(k|0,17688,h|0);rd(f[h>>2]|0);b[e>>0]=l!=0.0&1;fd(k|0)}if(m6(c,119193)|0){m=f[c>>2]|0;k=od(119193)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+9>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119204)|0){m=f[c>>2]|0;k=od(119204)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+10>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119216)|0){m=f[c>>2]|0;k=od(119216)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+11>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119238)|0){m=f[c>>2]|0;k=od(119238)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[g>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119265)|0){m=f[c>>2]|0;k=od(119265)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119286)|0){m=f[c>>2]|0;k=od(119286)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[a+13>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119308)|0){m=f[c>>2]|0;k=od(119308)|0;m=jd(m|0,k|0)|0;fd(k|0);l=+cd(m|0,17688,h|0);rd(f[h>>2]|0);b[d>>0]=l!=0.0&1;fd(m|0)}if(m6(c,119326)|0){d=f[c>>2]|0;m=od(119326)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);b[a+14>>0]=~~l;fd(d|0);d=1}else d=0;b[a+15>>0]=d;if(m6(c,119334)|0){d=f[c>>2]|0;m=od(119334)|0;d=jd(d|0,m|0)|0;fd(m|0);l=+cd(d|0,17704,h|0);rd(f[h>>2]|0);fd(d|0);d=~~l&255}else d=0;b[i>>0]=d&1;b[a+3>>0]=(d&255)>>>1&1;b[a+4>>0]=(d&255)>>>2&1;if(!(m6(c,119363)|0)){k=0;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}k=f[c>>2]|0;i=od(119363)|0;k=jd(k|0,i|0)|0;fd(i|0);l=+cd(k|0,17704,h|0);rd(f[h>>2]|0);fd(k|0);k=~~l&255;i=k&1;m=a+5|0;b[m>>0]=i;m=a+6|0;i=(k&255)>>>1;i=i&1;b[m>>0]=i;m=a+7|0;k=(k&255)>>>2;k=k&1;b[m>>0]=k;u=j;return}function m6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=u;u=u+16|0;h=c;d=gd(119397)|0;i=od(119404)|0;e=jd(d|0,i|0)|0;fd(i|0);i=od(119414)|0;g=jd(e|0,i|0)|0;fd(i|0);b=od(b|0)|0;f[h>>2]=b;b=n6(g,119429,a,h)|0;fd(f[h>>2]|0);fd(g|0);fd(e|0);fd(d|0);u=c;return b|0}function n6(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0;i=u;u=u+32|0;g=i;h=i+16|0;if(!(b[256376]|0))if(MPb(256376)|0){j=hd(3,26908)|0;f[64598]=j}j=f[64598]|0;kd(f[d>>2]|0);f[g>>2]=f[d>>2];kd(f[e>>2]|0);f[g+8>>2]=f[e>>2];k=+ed(j|0,a|0,c|0,h|0,g|0);rd(f[h>>2]|0);u=i;return k!=0.0|0}function o6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function p6(a){a=a|0;f[a>>2]=26928;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function q6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function r6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function s6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function t6(a){a=a|0;return 0}function u6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function v6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function w6(a){a=a|0;f[a>>2]=26988;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function x6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function y6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function z6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function A6(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;i=u;u=u+16|0;j=i+8|0;k=i+4|0;l=i;f[j>>2]=e;f[k>>2]=g;f[l>>2]=h;Th[a&127](b,c,d,j,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function B6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function C6(a){a=a|0;f[a>>2]=27048;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function D6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function E6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function F6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function G6(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function H6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function I6(a){a=a|0;f[a>>2]=27112;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function J6(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function L6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function M6(a,b,c,d,e,g){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;h=u;u=u+16|0;i=h+8|0;j=h+4|0;k=h;f[i>>2]=d;f[j>>2]=e;f[k>>2]=g;nh[a&3](b,c,i,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function N6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function O6(a){a=a|0;f[a>>2]=27168;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function P6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Q6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function R6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function S6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function T6(a){a=a|0;f[a>>2]=27200;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function U6(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function V6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function W6(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function X6(a){a=a|0;return 0}function Y6(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;vh[a&3](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function Z6(a,b){a=a|0;b=+b;ch[a&127](b);return}function _6(a,c){a=a|0;c=c|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function d7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;xK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function e7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function f7(a){a=a|0;return 0}function g7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e+8|0;h=e+4|0;i=e;f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;xh[a&127](g,h,i);fd(f[i>>2]|0);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function h7(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;f[e>>2]=b;f[g>>2]=c;oh[a&1023](e,g);fd(f[g>>2]|0);fd(f[e>>2]|0);u=d;return}function i7(a){a=a|0;f[a>>2]=27324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function s7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function t7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function u7(a){a=a|0;return 0}function v7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function w7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function x7(a){a=a|0;f[a>>2]=27420;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function y7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;RH(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function z7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function A7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function B7(a){a=a|0;return 0}function C7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function D7(a){a=a|0;f[a>>2]=27452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function E7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;kI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function F7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function G7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function H7(a){a=a|0;return 0}function I7(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function J7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function K7(a){a=a|0;f[a>>2]=27500;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function L7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function M7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function N7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function O7(a){a=a|0;return 0}function P7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Q7(a){a=a|0;f[a>>2]=27532;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function R7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function S7(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=f[b>>2];b=td(17744,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function T7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function U7(a){a=a|0;return 0}function V7(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function W7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function X7(a){a=a|0;f[a>>2]=27588;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Y7(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Z7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;UD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function _7(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function $7(a){a=a|0;return 0}function a8(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function b8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c8(a){a=a|0;f[a>>2]=27644;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;nE(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g8(a){a=a|0;return 0}function h8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function i8(a){a=a|0;f[a>>2]=27676;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function j8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function k8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;bF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function l8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function m8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function n8(a){a=a|0;f[a>>2]=27708;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function o8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function p8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function r8(a){a=a|0;return 0}function s8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function t8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u8(a){a=a|0;f[a>>2]=27768;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function x8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function z8(a){a=a|0;f[a>>2]=27800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function A8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function B8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function C8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function D8(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=g;f[k>>2]=h;Th[a&127](b,c,d,e,j,k);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function E8(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0;w=u;u=u+16|0;v=w;b[a>>0]=0;b[a+1>>0]=0;b[a+2>>0]=0;b[a+3>>0]=0;b[a+4>>0]=0;l=a+8|0;b[l>>0]=1;m=a+9|0;b[m>>0]=0;n=a+10|0;b[n>>0]=0;o=a+11|0;b[o>>0]=1;q=a+12|0;b[q>>0]=0;r=a+13|0;b[r>>0]=0;f[a+16>>2]=-1;e=a+20|0;b[e>>0]=1;g=a+21|0;b[g>>0]=0;h=a+22|0;b[h>>0]=1;s=a+23|0;b[s>>0]=0;i=a+24|0;b[i>>0]=1;j=a+25|0;b[j>>0]=1;t=a+26|0;k=a+40|0;d[t>>1]=0;d[t+2>>1]=0;d[t+4>>1]=0;b[t+6>>0]=0;p[k>>3]=C;if(m6(c,125880)|0){x=f[c>>2]|0;z=od(125880)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);b[a+1>>0]=~~y;fd(x|0);b[a>>0]=b[a>>0]|1}if(m6(c,125897)|0){z=f[c>>2]|0;x=od(125897)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+2>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|2}if(m6(c,125914)|0){z=f[c>>2]|0;x=od(125914)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+3>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|4}if(m6(c,125930)|0){z=f[c>>2]|0;x=od(125930)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17704,v|0);rd(f[v>>2]|0);b[a+4>>0]=~~y;fd(z|0);b[a>>0]=b[a>>0]|8}if(m6(c,125946)|0){z=f[c>>2]|0;x=od(125946)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[l>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125968)|0){z=f[c>>2]|0;x=od(125968)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[m>>0]=y!=0.0&1;fd(z|0)}if(m6(c,125989)|0){z=f[c>>2]|0;x=od(125989)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[n>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126004)|0){z=f[c>>2]|0;x=od(126004)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[o>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126022)|0){z=f[c>>2]|0;x=od(126022)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[q>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126068)|0){z=f[c>>2]|0;x=od(126068)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[r>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126087)|0){z=f[c>>2]|0;x=od(126087)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[e>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126110)|0){z=f[c>>2]|0;x=od(126110)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[g>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126132)|0){z=f[c>>2]|0;x=od(126132)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[h>>0]=y!=0.0&1;fd(z|0)}if(m6(c,119308)|0){z=f[c>>2]|0;x=od(119308)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[i>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126160)|0){z=f[c>>2]|0;x=od(126160)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17688,v|0);rd(f[v>>2]|0);b[j>>0]=y!=0.0&1;fd(z|0)}if(m6(c,126182)|0){z=f[c>>2]|0;x=od(126182)|0;z=jd(z|0,x|0)|0;fd(x|0);y=+cd(z|0,17776,v|0);rd(f[v>>2]|0);p[k>>3]=y;fd(z|0)}if(m6(c,119326)|0){e=f[c>>2]|0;z=od(119326)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);b[a+32>>0]=~~y;fd(e|0);e=1}else e=0;b[s>>0]=e;if(m6(c,119334)|0){e=f[c>>2]|0;z=od(119334)|0;e=jd(e|0,z|0)|0;fd(z|0);y=+cd(e|0,17704,v|0);rd(f[v>>2]|0);fd(e|0);e=~~y&255}else e=0;b[t>>0]=e&1;b[a+27>>0]=(e&255)>>>1&1;b[a+28>>0]=(e&255)>>>2&1;if(!(m6(c,119363)|0)){x=0;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}x=f[c>>2]|0;z=od(119363)|0;x=jd(x|0,z|0)|0;fd(z|0);y=+cd(x|0,17704,v|0);rd(f[v>>2]|0);fd(x|0);x=~~y&255;v=x&1;z=a+29|0;b[z>>0]=v;z=a+30|0;v=(x&255)>>>1;v=v&1;b[z>>0]=v;z=a+31|0;x=(x&255)>>>2;x=x&1;b[z>>0]=x;u=w;return}function F8(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;j=u;u=u+16|0;k=j+8|0;l=j+4|0;m=j;f[k>>2]=g;f[l>>2]=h;f[m>>2]=i;Xh[a&63](b,c,d,e,k,l,m);fd(f[m>>2]|0);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function G8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function H8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function I8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function J8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function K8(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;mh[a&7](b,c,d);return}function L8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function M8(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function N8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function O8(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function P8(a,b,c){a=a|0;b=+b;c=+c;dh[a&7](b,c);return}function Q8(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c+8|0;e=c;h=b;g=f[h+4>>2]|0;b=e;f[b>>2]=f[h>>2];f[b+4>>2]=g;f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];gh[a&2047](d);u=c;return}function R8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function S8(a,b){a=a|0;b=b|0;gh[a&2047](b);return}function T8(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function U8(a,b){a=a|0;b=+b;ch[a&127](b);return}function V8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function W8(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;eh[a&3](b,c,d);return}function X8(a,b,c){a=a|0;b=+b;c=c|0;fh[a&7](b,c);return}function Y8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Z8(a){a=a|0;f[a>>2]=28096;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function _8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function $8(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function a9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function b9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function c9(a){a=a|0;f[a>>2]=28128;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function d9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function e9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;_U(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function f9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function g9(a){a=a|0;return 0}function h9(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;h=u;u=u+32|0;k=h+16|0;l=h;i=h+12|0;j=h+8|0;n=d;m=f[n+4>>2]|0;d=l;f[d>>2]=f[n>>2];f[d+4>>2]=m;f[i>>2]=e;f[j>>2]=g;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];Lh[a&255](b,c,k,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function i9(a,b,c){a=a|0;b=b|0;c=+c;hh[a&63](b,c);return}function j9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function k9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;xh[a&127](b,c,d);return}function l9(a,b,c){a=a|0;b=b|0;c=c|0;oh[a&1023](b,c);return}function m9(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b,c,d,e,f);return}function n9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function o9(a){a=a|0;f[a>>2]=28268;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function p9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function q9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function r9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function s9(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+16|0;h=g+8|0;i=g+4|0;j=g;f[h>>2]=c;f[i>>2]=d;f[j>>2]=e;Fh[a&255](b,h,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);fd(f[h>>2]|0);u=g;return}function t9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function u9(a){a=a|0;f[a>>2]=28320;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function v9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function w9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function x9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function y9(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;f[g>>2]=c;f[h>>2]=d;xh[a&127](b,g,h);fd(f[h>>2]|0);fd(f[g>>2]|0);u=e;return}function z9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function A9(a){a=a|0;f[a>>2]=28368;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function B9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;hQ(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function C9(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=h[b>>0];b=td(17704,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function D9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function E9(a){a=a|0;return 0}function F9(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0;o=u;u=u+16|0;p=o+4|0;q=o;f[p>>2]=m;f[q>>2]=n;ai[a&7](b,c,d,e,g,h,i,j,k,l,p,q);fd(f[q>>2]|0);fd(f[p>>2]|0);u=o;return}function G9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function H9(a){a=a|0;f[a>>2]=28452;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function I9(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function J9(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IL(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function K9(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function jca(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function kca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function lca(a){a=a|0;f[a>>2]=29608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function mca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;zN(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function oca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function pca(a){a=a|0;return 0}function qca(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=d;f[j>>2]=e;Lh[a&255](b,c,i,j,g);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function rca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sca(a){a=a|0;f[a>>2]=29664;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tca(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function uca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function xca(a){a=a|0;f[a>>2]=29696;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function zca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Aca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Bca(a){a=a|0;return 0}function Cca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dca(a){a=a|0;f[a>>2]=29728;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hca(a){a=a|0;return 0}function Ica(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Jca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Kca(a){a=a|0;f[a>>2]=29788;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Lca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;oC(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Nca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Oca(a){a=a|0;return 0}function Pca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Qca(a){a=a|0;f[a>>2]=29820;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Rca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vca(a){a=a|0;f[a>>2]=29852;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Zca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function _ca(a){a=a|0;f[a>>2]=29884;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function $ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function cda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function dda(a){a=a|0;f[a>>2]=29916;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function hda(a){a=a|0;f[a>>2]=29948;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function rda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function sda(a){a=a|0;f[a>>2]=30012;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function tda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function uda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function wda(a){a=a|0;return 0}function xda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function yda(a){a=a|0;f[a>>2]=30044;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function zda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Ada(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Cda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Dda(a){a=a|0;f[a>>2]=30076;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Eda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;ZI(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Fda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Hda(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=g;f[l>>2]=h;Xh[a&63](b,c,d,e,k,l,i);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function Ida(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jda(a){a=a|0;f[a>>2]=30140;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;NB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Mda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nda(a){a=a|0;return 0}function Oda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pda(a){a=a|0;f[a>>2]=30172;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Rda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Uda(a){a=a|0;f[a>>2]=30204;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Vda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Wda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Xda(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Yda(a){a=a|0;return 0}function Zda(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;f[i>>2]=e;f[j>>2]=g;Lh[a&255](b,c,d,i,j);fd(f[j>>2]|0);fd(f[i>>2]|0);u=h;return}function _da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $da(a){a=a|0;f[a>>2]=30260;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function aea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function eea(a){a=a|0;f[a>>2]=30292;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function fea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function iea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function jea(a){a=a|0;f[a>>2]=30324;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function kea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function lea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function mea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function nea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function oea(a){a=a|0;f[a>>2]=30356;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function qea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function rea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function sea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function tea(a){a=a|0;f[a>>2]=30388;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xea(a){a=a|0;return 0}function yea(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function zea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Aea(a){a=a|0;f[a>>2]=30448;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Bea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;mG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Dea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Eea(a){a=a|0;return 0}function Fea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Gea(a){a=a|0;f[a>>2]=30480;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Hea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;eD(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Iea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Jea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Kea(a){a=a|0;return 0}function Lea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Mea(a){a=a|0;f[a>>2]=30512;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Nea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Oea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Pea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Qea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Rea(a){a=a|0;f[a>>2]=30544;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Sea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Tea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Uea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Vea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Wea(a){a=a|0;f[a>>2]=30576;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Xea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Yea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Zea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function _ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function $ea(a){a=a|0;f[a>>2]=30608;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function dfa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function efa(a){a=a|0;f[a>>2]=30640;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function hfa(a,b){a=a|0;b=b|0;var 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c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=pOb(24)|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];f[e+20>>2]=f[b+20>>2];f[d>>2]=e;b=td(1112,d|0)|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function vfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function xfa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j+4|0;l=j;f[k>>2]=h;f[l>>2]=i;Xh[a&63](b,c,d,e,g,k,l);fd(f[l>>2]|0);fd(f[k>>2]|0);u=j;return}function yfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function zfa(a){a=a|0;f[a>>2]=30800;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Afa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Bfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Cfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Dfa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Efa(a){a=a|0;f[a>>2]=30832;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Ffa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;uB(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Gfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Hfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Ifa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Jfa(a){a=a|0;f[a>>2]=30864;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Kfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;cK(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Lfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;e=c;d=nd()|0;f[e>>2]=f[b>>2];g=td(17744,e|0)|0;f[e>>2]=0;h=td(17736,e|0)|0;sd(d|0,h|0,g|0);fd(h|0);fd(g|0);f[e>>2]=f[b+4>>2];b=td(17744,e|0)|0;f[e>>2]=1;g=td(17736,e|0)|0;sd(d|0,g|0,b|0);fd(g|0);fd(b|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Mfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Nfa(a){a=a|0;return 0}function Ofa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Pfa(a){a=a|0;f[a>>2]=30896;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Qfa(a,b){a=a|0;b=b|0;var c=0,d=0;b=u;u=u+16|0;d=b;c=pOb(1)|0;f[d>>2]=c;c=td(4664,d|0)|0;kd(c|0);f[d>>2]=c;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(c|0);u=b;return}function Rfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;IG(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+8>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Sfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;e=c;d=pd()|0;g=od(113531)|0;f[e>>2]=b&255;b=td(17704,e|0)|0;sd(d|0,g|0,b|0);fd(b|0);fd(g|0);kd(d|0);f[e>>2]=d;fd(dd(f[a+8>>2]|0,1,22088,e|0)|0);fd(d|0);u=c;return}function Tfa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i+4|0;k=i;f[j>>2]=e;f[k>>2]=g;Th[a&127](b,c,d,j,k,h);fd(f[k>>2]|0);fd(f[j>>2]|0);u=i;return}function Ufa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);return}function Vfa(a){a=a|0;f[a>>2]=30956;fd(f[a+8>>2]|0);fd(f[a+4>>2]|0);sOb(a);return}function Wfa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c;e=c+8|0;TF(e,b);b=f[e>>2]|0;kd(b|0);f[d>>2]=b;fd(dd(f[a+4>>2]|0,1,22088,d|0)|0);fd(b|0);u=c;return}function Xfa(a,b){a=a|0;b=b|0;var 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if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[64565]|0)+(c<<2)|0;l=41}}else{f[e>>2]=f[c>>2];l=41}if((l|0)==41)f[c>>2]=e;f[64568]=(f[64568]|0)+1;l=e;a=l+12|0;j=f[a>>2]|0;fd(j|0);f[a>>2]=o;o=l+16|0;a=f[o>>2]|0;fd(a|0);f[o>>2]=m;o=l+20|0;f[o>>2]=k;fd(0);fd(0);return}function Yga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g<<5)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+32|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+32|0}while((c|0)!=(i|0));u=n;return}function Zga(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=f[a>>2]|0;h=n;i=(f[c>>2]|0)-h|0;n=n+i|0;if(!d){o=n;return o|0}m=a+8|0;g=f[m>>2]|0;o=a+4|0;k=f[o>>2]|0;c=k;if((g-c|0)>>>0>=d>>>0){g=c-n|0;if(g>>>0<d>>>0){c=d-g|0;h=k;do{b[h>>0]=b[e>>0]|0;h=(f[o>>2]|0)+1|0;f[o>>2]=h;c=c+-1|0}while((c|0)!=0);if(!g){o=n;return o|0}}else{g=d;h=k}j=h-(n+d)|0;c=n+j|0;if(c>>>0<k>>>0){i=h;do{b[i>>0]=b[c>>0]|0;c=c+1|0;i=(f[o>>2]|0)+1|0;f[o>>2]=i}while((c|0)!=(k|0))}if(j|0)cQb(h+(0-j)|0,n|0,j|0)|0;if(n>>>0<=e>>>0)e=(f[o>>2]|0)>>>0>e>>>0?e+d|0:e;dQb(n|0,b[e>>0]|0,g|0)|0;o=n;return o|0}c=c-h+d|0;if((c|0)<0)AMb(a);l=g-h|0;j=l<<1;c=l>>>0<1073741823?(j>>>0<c>>>0?c:j):2147483647;j=n;if(!c)g=0;else g=pOb(c)|0;l=g+i|0;k=g+c|0;g=d;c=l;h=l;do{b[h>>0]=b[e>>0]|0;h=c+1|0;c=h;g=g+-1|0}while((g|0)!=0);e=f[a>>2]|0;g=j-e|0;i=l+(0-g)|0;if((g|0)>0)bQb(i|0,e|0,g|0)|0;g=(f[o>>2]|0)-j|0;if((g|0)>0){bQb(h|0,n|0,g|0)|0;c=h+g|0;e=f[a>>2]|0}f[a>>2]=i;f[o>>2]=c;f[m>>2]=k;if(!e){o=l;return o|0}sOb(e);o=l;return o|0}function _ga(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!a){b=f[64565]|0;f[64565]=0;if(b|0)sOb(b);f[64566]=0;return}if(a>>>0>1073741823)vd();l=pOb(a<<2)|0;b=f[64565]|0;f[64565]=l;if(b|0)sOb(b);f[64566]=a;b=0;do{f[(f[64565]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(a|0));g=f[64567]|0;if(!g)return;b=f[g+4>>2]|0;k=a+-1|0;l=(k&a|0)==0;if(l)b=b&k;else if(b>>>0>=a>>>0)b=(b>>>0)%(a>>>0)|0;f[(f[64565]|0)+(b<<2)>>2]=258268;c=f[g>>2]|0;if(!c)return;else{e=g;d=c;c=g}a:while(1){b:do if(l){j=c;while(1){c=d;while(1){i=f[c+4>>2]&k;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}h=c+8|0;d=c;while(1){g=f[d>>2]|0;if(!g)break;if((f[h>>2]|0)==(f[g+8>>2]|0))d=g;else break}f[j>>2]=g;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}else{j=c;while(1){c=d;while(1){d=f[c+4>>2]|0;if(d>>>0<a>>>0)i=d;else i=(d>>>0)%(a>>>0)|0;if((i|0)==(b|0))break;d=(f[64565]|0)+(i<<2)|0;if(!(f[d>>2]|0)){e=j;b=i;break b}g=c+8|0;d=c;while(1){h=f[d>>2]|0;if(!h)break;if((f[g>>2]|0)==(f[h+8>>2]|0))d=h;else break}f[j>>2]=h;f[d>>2]=f[f[(f[64565]|0)+(i<<2)>>2]>>2];f[f[(f[64565]|0)+(i<<2)>>2]>>2]=c;c=f[e>>2]|0;if(!c){b=37;break a}}d=f[c>>2]|0;if(!d){b=37;break a}else{e=c;j=c}}}while(0);f[d>>2]=e;d=f[c>>2]|0;if(!d){b=37;break}else e=c}if((b|0)==37)return}function $ga(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;p=(f[a>>2]|0)+p|0;q=h[c>>0]|h[c+1>>0]<<8;b[p>>0]=q;b[p+1>>0]=q>>8;p=d+4|0;q=f[p>>2]|0;r=f[n>>2]|0;c=r-(f[a>>2]|0)|0;f[l>>2]=r;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=q;b[c+1>>0]=q>>8;b[c+2>>0]=q>>16;b[c+3>>0]=q>>24;c=f[d>>2]|0;p=f[p>>2]|0;d=c+p|0;if(p|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));r=e+4|0;d=f[r>>2]|0;q=f[n>>2]|0;c=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;r=f[r>>2]|0;d=c+(r<<3)|0;if(r|0)do{q=f[n>>2]|0;r=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;q=c;e=q;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;q=q+4|0;q=h[q>>0]|h[q+1>>0]<<8|h[q+2>>0]<<16|h[q+3>>0]<<24;r=(f[a>>2]|0)+r|0;p=r;b[p>>0]=e;b[p+1>>0]=e>>8;b[p+2>>0]=e>>16;b[p+3>>0]=e>>24;r=r+4|0;b[r>>0]=q;b[r+1>>0]=q>>8;b[r+2>>0]=q>>16;b[r+3>>0]=q>>24;c=c+8|0}while((c|0)!=(d|0));q=f[n>>2]|0;p=q-(f[a>>2]|0)|0;f[l>>2]=q;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;p=(f[a>>2]|0)+p|0;q=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[p>>0]=q;b[p+1>>0]=q>>8;b[p+2>>0]=q>>16;b[p+3>>0]=q>>24;p=f[n>>2]|0;q=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,8,m)|0;p=i;i=p;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;p=p+4|0;p=h[p>>0]|h[p+1>>0]<<8|h[p+2>>0]<<16|h[p+3>>0]<<24;q=(f[a>>2]|0)+q|0;r=q;b[r>>0]=i;b[r+1>>0]=i>>8;b[r+2>>0]=i>>16;b[r+3>>0]=i>>24;q=q+4|0;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;q=b[j>>0]|0;p=f[n>>2]|0;r=p-(f[a>>2]|0)|0;f[l>>2]=p;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,1,m)|0;b[(f[a>>2]|0)+r>>0]=q;u=o;return}function aha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,16,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+16|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));i=d+4|0;h=f[i>>2]|0;g=f[m>>2]|0;c=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=h;b[c+1>>0]=h>>8;b[c+2>>0]=h>>16;b[c+3>>0]=h>>24;c=f[d>>2]|0;i=f[i>>2]|0;d=c+(i<<5)|0;if(i|0)do{g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,32,l)|0;i=(f[a>>2]|0)+i|0;g=c;h=i+32|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));c=c+32|0}while((c|0)!=(d|0));g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,12,l)|0;i=(f[a>>2]|0)+i|0;g=e;h=i+12|0;do{b[i>>0]=b[g>>0]|0;i=i+1|0;g=g+1|0}while((i|0)<(h|0));u=n;return}function bha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function cha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function dha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;i=u;u=u+992|0;d=b[c>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=d;e=b[((c+4|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+8|0)>>2]|0:e&255;d=f[(a+4|0)>>2]|0;g=d-(f[a>>2]|0)|0;f[i>>2]=d;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+4|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;g=g<<24>>24<0?f[(c+8|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;l=f[(a+4|0)>>2]|0;j=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+j>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}l=b[c+16>>0]|0;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+e>>0]=l;e=b[c+17>>0]|0;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+g>>0]=e;g=f[(a+4|0)>>2]|0;e=g-(f[a>>2]|0)|0;f[i>>2]=g;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;g=h[(c+24|0)>>0]|h[(c+24|0)+1>>0]<<8|h[(c+24|0)+2>>0]<<16|h[(c+24|0)+3>>0]<<24;l=h[((c+24|0)+4|0)>>0]|h[((c+24|0)+4|0)+1>>0]<<8|h[((c+24|0)+4|0)+2>>0]<<16|h[((c+24|0)+4|0)+3>>0]<<24;e=(f[a>>2]|0)+e|0;b[e>>0]=g;b[e+1>>0]=g>>8;b[e+2>>0]=g>>16;b[e+3>>0]=g>>24;b[(e+4|0)>>0]=l;b[(e+4|0)+1>>0]=l>>8;b[(e+4|0)+2>>0]=l>>16;b[(e+4|0)+3>>0]=l>>24;e=b[((c+32|0)+11|0)>>0]|0;e=e<<24>>24<0?f[(c+36|0)>>2]|0:e&255;l=f[(a+4|0)>>2]|0;g=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,4,i+8|0)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=e;b[g+1>>0]=e>>8;b[g+2>>0]=e>>16;b[g+3>>0]=e>>24;g=b[((c+32|0)+11|0)>>0]|0;e=g<<24>>24<0?f[(c+32|0)>>2]|0:c+32|0;g=g<<24>>24<0?f[(c+36|0)>>2]|0:g&255;if(g|0){d=e;do{k=b[d>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,1,i+8|0)|0;b[(f[a>>2]|0)+l>>0]=k;d=d+1|0}while((d|0)!=(e+g|0|0))}j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;j=h[(c+48|0)>>0]|h[(c+48|0)+1>>0]<<8|h[(c+48|0)+2>>0]<<16|h[(c+48|0)+3>>0]<<24;k=h[((c+48|0)+4|0)>>0]|h[((c+48|0)+4|0)+1>>0]<<8|h[((c+48|0)+4|0)+2>>0]<<16|h[((c+48|0)+4|0)+3>>0]<<24;l=(f[a>>2]|0)+l|0;b[l>>0]=j;b[l+1>>0]=j>>8;b[l+2>>0]=j>>16;b[l+3>>0]=j>>24;b[(l+4|0)>>0]=k;b[(l+4|0)+1>>0]=k>>8;b[(l+4|0)+2>>0]=k>>16;b[(l+4|0)+3>>0]=k>>24;l=f[(a+4|0)>>2]|0;k=l-(f[a>>2]|0)|0;f[i>>2]=l;b[(i+8|0)>>0]=0;f[(i+4|0)>>2]=f[i>>2];Zga(a,i+4|0,8,i+8|0)|0;l=h[(c+56|0)>>0]|h[(c+56|0)+1>>0]<<8|h[(c+56|0)+2>>0]<<16|h[(c+56|0)+3>>0]<<24;j=h[((c+56|0)+4|0)>>0]|h[((c+56|0)+4|0)+1>>0]<<8|h[((c+56|0)+4|0)+2>>0]<<16|h[((c+56|0)+4|0)+3>>0]<<24;k=(f[a>>2]|0)+k|0;b[k>>0]=l;b[k+1>>0]=l>>8;b[k+2>>0]=l>>16;b[k+3>>0]=l>>24;b[(k+4|0)>>0]=j;b[(k+4|0)+1>>0]=j>>8;b[(k+4|0)+2>>0]=j>>16;b[(k+4|0)+3>>0]=j>>24;k=b[c+64>>0]|0;j=f[(a+4|0)>>2]|0;l=j-(f[a>>2]|0)|0;f[i>>2]=j;b[(i+8|0)>>0]=0;f[i+32>>2]=a;f[i+40>>2]=c;f[i+168>>2]=k;f[i+184>>2]=l;f[i+936>>2]=0;f[i+940>>2]=0;xha(i);G=f[i+936>>2]|0;D=f[i+940>>2]|0;H=+n[i+940>>2];f[i+936>>2]=0;f[i+940>>2]=0;if((G|0)==5)return}function eha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function fha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o+4|0;l=o;m=o+8|0;n=a+4|0;j=f[n>>2]|0;i=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,2,m)|0;i=(f[a>>2]|0)+i|0;j=h[c>>0]|h[c+1>>0]<<8;b[i>>0]=j;b[i+1>>0]=j>>8;i=d+4|0;j=f[i>>2]|0;g=f[n>>2]|0;c=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=j;b[c+1>>0]=j>>8;b[c+2>>0]=j>>16;b[c+3>>0]=j>>24;c=f[d>>2]|0;i=f[i>>2]|0;j=c+(i<<5)|0;if(i|0)do{g=f[n>>2]|0;d=g-(f[a>>2]|0)|0;f[l>>2]=g;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,32,m)|0;d=(f[a>>2]|0)+d|0;g=c;i=d+32|0;do{b[d>>0]=b[g>>0]|0;d=d+1|0;g=g+1|0}while((d|0)<(i|0));c=c+32|0}while((c|0)!=(j|0));j=f[n>>2]|0;n=j-(f[a>>2]|0)|0;f[l>>2]=j;b[m>>0]=0;f[k>>2]=f[l>>2];Zga(a,k,4,m)|0;n=(f[a>>2]|0)+n|0;m=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;b[n>>0]=m;b[n+1>>0]=m>>8;b[n+2>>0]=m>>16;b[n+3>>0]=m>>24;u=o;return}function gha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function hha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function iha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function jha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function kha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function lha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;d=c+4|0;i=f[d>>2]|0;m=a+4|0;e=f[m>>2]|0;g=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;if(!i){u=n;return}e=f[c>>2]|0;g=f[d>>2]|0;i=e+(g<<2)|0;d=f[e>>2]|0;o=f[m>>2]|0;c=o-(f[a>>2]|0)|0;f[k>>2]=o;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((g|0)==1)c=0;else{c=0;g=e+4|0;do{e=f[g>>2]|0;if((e|0)==(d+1|0)){c=c+1|0;d=e}else{o=(c|0)!=0;d=f[m>>2]|0;e=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+e>>0]=o&1;if(o){e=f[m>>2]|0;o=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24}d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;d=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=f[g>>2]|0}g=g+4|0}while((g|0)!=(i|0))}o=(c|0)!=0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=o&1;if(!o){u=n;return}m=f[m>>2]|0;o=m-(f[a>>2]|0)|0;f[k>>2]=m;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;o=(f[a>>2]|0)+o|0;b[o>>0]=c;b[o+1>>0]=c>>8;b[o+2>>0]=c>>16;b[o+3>>0]=c>>24;u=n;return}function mha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;m=a+4|0;g=f[m>>2]|0;i=g-(f[a>>2]|0)|0;f[k>>2]=g;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,1,l)|0;b[(f[a>>2]|0)+i>>0]=b[c>>0]|0;i=f[m>>2]|0;g=i-(f[a>>2]|0)|0;f[k>>2]=i;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,2,l)|0;g=(f[a>>2]|0)+g|0;i=h[d>>0]|h[d+1>>0]<<8;b[g>>0]=i;b[g+1>>0]=i>>8;g=e+4|0;i=f[g>>2]|0;d=f[m>>2]|0;c=d-(f[a>>2]|0)|0;f[k>>2]=d;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[e>>2]|0;g=f[g>>2]|0;i=c+(g*24|0)|0;if(!g){u=n;return}do{e=f[m>>2]|0;d=e-(f[a>>2]|0)|0;f[k>>2]=e;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,24,l)|0;d=(f[a>>2]|0)+d|0;e=c;g=d+24|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));c=c+24|0}while((c|0)!=(i|0));u=n;return}function nha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;d=h[d>>0]|h[d+1>>0]<<8;b[m>>0]=d;b[m+1>>0]=d>>8;d=e+4|0;m=f[d>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=m;b[c+1>>0]=m>>8;b[c+2>>0]=m>>16;b[c+3>>0]=m>>24;c=f[e>>2]|0;e=f[d>>2]|0;d=c+e|0;if(!e){u=l;return}do{m=f[k>>2]|0;n=m-(f[a>>2]|0)|0;f[i>>2]=m;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,1,j)|0;b[(f[a>>2]|0)+n>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));u=l;return}function oha(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+16|0;n=r+4|0;o=r;p=r+8|0;q=a+4|0;t=f[q>>2]|0;s=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,2,p)|0;s=(f[a>>2]|0)+s|0;t=h[c>>0]|h[c+1>>0]<<8;b[s>>0]=t;b[s+1>>0]=t>>8;s=d+4|0;t=f[s>>2]|0;v=f[q>>2]|0;c=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;c=f[d>>2]|0;s=f[s>>2]|0;d=c+s|0;if(s|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=e+4|0;d=f[v>>2]|0;t=f[q>>2]|0;c=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=f[e>>2]|0;v=f[v>>2]|0;d=c+v|0;if(v|0)do{t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,1,p)|0;b[(f[a>>2]|0)+v>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(d|0));v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;v=f[q>>2]|0;t=v-(f[a>>2]|0)|0;f[o>>2]=v;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;t=(f[a>>2]|0)+t|0;v=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;b[t>>0]=v;b[t+1>>0]=v>>8;b[t+2>>0]=v>>16;b[t+3>>0]=v>>24;t=f[q>>2]|0;v=t-(f[a>>2]|0)|0;f[o>>2]=t;b[p>>0]=0;f[n>>2]=f[o>>2];Zga(a,n,4,p)|0;v=(f[a>>2]|0)+v|0;t=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;b[v>>0]=t;b[v+1>>0]=t>>8;b[v+2>>0]=t>>16;b[v+3>>0]=t>>24;u=r;return}function pha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function qha(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+16|0;j=n+4|0;k=n;l=n+8|0;o=c+4|0;p=f[o>>2]|0;m=a+4|0;q=f[m>>2]|0;i=q-(f[a>>2]|0)|0;f[k>>2]=q;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=p;b[i+1>>0]=p>>8;b[i+2>>0]=p>>16;b[i+3>>0]=p>>24;c=f[c>>2]|0;o=f[o>>2]|0;i=c+(o<<2)|0;if(o|0)do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));q=d+4|0;i=f[q>>2]|0;p=f[m>>2]|0;c=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=i;b[c+1>>0]=i>>8;b[c+2>>0]=i>>16;b[c+3>>0]=i>>24;c=f[d>>2]|0;q=f[q>>2]|0;i=c+(q<<2)|0;if(!q){rha(a,e,g);u=n;return}do{p=f[m>>2]|0;q=p-(f[a>>2]|0)|0;f[k>>2]=p;b[l>>0]=0;f[j>>2]=f[k>>2];Zga(a,j,4,l)|0;q=(f[a>>2]|0)+q|0;p=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[q>>0]=p;b[q+1>>0]=p>>8;b[q+2>>0]=p>>16;b[q+3>>0]=p>>24;c=c+4|0}while((c|0)!=(i|0));rha(a,e,g);u=n;return}function rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;m=c+4|0;n=f[m>>2]|0;k=a+4|0;o=f[k>>2]|0;e=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;e=(f[a>>2]|0)+e|0;b[e>>0]=n;b[e+1>>0]=n>>8;b[e+2>>0]=n>>16;b[e+3>>0]=n>>24;c=f[c>>2]|0;m=f[m>>2]|0;e=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));o=d+4|0;e=f[o>>2]|0;n=f[k>>2]|0;c=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=e;b[c+1>>0]=e>>8;b[c+2>>0]=e>>16;b[c+3>>0]=e>>24;c=f[d>>2]|0;o=f[o>>2]|0;e=c+(o<<2)|0;if(!o){u=l;return}do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(e|0));u=l;return}function sha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function tha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function uha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;l=u;u=u+16|0;g=l+4|0;i=l;j=l+8|0;k=a+4|0;n=f[k>>2]|0;m=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,2,j)|0;m=(f[a>>2]|0)+m|0;n=h[c>>0]|h[c+1>>0]<<8;b[m>>0]=n;b[m+1>>0]=n>>8;m=d+4|0;n=f[m>>2]|0;o=f[k>>2]|0;c=o-(f[a>>2]|0)|0;f[i>>2]=o;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;c=(f[a>>2]|0)+c|0;b[c>>0]=n;b[c+1>>0]=n>>8;b[c+2>>0]=n>>16;b[c+3>>0]=n>>24;c=f[d>>2]|0;m=f[m>>2]|0;d=c+(m<<2)|0;if(m|0)do{n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,4,j)|0;o=(f[a>>2]|0)+o|0;n=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;c=c+4|0}while((c|0)!=(d|0));n=f[k>>2]|0;o=n-(f[a>>2]|0)|0;f[i>>2]=n;b[j>>0]=0;f[g>>2]=f[i>>2];Zga(a,g,8,j)|0;n=e;k=n;k=h[k>>0]|h[k+1>>0]<<8|h[k+2>>0]<<16|h[k+3>>0]<<24;n=n+4|0;n=h[n>>0]|h[n+1>>0]<<8|h[n+2>>0]<<16|h[n+3>>0]<<24;o=(f[a>>2]|0)+o|0;m=o;b[m>>0]=k;b[m+1>>0]=k>>8;b[m+2>>0]=k>>16;b[m+3>>0]=k>>24;o=o+4|0;b[o>>0]=n;b[o+1>>0]=n>>8;b[o+2>>0]=n>>16;b[o+3>>0]=n>>24;u=l;return}function vha(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+16|0;i=m+4|0;j=m;k=m+8|0;n=c+4|0;o=f[n>>2]|0;l=a+4|0;p=f[l>>2]|0;g=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;g=(f[a>>2]|0)+g|0;b[g>>0]=o;b[g+1>>0]=o>>8;b[g+2>>0]=o>>16;b[g+3>>0]=o>>24;c=f[c>>2]|0;n=f[n>>2]|0;g=c+n|0;if(n|0)do{o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[c>>0]|0;c=c+1|0}while((c|0)!=(g|0));p=f[l>>2]|0;o=p-(f[a>>2]|0)|0;f[j>>2]=p;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,4,k)|0;o=(f[a>>2]|0)+o|0;p=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;b[o>>0]=p;b[o+1>>0]=p>>8;b[o+2>>0]=p>>16;b[o+3>>0]=p>>24;o=f[l>>2]|0;p=o-(f[a>>2]|0)|0;f[j>>2]=o;b[k>>0]=0;f[i>>2]=f[j>>2];Zga(a,i,1,k)|0;b[(f[a>>2]|0)+p>>0]=b[e>>0]|0;u=m;return}function wha(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;m=f[a+32>>2]|0;n=f[a+40>>2]|0;o=f[a+1656>>2]|0;a:{if(o){o=0;if(1){d=pd()|0;b=f[m>>2]|0;e=od(112426)|0;sd(b|0,e|0,d|0);fd(e|0);e=nd()|0;b=od(112315)|0;sd(d|0,b|0,e|0);fd(b|0);b=f[(n+36|0)>>2]|0;if((f[(n+40|0)>>2]|0)!=(b|0)){c=0;do{i=b;l=pd()|0;f[a>>2]=c;j=td(17744,a|0)|0;sd(e|0,j|0,l|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+4>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112324)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=nd()|0;f[a>>2]=f[i+(c*240|0)+8>>2];k=td(17744,a|0)|0;f[a>>2]=0;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);f[a>>2]=f[i+(c*240|0)+12>>2];k=td(17744,a|0)|0;f[a>>2]=1;h=td(17736,a|0)|0;sd(j|0,h|0,k|0);fd(h|0);fd(k|0);k=od(112336)|0;sd(l|0,k|0,j|0);fd(k|0);fd(j|0);j=od(112348)|0;f[a>>2]=f[i+(c*240|0)+16>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112358)|0;f[a>>2]=f[i+(c*240|0)+20>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112372)|0;f[a>>2]=f[i+(c*240|0)+24>>2];k=td(17736,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=od(112385)|0;f[a>>2]=f[i+(c*240|0)+28>>2];k=td(17744,a|0)|0;sd(l|0,j|0,k|0);fd(k|0);fd(j|0);j=f[i+(c*240|0)+32>>2]|0;k=od(112397)|0;f[a>>2]=j>>>0<14?j:0;j=td(17744,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112440)|0;p[a>>3]=+p[i+(c*240|0)+184>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112453)|0;p[a>>3]=+p[i+(c*240|0)+192>>3];j=td(17776,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112410)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+40>>3];p[j+8>>3]=+p[i+(c*240|0)+48>>3];p[j+16>>3]=+p[i+(c*240|0)+56>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(112419)|0;j=pOb(24)|0;p[j>>3]=+p[i+(c*240|0)+64>>3];p[j+8>>3]=+p[i+(c*240|0)+72>>3];p[j+16>>3]=+p[i+(c*240|0)+80>>3];f[a>>2]=j;j=td(8008,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);k=od(152603)|0;j=pOb(24)|0;f[j>>2]=f[i+(c*240|0)+88>>2];f[j+4>>2]=f[i+(c*240|0)+92>>2];f[j+8>>2]=f[i+(c*240|0)+96>>2];f[j+12>>2]=f[i+(c*240|0)+100>>2];f[j+16>>2]=f[i+(c*240|0)+104>>2];f[j+20>>2]=f[i+(c*240|0)+108>>2];f[a>>2]=j;j=td(1112,a|0)|0;sd(l|0,k|0,j|0);fd(j|0);fd(k|0);fd(l|0);c=c+1|0;b=f[(n+36|0)>>2]|0}while(c>>>0<(((f[(n+40|0)>>2]|0)-b|0)/240|0)>>>0)}fd(e|0);fd(d|0)}else o=1}b=1;if(b){b=0;if((f[(n+12|0)>>2]|0)==(f[(n+16|0)>>2]|0)){k=f[m>>2]|0;l=od(112461)|0;sd(k|0,l|0,2);fd(l|0);fd(2)}else b=1}if(b)if(1){k=pd()|0;b=f[m>>2]|0;l=od(112461)|0;sd(b|0,l|0,k|0);fd(l|0);l=nd()|0;b=od(112315)|0;sd(k|0,b|0,l|0);fd(b|0);b=f[(n+12|0)>>2]|0;if((f[(n+16|0)>>2]|0)!=(b|0)){j=0;do{e=pd()|0;f[a>>2]=j;h=td(17744,a|0)|0;sd(l|0,h|0,e|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+4>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112324)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=nd()|0;f[a>>2]=f[b+(j*208|0)+8>>2];g=td(17744,a|0)|0;f[a>>2]=0;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);f[a>>2]=f[b+(j*208|0)+12>>2];g=td(17744,a|0)|0;f[a>>2]=1;i=td(17736,a|0)|0;sd(h|0,i|0,g|0);fd(i|0);fd(g|0);g=od(112336)|0;sd(e|0,g|0,h|0);fd(g|0);fd(h|0);h=od(112348)|0;f[a>>2]=f[b+(j*208|0)+16>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112466)|0;f[a>>2]=f[b+(j*208|0)+20>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112372)|0;f[a>>2]=f[b+(j*208|0)+24>>2];g=td(17736,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=od(112385)|0;f[a>>2]=f[b+(j*208|0)+28>>2];g=td(17744,a|0)|0;sd(e|0,h|0,g|0);fd(g|0);fd(h|0);h=f[b+(j*208|0)+32>>2]|0;g=od(112397)|0;f[a>>2]=h>>>0<14?h:0;h=td(17744,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112440)|0;p[a>>3]=+p[b+(j*208|0)+104>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112453)|0;p[a>>3]=+p[b+(j*208|0)+112>>3];h=td(17776,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(152603)|0;h=pOb(24)|0;f[h>>2]=f[b+(j*208|0)+36>>2];f[h+4>>2]=f[b+(j*208|0)+40>>2];f[h+8>>2]=f[b+(j*208|0)+44>>2];f[h+12>>2]=f[b+(j*208|0)+48>>2];f[h+16>>2]=f[b+(j*208|0)+52>>2];f[h+20>>2]=f[b+(j*208|0)+56>>2];f[a>>2]=h;h=td(1112,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=od(112476)|0;h=pOb(24)|0;p[h>>3]=+p[b+(j*208|0)+64>>3];p[h+8>>3]=+p[b+(j*208|0)+72>>3];p[h+16>>3]=+p[b+(j*208|0)+80>>3];f[a>>2]=h;h=td(8008,a|0)|0;sd(e|0,g|0,h|0);fd(h|0);fd(g|0);g=nd()|0;h=od(112482)|0;sd(e|0,h|0,g|0);fd(h|0);h=b+(j*208|0)+88|0;i=b+(j*208|0)+92|0;c=f[h>>2]|0;if((f[i>>2]|0)!=(c|0)){d=0;do{r=c;q=d*3|0;f[a>>2]=q;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+1;s=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+4>>2];t=td(17768,a|0)|0;sd(g|0,s|0,t|0);fd(t|0);fd(s|0);f[a>>2]=q+2;q=td(17744,a|0)|0;f[a>>2]=f[r+(d*12|0)+8>>2];r=td(17768,a|0)|0;sd(g|0,q|0,r|0);fd(r|0);fd(q|0);d=d+1|0;c=f[h>>2]|0}while(d>>>0<(((f[i>>2]|0)-c|0)/12|0)>>>0)}t=od(112502)|0;f[a>>2]=f[b+(j*208|0)+100>>2];b=td(17736,a|0)|0;sd(e|0,t|0,b|0);fd(b|0);fd(t|0);fd(g|0);fd(e|0);j=j+1|0;b=f[(n+12|0)>>2]|0}while(j>>>0<(((f[(n+16|0)>>2]|0)-b|0)/208|0)>>>0)}fd(l|0);fd(k|0)}if((f[(n+24|0)>>2]|0)==(f[(n+28|0)>>2]|0)){s=f[m>>2]|0;t=od(112476)|0;sd(s|0,t|0,2);fd(t|0);fd(2);u=a;f[a+1672>>2]=5;break a}e=pd()|0;b=f[m>>2]|0;d=od(112476)|0;sd(b|0,d|0,e|0);fd(d|0);d=nd()|0;b=od(112315)|0;sd(e|0,b|0,d|0);fd(b|0);b=f[(n+24|0)>>2]|0;if((f[(n+28|0)>>2]|0)!=(b|0)){c=0;do{q=b;t=pd()|0;f[a>>2]=c;r=td(17744,a|0)|0;sd(d|0,r|0,t|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+4>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112324)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=nd()|0;f[a>>2]=f[q+(c*120|0)+8>>2];s=td(17744,a|0)|0;f[a>>2]=0;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);f[a>>2]=f[q+(c*120|0)+12>>2];s=td(17744,a|0)|0;f[a>>2]=1;m=td(17736,a|0)|0;sd(r|0,m|0,s|0);fd(m|0);fd(s|0);s=od(112336)|0;sd(t|0,s|0,r|0);fd(s|0);fd(r|0);r=od(112348)|0;f[a>>2]=f[q+(c*120|0)+16>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112529)|0;f[a>>2]=f[q+(c*120|0)+20>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112372)|0;f[a>>2]=f[q+(c*120|0)+24>>2];s=td(17736,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=od(112385)|0;f[a>>2]=f[q+(c*120|0)+28>>2];s=td(17744,a|0)|0;sd(t|0,r|0,s|0);fd(s|0);fd(r|0);r=f[q+(c*120|0)+32>>2]|0;s=od(112397)|0;f[a>>2]=r>>>0<14?r:0;r=td(17744,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112440)|0;p[a>>3]=+p[q+(c*120|0)+64>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112453)|0;p[a>>3]=+p[q+(c*120|0)+72>>3];r=td(17776,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);s=od(112476)|0;r=pOb(24)|0;p[r>>3]=+p[q+(c*120|0)+40>>3];p[r+8>>3]=+p[q+(c*120|0)+48>>3];p[r+16>>3]=+p[q+(c*120|0)+56>>3];f[a>>2]=r;r=td(8008,a|0)|0;sd(t|0,s|0,r|0);fd(r|0);fd(s|0);fd(t|0);c=c+1|0;b=f[(n+24|0)>>2]|0}while(c>>>0<(((f[(n+28|0)>>2]|0)-b|0)/120|0)>>>0)}fd(d|0);fd(e|0);u=a;f[a+1672>>2]=5;break a}f[a+1656>>2]=o}function xha(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a+32>>2]|0;i=f[a+40>>2]|0;d=f[a+168>>2]|0;e=f[a+184>>2]|0;a:{f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+e>>0]=d;e=f[(g+4|0)>>2]|0;d=e-(f[g>>2]|0)|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=h[(i+72|0)>>0]|h[(i+72|0)+1>>0]<<8|h[(i+72|0)+2>>0]<<16|h[(i+72|0)+3>>0]<<24;c=h[((i+72|0)+4|0)>>0]|h[((i+72|0)+4|0)+1>>0]<<8|h[((i+72|0)+4|0)+2>>0]<<16|h[((i+72|0)+4|0)+3>>0]<<24;d=(f[g>>2]|0)+d|0;b[d>>0]=e;b[d+1>>0]=e>>8;b[d+2>>0]=e>>16;b[d+3>>0]=e>>24;b[(d+4|0)>>0]=c;b[(d+4|0)+1>>0]=c>>8;b[(d+4|0)+2>>0]=c>>16;b[(d+4|0)+3>>0]=c>>24;d=b[((i+80|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+84|0)>>2]|0:d&255;c=f[(g+4|0)>>2]|0;e=c-(f[g>>2]|0)|0;f[a>>2]=c;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+80|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+80|0)>>2]|0:i+80|0;e=e<<24>>24<0?f[(i+84|0)>>2]|0:e&255;if(e|0){c=d;do{k=b[c>>0]|0;l=f[(g+4|0)>>2]|0;j=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+j>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0))}d=b[((i+92|0)+11|0)>>0]|0;d=d<<24>>24<0?f[(i+96|0)>>2]|0:d&255;l=f[(g+4|0)>>2]|0;e=l-(f[g>>2]|0)|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,4,a+8|0)|0;e=(f[g>>2]|0)+e|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=b[((i+92|0)+11|0)>>0]|0;d=e<<24>>24<0?f[(i+92|0)>>2]|0:i+92|0;e=e<<24>>24<0?f[(i+96|0)>>2]|0:e&255;if(!e){l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}c=d;do{k=b[c>>0]|0;j=f[(g+4|0)>>2]|0;l=j-(f[g>>2]|0)|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;b[(f[g>>2]|0)+l>>0]=k;c=c+1|0}while((c|0)!=(d+e|0|0));l=i+104|0;e=f[(g+4|0)>>2]|0;j=f[g>>2]|0;j=e-j|0;f[a>>2]=e;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,8,a+8|0)|0;e=f[g>>2]|0;j=e+j|0;e=l;e=h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24;l=l+4|0;l=h[l>>0]|h[l+1>>0]<<8|h[l+2>>0]<<16|h[l+3>>0]<<24;k=j;b[k>>0]=e;b[k+1>>0]=e>>8;b[k+2>>0]=e>>16;b[k+3>>0]=e>>24;j=j+4|0;b[j>>0]=l;b[j+1>>0]=l>>8;b[j+2>>0]=l>>16;b[j+3>>0]=l>>24;j=i+112|0;j=b[j>>0]|0;l=f[(g+4|0)>>2]|0;k=f[g>>2]|0;k=l-k|0;f[a>>2]=l;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;l=f[g>>2]|0;k=l+k|0;b[k>>0]=j;k=i+113|0;k=b[k>>0]|0;j=f[(g+4|0)>>2]|0;l=f[g>>2]|0;l=j-l|0;f[a>>2]=j;b[(a+8|0)>>0]=0;f[(a+4|0)>>2]=f[a>>2];Zga(g,a+4|0,1,a+8|0)|0;j=f[g>>2]|0;l=j+l|0;b[l>>0]=k;u=a;f[a+936>>2]=5;break a}}
+function Stb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;if(!c){e=-9;return e|0}if(e>>>0>=c>>>0|e>>>0<2){e=-11;return e|0}h=(e<<4>>>0)/(c>>>0)|0;i=c>>>8;g=(X(f[42232+(h*24|0)+4>>2]|0,i)|0)+(f[42232+(h*24|0)>>2]|0)|0;h=(X(f[42232+(h*24|0)+12>>2]|0,i)|0)+(f[42232+(h*24|0)+8>>2]|0)|0;if(((h>>>3)+h|0)>>>0<g>>>0){g=ntb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=ptb(b,c,d+g|0,e-g|0,a)|0;return i|0}else{g=jtb(a,d,e)|0;if(ctb(g)|0){i=g;return i|0}if(g>>>0>=e>>>0){i=-10;return i|0}i=mtb(b,c,d+g|0,e-g|0,a)|0;return i|0}return 0}function Ttb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;g=f[a+24>>2]|0;h=f[a+28>>2]|0;a:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(!(Vtb(g,d)|0)){g=0;break}g=g+36|0;if((g|0)==(h|0))break a}return g|0}b:while(1){switch(b[g+33>>0]|0){case 0:{if(!(Vtb(g,d)|0)){g=0;h=28;break b}break}case 1:{if(!(Utb(g,e)|0)){g=0;h=28;break b}break}default:{}}g=g+36|0;if((g|0)==(h|0))break a}if((h|0)==28)return g|0}while(0);g=f[a>>2]|0;h=f[a+4>>2]|0;c:do if((g|0)!=(h|0)){if(!c){while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;break}g=g+36|0;if((g|0)==(h|0))break c}return g|0}d:while(1){switch(b[g+33>>0]|0){case 0:{if(Vtb(g,d)|0){g=0;h=28;break d}break}case 1:{if(Utb(g,e)|0){g=0;h=28;break d}break}default:{}}g=g+36|0;if((g|0)==(h|0))break c}if((h|0)==28)return g|0}while(0);g=f[a+12>>2]|0;a=f[a+16>>2]|0;if((g|0)==(a|0)){e=1;return e|0}if(c)i=g;else{while(1){if(!(b[g+33>>0]|0))if(Vtb(g,d)|0){g=0;h=28;break}g=g+36|0;if((g|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0}e:while(1){switch(b[i+33>>0]|0){case 0:{if(Vtb(i,d)|0){g=0;h=28;break e}break}case 1:{if(Utb(i,e)|0){g=0;h=28;break e}break}default:{}}i=i+36|0;if((i|0)==(a|0)){g=1;h=28;break}}if((h|0)==28)return g|0;return 0}function Utb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0;L=u;u=u+48|0;F=L;c=f[a+12>>2]|0;if(!c){D=0.0;E=0.0;G=1.0;H=0.0;I=0.0;J=0.0;K=1.0;C=0.0}else{D=+n[c+48>>2];E=+n[c+52>>2];G=+n[c>>2];H=+n[c+16>>2];I=+n[c+32>>2];J=+n[c+4>>2];K=+n[c+20>>2];C=+n[c+36>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){F=2;F=(F|0)!=2;u=L;return F|0}l=F+4|0;m=F+8|0;o=F+12|0;p=F+16|0;q=F+20|0;r=F+24|0;t=F+28|0;v=F+32|0;w=F+4|0;x=F+16|0;y=F+12|0;z=F+24|0;A=F+28|0;B=F+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){T=f[a+(c*12|0)>>2]|0;f[F>>2]=T;S=f[a+(c*12|0)+4>>2]|0;f[l>>2]=S;R=f[a+(c*12|0)+8>>2]|0;f[m>>2]=R;e=c+1|0;Q=f[a+(e*12|0)>>2]|0;f[o>>2]=Q;P=f[a+(e*12|0)+4>>2]|0;f[p>>2]=P;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;U=c+2|0;f[r>>2]=f[a+(U*12|0)>>2];f[t>>2]=f[a+(U*12|0)+4>>2];f[v>>2]=f[a+(U*12|0)+8>>2];O=(f[s>>2]=T,+n[s>>2]);N=(f[s>>2]=S,+n[s>>2]);M=(f[s>>2]=R,+n[s>>2]);n[F>>2]=D+(G*O+H*N+I*M);n[w>>2]=E+(J*O+K*N+C*M);M=(f[s>>2]=Q,+n[s>>2]);N=(f[s>>2]=P,+n[s>>2]);O=(f[s>>2]=e,+n[s>>2]);n[y>>2]=D+(G*M+H*N+I*O);n[x>>2]=E+(J*M+K*N+C*O);O=+n[z>>2];N=+n[A>>2];M=+n[B>>2];n[z>>2]=D+(G*O+H*N+I*M);n[A>>2]=E+(J*O+K*N+C*M);n[m>>2]=0.0;n[q>>2]=0.0;n[v>>2]=0.0;c=c+3|0;if(Dib(F,b)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){U=(c|0)!=2;u=L;return U|0}return 0}function Vtb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0.0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0,Y=0,Z=0,_=0,$=0;S=u;u=u+48|0;P=S+36|0;Q=S;c=f[a+12>>2]|0;if(!c){F=0.0;G=0.0;H=1.0;I=0.0;J=0.0;K=0.0;L=1.0;M=0.0;N=0.0;O=0.0;R=1.0;E=0.0}else{F=+n[c+32>>2];G=+n[c+4>>2];H=+n[c+20>>2];I=+n[c+36>>2];J=+n[c+8>>2];K=+n[c+24>>2];L=+n[c+40>>2];M=+n[c+48>>2];N=+n[c+52>>2];O=+n[c+56>>2];R=+n[c>>2];E=+n[c+16>>2]}c=f[a>>2]|0;k=f[a+4>>2]|0;if((c|0)==(k|0)){Q=2;Q=(Q|0)!=2;u=S;return Q|0}l=Q+4|0;m=Q+8|0;o=Q+12|0;p=Q+16|0;q=Q+20|0;r=Q+24|0;t=Q+28|0;v=Q+32|0;w=Q+4|0;x=Q+8|0;y=Q+16|0;z=Q+20|0;A=Q+12|0;B=Q+24|0;C=Q+28|0;D=Q+32|0;h=c;while(1){a=f[h>>2]|0;i=f[h+4>>2]|0;j=(i|0)==0;if(!j)gOb(i);g=a+40|0;d=f[g>>2]|0;e=a+44|0;c=f[e>>2]|0;if((d|0)==(c|0)){Npb(a);d=f[g>>2]|0;a=d;c=f[e>>2]|0}else a=d;e=c-d|0;d=(e|0)/12|0;a:do if(!e)c=6;else{c=0;while(1){_=f[a+(c*12|0)>>2]|0;f[Q>>2]=_;Z=f[a+(c*12|0)+4>>2]|0;f[l>>2]=Z;Y=f[a+(c*12|0)+8>>2]|0;f[m>>2]=Y;e=c+1|0;X=f[a+(e*12|0)>>2]|0;f[o>>2]=X;W=f[a+(e*12|0)+4>>2]|0;f[p>>2]=W;e=f[a+(e*12|0)+8>>2]|0;f[q>>2]=e;$=c+2|0;f[r>>2]=f[a+($*12|0)>>2];f[t>>2]=f[a+($*12|0)+4>>2];f[v>>2]=f[a+($*12|0)+8>>2];V=(f[s>>2]=_,+n[s>>2]);U=(f[s>>2]=Z,+n[s>>2]);T=(f[s>>2]=Y,+n[s>>2]);n[Q>>2]=M+(R*V+E*U+F*T);n[w>>2]=N+(G*V+H*U+I*T);n[x>>2]=O+(J*V+K*U+L*T);T=(f[s>>2]=X,+n[s>>2]);U=(f[s>>2]=W,+n[s>>2]);V=(f[s>>2]=e,+n[s>>2]);n[A>>2]=M+(R*T+E*U+F*V);n[y>>2]=N+(G*T+H*U+I*V);n[z>>2]=O+(J*T+K*U+L*V);V=+n[B>>2];U=+n[C>>2];T=+n[D>>2];n[B>>2]=M+(R*V+E*U+F*T);n[C>>2]=N+(G*V+H*U+I*T);n[D>>2]=O+(J*V+K*U+L*T);c=c+3|0;if(Nib(b,Q,P)|0){c=1;break a}if(c>>>0>=d>>>0){c=6;break a}a=f[g>>2]|0}}while(0);if(!j)iOb(i);h=h+8|0;if((c|0)!=6){a=18;break}if((h|0)==(k|0)){c=2;a=18;break}}if((a|0)==18){$=(c|0)!=2;u=S;return $|0}return 0}function Wtb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0;r=u;u=u+64|0;o=r+16|0;q=r;d=f[a+56>>2]|0;if(!d){a=f[a+60>>2]|0;e=+p[a>>3];h=+p[c>>3]-e;l=+p[a+8>>3];i=+p[c+8>>3]-l;m=+p[a+16>>3];k=+p[c+16>>3]-m;j=+L(+(h*h+(i*i+k*k)));a=0;g=0.0;h=h/j;i=i/j;j=k/j;k=0.0}else{a=f[d>>2]|0;i=+p[c>>3];h=+p[c+8>>3];e=+p[c+16>>3];k=1.0/(i*+p[a+96>>3]+h*+p[a+128>>3]+e*+p[a+160>>3]+ +p[a+192>>3]);g=(+p[a+72>>3]*i+ +p[a+104>>3]*h+ +p[a+136>>3]*e+ +p[a+168>>3])*k;k=(i*+p[a+80>>3]+h*+p[a+112>>3]+e*+p[a+144>>3]+ +p[a+176>>3])*k;p[q>>3]=g;p[q+8>>3]=k;pjb(o,a,q);a=1;e=+p[o>>3];h=+p[o+24>>3];i=+p[o+32>>3];j=+p[o+40>>3];l=+p[o+8>>3];m=+p[o+16>>3]}n[o>>2]=e;n[o+4>>2]=l;n[o+8>>2]=m;n[o+12>>2]=h;n[o+16>>2]=i;n[o+20>>2]=j;n[q>>2]=g;n[q+4>>2]=k;n[q+8>>2]=0.0;q=Ttb(b,a,o,q)|0;u=r;return q|0}function Xtb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=a+584|0;i=X(c,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=i>>>15^i;h=f[a+588>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)k=g&i;else if(i>>>0<h>>>0)k=i;else k=(i>>>0)%(h>>>0)|0;d=f[(f[l>>2]|0)+(k<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(k|0)))break a;if(e)if((f[d+8>>2]|0)==(c|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(c|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);l=(b[d+12>>0]|0)!=0;u=m;return l|0}}}while(0);k=f[a+56>>2]|0;k=Ttb(c,(k|0)!=0,(f[a+60>>2]|0)+48|0,k+40|0)|0;f[j>>2]=c;l=Ytb(l,j)|0;b[l>>0]=k&1;l=k;u=m;return l|0}function Ytb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(16)|0;f[j+8>>2]=k;b[j+12>>0]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;Ztb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function Ztb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_tb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_tb(a,b);return}function _tb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $tb(){if(!(b[257144]|0))MPb(257144)|0;f[64729]=262921;return}function aub(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+32|0;A=C;w=+p[d>>3];t=+p[d+24>>3];if(w==t)if(+p[d+8>>3]==+p[d+32>>3]){if(!(+p[d+16>>3]==+p[d+40>>3]))B=4}else B=4;else B=4;do if((B|0)==4){v=+p[d+48>>3];if(w==v)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3])break;k=d+32|0;if(t==v){r=+p[k>>3];s=+p[d+56>>3];if(r==s)if(+p[d+40>>3]==+p[d+64>>3])break}else{r=+p[k>>3];s=+p[d+56>>3]}q=f[c+60>>2]|0;G=+p[d+8>>3];x=r-G;r=+p[d+16>>3];E=+p[d+64>>3]-r;H=+p[d+40>>3]-r;z=s-G;F=x*E-H*z;s=v-w;y=t-w;E=H*s-E*y;s=z*y-x*s;x=+p[q>>3];m=q+8|0;y=+p[m>>3];o=q+16|0;z=+p[o>>3];r=w*F+(G*E+r*s)-(F*x+(y*E+s*z));k=q+24|0;t=+p[k>>3];l=q+32|0;v=+p[l>>3];n=q+40|0;w=+p[n>>3];s=F*t+(E*v+s*w);D=s<0.0;s=D?-s:s;r=D?-r:r;if(s==0.0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}do if(!(!(r>=0.0)|!(r<=s*h))){h=r/s;p[A>>3]=x+h*t;p[A+8>>3]=y+h*v;p[A+16>>3]=z+h*w;if(!(Eib(d,A)|0))break;if(e|0)if(jjb((f[f[c+56>>2]>>2]|0)+8|0,d,e,g,i)|0)break;a:do if(!j){t=+p[q>>3]+h*+p[k>>3];s=+p[m>>3]+h*+p[l>>3];r=+p[o>>3]+h*+p[n>>3];l=f[c+744>>2]|0;q=f[c+748>>2]|0;if((l|0)!=(q|0)){k=0;while(1){m=f[l>>2]|0;o=f[l+4>>2]|0;if((m|0)==(o|0))k=(k|0)>0?k:0;else{n=2;do{D=+p[m+24>>3]+(t*+p[m>>3]+(s*+p[m+8>>3]+r*+p[m+16>>3]))<0.0?0:2;n=(D|0)<(n|0)?D:n;m=m+32|0}while((m|0)!=(o|0));if((n|0)==2)break;else k=(k|0)<(n|0)?n:k}l=l+12|0;if((l|0)==(q|0)){B=28;break}}b:do if((B|0)==28){switch(k|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}}while(0);b[a>>0]=1;p[a+8>>3]=h;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=C;return}function bub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0;g=+p[c>>3];f=+p[c+8>>3];e=+p[c+16>>3];h=+K(+(g*+p[b>>3]+f*+p[b+8>>3]+(e*+p[b+16>>3]+ +p[b+24>>3])));p[a+8>>3]=h;g=+p[d>>3]-g;f=+p[d+8>>3]-f;e=+p[d+16>>3]-e;p[a>>3]=g*g+(f*f+e*e);return}function cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0.0,D=0.0,E=0.0,F=0.0;A=u;u=u+80|0;w=A+72|0;z=A+56|0;y=A+40|0;x=A;f[w>>2]=c;l=c+744|0;a:do if(!e){g=f[l>>2]|0;k=f[c+748>>2]|0;if((g|0)!=(k|0)){o=+p[d>>3];q=+p[d+8>>3];r=+p[d+16>>3];s=+p[d+24>>3];t=+p[d+32>>3];v=+p[d+40>>3];e=0;while(1){c=f[g>>2]|0;j=f[g+4>>2]|0;if((c|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{E=+p[c>>3];D=+p[c+8>>3];B=+p[c+16>>3];F=+p[c+24>>3];h=!(F+(o*E+(q*D+r*B))<0.0);if(!(F+(s*E+(t*D+v*B))<0.0)){h=h?2:1;m=9}else if(h)h=1;else{h=0;m=9}if((m|0)==9){m=0;h=(h|0)==0?0:(h|0)==2?2:1}i=(h|0)<(i|0)?h:i;c=c+32|0}while((c|0)!=(j|0));if((i|0)==2)break;else e=(e|0)<(i|0)?i:e}g=g+12|0;if((g|0)==(k|0)){m=13;break}}b:do if((m|0)==13){switch(e|0){case 0:break a;case 2:break b;case 1:break;default:{e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}cBa(z,f[64729]|0);cBa(y,f[64729]|0);Slb(l,d,z,y);b[a>>0]=0;c=a+8|0;p[c>>3]=C;e=f[y>>2]|0;n=y+4|0;m=(f[n>>2]|0)-e|0;g=e+(((m|0)/24|0)*24|0)|0;if(m|0){h=x+8|0;i=x+16|0;j=a+16|0;k=x+24|0;d=a+24|0;l=x+32|0;m=a+32|0;do{dub(x,w,e);if(b[x>>0]|0)if(+p[h>>3]<+p[c>>3]){f[a>>2]=f[x>>2];f[a+4>>2]=f[x+4>>2];f[a+8>>2]=f[x+8>>2];f[a+12>>2]=f[x+12>>2];p[j>>3]=+p[i>>3];p[d>>3]=+p[k>>3];p[m>>3]=+p[l>>3]}e=e+48|0}while((e|0)!=(g|0))}a=f[y+12>>2]|0;if(a|0)xCa(a,y);a=f[y>>2]|0;if(a|0){e=f[n>>2]|0;if((e|0)!=(a|0))f[n>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a)}a=f[z+12>>2]|0;if(a|0)xCa(a,z);c=f[z>>2]|0;if(c|0){a=z+4|0;e=f[a>>2]|0;if((e|0)!=(c|0))f[a>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}u=A;return}while(0);e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=A;return}}while(0);dub(a,w,d);u=A;return}function dub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;t=u;u=u+64|0;e=t+48|0;j=t+40|0;k=t+32|0;l=t+24|0;m=t;h=+p[d+24>>3]-+p[d>>3];p[m>>3]=h;n=d+8|0;i=+p[d+32>>3]-+p[n>>3];o=m+8|0;p[o>>3]=i;r=d+16|0;q=+p[d+40>>3]-+p[r>>3];s=m+16|0;p[s>>3]=q;if(h==0.0&i==0.0&q==0.0){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}z=f[(f[c>>2]|0)+60>>2]|0;Lib(z,e,j,d,m,k,l);q=+p[e>>3]/+p[j>>3];g=+p[k>>3]/+p[l>>3];i=+p[d>>3]+g*+p[m>>3];h=+p[n>>3]+g*+p[o>>3];g=+p[r>>3]+g*+p[s>>3];c=f[f[(f[c>>2]|0)+56>>2]>>2]|0;v=+K(+(i*+p[c+328>>3]+h*+p[c+336>>3]+(g*+p[c+344>>3]+ +p[c+352>>3])));y=+p[z>>3]+q*+p[z+24>>3]-i;x=+p[z+8>>3]+q*+p[z+32>>3]-h;w=+p[z+16>>3]+q*+p[z+40>>3]-g;v=+p[c+360>>3]*v;if(!(y*y+(x*x+w*w)<=v*v)){e=a+40|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(e|0));u=t;return}else{b[a>>0]=1;p[a+8>>3]=q;p[a+16>>3]=i;p[a+24>>3]=h;p[a+32>>3]=g;u=t;return}}function eub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0.0,t=0.0;q=f[c+60>>2]|0;a:do if(!e){i=f[c+744>>2]|0;n=f[c+748>>2]|0;if((i|0)!=(n|0)){g=+p[d>>3];h=+p[d+8>>3];m=+p[d+16>>3];e=0;while(1){j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{r=+p[j+24>>3]+(g*+p[j>>3]+(h*+p[j+8>>3]+m*+p[j+16>>3]))<0.0?0:2;k=(r|0)<(k|0)?r:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break;else e=(e|0)<(k|0)?k:e}i=i+12|0;if((i|0)==(n|0)){o=9;break}}b:do if((o|0)==9){switch(e|0){case 0:break a;case 2:break b;default:{}}f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}}while(0);h=+Mib(q,d);r=f[f[c+56>>2]>>2]|0;t=+p[d>>3];s=+p[d+8>>3];g=+p[d+16>>3];m=+K(+(t*+p[r+328>>3]+s*+p[r+336>>3]+(g*+p[r+344>>3]+ +p[r+352>>3])));t=+p[q>>3]+h*+p[q+24>>3]-t;s=+p[q+8>>3]+h*+p[q+32>>3]-s;g=+p[q+16>>3]+h*+p[q+40>>3]-g;g=t*t+(s*s+g*g);m=+p[r+360>>3]*m;if(!(g<=m*m)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}else{b[a>>0]=1;p[a+8>>3]=h;p[a+16>>3]=g;return}}function fub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function gub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function hub(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+4>>2]|0;d=f[b+4>>2]|0;if(c>>>0<d>>>0)c=1;else if(c>>>0>d>>>0)c=0;else{c=f[a+20>>2]|0;d=f[b+20>>2]|0;if((c|0)<(d|0))c=1;else if((c|0)>(d|0))c=0;else c=(f[a+24>>2]|0)<(f[b+24>>2]|0)}}return c|0}function iub(a,b){a=a|0;b=b|0;var c=0,d=0;d=pOb(28)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42624;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a>>2]=c;f[a+4>>2]=d;f[d+16>>2]=b;we(1,c|0);return}function jub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);return}function kub(a){a=a|0;f[a>>2]=42624;awb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function lub(a){a=a|0;awb(258928,f[a+12>>2]|0);return}function mub(a){a=a|0;sOb(a);return}function nub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;f[a+8>>2]=b;f[a+12>>2]=d;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Td(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function oub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=a+4|0;e=f[g>>2]|0;h=f[a>>2]|0;a=$vb(258928,e)|0;_vb(258928,e,h)|0;Ud(f[g>>2]|0,b|0,c|0,d|0);_vb(258928,e,a)|0;return}function pub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);return}function qub(a){a=a|0;f[a>>2]=42652;gwb(258928,f[a+12>>2]|0);aOb(a);sOb(a);return}function rub(a){a=a|0;gwb(258928,f[a+12>>2]|0);return}function sub(a){a=a|0;sOb(a);return}function tub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=pOb(32)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42652;k=i+12|0;f[k>>2]=0;j=i+16|0;f[j>>2]=6408;g=i+20|0;f[g>>2]=0;h=i+24|0;f[h>>2]=0;f[a>>2]=k;f[a+4>>2]=i;ye(1,k|0);a=$ub()|0;a=a?e:0;e=f[64757]|0;cwb(258928,f[k>>2]|0)|0;if(!a)Re(36161,b|0,c|0,d|0);f[j>>2]=b;f[g>>2]=c;f[h>>2]=d;f[i+28>>2]=a;cwb(258928,e)|0;return}function uub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+16>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+8>>2]|0;return b|0}function vub(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(b|0)if(f[b+8>>2]|0){b=f[b+20>>2]|0;return b|0}a=f[a>>2]|0;if(!a){b=0;return b|0}if(!(f[a>>2]|0)){b=0;return b|0}b=f[a+12>>2]|0;return b|0}function wub(a){a=a|0;var b=0,c=0,d=0,e=0;hwb(258928,f[a>>2]|0);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;a=f[d>>2]|0;if((a|0)!=(b|0)){do{f[d>>2]=a+-24;c=f[a+-12>>2]|0;if(c|0)iOb(c);a=f[a+-20>>2]|0;if(a|0)iOb(a);a=f[d>>2]|0}while((a|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function xub(a){a=a|0;var c=0,d=0,e=0;d=pOb(108)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42680;c=d+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[d+44>>2]=3553;e=d+48|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+68>>2]=3553;e=d+72|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[d+92>>2]=3553;f[d+96>>2]=0;b[d+104>>0]=0;f[a>>2]=c;f[a+4>>2]=d;xe(1,c|0);return}function yub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);return}function zub(a){a=a|0;f[a>>2]=42680;wub(a+12|0);aOb(a);sOb(a);return}function Aub(a){a=a|0;wub(a+12|0);return}function Bub(a){a=a|0;sOb(a);return}function Cub(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=pOb(108)|0;f[m+4>>2]=0;f[m+8>>2]=0;f[m>>2]=42680;n=m+12|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[n+12>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[n+24>>2]=0;f[n+28>>2]=0;f[m+44>>2]=3553;l=m+48|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+68>>2]=3553;l=m+72|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[m+92>>2]=3553;f[m+96>>2]=0;b[m+104>>0]=0;f[a>>2]=n;f[a+4>>2]=m;xe(1,n|0);if(d){j=c+4|0;k=c+8|0;d=f[k>>2]|0;a=f[j>>2]|0;if((d|0)!=(a|0)){i=0;do{h=a;g=f[h+(i*24|0)+8>>2]|0;if(!g)l=5;else if(!(f[g+8>>2]|0))l=5;else l=7;if((l|0)==5){l=0;g=f[h+(i*24|0)>>2]|0;if(g)if(f[g>>2]|0)l=7}if((l|0)==7){Dub(n,i,h+(i*24|0)|0);a=f[j>>2]|0;d=f[k>>2]|0}i=i+1|0}while(i>>>0<((d-a|0)/24|0)>>>0)}}if(!e)return;d=c+16|0;a=f[c+24>>2]|0;if(!a)l=12;else if(!(f[a+8>>2]|0))l=12;else l=14;if((l|0)==12){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=14}if((l|0)==14)if(Eub(n,36096,m+28|0,d)|0)b[m+104>>0]=0;d=c+40|0;a=f[c+48>>2]|0;if(!a)l=18;else if(!(f[a+8>>2]|0))l=18;else l=20;if((l|0)==18){a=f[d>>2]|0;if(a|0)if(f[a>>2]|0)l=20}if((l|0)==20)Eub(n,36128,m+52|0,d)|0;d=c+64|0;a=f[c+72>>2]|0;if(!a)l=23;else if(!(f[a+8>>2]|0))l=23;if((l|0)==23){a=f[d>>2]|0;if(!a)return;if(!(f[a>>2]|0))return}if(!(Eub(n,33306,m+76|0,d)|0))return;b[m+104>>0]=0;return}function Dub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+1024|0;n=o;l=a+4|0;m=a+8|0;d=f[m>>2]|0;h=f[l>>2]|0;g=(d-h|0)/24|0;do if(g>>>0>b>>>0){d=f[h+(b*24|0)+8>>2]|0;if(d|0){e=f[d+8>>2]|0;if(e|0){d=f[c+8>>2]|0;if(!d)d=0;else d=f[d+8>>2]|0;if((e|0)!=(d|0))break;if((f[h+(b*24|0)+16>>2]|0)!=(f[c+16>>2]|0))break;if((f[h+(b*24|0)+20>>2]|0)!=(f[c+20>>2]|0))break;u=o;return}}d=f[c+8>>2]|0;if(d|0)if(f[d+8>>2]|0)break;d=f[h+(b*24|0)>>2]|0;if(!d)e=0;else e=f[d>>2]|0;d=f[c>>2]|0;if(!d)d=0;else d=f[d>>2]|0;if((e|0)==(d|0)){u=o;return}}else{e=f[c+8>>2]|0;if(!e)k=18;else if(!(f[e+8>>2]|0))k=18;if((k|0)==18){e=f[c>>2]|0;if(!e){u=o;return}if(!(f[e>>2]|0)){u=o;return}}e=b+1|0;if(e>>>0>g>>>0){Fub(l,e-g|0);break}if(e>>>0<g>>>0){g=h+(e*24|0)|0;if((g|0)!=(d|0))do{f[m>>2]=d+-24;e=f[d+-12>>2]|0;if(e|0)iOb(e);d=f[d+-20>>2]|0;if(d|0)iOb(d);d=f[m>>2]|0}while((d|0)!=(g|0))}}while(0);i=f[64758]|0;j=f[64759]|0;dwb(258928,f[a>>2]|0)|0;Eub(a,b+36064|0,(f[l>>2]|0)+(b*24|0)|0,c)|0;if((((f[m>>2]|0)-(f[l>>2]|0)|0)/24|0)>>>0>1)if(dvb()|0){h=f[l>>2]|0;g=((f[m>>2]|0)-h|0)/24|0;g=g>>>0<256?g:256;if(g|0){e=0;do{d=f[h+(e*24|0)+8>>2]|0;if(!d)k=35;else if(!(f[d+8>>2]|0))k=35;else k=37;if((k|0)==35){k=0;d=f[h+(e*24|0)>>2]|0;if(!d)d=0;else if(!(f[d>>2]|0))d=0;else k=37}if((k|0)==37)d=e+36064|0;f[n+(e<<2)>>2]=d;e=e+1|0}while(e>>>0<g>>>0)}ne(g|0,n|0)}if((i|0)==(j|0)){dwb(258928,i)|0;u=o;return}else{ewb(258928,i)|0;fwb(258928,j)|0;u=o;return}}function Eub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[c+8>>2]|0;l=(k|0)==0;if(l)j=8;else{h=f[k+8>>2]|0;if(!h)j=8;else{e=f[d+8>>2]|0;if(!e)g=0;else g=f[e+8>>2]|0;if((h|0)==(g|0))if((f[c+16>>2]|0)==(f[d+16>>2]|0))if((f[c+20>>2]|0)==(f[d+20>>2]|0)){d=0;return d|0}else j=16;else j=16;else j=16}}do if((j|0)==8){i=f[d+8>>2]|0;if(i|0)if(f[i+8>>2]|0){h=d+8|0;e=i;j=17;break}e=f[c>>2]|0;if(!e)g=0;else g=f[e>>2]|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;if((g|0)==(e|0)){d=0;return d|0}else{e=i;j=16}}while(0);if((j|0)==16){h=d+8|0;if(!e)j=23;else j=17}do if((j|0)==17)if(!(f[e+8>>2]|0))j=23;else{g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;ue(36160,b|0,f[d+16>>2]|0,e|0,f[d+20>>2]|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}while(0);do if((j|0)==23){e=f[d>>2]|0;if(e|0)if(f[e>>2]|0){g=f[64758]|0;i=f[64759]|0;dwb(258928,f[a>>2]|0)|0;e=f[d>>2]|0;if(!e)e=0;else e=f[e>>2]|0;te(36160,b|0,36161,e|0);if((g|0)==(i|0)){dwb(258928,g)|0;break}else{ewb(258928,g)|0;fwb(258928,i)|0;break}}if(l)j=32;else if(!(f[k+8>>2]|0))j=32;if((j|0)==32){e=f[c>>2]|0;if(!e)break;if(!(f[e>>2]|0))break}e=f[64758]|0;g=f[64759]|0;dwb(258928,f[a>>2]|0)|0;te(36160,b|0,36161,0);if((e|0)==(g|0)){dwb(258928,e)|0;break}else{ewb(258928,e)|0;fwb(258928,g)|0;break}}while(0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[c>>2]=e;b=c+4|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);e=f[h>>2]|0;g=f[d+12>>2]|0;if(g|0)gOb(g);f[c+8>>2]=e;b=c+12|0;e=f[b>>2]|0;f[b>>2]=g;if(e|0)iOb(e);a=d+16|0;b=f[a+4>>2]|0;d=c+16|0;f[d>>2]=f[a>>2];f[d+4>>2]=b;d=1;return d|0}function Fub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);g=h+(e*24|0)|0;d=g;e=h+(c*24|0)|0;i=d;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=3553;f[c+20>>2]=0;c=i+24|0;i=c;b=b+-1|0}while((b|0)!=0);h=f[a>>2]|0;c=f[k>>2]|0;if((c|0)==(h|0)){c=d;g=h;b=h}else{b=g;do{m=c;c=c+-24|0;f[b+-24>>2]=f[c>>2];g=m+-20|0;f[b+-20>>2]=f[g>>2];f[c>>2]=0;f[g>>2]=0;g=m+-16|0;f[b+-16>>2]=f[g>>2];l=m+-12|0;f[b+-12>>2]=f[l>>2];f[g>>2]=0;f[l>>2]=0;m=m+-8|0;l=f[m+4>>2]|0;g=b+-8|0;f[g>>2]=f[m>>2];f[g+4>>2]=l;b=d+-24|0;d=b}while((c|0)!=(h|0));c=d;g=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=i;f[j>>2]=e;d=g;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;if(c|0)iOb(c);c=f[b+-20>>2]|0;b=b+-24|0;if(c|0)iOb(c)}while((b|0)!=(d|0));if(!g)return;sOb(g);return}function Gub(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;i=h+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i>>2]=3553;j=h+20|0;f[j>>2]=0;k=h+8|0;l=f[c>>2]|0;c=f[c+4>>2]|0;g=c;if(!c){f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);u=m;return}else{gOb(c);f[k>>2]=l;f[h+12>>2]=g;f[i>>2]=d;f[j>>2]=e;Dub(a,b,h);iOb(c);u=m;return}}function Hub(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+32|0;e=h;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=3553;f[e+20>>2]=0;g=f[c>>2]|0;c=f[c+4>>2]|0;d=c;if(!c){f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);u=h;return}else{gOb(c);f[e>>2]=g;f[e+4>>2]=d;Dub(a,b,e);iOb(c);u=h;return}}function Iub(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+64|0;k=l+32|0;j=l+24|0;h=l;if((e|0)==0&g)if(Yub()|0){Twb(j);Lwb(h);Nwb(h,9728,9728);axb(f[j>>2]|0,34041,c,d,h);e=k+16|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[e>>2]=3553;g=k+20|0;f[g>>2]=0;i=f[j>>2]|0;h=j+4|0;c=f[h>>2]|0;d=(c|0)==0;if(!d)gOb(c);f[k+8>>2]=i;f[k+12>>2]=c;f[e>>2]=3553;f[g>>2]=0;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!d)iOb(c);h=f[h>>2]|0;if(h|0)iOb(h);u=l;return 1}tub(j,34041,c,d,e);f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=3553;f[k+20>>2]=0;d=f[j>>2]|0;h=f[j+4>>2]|0;c=(h|0)==0;if(!c)gOb(h);f[k>>2]=d;f[k+4>>2]=h;if(Eub(a,33306,a+64|0,k)|0)b[a+92>>0]=0;if(!c){iOb(h);iOb(h)}u=l;return 1}function Jub(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[a+4>>2]|0;if((d|0)==(f[a+8>>2]|0)){c=0;return c|0}e=f[d+8>>2]|0;if(!e)h=5;else if(!(f[e+8>>2]|0))h=5;else{g=e+16|0;d=e+20|0}do if((h|0)==5){d=f[d>>2]|0;if(!d){c=0;return c|0}if(!(f[d>>2]|0)){c=0;return c|0}else{g=d+8|0;d=d+12|0;break}}while(0);Iub(a,f[g>>2]|0,f[d>>2]|0,b,c,0)|0;c=1;return c|0}function Kub(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;if(!e){e=0;return e|0}b=f[a+48>>2]|0;if(!b)d=9;else{c=f[b+8>>2]|0;if(!c)d=9;else{b=f[e+48>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+56>>2]|0)!=(f[e+56>>2]|0)){e=0;return e|0}if((f[a+60>>2]|0)!=(f[e+60>>2]|0)){e=0;return e|0}}}if((d|0)==9){b=f[e+48>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+40>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+40>>2]|0;if(!b)b=0;else b=f[b>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}}b=f[a+72>>2]|0;if(b|0){c=f[b+8>>2]|0;if(c|0){b=f[e+72>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;if((c|0)!=(b|0)){e=0;return e|0}if((f[a+80>>2]|0)!=(f[e+80>>2]|0)){e=0;return e|0}e=(f[a+84>>2]|0)==(f[e+84>>2]|0);return e|0}}b=f[e+72>>2]|0;if(b|0)if(f[b+8>>2]|0){e=0;return e|0}b=f[a+64>>2]|0;if(!b)c=0;else c=f[b>>2]|0;b=f[e+64>>2]|0;if(!b)b=0;else b=f[b>>2]|0;e=(c|0)==(b|0);return e|0}function Lub(a){a=a|0;switch(Fe()|0){case 0:{a=a?0:240894;break}case 1280:{a=241011;break}case 1281:{a=240994;break}case 1282:{a=240973;break}case 1286:{a=240940;break}case 1285:{a=240923;break}default:a=240906}return a|0}function Mub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257496]|0){u=c;return 258920}if(!(MPb(257496)|0)){u=c;return 258920}f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}u=c;return 258920}function Nub(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;i=0;q=u;u=u+2448|0;f[((q+152|0)+4|0)>>2]=0;f[((q+152|0)+8|0)>>2]=0;o=(q+152|0)+4|0;f[(q+152|0)>>2]=o;g=Ke(7939)|0;f[(q+164|0)>>2]=0;f[(q+164|0)+4>>2]=0;f[(q+164|0)+8>>2]=0;h=pAb(g)|0;if(h>>>0>4294967279)vOb(q+164|0);if(h>>>0<11){b[((q+164|0)+11|0)>>0]=h;if(!h){d=q+164|0;j=(q+164|0)+11|0}else{c=q+164|0;e=(q+164|0)+11|0;i=6}}else{c=pOb(h+16&-16)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=h+16&-16|-2147483648;f[(q+164|0)+4>>2]=h;e=(q+164|0)+11|0;i=6}if((i|0)==6){bQb(c|0,g|0,h|0)|0;d=c;j=e}b[d+h>>0]=0;g=(q+12|0)+8|0;f[(q+12|0)>>2]=15884;f[((q+12|0)+60|0)>>2]=15904;f[(q+12|0)+4>>2]=0;tEb((q+12|0)+60|0,g);f[(q+12|0)+132>>2]=0;f[(q+12|0)+136>>2]=-1;f[(q+12|0)>>2]=42712;f[(q+12|0)+60>>2]=42732;xEb(g);f[g>>2]=39692;h=(q+12|0)+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[(q+12|0)+56>>2]=8;k3a(g,q+164|0);if((b[j>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;c=0;while(1){if(c<<24>>24<0){b[f[q>>2]>>0]=0;f[(q+4|0)>>2]=0}else{b[q>>0]=0;b[(q+11|0)>>0]=0}Oub(q+12|0,q)|0;c=b[(q+11|0)>>0]|0;if(!((c<<24>>24<0?f[(q+4|0)>>2]|0:c&255)|0))break;d=Pub(q+152|0,q+164|0,q)|0;if(!(f[d>>2]|0)){c=pOb(28)|0;xOb(c+16|0,q);e=f[(q+164|0)>>2]|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=e;f[d>>2]=c;e=f[f[(q+152|0)>>2]>>2]|0;if(e){f[(q+152|0)>>2]=e;c=f[d>>2]|0}r_a(f[((q+152|0)+4|0)>>2]|0,c);f[((q+152|0)+8|0)>>2]=(f[((q+152|0)+8|0)>>2]|0)+1}c=b[(q+11|0)>>0]|0}if(c<<24>>24<0)sOb(f[q>>2]|0);f[(q+12|0)>>2]=42712;f[((q+12|0)+60|0)>>2]=42732;f[g>>2]=39692;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);aEb(q+12|0,42744);jDb((q+12|0)+60|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241043;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=19;d=c;e=241069;g=d+19|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+19>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+1>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=17;d=c;e=241089;g=d+17|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+17>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+2>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241107;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+3>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(48)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=33;d=c;e=241133;g=d+33|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+33>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+4>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241167;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+5>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241193;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+6>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=20;d=c;e=241221;g=d+20|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+20>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+7>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=27;d=c;e=241242;g=d+27|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+27>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+8>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);c=pOb(32)|0;f[(q+164|0)>>2]=c;f[(q+164|0)+8>>2]=-2147483616;f[(q+164|0)+4>>2]=25;d=c;e=241270;g=d+25|0;do{b[d>>0]=b[e>>0]|0;d=d+1|0;e=e+1|0}while((d|0)<(g|0));b[c+25>>0]=0;j=(Qub(q+152|0,q+164|0)|0)!=(o|0)&1;b[a+9>>0]=j;if((b[(q+164|0)+11>>0]|0)<0)sOb(f[(q+164|0)>>2]|0);g=pOb(48)|0;f[(q+164|0)>>2]=g;f[(q+164|0)+8>>2]=-2147483600;f[(q+164|0)+4>>2]=32;h=g;i=241296;j=h+32|0;f[q+192>>2]=a;f[q+912>>2]=g;f[q+1280>>2]=l;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2216>>2]=0;f[q+2220>>2]=0;kCb(q);l=f[q+1280>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1280>>2]=l;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2208>>2]=0;f[q+2212>>2]=0;jCb(q);m=f[q+1664>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+1664>>2]=m;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2200>>2]=0;f[q+2204>>2]=0;iCb(q);p=f[q+2040>>2]|0;j=f[q+2144>>2]|0;i=f[q+2160>>2]|0;h=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=k;f[q+1680>>2]=o;f[q+2040>>2]=p;f[q+2144>>2]=j;f[q+2160>>2]=i;f[q+2168>>2]=h;f[q+2192>>2]=0;f[q+2196>>2]=0;hCb(q);p=f[q+488>>2]|0;h=f[q+2144>>2]|0;i=f[q+2160>>2]|0;j=f[q+2168>>2]|0;f[q+192>>2]=a;f[q+488>>2]=p;f[q+1680>>2]=o;f[q+2144>>2]=h;f[q+2160>>2]=i;f[q+2168>>2]=j;f[q+2184>>2]=0;f[q+2188>>2]=0;gCb(q);G=f[q+2184>>2]|0;D=f[q+2188>>2]|0;H=+n[q+2188>>2];f[q+2184>>2]=0;f[q+2188>>2]=0;if((G|0)==5)return}function Oub(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m+4|0;g=m;zEb(l,a,0);if(!(b[l>>0]|0)){c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|4);u=m;return a|0}e=c+11|0;if((b[e>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0}else{b[c>>0]=0;b[e>>0]=0}e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;l=f[e+12>>2]|0;l=(l|0)<1?2147483647:l;vEb(g,e);e=XFb(g,260896)|0;YFb(g);a:do if((l|0)>0){k=e+8|0;e=0;while(1){g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0)){g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;if((g|0)==-1){g=2;break a}}else g=h[i>>0]|0;i=g&255;if(i<<24>>24>-1)if(d[(f[k>>2]|0)+(g<<24>>24<<1)>>1]&8192){g=0;break a}LOb(c,i);e=e+1|0;g=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;i=g+12|0;j=f[i>>2]|0;if((j|0)==(f[g+16>>2]|0))Pg[f[(f[g>>2]|0)+40>>2]&1023](g)|0;else f[i>>2]=j+1;if((e|0)>=(l|0)){g=0;break}}}else{e=0;g=0}while(0);f[a+(f[(f[a>>2]|0)+-12>>2]|0)+12>>2]=0;c=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(c,f[c+16>>2]|((e|0)==0?g|4:g));u=m;return a|0}function Pub(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;e=a+4|0;g=f[e>>2]|0;if(!g){f[c>>2]=e;c=e;return c|0}m=b[d+11>>0]|0;l=m<<24>>24<0;m=l?f[d+4>>2]|0:m&255;l=l?f[d>>2]|0:d;d=a+4|0;while(1){h=g+16|0;a=b[h+11>>0]|0;i=a<<24>>24<0;a=i?f[g+20>>2]|0:a&255;j=a>>>0<m>>>0;e=j?a:m;if(!e)k=6;else{e=zBb(l,i?f[h>>2]|0:h,e)|0;if(!e)k=6;else if((e|0)<0)k=8;else k=10}if((k|0)==6)if(m>>>0<a>>>0)k=8;else k=10;if((k|0)==8){e=f[g>>2]|0;if(!e){k=9;break}else d=g}else if((k|0)==10){k=0;e=m>>>0<a>>>0?m:a;if(!e)k=12;else{e=zBb(i?f[h>>2]|0:h,l,e)|0;if(!e)k=12;else if((e|0)>=0){k=16;break}}if((k|0)==12)if(!j){k=16;break}d=g+4|0;e=f[d>>2]|0;if(!e){k=15;break}}g=e}if((k|0)==9){f[c>>2]=g;c=g;return c|0}else if((k|0)==15){f[c>>2]=g;c=d;return c|0}else if((k|0)==16){f[c>>2]=g;c=d;return c|0}return 0}function Qub(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[l>>2]|0;do if(d|0){k=b[c+11>>0]|0;j=k<<24>>24<0;k=j?f[c+4>>2]|0:k&255;j=j?f[c>>2]|0:c;a=l;a:while(1){c=d;while(1){e=c+16|0;h=b[e+11>>0]|0;g=h<<24>>24<0;h=g?f[c+20>>2]|0:h&255;d=k>>>0<h>>>0?k:h;if(!d)i=6;else{d=zBb(g?f[e>>2]|0:e,j,d)|0;if(!d)i=6;else if((d|0)>=0)break}if((i|0)==6){i=0;if(h>>>0>=k>>>0)break}c=f[c+4>>2]|0;if(!c)break a}d=f[c>>2]|0;if(!d){a=c;break}else a=c}if((a|0)!=(l|0)){d=a+16|0;g=b[d+11>>0]|0;e=g<<24>>24<0;g=e?f[a+20>>2]|0:g&255;c=g>>>0<k>>>0?g:k;if(c|0){c=zBb(j,e?f[d>>2]|0:d,c)|0;if(c|0){if((c|0)<0)break;return a|0}}if(k>>>0>=g>>>0){l=a;return l|0}}}while(0);return l|0}function Rub(a,c){a=a|0;c=c|0;if(!c)return;Rub(a,f[c>>2]|0);Rub(a,f[c+4>>2]|0);a=c+16|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);sOb(c);return}function Sub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Tub(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Uub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);return}function Vub(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=42712;c=a+60|0;f[c>>2]=42732;d=a+8|0;f[d>>2]=39692;e=a+40|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);aEb(a,42744);jDb(c);sOb(a);return}function Wub(){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);return 262930}function Xub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257512]|0){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257512)|0)){a=b[263043]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262945]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262959]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262968]|0}else a=1}else a=1}b[263043]=a;d=b[263043]|0;d=d<<24>>24!=0;u=c;return d|0}function Yub(){var a=0;if(!(b[257520]|0))if(MPb(257520)|0){if(!(yd(2)|0))a=(Xub()|0)&1;else a=0;b[263044]=a}return (b[263044]|0)!=0|0}function Zub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257528]|0){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257528)|0)){a=b[263045]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262930]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[263010]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263042]|0}else a=1}else a=1}b[263045]=a;d=b[263045]|0;d=d<<24>>24!=0;u=c;return d|0}function _ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257536]|0){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257536)|0)){a=b[263046]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262960]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263007]|0}else a=1}b[263046]=a;d=b[263046]|0;d=d<<24>>24!=0;u=c;return d|0}function $ub(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257544]|0){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257544)|0)){a=b[263047]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262961]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263008]|0}else a=1}b[263047]=a;d=b[263047]|0;d=d<<24>>24!=0;u=c;return d|0}function avb(){var a=0,c=0,d=0;d=u;u=u+16|0;a=d+8|0;c=d;if(!(b[257552]|0))if(MPb(257552)|0){Je(35632,36338,a|0,c|0);b[265126]=(f[c>>2]|0)!=0&1}u=d;return (b[265126]|0)!=0|0}function bvb(){return 0}function cvb(){var a=0;if(!(b[257560]|0))if(MPb(257560)|0){a=(yd(3)|0)!=0&1;b[263048]=a}return (b[263048]|0)!=0|0}function dvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257568]|0){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257568)|0)){a=b[263049]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262946]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);if(!(b[262957]|0)){if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[263002]|0}else a=1}else a=1}b[263049]=a;d=b[263049]|0;d=d<<24>>24!=0;u=c;return d|0}function evb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257576]|0){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257576)|0)){a=b[263050]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262936]|0}b[263050]=a;d=b[263050]|0;d=d<<24>>24!=0;u=c;return d|0}function fvb(){var a=0,c=0,d=0;c=u;u=u+16|0;a=c;if(b[257584]|0){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(MPb(257584)|0)){a=b[263051]|0;a=a<<24>>24!=0;u=c;return a|0}if(!(b[257496]|0))if(MPb(257496)|0){f[64730]=2;f[64731]=0;d=Ke(7938)|0;f[a>>2]=258920;f[a+4>>2]=258924;if((oCb(d,241027,a)|0)!=2){f[64730]=2;f[64731]=0}}if((f[64730]|0)>>>0>2)a=1;else{if(!(b[257504]|0))if(MPb(257504)|0)Nub(262930);a=b[262935]|0}b[263051]=a;d=b[263051]|0;d=d<<24>>24!=0;u=c;return d|0}function gvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function hvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;b[a+8>>0]=3;b[a+9>>0]=0;return}function ivb(a,c){a=a|0;c=c|0;var d=0,e=0;e=f[c>>2]|0;f[c>>2]=0;d=f[a>>2]|0;f[a>>2]=e;if(d|0)tOb(d);f[a+4>>2]=f[c+4>>2];b[a+8>>0]=b[c+8>>0]|0;b[a+9>>0]=b[c+9>>0]|0;return a|0}function jvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0;f[a>>2]=0;if(!(e<<24>>24))g=(g&255)>3?3:g<<24>>24==2?1:g;h=rOb(d,265125)|0;f[a>>2]=h;if(!h){g=3;d=0;e=0}else bQb(h|0,c|0,d|0)|0;b[a+9>>0]=e;f[a+4>>2]=d;b[a+8>>0]=g;return}function kvb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=6408;f[a+16>>2]=5121;return}function lvb(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=d;if(c|0)tOb(c);f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];return a|0}function mvb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;f[a>>2]=0;f[a+4>>2]=b;f[a+8>>2]=c;f[a+12>>2]=d;f[a+16>>2]=e;switch(d|0){case 6409:{d=1;break}case 6410:{d=2;break}case 6407:{d=3;break}case 6408:{d=4;break}default:return}if((e|0)!=5121)return;d=X(X(c,b)|0,d)|0;b=rOb(d,265125)|0;f[a>>2]=b;if(!b)return;bQb(b|0,g|0,d|0)|0;return}function nvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[64733]|0;b=b>>>0<8?b:8;if(!b)return;d=f[64748]|0;e=f[64751]|0;c=0;do{f[a+(c<<2)>>2]=f[d+(c<<2)>>2];f[a+32+(c<<2)>>2]=f[e+(c<<2)>>2];c=c+1|0}while(c>>>0<b>>>0);return}function ovb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[64747]|0;c=f[64733]|0;c=c>>>0<8?c:8;if(!c){Uvb(258928,e)|0;return}else d=0;do{b=a+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64748]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Vvb(258928,f[b>>2]|0)|0}b=a+32+(d<<2)|0;if((f[b>>2]|0)!=(f[(f[64751]|0)+(d<<2)>>2]|0)){Uvb(258928,d)|0;Wvb(258928,f[b>>2]|0)|0}d=d+1|0}while(d>>>0<c>>>0);Uvb(258928,e)|0;return}function pvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);return}function qvb(a){a=a|0;var b=0;f[a>>2]=42764;b=f[a+12>>2]|0;if(b|0)ee(b|0);aOb(a);sOb(a);return}function rvb(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;ee(a|0);return}function svb(a){a=a|0;sOb(a);return}function tvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;p=q+28|0;m=q+16|0;l=q+4|0;k=q;if(d|0)if(f[e+16>>2]|0){f[p>>2]=0;o=p+4|0;f[o>>2]=0;f[p+8>>2]=0;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(d)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){g=l+11|0;b[g>>0]=i;if(!i)h=l;else{h=l;j=9}}else{g=i+16&-16;h=pOb(g)|0;f[l>>2]=h;f[l+8>>2]=g|-2147483648;f[l+4>>2]=i;g=l+11|0;j=9}if((j|0)==9)bQb(h|0,d|0,i|0)|0;b[h+i>>0]=0;uvb(l,p,m,0,e)|0;if((b[g>>0]|0)<0)sOb(f[l>>2]|0);g=pAb(d)|0;h=qOb(g+5|0)|0;i=h;f[l>>2]=i;b[h+1>>0]=47;b[h>>0]=47;b[h+2>>0]=94;bQb(h+3|0,d|0,g|0)|0;b[h+(g+3)>>0]=10;b[h+(g+4)>>0]=0;g=f[o>>2]|0;if(g>>>0<(f[p+8>>2]|0)>>>0){f[l>>2]=0;f[g>>2]=i;f[o>>2]=g+4}else vvb(p,l);f[k>>2]=h;g=f[n>>2]|0;if(g>>>0<(f[m+8>>2]|0)>>>0){f[g>>2]=i;f[n>>2]=(f[n>>2]|0)+4}else wvb(m,k);g=f[l>>2]|0;f[l>>2]=0;if(g|0)tOb(g);g=pOb(20)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=42764;i=g+12|0;f[i>>2]=0;e=i;j=g;f[g+16>>2]=c;c=$d(c|0)|0;f[i>>2]=c;g=f[m>>2]|0;Te(c|0,(f[n>>2]|0)-g>>2|0,g|0,0);g=f[m>>2]|0;if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}g=f[p>>2]|0;if(g|0){h=f[o>>2]|0;if((h|0)!=(g|0)){do{n=h+-4|0;f[o>>2]=n;h=f[n>>2]|0;f[n>>2]=0;if(h|0)tOb(h);h=f[o>>2]|0}while((h|0)!=(g|0));g=f[p>>2]|0}sOb(g)}Zd(f[i>>2]|0);f[a>>2]=e;f[a+4>>2]=j;u=q;return}f[a>>2]=0;f[a+4>>2]=0;u=q;return}function uvb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;w=E+44|0;B=E+20|0;C=E+12|0;D=E;m=E+40|0;x=E+36|0;y=E+32|0;z=E+16|0;A=E+8|0;f[D>>2]=0;l=a+11|0;f[w>>2]=(b[l>>0]|0)<0?f[a>>2]|0:a;f[B>>2]=D;f[C>>2]=E+4;i=f[g+16>>2]|0;if(!i)vd();do if(Tg[f[(f[i>>2]|0)+24>>2]&15](i,w,B,C)|0){i=f[D>>2]|0;j=c+4|0;k=f[j>>2]|0;if(k>>>0<(f[c+8>>2]|0)>>>0){f[D>>2]=0;f[k>>2]=i;f[j>>2]=k+4;n=i;i=1;break}else{vvb(c,D);n=i;i=1;break}}else{n=0;i=0}while(0);j=f[D>>2]|0;f[D>>2]=0;if(j|0)tOb(j);if(!i){D=e;u=E;return D|0}j=b[l>>0]|0;v=j<<24>>24<0;i=v?f[a>>2]|0:a;k=i;j=i+(v?f[a+4>>2]|0:j&255)|0;while(1){if((j|0)==(i|0)){v=14;break}j=j+-1|0;if(TAb(245082,h[j>>0]|0,2)|0){v=13;break}}if((v|0)==13){i=j-k|0;if((i|0)==-1)v=14;else yOb(B,a,0,i+1|0,w)}if((v|0)==14){f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0}f[m>>2]=(f[d>>2]|0)+(e<<2);f[C>>2]=n;f[w>>2]=f[m>>2];xvb(d,w,C)|0;p=B+11|0;q=B+4|0;r=w+11|0;s=w+8|0;t=w+4|0;i=e+1|0;j=n;a:while(1){while(1){if(!j)break a;k=b[j>>0]|0;if(!(k<<24>>24))break a;else l=j;b:while(1){switch(k<<24>>24){case 35:{k=l;v=22;break b}case 9:case 32:break;default:{m=0;n=0;e=0;o=0;k=l;break b}}k=l+1|0;l=k;k=b[k>>0]|0}c:do if((v|0)==22){d:while(1){v=0;l=k+1|0;switch(b[l>>0]|0){case 9:case 32:{k=l;v=22;break}default:break d}}if(RAb(l,245085,7)|0){a=(RAb(l,245093,6)|0)==0;m=a;n=0;e=0;o=0;k=a?k+7|0:l;break}k=k+8|0;e:while(1){switch(b[k>>0]|0){case 34:break e;case 9:case 32:break;default:{m=0;n=0;e=0;o=0;break c}}k=k+1|0}l=k+1|0;a=l;f:while(1){k=b[a>>0]|0;switch(k<<24>>24){case 0:case 10:case 34:break f;default:{}}a=a+1|0}k=k<<24>>24==34;m=0;n=k;e=k?a:0;o=l;k=k?a+1|0:a}while(0);g:do{a=k;l=b[k>>0]|0;h:while(1){switch(l<<24>>24){case 0:{k=a;break g}case 92:break;default:break h}k=a+1|0;l=b[k>>0]|0;switch(l<<24>>24){case 10:case 13:{k=a;l=92;v=36;break g}default:a=k}}k=a+1|0}while(l<<24>>24!=10);i:do if((v|0)==36)while(1){v=0;switch(l<<24>>24){case 10:case 13:case 92:break;default:break i}l=k+1|0;b[k>>0]=32;k=l;l=b[l>>0]|0;v=36}while(0);if(n){v=40;break}if(m){v=54;break}else j=k}if((v|0)==40){v=0;b[j>>0]=0;b[e>>0]=0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;j=b[p>>0]|0;if(j<<24>>24<0){l=f[q>>2]|0;m=pAb(o)|0;a=f[B>>2]|0}else{l=j&255;a=B;m=pAb(o)|0}j=l+m|0;if(j>>>0>4294967279){v=44;break}if(j>>>0<11){b[r>>0]=l;j=w}else{e=j+16&-16;j=pOb(e)|0;f[w>>2]=j;f[s>>2]=e|-2147483648;f[t>>2]=l}if(l|0)bQb(j|0,a|0,l|0)|0;b[j+l>>0]=0;JOb(w,o,m)|0;i=uvb(w,c,d,i,g)|0;if((b[r>>0]|0)<0)sOb(f[w>>2]|0);f[x>>2]=(f[d>>2]|0)+(i<<2);f[C>>2]=245100;f[w>>2]=f[x>>2];xvb(d,w,C)|0;f[y>>2]=(f[d>>2]|0)+(i+1<<2);f[C>>2]=k;f[w>>2]=f[y>>2];xvb(d,w,C)|0}else if((v|0)==54){v=0;b[j>>0]=0;f[C>>2]=245102;o=Mub()|0;if((f[o>>2]|0)>>>0>2)f[C>>2]=245116;f[z>>2]=(f[d>>2]|0)+(i<<2);f[w>>2]=f[z>>2];yvb(d,w,C)|0;f[A>>2]=(f[d>>2]|0)+(i+1<<2);f[D>>2]=k;f[w>>2]=f[A>>2];xvb(d,w,D)|0}i=i+2|0;j=k}if((v|0)==44)vOb(w);if((b[p>>0]|0)<0)sOb(f[B>>2]|0);D=i;u=E;return D|0}function vvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)tOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function wvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function xvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<b>>>0?b:d):1073741823;m=o;h=j>>2;do if(!d){k=0;l=0}else if(d>>>0>1073741823)vd();else{l=pOb(d<<2)|0;k=l;break}while(0);b=k+(h<<2)|0;e=b;i=k+(d<<2)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<2)|0;e=b;break}d=d<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];b=e+4|0;d=m-g|0;h=e+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>2<<2)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function yvb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>2<<2)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){f[o>>2]=f[c>>2];f[p>>2]=(f[p>>2]|0)+4;p=o;return p|0}e=b-(o+4)|0;g=e>>2;b=o+(g<<2)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];b=b+4|0;d=(f[p>>2]|0)+4|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<2)|0,o|0,e|0)|0;if(o>>>0<=c>>>0)c=(f[p>>2]|0)>>>0>c>>>0?c+4|0:c;f[o>>2]=f[c>>2];p=o;return p|0}b=(b-e>>2)+1|0;if(b>>>0>1073741823)AMb(a);m=d-e|0;h=m>>1;h=m>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;m=o;i=j>>2;do if(!h){k=0;l=0}else if(h>>>0>1073741823)vd();else{l=pOb(h<<2)|0;k=l;break}while(0);b=k+(i<<2)|0;e=b;d=k+(h<<2)|0;do if((i|0)==(h|0)){if((j|0)>0){b=b+(((h+1|0)/-2|0)<<2)|0;e=b;break}d=h<<2>>1;d=(d|0)==0?1:d;if(d>>>0>1073741823)vd();j=pOb(d<<2)|0;b=j+(d>>>2<<2)|0;e=b;d=j+(d<<2)|0;if(k){sOb(l);g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];c=e+4|0;b=m-g|0;h=e+(0-(b>>2)<<2)|0;if((b|0)>0)bQb(h|0,g|0,b|0)|0;b=(f[p>>2]|0)-m|0;if((b|0)>0){bQb(c|0,o|0,b|0)|0;c=c+(b>>>2<<2)|0}b=f[a>>2]|0;f[a>>2]=h;f[p>>2]=c;f[n>>2]=d;if(!b){p=e;return p|0}sOb(b);p=e;return p|0}function zvb(a){a=a|0;var b=0,c=0;c=pOb(28)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42792;b=c+12|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a>>2]=b;f[a+4>>2]=c;a=_d()|0;f[b>>2]=a;return}function Avb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function Bvb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=42792;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-8|0;f[g>>2]=c;d=f[d+-4>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function Cvb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0)ce(b|0);e=a+16|0;b=f[e>>2]|0;if(!b)return;d=a+20|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-8|0;f[d>>2]=a;c=f[c+-4>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function Dvb(a){a=a|0;sOb(a);return}function Evb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+16|0;j=n+8|0;g=n;f[h>>2]=0;m=h+4|0;f[m>>2]=0;f[j>>2]=0;l=j+4|0;f[l>>2]=0;i=pOb(28)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=42792;k=i+12|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[a>>2]=k;f[a+4>>2]=i;a=_d()|0;f[k>>2]=a;if(e){tvb(g,35633,b,d,1);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,1);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}else{tvb(g,35633,b,d,0);a=f[g>>2]|0;b=g+4|0;e=f[b>>2]|0;f[g>>2]=0;f[b>>2]=0;f[h>>2]=a;a=f[m>>2]|0;f[m>>2]=e;if(a|0)iOb(a);tvb(g,35632,c,d,0);a=f[g>>2]|0;c=g+4|0;d=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[j>>2]=a;a=f[l>>2]|0;f[l>>2]=d;if(a|0)iOb(a)}a=f[h>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,h);break}f[a>>2]=b;b=f[m>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);a=f[j>>2]|0;b=a;do if(a|0){a=f[a>>2]|0;if(a|0){Md(f[k>>2]|0,a|0);e=i+20|0;a=f[e>>2]|0;if((a|0)==(f[i+24>>2]|0)){Fvb(i+16|0,j);break}f[a>>2]=b;b=f[l>>2]|0;f[a+4>>2]=b;if(b){gOb(b);a=f[e>>2]|0}f[e>>2]=a+8}}while(0);Ne(f[k>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a);a=f[m>>2]|0;if(!a){u=n;return}iOb(a);u=n;return}function Fvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Gvb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;Md(f[a>>2]|0,c|0);d=a+8|0;c=f[d>>2]|0;if((c|0)==(f[a+12>>2]|0)){Fvb(a+4|0,b);return}f[c>>2]=f[b>>2];a=f[b+4>>2]|0;f[c+4>>2]=a;if(a){gOb(a);c=f[d>>2]|0}f[d>>2]=c+8;return}function Hvb(a,b){a=a|0;b=b|0;Ne(f[a>>2]|0);return}function Ivb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35714,b|0);u=c;return (f[b>>2]|0)==1|0}function Jvb(a,b){a=a|0;b=b|0;return De(f[a>>2]|0,b|0)|0}function Kvb(a,b){a=a|0;b=b|0;return Le(f[a>>2]|0,b|0)|0}function Lvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35721,b|0);u=c;return f[b>>2]|0}function Mvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35718,b|0);u=c;return f[b>>2]|0}function Nvb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35722,b|0);u=c;return f[b>>2]|0}function Ovb(a){a=a|0;var b=0,c=0;c=u;u=u+16|0;b=c;f[b>>2]=0;Ie(f[a>>2]|0,35719,b|0);u=c;return f[b>>2]|0}function Pvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Be(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Qvb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;Ce(f[a>>2]|0,b|0,c|0,d|0,e|0,g|0,h|0);return}function Rvb(){f[64748]=0;f[64749]=0;f[64750]=0;f[64751]=0;f[64752]=0;f[64753]=0;return}function Svb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+16|0;n=o;He(2978,n|0);f[a+44>>2]=f[n>>2];f[a+48>>2]=f[n+4>>2];f[a+52>>2]=f[n+8>>2];f[a+56>>2]=f[n+12>>2];He(35660,l|0);f[a>>2]=f[l>>2];He(35661,l|0);k=a+4|0;f[k>>2]=f[l>>2];He(36347,l|0);j=(f[l>>2]|0)>>>1;f[a+8>>2]=j>>>0>128?j:128;He(36349,l|0);f[a+12>>2]=f[l>>2];He(34921,l|0);f[a+16>>2]=f[l>>2];He(34024,l|0);f[a+20>>2]=f[l>>2];He(3379,l|0);f[a+24>>2]=f[l>>2];if($ub()|0){He(36183,l|0);c=f[l>>2]|0}else c=0;f[a+28>>2]=c;j=a+64|0;e=f[k>>2]|0;g=a+68|0;h=f[g>>2]|0;d=f[j>>2]|0;c=h-d>>2;if(e>>>0>c>>>0){eCa(j,e-c|0);e=f[k>>2]|0}else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}i=a+76|0;g=a+80|0;h=f[g>>2]|0;d=f[i>>2]|0;c=h-d>>2;if(e>>>0>c>>>0)eCa(i,e-c|0);else if(e>>>0<c>>>0){c=d+(e<<2)|0;if((c|0)!=(h|0))f[g>>2]=h+(~((h+-4-c|0)>>>2)<<2)}He(3414,l|0);f[a+32>>2]=f[l>>2];if(dvb()|0){He(36063,l|0);c=f[l>>2]|0}else c=1;f[a+36>>2]=c;Ge(33901,n|0);f[a+40>>2]=f[n+4>>2];He(34016,l|0);c=(f[l>>2]|0)+-33984|0;d=a+60|0;f[d>>2]=c;if(f[k>>2]|0){c=0;do{Ld(c+33984|0);He(32873,l|0);f[(f[j>>2]|0)+(c<<2)>>2]=f[l>>2];He(34068,l|0);f[(f[i>>2]|0)+(c<<2)>>2]=f[l>>2];c=c+1|0}while(c>>>0<(f[k>>2]|0)>>>0);c=f[d>>2]|0}Ld(c+33984|0);He(34964,l|0);f[a+88>>2]=f[l>>2];He(34965,l|0);f[a+92>>2]=f[l>>2];He(35725,l|0);f[a+96>>2]=f[l>>2];He(36007,l|0);f[a+100>>2]=f[l>>2];k=_ub()|0;He(36006,l|0);c=f[l>>2]|0;f[a+104>>2]=c;if(k){He(36010,l|0);c=f[l>>2]|0}f[a+108>>2]=c;He(3317,l|0);f[a+112>>2]=f[l>>2];He(3333,l|0);f[a+116>>2]=f[l>>2];Ee(3107,n|0);b[a+120>>0]=(b[n>>0]|0)==1&1;b[a+121>>0]=(b[n+1>>0]|0)==1&1;b[a+122>>0]=(b[n+2>>0]|0)==1&1;b[a+123>>0]=(b[n+3>>0]|0)==1&1;He(2930,l|0);b[a+124>>0]=(f[l>>2]|0)==1&1;He(2886,l|0);f[a+128>>2]=f[l>>2];Ge(3106,n|0);f[a+132>>2]=f[n>>2];f[a+136>>2]=f[n+4>>2];f[a+140>>2]=f[n+8>>2];f[a+144>>2]=f[n+12>>2];Ge(2931,m|0);f[a+148>>2]=f[m>>2];He(2961,l|0);f[a+152>>2]=f[l>>2];He(32777,l|0);f[a+156>>2]=f[l>>2];He(34877,l|0);f[a+160>>2]=f[l>>2];He(32969,l|0);f[a+164>>2]=f[l>>2];He(32971,l|0);f[a+168>>2]=f[l>>2];He(32968,l|0);f[a+172>>2]=f[l>>2];He(32970,l|0);f[a+176>>2]=f[l>>2];He(2885,l|0);f[a+180>>2]=f[l>>2];He(2932,l|0);f[a+184>>2]=f[l>>2];Ge(2928,n|0);f[a+188>>2]=f[n>>2];f[a+192>>2]=f[n+4>>2];Ge(32824,m|0);f[a+196>>2]=f[m>>2];Ge(10752,m|0);f[a+200>>2]=f[m>>2];He(3088,n|0);f[a+204>>2]=f[n>>2];f[a+208>>2]=f[n+4>>2];f[a+212>>2]=f[n+8>>2];f[a+216>>2]=f[n+12>>2];He(2962,l|0);f[a+220>>2]=f[l>>2];He(2967,l|0);f[a+224>>2]=f[l>>2];He(2963,l|0);f[a+228>>2]=f[l>>2];He(34816,l|0);f[a+232>>2]=f[l>>2];He(36003,l|0);f[a+236>>2]=f[l>>2];He(36004,l|0);f[a+240>>2]=f[l>>2];He(2968,l|0);f[a+244>>2]=f[l>>2];He(36005,l|0);f[a+248>>2]=f[l>>2];He(2964,l|0);f[a+252>>2]=f[l>>2];He(2965,l|0);f[a+256>>2]=f[l>>2];He(2966,l|0);f[a+260>>2]=f[l>>2];He(34817,l|0);f[a+264>>2]=f[l>>2];He(34818,l|0);f[a+268>>2]=f[l>>2];He(34819,l|0);f[a+272>>2]=f[l>>2];n=(Me(3042)|0)<<24>>24==1&1;b[a+276>>0]=n;n=(Me(2884)|0)<<24>>24==1&1;b[a+277>>0]=n;n=(Me(2929)|0)<<24>>24==1&1;b[a+278>>0]=n;n=(Me(3024)|0)<<24>>24==1&1;b[a+279>>0]=n;n=(Me(32823)|0)<<24>>24==1&1;b[a+280>>0]=n;n=(Me(32926)|0)<<24>>24==1&1;b[a+281>>0]=n;n=(Me(32928)|0)<<24>>24==1&1;b[a+282>>0]=n;n=(Me(3089)|0)<<24>>24==1&1;b[a+283>>0]=n;n=(Me(2960)|0)<<24>>24==1&1;b[a+284>>0]=n;u=o;return}function Tvb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+44|0;h=a+48|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+52>>2]|0)==(d|0))if((f[a+56>>2]|0)==(e|0)){h=0;return h|0}tf(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+52>>2]=d;f[a+56>>2]=e;h=1;return h|0}function Uvb(a,b){a=a|0;b=b|0;a=a+60|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Ld(b+33984|0);f[a>>2]=b;b=1;return b|0}function Vvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+64|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(3553,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Wvb(a,b){a=a|0;b=b|0;var c=0;c=a+60|0;a=a+76|0;if((f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]|0)==(b|0)){c=0;return c|0}Qd(34067,b|0);f[(f[a>>2]|0)+(f[c>>2]<<2)>>2]=b;c=1;return c|0}function Xvb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;f[e>>2]=b;if(!b){u=g;return}c=f[a+64>>2]|0;d=f[a+68>>2]|0;a:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(b|0))f[c>>2]=0;c=c+4|0;if((c|0)==(d|0))break a;b=f[e>>2]|0}while(0);c=f[a+76>>2]|0;b=f[a+80>>2]|0;if((c|0)!=(b|0))do{if((f[c>>2]|0)==(f[e>>2]|0))f[c>>2]=0;c=c+4|0}while((c|0)!=(b|0));fe(1,e|0);u=g;return}function Yvb(a,b){a=a|0;b=b|0;a=a+88|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34962,b|0);f[a>>2]=b;b=1;return b|0}function Zvb(a,b){a=a|0;b=b|0;a=a+92|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Nd(34963,b|0);f[a>>2]=b;b=1;return b|0}function _vb(a,b,c){a=a|0;b=b|0;c=c|0;switch(b|0){case 34962:{a=a+88|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34962,c|0);f[a>>2]=c;a=1}break}case 34963:{a=a+92|0;if((f[a>>2]|0)==(c|0))a=0;else{Nd(34963,c|0);f[a>>2]=c;a=1}break}default:a=0}return a|0}function $vb(a,b){a=a|0;b=b|0;switch(b|0){case 34962:{a=a+88|0;break}case 34963:{a=a+92|0;break}default:{b=0;return b|0}}b=f[a>>2]|0;return b|0}function awb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+88|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+92|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;ae(1,d|0);u=e;return}function bwb(a,b){a=a|0;b=b|0;a=a+96|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}of(b|0);f[a>>2]=b;b=1;return b|0}function cwb(a,b){a=a|0;b=b|0;a=a+100|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Pd(36161,b|0);f[a>>2]=b;b=1;return b|0}function dwb(a,b){a=a|0;b=b|0;var c=0;c=a+104|0;a=a+108|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}Od(36160,b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ewb(a,b){a=a|0;b=b|0;a=a+104|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36009,b|0);f[a>>2]=b;b=1;return b|0}function fwb(a,b){a=a|0;b=b|0;a=a+108|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Od(36008,b|0);f[a>>2]=b;b=1;return b|0}function gwb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;if(!b){u=d;return}a=a+100|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;de(1,c|0);u=d;return}function hwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;f[d>>2]=b;if(!b){u=e;return}c=a+104|0;if((f[c>>2]|0)==(b|0))f[c>>2]=0;a=a+108|0;if((f[a>>2]|0)==(b|0))f[a>>2]=0;be(1,d|0);u=e;return}function iwb(a,b){a=a|0;b=b|0;a=a+112|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Oe(3317,b|0);f[a>>2]=b;b=1;return b|0}function jwb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0;i=c&1;j=d&1;k=e&1;l=f&1;m=a+120|0;g=a+121|0;if((h[m>>0]|0|0)==(c&1|0))if((h[g>>0]|0|0)==(d&1|0))if((h[a+122>>0]|0|0)==(e&1|0))if((h[a+123>>0]|0|0)==(f&1|0)){m=0;return m|0}Yd(i|0,j|0,k|0,l|0);b[m>>0]=i;b[g>>0]=j;b[a+122>>0]=k;b[a+123>>0]=l;m=1;return m|0}function kwb(a,c){a=a|0;c=c|0;var d=0;d=c&1;a=a+124|0;if((h[a>>0]|0|0)==(c&1|0)){d=0;return d|0}he(d|0);b[a>>0]=d;d=1;return d|0}function lwb(a,b){a=a|0;b=b|0;a=a+128|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ve(b|0);f[a>>2]=b;b=1;return b|0}function mwb(a,b,c,d,e){a=a|0;b=+b;c=+c;d=+d;e=+e;var f=0,g=0;f=a+132|0;g=a+136|0;if(+n[f>>2]==b)if(+n[g>>2]==c)if(+n[a+140>>2]==d)if(+n[a+144>>2]==e){g=0;return g|0}Wd(+b,+c,+d,+e);n[f>>2]=b;n[g>>2]=c;n[a+140>>2]=d;n[a+144>>2]=e;g=1;return g|0}function nwb(a,b){a=a|0;b=b|0;a=a+152|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xd(b|0);f[a>>2]=b;b=1;return b|0}function owb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+164|0;h=a+172|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+168>>2]|0)==(d|0))if((f[a+176>>2]|0)==(e|0)){h=0;return h|0}Sd(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+168>>2]=d;f[a+176>>2]=e;h=1;return h|0}function pwb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=a+164|0;e=a+168|0;if((f[d>>2]|0)==(b|0))if((f[e>>2]|0)==(b|0))if((f[a+172>>2]|0)==(c|0))if((f[a+176>>2]|0)==(c|0)){e=0;return e|0}Rd(b|0,c|0);f[e>>2]=b;f[d>>2]=b;f[a+176>>2]=c;f[a+172>>2]=c;e=1;return e|0}function qwb(a,b){a=a|0;b=b|0;a=a+184|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}ge(b|0);f[a>>2]=b;b=1;return b|0}function rwb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+188|0;a=a+192|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}ie(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function swb(a,b,c){a=a|0;b=+b;c=+c;var d=0;d=a+196|0;a=a+200|0;if(+n[d>>2]==b)if(+n[a>>2]==c){d=0;return d|0}Pe(+b,+c);n[d>>2]=b;n[a>>2]=c;d=1;return d|0}function twb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+204|0;h=a+208|0;if((f[g>>2]|0)==(b|0))if((f[h>>2]|0)==(c|0))if((f[a+212>>2]|0)==(d|0))if((f[a+216>>2]|0)==(e|0)){h=0;return h|0}Se(b|0,c|0,d|0,e|0);f[g>>2]=b;f[h>>2]=c;f[a+212>>2]=d;f[a+216>>2]=e;h=1;return h|0}function uwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+232|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+224>>2]|0)==(c|0))if((f[a+236>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ue(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+236>>2]=c;f[a+224>>2]=c;f[a+240>>2]=d;f[a+228>>2]=d;g=1;return g|0}function vwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+220|0;g=a+224|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+228>>2]|0)==(d|0)){g=0;return g|0}Ve(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+228>>2]=d;g=1;return g|0}function wwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+232|0;g=a+236|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+240>>2]|0)==(d|0)){g=0;return g|0}Ve(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+240>>2]=d;g=1;return g|0}function xwb(a,b){a=a|0;b=b|0;var c=0;c=a+244|0;a=a+248|0;if((f[c>>2]|0)==(b|0))if((f[a>>2]|0)==(b|0)){c=0;return c|0}We(b|0);f[a>>2]=b;f[c>>2]=b;c=1;return c|0}function ywb(a,b){a=a|0;b=b|0;a=a+244|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1028,b|0);f[a>>2]=b;b=1;return b|0}function zwb(a,b){a=a|0;b=b|0;a=a+248|0;if((f[a>>2]|0)==(b|0)){b=0;return b|0}Xe(1029,b|0);f[a>>2]=b;b=1;return b|0}function Awb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+264|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(b|0))if((f[a+256>>2]|0)==(c|0))if((f[a+268>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ye(b|0,c|0,d|0);f[g>>2]=b;f[e>>2]=b;f[a+268>>2]=c;f[a+256>>2]=c;f[a+272>>2]=d;f[a+260>>2]=d;g=1;return g|0}function Bwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+252|0;g=a+256|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+260>>2]|0)==(d|0)){g=0;return g|0}Ze(1028,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+260>>2]=d;g=1;return g|0}function Cwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+264|0;g=a+268|0;if((f[e>>2]|0)==(b|0))if((f[g>>2]|0)==(c|0))if((f[a+272>>2]|0)==(d|0)){g=0;return g|0}Ze(1029,b|0,c|0,d|0);f[e>>2]=b;f[g>>2]=c;f[a+272>>2]=d;g=1;return g|0}function Dwb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+220|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+232>>2]|0)==(b|0)){i=0;return i|0}e=f[a+224>>2]|0;g=a+236|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(b|0,e|0,c|0);c=a+232|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,b|0,e|0,f[a+228>>2]|0);c=a+232|0;if((f[c>>2]|0)!=(b|0))Ve(1029,b|0,f[g>>2]|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Ewb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+224|0;d=(f[i>>2]|0)==(b|0);if(d)if((f[a+236>>2]|0)==(b|0)){i=0;return i|0}e=f[a+220>>2]|0;g=a+232|0;if((e|0)==(f[g>>2]|0)){c=f[a+228>>2]|0;if((c|0)==(f[a+240>>2]|0)){Ue(e|0,b|0,c|0);c=a+236|0}else h=6}else h=6;if((h|0)==6){if(!d)Ve(1028,e|0,b|0,f[a+228>>2]|0);c=a+236|0;if((f[c>>2]|0)!=(b|0))Ve(1029,f[g>>2]|0,b|0,f[a+240>>2]|0)}f[c>>2]=b;f[i>>2]=b;i=1;return i|0}function Fwb(a,c){a=a|0;c=c|0;a=a+276|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3042);else je(3042);b[a>>0]=c&1;c=1;return c|0}function Gwb(a,c){a=a|0;c=c|0;a=a+277|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2884);else je(2884);b[a>>0]=c&1;c=1;return c|0}function Hwb(a,c){a=a|0;c=c|0;a=a+278|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2929);else je(2929);b[a>>0]=c&1;c=1;return c|0}function Iwb(a,c){a=a|0;c=c|0;a=a+280|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(32823);else je(32823);b[a>>0]=c&1;c=1;return c|0}function Jwb(a,c){a=a|0;c=c|0;a=a+283|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(3089);else je(3089);b[a>>0]=c&1;c=1;return c|0}function Kwb(a,c){a=a|0;c=c|0;a=a+284|0;if((h[a>>0]|0|0)==(c&1|0)){c=0;return c|0}if(c)qe(2960);else je(2960);b[a>>0]=c&1;c=1;return c|0}function Lwb(a){a=a|0;f[a>>2]=33071;f[a+4>>2]=33071;f[a+8>>2]=9729;f[a+12>>2]=9729;n[a+16>>2]=1.0;return}function Mwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a>>2]=b;f[a+4>>2]=(c|0)==0?b:c;return}function Nwb(a,b,c){a=a|0;b=b|0;c=c|0;f[a+8>>2]=b;f[a+12>>2]=(c|0)==0?b:c;return}function Owb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=1.0;f[a+16>>2]=f[(b>1.0?e:d)>>2];u=c;return}function Pwb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a>>2]|0;if((f[a+28>>2]|0)!=(f[e+44>>2]|0)){a=0;return a|0}f[e+16>>2]=b;f[e+20>>2]=c;c=a+8|0;e=e+24|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[e+12>>2]=f[c+12>>2];f[e+16>>2]=f[c+16>>2];switch(d|0){case 1:{b=6409;break}case 2:{b=6410;break}case 3:{b=6407;break}default:b=6408}c=f[a>>2]|0;f[c+12>>2]=b;f[a+32>>2]=f[(f[64748]|0)+(f[64747]<<2)>>2];if(!c)b=0;else b=f[c+8>>2]|0;Vvb(258928,b)|0;a=1;return a|0}function Qwb(a,c,d){a=a|0;c=c|0;d=d|0;do if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0))if(!d){b[a+48>>0]=0;a=f[c+44>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}else{Rwb(a);Vvb(258928,f[c+32>>2]|0)|0;b[(f[c>>2]|0)+48>>0]=2;a=f[c+40>>2]|0;if(!a)break;gh[a&2047](f[c+36>>2]|0);break}}else if(!c)return;while(0);a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Rwb(a){a=a|0;var c=0,d=0,e=0,g=0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;e=Mub()|0;do if((f[e>>2]|0)>>>0>2)d=4;else{e=f[a+16>>2]|0;if(!(e+-1&e)){e=f[a+20>>2]|0;if(!(e+-1&e)){d=4;break}}af(3553,10242,33071);af(3553,10243,33071);c=f[a+36>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10241,c|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0)}while(0);a:do if((d|0)==4){af(3553,10242,f[a+24>>2]|0);af(3553,10243,f[a+28>>2]|0);e=a+36|0;af(3553,10241,f[e>>2]|0);c=f[a+32>>2]|0;switch(c|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:{}}af(3553,10240,c|0);d=f[e>>2]|0;switch(d|0){case 9987:case 9985:{c=9729;break}case 9986:case 9984:{c=9728;break}default:break a}if((c|0)!=(d|0)){Ae(3553);switch(f[e>>2]|0){case 9984:case 9728:case 9986:break a;default:{}}e=(Wub()|0)+4|0;if(b[e>>0]|0)$e(3553,34046,+(+n[a+40>>2]))}}while(0);Vvb(258928,g)|0;return}function Swb(a,c){a=a|0;c=c|0;if(!a){a=f[c>>2]|0;if((f[c+28>>2]|0)==(f[a+44>>2]|0)){b[a+48>>0]=0;a=f[c+44>>2]|0;if(a|0)gh[a&2047](f[c+36>>2]|0)}}else if(!c)return;a=f[c+4>>2]|0;if(a|0)iOb(a);sOb(c);return}function Twb(a){a=a|0;var b=0;b=u;u=u+16|0;Uwb(a,b);ze(1,(f[a>>2]|0)+8|0);u=b;return}function Uwb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=pOb(64)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=42820;g=d+12|0;f[g>>2]=0;e=d+16|0;f[e>>2]=0;f[d+20>>2]=0;f[d+24>>2]=6408;f[d+28>>2]=0;f[d+32>>2]=0;f[d+36>>2]=33071;f[d+40>>2]=33071;f[d+44>>2]=9729;f[d+48>>2]=9729;n[d+52>>2]=1.0;f[d+56>>2]=0;b[d+60>>0]=2;f[a>>2]=g;f[a+4>>2]=d;gOb(d);hOb(d);c=f[e>>2]|0;f[g>>2]=g;f[e>>2]=d;if(!c){iOb(d);return}jOb(c);iOb(d);return}function Vwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);return}jOb(b);aOb(a);return}function Wwb(a){a=a|0;var b=0;f[a>>2]=42820;Xvb(258928,f[a+20>>2]|0);b=f[a+16>>2]|0;if(!b){aOb(a);sOb(a);return}jOb(b);aOb(a);sOb(a);return}function Xwb(a){a=a|0;Xvb(258928,f[a+20>>2]|0);a=f[a+16>>2]|0;if(!a)return;jOb(a);return}function Ywb(a){a=a|0;sOb(a);return}function Zwb(a){a=a|0;var b=0;b=Mub()|0;if((f[b>>2]|0)>>>0>2){b=1;return b|0}b=f[a+16>>2]|0;if(b+-1&b|0){b=0;return b|0}b=f[a+20>>2]|0;b=(b+-1&b|0)==0;return b|0}function _wb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;switch(c<<24>>24){case 1:{f[g>>2]=-16711936;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6409;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6409,2,2,0,6409,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 2:{e=g;f[e>>2]=-256;f[e+4>>2]=-16711681;e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6410;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6410,2,2,0,6410,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}case 3:{c=g;d=245263;e=c+12|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6407;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6407,2,2,0,6407,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}default:{c=g;d=245275;e=c+16|0;do{b[c>>0]=b[d>>0]|0;c=c+1|0;d=d+1|0}while((c|0)<(e|0));e=a+44|0;f[e>>2]=(f[e>>2]|0)+1;f[a+12>>2]=6408;f[a+16>>2]=2;f[a+20>>2]=2;f[a+24>>2]=10497;f[a+28>>2]=10497;f[a+32>>2]=9728;f[a+36>>2]=9728;n[a+40>>2]=1.0;e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;d=f[64760]|0;iwb(258928,2)|0;_e(3553,0,6408,2,2,0,6408,5121,g|0);Rwb(a);iwb(258928,d)|0;Vvb(258928,e)|0;u=h;return}}}function $wb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=a+44|0;f[j>>2]=(f[j>>2]|0)+1;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=d;j=a+24|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];i=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;j=f[64760]|0;do if(h|0){if(c&1|0){iwb(258928,1)|0;break}if(!(c&3)){iwb(258928,4)|0;break}else{iwb(258928,2)|0;break}}while(0);_e(3553,0,b|0,c|0,d|0,0,e|0,g|0,h|0);Rwb(a);iwb(258928,j)|0;Vvb(258928,i)|0;return}function axb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:do if((b|0)<34041){switch(b|0){case 6402:break;default:{g=5121;h=b;break a}}g=5123;h=6402}else{switch(b|0){case 34041:break;default:{g=5121;h=b;break a}}h=Mub()|0;g=34042;h=(f[h>>2]|0)>>>0>2?35056:34041}while(0);i=a+44|0;f[i>>2]=(f[i>>2]|0)+1;f[a+12>>2]=h;f[a+16>>2]=c;f[a+20>>2]=d;i=a+24|0;f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[i+12>>2]=f[e+12>>2];f[i+16>>2]=f[e+16>>2];e=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[a+8>>2]|0)|0;i=f[64760]|0;_e(3553,0,h|0,c|0,d|0,0,b|0,g|0,0);Rwb(a);iwb(258928,i)|0;Vvb(258928,e)|0;return}function bxb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0;if((c|0)==0|(d|0)==0){if(!k)return;gh[k&2047](i);return}if(!(e<<24>>24))h=(h&255)>3?3:h<<24>>24==2?1:h;m=pOb(48)|0;f[m>>2]=0;o=m+4|0;f[o>>2]=0;p=m+8|0;f[p>>2]=33071;f[m+12>>2]=33071;f[m+16>>2]=9729;f[m+20>>2]=9729;n[m+24>>2]=1.0;q=a+44|0;f[q>>2]=(f[q>>2]|0)+1;r=f[a>>2]|0;l=f[a+4>>2]|0;if(!l)vd();l=kOb(l)|0;if(!l)vd();f[m>>2]=r;f[o>>2]=l;r=f[q>>2]|0;f[p>>2]=f[g>>2];f[p+4>>2]=f[g+4>>2];f[p+8>>2]=f[g+8>>2];f[p+12>>2]=f[g+12>>2];f[p+16>>2]=f[g+16>>2];f[m+28>>2]=r;f[m+36>>2]=i;f[m+40>>2]=j;f[m+44>>2]=k;b[a+48>>0]=1;uf(c|0,d|0,e&255|0,h&255|0,m|0,10,107,962);return}function cxb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=f[b>>2]|0;if(!d)return;e=f[b+12>>2]|0;$wb(a,e,f[b+4>>2]|0,f[b+8>>2]|0,e,f[b+16>>2]|0,d,c);return}function dxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=f[c>>2]|0;if(!i)return;bxb(a,i,f[c+4>>2]|0,b[c+9>>0]|0,d,b[c+8>>0]|0,e,g,h);return}function exb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+256|0;i=o+48|0;m=o+64|0;e=o+32|0;g=o+16|0;j=o;if(!a){n=0;u=o;return n|0}n=m+8|0;f[m>>2]=15988;l=m+108|0;f[l>>2]=16008;f[m+4>>2]=0;tEb(m+108|0,n);f[m+180>>2]=0;f[m+184>>2]=-1;f[m>>2]=42852;f[m+108>>2]=42872;fxb(n);k=m+72|0;if(!(f[k>>2]|0)){a=zCb(a,245291)|0;f[k>>2]=a;if(!a)h=5;else{f[m+96>>2]=12;a=m}}else h=5;if((h|0)==5){a=m+(f[(f[m>>2]|0)+-12>>2]|0)|0;sEb(a,f[a+16>>2]|4);a=m}if(!(f[m+(f[(f[a>>2]|0)+-12>>2]|0)+16>>2]|0)){GEb(m,0,0,2)|0;EEb(e,m);h=e+8|0;e=f[h+4>>2]|0;if((e|0)<0|(e|0)==0&(f[h>>2]|0)>>>0<1)e=0;else{EEb(g,m);e=f[g+8>>2]|0;if(c|0){h=qOb(e+1|0)|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];FEb(m,i)|0;DEb(m,h,e)|0;b[h+e>>0]=0;a=f[c>>2]|0;f[c>>2]=h;if(a|0)tOb(a)}if(!d)e=1;else{f[d>>2]=e;e=1}}}else e=0;f[m>>2]=42852;f[l>>2]=42872;f[n>>2]=42888;a=f[k>>2]|0;if(a|0){gxb(n)|0;if(!(MBb(a)|0))f[k>>2]=0}if(b[m+104>>0]|0){a=f[m+40>>2]|0;if(a|0)tOb(a)}if(b[m+105>>0]|0){a=f[m+64>>2]|0;if(a|0)tOb(a)}oDb(n);aEb(m,42948);jDb(l);n=e;u=o;return n|0}function fxb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;xEb(a);f[a>>2]=42888;f[a+32>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;c=a+52|0;i=a+68|0;e=c;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));d[c+44>>1]=0;b[c+46>>0]=0;c=a+4|0;WNb(h,c);g=ZNb(h,262688)|0;YFb(h);if(!g){i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}WNb(h,c);g=XFb(h,262688)|0;f[i>>2]=g;YFb(h);i=f[i>>2]|0;i=(Pg[f[(f[i>>2]|0)+28>>2]&1023](i)|0)&1;b[a+98>>0]=i;i=f[a>>2]|0;i=i+12|0;i=f[i>>2]|0;Sg[i&255](a,0,4096)|0;u=j;return}function gxb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;if(!(f[l>>2]|0)){l=0;u=m;return l|0}j=a+68|0;c=f[j>>2]|0;if(!c)vd();i=a+92|0;d=f[i>>2]|0;do if(!(d&16)){if(d&8|0){e=a+80|0;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;do if(!(b[a+98>>0]|0)){e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;h=a+36|0;g=f[h>>2]|0;c=(f[a+40>>2]|0)-g|0;if((e|0)>0){d=0;c=(X((f[a+16>>2]|0)-(f[a+12>>2]|0)|0,e)|0)+c|0;break}d=f[a+12>>2]|0;if((d|0)==(f[a+16>>2]|0))d=0;else{e=f[j>>2]|0;j=a+32|0;g=Vg[f[(f[e>>2]|0)+32>>2]&31](e,k,f[j>>2]|0,g,d-(f[a+8>>2]|0)|0)|0;d=1;c=c-g+(f[h>>2]|0)-(f[j>>2]|0)|0}}else{d=0;c=(f[a+16>>2]|0)-(f[a+12>>2]|0)|0}while(0);if(KBb(f[l>>2]|0,0-c|0,1)|0){l=-1;u=m;return l|0}if(d){j=k;k=f[j+4>>2]|0;l=a+72|0;f[l>>2]=f[j>>2];f[l+4>>2]=k}l=f[a+32>>2]|0;f[a+40>>2]=l;f[a+36>>2]=l;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[i>>2]=0}}else{if((f[a+24>>2]|0)!=(f[a+20>>2]|0))if((Rg[f[(f[a>>2]|0)+52>>2]&255](a,-1)|0)==-1){l=-1;u=m;return l|0}e=a+72|0;g=a+32|0;c=a+52|0;a:while(1){i=f[j>>2]|0;d=f[g>>2]|0;d=Vg[f[(f[i>>2]|0)+20>>2]&31](i,e,d,d+(f[c>>2]|0)|0,k)|0;i=f[g>>2]|0;a=(f[k>>2]|0)-i|0;if((vCb(i,1,a,f[l>>2]|0)|0)!=(a|0)){c=-1;d=24;break}switch(d|0){case 1:break;case 2:{c=-1;d=24;break a}default:{d=10;break a}}}if((d|0)==10){if(!(OBb(f[l>>2]|0)|0))break;else c=-1;u=m;return c|0}else if((d|0)==24){u=m;return c|0}}while(0);l=0;u=m;return l|0}function hxb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);return}function ixb(a){a=a|0;var c=0,d=0;f[a>>2]=42888;c=a+64|0;d=f[c>>2]|0;if(d|0){gxb(a)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+96>>0]|0){c=f[a+32>>2]|0;if(c|0)tOb(c)}if(b[a+97>>0]|0){c=f[a+56>>2]|0;if(c|0)tOb(c)}oDb(a);sOb(a);return}function jxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+68>>2]=c;e=a+98|0;g=b[e>>0]|0;c=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;b[e>>0]=c&1;if((g&255|0)==(c&1|0))return;d=a+8|0;g=a+96|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=(b[g>>0]|0)!=0;if(c){e=a+32|0;if(d){c=f[e>>2]|0;if(c|0)tOb(c)}d=a+97|0;b[g>>0]=b[d>>0]|0;g=a+60|0;f[a+52>>2]=f[g>>2];a=a+56|0;f[e>>2]=f[a>>2];f[g>>2]=0;f[a>>2]=0;b[d>>0]=0;return}if(!d){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(a+44|0)){e=f[a+52>>2]|0;f[a+60>>2]=e;f[a+56>>2]=d;b[a+97>>0]=0;a=qOb(e)|0;f[c>>2]=a;b[g>>0]=1;return}}g=f[a+52>>2]|0;f[a+60>>2]=g;g=qOb(g)|0;f[a+56>>2]=g;b[a+97>>0]=1;return}function kxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=a+8|0;j=a+96|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;if(b[j>>0]|0){e=f[a+32>>2]|0;if(e|0)tOb(e)}i=a+97|0;if(b[i>>0]|0){e=f[a+56>>2]|0;if(e|0)tOb(e)}e=a+52|0;f[e>>2]=d;if(d>>>0>8){e=b[a+98>>0]|0;if((c|0)!=0&e<<24>>24!=0){g=0;h=c}else{g=1;h=qOb(d)|0}f[a+32>>2]=h}else{f[a+32>>2]=a+44;f[e>>2]=8;g=0;e=b[a+98>>0]|0}b[j>>0]=g;if(e<<24>>24){f[a+60>>2]=0;c=0;d=0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}e=(d|0)>8?d:8;f[a+60>>2]=e;if((c|0)!=0&e>>>0>7){j=0;d=c;c=a+56|0;f[c>>2]=d;b[i>>0]=j;return a|0}c=1;d=qOb(e)|0;j=a+56|0;f[j>>2]=d;b[i>>0]=c;return a|0}function lxb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;g=f[b+68>>2]|0;if(!g)vd();g=Pg[f[(f[g>>2]|0)+24>>2]&1023](g)|0;h=b+64|0;if(!(f[h>>2]|0)){g=0;h=0;b=-1;c=-1}else if(((c|0)!=0|(d|0)!=0)&(g|0)<1){g=0;h=0;b=-1;c=-1}else if(e>>>0<3&(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==0){i=f[h>>2]|0;d=WPb(g|0,((g|0)<0)<<31>>31|0,c|0,d|0)|0;if(!(KBb(i,(g|0)>0?d:0,e)|0)){c=tCb(f[h>>2]|0)|0;h=b+72|0;g=f[h>>2]|0;h=f[h+4>>2]|0;b=c;c=((c|0)<0)<<31>>31}else{g=0;h=0;b=-1;c=-1}}else{g=0;h=0;b=-1;c=-1}i=a;f[i>>2]=g;f[i+4>>2]=h;i=a+8|0;f[i>>2]=b;f[i+4>>2]=c;return}function mxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;d=b+64|0;if(f[d>>2]|0)if(!(Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0))if(!(KBb(f[d>>2]|0,f[c+8>>2]|0,0)|0)){e=c;d=f[e+4>>2]|0;b=b+72|0;f[b>>2]=f[e>>2];f[b+4>>2]=d;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];return}else{e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}e=a;f[e>>2]=0;f[e+4>>2]=0;e=a+8|0;f[e>>2]=-1;f[e+4>>2]=-1;return}function nxb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;t=u;u=u+16|0;s=t+4|0;o=t;m=a+64|0;if(!(f[m>>2]|0)){s=-1;u=t;return s|0}c=a+92|0;if(!(f[c>>2]&8)){f[a+24>>2]=0;f[a+20>>2]=0;f[a+28>>2]=0;q=(b[a+98>>0]|0)==0;r=f[(q?a+56|0:a+32|0)>>2]|0;q=r+(f[(q?a+60|0:a+52|0)>>2]|0)|0;f[a+8>>2]=r;r=a+12|0;f[r>>2]=q;f[a+16>>2]=q;f[c>>2]=8;d=1;c=q}else{c=a+12|0;d=0;r=c;c=f[c>>2]|0}if(!c){e=s+1|0;f[a+8>>2]=s;f[r>>2]=e;f[a+16>>2]=e}else e=c;q=a+16|0;if(d){c=f[q>>2]|0;n=0}else{c=f[q>>2]|0;n=(c-(f[a+8>>2]|0)|0)/2|0;n=n>>>0<4?n:4}do if((e|0)==(c|0)){c=a+8|0;cQb(f[c>>2]|0,e+(0-n)|0,n|0)|0;if(b[a+98>>0]|0){d=f[c>>2]|0;d=JBb(d+n|0,1,(f[q>>2]|0)-n-d|0,f[m>>2]|0)|0;if(!d){d=-1;break}p=(f[c>>2]|0)+n|0;f[r>>2]=p;f[q>>2]=p+d;d=h[p>>0]|0;break}k=a+40|0;j=f[k>>2]|0;l=a+36|0;d=f[l>>2]|0;g=j;e=d;if((j|0)==(d|0)){j=a+32|0;d=g}else{j=a+32|0;cQb(f[j>>2]|0,d|0,g-e|0)|0;e=f[l>>2]|0;d=f[k>>2]|0}g=f[j>>2]|0;e=g+(d-e)|0;f[l>>2]=e;if((g|0)==(a+44|0))d=8;else d=f[a+52>>2]|0;v=g+d|0;f[k>>2]=v;g=a+60|0;d=(f[g>>2]|0)-n|0;v=v-e|0;i=a+72|0;y=i;x=f[y+4>>2]|0;w=a+80|0;f[w>>2]=f[y>>2];f[w+4>>2]=x;e=JBb(e,1,v>>>0<d>>>0?v:d,f[m>>2]|0)|0;if(!e)d=-1;else{d=f[a+68>>2]|0;if(!d)vd();x=(f[l>>2]|0)+e|0;f[k>>2]=x;y=f[c>>2]|0;if((_g[f[(f[d>>2]|0)+16>>2]&15](d,i,f[j>>2]|0,x,l,y+n|0,y+(f[g>>2]|0)|0,o)|0)==3){d=f[j>>2]|0;e=f[k>>2]|0;f[c>>2]=d;p=25}else{e=f[o>>2]|0;d=(f[c>>2]|0)+n|0;if((e|0)==(d|0))d=-1;else p=25}if((p|0)==25){f[r>>2]=d;f[q>>2]=e;d=h[d>>0]|0}}}else{d=h[e>>0]|0;c=a+8|0}while(0);if((f[c>>2]|0)==(s|0)){f[c>>2]=0;f[r>>2]=0;f[q>>2]=0}y=d;u=t;return y|0}function oxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;if(!(f[a+64>>2]|0)){g=-1;return g|0}g=a+12|0;e=f[g>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){g=-1;return g|0}if((c|0)==-1){f[g>>2]=e+-1;g=0;return g|0}if(!(f[a+88>>2]&16)){d=c&255;a=e+-1|0;if((b[a>>0]|0)!=d<<24>>24){g=-1;return g|0}}else{d=c&255;a=e+-1|0}f[g>>2]=a;b[a>>0]=d;g=c;return g|0}function pxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;h=y+8|0;t=y+4|0;v=y;w=a+64|0;if(!(f[w>>2]|0)){x=-1;u=y;return x|0}e=a+92|0;if(!(f[e>>2]&16)){f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;d=f[a+52>>2]|0;do if(d>>>0>8)if(!(b[a+98>>0]|0)){g=f[a+56>>2]|0;d=g+((f[a+60>>2]|0)+-1)|0;break}else{g=f[a+32>>2]|0;d=g+(d+-1)|0;break}else{d=0;g=0}while(0);f[a+24>>2]=g;o=a+20|0;f[o>>2]=g;r=a+28|0;f[r>>2]=d;f[e>>2]=16;q=o;n=r;s=g;p=d}else{o=a+20|0;g=f[o>>2]|0;p=a+28|0;q=o;n=p;r=p;s=g;p=f[p>>2]|0}m=(c|0)==-1;d=a+24|0;e=f[d>>2]|0;if(!m){if(!e){f[d>>2]=h;f[o>>2]=h;f[n>>2]=h+1;e=h}b[e>>0]=c;e=(f[d>>2]|0)+1|0;f[d>>2]=e;g=f[o>>2]|0}a:do if((e|0)==(g|0))x=32;else{b:do if(!(b[a+98>>0]|0)){k=a+32|0;h=f[k>>2]|0;f[t>>2]=h;l=a+68|0;i=f[l>>2]|0;if(!i)vd();j=a+72|0;a=a+52|0;g=_g[f[(f[i>>2]|0)+12>>2]&15](i,j,g,e,v,h,h+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;c:do if((f[v>>2]|0)!=(e|0)){while(1){if((g|0)==3){x=21;break}if(g>>>0>=2)break c;h=f[k>>2]|0;i=(f[t>>2]|0)-h|0;if((vCb(h,1,i,f[w>>2]|0)|0)!=(i|0))break c;if((g|0)!=1){x=28;break}g=f[v>>2]|0;h=f[d>>2]|0;f[q>>2]=g;f[n>>2]=h;e=g;g=e+(h-g)|0;f[d>>2]=g;h=f[l>>2]|0;if(!h){x=19;break}i=f[k>>2]|0;g=_g[f[(f[h>>2]|0)+12>>2]&15](h,j,e,g,v,i,i+(f[a>>2]|0)|0,t)|0;e=f[o>>2]|0;if((f[v>>2]|0)==(e|0))break c}if((x|0)==19)vd();else if((x|0)==21){v=(f[d>>2]|0)-e|0;if((vCb(e,1,v,f[w>>2]|0)|0)!=(v|0))break}break b}while(0);d=-1;break a}else{v=e-g|0;if((vCb(g,1,v,f[w>>2]|0)|0)!=(v|0)){d=-1;break a}}while(0);f[d>>2]=s;f[q>>2]=s;f[r>>2]=p;x=32}while(0);if((x|0)==32)d=m?0:c;x=d;u=y;return x|0}function qxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);return}function rxb(a){a=a|0;var c=0,d=0,e=0,g=0;f[a>>2]=42852;e=a+108|0;f[e>>2]=42872;g=a+8|0;f[g>>2]=42888;c=a+72|0;d=f[c>>2]|0;if(d|0){gxb(g)|0;if(!(MBb(d)|0))f[c>>2]=0}if(b[a+104>>0]|0){c=f[a+40>>2]|0;if(c|0)tOb(c)}if(b[a+105>>0]|0){c=f[a+64>>2]|0;if(c|0)tOb(c)}oDb(g);aEb(a,42948);jDb(e);sOb(a);return}function sxb(a){a=a|0;var c=0,d=0,e=0,g=0;d=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[d>>2]=42852;e=d+108|0;f[e>>2]=42872;g=d+8|0;f[g>>2]=42888;a=d+72|0;c=f[a>>2]|0;if(c|0){gxb(g)|0;if(!(MBb(c)|0))f[a>>2]=0}if(b[d+104>>0]|0){a=f[d+40>>2]|0;if(a|0)tOb(a)}if(b[d+105>>0]|0){a=f[d+64>>2]|0;if(a|0)tOb(a)}oDb(g);aEb(d,42948);jDb(e);return}function txb(a){a=a|0;rxb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function uxb(a){a=a|0;f[a>>2]=42968;Af();return}function vxb(a){a=a|0;f[a>>2]=42968;Af();sOb(a);return}function wxb(a){a=a|0;f[a>>2]=42968;Bf();return}function xxb(a,b,c){a=a|0;b=b|0;c=c|0;Cf(a|0,c|0,178,b|0);return 1}function yxb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;Fh[f[(f[c>>2]|0)+8>>2]&255](c,a,b,d);return}function zxb(a){a=a|0;Af();return}function Axb(a){a=a|0;f[a>>2]=42984;return}function Bxb(a){a=a|0;return}function Cxb(a){a=a|0;yf()}function Dxb(a,b,c){a=a|0;b=b|0;c=c|0;Df(b|0,c|0);return}function Exb(){f[64804]=0;f[64805]=0;f[64806]=0;return}function Fxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+1056|0;h=i+8|0;g=i;e=i+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245428)|0;LOb(259216,34);KOb(259216,245439)|0;j3a(e,c);c=e+11|0;j=b[c>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[e>>2]|0:e,k?f[e+4>>2]|0:j&255)|0;if((b[c>>0]|0)<0)sOb(f[e>>2]|0);LOb(259216,34);f[g>>2]=69;ABb(e,245455,g)|0;KOb(259216,245458)|0;KOb(259216,e)|0;LOb(259216,34);k=uyb()|0;f[h>>2]=k;ABb(e,245455,h)|0;KOb(259216,245478)|0;KOb(259216,e)|0;LOb(259216,34);KOb(259216,245499)|0;j3a(h,d);k=h+11|0;j=b[k>>0]|0;g=j<<24>>24<0;JOb(259216,g?f[h>>2]|0:h,g?f[h+4>>2]|0:j&255)|0;if((b[k>>0]|0)>=0){LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}sOb(f[h>>2]|0);LOb(259216,34);LOb(259216,125);k=b[259227]|0;g=k<<24>>24<0;j=f[64804]|0;h=f[64805]|0;k=k&255;j=g?j:259216;k=g?h:k;Dxb(a,j,k);u=i;return}function Gxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+96|0;k=r+16|0;j=r+8|0;i=r;h=r+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,245518)|0;LOb(259216,34);if(d|0){f[i>>2]=d;ABb(h,245455,i)|0;KOb(259216,245535)|0;KOb(259216,h)|0}if(e|0){f[j>>2]=e;ABb(h,245455,j)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g!=-1.0){p[k>>3]=g;ABb(h,245564,k)|0;KOb(259216,245567)|0;KOb(259216,h)|0}d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)==(q|0)){LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}else{e=0;h=0;i=0;j=0;k=0;c=0;l=0;m=0;n=0;o=0}do{a:do switch(f[d>>2]|0){case 1:{if(e)e=1;else if(!(b[d+4>>0]|0)){KOb(259216,245605)|0;e=1;break a}else{KOb(259216,245584)|0;e=1;break a}break}case 2:{if(h)h=1;else if(!(b[d+4>>0]|0)){KOb(259216,245657)|0;h=1;break a}else{KOb(259216,245627)|0;h=1;break a}break}case 4:{if(o)o=1;else if(!(b[d+4>>0]|0)){KOb(259216,245710)|0;o=1;break a}else{KOb(259216,245688)|0;o=1;break a}break}case 8:{if(n)n=1;else if(!(b[d+4>>0]|0)){KOb(259216,245765)|0;n=1;break a}else{KOb(259216,245733)|0;n=1;break a}break}case 16:{if(m)m=1;else if(!(b[d+4>>0]|0)){KOb(259216,245828)|0;m=1;break a}else{KOb(259216,245798)|0;m=1;break a}break}case 32:{if(l)l=1;else if(!(b[d+4>>0]|0)){KOb(259216,245895)|0;l=1;break a}else{KOb(259216,245859)|0;l=1;break a}break}case 64:{if(c)c=1;else if(!(b[d+4>>0]|0)){KOb(259216,245971)|0;c=1;break a}else{KOb(259216,245932)|0;c=1;break a}break}case 128:{if(k)k=1;else if(!(b[d+4>>0]|0)){KOb(259216,246057)|0;k=1;break a}else{KOb(259216,246011)|0;k=1;break a}break}case 256:{if(j)j=1;else if(!(b[d+4>>0]|0)){KOb(259216,246142)|0;j=1;break a}else{KOb(259216,246104)|0;j=1;break a}break}case 0:{if(i)i=1;else if(!(b[d+4>>0]|0))i=1;else{KOb(259216,246181)|0;i=1}break}default:{}}while(0);d=d+8|0}while((d|0)!=(q|0));LOb(259216,125);q=b[259227]|0;m=q<<24>>24<0;o=f[64804]|0;n=f[64805]|0;q=q&255;o=m?o:259216;q=m?n:q;Dxb(a,o,q);u=r;return}function Hxb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=+e;g=+g;var h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k+16|0;i=k+8|0;j=k;p[h>>3]=d;p[i>>3]=e;p[j>>3]=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);if(c|0){KOb(259216,246209)|0;Ixb(c,12)}if(d>0.0){KOb(259216,246225)|0;Ixb(h,1)}if(g>0.0){KOb(259216,246245)|0;Ixb(j,1)}if(!(e>0.0)){LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}KOb(259216,246265)|0;Ixb(i,1);LOb(259216,125);j=b[259227]|0;c=j<<24>>24<0;i=f[64804]|0;h=f[64805]|0;j=j&255;i=c?i:259216;j=c?h:j;Dxb(a,i,j);u=k;return}function Ixb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(h,+p[a>>3])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;NEb(l,+p[a+(d<<3)>>3])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Jxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if(!c){u=i;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246287)|0;LOb(259216,34);f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,245549)|0;KOb(259216,g)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Kxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+160|0;l=p+136|0;m=p;if(!c){KOb(259216,246321)|0;u=p;return}LOb(259216,91);n=m+4|0;f[m>>2]=15100;o=m+56|0;f[o>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;k=m+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[m+52>>2]=16;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;k3a(n,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);KEb(m,c)|0;b[l>>0]=44;d=m3a(m,l,1)|0;d=m3a(KEb(d,f[a>>2]|0)|0,246325,2)|0;KEb(d,f[a+4>>2]|0)|0;d=a;if(c>>>0>1){h=0;j=1;g=f[d>>2]|0;d=f[d+4>>2]|0;while(1){i=a+(j<<3)|0;do if((f[i>>2]|0)==(g|0)){e=a+(j<<3)+4|0;if((f[e>>2]|0)==(d+1|0)){d=h+1|0;break}if(h|0)KEb(m3a(m,246328,2)|0,h)|0;b[l>>0]=44;d=m3a(m,l,1)|0;KEb(d,f[e>>2]|0)|0;d=0}else{if(h|0)KEb(m3a(m,246328,2)|0,h)|0;d=m3a(m,246331,2)|0;d=m3a(KEb(d,f[i>>2]|0)|0,246325,2)|0;e=a+(j<<3)+4|0;KEb(d,f[e>>2]|0)|0;d=0}while(0);j=j+1|0;if((j|0)==(c|0))break;else{h=d;g=f[i>>2]|0;d=f[e>>2]|0}}if(d|0)KEb(m3a(m,246328,2)|0,d)|0}l3a(l,n);c=l+11|0;a=b[c>>0]|0;j=a<<24>>24<0;JOb(259216,j?f[l>>2]|0:l,j?f[l+4>>2]|0:a&255)|0;if((b[c>>0]|0)<0)sOb(f[l>>2]|0);KOb(259216,246334)|0;f[m>>2]=39656;f[o>>2]=39676;f[n>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(n);kEb(m,39752);jDb(o);u=p;return}function Lxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246337)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Mxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+80|0;i=j;h=j+8|0;if(!c){u=j;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246383)|0;LOb(259216,34);if(e|0){f[i>>2]=e;ABb(h,245455,i)|0;KOb(259216,245549)|0;KOb(259216,h)|0}if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);i=b[259227]|0;h=i<<24>>24<0;Dxb(a,h?f[64804]|0:259216,h?f[64805]|0:i&255);u=j;return}function Nxb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246428)|0;LOb(259216,34);if(e)KOb(259216,246363)|0;if(g)KOb(259216,246415)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);g=b[259227]|0;e=g<<24>>24<0;Dxb(a,e?f[64804]|0:259216,e?f[64805]|0:g&255);return}function Oxb(a,c){a=a|0;c=c|0;var d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246461)|0;LOb(259216,34);if(c)KOb(259216,246363)|0;LOb(259216,125);c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function Pxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;l=u;u=u+80|0;k=l;j=l+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246492)|0;LOb(259216,34);if(i|0){f[k>>2]=i;ABb(j,245455,k)|0;KOb(259216,246518)|0;KOb(259216,j)|0}if(e)KOb(259216,246415)|0;if(g)KOb(259216,246536)|0;if(h)KOb(259216,246561)|0;if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function Qxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246584)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}if(e|0){KOb(259216,246609)|0;Rxb(e,c*6|0)}LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Rxb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+160|0;g=k+136|0;h=k;if(!c){KOb(259216,246284)|0;u=k;return}LOb(259216,91);i=h+4|0;f[h>>2]=15100;j=h+56|0;f[j>>2]=15120;tEb(h+56|0,i);f[h+128>>2]=0;f[h+132>>2]=-1;f[h>>2]=39656;f[h+56>>2]=39676;xEb(i);f[i>>2]=39692;e=h+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[h+52>>2]=16;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;k3a(i,g);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);d=h+(f[(f[h>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-261|256;f[h+(f[(f[h>>2]|0)+-12>>2]|0)+8>>2]=9;MEb(h,+n[a>>2])|0;if(c>>>0>1){d=1;do{b[g>>0]=44;l=m3a(h,g,1)|0;MEb(l,+n[a+(d<<2)>>2])|0;d=d+1|0}while((d|0)!=(c|0))}l3a(g,i);l=g+11|0;c=b[l>>0]|0;a=c<<24>>24<0;JOb(259216,a?f[g>>2]|0:g,a?f[g+4>>2]|0:c&255)|0;if((b[l>>0]|0)<0)sOb(f[g>>2]|0);LOb(259216,93);f[h>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(i);kEb(h,39752);jDb(j);u=k;return}function Sxb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246623)|0;LOb(259216,34);if(d|0){KOb(259216,246312)|0;Kxb(d,c)}LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function Txb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+96|0;n=o+24|0;m=o+16|0;l=o+8|0;k=o;j=o+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246662)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;f[n>>2]=g;ABb(j,246735,n)|0;KOb(259216,j)|0;KOb(259216,246753)|0;Rxb(h,g<<2);KOb(259216,246764)|0;Rxb(i,3);LOb(259216,125);n=b[259227]|0;m=n<<24>>24<0;Dxb(a,m?f[64804]|0:259216,m?f[64805]|0:n&255);u=o;return}function Uxb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+16|0;l=n+8|0;k=n;j=n+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246785)|0;f[k>>2]=c;ABb(j,246673,k)|0;KOb(259216,j)|0;f[l>>2]=d;ABb(j,246693,l)|0;KOb(259216,j)|0;f[m>>2]=e;ABb(j,246716,m)|0;KOb(259216,j)|0;KOb(259216,246796)|0;Rxb(g,3);KOb(259216,246811)|0;Rxb(h,3);KOb(259216,246753)|0;Rxb(i,20);LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Vxb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+96|0;m=n+24|0;l=n+16|0;k=n+8|0;j=n;i=n+32|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246639)|0;KOb(259216,246829)|0;f[j>>2]=c;ABb(i,246673,j)|0;KOb(259216,i)|0;f[k>>2]=d;ABb(i,246693,k)|0;KOb(259216,i)|0;f[l>>2]=e;ABb(i,246716,l)|0;KOb(259216,i)|0;KOb(259216,246840)|0;Rxb(g,3);p[m>>3]=h;ABb(i,246858,m)|0;KOb(259216,i)|0;LOb(259216,125);m=b[259227]|0;l=m<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:m&255);u=n;return}function Wxb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+80|0;h=i+8|0;g=i;e=i+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246878)|0;LOb(259216,34);f[g>>2]=c;ABb(e,246673,g)|0;KOb(259216,e)|0;f[h>>2]=d;ABb(e,246899,h)|0;KOb(259216,e)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function Xxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+96|0;j=k+16|0;i=k+8|0;h=k;g=k+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246923)|0;LOb(259216,34);f[h>>2]=c;ABb(g,246673,h)|0;KOb(259216,g)|0;f[i>>2]=d;ABb(g,246693,i)|0;KOb(259216,g)|0;f[j>>2]=e;ABb(g,246948,j)|0;KOb(259216,g)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function Yxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246970)|0;LOb(259216,34);KOb(259216,246993)|0;Kxb(d,c);KOb(259216,247007)|0;Kxb(e,c);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function Zxb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247020)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);KOb(259216,247048)|0;Rxb(e,c*12|0);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function _xb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+160|0;j=o+136|0;l=o;if(!c){KOb(259216,246321)|0;u=o;return}LOb(259216,91);m=l+4|0;f[l>>2]=15100;n=l+56|0;f[n>>2]=15120;tEb(l+56|0,m);f[l+128>>2]=0;f[l+132>>2]=-1;f[l>>2]=39656;f[l+56>>2]=39676;xEb(m);f[m>>2]=39692;i=l+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[l+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(m,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);KEb(l,c)|0;k=f[a>>2]|0;h=0;e=0;d=k;while(1){if((k|0)==(d+1|0))d=e+1|0;else{if(e|0)KEb(m3a(l,246328,2)|0,e)|0;b[j>>0]=44;KEb(m3a(l,j,1)|0,k)|0;d=0}g=h+1|0;if((g|0)==(c|0))break;p=k;h=g;e=d;k=f[a+(g<<2)>>2]|0;d=p}if(d|0)KEb(m3a(l,246328,2)|0,d)|0;l3a(j,m);p=j+11|0;k=b[p>>0]|0;c=k<<24>>24<0;JOb(259216,c?f[j>>2]|0:j,c?f[j+4>>2]|0:k&255)|0;if((b[p>>0]|0)<0)sOb(f[j>>2]|0);LOb(259216,93);f[l>>2]=39656;f[n>>2]=39676;f[m>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(m);kEb(l,39752);jDb(n);u=o;return}function $xb(a,c,d){a=a|0;c=c|0;d=d|0;if(!c)return;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247058)|0;LOb(259216,34);KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function ayb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+80|0;h=i;g=i+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247073)|0;LOb(259216,34);if(e|0){f[h>>2]=e;ABb(g,245455,h)|0;KOb(259216,246518)|0;KOb(259216,g)|0}KOb(259216,247039)|0;_xb(d,c);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function byb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+96|0;j=m+16|0;k=m;i=m+24|0;l=d+4|0;if((f[d>>2]|0)==(f[l>>2]|0)){u=m;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247091)|0;LOb(259216,34);f[k>>2]=c;ABb(i,245455,k)|0;KOb(259216,247105)|0;KOb(259216,i)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}if(g)KOb(259216,246415)|0;KOb(259216,247122)|0;cyb(e);KOb(259216,247138)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0)){h=k+11|0;i=k+4|0;do{LOb(259216,34);j3a(k,c);j=b[h>>0]|0;n=j<<24>>24<0;JOb(259216,n?f[k>>2]|0:k,n?f[i>>2]|0:j&255)|0;if((b[h>>0]|0)<0)sOb(f[k>>2]|0);KOb(259216,247179)|0;c=c+112|0}while((c|0)!=(g|0))}c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);KOb(259216,247155)|0;c=f[d>>2]|0;g=f[l>>2]|0;if((c|0)!=(g|0))do{Ixb(c+16|0,12);LOb(259216,44);c=c+112|0}while((c|0)!=(g|0));c=b[259227]|0;if(c<<24>>24<0){c=(f[64805]|0)+-1|0;f[64805]=c;c=(f[64804]|0)+c|0}else{c=(c&255)+-1|0;b[259227]=c;c=259216+c|0}b[c>>0]=0;LOb(259216,93);LOb(259216,125);n=b[259227]|0;l=n<<24>>24<0;Dxb(a,l?f[64804]|0:259216,l?f[64805]|0:n&255);u=m;return}function cyb(a){a=+a;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+160|0;c=i+136|0;d=i;e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);j=d+(f[(f[d>>2]|0)+-12>>2]|0)+4|0;f[j>>2]=f[j>>2]&-261|256;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+8>>2]=17;NEb(d,a)|0;l3a(c,e);j=c+11|0;k=b[j>>0]|0;l=k<<24>>24<0;JOb(259216,l?f[c>>2]|0:c,l?f[c+4>>2]|0:k&255)|0;if((b[j>>0]|0)<0)sOb(f[c>>2]|0);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function dyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247182)|0;LOb(259216,34);KOb(259216,247200)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function eyb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247210)|0;LOb(259216,34);KOb(259216,247239)|0;f[e>>2]=c;f[e+4>>2]=d&255;fyb(e);LOb(259216,125);e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function fyb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+160|0;c=i+136|0;d=i;LOb(259216,91);e=d+4|0;f[d>>2]=15100;g=d+56|0;f[g>>2]=15120;tEb(d+56|0,e);f[d+128>>2]=0;f[d+132>>2]=-1;f[d>>2]=39656;f[d+56>>2]=39676;xEb(e);f[e>>2]=39692;h=d+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+52>>2]=16;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;k3a(e,c);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);KEb(d,f[a>>2]|0)|0;b[c>>0]=44;j=m3a(d,c,1)|0;KEb(j,f[a+4>>2]|0)|0;l3a(c,e);a=c+11|0;j=b[a>>0]|0;k=j<<24>>24<0;JOb(259216,k?f[c>>2]|0:c,k?f[c+4>>2]|0:j&255)|0;if((b[a>>0]|0)<0)sOb(f[c>>2]|0);LOb(259216,93);f[d>>2]=39656;f[g>>2]=39676;f[e>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(e);kEb(d,39752);jDb(g);u=i;return}sOb(f[h>>2]|0);oDb(e);kEb(d,39752);jDb(g);u=i;return}function gyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+32|0;h=i;g=i+8|0;c=c&1;c=d?c|2:c;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247248)|0;LOb(259216,34);KOb(259216,247269)|0;f[h>>2]=e?c|4:c;ABb(g,245455,h)|0;KOb(259216,g)|0;KOb(259216,247208)|0;h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function hyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+48|0;j=k+8|0;i=k;h=k+16|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247278)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);f[i>>2]=e&65535;ABb(h,247296,i)|0;KOb(259216,h)|0;f[j>>2]=g&1;ABb(h,247307,j)|0;KOb(259216,h)|0;j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function iyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247320)|0;LOb(259216,34);KOb(259216,247341)|0;if(!c){KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}else k=0;do{if(k|0)LOb(259216,44);i=f[d+(k<<2)>>2]|0;LOb(259216,91);if(i){j=i<<5;g=0;h=e;while(1){if(g|0)LOb(259216,44);LOb(259216,91);cyb(+p[h>>3]);LOb(259216,44);cyb(+p[h+8>>3]);LOb(259216,44);cyb(+p[h+16>>3]);LOb(259216,44);cyb(+p[h+24>>3]);LOb(259216,93);g=g+1|0;if((g|0)==(i|0))break;else h=h+256|0}e=e+(j<<3)|0}LOb(259216,93);k=k+1|0}while((k|0)!=(c|0));KOb(259216,247355)|0;d=b[259227]|0;j=d<<24>>24<0;c=f[64804]|0;k=f[64805]|0;d=d&255;c=j?c:259216;d=j?k:d;Dxb(a,c,d);return}function jyb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247358)|0;LOb(259216,34);KOb(259216,246312)|0;Kxb(d,c);KOb(259216,247372)|0;Rxb(e,3);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);return}function kyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247393)|0;KOb(259216,247405)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);return}function lyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247408)|0;LOb(259216,34);p[e>>3]=c;ABb(d,247430,e)|0;KOb(259216,d)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function myb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247455)|0;LOb(259216,34);KOb(259216,247470)|0;f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function nyb(a,c){a=a|0;c=+c;var d=0,e=0,g=0;g=u;u=u+32|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247480)|0;LOb(259216,34);KOb(259216,247504)|0;p[e>>3]=c;ABb(d,245564,e)|0;KOb(259216,d)|0;KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function oyb(a){a=a|0;var c=0,d=0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247514)|0;LOb(259216,34);KOb(259216,247208)|0;c=b[259227]|0;d=c<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:c&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;d=b[259227]|0;c=d<<24>>24<0;Dxb(a,c?f[64804]|0:259216,c?f[64805]|0:d&255);return}function pyb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+80|0;e=g;d=g+8|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247526)|0;LOb(259216,34);if(c|0){f[e>>2]=c;ABb(d,245455,e)|0;KOb(259216,246518)|0;KOb(259216,d)|0}KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,246197)|0;LOb(259216,34);KOb(259216,247208)|0;e=b[259227]|0;d=e<<24>>24<0;Dxb(a,d?f[64804]|0:259216,d?f[64805]|0:e&255);u=g;return}function qyb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247541)|0;LOb(259216,34);KOb(259216,247548)|0;f[i>>2]=c;ABb(h,245455,i)|0;KOb(259216,h)|0;KOb(259216,247562)|0;f[j>>2]=d;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247570)|0;f[k>>2]=e;ABb(h,245455,k)|0;KOb(259216,h)|0;if(!g){KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}KOb(259216,246415)|0;KOb(259216,247208)|0;k=b[259227]|0;h=k<<24>>24<0;j=f[64804]|0;i=f[64805]|0;k=k&255;j=h?j:259216;k=h?i:k;Dxb(a,j,k);u=l;return}function ryb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l+16|0;j=l+8|0;i=l;h=l+24|0;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247579)|0;LOb(259216,34);if(g|0){f[i>>2]=g;ABb(h,245455,i)|0;KOb(259216,246518)|0;KOb(259216,h)|0}KOb(259216,247548)|0;f[j>>2]=c;ABb(h,245455,j)|0;KOb(259216,h)|0;KOb(259216,247592)|0;f[k>>2]=d;ABb(h,245455,k)|0;KOb(259216,h)|0;KOb(259216,247605)|0;Rxb(e,6);KOb(259216,247208)|0;k=b[259227]|0;j=k<<24>>24<0;Dxb(a,j?f[64804]|0:259216,j?f[64805]|0:k&255);u=l;return}function syb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;h=i;if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;KOb(259216,247915)|0;LOb(259216,34);g=c?g:g|268435456;KOb(259216,247239)|0;f[h>>2]=d?g|33554432:g;f[h+4>>2]=e;fyb(h);LOb(259216,125);h=b[259227]|0;g=h<<24>>24<0;Dxb(a,g?f[64804]|0:259216,g?f[64805]|0:h&255);u=i;return}function tyb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;k=u;u=u+80|0;j=k;i=k+8|0;if(!d){u=k;return}if((b[259227]|0)<0){b[f[64804]>>0]=0;f[64805]=0}else{b[259216]=0;b[259227]=0}FOb(259216,245415)|0;do switch(c|0){case 1:{c=245428;break}case 2:{c=245518;break}case 3:{c=246197;break}case 4:{c=247091;break}case 5:{c=247073;break}case 6:{c=246287;break}case 7:{c=246337;break}case 8:{c=246383;break}case 9:{c=246428;break}case 10:{c=246461;break}case 11:{c=246492;break}case 12:{c=246584;break}case 13:{c=246623;break}case 14:{c=247541;break}case 15:{c=247579;break}case 16:{c=247514;break}case 17:{c=247526;break}case 18:{c=247182;break}case 19:{c=247455;break}case 20:{c=247480;break}case 21:{c=248054;break}case 22:{c=248037;break}case 23:{c=248019;break}case 24:{c=248001;break}case 25:{c=247980;break}case 26:{c=247961;break}case 27:{c=247936;break}case 28:{c=247915;break}case 29:{c=247879;break}case 30:{c=247840;break}case 31:{c=247797;break}case 32:{c=247751;break}case 33:{c=246639;break}case 34:{c=246878;break}case 35:{c=246923;break}case 36:{c=246970;break}case 37:{c=247020;break}case 38:{c=247058;break}case 39:{c=247210;break}case 40:{c=247248;break}case 41:{c=247278;break}case 42:{c=247320;break}case 43:{c=247358;break}case 44:{c=247408;break}case 45:{c=247393;break}case 46:{c=247732;break}case 47:{c=247711;break}case 48:{c=247687;break}case 49:{c=247683;break}case 50:{c=247679;break}case 51:{c=247664;break}case 52:{c=247649;break}case 53:{c=247634;break}case 54:{c=247618;break}default:c=0}while(0);KOb(259216,c)|0;LOb(259216,34);if(g)KOb(259216,246415)|0;if(h|0){f[j>>2]=h;ABb(i,245455,j)|0;KOb(259216,246518)|0;KOb(259216,i)|0}KOb(259216,248071)|0;Kxb(e,d);LOb(259216,125);j=b[259227]|0;i=j<<24>>24<0;Dxb(a,i?f[64804]|0:259216,i?f[64805]|0:j&255);u=k;return}function uyb(){return -419657338}function vyb(){wyb();return}function wyb(){xyb(0);return}function 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if(!(a&1)){d=f[c>>2]|0;if(!(a&3))return;h=c+(0-d)|0;g=d+b|0;if(h>>>0<e>>>0)return;if((f[64812]|0)==(h|0)){a=j+4|0;b=f[a>>2]|0;if((b&3|0)!=3){i=h;b=g;break}f[64809]=g;f[a>>2]=b&-2;f[h+4>>2]=g|1;f[h+g>>2]=g;return}c=d>>>3;if(d>>>0<256){a=f[h+8>>2]|0;b=f[h+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);i=h;b=g;break}else{f[a+12>>2]=b;f[b+8>>2]=a;i=h;b=g;break}}e=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){c=h+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){a=0;break}else b=c}while(1){c=a+20|0;d=f[c>>2]|0;if(d|0){a=d;b=c;continue}c=a+16|0;d=f[c>>2]|0;if(!d)break;else{a=d;b=c}}f[b>>2]=0}else{i=f[h+8>>2]|0;f[i+12>>2]=a;f[a+8>>2]=i}while(0);if(!e){i=h;b=g}else{b=f[h+28>>2]|0;c=259532+(b<<2)|0;if((f[c>>2]|0)==(h|0)){f[c>>2]=a;if(!a){f[64808]=f[64808]&~(1<<b);i=h;b=g;break}}else{f[e+16+(((f[e+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a){i=h;b=g;break}}f[a+24>>2]=e;b=h+16|0;c=f[b>>2]|0;if(c|0){f[a+16>>2]=c;f[c+24>>2]=a}b=f[b+4>>2]|0;if(!b){i=h;b=g}else{f[a+20>>2]=b;f[b+24>>2]=a;i=h;b=g}}}else{i=c;h=c}while(0);if(h>>>0>=j>>>0)return;a=j+4|0;d=f[a>>2]|0;if(!(d&1))return;if(!(d&2)){if((f[64813]|0)==(j|0)){j=(f[64810]|0)+b|0;f[64810]=j;f[64813]=i;f[i+4>>2]=j|1;if((i|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(j|0)){j=(f[64809]|0)+b|0;f[64809]=j;f[64812]=h;f[i+4>>2]=j|1;f[h+j>>2]=j;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){b=f[j+8>>2]|0;a=f[j+12>>2]|0;if((a|0)==(b|0)){f[64807]=f[64807]&~(1<<c);break}else{f[b+12>>2]=a;f[a+8>>2]=b;break}}else{g=f[j+24>>2]|0;a=f[j+12>>2]|0;do if((a|0)==(j|0)){c=j+16|0;b=c+4|0;a=f[b>>2]|0;if(!a){a=f[c>>2]|0;if(!a){c=0;break}else 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if(e>>>0>16777215)a=31;else{h=(a+1048320|0)>>>16&8;j=a<<h;g=(j+520192|0)>>>16&4;j=j<<g;a=(j+245760|0)>>>16&2;a=14-(g|h|a)+(j<<a>>>15)|0;a=e>>>(a+7|0)&1|a<<1}d=259532+(a<<2)|0;f[i+28>>2]=a;f[i+20>>2]=0;f[i+16>>2]=0;b=f[64808]|0;c=1<<a;do if(!(b&c)){f[64808]=b|c;f[d>>2]=i;f[i+24>>2]=d;f[i+12>>2]=i;f[i+8>>2]=i}else{b=e<<((a|0)==31?0:25-(a>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){a=73;break}d=c+16+(b>>>31<<2)|0;a=f[d>>2]|0;if(!a){a=72;break}else{b=b<<1;c=a}}if((a|0)==72){f[d>>2]=i;f[i+24>>2]=c;f[i+12>>2]=i;f[i+8>>2]=i;break}else if((a|0)==73){h=c+8|0;j=f[h>>2]|0;f[j+12>>2]=i;f[h>>2]=i;f[i+8>>2]=j;f[i+12>>2]=c;f[i+24>>2]=0;break}}while(0);j=(f[64815]|0)+-1|0;f[64815]=j;if(!j)a=259684;else return;while(1){a=f[a>>2]|0;if(!a)break;else a=a+8|0}f[64815]=-1;return}function aAb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!a){b=_zb(b)|0;return b|0}if(b>>>0>4294967231){b=hAb()|0;f[b>>2]=12;b=0;return b|0}c=bAb(a+-8|0,b>>>0<11?16:b+11&-8)|0;if(c|0){b=c+8|0;return b|0}c=_zb(b)|0;if(!c){b=0;return b|0}d=f[a+-4>>2]|0;d=(d&-8)-((d&3|0)==0?8:4)|0;bQb(c|0,a|0,(d>>>0<b>>>0?d:b)|0)|0;$zb(a);b=c;return b|0}function bAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;m=f[l>>2]|0;c=m&-8;i=a+c|0;if(!(m&3)){if(b>>>0<256){a=0;return a|0}if(c>>>0>=(b+4|0)>>>0)if((c-b|0)>>>0<=f[64927]<<1>>>0)return a|0;a=0;return a|0}if(c>>>0>=b>>>0){c=c-b|0;if(c>>>0<=15)return a|0;k=a+b|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|3;m=i+4|0;f[m>>2]=f[m>>2]|1;cAb(k,c);return a|0}if((f[64813]|0)==(i|0)){k=(f[64810]|0)+c|0;c=k-b|0;d=a+b|0;if(k>>>0<=b>>>0){a=0;return a|0}f[l>>2]=m&1|b|2;f[d+4>>2]=c|1;f[64813]=d;f[64810]=c;return a|0}if((f[64812]|0)==(i|0)){d=(f[64809]|0)+c|0;if(d>>>0<b>>>0){a=0;return a|0}c=d-b|0;if(c>>>0>15){k=a+b|0;d=a+d|0;f[l>>2]=m&1|b|2;f[k+4>>2]=c|1;f[d>>2]=c;d=d+4|0;f[d>>2]=f[d>>2]&-2;d=k}else{f[l>>2]=m&1|d|2;d=a+d+4|0;f[d>>2]=f[d>>2]|1;d=0;c=0}f[64809]=c;f[64812]=d;return a|0}d=f[i+4>>2]|0;if(d&2|0){a=0;return a|0}j=(d&-8)+c|0;if(j>>>0<b>>>0){a=0;return a|0}k=j-b|0;e=d>>>3;do if(d>>>0<256){d=f[i+8>>2]|0;c=f[i+12>>2]|0;if((c|0)==(d|0)){f[64807]=f[64807]&~(1<<e);break}else{f[d+12>>2]=c;f[c+8>>2]=d;break}}else{h=f[i+24>>2]|0;c=f[i+12>>2]|0;do if((c|0)==(i|0)){e=i+16|0;d=e+4|0;c=f[d>>2]|0;if(!c){c=f[e>>2]|0;if(!c){e=0;break}else g=e}else g=d;while(1){e=c+20|0;d=f[e>>2]|0;if(d|0){c=d;g=e;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0;e=c}else{e=f[i+8>>2]|0;f[e+12>>2]=c;f[c+8>>2]=e;e=c}while(0);if(h|0){c=f[i+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(i|0)){f[d>>2]=e;if(!e){f[64808]=f[64808]&~(1<<c);break}}else{f[h+16+(((f[h+16>>2]|0)!=(i|0)&1)<<2)>>2]=e;if(!e)break}f[e+24>>2]=h;c=i+16|0;d=f[c>>2]|0;if(d|0){f[e+16>>2]=d;f[d+24>>2]=e}c=f[c+4>>2]|0;if(c|0){f[e+20>>2]=c;f[c+24>>2]=e}}}while(0);if(k>>>0<16){f[l>>2]=j|m&1|2;m=a+j+4|0;f[m>>2]=f[m>>2]|1;return a|0}else{i=a+b|0;f[l>>2]=m&1|b|2;f[i+4>>2]=k|3;m=a+j+4|0;f[m>>2]=f[m>>2]|1;cAb(i,k);return a|0}return 0}function cAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+b|0;c=f[a+4>>2]|0;do if(!(c&1)){e=f[a>>2]|0;if(!(c&3))return;h=a+(0-e)|0;b=e+b|0;if((f[64812]|0)==(h|0)){a=i+4|0;c=f[a>>2]|0;if((c&3|0)!=3)break;f[64809]=b;f[a>>2]=c&-2;f[h+4>>2]=b|1;f[i>>2]=b;return}d=e>>>3;if(e>>>0<256){a=f[h+8>>2]|0;c=f[h+12>>2]|0;if((c|0)==(a|0)){f[64807]=f[64807]&~(1<<d);break}else{f[a+12>>2]=c;f[c+8>>2]=a;break}}g=f[h+24>>2]|0;a=f[h+12>>2]|0;do if((a|0)==(h|0)){d=h+16|0;c=d+4|0;a=f[c>>2]|0;if(!a){a=f[d>>2]|0;if(!a){a=0;break}else c=d}while(1){d=a+20|0;e=f[d>>2]|0;if(e|0){a=e;c=d;continue}d=a+16|0;e=f[d>>2]|0;if(!e)break;else{a=e;c=d}}f[c>>2]=0}else{e=f[h+8>>2]|0;f[e+12>>2]=a;f[a+8>>2]=e}while(0);if(g){c=f[h+28>>2]|0;d=259532+(c<<2)|0;if((f[d>>2]|0)==(h|0)){f[d>>2]=a;if(!a){f[64808]=f[64808]&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(h|0)&1)<<2)>>2]=a;if(!a)break}f[a+24>>2]=g;c=h+16|0;d=f[c>>2]|0;if(d|0){f[a+16>>2]=d;f[d+24>>2]=a}c=f[c+4>>2]|0;if(c){f[a+20>>2]=c;f[c+24>>2]=a}}}else h=a;while(0);a=i+4|0;d=f[a>>2]|0;if(!(d&2)){if((f[64813]|0)==(i|0)){i=(f[64810]|0)+b|0;f[64810]=i;f[64813]=h;f[h+4>>2]=i|1;if((h|0)!=(f[64812]|0))return;f[64812]=0;f[64809]=0;return}if((f[64812]|0)==(i|0)){i=(f[64809]|0)+b|0;f[64809]=i;f[64812]=h;f[h+4>>2]=i|1;f[h+i>>2]=i;return}e=(d&-8)+b|0;c=d>>>3;do if(d>>>0<256){a=f[i+8>>2]|0;b=f[i+12>>2]|0;if((b|0)==(a|0)){f[64807]=f[64807]&~(1<<c);break}else{f[a+12>>2]=b;f[b+8>>2]=a;break}}else{g=f[i+24>>2]|0;b=f[i+12>>2]|0;do if((b|0)==(i|0)){c=i+16|0;a=c+4|0;b=f[a>>2]|0;if(!b){b=f[c>>2]|0;if(!b){c=0;break}else a=c}while(1){c=b+20|0;d=f[c>>2]|0;if(d|0){b=d;a=c;continue}c=b+16|0;d=f[c>>2]|0;if(!d)break;else{b=d;a=c}}f[a>>2]=0;c=b}else{c=f[i+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);if(g|0){b=f[i+28>>2]|0;a=259532+(b<<2)|0;if((f[a>>2]|0)==(i|0)){f[a>>2]=c;if(!c){f[64808]=f[64808]&~(1<<b);break}}else{f[g+16+(((f[g+16>>2]|0)!=(i|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=g;b=i+16|0;a=f[b>>2]|0;if(a|0){f[c+16>>2]=a;f[a+24>>2]=c}b=f[b+4>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}}while(0);f[h+4>>2]=e|1;f[h+e>>2]=e;if((h|0)==(f[64812]|0)){f[64809]=e;return}}else{f[a>>2]=d&-2;f[h+4>>2]=b|1;f[h+b>>2]=b;e=b}b=e>>>3;if(e>>>0<256){c=259268+(b<<1<<2)|0;a=f[64807]|0;b=1<<b;if(!(a&b)){f[64807]=a|b;b=c;a=c+8|0}else{a=c+8|0;b=f[a>>2]|0}f[a>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=c;return}b=e>>>8;if(!b)b=0;else if(e>>>0>16777215)b=31;else{g=(b+1048320|0)>>>16&8;i=b<<g;d=(i+520192|0)>>>16&4;i=i<<d;b=(i+245760|0)>>>16&2;b=14-(d|g|b)+(i<<b>>>15)|0;b=e>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[h+20>>2]=0;f[h+16>>2]=0;a=f[64808]|0;c=1<<b;if(!(a&c)){f[64808]=a|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;return}a=e<<((b|0)==31?0:25-(b>>>1)|0);c=f[d>>2]|0;while(1){if((f[c+4>>2]&-8|0)==(e|0)){b=69;break}d=c+16+(a>>>31<<2)|0;b=f[d>>2]|0;if(!b){b=68;break}else{a=a<<1;c=b}}if((b|0)==68){f[d>>2]=h;f[h+24>>2]=c;f[h+12>>2]=h;f[h+8>>2]=h;return}else if((b|0)==69){g=c+8|0;i=f[g>>2]|0;f[i+12>>2]=h;f[g>>2]=h;f[h+8>>2]=i;f[h+12>>2]=c;f[h+24>>2]=0;return}}function dAb(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;a=iAb(f[a+60>>2]|0)|0;f[c>>2]=a;a=gAb(Fc(6,c|0)|0)|0;u=b;return a|0}function eAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+48|0;k=m+16|0;g=m;e=m+32|0;i=a+28|0;d=f[i>>2]|0;f[e>>2]=d;j=a+20|0;d=(f[j>>2]|0)-d|0;f[e+4>>2]=d;f[e+8>>2]=b;f[e+12>>2]=c;d=d+c|0;h=a+60|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;f[g+8>>2]=2;g=gAb(Bc(146,g|0)|0)|0;a:do if((d|0)==(g|0))l=3;else{b=2;while(1){if((g|0)<0)break;d=d-g|0;o=f[e+4>>2]|0;n=g>>>0>o>>>0;e=n?e+8|0:e;b=b+(n<<31>>31)|0;o=g-(n?o:0)|0;f[e>>2]=(f[e>>2]|0)+o;n=e+4|0;f[n>>2]=(f[n>>2]|0)-o;f[k>>2]=f[h>>2];f[k+4>>2]=e;f[k+8>>2]=b;g=gAb(Bc(146,k|0)|0)|0;if((d|0)==(g|0)){l=3;break a}}f[a+16>>2]=0;f[i>>2]=0;f[j>>2]=0;f[a>>2]=f[a>>2]|32;if((b|0)==2)c=0;else c=c-(f[e+4>>2]|0)|0}while(0);if((l|0)==3){o=f[a+44>>2]|0;f[a+16>>2]=o+(f[a+48>>2]|0);f[i>>2]=o;f[j>>2]=o}u=m;return c|0}function fAb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;g=e;d=e+20|0;f[g>>2]=f[a+60>>2];f[g+4>>2]=0;f[g+8>>2]=b;f[g+12>>2]=d;f[g+16>>2]=c;if((gAb(zc(140,g|0)|0)|0)<0){f[d>>2]=-1;a=-1}else a=f[d>>2]|0;u=e;return a|0}function gAb(a){a=a|0;var b=0;if(a>>>0>4294963200){b=hAb()|0;f[b>>2]=0-a;a=-1}return a|0}function hAb(){return 259748}function iAb(a){a=a|0;return a|0}function jAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+32|0;e=g;f[a+36>>2]=135;if(!(f[a>>2]&64)){f[e>>2]=f[a+60>>2];f[e+4>>2]=21523;f[e+8>>2]=g+16;if(Ec(54,e|0)|0)b[a+75>>0]=-1}e=eAb(a,c,d)|0;u=g;return e|0}function kAb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+32|0;e=k;i=k+16|0;f[i>>2]=c;g=i+4|0;j=a+48|0;l=f[j>>2]|0;f[g>>2]=d-((l|0)!=0&1);h=a+44|0;f[i+8>>2]=f[h>>2];f[i+12>>2]=l;f[e>>2]=f[a+60>>2];f[e+4>>2]=i;f[e+8>>2]=2;e=gAb(Ac(145,e|0)|0)|0;if((e|0)<1)f[a>>2]=f[a>>2]|e&48^16;else{i=f[g>>2]|0;if(e>>>0>i>>>0){g=f[h>>2]|0;h=a+4|0;f[h>>2]=g;f[a+8>>2]=g+(e-i);if(!(f[j>>2]|0))e=d;else{f[h>>2]=g+1;b[c+(d+-1)>>0]=b[g>>0]|0;e=d}}}u=k;return e|0}function lAb(a){a=a|0;var b=0;b=(mAb(a)|0)==0;return (b?a:a|32)|0}function mAb(a){a=a|0;return (a+-65|0)>>>0<26|0}function nAb(a){a=a|0;var b=0;b=a;while(1)if(!(f[b>>2]|0))break;else b=b+4|0;return b-a>>2|0}function oAb(a,c){a=a|0;c=c|0;var d=0,e=0;d=b[a>>0]|0;e=b[c>>0]|0;if(d<<24>>24==0?1:d<<24>>24!=e<<24>>24)a=e;else{do{a=a+1|0;c=c+1|0;d=b[a>>0]|0;e=b[c>>0]|0}while(!(d<<24>>24==0?1:d<<24>>24!=e<<24>>24));a=e}return (d&255)-(a&255)|0}function pAb(a){a=a|0;var c=0,d=0,e=0;e=a;a:do if(!(e&3))d=4;else{c=e;while(1){if(!(b[a>>0]|0)){a=c;break a}a=a+1|0;c=a;if(!(c&3)){d=4;break}}}while(0);if((d|0)==4){while(1){c=f[a>>2]|0;if(!((c&-2139062144^-2139062144)&c+-16843009))a=a+4|0;else break}if((c&255)<<24>>24)do a=a+1|0;while((b[a>>0]|0)!=0)}return a-e|0}function qAb(){return 43664}function rAb(a){a=a|0;return (a+-97|0)>>>0<26|0}function sAb(a){a=a|0;var b=0;b=(rAb(a)|0)==0;return (b?a:a&95)|0}function tAb(a,b){a=a|0;b=b|0;return uAb(a)|0}function uAb(a){a=a|0;return (a+-48|0)>>>0<10|0}function vAb(a,b,c){a=a|0;b=b|0;c=c|0;c=wAb(a,b,c,-1,0)|0;return c|0}function wAb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+128|0;h=j;f[h>>2]=0;i=h+4|0;f[i>>2]=a;f[h+44>>2]=a;g=h+8|0;f[g>>2]=(a|0)<0?-1:a+2147483647|0;f[h+76>>2]=-1;xAb(h,0);c=yAb(h,c,1,d,e)|0;if(b|0)f[b>>2]=a+((f[i>>2]|0)+(f[h+108>>2]|0)-(f[g>>2]|0));u=j;return c|0}function xAb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a+104>>2]=b;c=f[a+8>>2]|0;d=f[a+4>>2]|0;e=c-d|0;f[a+108>>2]=e;f[a+100>>2]=(b|0)!=0&(e|0)>(b|0)?d+b|0:c;return}function yAb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a:do if(c>>>0>36){g=hAb()|0;f[g>>2]=22;g=0;e=0}else{r=a+4|0;q=a+100|0;do{i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);b:do switch(i|0){case 43:case 45:{i=((i|0)==45)<<31>>31;j=f[r>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){f[r>>2]=j+1;p=i;i=h[j>>0]|0;break b}else{p=i;i=zAb(a)|0;break b}}default:p=0}while(0);j=(c|0)==0;do if((c|16|0)==16&(i|0)==48){i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|32|0)!=120)if(j){c=8;n=46;break}else{n=32;break}i=f[r>>2]|0;if(i>>>0<(f[q>>2]|0)>>>0){f[r>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((h[249375+i>>0]|0)>15){e=(f[q>>2]|0)==0;if(!e)f[r>>2]=(f[r>>2]|0)+-1;if(!d){xAb(a,0);g=0;e=0;break a}if(e){g=0;e=0;break a}f[r>>2]=(f[r>>2]|0)+-1;g=0;e=0;break a}else{c=16;n=46}}else{c=j?10:c;if(c>>>0>(h[249375+i>>0]|0)>>>0)n=32;else{if(f[q>>2]|0)f[r>>2]=(f[r>>2]|0)+-1;xAb(a,0);g=hAb()|0;f[g>>2]=22;g=0;e=0;break a}}while(0);c:do if((n|0)==32)if((c|0)==10){c=i+-48|0;if(c>>>0<10){i=0;j=c;do{i=(i*10|0)+j|0;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;j=c+-48|0}while(j>>>0<10&i>>>0<429496729);d=0}else{c=i;i=0;d=0}k=c+-48|0;if(k>>>0<10){j=c;do{c=WPb(i|0,d|0,10,0)|0;l=I;m=((k|0)<0)<<31>>31;o=~m;if(l>>>0>o>>>0|(l|0)==(o|0)&c>>>0>~k>>>0){c=10;n=72;break c}i=QPb(c|0,l|0,k|0,m|0)|0;d=I;c=f[r>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[r>>2]=c+1;j=h[c>>0]|0}else 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i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+64|0;B=F+16|0;C=F;z=F+24|0;D=F+8|0;E=F+20|0;f[B>>2]=c;w=(a|0)!=0;x=z+40|0;y=x;z=z+39|0;A=D+4|0;i=0;c=0;k=0;a:while(1){do if((c|0)>-1)if((i|0)>(2147483647-c|0)){c=hAb()|0;f[c>>2]=75;c=-1;break}else{c=i+c|0;break}while(0);q=f[B>>2]|0;i=b[q>>0]|0;if(!(i<<24>>24)){v=88;break}else j=q;b:while(1){switch(i<<24>>24){case 37:{i=j;v=9;break b}case 0:{i=j;break b}default:{}}t=j+1|0;f[B>>2]=t;i=b[t>>0]|0;j=t}c:do if((v|0)==9)while(1){v=0;if((b[j+1>>0]|0)!=37)break c;i=i+1|0;j=j+2|0;f[B>>2]=j;if((b[j>>0]|0)!=37)break;else v=9}while(0);i=i-q|0;if(w)bBb(a,q,i);if(i|0)continue;t=(uAb(b[(f[B>>2]|0)+1>>0]|0)|0)==0;j=f[B>>2]|0;if(t){r=-1;l=k;i=1}else if((b[j+2>>0]|0)==36){r=(b[j+1>>0]|0)+-48|0;l=1;i=3}else{r=-1;l=k;i=1}i=j+i|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0;if(t>>>0>31|(1<<t&75913|0)==0)k=0;else{k=0;do{k=1<<(j<<24>>24)+-32|k;i=i+1|0;f[B>>2]=i;j=b[i>>0]|0;t=(j<<24>>24)+-32|0}while(!(t>>>0>31|(1<<t&75913|0)==0))}if(j<<24>>24==42){if(!(uAb(b[i+1>>0]|0)|0))v=23;else{j=f[B>>2]|0;if((b[j+2>>0]|0)==36){i=j+1|0;f[h+((b[i>>0]|0)+-48<<2)>>2]=10;i=f[g+((b[i>>0]|0)+-48<<3)>>2]|0;l=1;j=j+3|0}else v=23}if((v|0)==23){v=0;if(l|0){c=-1;break}if(w){t=(f[e>>2]|0)+(4-1)&~(4-1);i=f[t>>2]|0;f[e>>2]=t+4}else i=0;l=0;j=(f[B>>2]|0)+1|0}f[B>>2]=j;s=(i|0)<0;t=s?0-i|0:i;k=s?k|8192:k;s=l;i=j}else{i=cBb(B)|0;if((i|0)<0){c=-1;break}t=i;s=l;i=f[B>>2]|0}do if((b[i>>0]|0)==46){if((b[i+1>>0]|0)!=42){f[B>>2]=i+1;n=cBb(B)|0;i=f[B>>2]|0;break}if(uAb(b[i+2>>0]|0)|0){i=f[B>>2]|0;if((b[i+3>>0]|0)==36){n=i+2|0;f[h+((b[n>>0]|0)+-48<<2)>>2]=10;n=f[g+((b[n>>0]|0)+-48<<3)>>2]|0;i=i+4|0;f[B>>2]=i;break}}if(s|0){c=-1;break a}if(w){o=(f[e>>2]|0)+(4-1)&~(4-1);i=f[o>>2]|0;f[e>>2]=o+4}else i=0;o=(f[B>>2]|0)+2|0;f[B>>2]=o;n=i;i=o}else n=-1;while(0);o=0;while(1){if(((b[i>>0]|0)+-65|0)>>>0>57){c=-1;break a}j=i;i=i+1|0;f[B>>2]=i;j=b[(b[j>>0]|0)+-65+(249751+(o*58|0))>>0]|0;l=j&255;if((l+-1|0)>>>0>=8)break;else o=l}if(!(j<<24>>24)){c=-1;break}m=(r|0)>-1;do if(j<<24>>24==19)if(m){c=-1;break a}else v=50;else{if(m){f[h+(r<<2)>>2]=l;m=g+(r<<3)|0;r=f[m+4>>2]|0;v=C;f[v>>2]=f[m>>2];f[v+4>>2]=r;v=50;break}if(!w){c=0;break a}dBb(C,l,e);i=f[B>>2]|0}while(0);if((v|0)==50){v=0;if(!w){i=0;k=s;continue}}j=b[i+-1>>0]|0;j=(o|0)!=0&(j&15|0)==3?j&-33:j;i=k&-65537;r=(k&8192|0)==0?k:i;d:do switch(j|0){case 110:switch((o&255)<<24>>24){case 0:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 1:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 2:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}case 3:{d[f[C>>2]>>1]=c;i=0;k=s;continue a}case 4:{b[f[C>>2]>>0]=c;i=0;k=s;continue a}case 6:{f[f[C>>2]>>2]=c;i=0;k=s;continue a}case 7:{i=f[C>>2]|0;f[i>>2]=c;f[i+4>>2]=((c|0)<0)<<31>>31;i=0;k=s;continue a}default:{i=0;k=s;continue a}}case 112:{j=120;i=n>>>0>8?n:8;k=r|8;v=62;break}case 88:case 120:{i=n;k=r;v=62;break}case 111:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;m=fBb(i,j,x)|0;k=y-m|0;o=0;l=250215;n=(r&8|0)==0|(n|0)>(k|0)?n:k+1|0;k=r;v=68;break}case 105:case 100:{j=C;i=f[j>>2]|0;j=f[j+4>>2]|0;if((j|0)<0){i=RPb(0,0,i|0,j|0)|0;j=I;k=C;f[k>>2]=i;f[k+4>>2]=j;k=1;l=250215;v=67;break d}else{k=(r&2049|0)!=0&1;l=(r&2048|0)==0?((r&1|0)==0?250215:250217):250216;v=67;break d}}case 117:{j=C;k=0;l=250215;i=f[j>>2]|0;j=f[j+4>>2]|0;v=67;break}case 99:{b[z>>0]=f[C>>2];q=z;o=0;l=250215;m=x;j=1;break}case 109:{j=hAb()|0;j=hBb(f[j>>2]|0)|0;v=72;break}case 115:{j=f[C>>2]|0;j=j|0?j:250225;v=72;break}case 67:{f[D>>2]=f[C>>2];f[A>>2]=0;f[C>>2]=D;n=-1;k=D;v=76;break}case 83:{i=f[C>>2]|0;if(!n){iBb(a,32,t,0,r);i=0;v=85}else{k=i;v=76}break}case 65:case 71:case 70:case 69:case 97:case 103:case 102:case 101:{i=kBb(a,+p[C>>3],t,n,r,j)|0;k=s;continue a}default:{o=0;l=250215;m=x;j=n;i=r}}while(0);e:do if((v|0)==62){r=C;q=f[r>>2]|0;r=f[r+4>>2]|0;m=eBb(q,r,x,j&32)|0;l=(k&8|0)==0|(q|0)==0&(r|0)==0;o=l?0:2;l=l?250215:250215+(j>>4)|0;n=i;i=q;j=r;v=68}else if((v|0)==67){m=gBb(i,j,x)|0;o=k;k=r;v=68}else if((v|0)==72){v=0;r=TAb(j,0,n)|0;k=(r|0)==0;q=j;o=0;l=250215;m=k?j+n|0:r;j=k?n:r-j|0}else if((v|0)==76){v=0;m=k;i=0;j=0;while(1){l=f[m>>2]|0;if(!l)break;j=jBb(E,l)|0;if((j|0)<0|j>>>0>(n-i|0)>>>0)break;i=j+i|0;if(n>>>0>i>>>0)m=m+4|0;else break}if((j|0)<0){c=-1;break a}iBb(a,32,t,i,r);if(!i){i=0;v=85}else{l=0;while(1){j=f[k>>2]|0;if(!j){v=85;break e}j=jBb(E,j)|0;l=j+l|0;if((l|0)>(i|0)){v=85;break e}bBb(a,E,j);if(l>>>0>=i>>>0){v=85;break}else k=k+4|0}}}while(0);if((v|0)==68){v=0;j=(i|0)!=0|(j|0)!=0;i=(n|0)!=0|j;j=y-m+((j^1)&1)|0;q=i?m:x;m=x;j=i?((n|0)>(j|0)?n:j):n;i=(n|0)>-1?k&-65537:k}else if((v|0)==85){v=0;iBb(a,32,t,i,r^8192);i=(t|0)>(i|0)?t:i;k=s;continue}n=m-q|0;m=(j|0)<(n|0)?n:j;r=m+o|0;k=(t|0)<(r|0)?r:t;iBb(a,32,k,r,i);bBb(a,l,o);iBb(a,48,k,r,i^65536);iBb(a,48,m,n,0);bBb(a,q,n);iBb(a,32,k,r,i^8192);i=k;k=s}f:do if((v|0)==88)if(!a)if(!k)c=0;else{c=1;while(1){i=f[h+(c<<2)>>2]|0;if(!i)break;dBb(g+(c<<3)|0,i,e);i=c+1|0;if((c|0)<9)c=i;else{c=i;break}}if((c|0)<10)while(1){if(f[h+(c<<2)>>2]|0){c=-1;break f}if((c|0)<9)c=c+1|0;else{c=1;break}}else c=1}while(0);u=F;return c|0}function $Ab(a){a=a|0;return 0}function aBb(a){a=a|0;return}function bBb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(f[a>>2]&32))sBb(b,c,a)|0;return}function cBb(a){a=a|0;var c=0,d=0;if(!(uAb(b[f[a>>2]>>0]|0)|0))c=0;else{c=0;do{d=f[a>>2]|0;c=(c*10|0)+-48+(b[d>>0]|0)|0;d=d+1|0;f[a>>2]=d}while((uAb(b[d>>0]|0)|0)!=0)}return c|0}function dBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0;a:do if(b>>>0<=20)do switch(b|0){case 9:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;f[a>>2]=b;break a}case 10:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=((b|0)<0)<<31>>31;break a}case 11:{d=(f[c>>2]|0)+(4-1)&~(4-1);b=f[d>>2]|0;f[c>>2]=d+4;d=a;f[d>>2]=b;f[d+4>>2]=0;break a}case 12:{d=(f[c>>2]|0)+(8-1)&~(8-1);b=d;e=f[b>>2]|0;b=f[b+4>>2]|0;f[c>>2]=d+8;d=a;f[d>>2]=e;f[d+4>>2]=b;break a}case 13:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&65535)<<16>>16;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 14:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&65535;f[e+4>>2]=0;break a}case 15:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;d=(d&255)<<24>>24;e=a;f[e>>2]=d;f[e+4>>2]=((d|0)<0)<<31>>31;break a}case 16:{e=(f[c>>2]|0)+(4-1)&~(4-1);d=f[e>>2]|0;f[c>>2]=e+4;e=a;f[e>>2]=d&255;f[e+4>>2]=0;break a}case 17:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}case 18:{e=(f[c>>2]|0)+(8-1)&~(8-1);g=+p[e>>3];f[c>>2]=e+8;p[a>>3]=g;break a}default:break a}while(0);while(0);return}function eBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=h[250263+(a&15)>>0]|0|e;a=ZPb(a|0,c|0,4)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function fBb(a,c,d){a=a|0;c=c|0;d=d|0;if(!((a|0)==0&(c|0)==0))do{d=d+-1|0;b[d>>0]=a&7|48;a=ZPb(a|0,c|0,3)|0;c=I}while(!((a|0)==0&(c|0)==0));return d|0}function gBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if(c>>>0>0|(c|0)==0&a>>>0>4294967295){while(1){e=YPb(a|0,c|0,10,0)|0;d=d+-1|0;b[d>>0]=e&255|48;e=a;a=XPb(a|0,c|0,10,0)|0;if(!(c>>>0>9|(c|0)==9&e>>>0>4294967295))break;else c=I}c=a}else c=a;if(c)while(1){d=d+-1|0;b[d>>0]=(c>>>0)%10|0|48;if(c>>>0<10)break;else c=(c>>>0)/10|0}return d|0}function hBb(a){a=a|0;var b=0;b=(qBb()|0)+188|0;return rBb(a,f[b>>2]|0)|0}function iBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0;g=u;u=u+256|0;f=g;if((c|0)>(d|0)&(e&73728|0)==0){e=c-d|0;dQb(f|0,b<<24>>24|0,(e>>>0<256?e:256)|0)|0;if(e>>>0>255){b=c-d|0;do{bBb(a,f,256);e=e+-256|0}while(e>>>0>255);e=b&255}bBb(a,f,e)}u=g;return}function 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a}else{a=a+1|0;c=c+1|0}}a=(e&255)-(f&255)|0}while(0);return a|0}function ABb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=BBb(a,b,e)|0;u=d;return c|0}function BBb(a,b,c){a=a|0;b=b|0;c=c|0;return YAb(a,2147483647,b,c)|0}function CBb(a){a=a|0;var b=0,c=0,d=0;if((f[a+76>>2]|0)<0)d=3;else if(!($Ab(a)|0))d=3;else{b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0}else b=BAb(a)|0}do if((d|0)==3){b=a+4|0;c=f[b>>2]|0;if(c>>>0<(f[a+8>>2]|0)>>>0){f[b>>2]=c+1;b=h[c>>0]|0;break}else{b=BAb(a)|0;break}}while(0);return b|0}function DBb(a){a=a|0;var b=0,c=0;b=EBb()|0;f[a+56>>2]=f[b>>2];c=f[b>>2]|0;if(c|0)f[c+52>>2]=a;f[b>>2]=a;FBb();return a|0}function EBb(){wc(259832);return 259840}function FBb(){Hc(259832);return}function GBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;k=n+8|0;l=n;j=f[b>>2]|0;f[l>>2]=j;m=(a|0)!=0;h=m?d:256;a=m?a:k;g=j;a:do 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if(d){e=d;while(1){i=b[g>>0]|0;if(!(i<<24>>24))break;g=g+1|0;f[a>>2]=i<<24>>24&57343;e=e+-1|0;if(!e)break b;else a=a+4|0}f[a>>2]=0;f[c>>2]=0;d=d-e|0;l=59;break a}while(0);f[c>>2]=g;l=59}while(0);c:while(1){d:do if((l|0)==14){while(1){i=b[g>>0]|0;if(((i&255)+-1|0)>>>0<127)if(!(g&3)){l=f[g>>2]|0;i=l&255;if(!((l+-16843009|l)&-2139062144)){do{g=g+4|0;e=e+-4|0;i=f[g>>2]|0}while(!((i+-16843009|i)&-2139062144|0));i=i&255}}i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;e=e+-1|0}i=i+-194|0;if(i>>>0>50)l=53;else{i=f[43460+(i<<2)>>2]|0;j=g+1|0;l=25;continue c}}else if((l|0)==15){e:do if(e){while(1){i=b[g>>0]|0;do if(((i&255)+-1|0)>>>0<127)if(e>>>0>4&(g&3|0)==0){while(1){i=f[g>>2]|0;if((i+-16843009|i)&-2139062144|0){l=38;break}f[a>>2]=i&255;f[a+4>>2]=h[g+1>>0];f[a+8>>2]=h[g+2>>0];j=g+4|0;i=a+16|0;f[a+12>>2]=h[g+3>>0];e=e+-4|0;if(e>>>0>4){a=i;g=j}else{l=37;break}}if((l|0)==37){a=i;g=j;i=b[j>>0]|0;break}else if((l|0)==38){i=i&255;break}}while(0);i=i&255;if((i+-1|0)>>>0>=127)break;g=g+1|0;f[a>>2]=i;e=e+-1|0;if(!e)break e;else a=a+4|0}i=i+-194|0;if(i>>>0>50){l=53;break d}i=f[43460+(i<<2)>>2]|0;k=e;j=g+1|0;l=43;continue c}while(0);f[c>>2]=g;l=59;continue c}else if((l|0)==25){l=(h[j>>0]|0)>>>3;if((l+-16|l+(i>>26))>>>0>7){g=j;l=52}else{g=j+1|0;if(i&33554432){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+2|0;if(i&524288){if((b[g>>0]&-64)<<24>>24!=-128){g=j;l=52;break}g=j+3|0}}e=e+-1|0;l=14;continue c}}else if((l|0)==43){l=0;e=h[j>>0]|0;g=e>>>3;if((g+-16|g+(i>>26))>>>0>7){g=j;e=k;l=52}else{g=j+1|0;e=e+-128|i<<6;do if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}g=j+2|0;e=i|e<<6;if((e|0)<0){i=(h[g>>0]|0)+-128|0;if(i>>>0>63){g=j+-1|0;d=a;break d}else{g=j+3|0;e=i|e<<6;break}}}while(0);f[a>>2]=e;a=a+4|0;e=k+-1|0;l=15;continue c}}else if((l|0)==59)return d|0;while(0);if((l|0)==52){l=0;g=g+-1|0;if(!i)l=53;else d=a}if((l|0)==53)if(!(b[g>>0]|0)){if(a|0){f[a>>2]=0;f[c>>2]=0}d=d-e|0;l=59;continue}else d=a;l=hAb()|0;f[l>>2]=84;if(!d){d=-1;l=59;continue}f[c>>2]=g;d=-1;l=59}return 0}function IBb(){return qAb()|0}function JBb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=X(d,c)|0;d=(c|0)==0?0:d;if((f[e+76>>2]|0)>-1)j=$Ab(e)|0;else j=0;g=e+74|0;h=b[g>>0]|0;b[g>>0]=h+255|h;g=e+4|0;h=f[g>>2]|0;i=(f[e+8>>2]|0)-h|0;if((i|0)>0){i=i>>>0<k>>>0?i:k;bQb(a|0,h|0,i|0)|0;f[g>>2]=(f[g>>2]|0)+i;g=k-i|0;a=a+i|0}else g=k;a:do if(!g)l=13;else{i=e+32|0;while(1){if(CAb(e)|0)break;h=Sg[f[i>>2]&255](e,a,g)|0;if((h+1|0)>>>0<2)break;g=g-h|0;if(!g){l=13;break a}else a=a+h|0}if(j|0)aBb(e);d=((k-g|0)>>>0)/(c>>>0)|0}while(0);if((l|0)==13)if(j)aBb(e);return d|0}function KBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;if((f[a+76>>2]|0)>-1){d=($Ab(a)|0)==0;b=LBb(a,b,c)|0;if(!d)aBb(a)}else b=LBb(a,b,c)|0;return b|0}function LBb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;if((c|0)==1)b=b-(f[a+8>>2]|0)+(f[a+4>>2]|0)|0;d=a+20|0;e=a+28|0;if((f[d>>2]|0)>>>0>(f[e>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[d>>2]|0))b=-1;else g=5}else g=5;if((g|0)==5){f[a+16>>2]=0;f[e>>2]=0;f[d>>2]=0;if((Sg[f[a+40>>2]&255](a,b,c)|0)<0)b=-1;else{f[a+8>>2]=0;f[a+4>>2]=0;f[a>>2]=f[a>>2]&-17;b=0}}return b|0}function MBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if((f[a+76>>2]|0)>-1)e=$Ab(a)|0;else e=0;NBb(a);g=(f[a>>2]&1|0)!=0;if(!g){d=EBb()|0;c=f[a+52>>2]|0;b=a+56|0;if(c|0)f[c+56>>2]=f[b>>2];b=f[b>>2]|0;if(b|0)f[b+52>>2]=c;if((f[d>>2]|0)==(a|0))f[d>>2]=b;FBb()}b=OBb(a)|0;b=Pg[f[a+12>>2]&1023](a)|0|b;c=f[a+92>>2]|0;if(c|0)$zb(c);if(g){if(e|0)aBb(a)}else $zb(a);return b|0}function NBb(a){a=a|0;var b=0;if(f[a+68>>2]|0){b=f[a+116>>2]|0;a=a+112|0;if(b|0)f[b+112>>2]=f[a>>2];a=f[a>>2]|0;if(!a)a=(QBb()|0)+232|0;else a=a+116|0;f[a>>2]=b}return}function OBb(a){a=a|0;var b=0,c=0;do if(!a){if(!(f[10832]|0))b=0;else b=OBb(f[10832]|0)|0;a=EBb()|0;a=f[a>>2]|0;if(a)do{if((f[a+76>>2]|0)>-1)c=$Ab(a)|0;else c=0;if((f[a+20>>2]|0)>>>0>(f[a+28>>2]|0)>>>0)b=PBb(a)|0|b;if(c|0)aBb(a);a=f[a+56>>2]|0}while((a|0)!=0);FBb()}else{if((f[a+76>>2]|0)<=-1){b=PBb(a)|0;break}c=($Ab(a)|0)==0;b=PBb(a)|0;if(!c)aBb(a)}while(0);return b|0}function PBb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+20|0;h=a+28|0;if((f[g>>2]|0)>>>0>(f[h>>2]|0)>>>0){Sg[f[a+36>>2]&255](a,0,0)|0;if(!(f[g>>2]|0))b=-1;else c=3}else c=3;if((c|0)==3){b=a+4|0;c=f[b>>2]|0;d=a+8|0;e=f[d>>2]|0;if(c>>>0<e>>>0)Sg[f[a+40>>2]&255](a,c-e|0,1)|0;f[a+16>>2]=0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=0;f[b>>2]=0;b=0}return b|0}function QBb(){return qAb()|0}function RBb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+64|0;j=k+40|0;h=k+24|0;g=k+16|0;e=k;i=k+56|0;if(!(SAb(252186,b[c>>0]|0)|0)){d=hAb()|0;f[d>>2]=22;d=0}else{d=_zb(1156)|0;if(!d)d=0;else{dQb(d|0,0,124)|0;if(!(SAb(c,43)|0))f[d>>2]=(b[c>>0]|0)==114?8:4;if(SAb(c,101)|0){f[e>>2]=a;f[e+4>>2]=2;f[e+8>>2]=1;Cc(221,e|0)|0}if((b[c>>0]|0)==97){f[g>>2]=a;f[g+4>>2]=3;c=Cc(221,g|0)|0;if(!(c&1024)){f[h>>2]=a;f[h+4>>2]=4;f[h+8>>2]=c|1024;Cc(221,h|0)|0}e=f[d>>2]|128;f[d>>2]=e}else e=f[d>>2]|0;f[d+60>>2]=a;f[d+44>>2]=d+132;f[d+48>>2]=1024;c=d+75|0;b[c>>0]=-1;if(!(e&8)){f[j>>2]=a;f[j+4>>2]=21523;f[j+8>>2]=i;if(!(Ec(54,j|0)|0))b[c>>0]=10}f[d+32>>2]=138;f[d+36>>2]=135;f[d+40>>2]=136;f[d+12>>2]=553;if(!(f[64939]|0))f[d+76>>2]=-1;DBb(d)|0}}u=k;return d|0}function SBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0;L=u;u=u+288|0;E=L+8|0;F=L+17|0;G=L;H=L+16|0;if((f[a+76>>2]|0)>-1)K=$Ab(a)|0;else K=0;e=b[c>>0]|0;a:do if(!(e<<24>>24))c=0;else{y=a+4|0;z=a+100|0;A=a+108|0;B=a+8|0;C=F+10|0;D=F+33|0;x=E+4|0;m=c;t=0;c=0;g=0;i=e;e=0;b:while(1){c:do if(!(AAb(i&255)|0)){i=(b[m>>0]|0)==37;d:do if(i){j=m+1|0;k=b[j>>0]|0;e:do switch(k<<24>>24){case 37:break d;case 42:{w=0;j=m+2|0;break}default:{if(uAb(k&255)|0)if((b[m+2>>0]|0)==36){w=TBb(d,(h[j>>0]|0)+-48|0)|0;j=m+3|0;break e}v=(f[d>>2]|0)+(4-1)&~(4-1);w=f[v>>2]|0;f[d>>2]=v+4}}while(0);if(!(uAb(h[j>>0]|0)|0))r=0;else{i=0;do{i=(i*10|0)+-48+(h[j>>0]|0)|0;j=j+1|0}while((uAb(h[j>>0]|0)|0)!=0);r=i}m=b[j>>0]|0;k=j+1|0;if(m<<24>>24==109){i=(w|0)!=0&1;g=0;j=k;m=b[k>>0]|0;e=0}else i=0;k=j+1|0;switch(m<<24>>24){case 104:{v=(b[k>>0]|0)==104;m=v?-2:-1;j=v?j+2|0:k;break}case 108:{v=(b[k>>0]|0)==108;m=v?3:1;j=v?j+2|0:k;break}case 106:{m=3;j=k;break}case 116:case 122:{m=1;j=k;break}case 76:{m=2;j=k;break}case 110:case 112:case 67:case 83:case 91:case 99:case 115:case 88:case 71:case 70:case 69:case 65:case 103:case 102:case 101:case 97:case 120:case 117:case 111:case 105:case 100:{m=0;break}default:{J=136;break b}}q=h[j>>0]|0;s=(q&47|0)==3;q=s?q|32:q;s=s?1:m;o=q&255;switch(o<<24>>24){case 99:{r=(r|0)>1?r:1;break}case 91:break;case 110:{UBb(w,s,t,((t|0)<0)<<31>>31);k=t;break c}default:{xAb(a,0);do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0}while((AAb(k)|0)!=0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}t=(f[A>>2]|0)+t+k-(f[B>>2]|0)|0}}xAb(a,r);m=f[y>>2]|0;k=f[z>>2]|0;if(m>>>0<k>>>0)f[y>>2]=m+1;else{if((zAb(a)|0)<0){J=136;break b}k=f[z>>2]|0}if(k|0)f[y>>2]=(f[y>>2]|0)+-1;f:do switch(o<<24>>24){case 91:case 99:case 115:{v=(q|0)==99;g:do if((q|16|0)==115){dQb(F|0,-1,257)|0;b[F>>0]=0;if((q|0)==115){b[D>>0]=0;b[C>>0]=0;b[C+1>>0]=0;b[C+2>>0]=0;b[C+3>>0]=0;b[C+4>>0]=0}}else{k=j+1|0;o=(b[k>>0]|0)==94;q=o&1;j=o?j+2|0:k;dQb(F|0,q|0,257)|0;b[F>>0]=0;k=b[j>>0]|0;switch(k<<24>>24){case 45:{k=46;J=65;break}case 93:{k=94;J=65;break}default:{}}while(1){if((J|0)==65){J=0;b[F+k>>0]=q^1;k=j+1|0;j=k;k=b[k>>0]|0}h:do switch(k<<24>>24){case 0:{J=136;break b}case 93:break g;case 45:{o=j+1|0;k=b[o>>0]|0;switch(k<<24>>24){case 93:case 0:{k=45;break h}default:{}}j=b[j+-1>>0]|0;if((j&255)<(k&255)){m=(q^1)&255;j=j&255;do{j=j+1|0;b[F+j>>0]=m;k=b[o>>0]|0}while((j|0)<(k&255|0));j=o}else j=o;break}default:{}}while(0);k=(k&255)+1|0;J=65}}while(0);k=v?r+1|0:31;q=(s|0)==1;s=(i|0)!=0;i:do if(q){if(s){e=_zb(k<<2)|0;if(!e){g=0;e=0;J=136;break b}}else e=w;f[E>>2]=0;f[x>>2]=0;o=k;g=0;j:while(1){m=(e|0)==0;do{k:while(1){k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0))break j;b[H>>0]=k;switch(xBb(G,H,1,E)|0){case -1:{g=0;J=136;break b}case -2:break;default:break k}}if(!m){f[e+(g<<2)>>2]=f[G>>2];g=g+1|0}}while(!(s&(g|0)==(o|0)));g=o<<1|1;k=aAb(e,g<<2)|0;if(!k){g=0;J=136;break b}else{m=o;o=g;e=k;g=m}}if(!(VBb(E)|0)){g=0;J=136;break b}else{o=g;g=0;m=e}}else{if(s){g=_zb(k)|0;if(!g){g=0;e=0;J=136;break b}else{m=k;e=0}while(1){do{k=f[y>>2]|0;if(k>>>0<(f[z>>2]|0)>>>0){f[y>>2]=k+1;k=h[k>>0]|0}else k=zAb(a)|0;if(!(b[F+(k+1)>>0]|0)){o=e;m=0;e=0;break i}b[g+e>>0]=k;e=e+1|0}while((e|0)!=(m|0));e=m<<1|1;k=aAb(g,e)|0;if(!k){e=0;J=136;break b}else{o=m;m=e;g=k;e=o}}}if(!w)while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=0;g=0;m=0;e=0;break i}}else g=0;while(1){e=f[y>>2]|0;if(e>>>0<(f[z>>2]|0)>>>0){f[y>>2]=e+1;e=h[e>>0]|0}else e=zAb(a)|0;if(!(b[F+(e+1)>>0]|0)){o=g;g=w;m=0;e=0;break i}b[w+g>>0]=e;g=g+1|0}}while(0);if(!(f[z>>2]|0))k=f[y>>2]|0;else{k=(f[y>>2]|0)+-1|0;f[y>>2]=k}k=k-(f[B>>2]|0)+(f[A>>2]|0)|0;if(!k)break b;if(!((k|0)==(r|0)|v^1))break b;do if(s)if(q){f[w>>2]=m;break}else{f[w>>2]=g;break}while(0);if(!v){if(m|0)f[m+(o<<2)>>2]=0;if(!g){g=0;break f}b[g+o>>0]=0}break}case 120:case 88:case 112:{k=16;J=124;break}case 111:{k=8;J=124;break}case 117:case 100:{k=10;J=124;break}case 105:{k=0;J=124;break}case 71:case 103:case 70:case 102:case 69:case 101:case 65:case 97:{l=+WBb(a,s,0);if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if(w)switch(s|0){case 0:{n[w>>2]=l;break f}case 1:{p[w>>3]=l;break f}case 2:{p[w>>3]=l;break f}default:break f}break}default:{}}while(0);do if((J|0)==124){J=0;k=yAb(a,k,0,-1,-1)|0;if((f[A>>2]|0)==((f[B>>2]|0)-(f[y>>2]|0)|0))break b;if((w|0)!=0&(q|0)==112){f[w>>2]=k;break}else{UBb(w,s,k,I);break}}while(0);c=c+((w|0)!=0&1)|0;k=(f[A>>2]|0)+t+(f[y>>2]|0)-(f[B>>2]|0)|0;break c}while(0);j=m+(i&1)|0;xAb(a,0);i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0;if((i|0)!=(h[j>>0]|0)){J=22;break b}k=t+1|0}else{j=m;while(1){i=j+1|0;if(!(AAb(h[i>>0]|0)|0))break;else j=i}xAb(a,0);do{i=f[y>>2]|0;if(i>>>0<(f[z>>2]|0)>>>0){f[y>>2]=i+1;i=h[i>>0]|0}else i=zAb(a)|0}while((AAb(i)|0)!=0);if(!(f[z>>2]|0))i=f[y>>2]|0;else{i=(f[y>>2]|0)+-1|0;f[y>>2]=i}k=(f[A>>2]|0)+t+i-(f[B>>2]|0)|0}while(0);m=j+1|0;i=b[m>>0]|0;if(!(i<<24>>24))break a;else t=k}if((J|0)==22){if(f[z>>2]|0)f[y>>2]=(f[y>>2]|0)+-1;if((c|0)!=0|(i|0)>-1)break;else{c=0;J=137}}else if((J|0)==136)if(!c){c=i;J=137}if((J|0)==137){i=c;c=-1}if(i){$zb(g);$zb(e)}}while(0);if(K|0)aBb(a);u=L;return c|0}function TBb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;f[c>>2]=f[a>>2];while(1){e=(f[c>>2]|0)+(4-1)&~(4-1);a=f[e>>2]|0;f[c>>2]=e+4;if(b>>>0>1)b=b+-1|0;else break}u=d;return a|0}function UBb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;a:do if(a|0)switch(c|0){case -2:{b[a>>0]=e;break a}case -1:{d[a>>1]=e;break a}case 0:{f[a>>2]=e;break a}case 1:{f[a>>2]=e;break a}case 3:{c=a;f[c>>2]=e;f[c+4>>2]=g;break a}default:break a}while(0);return}function VBb(a){a=a|0;if(!a)a=1;else a=(f[a>>2]|0)==0&1;return a|0}function WBb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;switch(c|0){case 0:{l=-149;m=24;j=4;break}case 1:{l=-1074;m=53;j=4;break}case 2:{l=-1074;m=53;j=4;break}default:e=0.0}a:do if((j|0)==4){o=a+4|0;n=a+100|0;do{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0}while((AAb(c)|0)!=0);b:do switch(c|0){case 43:case 45:{i=1-(((c|0)==45&1)<<1)|0;c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;g=h[c>>0]|0;break b}else{g=zAb(a)|0;break b}}default:{g=c;i=1}}while(0);c=0;do{if((g|32|0)!=(b[252173+c>>0]|0))break;do if(c>>>0<7){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<8);c:do switch(c|0){case 8:break;case 3:{j=23;break}default:{k=(d|0)!=0;if(k&c>>>0>3)if((c|0)==8)break c;else{j=23;break c}d:do if(!c){c=0;do{if((g|32|0)!=(b[252182+c>>0]|0))break d;do if(c>>>0<2){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0;break}else{g=zAb(a)|0;break}}while(0);c=c+1|0}while(c>>>0<3)}while(0);switch(c|0){case 3:{c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|0)==40)c=1;else{if(!(f[n>>2]|0)){e=B;break a}f[o>>2]=(f[o>>2]|0)+-1;e=B;break a}while(1){g=f[o>>2]|0;if(g>>>0<(f[n>>2]|0)>>>0){f[o>>2]=g+1;g=h[g>>0]|0}else g=zAb(a)|0;if(!((g+-48|0)>>>0<10|(g+-65|0)>>>0<26))if(!((g|0)==95|(g+-97|0)>>>0<26))break;c=c+1|0}if((g|0)==41){e=B;break a}g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!k){o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}if(!c){e=B;break a}while(1){c=c+-1|0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if(!c){e=B;break a}}}case 0:{if((g|0)==48){c=f[o>>2]|0;if(c>>>0<(f[n>>2]|0)>>>0){f[o>>2]=c+1;c=h[c>>0]|0}else c=zAb(a)|0;if((c|32|0)==120){e=+XBb(a,m,l,i,d);break a}if(!(f[n>>2]|0))c=48;else{f[o>>2]=(f[o>>2]|0)+-1;c=48}}else c=g;e=+YBb(a,c,m,l,i,d);break a}default:{if(f[n>>2]|0)f[o>>2]=(f[o>>2]|0)+-1;o=hAb()|0;f[o>>2]=22;xAb(a,0);e=0.0;break a}}}}while(0);if((j|0)==23){g=(f[n>>2]|0)==0;if(!g)f[o>>2]=(f[o>>2]|0)+-1;if((d|0)!=0&c>>>0>3)do{if(!g)f[o>>2]=(f[o>>2]|0)+-1;c=c+-1|0}while(c>>>0>3)}e=+(i|0)*C}while(0);return +e}function XBb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0.0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=a+4|0;i=f[y>>2]|0;x=a+100|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=0}else{j=zAb(a)|0;l=0}a:while(1){switch(j|0){case 46:{w=8;break a}case 48:break;default:{s=0;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0;break a}}i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0;l=1;continue}else{j=zAb(a)|0;l=1;continue}}if((w|0)==8){i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;j=h[i>>0]|0}else j=zAb(a)|0;if((j|0)==48){l=0;j=0;do{i=f[y>>2]|0;if(i>>>0<(f[x>>2]|0)>>>0){f[y>>2]=i+1;m=h[i>>0]|0}else m=zAb(a)|0;l=QPb(l|0,j|0,-1,-1)|0;j=I}while((m|0)==48);s=1;n=0;o=1.0;g=0.0;i=0;t=1;v=0;u=0}else{s=1;n=0;o=1.0;g=0.0;i=0;m=j;t=l;v=0;u=0;l=0;j=0}}while(1){q=m+-48|0;p=m|32;if(q>>>0<10)w=20;else{r=(m|0)==46;if(!(r|(p+-97|0)>>>0<6))break;if(r)if(!s){s=1;k=o;r=t;l=u;j=v;q=u;p=v}else{m=46;break}else w=20}if((w|0)==20){w=0;m=(m|0)>57?p+-87|0:q;do if((v|0)<0|(v|0)==0&u>>>0<8){k=o;i=m+(i<<4)|0}else if((v|0)<0|(v|0)==0&u>>>0<14){o=o*.0625;k=o;g=g+o*+(m|0);break}else{t=(n|0)!=0|(m|0)==0;n=t?n:1;k=o;g=t?g:g+o*.5;break}while(0);q=QPb(u|0,v|0,1,0)|0;r=1;p=I}m=f[y>>2]|0;if(m>>>0<(f[x>>2]|0)>>>0){f[y>>2]=m+1;o=k;m=h[m>>0]|0;t=r;v=p;u=q;continue}else{o=k;m=zAb(a)|0;t=r;v=p;u=q;continue}}do if(!t){i=(f[x>>2]|0)==0;if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!e)xAb(a,0);else{if(!i)f[y>>2]=(f[y>>2]|0)+-1;if(!((s|0)==0|i))f[y>>2]=(f[y>>2]|0)+-1}g=+(d|0)*0.0}else{p=(s|0)==0;q=p?u:l;p=p?v:j;if((v|0)<0|(v|0)==0&u>>>0<8){l=u;j=v;while(1){i=i<<4;w=l;l=QPb(l|0,j|0,1,0)|0;if(!((j|0)<0|(j|0)==0&w>>>0<7)){n=i;break}else j=I}}else n=i;if((m|32|0)==112){j=ZBb(a,e)|0;i=I;if((j|0)==0&(i|0)==-2147483648){if(!e){xAb(a,0);g=0.0;break}if(!(f[x>>2]|0)){j=0;i=0}else{f[y>>2]=(f[y>>2]|0)+-1;j=0;i=0}}}else 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b=b+-48+((f[k>>2]|0)*10|0)|0;f[k>>2]=b;w=w+1|0;y=(w|0)==9;w=y?0:w;j=j+(y&1)|0;s=v?o:s;y=1}while(0);b=f[B>>2]|0;if(b>>>0<(f[C>>2]|0)>>>0){f[B>>2]=b+1;b=h[b>>0]|0}else b=zAb(a)|0;z=b+-48|0;k=(b|0)==46;if(!(k|z>>>0<10)){v=x;k=y;A=29;break b}}b=w;k=(y|0)!=0;A=37}else{w=0;j=0;s=0;k=o;o=0;m=0;A=29}while(0);do if((A|0)==29){z=(v|0)==0;p=z?o:p;n=z?m:n;k=(k|0)!=0;if(!(k&(b|32|0)==101))if((b|0)>-1){b=w;A=37;break}else{b=w;A=39;break}k=ZBb(a,g)|0;b=I;if((k|0)==0&(b|0)==-2147483648){if(!g){xAb(a,0);i=0.0;break}if(!(f[C>>2]|0)){k=0;b=0}else{f[B>>2]=(f[B>>2]|0)+-1;k=0;b=0}}y=QPb(k|0,b|0,p|0,n|0)|0;b=w;n=I;A=41}while(0);if((A|0)==37)if(!(f[C>>2]|0))A=39;else{f[B>>2]=(f[B>>2]|0)+-1;if(k){y=p;A=41}else A=40}if((A|0)==39)if(k){y=p;A=41}else A=40;do if((A|0)==40){F=hAb()|0;f[F>>2]=22;xAb(a,0);i=0.0}else 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+((c|0)==(g|0)&(e|0)==(i|0)?a*0.0:a);if(!d){c=_Pb(h|0,j|0,12)|0;e=I;if((e|0)>-1|(e|0)==-1&c>>>0>4294967295){d=0;do{d=d+-1|0;c=_Pb(c|0,e|0,1)|0;e=I}while((e|0)>-1|(e|0)==-1&c>>>0>4294967295)}else d=0;h=_Pb(h|0,j|0,1-d|0)|0;g=I}else g=j&1048575|1048576;if(!k){e=_Pb(l|0,m|0,12)|0;i=I;if((i|0)>-1|(i|0)==-1&e>>>0>4294967295){c=0;do{c=c+-1|0;e=_Pb(e|0,i|0,1)|0;i=I}while((i|0)>-1|(i|0)==-1&e>>>0>4294967295)}else c=0;l=_Pb(l|0,m|0,1-c|0)|0;k=c;j=I}else j=m&1048575|1048576;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;b:do if((d|0)>(k|0)){while(1){if(i){if((e|0)==0&(c|0)==0)break}else{e=h;c=g}h=_Pb(e|0,c|0,1)|0;g=I;d=d+-1|0;e=RPb(h|0,g|0,l|0,j|0)|0;c=I;i=(c|0)>-1|(c|0)==-1&e>>>0>4294967295;if((d|0)<=(k|0))break b}b=a*0.0;break a}while(0);if(i){if((e|0)==0&(c|0)==0){b=a*0.0;break}}else{c=g;e=h}if(c>>>0<1048576|(c|0)==1048576&e>>>0<0)do{e=_Pb(e|0,c|0,1)|0;c=I;d=d+-1|0}while(c>>>0<1048576|(c|0)==1048576&e>>>0<0);if((d|0)>0){m=QPb(e|0,c|0,0,-1048576)|0;c=I;d=_Pb(d|0,0,52)|0;c=c|I;d=m|d}else{d=ZPb(e|0,c|0,1-d|0)|0;c=I}f[s>>2]=d;f[s+4>>2]=c|n;b=+p[s>>3]}}while(0);if((o|0)==3){b=a*b;b=b/b}return +b}function dCb(a){a=+a;var b=0;p[s>>3]=a;b=f[s>>2]|0;I=f[s+4>>2]|0;return b|0}function eCb(a,b){a=+a;b=+b;var c=0,d=0;p[s>>3]=a;d=f[s>>2]|0;c=f[s+4>>2]|0;p[s>>3]=b;c=f[s+4>>2]&-2147483648|c&2147483647;f[s>>2]=d;f[s+4>>2]=c;return +(+p[s>>3])}function fCb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;f[e>>2]=c;c=ZAb(a,b,e)|0;u=d;return c|0}function gCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+488>>2]|0;e=f[a+1680>>2]|0;a:{f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243321;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+93>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243340;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+94>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243360;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+95>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243387;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+96>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243418;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+97>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=37;g=c;h=243449;i=g+37|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+37>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+98>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243487;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+99>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=243505;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+100>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=35;g=c;h=243536;i=g+35|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+35>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+101>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243572;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+102>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243602;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+103>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243627;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+104>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=243644;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+105>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243666;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+106>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243690;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+107>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=39;g=c;h=243717;i=g+39|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+39>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+108>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243757;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+109>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=43;g=c;h=243781;i=g+43|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+43>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+110>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243825;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+111>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=243850;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;c=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+112>>0]=c;if((b[(a+164|0)+11>>0]|0)>=0){e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}sOb(f[(a+164|0)>>2]|0);e=f[e>>2]|0;Rub(a+152|0,e);u=a;f[a+2184>>2]=5;break a}f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function hCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;e=f[a+1680>>2]|0;i=f[a+2040>>2]|0;b[d+72>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242838;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+73>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242859;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+74>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242878;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+75>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242909;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+76>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242937;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+77>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242960;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+78>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242990;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+79>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=243017;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+80>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=243040;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+81>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243070;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+82>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=243096;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+83>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243116;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+84>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243135;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+85>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=243161;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+86>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=243187;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+87>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=243205;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+88>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=24;g=c;h=243222;i=g+24|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+24>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+89>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=243247;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+90>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=243266;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+91>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=243294;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+92>>0]=e;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[a+488>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function iCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+1664>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+52>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242388;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+53>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242412;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+54>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242435;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+55>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242447;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+56>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242473;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+57>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242504;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+58>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242531;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+59>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=242559;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+60>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=242581;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+61>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242613;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+62>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242643;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+63>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242661;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+64>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=242688;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+65>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242708;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+66>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=12;g=c;h=242731;i=g+12|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+12>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+67>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);f[(a+164|0)>>2]=0;f[(a+164|0)+4>>2]=0;f[(a+164|0)+8>>2]=0;b[((a+164|0)+11|0)>>0]=9;g=a+164|0;h=242744;i=g+9|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[(a+164|0)+9>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+68>>0]=i;if((b[((a+164|0)+11|0)>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=29;g=c;h=242754;i=g+29|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+29>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+69>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242784;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+70>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=16;g=c;h=242802;i=g+16|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+16>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+71>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242819;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;e=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;f[a+2040>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function jCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;i=f[a+1280>>2]|0;e=f[a+1680>>2]|0;b[i+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+31>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241861;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+32>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241893;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+33>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241927;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+34>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241961;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+35>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=33;g=c;h=241984;i=g+33|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+33>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+36>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=11;g=c;h=242018;i=g+11|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+11>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+37>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=20;g=c;h=242030;i=g+20|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+20>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+38>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242051;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+39>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(16)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483632;f[(a+164|0)+4>>2]=14;g=c;h=242066;i=g+14|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+14>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+40>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=242081;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+41>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242107;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+42>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=242138;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+43>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242156;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+44>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=242175;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+45>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=242203;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+46>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=242230;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+47>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=18;g=c;h=242253;i=g+18|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+18>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+48>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=242272;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+49>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=242296;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+50>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=34;g=c;h=242327;i=g+34|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+34>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+51>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);e=pOb(32)|0;f[(a+164|0)>>2]=e;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=e;h=242362;i=g+25|0;f[a+1664>>2]=e;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function kCb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;d=f[a+192>>2]|0;c=f[a+912>>2]|0;e=f[a+1680>>2]|0;g=f[a+2144>>2]|0;h=f[a+2160>>2]|0;i=f[a+2168>>2]|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+10>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=26;g=c;h=241329;i=g+26|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+26>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+11>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241356;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+32>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+12>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=28;g=c;h=241389;i=g+28|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+28>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+13>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241418;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+14>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241441;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+15>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241464;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+16>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=21;g=c;h=241486;i=g+21|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+21>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+17>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=27;g=c;h=241508;i=g+27|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+27>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+18>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241536;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+19>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241562;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+20>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241580;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+21>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241600;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+22>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=23;g=c;h=241631;i=g+23|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+23>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+23>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=17;g=c;h=241655;i=g+17|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+17>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+24>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=31;g=c;h=241673;i=g+31|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+31>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+25>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=30;g=c;h=241705;i=g+30|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+30>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+26>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=19;g=c;h=241736;i=g+19|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+19>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+27>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241756;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+28>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=22;g=c;h=241779;i=g+22|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+22>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+29>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(32)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483616;f[(a+164|0)+4>>2]=25;g=c;h=241802;i=g+25|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));b[c+25>>0]=0;i=(Qub(a+152|0,a+164|0)|0)!=(e|0)&1;b[d+30>>0]=i;if((b[(a+164|0)+11>>0]|0)<0)sOb(f[(a+164|0)>>2]|0);c=pOb(48)|0;f[(a+164|0)>>2]=c;f[(a+164|0)+8>>2]=-2147483600;f[(a+164|0)+4>>2]=32;g=c;h=241828;i=g+32|0;do{b[g>>0]=b[h>>0]|0;g=g+1|0;h=h+1|0}while((g|0)<(i|0));f[a+1280>>2]=c;f[a+2144>>2]=g;f[a+2160>>2]=h;f[a+2168>>2]=i}function lCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a+72>>2]|0;k=f[a+144>>2]|0;i=f[a+544>>2]|0;j=f[a+552>>2]|0;n=f[a+1472>>2]|0;p=f[a+2152>>2]|0;q=f[a+2216>>2]|0;a:{if(q){q=0;if(!n){g=f[64811]|0;if((g|0)==0|j>>>0<g>>>0)f[64811]=j;f[64919]=j;f[64920]=i;f[64922]=0;f[64816]=f[64925];f[64815]=-1;f[64820]=259268;f[64819]=259268;f[64822]=259276;f[64821]=259276;f[64824]=259284;f[64823]=259284;f[64826]=259292;f[64825]=259292;f[64828]=259300;f[64827]=259300;f[64830]=259308;f[64829]=259308;f[64832]=259316;f[64831]=259316;f[64834]=259324;f[64833]=259324;f[64836]=259332;f[64835]=259332;f[64838]=259340;f[64837]=259340;f[64840]=259348;f[64839]=259348;f[64842]=259356;f[64841]=259356;f[64844]=259364;f[64843]=259364;f[64846]=259372;f[64845]=259372;f[64848]=259380;f[64847]=259380;f[64850]=259388;f[64849]=259388;f[64852]=259396;f[64851]=259396;f[64854]=259404;f[64853]=259404;f[64856]=259412;f[64855]=259412;f[64858]=259420;f[64857]=259420;f[64860]=259428;f[64859]=259428;f[64862]=259436;f[64861]=259436;f[64864]=259444;f[64863]=259444;f[64866]=259452;f[64865]=259452;f[64868]=259460;f[64867]=259460;f[64870]=259468;f[64869]=259468;f[64872]=259476;f[64871]=259476;f[64874]=259484;f[64873]=259484;f[64876]=259492;f[64875]=259492;f[64878]=259500;f[64877]=259500;f[64880]=259508;f[64879]=259508;f[64882]=259516;f[64881]=259516;g=i+-40|0;d=j+8|0;d=(d&7|0)==0?0:0-d&7;e=j+d|0;f[64813]=e;f[64810]=g-d|0;f[e+4>>2]=g-d|0|1;f[j+g+4>>2]=40;f[64814]=f[64929]}else q=1}if(q){q=0;if(1){b=259676;while(1){c=f[b>>2]|0;d=b+4|0;e=f[d>>2]|0;if((j|0)==(c+e|0)){p=143;break}g=f[b+8>>2]|0;if(!g)break;else b=g}if((p|0)==143)if(!(f[b+12>>2]&8))if(j>>>0>n>>>0&c>>>0<=n>>>0){f[d>>2]=e+i;o=(f[64810]|0)+i|0;l=((n+8|0)&7|0)==0?0:0-(n+8|0)&7;f[64813]=n+l|0;f[64810]=o-l|0;f[(n+l|0)+4>>2]=o-l|0|1;f[n+o+4>>2]=40;f[64814]=f[64929];f[a+2240>>2]=1;break a}if(j>>>0<(f[64811]|0)>>>0)f[64811]=j;d=j+i|0;c=259676;while(1){if((f[c>>2]|0)==(d|0)){p=151;break}b=f[c+8>>2]|0;if(!b){h=259676;break}else c=b}if((p|0)==151){b=1;if(b)if(!(f[c+12>>2]&8)){f[c>>2]=j;m=c+4|0;f[m>>2]=(f[m>>2]|0)+i;m=j+8|0;m=j+((m&7|0)==0?0:0-m&7)|0;b=d+(((d+8|0)&7|0)==0?0:0-(d+8|0)&7)|0;l=m+k|0;j=b-m-k|0;f[m+4>>2]=k|3;do{c=1;if(c){c=0;if((n|0)==(b|0)){n=(f[64810]|0)+j|0;f[64810]=n;f[64813]=l;f[l+4>>2]=n|1}else c=1}if(c)if(1){if((f[64812]|0)==(b|0)){o=(f[64809]|0)+j|0;f[64809]=o;f[64812]=l;f[l+4>>2]=o|1;f[l+o>>2]=o;break}i=f[b+4>>2]|0;if((i&3|0)==1){b:do if(i>>>0<256){c=f[b+8>>2]|0;d=f[b+12>>2]|0;if((d|0)==(c|0)){f[64807]=f[64807]&~(1<<(i>>>3));break}else{f[c+12>>2]=d;f[d+8>>2]=c;break}}else{h=f[b+24>>2]|0;c=f[b+12>>2]|0;do if((c|0)==(b|0)){c=f[((b+16|0)+4|0)>>2]|0;if(!c){c=f[(b+16|0)>>2]|0;if(!c){c=0;break}else g=b+16|0}else g=(b+16|0)+4|0;while(1){d=c+20|0;e=f[d>>2]|0;if(e|0){c=e;g=d;continue}d=c+16|0;e=f[d>>2]|0;if(!e)break;else{c=e;g=d}}f[g>>2]=0}else{n=f[b+8>>2]|0;f[n+12>>2]=c;f[c+8>>2]=n}while(0);if(!h)break;d=f[b+28>>2]|0;do if((f[(259532+(d<<2)|0)>>2]|0)==(b|0)){f[(259532+(d<<2)|0)>>2]=c;if(c|0)break;f[64808]=f[64808]&~(1<<d);break b}else{f[h+16+(((f[h+16>>2]|0)!=(b|0)&1)<<2)>>2]=c;if(!c)break b}while(0);f[c+24>>2]=h;d=f[(b+16|0)>>2]|0;if(d|0){f[c+16>>2]=d;f[d+24>>2]=c}d=f[(b+16|0)+4>>2]|0;if(!d)break;f[c+20>>2]=d;f[d+24>>2]=c}while(0);b=b+(i&-8)|0;g=(i&-8)+j|0}else g=j;d=b+4|0;f[d>>2]=f[d>>2]&-2;f[l+4>>2]=g|1;f[l+g>>2]=g;d=g>>>3;if(g>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=l;f[b+12>>2]=l;f[l+8>>2]=b;f[l+12>>2]=259268+(d<<1<<2)|0;break}b=g>>>8;do if(!b)b=0;else{if(g>>>0>16777215){b=31;break}n=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(n+245760|0)>>>16&2)+(n<<((n+245760|0)>>>16&2)>>>15)|0;b=g>>>(b+7|0)&1|b<<1}while(0);e=259532+(b<<2)|0;f[l+28>>2]=b;f[(l+16|0)+4>>2]=0;f[(l+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=l;f[l+24>>2]=e;f[l+12>>2]=l;f[l+8>>2]=l;break}c=g<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g|0)){p=192;break}o=d+16+(c>>>31<<2)|0;b=f[o>>2]|0;if(!b){p=191;break}else{c=c<<1;d=b}}if((p|0)==191){f[o>>2]=l;f[l+24>>2]=d;f[l+12>>2]=l;f[l+8>>2]=l;break}else if((p|0)==192){n=d+8|0;o=f[n>>2]|0;f[o+12>>2]=l;f[n>>2]=l;f[l+8>>2]=o;f[l+12>>2]=d;f[l+24>>2]=0;break}}}while(0);m=m+8|0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=m|0;break a}else b=1;if(b)if(1)h=259676}while(1){b=f[h>>2]|0;if(b>>>0<=n>>>0){c=b+(f[h+4>>2]|0)|0;if(c>>>0>n>>>0)break}h=f[h+8>>2]|0}g=(c+-47|0)+((((c+-47|0)+8|0)&7|0)==0?0:0-((c+-47|0)+8|0)&7)|0;g=g>>>0<(n+16|0)>>>0?n:g;b=i+-40|0;k=j+8|0;k=(k&7|0)==0?0:0-k&7;o=j+k|0;f[64813]=o;f[64810]=b-k|0;f[o+4>>2]=b-k|0|1;f[j+b+4>>2]=40;f[64814]=f[64929];f[(g+4|0)>>2]=27;f[(g+8|0)>>2]=f[64919];f[(g+8|0)+4>>2]=f[64920];f[(g+8|0)+8>>2]=f[64921];f[(g+8|0)+12>>2]=f[64922];f[64919]=j;f[64920]=i;f[64922]=0;f[64921]=g+8|0;b=g+24|0;do{o=b;b=b+4|0;f[b>>2]=7}while((o+8|0)>>>0<c>>>0);if((g|0)!=(n|0)){f[(g+4|0)>>2]=f[(g+4|0)>>2]&-2;f[n+4>>2]=g-n|0|1;f[g>>2]=g-n|0;if((g-n|0)>>>0<256){d=259268+((g-n|0)>>>3<<1<<2)|0;b=f[64807]|0;if(!(b&1<<((g-n|0)>>>3))){f[64807]=b|1<<((g-n|0)>>>3);b=d;c=d+8|0}else{b=f[(d+8|0)>>2]|0;c=d+8|0}f[c>>2]=n;f[b+12>>2]=n;f[n+8>>2]=b;f[n+12>>2]=d;f[a+2240>>2]=1;break a}if(!((g-n|0)>>>8))b=0;else if((g-n|0)>>>0>16777215)b=31;else{b=(g-n|0)>>>8<<((((g-n|0)>>>8)+1048320|0)>>>16&8);b=14-((b+520192|0)>>>16&4|(((g-n|0)>>>8)+1048320|0)>>>16&8|((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)+(b<<((b+520192|0)>>>16&4)<<(((b<<((b+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;b=(g-n|0)>>>(b+7|0)&1|b<<1}e=259532+(b<<2)|0;f[n+28>>2]=b;f[n+20>>2]=0;f[(n+16|0)>>2]=0;c=f[64808]|0;d=1<<b;if(!(c&d)){f[64808]=c|d;f[e>>2]=n;f[n+24>>2]=e;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}c=(g-n|0)<<((b|0)==31?0:25-(b>>>1)|0);d=f[e>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(g-n|0|0)){p=213;break}l=d+16+(c>>>31<<2)|0;b=f[l>>2]|0;if(!b){p=212;break}else{c=c<<1;d=b}}if((p|0)==212){f[l>>2]=n;f[n+24>>2]=d;f[n+12>>2]=n;f[n+8>>2]=n;f[a+2240>>2]=1;break a}else if((p|0)==213){l=d+8|0;o=f[l>>2]|0;f[o+12>>2]=n;f[l>>2]=n;f[n+8>>2]=o;f[n+12>>2]=d;f[n+24>>2]=0;f[a+2240>>2]=1;break a}}}else q=1}}f[a+72>>2]=m;f[a+2152>>2]=p;f[a+2216>>2]=q}function mCb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;j=f[a+32>>2]|0;r=f[a+72>>2]|0;z=f[a+144>>2]|0;y=f[a+2152>>2]|0;A=f[a+2160>>2]|0;a:{if(A){A=0;if(j>>>0<245){t=j>>>0<11?16:j+11&-8;q=f[64807]|0;if(q>>>(t>>>3)&3|0){b=259268+(((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<1<<2)|0;c=f[(b+8|0)>>2]|0;d=f[(c+8|0)>>2]|0;if((d|0)==(b|0))f[64807]=q&~(1<<((q>>>(t>>>3)&1^1)+(t>>>3)|0));else{f[d+12>>2]=b;f[(b+8|0)>>2]=d}r=((q>>>(t>>>3)&1^1)+(t>>>3)|0)<<3;f[c+4>>2]=r|3;f[(c+r+4|0)>>2]=f[(c+r+4|0)>>2]|1;r=c+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}s=f[64809]|0;i=1;if(i){i=0;if(t>>>0>s>>>0){if(q>>>(t>>>3)|0){b=q>>>(t>>>3)<<(t>>>3)&(2<<(t>>>3)|0-(2<<(t>>>3)));g=((b&0-b)+-1|0)>>>(((b&0-b)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=(g>>>5&8|((b&0-b)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))|0;g=f[((259268+(e<<1<<2)|0)+8|0)>>2]|0;b=f[(g+8|0)>>2]|0;if((b|0)==(259268+(e<<1<<2)|0|0)){f[64807]=q&~(1<<e);b=q&~(1<<e)}else{f[b+12>>2]=259268+(e<<1<<2)|0;f[((259268+(e<<1<<2)|0)+8|0)>>2]=b;b=q}f[g+4>>2]=t|3;f[(g+t|0)+4>>2]=(e<<3)-t|0|1;f[g+(e<<3)>>2]=(e<<3)-t|0;if(s|0){d=f[64812]|0;if(!(b&1<<(s>>>3))){f[64807]=b|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=(e<<3)-t|0;f[64812]=g+t|0;r=g+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}m=f[64808]|0;e=1;if(e){e=0;if(!m)z=t;else e=1}if(e)if(1){g=((m&0-m)+-1|0)>>>(((m&0-m)+-1|0)>>>12&16);e=g>>>(g>>>5&8)>>>(g>>>(g>>>5&8)>>>2&4);e=f[259532+((g>>>5&8|((m&0-m)+-1|0)>>>12&16|g>>>(g>>>5&8)>>>2&4|e>>>1&2|e>>>(e>>>1&2)>>>1&1)+(e>>>(e>>>1&2)>>>(e>>>(e>>>1&2)>>>1&1))<<2)>>2]|0;g=(f[e+4>>2]&-8)-t|0;h=f[e+16+(((f[e+16>>2]|0)==0&1)<<2)>>2]|0;if(!h)l=e;else{do{k=(f[h+4>>2]&-8)-t|0;l=k>>>0<g>>>0;g=l?k:g;e=l?h:e;h=f[h+16+(((f[h+16>>2]|0)==0&1)<<2)>>2]|0}while((h|0)!=0);l=e}k=l+t|0;if(k>>>0>l>>>0){h=f[l+24>>2]|0;b=f[l+12>>2]|0;do if((b|0)==(l|0)){c=l+20|0;b=f[c>>2]|0;if(!b){c=l+16|0;b=f[c>>2]|0;if(!b){c=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0;c=b}else{c=f[l+8>>2]|0;f[c+12>>2]=b;f[b+8>>2]=c;c=b}while(0);do if(h|0){b=f[l+28>>2]|0;if((l|0)==(f[(259532+(b<<2)|0)>>2]|0)){f[(259532+(b<<2)|0)>>2]=c;if(!c){f[64808]=m&~(1<<b);break}}else{f[h+16+(((f[h+16>>2]|0)!=(l|0)&1)<<2)>>2]=c;if(!c)break}f[c+24>>2]=h;b=f[l+16>>2]|0;if(b|0){f[c+16>>2]=b;f[b+24>>2]=c}b=f[l+20>>2]|0;if(b|0){f[c+20>>2]=b;f[b+24>>2]=c}}while(0);if(g>>>0<16){x=g+t|0;f[l+4>>2]=x|3;x=l+x+4|0;f[x>>2]=f[x>>2]|1}else{f[l+4>>2]=t|3;f[k+4>>2]=g|1;f[k+g>>2]=g;if(s|0){d=f[64812]|0;if(!(q&1<<(s>>>3))){f[64807]=q|1<<(s>>>3);b=259268+(s>>>3<<1<<2)|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}else{b=f[((259268+(s>>>3<<1<<2)|0)+8|0)>>2]|0;c=(259268+(s>>>3<<1<<2)|0)+8|0}f[c>>2]=d;f[b+12>>2]=d;f[d+8>>2]=b;f[d+12>>2]=259268+(s>>>3<<1<<2)|0}f[64809]=g;f[64812]=k}r=l+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else z=t}}else i=1}if(i)if(1)z=t}else A=1}if(A){A=0;if(1){e=1;if(e){e=0;if(j>>>0>4294967231)z=-1;else e=1}if(e)if(1){s=(j+11|0)&-8;q=f[64808]|0;e=1;if(e){e=0;if(!q)z=s;else e=1}if(e)if(1){if(!((j+11|0)>>>8))m=0;else if(s>>>0>16777215)m=31;else{m=(j+11|0)>>>8<<((((j+11|0)>>>8)+1048320|0)>>>16&8);m=14-((m+520192|0)>>>16&4|(((j+11|0)>>>8)+1048320|0)>>>16&8|((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)+(m<<((m+520192|0)>>>16&4)<<(((m<<((m+520192|0)>>>16&4))+245760|0)>>>16&2)>>>15)|0;m=s>>>(m+7|0)&1|m<<1}e=f[259532+(m<<2)>>2]|0;b:do if(!e){d=0;n=0;o=0-s|0;y=57}else{j=0;k=0-s|0;l=s<<((m|0)==31?0:25-(m>>>1)|0);h=0;while(1){g=(f[e+4>>2]&-8)-s|0;if(g>>>0<k>>>0)if(!g){c=0;p=e;b=e;y=61;break b}else j=e;else g=k;i=f[e+20>>2]|0;e=f[e+16+(l>>>31<<2)>>2]|0;h=(i|0)==0|(i|0)==(e|0)?h:i;i=(e|0)==0;if(i){d=h;n=j;o=g;y=57;break}else{k=g;l=l<<((i^1)&1)}}}while(0);if((y|0)==57){if((d|0)==0&(n|0)==0){d=2<<m;if(!(q&(d|0-d))){z=s;f[a+2248>>2]=1;break a}n=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>12&16;t=((q&(d|0-d)&0-(q&(d|0-d)))+-1|0)>>>n;d=t>>>(t>>>5&8)>>>(t>>>(t>>>5&8)>>>2&4);e=0;d=f[259532+((t>>>5&8|n|t>>>(t>>>5&8)>>>2&4|d>>>1&2|d>>>(d>>>1&2)>>>1&1)+(d>>>(d>>>1&2)>>>(d>>>(d>>>1&2)>>>1&1))<<2)>>2]|0}else e=n;if(!d){x=e;v=o}else{c=o;p=d;b=e;y=61}}if((y|0)==61){do{y=0;v=(f[p+4>>2]&-8)-s|0;x=v>>>0<c>>>0;c=x?v:c;b=x?p:b;p=f[p+16+(((f[p+16>>2]|0)==0&1)<<2)>>2]|0}while((p|0)!=0);x=b;v=c}b=1;if(b){b=0;if(!x)z=s;else b=1}if(b)if(1){b=1;if(b)if(v>>>0<((f[64809]|0)-s|0)>>>0){h=x+s|0;if(h>>>0<=x>>>0){r=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}g=f[x+24>>2]|0;b=f[x+12>>2]|0;do if((b|0)==(x|0)){c=x+20|0;b=f[c>>2]|0;if(!b){c=x+16|0;b=f[c>>2]|0;if(!b){b=0;break}}while(1){d=b+20|0;e=f[d>>2]|0;if(e|0){b=e;c=d;continue}d=b+16|0;e=f[d>>2]|0;if(!e)break;else{b=e;c=d}}f[c>>2]=0}else{t=f[x+8>>2]|0;f[t+12>>2]=b;f[b+8>>2]=t}while(0);do if(!g)e=q;else{c=f[x+28>>2]|0;if((x|0)==(f[(259532+(c<<2)|0)>>2]|0)){f[(259532+(c<<2)|0)>>2]=b;if(!b){f[64808]=q&~(1<<c);e=q&~(1<<c);break}}else{f[g+16+(((f[g+16>>2]|0)!=(x|0)&1)<<2)>>2]=b;if(!b){e=q;break}}f[b+24>>2]=g;c=f[x+16>>2]|0;if(c|0){f[b+16>>2]=c;f[c+24>>2]=b}c=f[x+20>>2]|0;if(!c)e=q;else{f[b+20>>2]=c;f[c+24>>2]=b;e=q}}while(0);do if(v>>>0<16){w=v+s|0;f[x+4>>2]=w|3;w=x+w+4|0;f[w>>2]=f[w>>2]|1}else{f[x+4>>2]=s|3;f[h+4>>2]=v|1;f[h+v>>2]=v;d=v>>>3;if(v>>>0<256){b=f[64807]|0;if(!(b&1<<d)){f[64807]=b|1<<d;b=259268+(d<<1<<2)|0;c=(259268+(d<<1<<2)|0)+8|0}else{b=f[((259268+(d<<1<<2)|0)+8|0)>>2]|0;c=(259268+(d<<1<<2)|0)+8|0}f[c>>2]=h;f[b+12>>2]=h;f[h+8>>2]=b;f[h+12>>2]=259268+(d<<1<<2)|0;break}b=v>>>8;if(!b)b=0;else if(v>>>0>16777215)b=31;else{t=b<<((b+1048320|0)>>>16&8)<<(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4);b=14-(((b<<((b+1048320|0)>>>16&8))+520192|0)>>>16&4|(b+1048320|0)>>>16&8|(t+245760|0)>>>16&2)+(t<<((t+245760|0)>>>16&2)>>>15)|0;b=v>>>(b+7|0)&1|b<<1}d=259532+(b<<2)|0;f[h+28>>2]=b;f[(h+16|0)+4>>2]=0;f[(h+16|0)>>2]=0;c=1<<b;if(!(e&c)){f[64808]=e|c;f[d>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}c=v<<((b|0)==31?0:25-(b>>>1)|0);d=f[d>>2]|0;while(1){if((f[d+4>>2]&-8|0)==(v|0)){y=97;break}w=d+16+(c>>>31<<2)|0;b=f[w>>2]|0;if(!b){y=96;break}else{c=c<<1;d=b}}if((y|0)==96){f[w>>2]=h;f[h+24>>2]=d;f[h+12>>2]=h;f[h+8>>2]=h;break}else if((y|0)==97){v=d+8|0;w=f[v>>2]|0;f[w+12>>2]=h;f[v>>2]=h;f[h+8>>2]=w;f[h+12>>2]=d;f[h+24>>2]=0;break}}while(0);r=x+8|0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=r|0;break a}else b=1;if(b)if(1)z=s}}}}else A=1}}f[a+72>>2]=r;f[a+144>>2]=z;f[a+2152>>2]=y;f[a+2160>>2]=A}
+function nCb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;a:do if(!a){d=f[c>>2]|0;e=f[d>>2]|0;if(!e)d=0;else{a=d;d=0;do{if(e>>>0>127){e=oBb(i,e,0)|0;if((e|0)==-1){d=-1;break a}}else e=1;d=e+d|0;a=a+4|0;e=f[a>>2]|0}while((e|0)!=0)}}else{b:do if(d>>>0>3){e=d;g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h)break;h=oBb(a,h,0)|0;if((h|0)==-1){d=-1;break a}a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(e>>>0<=3)break b}b[a>>0]=0;f[c>>2]=0;d=d-e|0;break a}else e=d;while(0);if(e){g=f[c>>2]|0;while(1){h=f[g>>2]|0;if((h+-1|0)>>>0>126){if(!h){g=19;break}h=oBb(i,h,0)|0;if((h|0)==-1){d=-1;break a}if(e>>>0<h>>>0){g=22;break}oBb(a,f[g>>2]|0,0)|0;a=a+h|0;e=e-h|0}else{b[a>>0]=h;a=a+1|0;e=e+-1|0;g=f[c>>2]|0}g=g+4|0;f[c>>2]=g;if(!e)break a}if((g|0)==19){b[a>>0]=0;f[c>>2]=0;d=d-e|0;break}else if((g|0)==22){d=d-e|0;break}}}while(0);u=j;return d|0}function oCb(a,b,c){a=a|0;b=b|0;c=c|0;var 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c}f[g>>2]=h;f[e>>2]=i;l=(l|0)==(g|0)?e:l;g=j;d=d+1|0}}else{h=j;i=g}while(0);if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0<g>>>0){f[i>>2]=e;f[h>>2]=g;d=d+1|0}}if(!d){d=fDb(a,i,c)|0;e=i+4|0;if(fDb(e,b,c)|0){p=45;break}if(d){a=e;continue}}l=i;if((l-m|0)>=(n-l|0)){p=44;break}aDb(a,i,c);a=i+4|0}if((p|0)==44){p=0;aDb(i+4|0,b,c);b=i;continue}else if((p|0)==45){p=0;if(d)break;else{b=i;continue}}}if((p|0)==5){b=f[o>>2]|0;d=f[a>>2]|0;if(b>>>0<d>>>0){f[a>>2]=b;f[o>>2]=d}}else if((p|0)==7)bDb(a,a+4|0,o,c)|0;else if((p|0)==8)cDb(a,a+4|0,a+8|0,o,c)|0;else if((p|0)==9)dDb(a,a+4|0,a+8|0,a+12|0,o,c)|0;else if((p|0)==11)eDb(a,b,c);return}function bDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;d=f[b>>2]|0;h=f[a>>2]|0;e=f[c>>2]|0;g=e>>>0<d>>>0;do if(d>>>0<h>>>0){if(g){f[a>>2]=e;f[c>>2]=h;d=1;break}f[a>>2]=d;f[b>>2]=h;d=f[c>>2]|0;if(d>>>0<h>>>0){f[b>>2]=d;f[c>>2]=h;d=2}else d=1}else if(g){f[b>>2]=e;f[c>>2]=d;e=f[b>>2]|0;d=f[a>>2]|0;if(e>>>0<d>>>0){f[a>>2]=e;f[b>>2]=d;d=2}else d=1}else d=0;while(0);return d|0}function cDb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=bDb(a,b,c,e)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0){f[c>>2]=g;f[d>>2]=h;d=e+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0<h>>>0){f[b>>2]=g;f[c>>2]=h;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;e=e+3|0}else e=e+2|0}else e=d}return e|0}function dDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=cDb(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0<h>>>0){f[d>>2]=g;f[e>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){f[c>>2]=h;f[d>>2]=e;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0<e>>>0){f[b>>2]=h;f[c>>2]=e;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0<h>>>0){f[a>>2]=g;f[b>>2]=h;g=i+4|0}else g=i+3|0}}}else g=i;return g|0}function eDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+8|0;bDb(a,a+4|0,h,c)|0;g=a+12|0;c=h;while(1){if((g|0)==(b|0))break;h=f[g>>2]|0;e=f[c>>2]|0;if(h>>>0<e>>>0){d=g;while(1){f[d>>2]=e;if((c|0)==(a|0)){c=a;break}d=c+-4|0;e=f[d>>2]|0;if(h>>>0>=e>>>0)break;else{i=c;c=d;d=i}}f[c>>2]=h}c=g;g=g+4|0}return}function fDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;switch(b-a>>2|0){case 1:case 0:{c=1;break}case 2:{c=b+-4|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0<e>>>0){f[a>>2]=d;f[c>>2]=e;c=1}else c=1;break}case 3:{bDb(a,a+4|0,b+-4|0,c)|0;c=1;break}case 4:{cDb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;break}case 5:{dDb(a,a+4|0,a+8|0,a+12|0,b+-4|0,c)|0;c=1;break}default:{d=a+8|0;bDb(a,a+4|0,d,c)|0;i=a+12|0;c=0;while(1){if((i|0)==(b|0)){d=1;c=0;break}h=f[i>>2]|0;g=f[d>>2]|0;if(h>>>0<g>>>0){e=i;while(1){f[e>>2]=g;if((d|0)==(a|0)){d=a;break}e=d+-4|0;g=f[e>>2]|0;if(h>>>0>=g>>>0)break;else{j=d;d=e;e=j}}f[d>>2]=h;c=c+1|0;if((c|0)==8){d=0;c=(i+4|0)==(b|0);break}}d=i;i=i+4|0}c=c|d}}return c|0}function gDb(){var a=0,b=0,c=0;b=u;u=u+16|0;a=b;if(!(wd(1,a|0)|0)){c=f[a>>2]|0;a=f[a+4>>2]|0;c=WPb(c|0,((c|0)<0)<<31>>31|0,1e9,0)|0;a=QPb(c|0,I|0,a|0,((a|0)<0)<<31>>31|0)|0;u=b;return a|0}else{c=hAb()|0;cPb(f[c>>2]|0,252190)}return 0}function hDb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;b=k;i=k+8|0;c=k+4|0;f[i>>2]=a;do if(a>>>0<212){a=iDb(47156,47348,i,b)|0;a=f[a>>2]|0}else{h=(a>>>0)/210|0;e=h*210|0;f[c>>2]=a-e;a=0;g=(iDb(47348,47540,c,b)|0)-47348>>2;b=e;a:while(1){e=(f[47348+(g<<2)>>2]|0)+b|0;b=5;while(1){if(b>>>0>=47){d=211;j=8;break}c=f[47156+(b<<2)>>2]|0;d=(e>>>0)/(c>>>0)|0;if(d>>>0<c>>>0){j=106;break a}if((e|0)==(X(d,c)|0))break;else b=b+1|0}b:do if((j|0)==8){c:while(1){j=0;b=(e>>>0)/(d>>>0)|0;do if(b>>>0<d>>>0){b=d;c=1;a=e}else if((e|0)==(X(b,d)|0)){b=d;c=9}else{b=d+10|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+12|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+16|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+18|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+22|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+28|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e}else if((e|0)==(X(c,b)|0))c=9;else{b=d+30|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+36|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+40|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+42|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+46|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+52|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+58|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+60|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+66|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+70|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+72|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+78|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+82|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+88|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+96|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+100|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+102|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+106|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+108|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+112|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+120|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+126|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+130|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+136|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+138|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+142|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+148|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+150|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+156|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+162|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+166|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+168|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+172|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+178|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+180|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+186|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+190|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+192|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+196|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+198|0;c=(e>>>0)/(b>>>0)|0;if(c>>>0<b>>>0){c=1;a=e;break}if((e|0)==(X(c,b)|0)){c=9;break}b=d+208|0;c=(e>>>0)/(b>>>0)|0;l=c>>>0<b>>>0;c=(e|0)==(X(c,b)|0);b=l|c?b:d+210|0;c=l?1:c?9:0;a=l?e:a}}}}}}}while(0);switch(c&15){case 9:break b;case 0:{d=b;j=8;break}default:break c}}if(c){j=107;break a}}while(0);l=g+1|0;e=(l|0)==48;b=h+(e&1)|0;h=b;g=e?0:l;b=b*210|0}if((j|0)==106){f[i>>2]=e;a=e;break}else if((j|0)==107){f[i>>2]=e;break}}while(0);u=k;return a|0}function iDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=f[c>>2]|0;d=a;c=b-a>>2;while(1){if(!c)break;b=(c|0)/2|0;g=d+(b<<2)|0;a=(f[g>>2]|0)>>>0<e>>>0;d=a?g+4|0:d;c=a?c+-1-b|0:b}return d|0}function jDb(a){a=a|0;kDb(a);return}function kDb(a){a=a|0;f[a>>2]=47548;lDb(a,0);YFb(a+28|0);$zb(f[a+32>>2]|0);$zb(f[a+36>>2]|0);$zb(f[a+48>>2]|0);$zb(f[a+60>>2]|0);return}function lDb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+32|0;e=a+36|0;c=f[a+40>>2]|0;while(1){if(!c)break;g=c+-1|0;xh[f[(f[d>>2]|0)+(g<<2)>>2]&127](b,a,f[(f[e>>2]|0)+(g<<2)>>2]|0);c=g}return}function mDb(a){a=a|0;kDb(a);sOb(a);return}function nDb(a){a=a|0;kDb(a);return}function oDb(a){a=a|0;f[a>>2]=47564;YFb(a+4|0);return}function pDb(a){a=a|0;oDb(a);sOb(a);return}function qDb(a,b){a=a|0;b=b|0;return}function rDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function sDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function tDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function uDb(a){a=a|0;return 0}function vDb(a){a=a|0;return 0}function wDb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;CDb()|0;i=a+12|0;j=a+16|0;h=0;while(1){if((h|0)>=(d|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e|0;k=d-h|0;g=(k|0)<(g|0)?k:g;EDb(c,e,g)|0;f[i>>2]=(f[i>>2]|0)+g;c=c+g|0;h=g+h|0;continue}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((e|0)==-1)break;k=FDb(e)|0;b[c>>0]=k;c=c+1|0;h=h+1|0}return h|0}function xDb(a){a=a|0;return CDb()|0}function yDb(a){a=a|0;var c=0;c=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((c|0)==(CDb()|0))a=CDb()|0;else{c=a+12|0;a=f[c>>2]|0;f[c>>2]=a+1;a=DDb(b[a>>0]|0)|0}return a|0}function zDb(a,b){a=a|0;b=b|0;return CDb()|0}function ADb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=CDb()|0;j=a+24|0;k=a+28|0;e=0;while(1){if((e|0)>=(d|0))break;g=f[j>>2]|0;h=f[k>>2]|0;if(g>>>0<h>>>0){h=h-g|0;l=d-e|0;h=(l|0)<(h|0)?l:h;EDb(g,c,h)|0;f[j>>2]=(f[j>>2]|0)+h;c=c+h|0;e=h+e|0;continue}h=f[(f[a>>2]|0)+52>>2]|0;l=DDb(b[c>>0]|0)|0;if((Rg[h&255](a,l)|0)==(i|0))break;c=c+1|0;e=e+1|0}return e|0}function BDb(a,b){a=a|0;b=b|0;return CDb()|0}function CDb(){return -1}function DDb(a){a=a|0;return a&255|0}function EDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c|0)bQb(a|0,b|0,c|0)|0;return a|0}function FDb(a){a=a|0;return a&255|0}function GDb(a){a=a|0;f[a>>2]=47628;YFb(a+4|0);return}function HDb(a){a=a|0;GDb(a);sOb(a);return}function IDb(a,b){a=a|0;b=b|0;return}function JDb(a,b,c){a=a|0;b=b|0;c=c|0;return a|0}function KDb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=a;f[g>>2]=0;f[g+4>>2]=0;g=a+8|0;f[g>>2]=-1;f[g+4>>2]=-1;return}function LDb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=a;f[d>>2]=0;f[d+4>>2]=0;d=a+8|0;f[d>>2]=-1;f[d+4>>2]=-1;return}function MDb(a){a=a|0;return 0}function NDb(a){a=a|0;return 0}function ODb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;UDb()|0;h=a+12|0;i=a+16|0;g=0;while(1){if((g|0)>=(c|0))break;d=f[h>>2]|0;e=f[i>>2]|0;if(d>>>0<e>>>0){e=e-d>>2;j=c-g|0;e=(j|0)<(e|0)?j:e;WDb(b,d,e)|0;f[h>>2]=(f[h>>2]|0)+(e<<2);b=b+(e<<2)|0;g=e+g|0;continue}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if((d|0)==-1)break;j=XDb(d)|0;f[b>>2]=j;b=b+4|0;g=g+1|0}return g|0}function PDb(a){a=a|0;return UDb()|0}function QDb(a){a=a|0;var b=0;b=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;if((b|0)==(UDb()|0))a=UDb()|0;else{b=a+12|0;a=f[b>>2]|0;f[b>>2]=a+4;a=VDb(f[a>>2]|0)|0}return a|0}function RDb(a,b){a=a|0;b=b|0;return UDb()|0}function SDb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=UDb()|0;i=a+24|0;j=a+28|0;d=0;while(1){if((d|0)>=(c|0))break;e=f[i>>2]|0;g=f[j>>2]|0;if(e>>>0<g>>>0){g=g-e>>2;k=c-d|0;g=(k|0)<(g|0)?k:g;WDb(e,b,g)|0;f[i>>2]=(f[i>>2]|0)+(g<<2);b=b+(g<<2)|0;d=g+d|0;continue}g=f[(f[a>>2]|0)+52>>2]|0;k=VDb(f[b>>2]|0)|0;if((Rg[g&255](a,k)|0)==(h|0))break;b=b+4|0;d=d+1|0}return d|0}function TDb(a,b){a=a|0;b=b|0;return UDb()|0}function UDb(){return -1}function VDb(a){a=a|0;return a|0}function WDb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)wBb(a,b,c)|0;return a|0}function XDb(a){a=a|0;return a|0}function YDb(a){a=a|0;aEb(a,47724);jDb(a+8|0);return}function ZDb(a){a=a|0;YDb(a);sOb(a);return}function _Db(a){a=a|0;YDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function $Db(a){a=a|0;ZDb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function aEb(a,b){a=a|0;b=b|0;return}function bEb(a){a=a|0;fEb(a,47772);nDb(a+8|0);return}function cEb(a){a=a|0;bEb(a);sOb(a);return}function dEb(a){a=a|0;bEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function eEb(a){a=a|0;cEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function fEb(a,b){a=a|0;b=b|0;return}function gEb(a){a=a|0;kEb(a,47820);jDb(a+4|0);return}function hEb(a){a=a|0;gEb(a);sOb(a);return}function iEb(a){a=a|0;gEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function jEb(a){a=a|0;hEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function kEb(a,b){a=a|0;b=b|0;return}function lEb(a){a=a|0;pEb(a,47868);nDb(a+4|0);return}function mEb(a){a=a|0;lEb(a);sOb(a);return}function nEb(a){a=a|0;lEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function oEb(a){a=a|0;mEb(a+(f[(f[a>>2]|0)+-12>>2]|0)|0);return}function pEb(a,b){a=a|0;b=b|0;return}function qEb(a){a=a|0;return pAb(a)|0}function rEb(a,c){a=a|0;c=c|0;b[a>>0]=b[c>>0]|0;return}function sEb(a,b){a=a|0;b=b|0;f[a+16>>2]=(f[a+24>>2]|0)==0|b;return}function tEb(a,b){a=a|0;b=b|0;var c=0;f[a+24>>2]=b;f[a+16>>2]=(b|0)==0&1;f[a+20>>2]=0;f[a+4>>2]=4098;f[a+12>>2]=0;f[a+8>>2]=6;c=a+28|0;b=a+32|0;a=b+40|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(a|0));YNb(c);return}function uEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function vEb(a,b){a=a|0;b=b|0;WNb(a,b+28|0);return}function wEb(a,b){a=a|0;b=b|0;return (a|0)==(b|0)|0}function xEb(a){a=a|0;f[a>>2]=47564;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function yEb(a){a=a|0;f[a>>2]=47628;YNb(a+4|0);a=a+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function zEb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;i=r;b[a>>0]=0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;h=f[g+16>>2]|0;if(!h){g=f[g+72>>2]|0;if(g|0)AEb(g)|0;do if(!e){g=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(f[g+4>>2]&4096|0){vEb(i,g);l=XFb(i,260896)|0;YFb(i);g=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;l=l+8|0;m=g;n=(g|0)==0;o=m+12|0;p=m+16|0;q=g;while(1){if(n){e=0;g=0;break}h=f[o>>2]|0;if((h|0)==(f[p>>2]|0))h=Pg[f[(f[q>>2]|0)+36>>2]&1023](m)|0;else h=DDb(b[h>>0]|0)|0;k=uEb(h,CDb()|0)|0;i=k?0:g;if(k){e=0;g=0;break}e=i;j=e+12|0;h=f[j>>2]|0;k=e+16|0;if((h|0)==(f[k>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](e)|0;else h=DDb(b[h>>0]|0)|0;if((h&255)<<24>>24<=-1)break;if(!(d[(f[l>>2]|0)+(h<<24>>24<<1)>>1]&8192))break;h=f[j>>2]|0;if((h|0)==(f[k>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](e)|0;continue}else{f[j>>2]=h+1;DDb(b[h>>0]|0)|0;continue}}if(g|0){h=f[e+12>>2]|0;if((h|0)==(f[e+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](e)|0;else g=DDb(b[h>>0]|0)|0;if(!(uEb(g,CDb()|0)|0))break}q=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;sEb(q,f[q+16>>2]|6)}}while(0);b[a>>0]=(f[c+(f[(f[c>>2]|0)+-12>>2]|0)+16>>2]|0)==0&1}else sEb(g,h|4);u=r;return}function AEb(a){a=a|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;if(f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0){BEb(c,a);if(b[c>>0]|0){e=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0)==-1){e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(e,f[e+16>>2]|1)}}CEb(c)}u=d;return a|0}function BEb(a,c){a=a|0;c=c|0;b[a>>0]=0;f[a+4>>2]=c;c=c+(f[(f[c>>2]|0)+-12>>2]|0)|0;if(!(f[c+16>>2]|0)){c=f[c+72>>2]|0;if(c|0)AEb(c)|0;b[a>>0]=1}return}function CEb(a){a=a|0;var b=0;a=a+4|0;b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;if(f[b+24>>2]|0)if(!(f[b+16>>2]|0))if(f[b+4>>2]&8192|0)if(!(sc()|0)){b=f[a>>2]|0;b=f[b+(f[(f[b>>2]|0)+-12>>2]|0)+24>>2]|0;if((Pg[f[(f[b>>2]|0)+24>>2]&1023](b)|0)==-1){b=f[a>>2]|0;b=b+(f[(f[b>>2]|0)+-12>>2]|0)|0;sEb(b,f[b+16>>2]|1)}}return}function DEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;h=u;u=u+16|0;i=h;g=a+4|0;f[g>>2]=0;zEb(i,a,1);e=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;if(!(b[i>>0]|0))sEb(e,f[e+16>>2]|4);else{i=f[e+24>>2]|0;i=Sg[f[(f[i>>2]|0)+32>>2]&255](i,c,d)|0;f[g>>2]=i;if((i|0)!=(d|0)){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|6)}}u=h;return a|0}function EEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+32|0;g=e+16|0;d=e;h=a;f[h>>2]=0;f[h+4>>2]=0;h=a+8|0;f[h>>2]=-1;f[h+4>>2]=-1;zEb(g,c,1);if(b[g>>0]|0){h=f[c+(f[(f[c>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[h>>2]|0)+16>>2]&127](d,h,0,0,1,8);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2]}u=e;return}function FEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+48|0;d=g+16|0;h=g+32|0;e=g;i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]&-3);zEb(h,a,1);if(b[h>>0]|0){i=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;h=f[(f[i>>2]|0)+20>>2]|0;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];Fh[h&255](e,i,d,8);i=e+8|0;if((f[i>>2]|0)==-1?(f[i+4>>2]|0)==-1:0){i=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(i,f[i+16>>2]|4)}}u=g;return a|0}function GEb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;i=h+16|0;g=h;j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]&-3);zEb(i,a,1);if(b[i>>0]|0){j=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;Th[f[(f[j>>2]|0)+16>>2]&127](g,j,c,d,e,8);j=g+8|0;if((f[j>>2]|0)==-1?(f[j+4>>2]|0)==-1:0){j=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(j,f[j+16>>2]|4)}}u=h;return a|0}function HEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+12>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function IEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c&65535)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function JEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function KEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+24>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function LEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+16>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Vg[m&31](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function MEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function NEb(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;e=l+12|0;j=l+8|0;k=l;BEb(k,a);if(b[k>>0]|0){vEb(e,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);g=XFb(e,260952)|0;YFb(e);h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;i=f[h+24>>2]|0;m=CDb()|0;d=h+76|0;if(uEb(m,f[d>>2]|0)|0){vEb(e,h);m=XFb(e,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,32)|0;YFb(e);m=m<<24>>24;f[d>>2]=m;d=m}else d=f[d>>2]|0;m=f[(f[g>>2]|0)+32>>2]|0;f[j>>2]=i;f[e>>2]=f[j>>2];if(!(Ug[m&7](g,e,h,d&255,c)|0)){m=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(m,f[m+16>>2]|5)}}CEb(k);u=l;return a|0}function OEb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;BEb(i,a);do if(b[i>>0]|0){d=f[a+(f[(f[a>>2]|0)+-12>>2]|0)+24>>2]|0;e=d;if(d|0){g=e+24|0;h=f[g>>2]|0;if((h|0)==(f[e+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;c=DDb(c)|0;c=Rg[h&255](e,c)|0}else{f[g>>2]=h+1;b[h>>0]=c;c=DDb(c)|0}if(!(uEb(c,CDb()|0)|0))break}h=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(h,f[h+16>>2]|1)}while(0);CEb(i);u=j;return a|0}function PEb(){REb();return}function QEb(){return}function REb(){SEb(0);return}function SEb(a){a=a|0;var b=0;a=f[10833]|0;TEb(260528,a,260584);f[64962]=47696;f[64964]=47716;f[64963]=0;tEb(259856,260528);f[64982]=0;b=CDb()|0;f[64983]=b;UEb(260592,a,260648);f[64984]=47744;f[64986]=47764;f[64985]=0;tEb(259944,260592);f[65004]=0;a=UDb()|0;f[65005]=a;a=f[10800]|0;VEb(260656,a,260704);f[65006]=47792;f[65007]=47812;tEb(260028,260656);f[65025]=0;b=CDb()|0;f[65026]=b;WEb(260712,a,260760);f[65027]=47840;f[65028]=47860;tEb(260112,260712);f[65046]=0;a=UDb()|0;f[65047]=a;a=f[10768]|0;VEb(260768,a,260816);f[65048]=47792;f[65049]=47812;tEb(260196,260768);f[65067]=0;b=CDb()|0;f[65068]=b;b=f[260192+(f[(f[65048]|0)+-12>>2]|0)+24>>2]|0;f[65090]=47792;f[65091]=47812;tEb(260364,b);f[65109]=0;b=CDb()|0;f[65110]=b;WEb(260824,a,260872);f[65069]=47840;f[65070]=47860;tEb(260280,260824);f[65088]=0;a=UDb()|0;f[65089]=a;a=f[260276+(f[(f[65069]|0)+-12>>2]|0)+24>>2]|0;f[65111]=47840;f[65112]=47860;tEb(260448,a);f[65130]=0;a=UDb()|0;f[65131]=a;f[259848+(f[(f[64962]|0)+-12>>2]|0)+72>>2]=260024;f[259936+(f[(f[64984]|0)+-12>>2]|0)+72>>2]=260108;a=260192+(f[(f[65048]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;a=260276+(f[(f[65069]|0)+-12>>2]|0)+4|0;f[a>>2]=f[a>>2]|8192;f[260192+(f[(f[65048]|0)+-12>>2]|0)+72>>2]=260024;f[260276+(f[(f[65069]|0)+-12>>2]|0)+72>>2]=260108;return}function TEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=48076;f[a+32>>2]=c;f[a+40>>2]=d;d=CDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function UEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=48012;f[a+32>>2]=c;f[a+40>>2]=d;d=UDb()|0;f[a+48>>2]=d;b[a+52>>0]=0;d=f[(f[a>>2]|0)+8>>2]|0;WNb(g,a+4|0);oh[d&1023](a,g);YFb(g);u=e;return}function VEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;xEb(a);f[a>>2]=47948;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262688)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function WEb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;yEb(a);f[a>>2]=47884;f[a+32>>2]=c;WNb(g,a+4|0);c=XFb(g,262696)|0;YFb(g);f[a+36>>2]=c;f[a+40>>2]=d;d=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=d;u=e;return}function XEb(a){a=a|0;GDb(a);return}function YEb(a){a=a|0;XEb(a);sOb(a);return}function ZEb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262696)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function _Eb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function $Eb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=VDb(f[c>>2]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(UDb()|0))break a;e=e+1|0;c=c+4|0}}else e=vCb(c,4,d,f[a+32>>2]|0)|0;while(0);return e|0}function aFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(wEb(c,UDb()|0)|0)d=15;else{k=XDb(c)|0;f[e>>2]=k;if(b[a+44>>0]|0){if((vCb(e,4,1,f[a+32>>2]|0)|0)==1){d=15;break}a=UDb()|0;break}f[m>>2]=l;d=e+4|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=UDb()|0;break}}while(0);if((d|0)==15)a=bFb(c)|0;u=o;return a|0}function bFb(a){a=a|0;if(wEb(a,UDb()|0)|0)a=~(UDb()|0);return a|0}function cFb(a){a=a|0;oDb(a);return}function dFb(a){a=a|0;cFb(a);sOb(a);return}function eFb(a,c){a=a|0;c=c|0;Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;c=XFb(c,262688)|0;f[a+36>>2]=c;c=(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)&1;b[a+44>>0]=c;return}function fFb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;c=k+8|0;d=k;e=a+36|0;g=a+40|0;h=c+8|0;i=c;b=a+32|0;a:while(1){a=f[e>>2]|0;a=Vg[f[(f[a>>2]|0)+20>>2]&31](a,f[g>>2]|0,c,h,d)|0;l=(f[d>>2]|0)-i|0;if((vCb(c,1,l,f[b>>2]|0)|0)!=(l|0)){a=-1;break}switch(a|0){case 1:break;case 2:{a=-1;break a}default:{j=4;break a}}}if((j|0)==4)a=((OBb(f[b>>2]|0)|0)!=0)<<31>>31;u=k;return a|0}function gFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;a:do if(!(b[a+44>>0]|0)){e=0;while(1){if((e|0)>=(d|0))break a;h=f[(f[a>>2]|0)+52>>2]|0;g=DDb(b[c>>0]|0)|0;g=Rg[h&255](a,g)|0;if((g|0)==(CDb()|0))break a;e=e+1|0;c=c+1|0}}else e=vCb(c,1,d,f[a+32>>2]|0)|0;while(0);return e|0}function hFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+16|0;e=o+8|0;m=o+4|0;n=o;do if(uEb(c,CDb()|0)|0)d=15;else{k=FDb(c)|0;b[e>>0]=k;if(b[a+44>>0]|0){if((vCb(e,1,1,f[a+32>>2]|0)|0)==1){d=15;break}a=CDb()|0;break}f[m>>2]=l;d=e+1|0;g=a+36|0;h=a+40|0;i=l+8|0;j=l;k=a+32|0;while(1){a=f[g>>2]|0;a=_g[f[(f[a>>2]|0)+12>>2]&15](a,f[h>>2]|0,e,d,n,l,i,m)|0;if((f[n>>2]|0)==(e|0)){d=14;break}if((a|0)==3){d=8;break}if(a>>>0>=2){d=14;break}e=(f[m>>2]|0)-j|0;if((vCb(l,1,e,f[k>>2]|0)|0)!=(e|0)){d=14;break}if((a|0)==1)e=f[n>>2]|0;else{d=13;break}}if((d|0)==8)if((vCb(e,1,1,f[k>>2]|0)|0)==1)d=13;else d=14;if((d|0)==13){d=15;break}else if((d|0)==14){a=CDb()|0;break}}while(0);if((d|0)==15)a=iFb(c)|0;u=o;return a|0}function iFb(a){a=a|0;if(uEb(a,CDb()|0)|0)a=~(CDb()|0);return a|0}function jFb(a){a=a|0;GDb(a);return}function kFb(a){a=a|0;jFb(a);sOb(a);return}function lFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262696)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function mFb(a){a=a|0;return pFb(a,0)|0}function nFb(a){a=a|0;return pFb(a,1)|0}function oFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+8|0;e=l+4|0;g=l;j=wEb(c,UDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((wEb(d,UDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=XDb(f[j>>2]|0)|0;f[e>>2]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+4|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=UDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function pFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=UDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+4|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)f[q>>2]=b[p>>0];else if((n|0)==18){d=UDb()|0;break}n=19}else{f[q>>2]=b[p>>0];n=19}while(0);b:do if((n|0)==19){c:do if(c){t=VDb(f[q>>2]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=VDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=UDb()|0;break b}while(0);d=VDb(f[q>>2]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=UDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function qFb(a){a=a|0;oDb(a);return}function rFb(a){a=a|0;qFb(a);sOb(a);return}function sFb(a,c){a=a|0;c=c|0;var d=0,e=0;e=XFb(c,262688)|0;d=a+36|0;f[d>>2]=e;e=Pg[f[(f[e>>2]|0)+24>>2]&1023](e)|0;c=a+44|0;f[c>>2]=e;d=f[d>>2]|0;d=(Pg[f[(f[d>>2]|0)+28>>2]&1023](d)|0)&1;b[a+53>>0]=d;if((f[c>>2]|0)>8)kJb(252666);else return}function tFb(a){a=a|0;return wFb(a,0)|0}function uFb(a){a=a|0;return wFb(a,1)|0}function vFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;i=l+4|0;e=l+8|0;g=l;j=uEb(c,CDb()|0)|0;k=a+52|0;d=(b[k>>0]|0)!=0;do if(j)if(d)d=c;else{d=f[a+48>>2]|0;c=((uEb(d,CDb()|0)|0)^1)&1;b[k>>0]=c}else{if(d){j=a+48|0;d=FDb(f[j>>2]|0)|0;b[e>>0]=d;d=f[a+36>>2]|0;switch(_g[f[(f[d>>2]|0)+12>>2]&15](d,f[a+40>>2]|0,e,e+1|0,g,h,h+8|0,i)|0){case 1:case 2:{g=11;break}case 3:{b[h>>0]=f[j>>2];f[i>>2]=h+1;g=8;break}default:g=8}a:do if((g|0)==8){d=a+32|0;while(1){e=f[i>>2]|0;if(e>>>0<=h>>>0){e=1;d=0;break a}a=e+-1|0;f[i>>2]=a;if((yCb(b[a>>0]|0,f[d>>2]|0)|0)==-1){g=11;break}}}while(0);if((g|0)==11){e=0;d=CDb()|0}if(e)d=j;else break}else d=a+48|0;f[d>>2]=c;b[k>>0]=1;d=c}while(0);u=l;return d|0}function wFb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+32|0;p=r+16|0;q=r+8|0;l=r+4|0;m=r;g=a+52|0;if(!(b[g>>0]|0)){d=f[a+44>>2]|0;d=(d|0)>1?d:1;o=a+32|0;e=0;while(1){if((e|0)>=(d|0)){n=9;break}g=CBb(f[o>>2]|0)|0;if((g|0)==-1){n=8;break}b[p+e>>0]=g;e=e+1|0}if((n|0)==8)d=CDb()|0;else if((n|0)==9){do if(!(b[a+53>>0]|0)){i=a+40|0;j=a+36|0;k=q+1|0;a:while(1){s=f[i>>2]|0;g=s;e=f[g>>2]|0;g=f[g+4>>2]|0;t=f[j>>2]|0;h=p+d|0;switch(_g[f[(f[t>>2]|0)+16>>2]&15](t,s,p,h,l,q,k,m)|0){case 3:{n=16;break a}case 2:{n=18;break a}case 1:break;default:break a}t=f[i>>2]|0;f[t>>2]=e;f[t+4>>2]=g;if((d|0)==8){n=18;break}e=CBb(f[o>>2]|0)|0;if((e|0)==-1){n=18;break}b[h>>0]=e;d=d+1|0}if((n|0)==16)b[q>>0]=b[p>>0]|0;else if((n|0)==18){d=CDb()|0;break}n=19}else{b[q>>0]=b[p>>0]|0;n=19}while(0);b:do if((n|0)==19){c:do if(c){t=DDb(b[q>>0]|0)|0;f[a+48>>2]=t}else{do{if((d|0)<=0)break c;d=d+-1|0;t=DDb(b[p+d>>0]|0)|0}while((yCb(t,f[o>>2]|0)|0)!=-1);d=CDb()|0;break b}while(0);d=DDb(b[q>>0]|0)|0}while(0)}}else{e=a+48|0;d=f[e>>2]|0;if(c){t=CDb()|0;f[e>>2]=t;b[g>>0]=0}}u=r;return d|0}function xFb(a){a=a|0;DFb(a);return}function yFb(a){a=a|0;xFb(a);sOb(a);return}function zFb(a){a=a|0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function AFb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0;a=c;while(1){if((e|0)==(f|0)){h=7;break}if((a|0)==(d|0)){a=-1;break}c=b[a>>0]|0;g=b[e>>0]|0;if(c<<24>>24<g<<24>>24){a=-1;break}if(g<<24>>24<c<<24>>24){a=1;break}e=e+1|0;a=a+1|0}if((h|0)==7)a=(a|0)!=(d|0)&1;return a|0}function BFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=e-d|0;if(i>>>0>4294967279)vOb(a);if(i>>>0<11){b[a+11>>0]=i;g=a}else{c=i+16&-16;g=pOb(c)|0;f[a>>2]=g;f[a+8>>2]=c|-2147483648;f[a+4>>2]=i}c=d;a=g;while(1){if((c|0)==(e|0))break;rEb(a,c);c=c+1|0;a=a+1|0}b[h>>0]=0;rEb(g+i|0,h);u=j;return}function CFb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0;a=0;while(1){if((c|0)==(d|0))break;e=(a<<4)+(b[c>>0]|0)|0;f=e&-268435456;a=(f>>>24|f)^e;c=c+1|0}return a|0}function DFb(a){a=a|0;return}function EFb(a){a=a|0;DFb(a);return}function FFb(a){a=a|0;EFb(a);sOb(a);return}function GFb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a=b;while(1){if((d|0)==(e|0)){h=7;break}if((a|0)==(c|0)){a=-1;break}b=f[a>>2]|0;g=f[d>>2]|0;if((b|0)<(g|0)){a=-1;break}if((g|0)<(b|0)){a=1;break}d=d+4|0;a=a+4|0}if((h|0)==7)a=(a|0)!=(c|0)&1;return a|0}function HFb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=e-d>>2;if(h>>>0>1073741807)vOb(a);do if(h>>>0<2){b[a+8+3>>0]=h;j=d;k=a}else{c=h+4&-4;if(c>>>0>1073741823)vd();else{k=pOb(c<<2)|0;f[a>>2]=k;f[a+8>>2]=c|-2147483648;f[a+4>>2]=h;j=d;break}}while(0);while(1){if((j|0)==(e|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[g>>2]=0;JFb(k,g);u=i;return}function IFb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;a=0;while(1){if((b|0)==(c|0))break;d=(f[b>>2]|0)+(a<<4)|0;e=d&-268435456;a=(e>>>24|e)^d;b=b+4|0}return a|0}function JFb(a,b){a=a|0;b=b|0;f[a>>2]=f[b>>2];return}function KFb(a){a=a|0;DFb(a);return}function LFb(a){a=a|0;DFb(a);sOb(a);return}function MFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260896)|0;YFb(i);vEb(i,e);a=XFb(i,260912)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(DGb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;zOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function NFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=BGb(a,j,i,d,e,g)|0;u=h;return g|0}function OFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=zGb(a,j,i,d,e,g)|0;u=h;return g|0}function PFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=xGb(a,j,i,d,e,g)|0;u=h;return g|0}function QFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=vGb(a,j,i,d,e,g)|0;u=h;return g|0}function RFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=tGb(a,j,i,d,e,g)|0;u=h;return g|0}function SFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=pGb(a,j,i,d,e,g)|0;u=h;return g|0}function TFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=nGb(a,j,i,d,e,g)|0;u=h;return g|0}function UFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=lGb(a,j,i,d,e,g)|0;u=h;return g|0}function VFb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=gGb(a,j,i,d,e,g)|0;u=h;return g|0}function WFb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+240|0;w=z;t=z+204|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260896)|0;Tg[f[(f[a>>2]|0)+32>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=DDb(b[e>>0]|0)|0;if(uEb(e,CDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=DDb(b[e>>0]|0)|0;if(ZFb(e&255,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+1;DDb(b[e>>0]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function XFb(a,b){a=a|0;b=b|0;a=f[a>>2]|0;return bGb(a,aGb(b)|0)|0}function YFb(a){a=a|0;eOb(f[a>>2]|0)|0;return}function ZFb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(b[l+24>>0]|0)==a<<24>>24;if(!m)if((b[l+25>>0]|0)!=a<<24>>24){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if(a<<24>>24==h<<24>>24?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+26|0;h=0;while(1){m=l+h|0;if((h|0)==26){m=i;break}if((b[m>>0]|0)==a<<24>>24)break;else h=h+1|0}m=m-l|0;if((m|0)>23)m=-1;else{switch(c|0){case 10:case 8:{if((m|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=22){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+m>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function _Fb(){var a=0;if(!(b[257600]|0))if(MPb(257600)|0){a=vBb(2147483647,252850,0)|0;f[65226]=a}return f[65226]|0}function $Fb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=pCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function aGb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+48|0;b=e+32|0;c=e+24|0;d=e;g=e+16|0;f[g>>2]=1643;f[g+4>>2]=0;f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];dGb(d,b,a);if((f[a>>2]|0)!=-1){f[b>>2]=d;f[c>>2]=b;oOb(a,c,1644)}u=e;return (f[a+4>>2]|0)+-1|0}function bGb(a,b){a=a|0;b=b|0;return f[(f[a+8>>2]|0)+(b<<2)>>2]|0}function cGb(a){a=a|0;var b=0;b=f[65227]|0;f[65227]=b+1;f[a+4>>2]=b+1;return}function dGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[b>>2]|0;b=f[b+4>>2]|0;f[a>>2]=c;f[a+4>>2]=d;f[a+8>>2]=b;return}function eGb(a){a=a|0;fGb(f[f[a>>2]>>2]|0);return}function fGb(a){a=a|0;var b=0,c=0,d=0;b=f[a+4>>2]|0;d=f[a+8>>2]|0;c=(f[a>>2]|0)+(d>>1)|0;if(!(d&1))a=b;else a=f[(f[c>>2]|0)+b>>2]|0;gh[a&2047](c);return}function gGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function hGb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;vEb(i,c);c=XFb(i,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252846,d)|0;d=XFb(i,260912)|0;c=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;b[e>>0]=c;e=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[g>>0]=e;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(i);u=h;return}function iGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if(a<<24>>24==h<<24>>24)if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if(a<<24>>24==i<<24>>24){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+32|0;i=0;while(1){h=n+i|0;if((i|0)==32){h=o;break}if((b[h>>0]|0)==a<<24>>24)break;else i=i+1|0}i=h-n|0;if((i|0)>31)h=-1;else{o=b[252814+i>>0]|0;switch(i|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;h=f[g>>2]|0;f[g>>2]=h+1;b[h>>0]=o;h=0;break a}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>21){h=0;break a}f[m>>2]=(f[m>>2]|0)+1;h=0;break a}}}}while(0);return h|0}function jGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+WCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function kGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=a+11|0;h=b[i>>0]|0;j=a+4|0;g=f[j>>2]|0;do if((h<<24>>24<0?g:h&255)|0){if((c|0)!=(d|0)){g=d;h=c;while(1){g=g+-4|0;if(h>>>0>=g>>>0)break;l=f[h>>2]|0;f[h>>2]=f[g>>2];f[g>>2]=l;h=h+4|0}h=b[i>>0]|0;g=f[j>>2]|0}j=h<<24>>24<0;l=j?f[a>>2]|0:a;a=d+-4|0;j=l+(j?g:h&255)|0;g=l;while(1){h=b[g>>0]|0;i=h<<24>>24>0&h<<24>>24!=127;if(c>>>0>=a>>>0)break;if(i)if((f[c>>2]|0)!=(h<<24>>24|0)){k=10;break}c=c+4|0;g=(j-g|0)>1?g+1|0:g}if((k|0)==10){f[e>>2]=4;break}if(i)if(((f[a>>2]|0)+-1|0)>>>0>=h<<24>>24>>>0)f[e>>2]=4}while(0);return}function lGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function mGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+VCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function nGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+240|0;s=D+200|0;t=D+199|0;v=D+198|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+197|0;r=D+196|0;hGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(iGb(a&255,w,r,e,x,b[t>>0]|0,b[v>>0]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function oGb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;if((a|0)==(b|0)){f[c>>2]=4;d=0.0}else{g=hAb()|0;g=f[g>>2]|0;j=hAb()|0;f[j>>2]=0;d=+UCb(a,e,_Fb()|0);a=hAb()|0;a=f[a>>2]|0;if(!a){j=hAb()|0;f[j>>2]=g}if((f[e>>2]|0)==(b|0)){if((a|0)==34)h=6}else{d=0.0;h=6}if((h|0)==6)f[c>>2]=4}u=i;return +d}function pGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function qGb(a){a=a|0;switch(f[a+4>>2]&74){case 64:{a=8;break}case 8:{a=16;break}case 0:{a=0;break}default:a=10}return a|0}function rGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,c);c=XFb(h,260896)|0;Tg[f[(f[c>>2]|0)+32>>2]&15](c,252814,252840,d)|0;d=XFb(h,260912)|0;c=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;b[e>>0]=c;oh[f[(f[d>>2]|0)+20>>2]&1023](a,d);YFb(h);u=g;return}function sGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;do if((a|0)==(c|0)){f[d>>2]=4;e=0;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;e=0;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){l=hAb()|0;f[l>>2]=i}if((f[h>>2]|0)==(c|0)){if((g|0)==34){a=-1;e=-1;j=8}}else{a=0;e=0;j=8}if((j|0)==8)f[d>>2]=4}while(0);I=e;u=k;return a|0}function tGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function uGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function vGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function wGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>4294967295|(g|0)==34){f[d>>2]=4;a=-1;break}else break;else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function xGb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+224|0;r=B+198|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;rGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,y,g,t,x,b[s>>0]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+1;DDb(b[a>>0]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function yGb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;h=j;do if((a|0)==(c|0)){f[d>>2]=4;a=0}else{if((b[a>>0]|0)==45){f[d>>2]=4;a=0;break}i=hAb()|0;i=f[i>>2]|0;g=hAb()|0;f[g>>2]=0;a=DCb(a,h,e,_Fb()|0)|0;e=I;g=hAb()|0;g=f[g>>2]|0;if(!g){k=hAb()|0;f[k>>2]=i}do if((f[h>>2]|0)==(c|0))if(e>>>0>0|(e|0)==0&a>>>0>65535|(g|0)==34){f[d>>2]=4;a=-1;break}else{a=a&65535;break}else{f[d>>2]=4;a=0}while(0)}while(0);u=j;return a|0}function zGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function AGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;d=0;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}if((f[g>>2]|0)==(b|0)){if((e|0)==34){f[c>>2]=4;d=(d|0)>0|(d|0)==0&a>>>0>0;a=d?-1:0;d=d?2147483647:-2147483648}}else{f[c>>2]=4;a=0;d=0}}I=d;u=i;return a|0}function BGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+224|0;q=A+198|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;rGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(ZFb(a&255,x,e,s,w,b[r>>0]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+1;DDb(b[a>>0]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function CGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i;if((a|0)==(b|0)){f[c>>2]=4;a=0}else{h=hAb()|0;h=f[h>>2]|0;e=hAb()|0;f[e>>2]=0;a=FCb(a,g,d,_Fb()|0)|0;d=I;e=hAb()|0;e=f[e>>2]|0;if(!e){j=hAb()|0;f[j>>2]=h}a:do if((f[g>>2]|0)==(b|0)){do if((e|0)==34){f[c>>2]=4;if((d|0)>0|(d|0)==0&a>>>0>0){a=2147483647;break a}}else{if((d|0)<-1|(d|0)==-1&a>>>0<2147483648){f[c>>2]=4;break}if((d|0)>0|(d|0)==0&a>>>0>2147483647){f[c>>2]=4;a=2147483647;break a}else break a}while(0);a=-2147483648}else{f[c>>2]=4;a=0}while(0)}u=i;return a|0}function DGb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}n=d;o=j;k=0;while(1){if((n|0)==(e|0))break;m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;l=l+-1|0;k=k+1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=DDb(b[m>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;k=k&255;if(!i)k=Rg[f[(f[g>>2]|0)+12>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+11|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=b[m+t>>0]|0;if(!i)m=Rg[f[(f[g>>2]|0)+12>>2]&255](g,m)|0;if(k<<24>>24!=m<<24>>24){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+1;DDb(b[n>>0]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+11>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=DDb(b[k>>0]|0)|0;if(uEb(k,CDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function EGb(a){a=a|0;DFb(a);return}function FGb(a){a=a|0;DFb(a);sOb(a);return}function GGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;i=o+40|0;n=o+16|0;j=o+8|0;k=o+12|0;l=o+4|0;m=o;if(!(f[e+4>>2]&1)){f[j>>2]=-1;m=f[(f[a>>2]|0)+16>>2]|0;f[k>>2]=f[c>>2];f[l>>2]=f[d>>2];f[n>>2]=f[k>>2];f[i>>2]=f[l>>2];n=Yg[m&63](a,n,i,e,g,j)|0;f[c>>2]=n;switch(f[j>>2]|0){case 0:{b[h>>0]=0;break}case 1:{b[h>>0]=1;break}default:{b[h>>0]=1;f[g>>2]=4}}i=f[c>>2]|0}else{vEb(i,e);l=XFb(i,260928)|0;YFb(i);vEb(i,e);a=XFb(i,260936)|0;YFb(i);oh[f[(f[a>>2]|0)+24>>2]&1023](n,a);oh[f[(f[a>>2]|0)+28>>2]&1023](n+12|0,a);f[m>>2]=f[d>>2];a=n+24|0;f[i>>2]=f[m>>2];i=(cHb(c,i,n,a,l,g,1)|0)==(n|0)&1;b[h>>0]=i;i=f[c>>2]|0;do{a=a+-12|0;NOb(a)}while((a|0)!=(n|0))}u=o;return i|0}function HGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bHb(a,j,i,d,e,g)|0;u=h;return g|0}function IGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=aHb(a,j,i,d,e,g)|0;u=h;return g|0}function JGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=$Gb(a,j,i,d,e,g)|0;u=h;return g|0}function KGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=_Gb(a,j,i,d,e,g)|0;u=h;return g|0}function LGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=ZGb(a,j,i,d,e,g)|0;u=h;return g|0}function MGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=XGb(a,j,i,d,e,g)|0;u=h;return g|0}function NGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=WGb(a,j,i,d,e,g)|0;u=h;return g|0}function OGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=VGb(a,j,i,d,e,g)|0;u=h;return g|0}function PGb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=SGb(a,j,i,d,e,g)|0;u=h;return g|0}function QGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;z=u;u=u+320|0;w=z;t=z+208|0;x=z+192|0;y=z+180|0;v=z+176|0;q=z+16|0;r=z+8|0;s=z+4|0;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[x+(a<<2)>>2]=0;a=a+1|0}vEb(y,e);a=XFb(y,260928)|0;Tg[f[(f[a>>2]|0)+48>>2]&15](a,252814,252840,t)|0;YFb(y);f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[y+(a<<2)>>2]=0;a=a+1|0}p=y+11|0;o=y+8|0;if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a;f[r>>2]=q;f[s>>2]=0;n=y+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){m=0;j=0;k=1}else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[c>>2]=0;m=0;j=0;k=1}else{m=i;k=0}}i=f[d>>2]|0;do if(!i)A=22;else{e=f[i+12>>2]|0;if((e|0)==(f[i+16>>2]|0))e=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else e=VDb(f[e>>2]|0)|0;if(wEb(e,UDb()|0)|0){f[d>>2]=0;A=22;break}else if(k)break;else break a}while(0);if((A|0)==22){A=0;if(k){i=0;break}else i=0}e=b[p>>0]|0;e=e<<24>>24<0?f[n>>2]|0:e&255;if((f[v>>2]|0)==(a+e|0)){GOb(y,e<<1,0);if((b[p>>0]|0)<0)a=(f[o>>2]&2147483647)+-1|0;else a=10;GOb(y,a,0);a=(b[p>>0]|0)<0?f[y>>2]|0:y;f[v>>2]=a+e}k=m+12|0;e=f[k>>2]|0;l=m+16|0;if((e|0)==(f[l>>2]|0))e=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else e=VDb(f[e>>2]|0)|0;if(RGb(e,16,a,v,s,0,x,q,r,t)|0)break;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0)){Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;i=m;continue}else{f[k>>2]=e+4;VDb(f[e>>2]|0)|0;i=m;continue}}GOb(y,(f[v>>2]|0)-a|0,0);t=(b[p>>0]|0)<0?f[y>>2]|0:y;v=_Fb()|0;f[w>>2]=h;if(($Fb(t,v,252847,w)|0)!=1)f[g>>2]=4;if(!m)e=1;else{a=f[m+12>>2]|0;if((a|0)==(f[m+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](m)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)A=49;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;A=49;break}else if(e)break;else{A=51;break}}while(0);if((A|0)==49)if(e)A=51;if((A|0)==51)f[g>>2]=f[g>>2]|2;A=f[c>>2]|0;zOb(y);zOb(x);u=z;return A|0}function RGb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;o=f[e>>2]|0;p=(o|0)==(d|0);do if(p){m=(f[l+96>>2]|0)==(a|0);if(!m)if((f[l+100>>2]|0)!=(a|0)){n=5;break}f[e>>2]=d+1;b[d>>0]=m?43:45;f[g>>2]=0;m=0}else n=5;while(0);a:do if((n|0)==5){n=b[i+11>>0]|0;if((a|0)==(h|0)?((n<<24>>24<0?f[i+4>>2]|0:n&255)|0)!=0:0){m=f[k>>2]|0;if((m-j|0)>=160){m=0;break}e=f[g>>2]|0;f[k>>2]=m+4;f[m>>2]=e;f[g>>2]=0;m=0;break}i=l+104|0;h=0;while(1){m=l+(h<<2)|0;if((h|0)==26){m=i;break}if((f[m>>2]|0)==(a|0))break;else h=h+1|0}m=m-l|0;h=m>>2;if((m|0)>92)m=-1;else{switch(c|0){case 10:case 8:{if((h|0)>=(c|0)){m=-1;break a}break}case 16:{if((m|0)>=88){if(p){m=-1;break a}if((o-d|0)>=3){m=-1;break a}if((b[o+-1>>0]|0)!=48){m=-1;break a}f[g>>2]=0;m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;m=0;break a}break}default:{}}m=b[252814+h>>0]|0;f[e>>2]=o+1;b[o>>0]=m;f[g>>2]=(f[g>>2]|0)+1;m=0}}while(0);return m|0}function SGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+jGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function TGb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;vEb(h,b);b=XFb(h,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252846,c)|0;c=XFb(h,260936)|0;b=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[d>>2]=b;d=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[e>>2]=d;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(h);u=g;return}function UGb(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0;a:do if((a|0)==(h|0))if(!(b[c>>0]|0))h=-1;else{b[c>>0]=0;d=f[g>>2]|0;f[g>>2]=d+1;b[d>>0]=46;g=b[j+11>>0]|0;if(!((g<<24>>24<0?f[j+4>>2]|0:g&255)|0))h=0;else{h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;h=0}else h=0}}else{if((a|0)==(i|0)){o=b[j+11>>0]|0;if((o<<24>>24<0?f[j+4>>2]|0:o&255)|0){if(!(b[c>>0]|0)){h=-1;break}h=f[l>>2]|0;if((h-k|0)>=160){h=0;break}k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k;f[m>>2]=0;h=0;break}}o=n+128|0;i=0;while(1){h=n+(i<<2)|0;if((i|0)==32){h=o;break}if((f[h>>2]|0)==(a|0))break;else i=i+1|0}i=h-n|0;h=i>>2;if((i|0)>124)h=-1;else{o=b[252814+h>>0]|0;switch(h|0){case 24:case 25:{h=f[g>>2]|0;if((h|0)!=(e|0))if((b[h+-1>>0]&95)!=(b[d>>0]&127)){h=-1;break a}f[g>>2]=h+1;b[h>>0]=o;h=0;break a}case 23:case 22:{b[d>>0]=80;break}default:{h=o&95;if((h|0)==(b[d>>0]|0)){b[d>>0]=h|128;if(b[c>>0]|0){b[c>>0]=0;d=b[j+11>>0]|0;if((d<<24>>24<0?f[j+4>>2]|0:d&255)|0){h=f[l>>2]|0;if((h-k|0)<160){k=f[m>>2]|0;f[l>>2]=h+4;f[h>>2]=k}}}}}}l=f[g>>2]|0;f[g>>2]=l+1;b[l>>0]=o;if((i|0)>84)h=0;else{f[m>>2]=(f[m>>2]|0)+1;h=0}}}while(0);return h|0}function VGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}o=B+11|0;q=B+8|0;if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[o>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[o>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+mGb(e,f[x>>2]|0,g);p[h>>3]=F;kGb(C,y,f[z>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function WGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;D=u;u=u+352|0;s=D+208|0;t=D+200|0;v=D+196|0;C=D+184|0;B=D+172|0;x=D+168|0;y=D+8|0;z=D+4|0;A=D;w=D+337|0;r=D+336|0;TGb(C,e,s,t,v);f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}p=B+11|0;q=B+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e;f[z>>2]=y;f[A>>2]=0;b[w>>0]=1;b[r>>0]=69;m=B+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){o=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;j=0;k=1}else{o=i;k=0}}i=f[d>>2]|0;do if(!i)E=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=19;break}else if(k)break;else break a}while(0);if((E|0)==19){E=0;if(k){i=0;break}else i=0}k=b[p>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[x>>2]|0)==(e+k|0)){GOb(B,k<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(B,a,0);e=(b[p>>0]|0)<0?f[B>>2]|0:B;f[x>>2]=e+k}k=o+12|0;a=f[k>>2]|0;l=o+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(UGb(a,w,r,e,x,f[t>>2]|0,f[v>>2]|0,C,y,z,A,s)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;i=o;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=o;continue}}v=b[C+11>>0]|0;if(!((b[w>>0]|0)==0?1:((v<<24>>24<0?f[C+4>>2]|0:v&255)|0)==0)){a=f[z>>2]|0;if((a-y|0)<160){A=f[A>>2]|0;f[z>>2]=a+4;f[a>>2]=A}}F=+oGb(e,f[x>>2]|0,g);n[h>>2]=F;kGb(C,y,f[z>>2]|0,g);if(!o)e=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)E=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;E=47;break}else if(e)break;else{E=49;break}}while(0);if((E|0)==47)if(e)E=49;if((E|0)==49)f[g>>2]=f[g>>2]|2;E=f[c>>2]|0;zOb(B);zOb(C);u=D;return E|0}function XGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=sGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function YGb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;vEb(g,b);b=XFb(g,260928)|0;Tg[f[(f[b>>2]|0)+48>>2]&15](b,252814,252840,c)|0;c=XFb(g,260936)|0;b=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[d>>2]=b;oh[f[(f[c>>2]|0)+20>>2]&1023](a,c);YFb(g);u=e;return}function ZGb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=uGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function _Gb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=wGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function $Gb(a,c,e,g,h,i){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+304|0;r=B+200|0;s=B+196|0;z=B+184|0;A=B+172|0;t=B+168|0;v=B+8|0;w=B+4|0;x=B;y=qGb(g)|0;YGb(z,g,r,s);f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}p=A+11|0;q=A+8|0;if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g;f[w>>2]=v;f[x>>2]=0;n=A+4|0;k=f[c>>2]|0;j=k;a:while(1){if(!j){o=0;k=0;l=1}else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;o=0;k=0;l=1}else{o=j;l=0}}j=f[e>>2]|0;do if(!j)C=19;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=19;break}else if(l)break;else break a}while(0);if((C|0)==19){C=0;if(l){j=0;break}else j=0}l=b[p>>0]|0;l=l<<24>>24<0?f[n>>2]|0:l&255;if((f[t>>2]|0)==(g+l|0)){GOb(A,l<<1,0);if((b[p>>0]|0)<0)a=(f[q>>2]&2147483647)+-1|0;else a=10;GOb(A,a,0);g=(b[p>>0]|0)<0?f[A>>2]|0:A;f[t>>2]=g+l}l=o+12|0;a=f[l>>2]|0;m=o+16|0;if((a|0)==(f[m>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,y,g,t,x,f[s>>2]|0,z,v,w,r)|0)break;a=f[l>>2]|0;if((a|0)==(f[m>>2]|0)){Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;j=o;continue}else{f[l>>2]=a+4;VDb(f[a>>2]|0)|0;j=o;continue}}s=b[z+11>>0]|0;if((s<<24>>24<0?f[z+4>>2]|0:s&255)|0){a=f[w>>2]|0;if((a-v|0)<160){x=f[x>>2]|0;f[w>>2]=a+4;f[a>>2]=x}}y=yGb(g,f[t>>2]|0,h,y)|0;d[i>>1]=y;kGb(z,v,f[w>>2]|0,h);if(!o)g=1;else{a=f[o+12>>2]|0;if((a|0)==(f[o+16>>2]|0))a=Pg[f[(f[k>>2]|0)+36>>2]&1023](o)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1}else g=0}do if(!j)C=47;else{a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[e>>2]=0;C=47;break}else if(g)break;else{C=49;break}}while(0);if((C|0)==47)if(g)C=49;if((C|0)==49)f[h>>2]=f[h>>2]|2;C=f[c>>2]|0;zOb(A);zOb(z);u=B;return C|0}function aHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=AGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;f[h+4>>2]=I;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function bHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+304|0;q=A+200|0;r=A+196|0;y=A+184|0;z=A+172|0;s=A+168|0;t=A+8|0;v=A+4|0;w=A;x=qGb(e)|0;YGb(y,e,q,r);f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}o=z+11|0;p=z+8|0;if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e;f[v>>2]=t;f[w>>2]=0;m=z+4|0;j=f[c>>2]|0;i=j;a:while(1){if(!i){n=0;j=0;k=1}else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;n=0;j=0;k=1}else{n=i;k=0}}i=f[d>>2]|0;do if(!i)B=19;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=19;break}else if(k)break;else break a}while(0);if((B|0)==19){B=0;if(k){i=0;break}else i=0}k=b[o>>0]|0;k=k<<24>>24<0?f[m>>2]|0:k&255;if((f[s>>2]|0)==(e+k|0)){GOb(z,k<<1,0);if((b[o>>0]|0)<0)a=(f[p>>2]&2147483647)+-1|0;else a=10;GOb(z,a,0);e=(b[o>>0]|0)<0?f[z>>2]|0:z;f[s>>2]=e+k}k=n+12|0;a=f[k>>2]|0;l=n+16|0;if((a|0)==(f[l>>2]|0))a=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(RGb(a,x,e,s,w,f[r>>2]|0,y,t,v,q)|0)break;a=f[k>>2]|0;if((a|0)==(f[l>>2]|0)){Pg[f[(f[n>>2]|0)+40>>2]&1023](n)|0;i=n;continue}else{f[k>>2]=a+4;VDb(f[a>>2]|0)|0;i=n;continue}}r=b[y+11>>0]|0;if((r<<24>>24<0?f[y+4>>2]|0:r&255)|0){a=f[v>>2]|0;if((a-t|0)<160){w=f[w>>2]|0;f[v>>2]=a+4;f[a>>2]=w}}x=CGb(e,f[s>>2]|0,g,x)|0;f[h>>2]=x;kGb(y,t,f[v>>2]|0,g);if(!n)e=1;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;e=1}else e=0}do if(!i)B=47;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;B=47;break}else if(e)break;else{B=49;break}}while(0);if((B|0)==47)if(e)B=49;if((B|0)==49)f[g>>2]=f[g>>2]|2;B=f[c>>2]|0;zOb(z);zOb(y);u=A;return B|0}function cHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+112|0;k=x;l=(e-d|0)/12|0;if(l>>>0>100){k=_zb(l)|0;if(!k)uOb();else{j=k;v=k}}else{j=k;v=0}k=0;n=d;o=j;while(1){if((n|0)==(e|0))break;m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if(!m){b[o>>0]=2;k=k+1|0;l=l+-1|0}else b[o>>0]=1;n=n+12|0;o=o+1|0}t=0;r=k;a:while(1){k=f[a>>2]|0;do if(!k)o=1;else{m=f[k+12>>2]|0;if((m|0)==(f[k+16>>2]|0))k=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else k=VDb(f[m>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;o=1;break}else{o=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;if(!m){m=0;k=1}else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;m=0;k=1}else k=0}n=f[a>>2]|0;if(!((l|0)!=0&(o^k)))break;k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(!i)k=Rg[f[(f[g>>2]|0)+28>>2]&255](g,k)|0;s=t+1|0;p=d;o=0;q=j;while(1){if((p|0)==(e|0))break;do if((b[q>>0]|0)==1){n=p+8+3|0;if((b[n>>0]|0)<0)m=f[p>>2]|0;else m=p;m=f[m+(t<<2)>>2]|0;if(!i)m=Rg[f[(f[g>>2]|0)+28>>2]&255](g,m)|0;if((k|0)!=(m|0)){b[q>>0]=0;m=o;n=r;l=l+-1|0;break}m=b[n>>0]|0;if(m<<24>>24<0)m=f[p+4>>2]|0;else m=m&255;if((m|0)==(s|0)){b[q>>0]=2;m=1;n=r+1|0;l=l+-1|0}else{m=1;n=r}}else{m=o;n=r}while(0);p=p+12|0;o=m;q=q+1|0;r=n}if(!o){t=s;continue}k=f[a>>2]|0;m=k+12|0;n=f[m>>2]|0;if((n|0)==(f[k+16>>2]|0))Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;else{f[m>>2]=n+4;VDb(f[n>>2]|0)|0}if((r+l|0)>>>0>1){n=d;o=j;k=r}else{t=s;continue}while(1){if((n|0)==(e|0)){t=s;r=k;continue a}if((b[o>>0]|0)==2){m=b[n+8+3>>0]|0;if(m<<24>>24<0)m=f[n+4>>2]|0;else m=m&255;if((m|0)!=(s|0)){b[o>>0]=0;k=k+-1|0}}n=n+12|0;o=o+1|0}}do if(!n)l=1;else{k=f[n+12>>2]|0;if((k|0)==(f[n+16>>2]|0))k=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[a>>2]=0;l=1;break}else{l=(f[a>>2]|0)==0;break}}while(0);do if(!m)w=41;else{k=f[m+12>>2]|0;if((k|0)==(f[m+16>>2]|0))k=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[c>>2]=0;w=41;break}else if(l)break;else{w=77;break}}while(0);if((w|0)==41)if(l)w=77;if((w|0)==77)f[h>>2]=f[h>>2]|2;while(1){if((d|0)==(e|0)){w=81;break}if((b[j>>0]|0)==2)break;d=d+12|0;j=j+1|0}if((w|0)==81){f[h>>2]=f[h>>2]|4;d=e}$zb(v);u=x;return d|0}function dHb(a){a=a|0;DFb(a);return}function eHb(a){a=a|0;DFb(a);sOb(a);return}function fHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260912)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+11|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+(h?f[j>>2]|0:a&255)|0))break;a=b[g>>0]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=DDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+1;b[h>>0]=a;a=DDb(a)|0}if(uEb(a,CDb()|0)|0)f[c>>2]=0}g=g+1|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;zOb(k)}u=l;return a|0}function gHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+39|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function hHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function iHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+64|0;i=a;m=a+52|0;n=a+40|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);tHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,c,g,d,e)|0;u=a;return g|0}function jHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+96|0;i=a+8|0;n=a;m=a+71|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);tHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=n3a(i,h,e,g,c,d)|0;u=a;return g|0}function kHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function lHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;w=u;u=u+176|0;r=w+72|0;l=w+48|0;k=w+32|0;h=w+24|0;g=w+8|0;j=w;n=w+134|0;m=w+68|0;o=w+76|0;v=w+64|0;s=w+60|0;t=w+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;z=a;A=a}}else{q=a;z=0;A=f[m>>2]|0}g=A+q|0;h=oHb(A,g,c)|0;if((A|0)==(n|0)){x=o;y=0}else{a=_zb(q<<1)|0;if(!a)uOb();else{x=a;y=a}}vEb(r,c);rHb(A,h,g,x,v,s,r);YFb(r);f[t>>2]=f[b>>2];b=f[v>>2]|0;A=f[s>>2]|0;f[r>>2]=f[t>>2];A=n3a(r,x,b,A,c,d)|0;$zb(y);$zb(z);u=w;return A|0}function mHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+80|0;l=a;k=a+68|0;h=a+48|0;j=a+8|0;m=a+4|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260896)|0;YFb(l);Tg[f[(f[n>>2]|0)+32>>2]&15](n,h,k,j)|0;g=j+g|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=n3a(l,j,(i|0)==(k|0)?g:j+(i-h)|0,g,d,e)|0;u=a;return g|0}function nHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=u;u=u+16|0;h=g;f[h>>2]=e;e=UAb(c)|0;c=YAb(a,b,d,h)|0;if(e|0)UAb(e)|0;u=g;return c|0}function oHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;a:do switch((f[d+4>>2]&176)<<24>>24){case 16:{d=b[a>>0]|0;switch(d<<24>>24){case 43:case 45:{a=a+1|0;break a}default:{}}if((c-a|0)>1&d<<24>>24==48){switch(b[a+1>>0]|0){case 88:case 120:break;default:{e=7;break a}}a=a+2|0}else e=7;break}case 32:{a=c;break}default:e=7}while(0);return a|0}function pHb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0;if(d&2048){b[a>>0]=43;a=a+1|0}if(d&1024){b[a>>0]=35;a=a+1|0}h=d&260;e=(d&16384|0)!=0;f=(h|0)==260;if(f)g=0;else{b[a>>0]=46;b[a+1>>0]=42;g=1;a=a+2|0}while(1){d=b[c>>0]|0;if(!(d<<24>>24))break;b[a>>0]=d;c=c+1|0;a=a+1|0}a:do switch(h&511){case 4:{d=e?70:102;break}case 256:{d=e?69:101;break}default:if(f){d=e?65:97;break a}else{d=e?71:103;break a}}while(0);b[a>>0]=d;return g|0}function qHb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=u;u=u+16|0;g=e;f[g>>2]=d;d=UAb(b)|0;b=sCb(a,c,g)|0;if(d|0)UAb(d)|0;u=e;return b|0}function rHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260896)|0;r=XFb(i,260912)|0;oh[f[(f[r>>2]|0)+20>>2]&1023](s,r);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{q=Rg[f[(f[t>>2]|0)+28>>2]&255](t,i)|0;j=f[h>>2]|0;f[h>>2]=j+1;b[j>>0]=q;j=a+1|0;break}default:j=a}q=d;a:do if((q-j|0)>1)if((b[j>>0]|0)==48){i=j+1|0;switch(b[i>>0]|0){case 88:case 120:break;default:{i=j;v=10;break a}}o=Rg[f[(f[t>>2]|0)+28>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+1;b[p>>0]=o;j=j+2|0;p=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[i>>0]|0)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=p;i=j;while(1){if(i>>>0>=d>>>0)break a;p=b[i>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;i=i+1|0}}else{i=j;v=10}else{i=j;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(i>>>0>=d>>>0)break b;p=b[i>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;i=i+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+32>>2]&15](t,j,i,f[h>>2]|0)|0;f[h>>2]=(f[h>>2]|0)+(i-j);k=t}else{d:do if((j|0)!=(i|0)){k=i;l=j;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[r>>2]|0)+16>>2]&1023](r)|0;m=j;l=0;k=0;while(1){if(m>>>0>=i>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+1;b[l>>0]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+28>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+1;b[x>>0]=y;m=m+1|0;l=l+1|0}k=e+(j-a)|0;j=f[h>>2]|0;if((k|0)==(j|0))k=t;else while(1){j=j+-1|0;if(k>>>0>=j>>>0){k=t;break c}y=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=y;k=k+1|0}}while(0);while(1){if(i>>>0>=d>>>0)break;j=b[i>>0]|0;if(j<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+28>>2]&255](t,j)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}if((v|0)==29){x=Pg[f[(f[r>>2]|0)+12>>2]&1023](r)|0;y=f[h>>2]|0;f[h>>2]=y+1;b[y>>0]=x;i=i+1|0}Tg[f[(f[t>>2]|0)+32>>2]&15](t,i,d,f[h>>2]|0)|0;y=(f[h>>2]|0)+(q-i)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a)|0;zOb(s);u=w;return}function sHb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var f=0;if(e&2048){b[a>>0]=43;a=a+1|0}if(!(e&512))f=a;else{b[a>>0]=35;f=a+1|0}while(1){a=b[c>>0]|0;if(!(a<<24>>24))break;b[f>>0]=a;c=c+1|0;f=f+1|0}switch(e&74){case 64:{a=111;break}case 8:{a=e&16384|0?88:120;break}default:a=d?100:117}b[f>>0]=a;return}function tHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260896)|0;l=XFb(i,260912)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+32>>2]&15](p,a,d,e)|0;i=e+(d-a)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+1;b[i>>0]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+28>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+1;b[m>>0]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+28>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+1;b[s>>0]=t;l=l+1|0;k=k+1|0}i=e+(i-a)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-1|0;if(i>>>0>=j>>>0)break;t=b[i>>0]|0;b[i>>0]=b[j>>0]|0;b[j>>0]=t;i=i+1|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a)|0;zOb(q);u=r;return}function uHb(a){a=a|0;DFb(a);return}function vHb(a){a=a|0;DFb(a);sOb(a);return}function wHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l+4|0;h=l;if(!(f[d+4>>2]&1)){j=f[(f[a>>2]|0)+24>>2]|0;f[h>>2]=f[c>>2];f[k>>2]=f[h>>2];a=Vg[j&31](a,k,d,e,g&1)|0}else{vEb(k,d);a=XFb(k,260936)|0;YFb(k);d=f[a>>2]|0;if(g)oh[f[d+24>>2]&1023](k,a);else oh[f[d+28>>2]&1023](k,a);i=k+8+3|0;a=b[i>>0]|0;d=f[k>>2]|0;j=k+4|0;g=a<<24>>24<0?d:k;while(1){h=a<<24>>24<0;if((g|0)==((h?d:k)+((h?f[j>>2]|0:a&255)<<2)|0))break;a=f[g>>2]|0;d=f[c>>2]|0;if(d|0){e=d+24|0;h=f[e>>2]|0;if((h|0)==(f[d+28>>2]|0)){h=f[(f[d>>2]|0)+52>>2]|0;a=VDb(a)|0;a=Rg[h&255](d,a)|0}else{f[e>>2]=h+4;f[h>>2]=a;a=VDb(a)|0}if(wEb(a,UDb()|0)|0)f[c>>2]=0}g=g+4|0;a=b[i>>0]|0;d=f[k>>2]|0}a=f[c>>2]|0;NOb(k)}u=l;return a|0}function xHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+122|0;n=a+108|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,1,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,13,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function yHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,1,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function zHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;a=u;u=u+128|0;i=a;m=a+112|0;n=a+100|0;h=a+16|0;l=a+12|0;k=a+4|0;j=a+8|0;b[m>>0]=b[253068]|0;b[m+1>>0]=b[253069]|0;b[m+2>>0]=b[253070]|0;b[m+3>>0]=b[253071]|0;b[m+4>>0]=b[253072]|0;b[m+5>>0]=b[253073]|0;sHb(m+1|0,253074,0,f[d+4>>2]|0);o=_Fb()|0;f[i>>2]=g;g=n+(nHb(n,12,o,m,i)|0)|0;m=oHb(n,g,d)|0;vEb(i,d);HHb(n,m,g,h,l,k,i);YFb(i);f[j>>2]=f[c>>2];c=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,c,g,d,e)|0;u=a;return g|0}function AHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;a=u;u=u+224|0;i=a+8|0;n=a;m=a+200|0;h=a+28|0;l=a+24|0;k=a+16|0;j=a+20|0;o=n;f[o>>2]=37;f[o+4>>2]=0;sHb(n+1|0,253065,0,f[c+4>>2]|0);o=_Fb()|0;p=i;f[p>>2]=e;f[p+4>>2]=g;e=m+(nHb(m,23,o,n,i)|0)|0;g=oHb(m,e,c)|0;vEb(i,c);HHb(m,g,e,h,l,k,i);YFb(i);f[j>>2]=f[b>>2];e=f[l>>2]|0;g=f[k>>2]|0;f[i>>2]=f[j>>2];g=EHb(i,h,e,g,c,d)|0;u=a;return g|0}function BHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,265124,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function CHb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;y=u;u=u+336|0;r=y+300|0;l=y+48|0;k=y+32|0;h=y+24|0;g=y+8|0;j=y;n=y+304|0;m=y+296|0;o=y+68|0;v=y+64|0;s=y+60|0;t=y+56|0;i=j;f[i>>2]=37;f[i+4>>2]=0;i=pHb(j+1|0,253063,f[c+4>>2]|0)|0;f[m>>2]=n;a=_Fb()|0;if(i){f[g>>2]=f[c+8>>2];p[g+8>>3]=e;a=nHb(n,30,a,j,g)|0}else{p[h>>3]=e;a=nHb(n,30,a,j,h)|0}if((a|0)>29){a=_Fb()|0;if(i){f[k>>2]=f[c+8>>2];p[k+8>>3]=e;g=qHb(m,a,j,k)|0}else{p[l>>3]=e;g=qHb(m,a,j,l)|0}a=f[m>>2]|0;if(!a)uOb();else{q=g;A=a;x=a}}else{q=a;A=0;x=f[m>>2]|0}g=x+q|0;h=oHb(x,g,c)|0;do if((x|0)==(n|0)){w=o;z=1;B=0}else{a=_zb(q<<3)|0;if(!a)uOb();else{w=a;z=0;B=a;break}}while(0);vEb(r,c);GHb(x,h,g,w,v,s,r);YFb(r);f[t>>2]=f[b>>2];x=f[v>>2]|0;a=f[s>>2]|0;f[r>>2]=f[t>>2];a=EHb(r,w,x,a,c,d)|0;f[b>>2]=a;if(!z)$zb(B);$zb(A);u=y;return a|0}function DHb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;a=u;u=u+192|0;l=a;k=a+176|0;h=a+156|0;j=a+4|0;m=a+152|0;b[k>>0]=b[253057]|0;b[k+1>>0]=b[253058]|0;b[k+2>>0]=b[253059]|0;b[k+3>>0]=b[253060]|0;b[k+4>>0]=b[253061]|0;b[k+5>>0]=b[253062]|0;i=_Fb()|0;f[l>>2]=g;g=nHb(h,20,i,k,l)|0;k=h+g|0;i=oHb(h,k,d)|0;vEb(l,d);n=XFb(l,260928)|0;YFb(l);Tg[f[(f[n>>2]|0)+48>>2]&15](n,h,k,j)|0;g=j+(g<<2)|0;f[m>>2]=f[c>>2];f[l>>2]=f[m>>2];g=EHb(l,j,(i|0)==(k|0)?g:j+(i-h<<2)|0,g,d,e)|0;u=a;return g|0}function EHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r+12|0;q=r;i=f[a>>2]|0;a:do if(!i)i=0;else{s=c;j=e-s>>2;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;s=k-s|0;g=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,c,g)|0)!=(g|0)){f[a>>2]=0;i=0;break}do if((j|0)>0){f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;if(j>>>0>1073741807)vOb(q);do if(j>>>0<2){n=q+8+3|0;b[n>>0]=j;m=q;o=q}else{g=j+4&-4;if(g>>>0>1073741823)vd();else{m=pOb(g<<2)|0;f[q>>2]=m;n=q+8|0;f[n>>2]=g|-2147483648;f[q+4>>2]=j;n=n+3|0;o=q;break}}while(0);FHb(m,j,h)|0;f[p>>2]=0;JFb(m+(j<<2)|0,p);if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,(b[n>>0]|0)<0?f[q>>2]|0:o,j)|0)==(j|0)){NOb(q);break}else{f[a>>2]=0;NOb(q);i=0;break a}}while(0);s=e-k|0;e=s>>2;if((s|0)>0)if((Sg[f[(f[i>>2]|0)+48>>2]&255](i,d,e)|0)!=(e|0)){f[a>>2]=0;i=0;break}f[l>>2]=0}while(0);u=r;return i|0}function FHb(a,b,c){a=a|0;b=b|0;c=c|0;if(b)ICb(a,c,b)|0;return a|0}function GHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;w=u;u=u+16|0;s=w;t=XFb(i,260928)|0;q=XFb(i,260936)|0;oh[f[(f[q>>2]|0)+20>>2]&1023](s,q);f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{r=Rg[f[(f[t>>2]|0)+44>>2]&255](t,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=r;i=a+1|0;break}default:i=a}r=d;a:do if((r-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:{j=i;v=10;break a}}o=Rg[f[(f[t>>2]|0)+44>>2]&255](t,48)|0;p=f[h>>2]|0;f[h>>2]=p+4;f[p>>2]=o;i=i+2|0;p=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[j>>0]|0)|0;j=f[h>>2]|0;f[h>>2]=j+4;f[j>>2]=p;j=i;while(1){if(j>>>0>=d>>>0)break a;p=b[j>>0]|0;if(!(DAb(p,_Fb()|0)|0))break a;j=j+1|0}}else{j=i;v=10}else{j=i;v=10}while(0);b:do if((v|0)==10)while(1){v=0;if(j>>>0>=d>>>0)break b;p=b[j>>0]|0;if(!(tAb(p,_Fb()|0)|0))break b;j=j+1|0;v=10}while(0);o=s+11|0;n=b[o>>0]|0;p=s+4|0;c:do if(!((n<<24>>24<0?f[p>>2]|0:n&255)|0)){Tg[f[(f[t>>2]|0)+48>>2]&15](t,i,j,f[h>>2]|0)|0;i=(f[h>>2]|0)+(j-i<<2)|0;f[h>>2]=i;k=t}else{d:do if((i|0)!=(j|0)){k=j;l=i;while(1){k=k+-1|0;if(l>>>0>=k>>>0)break d;n=b[l>>0]|0;b[l>>0]=b[k>>0]|0;b[k>>0]=n;l=l+1|0}}while(0);n=Pg[f[(f[q>>2]|0)+16>>2]&1023](q)|0;m=i;k=0;l=0;while(1){if(m>>>0>=j>>>0)break;x=b[((b[o>>0]|0)<0?f[s>>2]|0:s)+k>>0]|0;if(x<<24>>24>0&(l|0)==(x<<24>>24|0)){l=f[h>>2]|0;f[h>>2]=l+4;f[l>>2]=n;l=b[o>>0]|0;k=k+(k>>>0<((l<<24>>24<0?f[p>>2]|0:l&255)+-1|0)>>>0&1)|0;l=0}y=Rg[f[(f[t>>2]|0)+44>>2]&255](t,b[m>>0]|0)|0;x=f[h>>2]|0;f[h>>2]=x+4;f[x>>2]=y;m=m+1|0;l=l+1|0}i=e+(i-a<<2)|0;l=f[h>>2]|0;if((i|0)==(l|0))k=t;else{k=l;while(1){k=k+-4|0;if(i>>>0>=k>>>0){k=t;i=l;break c}y=f[i>>2]|0;f[i>>2]=f[k>>2];f[k>>2]=y;i=i+4|0}}}while(0);while(1){if(j>>>0>=d>>>0)break;i=b[j>>0]|0;if(i<<24>>24==46){v=29;break}x=Rg[f[(f[k>>2]|0)+44>>2]&255](t,i)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}if((v|0)==29){x=Pg[f[(f[q>>2]|0)+12>>2]&1023](q)|0;y=f[h>>2]|0;i=y+4|0;f[h>>2]=i;f[y>>2]=x;j=j+1|0}Tg[f[(f[t>>2]|0)+48>>2]&15](t,j,d,i)|0;y=(f[h>>2]|0)+(r-j<<2)|0;f[h>>2]=y;f[g>>2]=(c|0)==(d|0)?y:e+(c-a<<2)|0;zOb(s);u=w;return}function HHb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+16|0;q=r;p=XFb(i,260928)|0;l=XFb(i,260936)|0;oh[f[(f[l>>2]|0)+20>>2]&1023](q,l);n=q+11|0;m=b[n>>0]|0;o=q+4|0;if(!((m<<24>>24<0?f[o>>2]|0:m&255)|0)){Tg[f[(f[p>>2]|0)+48>>2]&15](p,a,d,e)|0;i=e+(d-a<<2)|0;f[h>>2]=i}else{f[h>>2]=e;i=b[a>>0]|0;switch(i<<24>>24){case 43:case 45:{m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,i)|0;i=f[h>>2]|0;f[h>>2]=i+4;f[i>>2]=m;i=a+1|0;break}default:i=a}a:do if((d-i|0)>1)if((b[i>>0]|0)==48){j=i+1|0;switch(b[j>>0]|0){case 88:case 120:break;default:break a}m=Rg[f[(f[p>>2]|0)+44>>2]&255](p,48)|0;k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[j>>0]|0)|0;m=f[h>>2]|0;f[h>>2]=m+4;f[m>>2]=k;i=i+2|0}while(0);b:do if((i|0)!=(d|0)){j=d;k=i;while(1){j=j+-1|0;if(k>>>0>=j>>>0)break b;m=b[k>>0]|0;b[k>>0]=b[j>>0]|0;b[j>>0]=m;k=k+1|0}}while(0);m=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;l=i;j=0;k=0;while(1){if(l>>>0>=d>>>0)break;s=b[((b[n>>0]|0)<0?f[q>>2]|0:q)+j>>0]|0;if(s<<24>>24!=0&(k|0)==(s<<24>>24|0)){k=f[h>>2]|0;f[h>>2]=k+4;f[k>>2]=m;k=b[n>>0]|0;j=j+(j>>>0<((k<<24>>24<0?f[o>>2]|0:k&255)+-1|0)>>>0&1)|0;k=0}t=Rg[f[(f[p>>2]|0)+44>>2]&255](p,b[l>>0]|0)|0;s=f[h>>2]|0;f[h>>2]=s+4;f[s>>2]=t;l=l+1|0;k=k+1|0}i=e+(i-a<<2)|0;j=f[h>>2]|0;if((i|0)!=(j|0)){while(1){j=j+-4|0;if(i>>>0>=j>>>0)break;t=f[i>>2]|0;f[i>>2]=f[j>>2];f[j>>2]=t;i=i+4|0}i=f[h>>2]|0}}f[g>>2]=(c|0)==(d|0)?i:e+(c-a<<2)|0;zOb(q);u=r;return}function IHb(a){a=a|0;DFb(a);return}function JHb(a){a=a|0;DFb(a);sOb(a);return}function KHb(a){a=a|0;return 2}function LHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=bIb(a,j,i,d,e,g,253593,253601)|0;u=h;return g|0}function MHb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+11>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+(o?f[n+4>>2]|0:d&255)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=bIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function NHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];$Hb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function OHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];aIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function PHb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260896)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];mIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function QHb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260896)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];$Hb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];aIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];cIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=bIb(a,j,k,e,g,h,253553,253561)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=bIb(a,j,k,e,g,h,253561,253569)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];dIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];eIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];fIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];gIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];hIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];iIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];jIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=bIb(a,j,k,e,g,h,253569,253580)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=bIb(a,j,k,e,g,h,253580,253585)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];kIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=bIb(a,j,k,e,g,h,253585,253593)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];lIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+11>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+(d?f[R+4>>2]|0:T&255)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=bIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];mIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];nIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];oIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function RHb(a){a=a|0;if(!(b[257672]|0))if(MPb(257672)|0){_Hb();f[65442]=261600}return f[65442]|0}function SHb(a){a=a|0;if(!(b[257656]|0))if(MPb(257656)|0){ZHb();f[65399]=261308}return f[65399]|0}function THb(a){a=a|0;if(!(b[257640]|0))if(MPb(257640)|0){YHb();f[65326]=261016}return f[65326]|0}function UHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257632]|0))if(MPb(257632)|0){f[65251]=0;f[65252]=0;f[65253]=0;d=qEb(253311)|0;if(d>>>0>4294967279)vOb(261004);if(d>>>0<11){b[261015]=d;a=261004}else{g=d+16&-16;a=pOb(g)|0;f[65251]=a;f[65253]=g|-2147483648;f[65252]=d}EDb(a,253311,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 261004}function VHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257624]|0))if(MPb(257624)|0){f[65248]=0;f[65249]=0;f[65250]=0;d=qEb(253299)|0;if(d>>>0>4294967279)vOb(260992);if(d>>>0<11){b[261003]=d;a=260992}else{g=d+16&-16;a=pOb(g)|0;f[65248]=a;f[65250]=g|-2147483648;f[65249]=d}EDb(a,253299,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260992}function WHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257616]|0))if(MPb(257616)|0){f[65245]=0;f[65246]=0;f[65247]=0;d=qEb(253290)|0;if(d>>>0>4294967279)vOb(260980);if(d>>>0<11){b[260991]=d;a=260980}else{g=d+16&-16;a=pOb(g)|0;f[65245]=a;f[65247]=g|-2147483648;f[65246]=d}EDb(a,253290,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260980}function XHb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;c=e;if(!(b[257608]|0))if(MPb(257608)|0){f[65242]=0;f[65243]=0;f[65244]=0;d=qEb(253281)|0;if(d>>>0>4294967279)vOb(260968);if(d>>>0<11){b[260979]=d;a=260968}else{g=d+16&-16;a=pOb(g)|0;f[65242]=a;f[65244]=g|-2147483648;f[65243]=d}EDb(a,253281,d)|0;b[c>>0]=0;rEb(a+d|0,c)}u=e;return 260968}function YHb(){var a=0,c=0;if(!(b[257648]|0))if(MPb(257648)|0){c=261016;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261304)}FOb(261016,253332)|0;FOb(261028,253335)|0;return}function ZHb(){var a=0,c=0;if(!(b[257664]|0))if(MPb(257664)|0){c=261308;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261596)}FOb(261308,253338)|0;FOb(261320,253346)|0;FOb(261332,253355)|0;FOb(261344,253361)|0;FOb(261356,253367)|0;FOb(261368,253371)|0;FOb(261380,253376)|0;FOb(261392,253381)|0;FOb(261404,253388)|0;FOb(261416,253398)|0;FOb(261428,253406)|0;FOb(261440,253415)|0;FOb(261452,253424)|0;FOb(261464,253428)|0;FOb(261476,253432)|0;FOb(261488,253436)|0;FOb(261500,253367)|0;FOb(261512,253440)|0;FOb(261524,253444)|0;FOb(261536,253448)|0;FOb(261548,253452)|0;FOb(261560,253456)|0;FOb(261572,253460)|0;FOb(261584,253464)|0;return}function _Hb(){var a=0,c=0;if(!(b[257680]|0))if(MPb(257680)|0){c=261600;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=261768)}FOb(261600,253468)|0;FOb(261612,253475)|0;FOb(261624,253482)|0;FOb(261636,253490)|0;FOb(261648,253500)|0;FOb(261660,253509)|0;FOb(261672,253516)|0;FOb(261684,253525)|0;FOb(261696,253529)|0;FOb(261708,253533)|0;FOb(261720,253537)|0;FOb(261732,253541)|0;FOb(261744,253545)|0;FOb(261756,253549)|0;return}function $Hb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function aIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(DGb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function bIb(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;t=A+12|0;s=A+8|0;x=A+4|0;y=A;vEb(t,g);v=XFb(t,260896)|0;YFb(t);f[h>>2]=0;w=v+8|0;l=0;a:while(1){r=(j|0)!=(k|0);m=l;while(1){l=f[c>>2]|0;if(!(r&(m|0)==0))break a;n=l;if(!l){l=0;p=1;q=n}else{m=f[l+12>>2]|0;if((m|0)==(f[l+16>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if(uEb(m,CDb()|0)|0){f[c>>2]=0;l=0;p=1;q=0}else{p=0;q=n}}o=f[e>>2]|0;m=o;do if(!o)z=16;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=16;break}else if(p)break;else{z=62;break a}}while(0);if((z|0)==16){z=0;if(p){z=62;break a}else o=0}if((Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0)<<24>>24==37){z=19;break}m=b[j>>0]|0;if(m<<24>>24>-1){n=f[w>>2]|0;if(d[n+(m<<24>>24<<1)>>1]&8192){z=26;break}}n=l+12|0;m=f[n>>2]|0;o=l+16|0;if((m|0)==(f[o>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;q=Rg[f[(f[v>>2]|0)+12>>2]&255](v,m&255)|0;if(q<<24>>24==(Rg[f[(f[v>>2]|0)+12>>2]&255](v,b[j>>0]|0)|0)<<24>>24){z=56;break}f[h>>2]=4;m=4}b:do if((z|0)==19){z=0;p=j+1|0;if((p|0)==(k|0)){z=62;break a}n=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[p>>0]|0,0)|0;switch(n<<24>>24){case 48:case 69:{j=j+2|0;if((j|0)==(k|0)){z=62;break a}o=n;l=Sg[f[(f[v>>2]|0)+36>>2]&255](v,b[j>>0]|0,0)|0;j=p;break}default:{o=0;l=n}}r=f[(f[a>>2]|0)+36>>2]|0;f[x>>2]=q;f[y>>2]=m;f[s>>2]=f[x>>2];f[t>>2]=f[y>>2];r=_g[r&15](a,s,t,g,h,i,l,o)|0;f[c>>2]=r;j=j+2|0}else if((z|0)==26){while(1){z=0;j=j+1|0;if((j|0)==(k|0)){j=k;break}m=b[j>>0]|0;if(m<<24>>24<=-1)break;if(!(d[n+(m<<24>>24<<1)>>1]&8192))break;else z=26}m=o;while(1){if(!l){p=1;l=0}else{n=f[l+12>>2]|0;if((n|0)==(f[l+16>>2]|0))n=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[c>>2]=0;p=1;l=0}else p=0}do if(!o)z=42;else{n=f[o+12>>2]|0;if((n|0)==(f[o+16>>2]|0))n=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else n=DDb(b[n>>0]|0)|0;if(uEb(n,CDb()|0)|0){f[e>>2]=0;m=0;z=42;break}else if(p^(m|0)==0){q=m;o=m;break}else break b}while(0);if((z|0)==42){z=0;if(p)break b;else{q=m;o=0}}n=l+12|0;m=f[n>>2]|0;p=l+16|0;if((m|0)==(f[p>>2]|0))m=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else m=DDb(b[m>>0]|0)|0;if((m&255)<<24>>24<=-1)break b;if(!(d[(f[w>>2]|0)+(m<<24>>24<<1)>>1]&8192))break b;m=f[n>>2]|0;if((m|0)==(f[p>>2]|0)){Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;m=q;continue}else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0;m=q;continue}}}else if((z|0)==56){z=0;m=f[n>>2]|0;if((m|0)==(f[o>>2]|0))Pg[f[(f[l>>2]|0)+40>>2]&1023](l)|0;else{f[n>>2]=m+1;DDb(b[m>>0]|0)|0}j=j+1|0}while(0);l=f[h>>2]|0}if((z|0)==62)f[h>>2]=4;if(!l){l=0;n=1}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;l=0;n=1}else n=0}j=f[e>>2]|0;do if(!j)z=75;else{m=f[j+12>>2]|0;if((m|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[m>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[e>>2]=0;z=75;break}else if(n)break;else{z=77;break}}while(0);if((z|0)==75)if(n)z=77;if((z|0)==77)f[h>>2]=f[h>>2]|2;u=A;return l|0}function cIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function dIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function eIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function fIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function gIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function hIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function iIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=h+8|0;a:while(1){a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[e>>2]|0;do if(!h)k=15;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=15;break}else if(i){i=h;break}else{i=h;break a}}while(0);if((k|0)==15){k=0;if(i){i=0;break}else i=0}a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((a&255)<<24>>24<=-1)break;if(!(d[(f[j>>2]|0)+(a<<24>>24<<1)>>1]&8192))break;a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0;continue}}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(!i)k=38;else{a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[e>>2]=0;k=38;break}else if(h)break;else{k=40;break}}while(0);if((k|0)==38)if(h)k=40;if((k|0)==40)f[g>>2]=f[g>>2]|2;return}function jIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+11>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+12+11>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(DGb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function kIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function lIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function mIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function nIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=pIb(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function oIb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;a=f[c>>2]|0;do if(!a)i=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;i=1;break}else{i=(f[c>>2]|0)==0;break}}while(0);h=f[d>>2]|0;do if(!h)k=14;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;k=14;break}else if(i){j=h;k=16;break}else{a=6;k=38;break}}while(0);if((k|0)==14)if(i){a=6;k=38}else{j=0;k=16}a:do if((k|0)==16){a=f[c>>2]|0;h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if((Sg[f[(f[g>>2]|0)+36>>2]&255](g,a&255,0)|0)<<24>>24==37){a=f[c>>2]|0;h=a+12|0;i=f[h>>2]|0;if((i|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[h>>2]=i+1;DDb(b[i>>0]|0)|0}a=f[c>>2]|0;do if(!a)h=1;else{h=f[a+12>>2]|0;if((h|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[h>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;h=1;break}else{h=(f[c>>2]|0)==0;break}}while(0);do if(j|0){a=f[j+12>>2]|0;if((a|0)==(f[j+16>>2]|0))a=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;break}else if(h)break a;else{a=2;k=38;break a}}while(0);if(h){a=2;k=38}}else{a=4;k=38}}while(0);if((k|0)==38)f[e>>2]=f[e>>2]|a;return}function pIb(a,c,e,g,h){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;i=f[a>>2]|0;do if(!i)k=1;else{j=f[i+12>>2]|0;if((j|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[j>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);j=f[c>>2]|0;do if(!j)s=14;else{i=f[j+12>>2]|0;if((i|0)==(f[j+16>>2]|0))i=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else i=DDb(b[i>>0]|0)|0;if(uEb(i,CDb()|0)|0){f[c>>2]=0;s=14;break}else if(k){s=17;break}else{s=16;break}}while(0);if((s|0)==14)if(k)s=16;else{j=0;s=17}a:do if((s|0)==16){f[e>>2]=f[e>>2]|6;i=0}else if((s|0)==17){i=f[a>>2]|0;k=f[i+12>>2]|0;if((k|0)==(f[i+16>>2]|0))i=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else i=DDb(b[k>>0]|0)|0;k=i&255;if(k<<24>>24>-1){r=g+8|0;if(d[(f[r>>2]|0)+(i<<24>>24<<1)>>1]&2048){i=(Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24;k=f[a>>2]|0;l=k+12|0;m=f[l>>2]|0;if((m|0)==(f[k+16>>2]|0)){Pg[f[(f[k>>2]|0)+40>>2]&1023](k)|0;n=j;l=j}else{f[l>>2]=m+1;DDb(b[m>>0]|0)|0;n=j;l=j}while(1){i=i+-48|0;q=h+-1|0;j=f[a>>2]|0;do if(!j)m=1;else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))j=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else j=DDb(b[k>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;m=1;break}else{m=(f[a>>2]|0)==0;break}}while(0);do if(!l){p=n;j=1;o=0}else{j=f[l+12>>2]|0;if((j|0)==(f[l+16>>2]|0))j=Pg[f[(f[l>>2]|0)+36>>2]&1023](l)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;p=0;j=1;o=0;break}else{p=n;j=(n|0)==0;o=n;break}}while(0);k=f[a>>2]|0;if(!((h|0)>1&(m^j)))break;j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;k=j&255;if(k<<24>>24<=-1)break a;if(!(d[(f[r>>2]|0)+(j<<24>>24<<1)>>1]&2048))break a;i=(i*10|0)+((Sg[f[(f[g>>2]|0)+36>>2]&255](g,k,0)|0)<<24>>24)|0;j=f[a>>2]|0;k=j+12|0;l=f[k>>2]|0;if((l|0)==(f[j+16>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;h=q;n=p;l=o;continue}else{f[k>>2]=l+1;DDb(b[l>>0]|0)|0;h=q;n=p;l=o;continue}}do if(!k)k=1;else{j=f[k+12>>2]|0;if((j|0)==(f[k+16>>2]|0))j=Pg[f[(f[k>>2]|0)+36>>2]&1023](k)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!p)s=62;else{j=f[p+12>>2]|0;if((j|0)==(f[p+16>>2]|0))j=Pg[f[(f[p>>2]|0)+36>>2]&1023](p)|0;else j=DDb(b[j>>0]|0)|0;if(uEb(j,CDb()|0)|0){f[c>>2]=0;s=62;break}else if(k)break a;else break}while(0);if((s|0)==62)if(!k)break;f[e>>2]=f[e>>2]|2;break}}f[e>>2]=f[e>>2]|4;i=0}while(0);return i|0}function qIb(a){a=a|0;DFb(a);return}function rIb(a){a=a|0;DFb(a);sOb(a);return}function sIb(a){a=a|0;return 2}function tIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;f[l>>2]=f[b>>2];f[k>>2]=f[c>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=MIb(a,j,i,d,e,g,49844,49876)|0;u=h;return g|0}function uIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=u;u=u+16|0;j=i+12|0;k=i+8|0;m=i+4|0;l=i;n=a+8|0;n=Pg[f[(f[n>>2]|0)+20>>2]&1023](n)|0;f[m>>2]=f[c>>2];f[l>>2]=f[d>>2];d=b[n+8+3>>0]|0;o=d<<24>>24<0;c=o?f[n>>2]|0:n;d=c+((o?f[n+4>>2]|0:d&255)<<2)|0;f[k>>2]=f[m>>2];f[j>>2]=f[l>>2];h=MIb(a,k,j,e,g,h,c,d)|0;u=i;return h|0}function vIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];KIb(a,g+24|0,b,i,e,d);u=h;return f[b>>2]|0}function wIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];LIb(a,g+16|0,b,i,e,d);u=h;return f[b>>2]|0}function xIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;vEb(i,d);d=XFb(i,260928)|0;YFb(i);f[j>>2]=f[c>>2];f[i>>2]=f[j>>2];XIb(a,g+20|0,b,i,e,d);u=h;return f[b>>2]|0}function yIb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;k=S+128|0;j=S+112|0;Q=S+124|0;R=S+120|0;l=S+116|0;m=S+108|0;n=S+104|0;o=S+100|0;p=S+96|0;q=S+92|0;r=S+88|0;s=S+84|0;t=S+80|0;v=S+76|0;w=S+72|0;x=S+68|0;y=S+64|0;z=S+60|0;A=S+56|0;B=S+52|0;C=S+48|0;D=S+44|0;E=S+40|0;F=S+36|0;G=S+32|0;H=S+28|0;I=S+24|0;J=S+20|0;K=S+16|0;L=S+12|0;M=S+8|0;N=S+4|0;O=S;f[g>>2]=0;vEb(k,e);P=XFb(k,260928)|0;YFb(k);do switch(i<<24>>24|0){case 65:case 97:{f[Q>>2]=f[d>>2];f[k>>2]=f[Q>>2];KIb(a,h+24|0,c,k,g,P);T=26;break}case 104:case 66:case 98:{f[R>>2]=f[d>>2];f[k>>2]=f[R>>2];LIb(a,h+16|0,c,k,g,P);T=26;break}case 99:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+12>>2]&1023](R)|0;f[l>>2]=f[c>>2];f[m>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 101:case 100:{f[n>>2]=f[d>>2];f[k>>2]=f[n>>2];NIb(a,h+12|0,c,k,g,P);T=26;break}case 68:{f[o>>2]=f[c>>2];f[p>>2]=f[d>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];T=MIb(a,j,k,e,g,h,49684,49716)|0;f[c>>2]=T;T=26;break}case 70:{f[q>>2]=f[c>>2];f[r>>2]=f[d>>2];f[j>>2]=f[q>>2];f[k>>2]=f[r>>2];T=MIb(a,j,k,e,g,h,49716,49748)|0;f[c>>2]=T;T=26;break}case 72:{f[s>>2]=f[d>>2];f[k>>2]=f[s>>2];OIb(a,h+8|0,c,k,g,P);T=26;break}case 73:{f[t>>2]=f[d>>2];f[k>>2]=f[t>>2];PIb(a,h+8|0,c,k,g,P);T=26;break}case 106:{f[v>>2]=f[d>>2];f[k>>2]=f[v>>2];QIb(a,h+28|0,c,k,g,P);T=26;break}case 109:{f[w>>2]=f[d>>2];f[k>>2]=f[w>>2];RIb(a,h+16|0,c,k,g,P);T=26;break}case 77:{f[x>>2]=f[d>>2];f[k>>2]=f[x>>2];SIb(a,h+4|0,c,k,g,P);T=26;break}case 116:case 110:{f[y>>2]=f[d>>2];f[k>>2]=f[y>>2];TIb(a,c,k,g,P);T=26;break}case 112:{f[z>>2]=f[d>>2];f[k>>2]=f[z>>2];UIb(a,h+8|0,c,k,g,P);T=26;break}case 114:{f[A>>2]=f[c>>2];f[B>>2]=f[d>>2];f[j>>2]=f[A>>2];f[k>>2]=f[B>>2];T=MIb(a,j,k,e,g,h,49748,49792)|0;f[c>>2]=T;T=26;break}case 82:{f[C>>2]=f[c>>2];f[D>>2]=f[d>>2];f[j>>2]=f[C>>2];f[k>>2]=f[D>>2];T=MIb(a,j,k,e,g,h,49792,49812)|0;f[c>>2]=T;T=26;break}case 83:{f[E>>2]=f[d>>2];f[k>>2]=f[E>>2];VIb(a,h,c,k,g,P);T=26;break}case 84:{f[F>>2]=f[c>>2];f[G>>2]=f[d>>2];f[j>>2]=f[F>>2];f[k>>2]=f[G>>2];T=MIb(a,j,k,e,g,h,49812,49844)|0;f[c>>2]=T;T=26;break}case 119:{f[H>>2]=f[d>>2];f[k>>2]=f[H>>2];WIb(a,h+24|0,c,k,g,P);T=26;break}case 120:{i=f[(f[a>>2]|0)+20>>2]|0;f[I>>2]=f[c>>2];f[J>>2]=f[d>>2];f[j>>2]=f[I>>2];f[k>>2]=f[J>>2];j=Yg[i&63](a,j,k,e,g,h)|0;break}case 88:{R=a+8|0;R=Pg[f[(f[R>>2]|0)+24>>2]&1023](R)|0;f[K>>2]=f[c>>2];f[L>>2]=f[d>>2];T=b[R+8+3>>0]|0;d=T<<24>>24<0;i=d?f[R>>2]|0:R;T=i+((d?f[R+4>>2]|0:T&255)<<2)|0;f[j>>2]=f[K>>2];f[k>>2]=f[L>>2];T=MIb(a,j,k,e,g,h,i,T)|0;f[c>>2]=T;T=26;break}case 121:{f[M>>2]=f[d>>2];f[k>>2]=f[M>>2];XIb(a,h+20|0,c,k,g,P);T=26;break}case 89:{f[N>>2]=f[d>>2];f[k>>2]=f[N>>2];YIb(a,h+20|0,c,k,g,P);T=26;break}case 37:{f[O>>2]=f[d>>2];f[k>>2]=f[O>>2];ZIb(a,c,k,g,P);T=26;break}default:{f[g>>2]=f[g>>2]|4;T=26}}while(0);if((T|0)==26)j=f[c>>2]|0;u=S;return j|0}function zIb(a){a=a|0;if(!(b[257752]|0))if(MPb(257752)|0){JIb();f[65645]=262412}return f[65645]|0}function AIb(a){a=a|0;if(!(b[257736]|0))if(MPb(257736)|0){IIb();f[65602]=262120}return f[65602]|0}function BIb(a){a=a|0;if(!(b[257720]|0))if(MPb(257720)|0){HIb();f[65529]=261828}return f[65529]|0}function CIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257712]|0))if(MPb(257712)|0){f[65454]=0;f[65455]=0;f[65456]=0;d=GIb(48716)|0;if(d>>>0>1073741807)vOb(261816);do if(d>>>0<2){b[261827]=d;g=261816}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65454]=g;f[65456]=c|-2147483648;f[65455]=d;break}}while(0);WDb(g,48716,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261816}function DIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257704]|0))if(MPb(257704)|0){f[65451]=0;f[65452]=0;f[65453]=0;d=GIb(48668)|0;if(d>>>0>1073741807)vOb(261804);do if(d>>>0<2){b[261815]=d;g=261804}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65451]=g;f[65453]=c|-2147483648;f[65452]=d;break}}while(0);WDb(g,48668,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261804}function EIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257696]|0))if(MPb(257696)|0){f[65448]=0;f[65449]=0;f[65450]=0;d=GIb(48632)|0;if(d>>>0>1073741807)vOb(261792);do if(d>>>0<2){b[261803]=d;g=261792}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65448]=g;f[65450]=c|-2147483648;f[65449]=d;break}}while(0);WDb(g,48632,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261792}function FIb(a){a=a|0;var c=0,d=0,e=0,g=0;e=u;u=u+16|0;a=e;if(!(b[257688]|0))if(MPb(257688)|0){f[65445]=0;f[65446]=0;f[65447]=0;d=GIb(48596)|0;if(d>>>0>1073741807)vOb(261780);do if(d>>>0<2){b[261791]=d;g=261780}else{c=d+4&-4;if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;f[65445]=g;f[65447]=c|-2147483648;f[65446]=d;break}}while(0);WDb(g,48596,d)|0;f[a>>2]=0;JFb(g+(d<<2)|0,a)}u=e;return 261780}function GIb(a){a=a|0;return nAb(a)|0}function HIb(){var a=0,c=0;if(!(b[257728]|0))if(MPb(257728)|0){c=261828;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262116)}SOb(261828,48800)|0;SOb(261840,48812)|0;return}function IIb(){var a=0,c=0;if(!(b[257744]|0))if(MPb(257744)|0){c=262120;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262408)}SOb(262120,48824)|0;SOb(262132,48856)|0;SOb(262144,48892)|0;SOb(262156,48916)|0;SOb(262168,48940)|0;SOb(262180,48956)|0;SOb(262192,48976)|0;SOb(262204,48996)|0;SOb(262216,49024)|0;SOb(262228,49064)|0;SOb(262240,49096)|0;SOb(262252,49132)|0;SOb(262264,49168)|0;SOb(262276,49184)|0;SOb(262288,49200)|0;SOb(262300,49216)|0;SOb(262312,48940)|0;SOb(262324,49232)|0;SOb(262336,49248)|0;SOb(262348,49264)|0;SOb(262360,49280)|0;SOb(262372,49296)|0;SOb(262384,49312)|0;SOb(262396,49328)|0;return}function JIb(){var a=0,c=0;if(!(b[257760]|0))if(MPb(257760)|0){c=262412;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[c+(a<<2)>>2]=0;a=a+1|0}c=c+12|0}while((c|0)!=262580)}SOb(262412,49344)|0;SOb(262424,49372)|0;SOb(262436,49400)|0;SOb(262448,49432)|0;SOb(262460,49472)|0;SOb(262472,49508)|0;SOb(262484,49536)|0;SOb(262496,49572)|0;SOb(262508,49588)|0;SOb(262520,49604)|0;SOb(262532,49620)|0;SOb(262544,49636)|0;SOb(262556,49652)|0;SOb(262568,49668)|0;return}function KIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[f[a>>2]>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+168|0,g,e,0)|0)-a|0;if((a|0)<168)f[b>>2]=((a|0)/12|0|0)%7|0;u=h;return}function LIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h+4|0;j=h;a=a+8|0;a=Pg[f[(f[a>>2]|0)+4>>2]&1023](a)|0;f[j>>2]=f[d>>2];f[i>>2]=f[j>>2];a=(cHb(c,i,a,a+288|0,g,e,0)|0)-a|0;if((a|0)<288)f[b>>2]=((a|0)/12|0|0)%12|0;u=h;return}function MIb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;r=x+12|0;q=x+8|0;t=x+4|0;v=x;vEb(r,d);s=XFb(r,260928)|0;YFb(r);f[e>>2]=0;j=0;a:while(1){p=(h|0)!=(i|0);k=j;while(1){j=f[b>>2]|0;if(!(p&(k|0)==0))break a;l=j;if(!j){j=0;n=1;o=l}else{k=f[j+12>>2]|0;if((k|0)==(f[j+16>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(wEb(k,UDb()|0)|0){f[b>>2]=0;j=0;n=1;o=0}else{n=0;o=l}}m=f[c>>2]|0;k=m;do if(!m)w=16;else{l=f[m+12>>2]|0;if((l|0)==(f[m+16>>2]|0))l=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=16;break}else if(n)break;else{w=59;break a}}while(0);if((w|0)==16){w=0;if(n){w=59;break a}else m=0}if((Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0)<<24>>24==37){w=19;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0){w=25;break}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;o=Rg[f[(f[s>>2]|0)+28>>2]&255](s,k)|0;if((o|0)==(Rg[f[(f[s>>2]|0)+28>>2]&255](s,f[h>>2]|0)|0)){w=53;break}f[e>>2]=4;k=4}b:do if((w|0)==19){w=0;n=h+4|0;if((n|0)==(i|0)){w=59;break a}l=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[n>>2]|0,0)|0;switch(l<<24>>24){case 48:case 69:{h=h+8|0;if((h|0)==(i|0)){w=59;break a}m=l;j=Sg[f[(f[s>>2]|0)+52>>2]&255](s,f[h>>2]|0,0)|0;h=n;break}default:{m=0;j=l}}p=f[(f[a>>2]|0)+36>>2]|0;f[t>>2]=o;f[v>>2]=k;f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];p=_g[p&15](a,q,r,d,e,g,j,m)|0;f[b>>2]=p;h=h+8|0}else if((w|0)==25){while(1){w=0;h=h+4|0;if((h|0)==(i|0)){h=i;break}if(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,f[h>>2]|0)|0)w=25;else break}k=m;n=m;while(1){if(!j){m=1;j=0}else{l=f[j+12>>2]|0;if((l|0)==(f[j+16>>2]|0))l=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[b>>2]=0;m=1;j=0}else m=0}do if(!n)w=40;else{l=f[n+12>>2]|0;if((l|0)==(f[n+16>>2]|0))l=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else l=VDb(f[l>>2]|0)|0;if(wEb(l,UDb()|0)|0){f[c>>2]=0;k=0;w=40;break}else if(m^(k|0)==0){o=k;n=k;break}else break b}while(0);if((w|0)==40){w=0;if(m)break b;else{o=k;n=0}}l=j+12|0;k=f[l>>2]|0;m=j+16|0;if((k|0)==(f[m>>2]|0))k=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else k=VDb(f[k>>2]|0)|0;if(!(Sg[f[(f[s>>2]|0)+12>>2]&255](s,8192,k)|0))break b;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0)){Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;k=o;continue}else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0;k=o;continue}}}else if((w|0)==53){w=0;k=f[l>>2]|0;if((k|0)==(f[m>>2]|0))Pg[f[(f[j>>2]|0)+40>>2]&1023](j)|0;else{f[l>>2]=k+4;VDb(f[k>>2]|0)|0}h=h+4|0}while(0);j=f[e>>2]|0}if((w|0)==59)f[e>>2]=4;if(!j){j=0;l=1}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;j=0;l=1}else l=0}h=f[c>>2]|0;do if(!h)w=72;else{k=f[h+12>>2]|0;if((k|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[k>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[c>>2]=0;w=72;break}else if(l)break;else{w=74;break}}while(0);if((w|0)==72)if(l)w=74;if((w|0)==74)f[e>>2]=f[e>>2]|2;u=x;return j|0}function NIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<31&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function OIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<24&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function PIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a+-1|0)>>>0<12&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function QIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,3)|0;c=f[e>>2]|0;if((a|0)<366&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function RIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<13&(c&4|0)==0)f[b>>2]=a+-1;else f[e>>2]=c|4;u=h;return}function SIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<60&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function TIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;a:while(1){a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)i=15;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=15;break}else if(h){h=g;break}else{h=g;break a}}while(0);if((i|0)==15){i=0;if(h){h=0;break}else h=0}a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(!(Sg[f[(f[e>>2]|0)+12>>2]&255](e,8192,a)|0))break;a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0)){Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;continue}else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0;continue}}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(!h)i=37;else{a=f[h+12>>2]|0;if((a|0)==(f[h+16>>2]|0))a=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;i=37;break}else if(g)break;else{i=39;break}}while(0);if((i|0)==37)if(g)i=39;if((i|0)==39)f[d>>2]=f[d>>2]|2;return}function UIb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+4|0;l=m;j=a+8|0;j=Pg[f[(f[j>>2]|0)+8>>2]&1023](j)|0;a=b[j+8+3>>0]|0;if(a<<24>>24<0)i=f[j+4>>2]|0;else i=a&255;a=b[j+20+3>>0]|0;if(a<<24>>24<0)a=f[j+16>>2]|0;else a=a&255;do if((i|0)==(0-a|0))f[g>>2]=f[g>>2]|4;else{f[l>>2]=f[e>>2];f[k>>2]=f[l>>2];a=(cHb(d,k,j,j+24|0,h,g,0)|0)-j|0;i=f[c>>2]|0;if((i|0)==12&(a|0)==0){f[c>>2]=0;break}if((i|0)<12&(a|0)==12)f[c>>2]=i+12}while(0);u=m;return}function VIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,2)|0;c=f[e>>2]|0;if((a|0)<61&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function WIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,1)|0;c=f[e>>2]|0;if((a|0)<7&(c&4|0)==0)f[b>>2]=a;else f[e>>2]=c|4;u=h;return}function XIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4)){if((a|0)<69)a=a+2e3|0;else a=(a|0)<100?a+1900|0:a;f[b>>2]=a+-1900}u=h;return}function YIb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;a=h+4|0;i=h;f[i>>2]=f[d>>2];f[a>>2]=f[i>>2];a=_Ib(c,a,e,g,4)|0;if(!(f[e>>2]&4))f[b>>2]=a+-1900;u=h;return}function ZIb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;a=f[b>>2]|0;do if(!a)h=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;h=1;break}else{h=(f[b>>2]|0)==0;break}}while(0);g=f[c>>2]|0;do if(!g)j=14;else{a=f[g+12>>2]|0;if((a|0)==(f[g+16>>2]|0))a=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;j=14;break}else if(h){i=g;j=16;break}else{a=6;j=38;break}}while(0);if((j|0)==14)if(h){a=6;j=38}else{i=0;j=16}a:do if((j|0)==16){a=f[b>>2]|0;g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if((Sg[f[(f[e>>2]|0)+52>>2]&255](e,a,0)|0)<<24>>24==37){a=f[b>>2]|0;g=a+12|0;h=f[g>>2]|0;if((h|0)==(f[a+16>>2]|0))Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;else{f[g>>2]=h+4;VDb(f[h>>2]|0)|0}a=f[b>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[b>>2]=0;g=1;break}else{g=(f[b>>2]|0)==0;break}}while(0);do if(i|0){a=f[i+12>>2]|0;if((a|0)==(f[i+16>>2]|0))a=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;break}else if(g)break a;else{a=2;j=38;break a}}while(0);if(g){a=2;j=38}}else{a=4;j=38}}while(0);if((j|0)==38)f[d>>2]=f[d>>2]|a;return}function _Ib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;do if(!g)i=1;else{h=f[g+12>>2]|0;if((h|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[h>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);h=f[b>>2]|0;do if(!h)p=14;else{g=f[h+12>>2]|0;if((g|0)==(f[h+16>>2]|0))g=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else g=VDb(f[g>>2]|0)|0;if(wEb(g,UDb()|0)|0){f[b>>2]=0;p=14;break}else if(i){p=17;break}else{p=16;break}}while(0);if((p|0)==14)if(i)p=16;else{h=0;p=17}a:do if((p|0)==16){f[c>>2]=f[c>>2]|6;g=0}else if((p|0)==17){g=f[a>>2]|0;i=f[g+12>>2]|0;if((i|0)==(f[g+16>>2]|0))g=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else g=VDb(f[i>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,g)|0)){f[c>>2]=f[c>>2]|4;g=0;break}g=(Sg[f[(f[d>>2]|0)+52>>2]&255](d,g,0)|0)<<24>>24;i=f[a>>2]|0;j=i+12|0;k=f[j>>2]|0;if((k|0)==(f[i+16>>2]|0)){Pg[f[(f[i>>2]|0)+40>>2]&1023](i)|0;l=h;j=h}else{f[j>>2]=k+4;VDb(f[k>>2]|0)|0;l=h;j=h}while(1){g=g+-48|0;o=e+-1|0;h=f[a>>2]|0;do if(!h)k=1;else{i=f[h+12>>2]|0;if((i|0)==(f[h+16>>2]|0))h=Pg[f[(f[h>>2]|0)+36>>2]&1023](h)|0;else h=VDb(f[i>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;k=1;break}else{k=(f[a>>2]|0)==0;break}}while(0);do if(!j){n=l;h=1;m=0}else{h=f[j+12>>2]|0;if((h|0)==(f[j+16>>2]|0))h=Pg[f[(f[j>>2]|0)+36>>2]&1023](j)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;n=0;h=1;m=0;break}else{n=l;h=(l|0)==0;m=l;break}}while(0);i=f[a>>2]|0;if(!((e|0)>1&(k^h)))break;h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(!(Sg[f[(f[d>>2]|0)+12>>2]&255](d,2048,h)|0))break a;g=(g*10|0)+((Sg[f[(f[d>>2]|0)+52>>2]&255](d,h,0)|0)<<24>>24)|0;h=f[a>>2]|0;i=h+12|0;j=f[i>>2]|0;if((j|0)==(f[h+16>>2]|0)){Pg[f[(f[h>>2]|0)+40>>2]&1023](h)|0;e=o;l=n;j=m;continue}else{f[i>>2]=j+4;VDb(f[j>>2]|0)|0;e=o;l=n;j=m;continue}}do if(!i)i=1;else{h=f[i+12>>2]|0;if((h|0)==(f[i+16>>2]|0))h=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[a>>2]=0;i=1;break}else{i=(f[a>>2]|0)==0;break}}while(0);do if(!n)p=60;else{h=f[n+12>>2]|0;if((h|0)==(f[n+16>>2]|0))h=Pg[f[(f[n>>2]|0)+36>>2]&1023](n)|0;else h=VDb(f[h>>2]|0)|0;if(wEb(h,UDb()|0)|0){f[b>>2]=0;p=60;break}else if(i)break a;else break}while(0);if((p|0)==60)if(!i)break;f[c>>2]=f[c>>2]|2}while(0);return g|0}function $Ib(a){a=a|0;eJb(a+8|0);DFb(a);return}function aJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function bJb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;j=u;u=u+112|0;d=j+4|0;e=j;f[e>>2]=d+100;cJb(a+8|0,d,e,g,h,i);i=f[e>>2]|0;h=d;d=f[c>>2]|0;while(1){if((h|0)==(i|0))break;e=b[h>>0]|0;if(!d)d=0;else{a=d+24|0;g=f[a>>2]|0;if((g|0)==(f[d+28>>2]|0)){c=f[(f[d>>2]|0)+52>>2]|0;e=DDb(e)|0;e=Rg[c&255](d,e)|0}else{f[a>>2]=g+1;b[g>>0]=e;e=DDb(e)|0}c=uEb(e,CDb()|0)|0;d=c?0:d}h=h+1|0}u=j;return d|0}function cJb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;b[i>>0]=37;j=i+1|0;b[j>>0]=g;k=i+2|0;b[k>>0]=h;b[i+3>>0]=0;if(h<<24>>24){b[j>>0]=h;b[k>>0]=g}k=dJb(c,f[d>>2]|0)|0;k=c+(Hf(c|0,k|0,i|0,e|0,f[a>>2]|0)|0)|0;f[d>>2]=k;u=l;return}function dJb(a,b){a=a|0;b=b|0;return b-a|0}function eJb(a){a=a|0;var b=0;b=f[a>>2]|0;if((b|0)!=(_Fb()|0))NAb(f[a>>2]|0);return}function fJb(a){a=a|0;eJb(a+8|0);DFb(a);return}function gJb(a){a=a|0;eJb(a+8|0);DFb(a);sOb(a);return}function hJb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0;i=u;u=u+416|0;c=i+8|0;d=i;f[d>>2]=c+400;iJb(a+8|0,c,d,e,g,h);h=f[d>>2]|0;g=c;c=f[b>>2]|0;while(1){if((g|0)==(h|0))break;d=f[g>>2]|0;if(!c)c=0;else{a=c+24|0;e=f[a>>2]|0;if((e|0)==(f[c+28>>2]|0)){b=f[(f[c>>2]|0)+52>>2]|0;d=VDb(d)|0;d=Rg[b&255](c,d)|0}else{f[a>>2]=e+4;f[e>>2]=d;d=VDb(d)|0}b=wEb(d,UDb()|0)|0;c=b?0:c}g=g+4|0}u=i;return c|0}function iJb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+128|0;k=h+16|0;l=h+12|0;i=h;j=h+8|0;f[l>>2]=k+100;cJb(a,k,l,d,e,g);d=i;f[d>>2]=0;f[d+4>>2]=0;f[j>>2]=k;d=jJb(b,f[c>>2]|0)|0;a=UAb(f[a>>2]|0)|0;d=HBb(b,j,d,i)|0;if(a|0)UAb(a)|0;if((d|0)==-1)kJb(0);else{f[c>>2]=b+(d<<2);u=h;return}}function jJb(a,b){a=a|0;b=b|0;return b-a>>2|0}function kJb(a){a=a|0;vd()}function lJb(a){a=a|0;DFb(a);return}function mJb(a){a=a|0;DFb(a);sOb(a);return}function nJb(a){a=a|0;return 127}function oJb(a){a=a|0;return 127}function pJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function qJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function rJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function sJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function tJb(a){a=a|0;return 0}function uJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function vJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function wJb(a,b,c){a=a|0;b=b|0;c=c|0;if(b|0)dQb(a|0,(DDb(c)|0)&255|0,b|0)|0;return a|0}function xJb(a){a=a|0;DFb(a);return}function yJb(a){a=a|0;DFb(a);sOb(a);return}function zJb(a){a=a|0;return 127}function AJb(a){a=a|0;return 127}function BJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function CJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function DJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function EJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+11>>0]=1;wJb(a,1,45)|0;b[d>>0]=0;rEb(a+1|0,d);u=c;return}function FJb(a){a=a|0;return 0}function GJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function HJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function IJb(a){a=a|0;DFb(a);return}function JJb(a){a=a|0;DFb(a);sOb(a);return}function KJb(a){a=a|0;return 2147483647}function LJb(a){a=a|0;return 2147483647}function MJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function NJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function OJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function PJb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function QJb(a){a=a|0;return 0}function RJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function SJb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function TJb(a){a=a|0;DFb(a);return}function UJb(a){a=a|0;DFb(a);sOb(a);return}function VJb(a){a=a|0;return 2147483647}function WJb(a){a=a|0;return 2147483647}function XJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function YJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function ZJb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=0;while(1){if((b|0)==3)break;f[a+(b<<2)>>2]=0;b=b+1|0}return}function _Jb(a,c){a=a|0;c=c|0;var d=0;c=u;u=u+16|0;d=c;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b[a+8+3>>0]=1;FHb(a,1,45)|0;f[d>>2]=0;JFb(a+4|0,d);u=c;return}function $Jb(a){a=a|0;return 0}function aKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function bKb(a,c){a=a|0;c=c|0;b[a>>0]=2;b[a+1>>0]=3;b[a+2>>0]=0;b[a+3>>0]=4;return}function cKb(a){a=a|0;DFb(a);return}function dKb(a){a=a|0;DFb(a);sOb(a);return}function eKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+240|0;n=x+24|0;q=x;m=x+140|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+136|0;y=x+4|0;o=x+36|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260896)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(hKb(c,n,e,s,l,h,j,a,w,p,m+100|0)|0){Tg[f[(f[a>>2]|0)+32>>2]&15](a,254118,254128,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>98){a=_zb(a+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+10|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=b[j>>0]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((b[a>>0]|0)==e<<24>>24)break;a=a+1|0}b[g>>0]=b[254118+(a-m)>>0]|0;j=j+1|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[e>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function fKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+144|0;j=t+24|0;a=t+32|0;s=t+16|0;m=t+8|0;p=t;k=t+28|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260896)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(hKb(c,j,e,p,g,h,k,l,s,m,a+100|0)|0){a=i+11|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;b[j>>0]=0;rEb(e,j);f[i+4>>2]=0}else{b[j>>0]=0;rEb(i,j);b[a>>0]=0}if(b[k>>0]|0)LOb(i,Rg[f[(f[l>>2]|0)+28>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+28>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-1|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((b[a>>0]|0)!=k<<24>>24)break;a=a+1|0}iKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=DDb(b[g>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=DDb(b[a>>0]|0)|0;if(uEb(a,CDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function gKb(a){a=a|0;return}function hKb(a,c,e,g,h,i,j,k,l,m,o){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2224|0;f[(F+88|0)>>2]=o;f[(F+80|0)>>2]=F+96|0;f[((F+80|0)+4|0)>>2]=1645;f[(F+72|0)>>2]=F+96|0;f[(F+68|0)>>2]=(F+96|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+56|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+44|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+32|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+20|0)+(o<<2)>>2]=0;o=o+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;o=0;while(1){if((o|0)==3)break;f[(F+8|0)+(o<<2)>>2]=0;o=o+1|0}kKb(e,g,F+500|0,F+497|0,F+496|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[m>>2]=f[l>>2];v=(F+32|0)+11|0;w=(F+20|0)+11|0;E=0;t=0;a:while(1){if(t>>>0>=4){C=234;break}o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);e=f[c>>2]|0;do if(!e)C=31;else{o=f[e+12>>2]|0;if((o|0)==(f[e+16>>2]|0))o=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=31;break}else if(g){z=e;break}else{C=234;break a}}while(0);if((C|0)==31){C=0;if(g){C=234;break}else z=0}b:do{g=1;p=b[(F+500|0)+t>>0]|0;if(g){g=0;switch(p|0){case 1:{if((t|0)==3)q=E;else{o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){C=44;break a}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){C=44;break a}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=z;s=z;C=46}break}case 0:{if((t|0)==3)q=E;else{r=z;s=z;C=46}break}default:g=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=h;f[F+576>>2]=j;f[F+584>>2]=k;f[F+592>>2]=l;f[F+600>>2]=m;f[F+888>>2]=E;f[F+896>>2]=t;f[F+912>>2]=q;f[F+1488>>2]=v;f[F+1520>>2]=w;f[F+2016>>2]=z;f[F+2104>>2]=C;f[F+2112>>2]=g;f[F+2120>>2]=p;f[F+2128>>2]=0;f[F+2132>>2]=0;GKb(F);q=f[F+912>>2]|0;C=f[F+2104>>2]|0;G=f[F+2128>>2]|0;D=f[F+2132>>2]|0;H=+n[F+2132>>2];f[F+2128>>2]=0;f[F+2132>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 20:break a}}while(0);c:do if((C|0)==46)while(1){C=0;o=f[a>>2]|0;do if(!o)e=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);do if(!s){x=r;C=59}else{o=f[s+12>>2]|0;if((o|0)==(f[s+16>>2]|0))o=Pg[f[(f[s>>2]|0)+36>>2]&1023](s)|0;else o=DDb(b[o>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;x=0;C=59;break}else if(e^(r|0)==0){y=r;A=r;break}else{q=E;break c}}while(0);if((C|0)==59){C=0;if(e){q=E;break c}else{y=x;A=0}}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((o&255)<<24>>24<=-1){q=E;break c}if(!(d[(f[(k+8|0)>>2]|0)+(o<<24>>24<<1)>>1]&8192)){q=E;break c}o=f[a>>2]|0;e=f[(o+12|0)>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+40>>2]&1023](o)|0;else{f[(o+12|0)>>2]=e+1;o=DDb(b[e>>0]|0)|0}LOb(F+8|0,o&255);r=y;s=A}while(0);E=q;t=t+1|0}d:do if((C|0)==44){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==103){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==144){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==232){f[i>>2]=f[i>>2]|4;B=0}else if((C|0)==234){e:do if(E|0){q=E+11|0;r=E+4|0;p=1;f:while(1){o=b[q>>0]|0;if(o<<24>>24<0)o=f[r>>2]|0;else o=o&255;if(p>>>0>=o>>>0)break e;o=f[a>>2]|0;do if(!o)g=1;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[a>>2]=0;g=1;break}else{g=(f[a>>2]|0)==0;break}}while(0);o=f[c>>2]|0;do if(!o)C=253;else{e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if(uEb(o,CDb()|0)|0){f[c>>2]=0;C=253;break}else if(g)break;else break f}while(0);if((C|0)==253){C=0;if(g)break}o=f[a>>2]|0;e=f[o+12>>2]|0;if((e|0)==(f[o+16>>2]|0))o=Pg[f[(f[o>>2]|0)+36>>2]&1023](o)|0;else o=DDb(b[e>>0]|0)|0;if((b[q>>0]|0)<0)e=f[E>>2]|0;else e=E;if((b[e+p>>0]|0)!=(o&255)<<24>>24)break;o=p+1|0;e=f[a>>2]|0;g=f[(e+12|0)>>2]|0;if((g|0)==(f[e+16>>2]|0)){Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;p=o;continue}else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0;p=o;continue}}f[i>>2]=f[i>>2]|4;B=0;break d}while(0);o=f[(F+80|0)>>2]|0;e=f[(F+72|0)>>2]|0;if((o|0)==(e|0))B=1;else{f[F>>2]=0;kGb(F+56|0,o,e,F);if(!(f[F>>2]|0)){B=1;break}else{f[i>>2]=f[i>>2]|4;B=0;break}}}while(0);zOb(F+8|0);zOb(F+20|0);zOb(F+32|0);zOb(F+44|0);zOb(F+56|0);o=f[(F+80|0)>>2]|0;f[(F+80|0)>>2]=0;if(o|0)gh[f[((F+80|0)+4|0)>>2]&2047](o);u=F;return B|0}function iKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;j=c;o=p+12|0;k=p;m=a+11|0;h=b[m>>0]|0;e=h<<24>>24<0;if(e){l=f[a+4>>2]|0;i=(f[a+8>>2]&2147483647)+-1|0}else{l=h&255;i=10}n=d-j|0;do if(n|0){if(e){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=h&255}if(jKb(c,g,g+e|0)|0){f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(n>>>0>4294967279)vOb(k);if(n>>>0<11){b[k+11>>0]=n;g=k}else{m=n+16&-16;g=pOb(m)|0;f[k>>2]=g;f[k+8>>2]=m|-2147483648;f[k+4>>2]=n}e=g;while(1){if((c|0)==(d|0))break;rEb(e,c);c=c+1|0;e=e+1|0}b[o>>0]=0;rEb(g+n|0,o);o=b[k+11>>0]|0;d=o<<24>>24<0;JOb(a,d?f[k>>2]|0:k,d?f[k+4>>2]|0:o&255)|0;zOb(k);break}if((i-l|0)>>>0<n>>>0)IOb(a,i,l+n-i|0,l,l,0,0);if((b[m>>0]|0)<0)h=f[a>>2]|0;else h=a;g=d+(l-j)|0;e=h+l|0;while(1){if((c|0)==(d|0))break;rEb(e,c);e=e+1|0;c=c+1|0}b[o>>0]=0;rEb(h+g|0,o);c=l+n|0;if((b[m>>0]|0)<0){f[a+4>>2]=c;break}else{b[m>>0]=c;break}}while(0);u=p;return a|0}function jKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function kKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262616)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262608)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[m>>0]=0;rEb(a,m);f[k+4>>2]=0;a=k}else{b[m>>0]=0;rEb(k,m);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[m>>0]=0;rEb(a,m);f[j+4>>2]=0;a=j}else{b[m>>0]=0;rEb(j,m);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;b[e>>0]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;b[g>>0]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function lKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?1:g;h=(f[b>>2]|0)-d|0;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+h;f[c>>2]=(f[a>>2]|0)+g;return}function mKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function nKb(a){a=a|0;DFb(a);return}function oKb(a){a=a|0;DFb(a);sOb(a);return}function pKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;x=u;u=u+576|0;n=x+424|0;q=x;m=x+24|0;w=x+16|0;p=x+12|0;s=x+8|0;j=x+564|0;y=x+4|0;o=x+464|0;f[w>>2]=m;v=w+4|0;f[v>>2]=1645;vEb(s,g);a=XFb(s,260928)|0;b[j>>0]=0;f[y>>2]=f[d>>2];l=f[g+4>>2]|0;f[n>>2]=f[y>>2];if(rKb(c,n,e,s,l,h,j,a,w,p,m+400|0)|0){Tg[f[(f[a>>2]|0)+48>>2]&15](a,254228,254238,n)|0;l=f[p>>2]|0;e=f[w>>2]|0;a=l-e|0;if((a|0)>392){a=_zb((a>>>2)+2|0)|0;if(!a)uOb();else{k=a;r=a}}else{k=o;r=0}if(!(b[j>>0]|0))a=k;else{b[k>>0]=45;a=k+1|0}k=n+40|0;m=n;j=e;g=a;a=l;while(1){if(j>>>0>=a>>>0)break;e=f[j>>2]|0;a=n;while(1){if((a|0)==(k|0)){a=k;break}if((f[a>>2]|0)==(e|0))break;a=a+4|0}b[g>>0]=b[254228+(a-m>>2)>>0]|0;j=j+4|0;g=g+1|0;a=f[p>>2]|0}b[g>>0]=0;f[q>>2]=i;if((oCb(o,254129,q)|0)!=1)kJb(0);if(r|0)$zb(r)}a=f[c>>2]|0;do if(!a)g=1;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);a=f[d>>2]|0;do if(!a)t=32;else{e=f[a+12>>2]|0;if((e|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[e>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;t=32;break}else if(g)break;else{t=34;break}}while(0);if((t|0)==32)if(g)t=34;if((t|0)==34)f[h>>2]=f[h>>2]|2;e=f[c>>2]|0;YFb(s);a=f[w>>2]|0;f[w>>2]=0;if(a|0)gh[f[v>>2]&2047](a);u=x;return e|0}function qKb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+432|0;j=t+424|0;a=t+24|0;s=t+16|0;m=t+8|0;p=t;k=t+428|0;n=t+4|0;f[s>>2]=a;r=s+4|0;f[r>>2]=1645;vEb(p,g);l=XFb(p,260928)|0;b[k>>0]=0;o=f[d>>2]|0;f[n>>2]=o;g=f[g+4>>2]|0;f[j>>2]=f[n>>2];n=o;if(rKb(c,j,e,p,g,h,k,l,s,m,a+400|0)|0){a=i+8+3|0;if((b[a>>0]|0)<0){e=f[i>>2]|0;f[j>>2]=0;JFb(e,j);f[i+4>>2]=0}else{f[j>>2]=0;JFb(i,j);b[a>>0]=0}if(b[k>>0]|0)VOb(i,Rg[f[(f[l>>2]|0)+44>>2]&255](l,45)|0);k=Rg[f[(f[l>>2]|0)+44>>2]&255](l,48)|0;g=f[m>>2]|0;j=g+-4|0;a=f[s>>2]|0;while(1){if(a>>>0>=j>>>0)break;if((f[a>>2]|0)!=(k|0))break;a=a+4|0}sKb(i,a,g)|0}a=f[c>>2]|0;do if(!a)g=1;else{g=f[a+12>>2]|0;if((g|0)==(f[a+16>>2]|0))a=Pg[f[(f[a>>2]|0)+36>>2]&1023](a)|0;else a=VDb(f[g>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[c>>2]=0;g=1;break}else{g=(f[c>>2]|0)==0;break}}while(0);do if(!o)q=25;else{a=f[n+12>>2]|0;if((a|0)==(f[n+16>>2]|0))a=Pg[f[(f[o>>2]|0)+36>>2]&1023](n)|0;else a=VDb(f[a>>2]|0)|0;if(wEb(a,UDb()|0)|0){f[d>>2]=0;q=25;break}else if(g)break;else{q=27;break}}while(0);if((q|0)==25)if(g)q=27;if((q|0)==27)f[h>>2]=f[h>>2]|2;g=f[c>>2]|0;YFb(p);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[r>>2]&2047](a);u=t;return g|0}function rKb(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0;C=0;F=u;u=u+2256|0;f[(F+96|0)>>2]=m;f[(F+88|0)>>2]=F+104|0;f[((F+88|0)+4|0)>>2]=1645;f[(F+80|0)>>2]=F+104|0;f[(F+76|0)>>2]=(F+104|0)+400;f[(F+56|0)>>2]=0;f[(F+56|0)+4>>2]=0;f[(F+56|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+56|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+44|0)>>2]=0;f[(F+44|0)+4>>2]=0;f[(F+44|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+44|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+32|0)>>2]=0;f[(F+32|0)+4>>2]=0;f[(F+32|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+32|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+20|0)>>2]=0;f[(F+20|0)+4>>2]=0;f[(F+20|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+20|0)+(m<<2)>>2]=0;m=m+1|0}f[(F+8|0)>>2]=0;f[(F+8|0)+4>>2]=0;f[(F+8|0)+8>>2]=0;m=0;while(1){if((m|0)==3)break;f[(F+8|0)+(m<<2)>>2]=0;m=m+1|0}uKb(d,e,F+504|0,F+72|0,F+68|0,F+56|0,F+44|0,F+32|0,F+20|0,F+4|0);f[l>>2]=f[k>>2];t=(F+32|0)+8+3|0;v=(F+20|0)+8+3|0;w=(F+44|0)+8+3|0;E=0;s=0;a:while(1){if(s>>>0>=4){C=229;break}m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);d=f[c>>2]|0;do if(!d)C=31;else{m=f[d+12>>2]|0;if((m|0)==(f[d+16>>2]|0))m=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=31;break}else if(e){z=d;break}else{C=229;break a}}while(0);if((C|0)==31){C=0;if(e){C=229;break}else z=0}b:do{e=1;o=b[(F+504|0)+s>>0]|0;if(e){e=0;switch(o|0){case 1:{if((s|0)==3)p=E;else{m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){C=43;break a}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=z;r=z;C=45}break}case 0:{if((s|0)==3)p=E;else{q=z;r=z;C=45}break}default:e=1}}f[F+528>>2]=a;f[F+536>>2]=c;f[F+560>>2]=g;f[F+576>>2]=i;f[F+584>>2]=j;f[F+592>>2]=k;f[F+600>>2]=l;f[F+888>>2]=E;f[F+896>>2]=s;f[F+912>>2]=p;f[F+1512>>2]=t;f[F+1560>>2]=v;f[F+1624>>2]=w;f[F+2040>>2]=z;f[F+2128>>2]=C;f[F+2136>>2]=e;f[F+2144>>2]=o;f[F+2152>>2]=0;f[F+2156>>2]=0;HKb(F);p=f[F+912>>2]|0;C=f[F+2128>>2]|0;G=f[F+2152>>2]|0;D=f[F+2156>>2]|0;H=+n[F+2156>>2];f[F+2152>>2]=0;f[F+2156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break b;case 19:break a}}while(0);c:do if((C|0)==45)while(1){C=0;m=f[a>>2]|0;do if(!m)d=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;d=1;break}else{d=(f[a>>2]|0)==0;break}}while(0);do if(!r){x=q;C=58}else{m=f[r+12>>2]|0;if((m|0)==(f[r+16>>2]|0))m=Pg[f[(f[r>>2]|0)+36>>2]&1023](r)|0;else m=VDb(f[m>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;x=0;C=58;break}else if(d^(q|0)==0){y=q;A=q;break}else{p=E;break c}}while(0);if((C|0)==58){C=0;if(d){p=E;break c}else{y=x;A=0}}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[j>>2]|0)+12>>2]&255](j,8192,m)|0)){p=E;break c}m=f[a>>2]|0;d=f[(m+12|0)>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+40>>2]&1023](m)|0;else{f[(m+12|0)>>2]=d+4;m=VDb(f[d>>2]|0)|0}VOb(F+8|0,m);q=y;r=A}while(0);E=p;s=s+1|0}d:do if((C|0)==43){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==101){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==141){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==227){f[h>>2]=f[h>>2]|4;B=0}else if((C|0)==229){e:do if(E|0){p=E+8+3|0;q=E+4|0;o=1;f:while(1){m=b[p>>0]|0;if(m<<24>>24<0)m=f[q>>2]|0;else m=m&255;if(o>>>0>=m>>>0)break e;m=f[a>>2]|0;do if(!m)e=1;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[a>>2]=0;e=1;break}else{e=(f[a>>2]|0)==0;break}}while(0);m=f[c>>2]|0;do if(!m)C=248;else{d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if(wEb(m,UDb()|0)|0){f[c>>2]=0;C=248;break}else if(e)break;else break f}while(0);if((C|0)==248){C=0;if(e)break}m=f[a>>2]|0;d=f[m+12>>2]|0;if((d|0)==(f[m+16>>2]|0))m=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0;else m=VDb(f[d>>2]|0)|0;if((b[p>>0]|0)<0)d=f[E>>2]|0;else d=E;if((m|0)!=(f[d+(o<<2)>>2]|0))break;m=o+1|0;d=f[a>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;o=m;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;o=m;continue}}f[h>>2]=f[h>>2]|4;B=0;break d}while(0);m=f[(F+88|0)>>2]|0;d=f[(F+80|0)>>2]|0;if((m|0)==(d|0))B=1;else{f[F>>2]=0;kGb(F+56|0,m,d,F);if(!(f[F>>2]|0)){B=1;break}else{f[h>>2]=f[h>>2]|4;B=0;break}}}while(0);NOb(F+8|0);NOb(F+20|0);NOb(F+32|0);NOb(F+44|0);zOb(F+56|0);m=f[(F+88|0)>>2]|0;f[(F+88|0)>>2]=0;if(m|0)gh[f[((F+88|0)+4|0)>>2]&2047](m);u=F;return B|0}function sKb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;o=q+12|0;l=q;e=a+8|0;p=e+3|0;i=b[p>>0]|0;g=i<<24>>24<0;if(g){n=f[a+4>>2]|0;h=(f[e>>2]&2147483647)+-1|0}else{n=i&255;h=1}m=d-c>>2;do if(m|0){if(g){g=f[a>>2]|0;e=f[a+4>>2]|0}else{g=a;e=i&255}if(tKb(c,g,g+(e<<2)|0)|0){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;if(m>>>0>1073741807)vOb(l);do if(m>>>0<2){b[l+8+3>>0]=m;j=c;k=l}else{e=m+4&-4;if(e>>>0>1073741823)vd();else{k=pOb(e<<2)|0;f[l>>2]=k;f[l+8>>2]=e|-2147483648;f[l+4>>2]=m;j=c;break}}while(0);while(1){if((j|0)==(d|0))break;JFb(k,j);j=j+4|0;k=k+4|0}f[o>>2]=0;JFb(k,o);p=b[l+8+3>>0]|0;o=p<<24>>24<0;UOb(a,o?f[l>>2]|0:l,o?f[l+4>>2]|0:p&255)|0;NOb(l);break}if((h-n|0)>>>0<m>>>0)TOb(a,h,n+m-h|0,n,n,0,0);if((b[p>>0]|0)<0)e=f[a>>2]|0;else e=a;e=e+(n<<2)|0;while(1){if((c|0)==(d|0))break;JFb(e,c);e=e+4|0;c=c+4|0}f[o>>2]=0;JFb(e,o);c=n+m|0;if((b[p>>0]|0)<0){f[a+4>>2]=c;break}else{b[p>>0]=c;break}}while(0);u=q;return a|0}function tKb(a,b,c){a=a|0;b=b|0;c=c|0;return b>>>0<=a>>>0&a>>>0<c>>>0|0}function uKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){c=XFb(c,262632)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}else{c=XFb(c,262624)|0;oh[f[(f[c>>2]|0)+44>>2]&1023](m,c);a=f[m>>2]|0;b[d>>0]=a;b[d+1>>0]=a>>8;b[d+2>>0]=a>>16;b[d+3>>0]=a>>24;oh[f[(f[c>>2]|0)+32>>2]&1023](n,c);a=k+8+3|0;if((b[a>>0]|0)<0){d=f[k>>2]|0;f[m>>2]=0;JFb(d,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);oh[f[(f[c>>2]|0)+28>>2]&1023](n,c);a=j+8+3|0;if((b[a>>0]|0)<0){k=f[j>>2]|0;f[m>>2]=0;JFb(k,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+12>>2]&1023](c)|0;f[e>>2]=a;a=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;f[g>>2]=a;oh[f[(f[c>>2]|0)+20>>2]&1023](n,c);a=h+11|0;if((b[a>>0]|0)<0){a=f[h>>2]|0;b[m>>0]=0;rEb(a,m);f[h+4>>2]=0;a=h}else{b[m>>0]=0;rEb(h,m);b[a>>0]=0;a=h}EOb(h,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[c>>2]|0)+24>>2]&1023](n,c);a=i+8+3|0;if((b[a>>0]|0)<0){h=f[i>>2]|0;f[m>>2]=0;JFb(h,m);f[i+4>>2]=0}else{f[m>>2]=0;JFb(i,m);b[a>>0]=0}ROb(i,0);f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0}f[l>>2]=a;u=o;return}function vKb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=a+4|0;e=(f[i>>2]|0)!=1645;d=f[a>>2]|0;g=(f[c>>2]|0)-d|0;g=g>>>0<2147483647?g<<1:-1;g=(g|0)==0?4:g;h=(f[b>>2]|0)-d>>2;d=aAb(e?d:0,g)|0;if(!d)uOb();if(e)f[a>>2]=d;else{e=f[a>>2]|0;f[a>>2]=d;if(e){gh[f[i>>2]&2047](e);d=f[a>>2]|0}}f[i>>2]=1646;f[b>>2]=d+(h<<2);f[c>>2]=(f[a>>2]|0)+(g>>>2<<2);return}function wKb(a){a=a|0;DFb(a);return}function xKb(a){a=a|0;DFb(a);sOb(a);return}function yKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+384|0;q=F+8|0;j=F;a=F+284|0;k=F+72|0;i=F+184|0;E=F+68|0;r=F+180|0;s=F+177|0;t=F+176|0;B=F+56|0;C=F+44|0;D=F+32|0;n=F+28|0;o=F+76|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260896)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+32>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}AKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+11>>0]|0;j=b[C+11>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+11>>0]|0;i=b[C+11>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}BKb(z,v,w,f[e+4>>2]|0,y,y+A|0,m,l,r,b[s>>0]|0,b[t>>0]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=n3a(q,z,c,a,e,g)|0;if(G|0)$zb(G);zOb(D);zOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function zKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+176|0;p=D+56|0;C=D+52|0;v=D+164|0;w=D+161|0;x=D+160|0;z=D+40|0;A=D+28|0;B=D+16|0;l=D+12|0;n=D+60|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260896)|0;i=h+11|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=b[(a?f[h>>2]|0:h)>>0]|0;o=o<<24>>24==(Rg[f[(f[t>>2]|0)+28>>2]&255](t,45)|0)<<24>>24};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}AKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+11>>0]|0;d=b[A+11>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+11>>0]|0;i=b[A+11>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;BKb(y,q,r,f[e+4>>2]|0,h,h+k|0,t,o,v,b[w>>0]|0,b[x>>0]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=n3a(p,y,h,a,e,g)|0;if(E|0)$zb(E);zOb(B);zOb(A);zOb(z);YFb(C);u=D;return a|0}function AKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+12|0;o=p;if(a){m=XFb(d,262616)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}else{m=XFb(d,262608)|0;if(c){oh[f[(f[m>>2]|0)+44>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+32>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}else{oh[f[(f[m>>2]|0)+40>>2]&1023](n,m);a=f[n>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[m>>2]|0)+28>>2]&1023](o,m);a=k+11|0;if((b[a>>0]|0)<0){a=f[k>>2]|0;b[n>>0]=0;rEb(a,n);f[k+4>>2]=0;a=k}else{b[n>>0]=0;rEb(k,n);b[a>>0]=0;a=k}EOb(k,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);d=m}a=Pg[f[(f[m>>2]|0)+12>>2]&1023](m)|0;b[g>>0]=a;a=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;b[h>>0]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](o,m);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[n>>0]=0;rEb(a,n);f[i+4>>2]=0;a=i}else{b[n>>0]=0;rEb(i,n);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);oh[f[(f[d>>2]|0)+24>>2]&1023](o,m);a=j+11|0;if((b[a>>0]|0)<0){a=f[j>>2]|0;b[n>>0]=0;rEb(a,n);f[j+4>>2]=0;a=j}else{b[n>>0]=0;rEb(j,n);b[a>>0]=0;a=j}EOb(j,0);f[a>>2]=f[o>>2];f[a+4>>2]=f[o+4>>2];f[a+8>>2]=f[o+8>>2];a=0;while(1){if((a|0)==3)break;f[o+(a<<2)>>2]=0;a=a+1|0}zOb(o);a=Pg[f[(f[m>>2]|0)+36>>2]&1023](m)|0}f[l>>2]=a;u=p;return}function BKb(a,c,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;f[e>>2]=a;z=q+11|0;H=q+4|0;A=p+11|0;B=p+4|0;C=(g&512|0)==0;D=j+8|0;E=(r|0)>0;F=o+11|0;G=o+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[l+y>>0]|0){case 0:{f[c>>2]=f[e>>2];break}case 1:{f[c>>2]=f[e>>2];w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,32)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w;break}case 3:{x=b[z>>0]|0;s=x<<24>>24<0;if((s?f[H>>2]|0:x&255)|0){w=b[(s?f[q>>2]|0:q)>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}break}case 2:{t=b[A>>0]|0;s=t<<24>>24<0;t=s?f[B>>2]|0:t&255;if(!(C|(t|0)==0)){x=s?f[p>>2]|0:p;u=x+t|0;s=f[e>>2]|0;t=x;while(1){if((t|0)==(u|0))break;b[s>>0]=b[t>>0]|0;s=s+1|0;t=t+1|0}f[e>>2]=s}break}case 4:{t=f[e>>2]|0;h=k?h+1|0:h;u=h;while(1){if(u>>>0>=i>>>0)break;s=b[u>>0]|0;if(s<<24>>24<=-1)break;if(!(d[(f[D>>2]|0)+(s<<24>>24<<1)>>1]&2048))break;u=u+1|0}if(E){v=r;while(1){s=(v|0)>0;if(!(u>>>0>h>>>0&s))break;x=u+-1|0;s=b[x>>0]|0;w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=s;v=v+-1|0;u=x}if(s)w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;else w=0;s=v;while(1){v=f[e>>2]|0;f[e>>2]=v+1;if((s|0)<=0)break;b[v>>0]=w;s=s+-1|0}b[v>>0]=m}b:do if((u|0)==(h|0)){w=Rg[f[(f[j>>2]|0)+28>>2]&255](j,48)|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=w}else{x=b[F>>0]|0;s=x<<24>>24<0;if(!((s?f[G>>2]|0:x&255)|0)){w=-1;v=0;x=0}else{w=b[(s?f[o>>2]|0:o)>>0]|0;v=0;x=0}while(1){if((u|0)==(h|0))break b;if((x|0)==(w|0)){w=f[e>>2]|0;f[e>>2]=w+1;b[w>>0]=n;v=v+1|0;w=b[F>>0]|0;s=w<<24>>24<0;if(v>>>0<(s?f[G>>2]|0:w&255)>>>0){w=b[(s?f[o>>2]|0:o)+v>>0]|0;w=w<<24>>24==127?-1:w<<24>>24;s=0}else{w=x;s=0}}else s=x;I=u+-1|0;J=b[I>>0]|0;x=f[e>>2]|0;f[e>>2]=x+1;b[x>>0]=J;x=s+1|0;u=I}}while(0);s=f[e>>2]|0;if((t|0)!=(s|0))while(1){s=s+-1|0;if(t>>>0>=s>>>0)break a;J=b[t>>0]|0;b[t>>0]=b[s>>0]|0;b[s>>0]=J;t=t+1|0}break}default:{}}while(0);y=y+1|0}h=b[z>>0]|0;s=h<<24>>24<0;h=s?f[H>>2]|0:h&255;if(h>>>0>1){J=s?f[q>>2]|0:q;t=J+h|0;s=f[e>>2]|0;h=J;while(1){h=h+1|0;if((h|0)==(t|0))break;b[s>>0]=b[h>>0]|0;s=s+1|0}f[e>>2]=s}switch((g&176)<<24>>24){case 32:{f[c>>2]=f[e>>2];break}case 16:break;default:f[c>>2]=a}return}function CKb(a){a=a|0;DFb(a);return}function DKb(a){a=a|0;DFb(a);sOb(a);return}function EKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;F=u;u=u+1008|0;q=F+8|0;j=F;a=F+896|0;k=F+888|0;i=F+488|0;E=F+480|0;r=F+892|0;s=F+476|0;t=F+472|0;B=F+460|0;C=F+448|0;D=F+436|0;n=F+432|0;o=F+32|0;v=F+24|0;w=F+16|0;x=F+20|0;f[k>>2]=a;p[q>>3]=h;a=XAb(a,100,254334,q)|0;if(a>>>0>99){a=_Fb()|0;p[j>>3]=h;a=qHb(k,a,254334,j)|0;i=f[k>>2]|0;if(!i)uOb();j=_zb(a<<2)|0;if(!j)uOb();else{y=j;A=a;H=j;I=i}}else{y=i;A=a;H=0;I=0}vEb(E,e);m=XFb(E,260928)|0;l=f[k>>2]|0;Tg[f[(f[m>>2]|0)+48>>2]&15](m,l,l+A|0,y)|0;if(!A)l=0;else l=(b[f[k>>2]>>0]|0)==45;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[C+(a<<2)>>2]=0;a=a+1|0}f[D>>2]=0;f[D+4>>2]=0;f[D+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[D+(a<<2)>>2]=0;a=a+1|0}IKb(d,l,E,r,s,t,B,C,D,n);k=f[n>>2]|0;if((A|0)>(k|0)){i=b[D+8+3>>0]|0;j=b[C+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[D+4>>2]|0:i&255)+(A-k<<1)|0;j=j<<24>>24<0?f[C+4>>2]|0:j&255}else{j=b[D+8+3>>0]|0;i=b[C+8+3>>0]|0;a=2;i=i<<24>>24<0?f[C+4>>2]|0:i&255;j=j<<24>>24<0?f[D+4>>2]|0:j&255}a=j+k+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{z=a;G=a}}else{z=o;G=0}JKb(z,v,w,f[e+4>>2]|0,y,y+(A<<2)|0,m,l,r,f[s>>2]|0,f[t>>2]|0,B,C,D,k);f[x>>2]=f[c>>2];c=f[v>>2]|0;a=f[w>>2]|0;f[q>>2]=f[x>>2];a=EHb(q,z,c,a,e,g)|0;if(G|0)$zb(G);NOb(D);NOb(C);zOb(B);YFb(E);if(H|0)$zb(H);if(I|0)$zb(I);u=F;return a|0}function FKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+480|0;p=D+468|0;C=D+464|0;v=D+472|0;w=D+460|0;x=D+456|0;z=D+444|0;A=D+432|0;B=D+420|0;l=D+416|0;n=D+16|0;q=D+8|0;r=D+4|0;s=D;vEb(C,e);t=XFb(C,260928)|0;i=h+8+3|0;o=b[i>>0]|0;a=o<<24>>24<0;j=h+4|0;if(!((a?f[j>>2]|0:o&255)|0))o=0;else{o=f[(a?f[h>>2]|0:h)>>2]|0;o=(o|0)==(Rg[f[(f[t>>2]|0)+44>>2]&255](t,45)|0)};f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[z+(a<<2)>>2]=0;a=a+1|0}f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[A+(a<<2)>>2]=0;a=a+1|0}f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;a=0;while(1){if((a|0)==3)break;f[B+(a<<2)>>2]=0;a=a+1|0}IKb(d,o,C,v,w,x,z,A,B,l);k=b[i>>0]|0;m=k<<24>>24<0;k=m?f[j>>2]|0:k&255;j=f[l>>2]|0;if((k|0)>(j|0)){i=b[B+8+3>>0]|0;d=b[A+8+3>>0]|0;a=1;i=(i<<24>>24<0?f[B+4>>2]|0:i&255)+(k-j<<1)|0;d=d<<24>>24<0?f[A+4>>2]|0:d&255}else{d=b[B+8+3>>0]|0;i=b[A+8+3>>0]|0;a=2;i=i<<24>>24<0?f[A+4>>2]|0:i&255;d=d<<24>>24<0?f[B+4>>2]|0:d&255}a=d+j+i+a|0;if(a>>>0>100){a=_zb(a<<2)|0;if(!a)uOb();else{y=a;E=a}}else{y=n;E=0}h=m?f[h>>2]|0:h;JKb(y,q,r,f[e+4>>2]|0,h,h+(k<<2)|0,t,o,v,f[w>>2]|0,f[x>>2]|0,z,A,B,j);f[s>>2]=f[c>>2];h=f[q>>2]|0;a=f[r>>2]|0;f[p>>2]=f[s>>2];a=EHb(p,y,h,a,e,g)|0;if(E|0)$zb(E);NOb(B);NOb(A);zOb(z);YFb(C);u=D;return a|0}function GKb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;H=f[a+528>>2]|0;B=f[a+536>>2]|0;r=f[a+560>>2]|0;n=f[a+576>>2]|0;C=f[a+584>>2]|0;E=f[a+592>>2]|0;F=f[a+600>>2]|0;I=f[a+888>>2]|0;l=f[a+896>>2]|0;y=f[a+912>>2]|0;k=f[a+1488>>2]|0;m=f[a+1520>>2]|0;s=f[a+2016>>2]|0;J=f[a+2104>>2]|0;K=f[a+2112>>2]|0;G=f[a+2120>>2]|0;a:{if(K){K=0;switch(G|0){case 3:{j=b[k>>0]|0;j=j<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:j&255;c=b[m>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((j|0)==(0-c|0))y=I;else{e=f[H>>2]|0;g=f[e+12>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((j|0)==0|(c|0)==0){if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;c=c&255;if(!j){if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=c<<24>>24){y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)!=c<<24>>24){b[n>>0]=1;y=I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;e=f[H>>2]|0;g=f[(e+12|0)>>2]|0;i=(g|0)==(f[e+16>>2]|0);if((b[((b[k>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>0]|0)==(c&255)<<24>>24){if(i)Pg[f[(f[e>>2]|0)+40>>2]&1023](e)|0;else{f[(e+12|0)>>2]=g+1;DDb(b[g>>0]|0)|0}y=b[k>>0]|0;y=(y<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:y&255)>>>0>1?a+32|0:I;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}if(i)c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=DDb(b[g>>0]|0)|0;if((b[((b[m>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>0]|0)!=(c&255)<<24>>24){J=103;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}b[n>>0]=1;y=b[m>>0]|0;y=(y<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:y&255)>>>0>1?a+20|0:I}break}default:K=1}}if(K){K=0;switch(G|0){case 2:{if(!(l>>>0<2|(I|0)!=0))if(!((r&512|0)!=0|(l|0)==2&(b[((a+500|0)+3|0)>>0]|0)!=0)){y=0;f[a+2128>>2]=2;f[a+2132>>2]=11;break a}e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;n=e<<24>>24<0?c:a+44|0;b:do if(!l){j=s;g=n;i=s}else if((h[(a+500|0)+(l+-1)>>0]|0)<2){g=n+(e<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:e&255)|0;m=n;while(1){i=m;if((g|0)==(i|0))break;j=b[i>>0]|0;if(j<<24>>24<=-1)break;if(!(d[(f[(C+8|0)>>2]|0)+(j<<24>>24<<1)>>1]&8192))break;m=i+1|0}g=m-n|0;i=b[((a+8|0)+11|0)>>0]|0;j=f[((a+8|0)+4|0)>>2]|0;if(g>>>0>(i<<24>>24<0?j:i&255)>>>0){j=s;g=n;i=s}else{L=f[(a+8|0)>>2]|0;l=(i<<24>>24<0?L:a+8|0)+(i<<24>>24<0?j:i&255)|0;k=n;g=(i<<24>>24<0?L+j|0:(a+8|0)+(i&255)|0)+(0-g)|0;while(1){if((g|0)==(l|0)){j=s;g=m;i=s;break b}if((b[g>>0]|0)!=(b[k>>0]|0)){j=s;g=n;i=s;break b}k=k+1|0;g=g+1|0}}}else{j=s;g=n;i=s}while(0);c:while(1){L=e<<24>>24<0;c=(L?c:a+44|0)+(L?f[((a+44|0)+4|0)>>2]|0:e&255)|0;if((c|0)==(g|0))break;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){p=j;J=132}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;p=0;J=132;break}else if(e^(j|0)==0){o=j;q=j;break}else{c=g;break c}}while(0);if((J|0)==132){J=0;if(e){c=g;break}else{o=p;q=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[g>>0]|0)!=(c&255)<<24>>24){c=g;break}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0}j=o;g=g+1|0;e=b[((a+44|0)+11|0)>>0]|0;c=f[(a+44|0)>>2]|0;i=q}if(r&512){L=b[((a+44|0)+11|0)>>0]|0;if(((L<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+(L<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:L&255)|0)==(c|0))y=I;else{J=144;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){case 4:{j=0;g=s;i=s;d:while(1){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!i){u=g;J=158}else{c=f[i+12>>2]|0;if((c|0)==(f[i+16>>2]|0))c=Pg[f[(f[i>>2]|0)+36>>2]&1023](i)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;u=0;J=158;break}else if(e^(g|0)==0){v=g;w=g;break}else break d}while(0);if((J|0)==158){J=0;if(e){g=u;break}else{v=u;w=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=c&255;if(e<<24>>24>-1)if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048))J=168;else{c=f[F>>2]|0;if((c|0)==(f[(a+88|0)>>2]|0)){lKb(E,F,a+88|0);c=f[F>>2]|0}f[F>>2]=c+1;b[c>>0]=e;t=j+1|0}else J=168;if((J|0)==168){J=0;L=b[((a+56|0)+11|0)>>0]|0;if(!((b[(a+496|0)>>0]|0)==e<<24>>24&(j|0?((L<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:L&255)|0)!=0:0))){g=v;break}c=f[(a+72|0)>>2]|0;if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j;t=0}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;j=t;g=v;i=w;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;j=t;g=v;i=w;continue}}c=f[(a+72|0)>>2]|0;if(j|0?(f[(a+80|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+68|0)>>2]|0)){mKb(a+80|0,a+72|0,a+68|0);c=f[(a+72|0)>>2]|0}f[(a+72|0)>>2]=c+4;f[c>>2]=j}e:do if((f[(a+4|0)>>2]|0)>0){c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g)J=193;else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;J=193;break}else if(e){x=g;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==193){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else x=0}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((b[(a+497|0)>>0]|0)!=(c&255)<<24>>24){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=x;g=x}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=x;g=x}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[H>>2]|0;do if(!c)e=1;else{e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[H>>2]=0;e=1;break}else{e=(f[H>>2]|0)==0;break}}while(0);do if(!g){z=i;J=216}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=DDb(b[c>>0]|0)|0;if(uEb(c,CDb()|0)|0){f[B>>2]=0;z=0;J=216;break}else if(e^(i|0)==0){A=i;D=i;break}else{J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}}while(0);if((J|0)==216){J=0;if(e){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else{A=z;D=0}}c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;if((c&255)<<24>>24<=-1){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if(!(d[(f[(C+8|0)>>2]|0)+(c<<24>>24<<1)>>1]&2048)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}if((f[F>>2]|0)==(f[(a+88|0)>>2]|0))lKb(E,F,a+88|0);c=f[H>>2]|0;e=f[c+12>>2]|0;if((e|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=DDb(b[e>>0]|0)|0;e=f[F>>2]|0;f[F>>2]=e+1;b[e>>0]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[H>>2]|0;e=f[(c+12|0)>>2]|0;if((e|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;i=A;g=D;continue}else{f[(c+12|0)>>2]=e+1;DDb(b[e>>0]|0)|0;i=A;g=D;continue}}}while(0);if((f[F>>2]|0)==(f[E>>2]|0)){J=232;f[a+2128>>2]=2;f[a+2132>>2]=20;break a}else y=I;break}default:K=1}}if(K){K=0;switch(G|0){default:y=I}}}f[a+912>>2]=y;f[a+2104>>2]=J;f[a+2112>>2]=K}function HKb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;I=f[a+528>>2]|0;C=f[a+536>>2]|0;s=f[a+560>>2]|0;m=f[a+576>>2]|0;D=f[a+584>>2]|0;F=f[a+592>>2]|0;G=f[a+600>>2]|0;J=f[a+888>>2]|0;k=f[a+896>>2]|0;z=f[a+912>>2]|0;j=f[a+1512>>2]|0;l=f[a+1560>>2]|0;t=f[a+1624>>2]|0;u=f[a+2040>>2]|0;K=f[a+2128>>2]|0;L=f[a+2136>>2]|0;H=f[a+2144>>2]|0;a:{if(L){L=0;switch(H|0){case 3:{i=b[j>>0]|0;i=i<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:i&255;c=b[l>>0]|0;c=c<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:c&255;if((i|0)==(0-c|0))z=J;else{d=f[I>>2]|0;e=f[d+12>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((i|0)==0|(c|0)==0){if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if(!i){if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if((c|0)!=(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){b[m>>0]=1;z=J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;g=(e|0)==(f[d+16>>2]|0);if((c|0)==(f[((b[j>>0]|0)<0?f[(a+32|0)>>2]|0:a+32|0)>>2]|0)){if(g)Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0}z=b[j>>0]|0;z=(z<<24>>24<0?f[((a+32|0)+4|0)>>2]|0:z&255)>>>0>1?a+32|0:J;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}if(g)c=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0;else c=VDb(f[e>>2]|0)|0;if((c|0)!=(f[((b[l>>0]|0)<0?f[(a+20|0)>>2]|0:a+20|0)>>2]|0)){K=101;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}b[m>>0]=1;z=b[l>>0]|0;z=(z<<24>>24<0?f[((a+20|0)+4|0)>>2]|0:z&255)>>>0>1?a+20|0:J}break}default:L=1}}if(L){L=0;switch(H|0){case 2:{if(!(k>>>0<2|(J|0)!=0))if(!((s&512|0)!=0|(k|0)==2&(b[((a+504|0)+3|0)>>0]|0)!=0)){z=0;f[a+2152>>2]=2;f[a+2156>>2]=11;break a}e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;d=e<<24>>24<0?c:a+44|0;b:do if(!k){i=u;g=u}else if((h[(a+504|0)+(k+-1)>>0]|0)<2){k=d;while(1){m=e<<24>>24<0;d=k;if(((m?c:a+44|0)+((m?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0)==(d|0)){n=e;o=c;break}if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,8192,f[d>>2]|0)|0)){K=108;break}k=d+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0}if((K|0)==108){K=0;n=b[t>>0]|0;o=f[(a+44|0)>>2]|0}d=n<<24>>24<0?o:a+44|0;c=k-d>>2;e=b[((a+8|0)+8+3|0)>>0]|0;g=f[((a+8|0)+4|0)>>2]|0;if(c>>>0>(e<<24>>24<0?g:e&255)>>>0){i=u;e=n;c=o;g=u}else{m=f[(a+8|0)>>2]|0;j=(e<<24>>24<0?m:a+8|0)+((e<<24>>24<0?g:e&255)<<2)|0;i=d;c=(e<<24>>24<0?m+(g<<2)|0:(a+8|0)+((e&255)<<2)|0)+(0-c<<2)|0;while(1){if((c|0)==(j|0)){i=u;d=k;e=n;c=o;g=u;break b}if((f[c>>2]|0)!=(f[i>>2]|0)){i=u;e=n;c=o;g=u;break b}i=i+4|0;c=c+4|0}}}else{i=u;g=u}while(0);c:while(1){o=e<<24>>24<0;c=(o?c:a+44|0)+((o?f[((a+44|0)+4|0)>>2]|0:e&255)<<2)|0;e=d;if((c|0)==(e|0))break;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){q=i;K=129}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;q=0;K=129;break}else if(d^(i|0)==0){p=i;r=i;break}else{c=e;break c}}while(0);if((K|0)==129){K=0;if(d){c=e;break}else{p=q;r=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[e>>2]|0)){c=e;break}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0))Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0}i=p;d=e+4|0;e=b[t>>0]|0;c=f[(a+44|0)>>2]|0;g=r}if(s&512){t=b[t>>0]|0;if(((t<<24>>24<0?f[(a+44|0)>>2]|0:a+44|0)+((t<<24>>24<0?f[((a+44|0)+4|0)>>2]|0:t&255)<<2)|0)==(c|0))z=J;else{K=141;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){case 4:{i=0;e=u;g=u;d:while(1){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!g){v=e;K=155}else{c=f[g+12>>2]|0;if((c|0)==(f[g+16>>2]|0))c=Pg[f[(f[g>>2]|0)+36>>2]&1023](g)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;v=0;K=155;break}else if(d^(e|0)==0){w=e;x=e;break}else break d}while(0);if((K|0)==155){K=0;if(d){e=v;break}else{w=v;x=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else d=VDb(f[d>>2]|0)|0;if(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,d)|0){c=f[G>>2]|0;if((c|0)==(f[(a+96|0)>>2]|0)){vKb(F,G,a+96|0);c=f[G>>2]|0}f[G>>2]=c+4;f[c>>2]=d;c=i+1|0}else{u=b[((a+56|0)+11|0)>>0]|0;if(!((d|0)==(f[(a+68|0)>>2]|0)&(i|0?((u<<24>>24<0?f[((a+56|0)+4|0)>>2]|0:u&255)|0)!=0:0))){e=w;break}c=f[(a+80|0)>>2]|0;if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i;c=0}d=f[I>>2]|0;e=f[(d+12|0)>>2]|0;if((e|0)==(f[d+16>>2]|0)){Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;i=c;e=w;g=x;continue}else{f[(d+12|0)>>2]=e+4;VDb(f[e>>2]|0)|0;i=c;e=w;g=x;continue}}c=f[(a+80|0)>>2]|0;if(i|0?(f[(a+88|0)>>2]|0)!=(c|0):0){if((c|0)==(f[(a+76|0)>>2]|0)){mKb(a+88|0,a+80|0,a+76|0);c=f[(a+80|0)>>2]|0}f[(a+80|0)>>2]=c+4;f[c>>2]=i}e:do if((f[(a+4|0)>>2]|0)>0){c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e)K=189;else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;K=189;break}else if(d){y=e;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==189){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else y=0}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if((c|0)!=(f[(a+72|0)>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=y;e=y}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=y;e=y}while(1){if((f[(a+4|0)>>2]|0)<=0)break e;c=f[I>>2]|0;do if(!c)d=1;else{d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[I>>2]=0;d=1;break}else{d=(f[I>>2]|0)==0;break}}while(0);do if(!e){A=g;K=212}else{c=f[e+12>>2]|0;if((c|0)==(f[e+16>>2]|0))c=Pg[f[(f[e>>2]|0)+36>>2]&1023](e)|0;else c=VDb(f[c>>2]|0)|0;if(wEb(c,UDb()|0)|0){f[C>>2]=0;A=0;K=212;break}else if(d^(g|0)==0){B=g;E=g;break}else{K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}}while(0);if((K|0)==212){K=0;if(d){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else{B=A;E=0}}c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;if(!(Sg[f[(f[D>>2]|0)+12>>2]&255](D,2048,c)|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}if((f[G>>2]|0)==(f[(a+96|0)>>2]|0))vKb(F,G,a+96|0);c=f[I>>2]|0;d=f[c+12>>2]|0;if((d|0)==(f[c+16>>2]|0))c=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;else c=VDb(f[d>>2]|0)|0;d=f[G>>2]|0;f[G>>2]=d+4;f[d>>2]=c;f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+-1;c=f[I>>2]|0;d=f[(c+12|0)>>2]|0;if((d|0)==(f[c+16>>2]|0)){Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;g=B;e=E;continue}else{f[(c+12|0)>>2]=d+4;VDb(f[d>>2]|0)|0;g=B;e=E;continue}}}while(0);if((f[G>>2]|0)==(f[F>>2]|0)){K=227;f[a+2152>>2]=2;f[a+2156>>2]=19;break a}else z=J;break}default:L=1}}if(L){L=0;switch(H|0){default:z=J}}}f[a+912>>2]=z;f[a+2128>>2]=K;f[a+2136>>2]=L}
+function hgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+112|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+116|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200214,h,1);e=a+120|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+124|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+140>>2]=l;l=Kvb(f[e>>2]|0,200255)|0;f[a+144>>2]=l;l=Kvb(f[e>>2]|0,200272)|0;f[a+148>>2]=l;l=Kvb(f[e>>2]|0,200288)|0;f[a+152>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0);bwb(258928,l)|0;u=j;return}function igb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+192|0;j=o;m=o+48|0;g=o+36|0;h=o+24|0;i=a+128|0;if(f[i>>2]|0){u=o;return}n=m+4|0;f[m>>2]=15100;k=m+56|0;f[k>>2]=15120;tEb(m+56|0,n);f[m+128>>2]=0;f[m+132>>2]=-1;f[m>>2]=39656;f[m+56>>2]=39676;xEb(n);f[n>>2]=39692;l=m+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[m+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(n,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);d=m3a(m,200306,26)|0;switch(b[a+25>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200371,28)|0;switch(b[a+24>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}d=m3a(m3a(d,c,pAb(c)|0)|0,200400,33)|0;switch(b[a+26>>0]|0){case 1:{c=200362;break}case 2:{c=200351;break}case 3:{c=200342;break}default:c=200333}m3a(m3a(d,c,pAb(c)|0)|0,200434,22)|0;l3a(h,n);fhb(g,h);e=j+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[e>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200457,j,1);c=f[h>>2]|0;d=h+4|0;g=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[i>>2]=c;h=a+132|0;c=f[h>>2]|0;f[h>>2]=g;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[i>>2]|0,237506)|0;f[a+156>>2]=c;c=Kvb(f[i>>2]|0,200503)|0;f[a+164>>2]=c;c=Kvb(f[i>>2]|0,200255)|0;f[a+168>>2]=c;c=Kvb(f[i>>2]|0,200272)|0;f[a+172>>2]=c;c=Kvb(f[i>>2]|0,200525)|0;f[a+160>>2]=c;c=f[64756]|0;bwb(258928,f[f[i>>2]>>2]|0)|0;df(Kvb(f[i>>2]|0,200539)|0,0);df(Kvb(f[i>>2]|0,237525)|0,1);df(Kvb(f[i>>2]|0,237534)|0,2);df(Kvb(f[i>>2]|0,200549)|0,3);df(Kvb(f[i>>2]|0,200564)|0,4);bwb(258928,c)|0;c=f[e>>2]|0;if((j|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[m>>2]=39656;f[k>>2]=39676;f[n>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(n);kEb(m,39752);jDb(k);u=o;return}function jgb(a,c){a=a|0;c=c|0;var d=0;d=a+26|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function kgb(a,c){a=a|0;c=c|0;var d=0;d=a+24|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function lgb(a,c){a=a|0;c=c|0;var d=0;d=a+25|0;if(c<<24>>24==4?1:(b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+128>>2]=0;d=a+132|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+256>>2]=0;a=a+260|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function mgb(a){a=a|0;var b=0,c=0;f[a>>2]=0;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+8>>2]=0;c=a+12|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ngb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;m=n;i=n+48|0;l=n+60|0;j=n+36|0;k=n+24|0;if(f[c>>2]|0){u=n;return}a=pOb(32)|0;f[k>>2]=a;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=a;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[a+18>>0]=0;g=KOb(k,d)|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;g=KOb(j,245100)|0;f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;fhb(i,l);g=m+16|0;d=pOb(16)|0;f[d>>2]=40592;h=d+4|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=d;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200597,m,1);a=f[l>>2]|0;e=l+4|0;k=f[e>>2]|0;f[l>>2]=0;f[e>>2]=0;f[c>>2]=a;l=c+4|0;a=f[l>>2]|0;f[l>>2]=k;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,240573)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200525)|0;f[c+16>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,201322)|0,0);a=f[g>>2]|0;if((m|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);u=n;return}function ogb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0;g=u;u=u+16|0;e=g;switch(b<<24>>24){case 3:{b=200342;d=a+176|0;break}case 1:{b=200362;d=a+216|0;break}case 2:{b=200351;d=a+196|0;break}default:{b=200333;d=a+236|0}}ngb(0,d,b);bwb(258928,f[f[d>>2]>>2]|0)|0;b=f[d+12>>2]|0;h=+n[c+12>>2];j=h*+n[c+4>>2];i=h*+n[c+8>>2];n[e>>2]=+n[c>>2]*h;n[e+4>>2]=j;n[e+8>>2]=i;n[e+12>>2]=h;lf(b|0,1,e|0);bf(f[d+16>>2]|0,+(+n[a+108>>2]));Ygb(f[d+8>>2]|0);u=g;return}function pgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+80|0;n=o;i=o+48|0;l=o+60|0;j=o+36|0;k=o+24|0;m=a+256|0;if(f[m>>2]|0){u=o;return}switch(b[a+26>>0]|0){case 3:{c=200342;break}case 1:{c=200362;break}case 2:{c=200351;break}default:c=200333}d=pOb(32)|0;f[k>>2]=d;f[k+8>>2]=-2147483616;f[k+4>>2]=18;e=d;g=200578;h=e+18|0;do{b[e>>0]=b[g>>0]|0;e=e+1|0;g=g+1|0}while((e|0)<(h|0));b[d+18>>0]=0;e=KOb(k,c)|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=KOb(j,245100)|0;f[l>>2]=f[e>>2];f[l+4>>2]=f[e+4>>2];f[l+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;fhb(i,l);e=n+16|0;h=pOb(16)|0;f[h>>2]=40592;g=h+4|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[e>>2]=h;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);Evb(l,237430,200457,n,1);c=f[l>>2]|0;d=l+4|0;k=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+260|0;c=f[l>>2]|0;f[l>>2]=k;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+264>>2]=c;c=Kvb(f[m>>2]|0,240573)|0;f[a+268>>2]=c;c=Kvb(f[m>>2]|0,200525)|0;f[a+272>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);df(Kvb(f[m>>2]|0,200549)|0,2);df(Kvb(f[m>>2]|0,200564)|0,3);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=o;return}function qgb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0;H=0;I=u;u=u+1296|0;E=f[c>>2]|0;if(!E){u=I;return}F=(f[E+4>>2]|0)+8|0;if(!(f[F>>2]|0)){u=I;return}i=f[d>>2]|0;if(!i){A=0;B=0;C=0;D=0;G=0;H=10}else if(!(f[i+72>>2]|0)){A=0;B=0;C=0;D=0;G=0;H=10}else{o=f[i+4>>2]|0;m=f[o+8>>2]|0;o=f[o+12>>2]|0;if(o){gOb(o);i=f[d>>2]|0}j=f[i+72>>2]|0;i=f[i+76>>2]|0;if(i|0)gOb(i);if((j|0)!=0&((m|0)!=0&(f[(E+72|0)>>2]|0)!=0)){A=j;B=m;C=i;D=o;G=1;H=10}else{k=i;l=o}}if((H|0)==10){i=f[(a+16|0)>>2]|0;if(!i){Xgb(I+152|0);i=f[(I+152|0)>>2]|0;z=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[(a+16|0)>>2]=i;i=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=z;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}i=f[(a+16|0)>>2]|0}z=f[64754]|0;Yvb(258928,f[i>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(I+88|0);l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=f[64773]|0;p=f[64775]|0;q=f[64774]|0;r=f[64776]|0;s=b[259204]|0;Fwb(258928,0)|0;t=+n[64765];v=+n[64766];w=+n[64767];x=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;do{y=1;if(y){y=0;if(h){hgb(a);if(!(Kub(f[c>>2]|0,a)|0)){Cub(I+152|0,f[c>>2]|0,0,1);i=f[(I+152|0)>>2]|0;h=f[((I+152|0)+4|0)>>2]|0;f[(I+152|0)>>2]=0;f[((I+152|0)+4|0)>>2]=0;f[a>>2]=i;i=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=h;if(i|0){iOb(i);i=f[((I+152|0)+4|0)>>2]|0;if(i|0)iOb(i)}}i=f[F>>2]|0;Bhb(I+152|0,g,f[i+16>>2]|0,f[i+20>>2]|0);f[(I+80|0)>>2]=f[(I+152|0)>>2];i=f[(I+152|0)+4>>2]|0;f[((I+80|0)+4|0)>>2]=i;if(i|0)gOb(i);R=f[64795]|0;Q=f[64796]|0;P=f[64797]|0;O=f[64798]|0;N=f[64799]|0;M=f[64800]|0;Awb(258928,7680,7680,7680)|0;L=f[64787]|0;K=f[64790]|0;J=f[64788]|0;i=f[64791]|0;c=f[64789]|0;h=f[64792]|0;g=1;f[I+192>>2]=a;f[I+208>>2]=d;f[I+216>>2]=e;f[I+264>>2]=A;f[I+272>>2]=B;f[I+312>>2]=E;f[I+360>>2]=R;f[I+368>>2]=Q;f[I+376>>2]=P;f[I+384>>2]=O;f[I+392>>2]=N;f[I+400>>2]=M;f[I+408>>2]=L;f[I+416>>2]=K;f[I+424>>2]=J;f[I+432>>2]=i;f[I+440>>2]=c;f[I+448>>2]=h;f[I+496>>2]=F;f[I+1032>>2]=G;f[I+1224>>2]=H;f[I+1240>>2]=g;f[I+1248>>2]=0;f[I+1252>>2]=0;yjb(I)}else y=1}if(y)if(1){pwb(258928,1,771)|0;Fwb(258928,1)|0;if(G){pgb(a);Uvb(258928,3)|0;Vvb(258928,f[A+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[(E+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[B+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;bwb(258928,f[f[a+256>>2]>>2]|0)|0;R=f[a+268>>2]|0;S=+n[a+40>>2];U=S*+n[a+32>>2];T=S*+n[a+36>>2];n[(I+152|0)>>2]=+n[a+28>>2]*S;n[(I+152|0)+4>>2]=U;n[(I+152|0)+8>>2]=T;n[(I+152|0)+12>>2]=S;lf(R|0,1,I+152|0|0);bf(f[a+272>>2]|0,+(+n[a+108>>2]));Ygb(f[a+264>>2]|0);break}else{ngb(0,a+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[F>>2]|0)+8>>2]|0)|0;ogb(a,b[a+26>>0]|0,a+28|0);break}}}while(0);mwb(258928,t,v,w,x)|0;Fwb(258928,s<<24>>24!=0)|0;owb(258928,o,p,q,r)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;ovb(I+88|0);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,z)|0;k=C;l=D}if(k|0)iOb(k);if(!l){u=I;return}iOb(l);u=I;return}function rgb(a,b){a=a|0;b=+b;b=b<0.0?0.0:b;n[a+108>>2]=b>1.0?1.0:b;return}function sgb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;return}function tgb(a){a=a|0;var b=0,c=0;f[a+16>>2]=0;c=a+20|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ugb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i;h=a+24|0;d=f[h>>2]|0;if(!d){xub(e);d=f[e>>2]|0;g=e+4|0;j=f[g>>2]|0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=d;e=a+28|0;d=f[e>>2]|0;f[e>>2]=j;if(d|0){iOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}d=f[h>>2]|0}if((uub(d+64|0)|0)==(b|0))if((vub((f[h>>2]|0)+64|0)|0)==(c|0)){u=i;return}Iub(f[h>>2]|0,b,c,0,0,0)|0;u=i;return}function vgb(a){a=a|0;var b=0;f[a+24>>2]=0;b=a+28|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function wgb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;c=f[b>>2]|0;e=a+16|0;if(!c){f[e>>2]=0;e=a+20|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=g;return}iOb(b);u=g;return}if(Kub(c,e)|0){u=g;return}Cub(d,f[b>>2]|0,0,1);b=f[d>>2]|0;c=d+4|0;h=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[e>>2]=b;e=a+20|0;b=f[e>>2]|0;f[e>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}u=g;return}function xgb(a,b){a=a|0;b=b|0;a=f[b>>2]|0;b=f[a+4>>2]|0;dwb(258928,f[a>>2]|0)|0;a=uub(b)|0;Tvb(258928,0,0,a,vub(b)|0)|0;return}function ygb(a,b,c){a=a|0;b=b|0;c=c|0;dwb(258928,f[f[b>>2]>>2]|0)|0;a=f[c>>2]|0;Tvb(258928,0,0,f[a+16>>2]|0,f[a+20>>2]|0)|0;Gub(f[b>>2]|0,0,c,3553,0);return}function zgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;o=t;p=t+188|0;q=t+40|0;e=t+200|0;n=t+24|0;m=t+176|0;k=a+8|0;if(f[k>>2]|0)if(f[a+16>>2]|0){u=t;return}r=f[64756]|0;f[p>>2]=0;s=p+4|0;f[s>>2]=0;f[p+8>>2]=0;l=a+56|0;c=f[l>>2]|0;if(!c){c=0;d=0}else{Sqa(p,c);c=f[p>>2]|0;d=f[s>>2]|0}_gb(d-c>>2,c);if(!(f[k>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);g=m3a(q,200838,19)|0;g=m3a(KEb(g,f[l>>2]|0)|0,200858,19)|0;g=KEb(g,(f[l>>2]|0)>>>1)|0;b[o>>0]=10;m3a(g,o,1)|0;l3a(n,h);fhb(e,n);g=o+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);e=f[n>>2]|0;c=n+4|0;v=f[c>>2]|0;f[n>>2]=0;f[c>>2]=0;f[k>>2]=e;e=a+12|0;d=f[e>>2]|0;f[e>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}v=Jvb(f[k>>2]|0,237506)|0;f[a+24>>2]=v;v=Kvb(f[k>>2]|0,200924)|0;f[a+28>>2]=v;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);v=Kvb(f[k>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[g>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}g=a+16|0;if(!(f[g>>2]|0)){h=q+4|0;f[q>>2]=15100;i=q+56|0;f[i>>2]=15120;tEb(q+56|0,h);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(h);f[h>>2]=39692;j=q+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(h,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);e=m3a(q,200838,19)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[l>>2]|0)>>>1)|0,200687,17)|0;b[o>>0]=10;m3a(e,o,1)|0;l3a(n,h);fhb(m,n);e=o+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[e>>2]=v;if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);Evb(n,237430,200637,o,1);v=f[n>>2]|0;d=n+4|0;m=f[d>>2]|0;f[n>>2]=0;f[d>>2]=0;f[g>>2]=v;v=a+20|0;c=f[v>>2]|0;f[v>>2]=m;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}v=Jvb(f[g>>2]|0,237506)|0;f[a+32>>2]=v;v=Kvb(f[g>>2]|0,200924)|0;f[a+36>>2]=v;v=Kvb(f[g>>2]|0,200705)|0;f[a+40>>2]=v;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[p>>2]|0;cf(v|0,(f[s>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((o|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[q>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(q,39752);jDb(i)}c=f[p>>2]|0;if(c|0){d=f[s>>2]|0;if((d|0)!=(c|0))f[s>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}bwb(258928,r)|0;u=t;return}function Agb(a,c,d,e,g){a=a|0;c=c|0;d=+d;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=u;u=u+48|0;v=w+20|0;k=w;t=a+44|0;if(+n[t>>2]<=0.0){u=w;return}if(!(f[a>>2]|0)){Xgb(v);s=f[v>>2]|0;c=v+4|0;r=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;f[a>>2]=s;s=a+4|0;h=f[s>>2]|0;f[s>>2]=r;if(h|0){iOb(h);c=f[c>>2]|0;if(c|0)iOb(c)}}zgb(a);o=b[259206]|0;Hwb(258928,0)|0;p=b[259052]|0;kwb(258928,0)|0;q=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;r=f[64756]|0;s=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Chb(v);m=a+56|0;do if((f[m>>2]|0)>>>0>1){y=e+16|0;z=e+20|0;Bhb(k,g,f[y>>2]|0,f[z>>2]|0);Ehb(v,k)|0;Ghb(k);i=+$gb(+n[a+52>>2],b[a+60>>0]|0,+(f[y>>2]|0),+(f[z>>2]|0));x=Hhb(v)|0;c=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[x>>2]>>2]|0)|0;x=f[64743]|0;k=f[64744]|0;g=f[64745]|0;l=f[64746]|0;Tvb(258928,0,0,f[y>>2]|0,f[z>>2]|0)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[e+8>>2]|0)|0;ef(f[a+28>>2]|0,+(i/+(f[y>>2]|0)),0.0);Ygb(f[a+24>>2]|0);Tvb(258928,x,k,g,l)|0;if((c|0)==(h|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,h)|0;break}}else i=1.0;while(0);c=f[64773]|0;h=f[64775]|0;k=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;l=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;if((f[m>>2]|0)>>>0>1){Vvb(258928,f[(f[v>>2]|0)+8>>2]|0)|0;ef(f[a+36>>2]|0,0.0,+(i/+(f[e+20>>2]|0)))}else Vvb(258928,f[e+8>>2]|0)|0;i=+n[t>>2];j=+n[a+48>>2];if(j>0.0)i=i*+ahb(0.0,j,90.0-+Q(+d)*57.295780181884766);bf(f[a+40>>2]|0,+i);Ygb(f[a+32>>2]|0);Fwb(258928,l<<24>>24!=0)|0;owb(258928,c,h,k,g)|0;Ghb(v);Vvb(258928,s)|0;bwb(258928,r)|0;Yvb(258928,q)|0;kwb(258928,p<<24>>24!=0)|0;Hwb(258928,o<<24>>24!=0)|0;u=w;return}function Bgb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+44|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Cgb(a,b){a=a|0;b=b|0;var c=0;b=b|1;c=a+56|0;if((f[c>>2]|0)==(b|0)){a=0;return a|0}f[c>>2]=b;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;a=a+20|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function Dgb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;if(c<=0.0){e=0;return e|0}e=a+52|0;a=a+60|0;if(+n[e>>2]==c)if((b[a>>0]|0)==d<<24>>24){e=0;return e|0}n[e>>2]=c;b[a>>0]=d;e=1;return e|0}function Egb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=90.0;n[g>>2]=0.0;g=b>0.0?e:g;c=f[(+n[g>>2]<90.0?g:c)>>2]|0;f[e>>2]=c;a=a+48|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Fgb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0;d=u;u=u+1184|0;n=d+1056|0;g=d+928|0;m=d+800|0;i=d+672|0;k=d+544|0;l=d+408|0;j=d+272|0;h=d+136|0;e=d;p[n>>3]=1.0;z=n+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+40>>3]=1.0;z=n+48|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;f[z+28>>2]=0;p[n+80>>3]=1.0;z=n+88|0;f[z>>2]=0;f[z+4>>2]=0;p[n+120>>3]=1.0;w=+p[b>>3];p[n+96>>3]=w;o=+p[b+8>>3];p[n+104>>3]=o;s=+p[b+16>>3];p[n+112>>3]=s;p[g>>3]=1.0;b=g+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+40>>3]=1.0;b=g+48|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;p[g+80>>3]=1.0;b=g+88|0;f[b>>2]=0;f[b+4>>2]=0;p[g+120>>3]=1.0;p[g+96>>3]=-w;p[g+104>>3]=-o;p[g+112>>3]=-s;s=+p[c+8>>3];o=+p[c+16>>3];b=!(s*s+o*o+0.0>=.001);w=+p[c>>3];y=b?-o:0.0;v=b?0.0:o;x=b?w:-s;r=+L(+(y*y+(v*v+x*x)));y=y/r;v=v/r;r=x/r;x=s*r-o*v;t=o*y-w*r;q=w*v-s*y;c=m+24|0;f[c>>2]=0;f[c+4>>2]=0;c=m+56|0;f[c>>2]=0;f[c+4>>2]=0;c=m+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[m+120>>3]=1.0;p[m>>3]=y;p[m+8>>3]=v;p[m+16>>3]=r;p[m+32>>3]=x;p[m+40>>3]=t;p[m+48>>3]=q;p[m+64>>3]=w;p[m+72>>3]=s;p[m+80>>3]=o;p[i>>3]=y;p[i+8>>3]=x;p[i+16>>3]=w;p[i+24>>3]=0.0;p[i+32>>3]=v;p[i+40>>3]=t;p[i+48>>3]=s;p[i+56>>3]=0.0;p[i+64>>3]=r;p[i+72>>3]=q;p[i+80>>3]=o;c=i+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[i+120>>3]=1.0;p[k>>3]=1.0;c=k+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+40>>3]=1.0;c=k+48|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;c=k+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[k+120>>3]=1.0;p[k+80>>3]=-1.0;f[l>>2]=n;f[l+4>>2]=m;c=l+8|0;yAa(c,l)|0;f[j>>2]=c;f[j+4>>2]=k;c=j+8|0;yAa(c,j)|0;f[h>>2]=c;f[h+4>>2]=i;c=h+8|0;yAa(c,h)|0;f[e>>2]=c;f[e+4>>2]=g;c=e+8|0;yAa(c,e)|0;p[a>>3]=+p[c>>3];p[a+8>>3]=+p[e+16>>3];p[a+16>>3]=+p[e+24>>3];p[a+24>>3]=+p[e+32>>3];p[a+32>>3]=+p[e+40>>3];p[a+40>>3]=+p[e+48>>3];p[a+48>>3]=+p[e+56>>3];p[a+56>>3]=+p[e+64>>3];p[a+64>>3]=+p[e+72>>3];p[a+72>>3]=+p[e+80>>3];p[a+80>>3]=+p[e+88>>3];p[a+88>>3]=+p[e+96>>3];p[a+96>>3]=+p[e+104>>3];p[a+104>>3]=+p[e+112>>3];p[a+112>>3]=+p[e+120>>3];p[a+120>>3]=+p[e+128>>3];u=d;return}function Ggb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,200715,200756,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,240573)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,200797)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Hgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+208|0;n=r;o=r+188|0;p=r+40|0;h=r+176|0;l=r+24|0;m=a+16|0;if(f[m>>2]|0){u=r;return}g=a+92|0;c=f[g>>2]|0;f[o>>2]=0;q=o+4|0;f[q>>2]=0;f[o+8>>2]=0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)AMb(o);else{k=c<<2;d=pOb(k)|0;f[o>>2]=d;e=d+(c<<2)|0;f[o+8>>2]=e;dQb(d|0,0,k|0)|0;f[q>>2]=e;break}while(0);_gb(e-d>>2,d);i=p+4|0;f[p>>2]=15100;j=p+56|0;f[j>>2]=15120;tEb(p+56|0,i);f[p+128>>2]=0;f[p+132>>2]=-1;f[p>>2]=39656;f[p+56>>2]=39676;xEb(i);f[i>>2]=39692;k=p+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[p+52>>2]=16;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;k3a(i,n);if((b[n+11>>0]|0)<0)sOb(f[n>>2]|0);e=m3a(p,200838,19)|0;e=m3a(KEb(e,f[g>>2]|0)|0,200858,19)|0;e=KEb(e,(f[g>>2]|0)>>>1)|0;b[n>>0]=10;m3a(e,n,1)|0;l3a(l,i);fhb(h,l);e=n+16|0;g=pOb(16)|0;f[g>>2]=40592;d=g+4|0;f[d>>2]=f[h>>2];f[d+4>>2]=f[h+4>>2];f[d+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[e>>2]=g;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);Evb(l,237430,200878,n,1);c=f[l>>2]|0;d=l+4|0;h=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[m>>2]=c;l=a+20|0;c=f[l>>2]|0;f[l>>2]=h;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[m>>2]|0,237506)|0;f[a+68>>2]=c;c=Kvb(f[m>>2]|0,200924)|0;f[a+72>>2]=c;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;c=f[o>>2]|0;cf(m|0,(f[q>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((n|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[p>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(p,39752);jDb(j);c=f[o>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function Igb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;j=u;u=u+16|0;i=j;if(+n[a+88>>2]<=0.0){u=j;return}Ggb(a);g=f[a>>2]|0;if(!g){Xgb(i);g=f[i>>2]|0;h=i+4|0;k=f[h>>2]|0;f[i>>2]=0;f[h>>2]=0;f[a>>2]=g;i=a+4|0;g=f[i>>2]|0;f[i>>2]=k;if(g|0){iOb(g);g=f[h>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0}k=f[64754]|0;Yvb(258928,f[g>>2]|0)|0;i=f[64756]|0;h=f[64747]|0;Uvb(258928,0)|0;g=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;l=b[259206]|0;Hwb(258928,0)|0;m=b[259052]|0;kwb(258928,0)|0;o=b[259205]|0;Gwb(258928,1)|0;Kgb(a,Jgb(a,c,e)|0,d);Gwb(258928,o<<24>>24!=0)|0;kwb(258928,m<<24>>24!=0)|0;Hwb(258928,l<<24>>24!=0)|0;Vvb(258928,g)|0;Uvb(258928,h)|0;bwb(258928,i)|0;Yvb(258928,k)|0;u=j;return}function Jgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0.0;l=u;u=u+16|0;i=l+12|0;j=l+8|0;h=l;if((f[a+92>>2]|0)>>>0<2){k=c;u=l;return k|0}k=a+32|0;g=f[k>>2]|0;do if(!g)e=c+16|0;else{e=c+16|0;if((f[g+16>>2]|0)==(f[e>>2]|0))if((f[g+20>>2]|0)==(f[c+20>>2]|0)){if(d)break;if(b[a+100>>0]|0)break;f[a+24>>2]=0;j=a+28|0;e=f[j>>2]|0;f[j>>2]=0;if(e|0)iOb(e);f[a+40>>2]=0;a=a+44|0;e=f[a>>2]|0;f[a>>2]=0;if(e|0)iOb(e);k=f[k>>2]|0;u=l;return k|0}f[a+24>>2]=0;d=a+28|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+40>>2]=0;d=a+44|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[k>>2]=0;d=a+36|0;g=f[d>>2]|0;f[d>>2]=0;if(g|0)iOb(g);f[a+48>>2]=0;d=a+52|0;g=f[d>>2]|0;f[d>>2]=0;if(g)iOb(g)}while(0);b[a+100>>0]=0;f[i>>2]=f[e>>2];f[j>>2]=f[c+20>>2];Hgb(a);f[h>>2]=i;f[h+4>>2]=j;e=a+40|0;if(!(f[e>>2]|0))Lgb(h,a+24|0,e,9728);g=a+48|0;if(!(f[g>>2]|0))Lgb(h,k,g,9729);r=+n[a+96>>2]/+(f[i>>2]|0);d=f[64758]|0;h=f[64759]|0;dwb(258928,f[f[e>>2]>>2]|0)|0;q=f[64743]|0;p=f[64744]|0;o=f[64745]|0;m=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[j>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;j=a+72|0;ef(f[j>>2]|0,+r,0.0);e=a+68|0;Ygb(f[e>>2]|0);dwb(258928,f[f[g>>2]>>2]|0)|0;Vvb(258928,f[(f[a+24>>2]|0)+8>>2]|0)|0;ef(f[j>>2]|0,0.0,+r);Ygb(f[e>>2]|0);e=f[k>>2]|0;Tvb(258928,q,p,o,m)|0;if((d|0)==(h|0))dwb(258928,d)|0;else{ewb(258928,d)|0;fwb(258928,h)|0}q=e;u=l;return q|0}function Kgb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0;e=u;u=u+16|0;l=e;j=f[64773]|0;i=f[64775]|0;h=f[64774]|0;g=f[64776]|0;pwb(258928,1,771)|0;k=b[259204]|0;Fwb(258928,1)|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[c+8>>2]|0)|0;c=f[a+60>>2]|0;m=+n[a+88>>2];p=m*+n[a+80>>2];o=m*+n[a+84>>2];n[l>>2]=m*+n[a+76>>2];n[l+4>>2]=p;n[l+8>>2]=o;n[l+12>>2]=m;lf(c|0,1,l|0);nf(f[a+64>>2]|0,1,0,d|0);Ygb(f[a+56>>2]|0);Fwb(258928,k<<24>>24!=0)|0;owb(258928,j,i,h,g)|0;u=e;return}function Lgb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+8|0;h=i;Lwb(g);Nwb(g,d,0);Twb(h);j=f[h>>2]|0;e=h+4|0;k=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;d=f[j>>2]|0;f[j>>2]=k;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}axb(f[b>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[a+4>>2]>>2]|0,g);xub(h);k=f[h>>2]|0;e=h+4|0;j=f[e>>2]|0;f[h>>2]=0;f[e>>2]=0;f[c>>2]=k;k=c+4|0;d=f[k>>2]|0;f[k>>2]=j;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}Gub(f[c>>2]|0,0,b,3553,0);u=i;return}function Mgb(a,b){a=a|0;b=b|0;var c=0;c=a+76|0;if(+n[c>>2]==+n[b>>2])if(+n[a+80>>2]==+n[b+4>>2])if(+n[a+84>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ngb(a,b){a=a|0;b=+b;a=a+88|0;if(+n[a>>2]==b){a=0;return a|0}n[a>>2]=b;a=1;return a|0}function Ogb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+92|0;if((f[d>>2]|0)==(c|0)){a=0;return a|0}f[d>>2]=c;b[a+100>>0]=1;f[a+16>>2]=0;a=a+20|0;c=f[a>>2]|0;f[a>>2]=0;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function Pgb(a,c){a=a|0;c=+c;var d=0;if(!(c<=0.0)){d=a+96|0;if(+n[d>>2]==c)a=0;else{n[d>>2]=c;b[a+100>>0]=1;a=1}}else a=0;return a|0}function Qgb(a){a=a|0;var b=0,c=0;f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function Rgb(a){a=a|0;var c=0,d=0,e=0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));b[c>>0]=2;e=a+73|0;b[e>>0]=b[e>>0]&-16|1;return}function Sgb(a,c){a=a|0;c=c|0;var d=0;d=a+72|0;if(!(c<<24>>24!=4?(b[d>>0]|0)!=c<<24>>24:0))return;b[d>>0]=c;d=a+73|0;b[d>>0]=b[d>>0]|1;return}function Tgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+64|0;l=n+48|0;m=n;i=n+24|0;k=n+40|0;d=c&1;e=a+73|0;g=b[e>>0]|0;if(!(g&1))if(((g&255)>>>1&1|0)==(c&1|0)){u=n;return}b[e>>0]=g&-4|d<<1&255;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;j=Mub()|0;if((f[j>>2]|0)>>>0>2)if(bvb()|0)h=6;else FOb(l,245116)|0;else h=6;if((h|0)==6)FOb(l,245102)|0;switch(b[a+72>>0]|0){case 0:{KOb(l,200945)|0;break}case 1:case 4:{KOb(l,200970)|0;break}case 2:{KOb(l,200998)|0;break}case 3:{KOb(l,201024)|0;break}default:{}}if(c)KOb(l,201051)|0;fhb(i,l);j=m+16|0;h=pOb(16)|0;f[h>>2]=40592;c=h+4|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[j>>2]=h;Evb(k,201077,201115,m,1);h=a+8|0;i=f[k>>2]|0;c=k+4|0;g=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=i;i=a+12|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201153,201192,m,1);g=a+16|0;i=f[k>>2]|0;c=k+4|0;e=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+20|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}Evb(k,201231,201270,m,1);e=a+24|0;c=f[k>>2]|0;d=k+4|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e>>2]=c;k=a+28|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=Jvb(f[h>>2]|0,237506)|0;f[a+48>>2]=c;c=Jvb(f[g>>2]|0,237506)|0;f[a+56>>2]=c;c=Jvb(f[e>>2]|0,237506)|0;f[a+64>>2]=c;c=Kvb(f[h>>2]|0,201309)|0;f[a+52>>2]=c;c=Kvb(f[g>>2]|0,201309)|0;f[a+60>>2]=c;c=Kvb(f[e>>2]|0,201309)|0;f[a+68>>2]=c;c=f[64756]|0;bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201330)|0,0);df(Kvb(f[g>>2]|0,201338)|0,1);df(Kvb(f[g>>2]|0,201345)|0,2);bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,201322)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);bwb(258928,c)|0;c=f[j>>2]|0;if((m|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);u=n;return}function Ugb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;e=g;d=a+40|0;if(!(f[d>>2]|0)){Twb(e);h=f[e>>2]|0;b=e+4|0;i=f[b>>2]|0;f[e>>2]=0;f[b>>2]=0;f[d>>2]=h;h=a+44|0;c=f[h>>2]|0;f[h>>2]=i;if(c|0){iOb(c);b=f[b>>2]|0;if(b|0)iOb(b)}i=qOb(179200)|0;unb(i,179200,201354,36002)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6410,160,560,6410,5121,i,e);tOb(i)}d=a+32|0;if(f[d>>2]|0){u=g;return}Twb(e);i=f[e>>2]|0;c=e+4|0;h=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}i=qOb(1024)|0;unb(i,1024,237356,74)|0;h=f[d>>2]|0;Lwb(e);$wb(h,6409,64,16,6409,5121,i,e);tOb(i);u=g;return}function Vgb(a){a=a|0;var b=0,c=0;f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function Wgb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;w=u;u=u+128|0;s=w+100|0;t=w+80|0;q=w+64|0;v=w;r=a+73|0;if(b[r>>0]&8){v=0;u=w;return v|0}if(!(avb()|0)){v=0;u=w;return v|0}if(Epb()|0)if(Cpb()|0)if(Fpb(64,-1)|0){v=0;u=w;return v|0}if(!(b[r>>0]&4))Lub(1)|0;Ugb(a);Tgb(a,e);if(!(f[a>>2]|0)){Xgb(s);k=f[s>>2]|0;e=s+4|0;j=f[e>>2]|0;f[s>>2]=0;f[e>>2]=0;f[a>>2]=k;k=a+4|0;g=f[k>>2]|0;f[k>>2]=j;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}}B=f[c>>2]|0;C=f[B+16>>2]|0;B=f[B+20>>2]|0;Bhb(s,d,C,B);Bhb(t,d,C,B);m=+(C|0);l=+(B|0);n[q>>2]=1.0/m;n[q+4>>2]=1.0/l;n[q+8>>2]=m;n[q+12>>2]=l;d=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;i=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;j=f[64756]|0;k=f[64747]|0;nvb(v);l=+n[64765];m=+n[64766];o=+n[64767];p=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;e=f[64758]|0;g=f[64759]|0;A=f[64743]|0;z=f[64744]|0;y=f[64745]|0;x=f[64746]|0;Tvb(258928,0,0,C,B)|0;B=Hhb(s)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+8>>2]>>2]|0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;lf(f[a+52>>2]|0,1,q|0);Ygb(f[a+48>>2]|0);B=Hhb(t)|0;dwb(258928,f[f[B>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+16>>2]>>2]|0)|0;Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[a+40>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[(f[a+32>>2]|0)+8>>2]|0)|0;lf(f[a+60>>2]|0,1,q|0);Ygb(f[a+56>>2]|0);Tvb(258928,A,z,y,x)|0;if((e|0)==(g|0))dwb(258928,e)|0;else{ewb(258928,e)|0;fwb(258928,g)|0}bwb(258928,f[f[a+24>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[t>>2]|0)+8>>2]|0)|0;lf(f[a+68>>2]|0,1,q|0);Ygb(f[a+64>>2]|0);e=b[r>>0]|0;if(!(e&4)){b[r>>0]=e|4;C=(Lub(1)|0)==0;e=b[r>>0]|0;if(!C){e=e|8;b[r>>0]=e}}mwb(258928,l,m,o,p)|0;ovb(v);Uvb(258928,k)|0;bwb(258928,j)|0;Yvb(258928,i)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,d<<24>>24!=0)|0;Ghb(t);Ghb(s);C=(e&8)==0;u=w;return C|0}function Xgb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+80|0;h=j+64|0;g=j;if(!(b[257352]|0))MPb(257352)|0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;c=f[64691]|0;do if(!c)f[i>>2]=0;else{c=kOb(c)|0;f[i>>2]=c;if(c|0){e=f[64690]|0;f[a>>2]=e;if(!e){iOb(c);break}else{u=j;return}}}while(0);iub(h,34962);c=g;d=40628;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));nub(f[h>>2]|0,64,g,35044);c=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;if(e|0)hOb(e);f[64690]=c;c=f[64691]|0;f[64691]=e;if(c|0)jOb(c);f[a>>2]=f[h>>2];f[i>>2]=f[d>>2];u=j;return}function Ygb(a){a=a|0;sf(a|0,4,5126,0,0,0);re(a|0);le(6,0,4);ke(a|0);return}function Zgb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;h=j;i=1<<c;g=qOb(i<<c)|0;d=0;c=g;do{e=0;do{l=(JCb()|0)&255;k=c;c=c+1|0;b[k>>0]=l;e=e+1|0}while(e>>>0<i>>>0);d=d+1|0}while(d>>>0<i>>>0);Lwb(h);Nwb(h,9729,0);Mwb(h,10497,0);Twb(a);$wb(f[a>>2]|0,6409,i,i,6409,5121,g,h);tOb(g);u=j;return}function _gb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0;switch(a|0){case 1:{n[b>>2]=1.0;return}case 0:return;default:{f=3.328000068664551/+((a+-1|0)>>>0);d=0.0;e=-1.6640000343322754;c=0;while(1){g=+U(+(e*e*-.5));d=d+g;n[b+(c<<2)>>2]=g;c=c+1|0;if((c|0)==(a|0))break;else e=f+e}d=1.0/d;c=0;do{h=b+(c<<2)|0;n[h>>2]=d*+n[h>>2];c=c+1|0}while((c|0)!=(a|0));return}}}function $gb(a,b,c,d){a=+a;b=b|0;c=+c;d=+d;switch(b<<24>>24){case 2:{a=a*d;break}case 1:{a=a*c;break}default:{}}return +a}function ahb(a,b,c){a=+a;b=+b;c=+c;c=(c-a)/(b-a);c=c<1.0?c:1.0;c=c>0.0?c:0.0;return +(c*c*(3.0-c*2.0))}function bhb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function chb(a){a=a|0;return}function dhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,237467,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,237525)|0,0);df(Kvb(f[g>>2]|0,237534)|0,1);bwb(258928,j)|0;u=h;return}function ehb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r;dhb(a);e=f[a>>2]|0;if(!e){Xgb(q);p=f[q>>2]|0;g=q+4|0;o=f[g>>2]|0;f[q>>2]=0;f[g>>2]=0;f[a>>2]=p;p=a+4|0;e=f[p>>2]|0;f[p>>2]=o;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;h=f[64747]|0;nvb(q);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,1)|0;e=f[d>>2]|0;if(!e)e=0;else{e=f[(f[e+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0}Vvb(258928,e)|0;Uvb(258928,0)|0;e=f[(f[(f[c>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[a+16>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(q);Uvb(258928,h)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=r;return}function fhb(a,b){a=a|0;b=b|0;xOb(a,b);return}function ghb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(oAb(237542,c)|0)if(oAb(237550,c+((pAb(c)|0)+-8)|0)|0){e=exb(c,d,e)|0;return e|0}if(d|0){c=b[a+11>>0]|0;if(c<<24>>24<0){c=f[a+4>>2]|0;h=qOb(c+1|0)|0;g=f[a>>2]|0}else{h=qOb((c&255)+1|0)|0;c=c&255;g=a}bQb(h|0,g|0,c+1|0)|0;c=f[d>>2]|0;f[d>>2]=h;if(c|0)tOb(c)}if(!e){e=1;return e|0}c=b[a+11>>0]|0;if(c<<24>>24<0)c=f[a+4>>2]|0;else c=c&255;f[e>>2]=c;e=1;return e|0}function hhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=b[c>>0]|0;a=d&255;d=d<<24>>24==0;if(d)a=(a<<6)+-1640531527+(a>>>2)+(h[c+1>>0]|0)^a;i=(f[c+4>>2]|0)+-1640531527+(a<<6)+(a>>>2)^a;if(!d)return i|0;d=c+8|0;e=f[c+16>>2]|0;if(!e)a=0;else{g=c+8+(e<<1)|0;a=h[d>>0]|0;a=(h[c+9>>0]|0)+-1640531527+(a<<6)+(a>>>2)^a;if((e|0)!=1){e=c+10|0;while(1){c=h[e>>0]|0;a=(a<<6)+-1640531527+(a>>>2)+((h[d+3>>0]|0)+-1640531527+(c<<6)+(c>>>2)^c)^a;d=e+2|0;if((d|0)==(g|0))break;else{c=e;e=d;d=c}}}}i=(i<<6)+-1640531527+(i>>>2)+a^i;return i|0}function ihb(){var a=0;if(!(b[257360]|0))if(MPb(257360)|0){a=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=a>>>0<256?a:256}return f[64692]|0}function jhb(){var a=0;if(b[257368]|0)return 258772;if(!(MPb(257368)|0))return 258772;a=pOb(20)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;f[64693]=a;return 258772}function khb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+288|0;C=H+24|0;q=H+280|0;E=H+268|0;F=H+256|0;G=H;B=H+120|0;v=H+108|0;r=H+96|0;s=H+84|0;t=H+72|0;w=H+60|0;x=H+48|0;f[E>>2]=0;f[E+4>>2]=0;f[E+8>>2]=0;f[F>>2]=0;f[F+4>>2]=0;f[F+8>>2]=0;D=G+16|0;f[D>>2]=0;y=B+4|0;f[B>>2]=15100;z=B+56|0;f[z>>2]=15120;tEb(B+56|0,y);f[B+128>>2]=0;f[B+132>>2]=-1;f[B>>2]=39656;f[B+56>>2]=39676;xEb(y);f[y>>2]=39692;A=B+36|0;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[B+52>>2]=16;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;k3a(y,C);if((b[C+11>>0]|0)<0)sOb(f[C>>2]|0);if(Apb()|0){p=m3a(B,237559,18)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}else if(Dpb()|0){p=m3a(B,237578,25)|0;vEb(C,p+(f[(f[p>>2]|0)+-12>>2]|0)|0);o=XFb(C,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(C);OEb(p,o)|0;AEb(p)|0}if(evb()|0)m3a(B,237604,23)|0;if(dvb()|0)m3a(B,237628,15)|0;h=c+4|0;if(!(f[h>>2]&8)){a=m3a(B,237667,22)|0;if(!(b[257360]|0))if(MPb(257360)|0){p=(((f[64734]|0)+-59|0)>>>0)/3|0;f[64692]=p>>>0<256?p:256}p=KEb(a,f[64692]|0)|0;b[C>>0]=10;m3a(p,C,1)|0}else m3a(B,237644,22)|0;a=f[h>>2]|0;if(a&1){m3a(B,237690,17)|0;a=f[h>>2]|0}if(a&16){m3a(B,237708,24)|0;a=f[h>>2]|0}if(a&2048|0)m3a(KEb(m3a(KEb(m3a(B,237733,32)|0,6)|0,237766,43)|0,4)|0,237810,27)|0;a:do switch(b[c>>0]|0){case 1:case 2:{FOb(E,237838)|0;FOb(F,237872)|0;if((b[c>>0]|0)==1)m3a(B,237906,24)|0;break}case 0:{FOb(E,237931)|0;FOb(F,237976)|0;switch(b[c+1>>0]|0){case 0:{m3a(B,238021,17)|0;break a}case 1:break;default:break a}m3a(B,238039,46)|0;if(f[h>>2]&262144|0)m3a(B,238086,34)|0;break}default:{}}while(0);a=f[h>>2]|0;if(a&4){m3a(B,238121,24)|0;a=f[h>>2]|0}if(a&32){m3a(B,238146,21)|0;a=f[h>>2]|0;if(a&64){m3a(B,238168,9)|0;a=f[h>>2]|0}if(a&128|0)m3a(B,238178,10)|0;m3a(B,238189,2)|0;a=f[h>>2]|0;if(a&256){m3a(B,238192,26)|0;a=f[h>>2]|0}}if(a&512){m3a(B,238219,22)|0;a=f[h>>2]|0}if(a&1024){m3a(B,238242,27)|0;a=f[h>>2]|0}if(a&131072){m3a(B,238270,22)|0;a=f[h>>2]|0}if(a&524288){m3a(B,238293,24)|0;a=f[h>>2]|0}if(a&2){m3a(B,238318,18)|0;a=f[h>>2]|0;if(a&4096){m3a(B,238337,23)|0;a=f[h>>2]|0}if(a&8192){m3a(B,238361,22)|0;a=f[h>>2]|0}if(a&16384){m3a(B,238384,24)|0;a=f[h>>2]|0}}if(a&32768|0){m3a(B,238409,24)|0;if(f[h>>2]&65536|0)m3a(B,238434,31)|0}j=v+8|0;f[j>>2]=0;k=r+8|0;f[k>>2]=0;l=s+8|0;f[l>>2]=0;m=t+8|0;f[m>>2]=0;n=f[c+16>>2]|0;if(!n){h=0;a=0}else{h=0;o=0;a=0;p=0;do{d[v+(h<<1)>>1]=p;h=(f[j>>2]|0)+1|0;f[j>>2]=h;i=b[c+8+(o<<1)+1>>0]&1;if(i<<24>>24){d[r+(a<<1)>>1]=p;a=(f[k>>2]|0)+1|0;f[k>>2]=a}if(!(b[c+8+(o<<1)>>0]|0)){I=i<<24>>24!=0;o=I?m:l;i=f[o>>2]|0;d[(I?t:s)+(i<<1)>>1]=p;f[o>>2]=i+1}p=p+1<<16>>16;o=p&65535}while(n>>>0>o>>>0)}I=KEb(m3a(B,238466,23)|0,h)|0;b[C>>0]=10;m3a(I,C,1)|0;a=KEb(m3a(B,238490,30)|0,a)|0;b[C>>0]=10;m3a(a,C,1)|0;lhb(B,238521,v);lhb(B,238531,r);lhb(B,238548,s);lhb(B,238568,t);l3a(x,y);fhb(w,x);t=f[w>>2]|0;v=w+4|0;f[q>>2]=f[v>>2];d[q+4>>1]=d[v+4>>1]|0;b[q+6>>0]=b[v+6>>0]|0;v=b[w+11>>0]|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;a=C+16|0;I=pOb(16)|0;f[I>>2]=40592;f[I+4>>2]=t;t=I+8|0;f[t>>2]=f[q>>2];d[t+4>>1]=d[q+4>>1]|0;b[t+6>>0]=b[q+6>>0]|0;b[I+15>>0]=v;f[q>>2]=0;d[q+4>>1]=0;b[q+6>>0]=0;f[a>>2]=I;mhb(C,G);a=f[a>>2]|0;if((C|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);if((b[w+11>>0]|0)<0)sOb(f[w>>2]|0);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);f[B>>2]=39656;f[z>>2]=39676;f[y>>2]=39692;if((b[A+11>>0]|0)<0)sOb(f[A>>2]|0);oDb(y);kEb(B,39752);jDb(z);j=E+11|0;tvb(C,35633,(b[j>>0]|0)<0?f[E>>2]|0:E,G,0);I=f[C>>2]|0;h=C+4|0;B=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[e>>2]=I;I=e+4|0;a=f[I>>2]|0;f[I>>2]=B;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);i=F+11|0;tvb(C,35632,(b[i>>0]|0)<0?f[F>>2]|0:F,G,0);I=f[C>>2]|0;h=C+4|0;e=f[h>>2]|0;f[C>>2]=0;f[h>>2]=0;f[g>>2]=I;I=g+4|0;a=f[I>>2]|0;f[I>>2]=e;do if(a|0){iOb(a);a=f[h>>2]|0;if(!a)break;iOb(a)}while(0);a=f[D>>2]|0;do if((G|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);if((b[i>>0]|0)<0)sOb(f[F>>2]|0);if((b[j>>0]|0)>=0){u=H;return}sOb(f[E>>2]|0);u=H;return}function lhb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;g=e+8|0;if(!(f[g>>2]|0)){u=i;return}j=m3a(a,238589,8)|0;m3a(j,c,pAb(c)|0)|0;g=f[g>>2]|0;c=e+(g<<1)|0;if(g|0)do{j=m3a(a,238598,10)|0;j=IEb(j,d[e>>1]|0)|0;b[h>>0]=41;m3a(j,h,1)|0;e=e+2|0}while((e|0)!=(c|0));vEb(h,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);j=XFb(h,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(h);OEb(a,j)|0;AEb(a)|0;u=i;return}function mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;if((b|0)==(a|0)){u=i;return}e=a+16|0;d=f[e>>2]|0;g=d;h=b+16|0;if((d|0)==(a|0))if((f[h>>2]|0)==(b|0)){oh[f[(f[d>>2]|0)+12>>2]&1023](d,c);g=f[e>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[e>>2]=0;g=f[h>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=0;f[e>>2]=a;oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);gh[f[(f[c>>2]|0)+16>>2]&2047](c);f[h>>2]=b;u=i;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);h=f[e>>2]|0;gh[f[(f[h>>2]|0)+16>>2]&2047](h);h=b+16|0;f[e>>2]=f[h>>2];f[h>>2]=b;u=i;return}else{c=f[h>>2]|0;if((b|0)==(c|0)){oh[f[(f[c>>2]|0)+12>>2]&1023](c,a);g=f[h>>2]|0;gh[f[(f[g>>2]|0)+16>>2]&2047](g);f[h>>2]=f[e>>2];f[e>>2]=a;u=i;return}else{f[e>>2]=c;f[h>>2]=g;u=i;return}}}function nhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;Oqb(a);zvb(h);b=f[a>>2]|0;a=f[h>>2]|0;e=h+4|0;g=f[e>>2]|0;if(g|0)gOb(g);f[b+200>>2]=a;a=b+204|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0)iOb(b);Gvb(f[h>>2]|0,c);Gvb(f[h>>2]|0,d);Hvb(f[h>>2]|0,0);b=f[e>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function ohb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;o=s+8|0;p=s+4|0;q=s;r=Mvb(f[(f[c>>2]|0)+200>>2]|0)|0;l=Ovb(f[(f[c>>2]|0)+200>>2]|0)|0;m=qOb(l+2|0)|0;if(!r){tOb(m);u=s;return}n=m+3|0;k=d+16|0;j=0;do{f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;Qvb(f[(f[c>>2]|0)+200>>2]|0,j,l,o,p,q,m);a=f[o>>2]|0;a:do if((a|0)>=4)if(!(RAb(m,238609,3)|0)){if((b[m+(a+-1)>>0]|0)==93){i=m+(a+-2)|0;if(!(oAb(n,238613)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+52>>2]=i;break}if(!(oAb(n,238635)|0)){i=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+108>>2]=i;break}if(!(oAb(n,238657)|0)){g=f[k>>2]|0;h=f[p>>2]|0;h=(g|0)<(h|0)?g:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+33<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}if(oAb(n,238679)|0)break;t=f[k>>2]|0;h=f[p>>2]|0;h=(t|0)<(h|0)?t:h;if((h|0)>0)g=0;else break;while(1){if(!g)a=0;else{d=g;a=0;while(1){a=a+1|0;if(d>>>0<10)break;else d=(d>>>0)/10|0}}e=(a+-1|0)>>>0>2;a=e?1:a;t=i+a+1|0;d=t+-1|0;b[t>>0]=0;b[d>>0]=93;if(a|0){e=e?0:g;do{d=d+-1|0;a=a+-1|0;t=e;e=(e>>>0)/10|0;t=t+48+(X(e,-10)|0)&255;b[d>>0]=t}while((a|0)!=0)}t=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;f[(f[c>>2]|0)+36+(g+37<<2)>>2]=t;g=g+1|0;if((g|0)>=(h|0))break a}}d=Kvb(f[(f[c>>2]|0)+200>>2]|0,m)|0;do if(!(oAb(n,238698)|0))a=0;else if(!(oAb(n,238720)|0))a=1;else if(!(oAb(n,238736)|0))a=2;else if(!(oAb(n,238753)|0))a=3;else if(!(oAb(n,238771)|0))a=5;else if(!(oAb(n,238791)|0))a=15;else if(!(oAb(n,238815)|0))a=6;else if(!(oAb(n,238838)|0))a=7;else if(!(oAb(n,238846)|0))a=8;else if(!(oAb(n,238859)|0))a=9;else if(!(oAb(n,238874)|0))a=10;else if(!(oAb(n,238885)|0))a=11;else if(!(oAb(n,238912)|0))a=12;else{if(!(oAb(n,238931)|0)){a=13;break}if(!(oAb(n,238944)|0)){a=14;break}if(!(oAb(n,238956)|0)){a=16;break}if(!(oAb(n,238980)|0)){a=17;break}if(!(oAb(n,239e3)|0)){a=19;break}if(!(oAb(n,239010)|0)){a=20;break}if(!(oAb(n,239025)|0)){a=21;break}if(!(oAb(n,239049)|0)){a=22;break}if(!(oAb(n,239073)|0)){a=23;break}if(!(oAb(n,239092)|0)){a=24;break}if(!(oAb(n,239106)|0)){a=25;break}if(!(oAb(n,239123)|0)){a=26;break}if(!(oAb(n,239154)|0)){a=27;break}if(!(oAb(n,239171)|0)){a=28;break}if(!(oAb(n,239198)|0)){a=29;break}if(!(oAb(n,239213)|0)){a=30;break}if(!(oAb(n,239240)|0)){a=31;break}if(!(oAb(n,239263)|0))a=32;else break a}while(0);f[(f[c>>2]|0)+36+(a<<2)>>2]=d}while(0);j=j+1|0}while((j|0)!=(r|0));tOb(m);u=s;return}function phb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;j=m+4|0;k=m;l=Lvb(f[(f[b>>2]|0)+200>>2]|0)|0;d=Nvb(f[(f[b>>2]|0)+200>>2]|0)|0;e=qOb(d)|0;if(!l){tOb(e);u=m;return}g=e+3|0;a=0;do{f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;Pvb(f[(f[b>>2]|0)+200>>2]|0,a,d,i,j,k,e);do if((f[i>>2]|0)>=4)if(!(RAb(e,238609,3)|0)){h=Jvb(f[(f[b>>2]|0)+200>>2]|0,e)|0;if(!(oAb(g,239280)|0))c=0;else if(!(oAb(g,239291)|0))c=1;else if(!(oAb(g,239302)|0))c=2;else if(!(oAb(g,239317)|0))c=5;else if(!(oAb(g,239333)|0))c=6;else if(!(oAb(g,239349)|0))c=7;else if(!(oAb(g,239365)|0))c=3;else if(!(oAb(g,239380)|0))c=4;else if(!(oAb(g,239399)|0))c=8;else break;f[(f[b>>2]|0)+(c<<2)>>2]=h}while(0);a=a+1|0}while((a|0)!=(l|0));tOb(e);u=m;return}function qhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;rhb(i,c,d,e);g=f[i>>2]|0;if(!g){f[a>>2]=0;e=i+4|0;c=a+4|0}else{c=g;h=g+208|0;e=b[h>>0]|0;do if(!(e&3)){b[h>>0]=e|1;if(Ivb(f[g+200>>2]|0)|0){ohb(0,i,d);phb(0,i,0);c=f[i>>2]|0;d=c+208|0;b[d>>0]=b[d>>0]|2;break}else{c=f[i>>2]|0;break}}while(0);f[a>>2]=c;c=i+4|0;f[a+4>>2]=f[c>>2];f[i>>2]=0;e=c}f[c>>2]=0;c=f[e>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function rhb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1280|0;g=f[c>>2]|0;q=hhb(0,d)|0;o=f[g+4>>2]|0;a:do if(o|0){if(!((o+-1|0)&o))p=(o+-1|0)&q;else if(q>>>0<o>>>0)p=q;else p=(q>>>0)%(o>>>0)|0;g=f[(f[g>>2]|0)+(p<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){i=b[d>>0]|0;l=b[d+1>>0]|0;n=f[d+4>>2]|0;k=f[d+16>>2]|0;b:{h=1;if(h)if(!((o+-1|0)&o)){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0))if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;if(!((h|0)==(q|0)|(h&(o+-1|0)|0)==(p|0)))break a;c:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break c;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break c;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}while(0);g=f[g>>2]|0;if(!g)break a}}else h=1;if(h)if(1){if(i<<24>>24)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){if((b[g+8>>0]|0)==i<<24>>24)if((f[g+12>>2]|0)==(n|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}if(!k)while(1){h=f[g+4>>2]|0;if((h|0)==(q|0)){h=g+8|0;if(!(b[h>>0]|0))if((b[h+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if(!(f[g+24>>2]|0)){m=g;break b}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}g=f[g>>2]|0;if(!g)break a}while(1){h=f[g+4>>2]|0;d:do if((h|0)==(q|0)){j=g+8|0;if(!(b[j>>0]|0))if((b[j+1>>0]|0)==l<<24>>24)if((f[g+12>>2]|0)==(n|0))if((f[g+24>>2]|0)==(k|0)){h=d+8|0;i=g+16|0;while(1){if((b[i>>0]|0)!=(b[h>>0]|0))break d;if((b[i+1>>0]|0)!=(b[h+1>>0]|0))break d;i=i+2|0;if((i|0)==(j+8+(k<<1)|0|0)){j=g;r=65;break b}else h=h+2|0}}}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(p|0))break a}while(0);g=f[g>>2]|0;if(!g)break a}}}if((r|0)==65)if(!j)break;else m=j;if(e){g=f[m+44>>2]|0;f[a>>2]=g;h=f[m+48>>2]|0;f[(a+4|0)>>2]=h;if(h){gOb(h);g=f[a>>2]|0}if(g|0){u=s;return}g=f[(a+4|0)>>2]|0;if(g|0)iOb(g)}g=f[m+28>>2]|0;f[(s+16|0)>>2]=g;h=f[m+32>>2]|0;f[((s+16|0)+4|0)>>2]=h;if(h)gOb(h);i=f[m+36>>2]|0;f[(s+8|0)>>2]=i;j=f[m+40>>2]|0;f[((s+8|0)+4|0)>>2]=j;if(j)gOb(j);if(g|0)if(!((f[g>>2]|0)==0|(i|0)==0))if(f[i>>2]|0){nhb(a,0,s+16|0,s+8|0);if(!e){g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}g=f[a>>2]|0;h=f[a+4>>2]|0;if(h|0)gOb(h);f[m+44>>2]=g;a=m+48|0;g=f[a>>2]|0;f[a>>2]=h;if(g|0)iOb(g);g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}if(j)iOb(j);if(h)iOb(h)}}}while(0);f[(s+16|0)>>2]=0;f[((s+16|0)+4|0)>>2]=0;f[(s+8|0)>>2]=0;f[((s+8|0)+4|0)>>2]=0;khb(0,d,s+16|0,s+8|0);h=f[(s+16|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){h=f[(s+8|0)>>2]|0;g=1;if(g){g=0;if(!h)r=99;else g=1}if(g)if(1){g=1;if(g){g=0;if(!(f[h>>2]|0))r=99;else g=1}if(g)if(1){nhb(s,0,s+16|0,s+8|0);p=f[c>>2]|0;q=hhb(0,d)|0;c=f[(p+4|0)>>2]|0;f[s+48>>2]=a;f[s+64>>2]=d;f[s+72>>2]=e;f[s+552>>2]=p;f[s+560>>2]=q;f[s+568>>2]=c;f[s+1136>>2]=r;f[s+1208>>2]=0;f[s+1212>>2]=0;zjb(s);r=f[s+1136>>2]|0}}}}if((r|0)==99){f[a>>2]=0;f[a+4>>2]=0}g=f[((s+8|0)+4|0)>>2]|0;if(g|0)iOb(g);g=f[((s+16|0)+4|0)>>2]|0;if(g|0)iOb(g);u=s;return}function shb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[a+4>>2]=0;return}if(c>>>0>1073741823)vd();v=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=v;if(d|0)sOb(d);f[a+4>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;u=c+-1|0;v=(u&c|0)==0;if(v)d=d&u;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){t=g;g=h;s=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(v)g=g&u;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;j=b[n>>0]|0;l=j<<24>>24==0;o=n+1|0;r=e+12|0;m=l^1;p=e+24|0;q=e+16|0;if(l)h=e;else{h=e;while(1){if(j<<24>>24!=(b[i+8>>0]|0))break c;if((f[r>>2]|0)!=(f[i+12>>2]|0))break c;h=f[i>>2]|0;if(!h){h=i;break c}else{q=i;i=h;h=q}}}while(1){j=i+8|0;if(b[j>>0]|0)break c;if((b[o>>0]|0)!=(b[j+1>>0]|0))break c;j=(f[r>>2]|0)!=(f[i+12>>2]|0);do if(j|m){if(j)break c}else{j=f[p>>2]|0;if((j|0)!=(f[i+24>>2]|0))break c;l=n+8+(j<<1)|0;if(!j)break;j=i+16|0;k=q;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break c;if((b[k+1>>0]|0)!=(b[j+1>>0]|0))break c;k=k+2|0;if((k|0)==(l|0))break;else j=j+2|0}}while(0);h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[s>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[t>>2]|0;if(!e){d=44;break a}}g=f[e>>2]|0;if(!g){d=44;break a}else{t=e;s=e}}f[h>>2]=s;h=f[e>>2]|0;if(!h){d=44;break}else{d=g;g=e}}if((d|0)==44)return}function thb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+64|0;q=r+48|0;n=r+28|0;p=r;i=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;a:do if((i|0)!=(m|0)){l=i;while(1){i=l+24|0;j=b[i>>0]|0;if(j&2)if((f[l+16>>2]|0)==(g|0))if((f[l+20>>2]|0)==(h|0)){k=f[l>>2]|0;if((f[k+16>>2]|0)==(d|0))if((f[k+20>>2]|0)==(e|0))break}i=l+28|0;if((i|0)==(m|0))break a;else l=i}b[i>>0]=j&-4|1;f[a>>2]=k;i=f[l+4>>2]|0;f[a+4>>2]=i;if(i|0)gOb(i);f[a+8>>2]=f[l+8>>2];i=f[l+12>>2]|0;f[a+12>>2]=i;if(i|0)gOb(i);f[a+16>>2]=c;u=r;return}while(0);Twb(q);Lwb(n);Nwb(n,h,0);axb(f[q>>2]|0,g,d,e,n);f[p>>2]=f[q>>2];d=p+4|0;e=q+4|0;i=f[e>>2]|0;f[d>>2]=i;if(!i){i=p+24|0;j=1}else{gOb(i);j=p+24|0;i=j;j=b[j>>0]&-4|1}k=p+8|0;f[k>>2]=0;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=g;f[p+20>>2]=h;b[i>>0]=j;i=f[o>>2]|0;if(i>>>0<(f[c+8>>2]|0)>>>0){f[i>>2]=f[p>>2];f[i+4>>2]=f[d>>2];f[p>>2]=0;f[d>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k>>2]=0;f[l>>2]=0;p=i+16|0;f[p>>2]=f[m>>2];f[p+4>>2]=f[m+4>>2];b[p+8>>0]=b[m+8>>0]|0;f[o>>2]=(f[o>>2]|0)+28}else{uhb(c,p);i=f[l>>2]|0;if(i|0)iOb(i)}i=f[d>>2]|0;if(i|0)iOb(i);f[a>>2]=f[q>>2];i=f[e>>2]|0;f[a+4>>2]=i;if(!i)i=0;else{gOb(i);i=f[e>>2]|0}f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=c;if(i|0)iOb(i);u=r;return}function uhb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+4|0;k=f[o>>2]|0;d=f[a>>2]|0;j=(k-d|0)/28|0;e=j+1|0;m=d;g=k;if(e>>>0>153391689)AMb(a);n=a+8|0;l=((f[n>>2]|0)-d|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)i=0;else if(h>>>0>153391689)vd();else{i=pOb(h*28|0)|0;break}while(0);e=i+(j*28|0)|0;d=e;l=i+(h*28|0)|0;f[e>>2]=f[c>>2];p=c+4|0;f[i+(j*28|0)+4>>2]=f[p>>2];f[c>>2]=0;f[p>>2]=0;p=c+8|0;f[i+(j*28|0)+8>>2]=f[p>>2];h=c+12|0;f[i+(j*28|0)+12>>2]=f[h>>2];f[p>>2]=0;f[h>>2]=0;j=i+(j*28|0)+16|0;c=c+16|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];b[j+8>>0]=b[c+8>>0]|0;c=e+28|0;if((g|0)==(m|0))h=k;else{do{k=g;g=g+-28|0;f[e+-28>>2]=f[g>>2];j=k+-24|0;f[e+-24>>2]=f[j>>2];f[g>>2]=0;f[j>>2]=0;j=k+-20|0;f[e+-20>>2]=f[j>>2];p=k+-16|0;f[e+-16>>2]=f[p>>2];f[j>>2]=0;f[p>>2]=0;p=e+-12|0;k=k+-12|0;f[p>>2]=f[k>>2];f[p+4>>2]=f[k+4>>2];b[p+8>>0]=b[k+8>>0]|0;e=d+-28|0;d=e}while((g|0)!=(m|0));h=f[a>>2]|0}f[a>>2]=d;e=f[o>>2]|0;f[o>>2]=c;f[n>>2]=l;g=h;if((e|0)!=(g|0))do{d=f[e+-16>>2]|0;if(d|0)iOb(d);d=f[e+-24>>2]|0;e=e+-28|0;if(d|0)iOb(d)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function vhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=u;u=u+16|0;l=o+12|0;k=o+8|0;m=o+4|0;n=o;d=f[a>>2]|0;j=a+4|0;i=f[j>>2]|0;c=i;a:do if((d|0)==(i|0))e=4;else while(1){if(!(b[d+24>>0]&1)){e=4;break a}d=d+28|0;if((d|0)==(i|0)){d=c;break}}while(0);if((e|0)==4){e=d;if((d|0)==(i|0))d=e;else{c=e;d=e;b:while(1){do{g=c;e=g+28|0;c=e;if((e|0)==(i|0))break b}while(!(b[g+52>>0]&1));h=d;q=f[e>>2]|0;r=g+32|0;p=f[r>>2]|0;f[e>>2]=0;f[r>>2]=0;f[d>>2]=q;e=h+4|0;d=f[e>>2]|0;f[e>>2]=p;if(d|0)iOb(d);p=g+36|0;r=f[p>>2]|0;d=g+40|0;q=f[d>>2]|0;f[p>>2]=0;f[d>>2]=0;f[h+8>>2]=r;r=h+12|0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)iOb(d);d=h+16|0;r=g+44|0;f[d>>2]=f[r>>2];f[d+4>>2]=f[r+4>>2];b[d+8>>0]=b[r+8>>0]|0;d=h+28|0}c=f[j>>2]|0}}f[m>>2]=d;f[n>>2]=c;f[k>>2]=f[m>>2];f[l>>2]=f[n>>2];whb(a,k,l)|0;u=o;return}function whb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[a>>2]|0;e=f[c>>2]|0;h=h+(((e-h|0)/28|0)*28|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return h|0;c=h+(((c-e|0)/28|0)*28|0)|0;g=a+4|0;a=f[g>>2]|0;if((c|0)==(a|0))e=h;else{e=h;do{i=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[e>>2]=i;i=e+4|0;d=f[i>>2]|0;f[i>>2]=j;if(d|0)iOb(d);k=c+8|0;j=f[k>>2]|0;d=c+12|0;i=f[d>>2]|0;f[k>>2]=0;f[d>>2]=0;f[e+8>>2]=j;j=e+12|0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)iOb(d);k=e+16|0;j=c+16|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];b[k+8>>0]=b[j+8>>0]|0;c=c+28|0;e=e+28|0}while((c|0)!=(a|0));c=f[g>>2]|0}if((c|0)==(e|0))return h|0;do{f[g>>2]=c+-28;d=f[c+-16>>2]|0;if(d|0)iOb(d);c=f[c+-24>>2]|0;if(c|0)iOb(c);c=f[g>>2]|0}while((c|0)!=(e|0));return h|0}function xhb(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[a>>2]=b;return}function yhb(a){a=a|0;var b=0,c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;a=f[e>>2]|0;if(a|0){d=e+4|0;b=f[d>>2]|0;if((b|0)!=(a|0)){do{f[d>>2]=b+-28;c=f[b+-16>>2]|0;if(c|0)iOb(c);b=f[b+-24>>2]|0;if(b|0)iOb(b);b=f[d>>2]|0}while((b|0)!=(a|0));a=f[e>>2]|0}sOb(a)}sOb(e);return}function zhb(a){a=a|0;var c=0,d=0,e=0;c=f[a>>2]|0;a=f[c>>2]|0;c=f[c+4>>2]|0;if((a|0)==(c|0))return;do{d=a+24|0;e=b[d>>0]|0;b[d>>0]=((e&255)>>>1&1|e&-2)^1;a=a+28|0}while((a|0)!=(c|0));return}function Ahb(a){a=a|0;vhb(f[a>>2]|0);return}function Bhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;thb(a,f[b>>2]|0,c,d,6408,9729);return}function Chb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;return}function Dhb(a,b){a=a|0;b=b|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;Ehb(a,b)|0;return}function Ehb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;Fhb(a);c=f[b>>2]|0;h=b+4|0;d=f[h>>2]|0;if(d|0)gOb(d);f[a>>2]=c;g=a+4|0;c=f[g>>2]|0;f[g>>2]=d;if(c|0)iOb(c);e=b+8|0;c=f[e>>2]|0;g=b+12|0;d=f[g>>2]|0;if(d|0)gOb(d);f[a+8>>2]=c;i=a+12|0;c=f[i>>2]|0;f[i>>2]=d;if(c|0)iOb(c);d=b+16|0;f[a+16>>2]=f[d>>2];f[b>>2]=0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[e>>2]=0;c=f[g>>2]|0;f[g>>2]=0;if(!c){f[d>>2]=0;return a|0}iOb(c);f[d>>2]=0;return a|0}function Fhb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=f[a>>2]|0;if(!d)return;e=f[a+16>>2]|0;h=a+8|0;c=f[e>>2]|0;e=f[e+4>>2]|0;a:do if((c|0)!=(e|0)){g=c;while(1){if((f[g>>2]|0)==(d|0))break;c=g+28|0;if((c|0)==(e|0))break a;else g=c}e=f[h>>2]|0;c=e;if(e|0){d=g+8|0;if(!(f[d>>2]|0)){e=f[a+12>>2]|0;if(e|0)gOb(e);f[d>>2]=c;d=g+12|0;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c)}}g=g+24|0;b[g>>0]=b[g>>0]|2}while(0);f[h>>2]=0;h=a+12|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)iOb(c);f[a>>2]=0;a=a+4|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function Ghb(a){a=a|0;var b=0;Fhb(a);b=f[a+12>>2]|0;if(b|0)iOb(b);a=f[a+4>>2]|0;if(!a)return;iOb(a);return}function Hhb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;e=u;u=u+16|0;b=e;d=a+8|0;if(f[d>>2]|0){u=e;return d|0}if(!(f[a>>2]|0)){u=e;return d|0}xub(b);g=f[b>>2]|0;c=b+4|0;h=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[d>>2]=g;g=a+12|0;b=f[g>>2]|0;f[g>>2]=h;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}Gub(f[d>>2]|0,0,a,3553,0);u=e;return d|0}function Ihb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;f[a+36>>2]=0;f[a+40>>2]=0;f[a+44>>2]=0;f[a+52>>2]=0;f[a+56>>2]=0;f[a+60>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+76>>2]=0;f[a+84>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+148>>2]=0;f[a+152>>2]=0;f[a+156>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+172>>2]=0;f[a+180>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+204>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+228>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+252>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;n[a+16>>2]=1.1754943508222875e-38;n[a+32>>2]=2.949390792950442e-31;n[a+48>>2]=8.634480793659976e-29;n[a+64>>2]=2.5277850549753892e-26;n[a+80>>2]=7.40021027743059e-24;n[a+96>>2]=2.1664466087939005e-21;n[a+112>>2]=6.34237477651372e-19;n[a+128>>2]=1.8567602772480624e-16;n[a+144>>2]=5.435753640281073e-14;n[a+160>>2]=1.591342509155158e-11;n[a+176>>2]=4.658730290429958e-09;n[a+192>>2]=1.363865294479183e-06;n[a+208>>2]=3.9927801117300987e-04;n[a+224>>2]=.11689052730798721;n[a+240>>2]=34.220252990722656;n[a+256>>2]=3402823466385288598117041.0e14;c=a+344|0;d=a+272|0;e=d+72|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;e=a+348|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+364>>2]=1.0;e=a+368|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+384>>2]=1.0;e=a+388|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+404>>2]=1.0;e=a+408|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+424>>2]=1.0;e=a+428|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+444>>2]=1.0;e=a+448|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+464>>2]=1.0;e=a+468|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+484>>2]=1.0;e=a+488|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+504>>2]=1.0;e=a+508|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+524>>2]=1.0;e=a+528|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+544>>2]=1.0;e=a+548|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+564>>2]=1.0;e=a+568|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+584>>2]=1.0;e=a+588|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+604>>2]=1.0;e=a+608|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+624>>2]=1.0;e=a+628|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+644>>2]=1.0;e=a+648|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+664>>2]=1.0;e=a+668|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+684>>2]=1.0;e=a+688|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+704>>2]=1.0;e=a+708|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+724>>2]=1.0;e=a+728|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+744>>2]=1.0;e=a+748|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+764>>2]=1.0;e=a+768|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+784>>2]=1.0;e=a+788|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[a+804>>2]=1.0;e=a+808|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[a+828>>2]=0;a=a+832|0;b[a>>0]=b[a>>0]&-32|7;return}function Jhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+312|0;d=a+316|0;e=f[d>>2]|0;if(e>>>0<(f[a+320>>2]|0)>>>0){Khb(e,b);e=(f[d>>2]|0)+524|0;f[d>>2]=e;d=e;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}else{Lhb(c,b);d=f[d>>2]|0;e=f[c>>2]|0;e=d-e|0;e=(e|0)/524|0;e=e+-1|0;return e|0}return 0}function Khb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=f[c>>2]|0;f[c>>2]=0;h=c+4|0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;j=c+12|0;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){c=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[e+(c<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}k=a+20|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0;k=a+64|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+80>>2]=1.0;k=a+84|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+100>>2]=1.0;k=a+104|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+120>>2]=1.0;k=a+124|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+140>>2]=1.0;k=a+144|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+160>>2]=1.0;k=a+164|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+180>>2]=1.0;k=a+184|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+200>>2]=1.0;k=a+204|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+220>>2]=1.0;k=a+224|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+240>>2]=1.0;k=a+244|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+260>>2]=1.0;k=a+264|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+280>>2]=1.0;k=a+284|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+300>>2]=1.0;k=a+304|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+320>>2]=1.0;k=a+324|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+340>>2]=1.0;k=a+344|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+360>>2]=1.0;k=a+364|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+380>>2]=1.0;k=a+384|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+400>>2]=1.0;k=a+404|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+420>>2]=1.0;k=a+424|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+440>>2]=1.0;k=a+444|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+460>>2]=1.0;k=a+464|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+480>>2]=1.0;k=a+484|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+500>>2]=1.0;k=a+504|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;b[k+16>>0]=0;return}function Lhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;e=((f[q>>2]|0)-c|0)/524|0;d=e+1|0;if(d>>>0>8196502)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/524|0;c=p<<1;c=p>>>0<4098251?(c>>>0<d>>>0?d:c):8196502;do if(!c)g=0;else if(c>>>0>8196502)vd();else{g=pOb(c*524|0)|0;break}while(0);e=g+(e*524|0)|0;d=e;p=g+(c*524|0)|0;Khb(e,b);o=e+524|0;n=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(n|0)){c=d;g=n;d=n}else{do{i=c;c=c+-524|0;m=f[c>>2]|0;f[c>>2]=0;j=i+-520|0;h=f[j>>2]|0;f[j>>2]=0;f[e+-524>>2]=m;f[e+-520>>2]=h;j=e+-516|0;k=i+-516|0;g=f[k>>2]|0;f[j>>2]=g;l=i+-512|0;b=f[l>>2]|0;f[e+-512>>2]=b;f[e+-508>>2]=f[i+-508>>2];if(b|0){g=f[g+4>>2]|0;b=h+-1|0;if(!(b&h))g=g&b;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;f[m+(g<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}Mhb(e+-504|0,i+-504|0);e=d+-524|0;d=e}while((c|0)!=(n|0));c=d;g=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;e=g;if((d|0)!=(e|0))do{H8a(d+-504|0);c=f[d+-516>>2]|0;d=d+-524|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(e|0));if(!g)return;sOb(g);return}function Mhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+1392|0;f[a>>2]=f[b>>2];e=f[(b+4|0)>>2]|0;f[(b+4|0)>>2]=0;d=f[(b+8|0)>>2]|0;f[(b+8|0)>>2]=0;f[a+4>>2]=e;f[a+8>>2]=d;c=f[(b+12|0)>>2]|0;f[(a+12|0)>>2]=c;h=f[(b+16|0)>>2]|0;f[a+16>>2]=h;f[a+20>>2]=f[b+20>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+12|0;f[(b+12|0)>>2]=0;f[(b+16|0)>>2]=0}e=f[(b+24|0)>>2]|0;f[(b+24|0)>>2]=0;d=f[(b+28|0)>>2]|0;f[(b+28|0)>>2]=0;f[a+24>>2]=e;f[a+28>>2]=d;c=f[(b+32|0)>>2]|0;f[(a+32|0)>>2]=c;h=f[(b+36|0)>>2]|0;f[a+36>>2]=h;f[a+40>>2]=f[b+40>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+32|0;f[(b+32|0)>>2]=0;f[(b+36|0)>>2]=0}e=f[(b+44|0)>>2]|0;f[(b+44|0)>>2]=0;d=f[(b+48|0)>>2]|0;f[(b+48|0)>>2]=0;f[a+44>>2]=e;f[a+48>>2]=d;c=f[(b+52|0)>>2]|0;f[(a+52|0)>>2]=c;h=f[(b+56|0)>>2]|0;f[a+56>>2]=h;f[a+60>>2]=f[b+60>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+52|0;f[(b+52|0)>>2]=0;f[(b+56|0)>>2]=0}e=f[(b+64|0)>>2]|0;f[(b+64|0)>>2]=0;d=f[(b+68|0)>>2]|0;f[(b+68|0)>>2]=0;f[a+64>>2]=e;f[a+68>>2]=d;c=f[(b+72|0)>>2]|0;f[(a+72|0)>>2]=c;h=f[(b+76|0)>>2]|0;f[a+76>>2]=h;f[a+80>>2]=f[b+80>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+72|0;f[(b+72|0)>>2]=0;f[(b+76|0)>>2]=0}e=f[(b+84|0)>>2]|0;f[(b+84|0)>>2]=0;d=f[(b+88|0)>>2]|0;f[(b+88|0)>>2]=0;f[a+84>>2]=e;f[a+88>>2]=d;c=f[(b+92|0)>>2]|0;f[(a+92|0)>>2]=c;h=f[(b+96|0)>>2]|0;f[a+96>>2]=h;f[a+100>>2]=f[b+100>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+92|0;f[(b+92|0)>>2]=0;f[(b+96|0)>>2]=0}e=f[(b+104|0)>>2]|0;f[(b+104|0)>>2]=0;d=f[(b+108|0)>>2]|0;f[(b+108|0)>>2]=0;f[a+104>>2]=e;f[a+108>>2]=d;c=f[(b+112|0)>>2]|0;f[(a+112|0)>>2]=c;h=f[(b+116|0)>>2]|0;f[a+116>>2]=h;f[a+120>>2]=f[b+120>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+112|0;f[(b+112|0)>>2]=0;f[(b+116|0)>>2]=0}e=f[(b+124|0)>>2]|0;f[(b+124|0)>>2]=0;d=f[(b+128|0)>>2]|0;f[(b+128|0)>>2]=0;f[a+124>>2]=e;f[a+128>>2]=d;c=f[(b+132|0)>>2]|0;f[(a+132|0)>>2]=c;h=f[(b+136|0)>>2]|0;f[a+136>>2]=h;f[a+140>>2]=f[b+140>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+132|0;f[(b+132|0)>>2]=0;f[(b+136|0)>>2]=0}e=f[(b+144|0)>>2]|0;f[(b+144|0)>>2]=0;d=f[(b+148|0)>>2]|0;f[(b+148|0)>>2]=0;f[a+144>>2]=e;f[a+148>>2]=d;c=f[(b+152|0)>>2]|0;f[(a+152|0)>>2]=c;h=f[(b+156|0)>>2]|0;f[a+156>>2]=h;f[a+160>>2]=f[b+160>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+152|0;f[(b+152|0)>>2]=0;f[(b+156|0)>>2]=0}e=f[(b+164|0)>>2]|0;f[(b+164|0)>>2]=0;d=f[(b+168|0)>>2]|0;f[(b+168|0)>>2]=0;f[a+164>>2]=e;f[a+168>>2]=d;c=f[(b+172|0)>>2]|0;f[(a+172|0)>>2]=c;h=f[(b+176|0)>>2]|0;f[a+176>>2]=h;f[a+180>>2]=f[b+180>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+172|0;f[(b+172|0)>>2]=0;f[(b+176|0)>>2]=0}e=f[(b+184|0)>>2]|0;f[(b+184|0)>>2]=0;d=f[(b+188|0)>>2]|0;f[(b+188|0)>>2]=0;f[a+184>>2]=e;f[a+188>>2]=d;c=f[(b+192|0)>>2]|0;f[(a+192|0)>>2]=c;h=f[(b+196|0)>>2]|0;f[a+196>>2]=h;f[a+200>>2]=f[b+200>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+192|0;f[(b+192|0)>>2]=0;f[(b+196|0)>>2]=0}e=f[(b+204|0)>>2]|0;f[(b+204|0)>>2]=0;d=f[(b+208|0)>>2]|0;f[(b+208|0)>>2]=0;f[a+204>>2]=e;f[a+208>>2]=d;c=f[(b+212|0)>>2]|0;f[(a+212|0)>>2]=c;h=f[(b+216|0)>>2]|0;f[a+216>>2]=h;f[a+220>>2]=f[b+220>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+212|0;f[(b+212|0)>>2]=0;f[(b+216|0)>>2]=0}e=f[(b+224|0)>>2]|0;f[(b+224|0)>>2]=0;d=f[(b+228|0)>>2]|0;f[(b+228|0)>>2]=0;f[a+224>>2]=e;f[a+228>>2]=d;c=f[(b+232|0)>>2]|0;f[(a+232|0)>>2]=c;h=f[(b+236|0)>>2]|0;f[a+236>>2]=h;f[a+240>>2]=f[b+240>>2];if(h|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=a+232|0;f[(b+232|0)>>2]=0;f[(b+236|0)>>2]=0}h=f[(b+244|0)>>2]|0;f[(b+244|0)>>2]=0;e=f[(b+248|0)>>2]|0;f[(b+248|0)>>2]=0;f[a+244>>2]=h;f[g+16>>2]=a;f[g+24>>2]=b;f[g+160>>2]=e;f[g+976>>2]=h;f[g+1312>>2]=0;f[g+1316>>2]=0;Ajb(g);G=f[g+1312>>2]|0;D=f[g+1316>>2]|0;H=+n[g+1316>>2];f[g+1312>>2]=0;f[g+1316>>2]=0;if((G|0)==5){u=g;return}u=g}function Nhb(a){a=a|0;var b=0,c=0,d=0,e=0;d=f[a+312>>2]|0;c=a+316|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{b=a+-524|0;f[c>>2]=b;H8a(a+-504|0);a=f[a+-516>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[b>>2]|0;f[b>>2]=0;if(a|0)sOb(a);a=f[c>>2]|0}while((a|0)!=(d|0));return}function Ohb(a,b){a=a|0;b=b|0;var c=0;c=f[a+312>>2]|0;return ((((f[a+316>>2]|0)-c|0)/524|0)>>>0>b>>>0?c+(b*524|0)+20|0:a+324|0)|0}function Phb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=f[(f[a>>2]|0)+64>>2]|0;g=f[(f[c+4>>2]|0)+44>>2]|0;h=(f[g+28>>2]|0)+(f[g+24>>2]|0)|0;i=f[g+32>>2]|0;if((i|0)==(0-h|0)){u=m;return}a:do if((e|0)==0&(b[g+148>>0]&2)==0){e=h+i|0;d=0}else if((d|0)!=0&(e|0)!=0){g=f[a+300>>2]|0;i=(f[a+296>>2]|0)+((f[a+308>>2]|0)*12|0)|0;if((i|0)!=(g|0)){while(1){h=g+-12|0;if((f[h>>2]|0)==(c|0))break;if((i|0)==(h|0))break a;else g=h}l=g+-4|0;f[l>>2]=(f[l>>2]|0)+e;u=m;return}}while(0);if(tSa(j)|0)k=10;else if(f[c+196>>2]&2048|0)k=10;if((k|0)==10)qSa(j,c);f[l>>2]=c;f[l+4>>2]=d;f[l+8>>2]=e;d=a+300|0;e=f[d>>2]|0;if(e>>>0<(f[a+304>>2]|0)>>>0){f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[d>>2]=(f[d>>2]|0)+12}else Qhb(a+296|0,l);u=m;return}function Qhb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Rhb(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0;y=0;E=u;u=u+7808|0;_bb(a+324|0);i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{_bb(i+20|0);i=i+524|0}while((i|0)!=(j|0));i=f[(f[a>>2]|0)+64>>2]|0;j=f[64745]|0;k=f[64746]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1040>>2]=c;f[E+1208>>2]=l;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7504>>2]=0;f[E+7508>>2]=0;Gjb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;s=f[E+4680>>2]|0;t=f[E+4992>>2]|0;v=f[E+5056>>2]|0;w=f[E+5064>>2]|0;x=+n[E+6200>>2];z=f[E+7408>>2]|0;A=f[E+7416>>2]|0;G=f[E+7504>>2]|0;D=f[E+7508>>2]|0;H=+n[E+7508>>2];f[E+7504>>2]=0;f[E+7508>>2]=0;if((G|0)==6)return D|0;f[E+1024>>2]=a;f[E+7400>>2]=y;f[E+7408>>2]=z;f[E+7416>>2]=A;f[E+7496>>2]=0;f[E+7500>>2]=0;Fjb(E);l=f[E+7400>>2]|0;y=f[E+7408>>2]|0;f[E+1024>>2]=a;f[E+1032>>2]=b;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6104>>2]=i;f[E+7400>>2]=l;f[E+7408>>2]=y;f[E+7416>>2]=A;f[E+7488>>2]=0;f[E+7492>>2]=0;Ejb(E);B=f[E+1608>>2]|0;C=f[E+1680>>2]|0;m=f[E+3336>>2]|0;o=f[E+3344>>2]|0;p=f[E+3352>>2]|0;q=f[E+3368>>2]|0;r=f[E+3376>>2]|0;y=f[E+7400>>2]|0;a:while(1){z=f[(a+288|0)>>2]|0;A=(f[(a+284|0)>>2]|0)==(z|0);f[E+1024>>2]=a;f[E+1040>>2]=c;f[E+1048>>2]=d;f[E+1056>>2]=e;f[E+1064>>2]=g;f[E+1072>>2]=h;f[E+1608>>2]=B;f[E+1680>>2]=C;f[E+3336>>2]=m;f[E+3344>>2]=o;f[E+3352>>2]=p;f[E+3368>>2]=q;f[E+3376>>2]=r;f[E+3400>>2]=z;f[E+3408>>2]=A;f[E+4680>>2]=s;f[E+4992>>2]=t;f[E+5056>>2]=v;f[E+5064>>2]=w;f[E+6112>>2]=j;f[E+6120>>2]=k;n[E+6200>>2]=x;f[E+7400>>2]=y;f[E+7480>>2]=0;f[E+7484>>2]=0;Djb(E);y=f[E+7400>>2]|0;G=f[E+7480>>2]|0;D=f[E+7484>>2]|0;H=+n[E+7484>>2];f[E+7480>>2]=0;f[E+7484>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break a}}do{i=f[(a+324|0)>>2]|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=(f[j+20>>2]|0)+i|0;j=j+524|0}while((j|0)!=(k|0));if(i>>>0>=e>>>0)break;i=xcb(a+324|0,h)|0;j=f[(a+312|0)>>2]|0;k=f[(a+316|0)>>2]|0;if((j|0)!=(k|0))do{i=i|(xcb(j+20|0,h)|0);j=j+524|0}while((j|0)!=(k|0))}while(i);b:do if(!(b<<24>>24))i=0;else if(!(f[(a+4|0)>>2]|0))if((f[(a+272|0)>>2]|0)==(f[(a+276|0)>>2]|0))if((((f[a+812>>2]|0)-(f[a+808>>2]|0)|0)/60|0|0)==(f[a+820>>2]|0)){i=f[(a+312|0)>>2]|0;j=f[(a+316|0)>>2]|0;if((i|0)!=(j|0))do{if((((f[i+508>>2]|0)-(f[i+504>>2]|0)|0)/60|0|0)!=(f[i+516>>2]|0)){i=1;break b}i=i+524|0}while((i|0)!=(j|0));i=(((f[C>>2]|0)-(f[(a+296|0)>>2]|0)|0)/12|0|0)==(f[B>>2]|0)?0:2}else i=1;else i=1;else i=1;while(0);a=i;u=E;return a|0}function Shb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+24|0;p[v>>3]=-+p[v>>3];b=+p[a>>3];c=+K(+b);p[a+192>>3]=c;v=a+8|0;c=+p[v>>3];d=+K(+c);p[a+200>>3]=d;u=a+16|0;d=+p[u>>3];g=+K(+d);p[a+208>>3]=g;p[a+336>>3]=b>=0.0?1.0:-1.0;p[a+344>>3]=c>=0.0?1.0:-1.0;p[a+352>>3]=d>=0.0?1.0:-1.0;t=a+56|0;p[t>>3]=-+p[t>>3];t=a+32|0;d=+p[t>>3];c=+K(+d);p[a+216>>3]=c;s=a+40|0;c=+p[s>>3];b=+K(+c);p[a+224>>3]=b;r=a+48|0;b=+p[r>>3];g=+K(+b);p[a+232>>3]=g;p[a+360>>3]=d>=0.0?1.0:-1.0;p[a+368>>3]=c>=0.0?1.0:-1.0;p[a+376>>3]=b>=0.0?1.0:-1.0;q=a+88|0;p[q>>3]=-+p[q>>3];q=a+64|0;b=+p[q>>3];c=+K(+b);p[a+240>>3]=c;o=a+72|0;c=+p[o>>3];d=+K(+c);p[a+248>>3]=d;n=a+80|0;d=+p[n>>3];g=+K(+d);p[a+256>>3]=g;p[a+384>>3]=b>=0.0?1.0:-1.0;p[a+392>>3]=c>=0.0?1.0:-1.0;p[a+400>>3]=d>=0.0?1.0:-1.0;m=a+120|0;p[m>>3]=-+p[m>>3];m=a+96|0;d=+p[m>>3];c=+K(+d);p[a+264>>3]=c;l=a+104|0;c=+p[l>>3];b=+K(+c);p[a+272>>3]=b;k=a+112|0;b=+p[k>>3];g=+K(+b);p[a+280>>3]=g;p[a+408>>3]=d>=0.0?1.0:-1.0;p[a+416>>3]=c>=0.0?1.0:-1.0;p[a+424>>3]=b>=0.0?1.0:-1.0;j=a+152|0;p[j>>3]=-+p[j>>3];j=a+128|0;b=+p[j>>3];c=+K(+b);p[a+288>>3]=c;i=a+136|0;c=+p[i>>3];d=+K(+c);p[a+296>>3]=d;h=a+144|0;d=+p[h>>3];g=+K(+d);p[a+304>>3]=g;p[a+432>>3]=b>=0.0?1.0:-1.0;p[a+440>>3]=c>=0.0?1.0:-1.0;p[a+448>>3]=d>=0.0?1.0:-1.0;w=a+184|0;p[w>>3]=-+p[w>>3];d=+p[a+160>>3];c=+K(+d);p[a+312>>3]=c;c=+p[a+168>>3];b=+K(+c);p[a+320>>3]=b;b=+p[a+176>>3];g=+K(+b);p[a+328>>3]=g;p[a+456>>3]=d>=0.0?1.0:-1.0;p[a+464>>3]=c>=0.0?1.0:-1.0;p[a+472>>3]=b>=0.0?1.0:-1.0;g=+p[a>>3];f=+p[v>>3];e=+p[u>>3];e=g*g+(f*f+e*e);p[a+480>>3]=e==0.0?0.0:1.0/e;e=+p[t>>3];f=+p[s>>3];g=+p[r>>3];g=e*e+(f*f+g*g);p[a+488>>3]=g==0.0?0.0:1.0/g;g=+p[q>>3];f=+p[o>>3];e=+p[n>>3];e=g*g+(f*f+e*e);p[a+496>>3]=e==0.0?0.0:1.0/e;e=+p[m>>3];f=+p[l>>3];g=+p[k>>3];g=e*e+(f*f+g*g);p[a+504>>3]=g==0.0?0.0:1.0/g;g=+p[j>>3];f=+p[i>>3];e=+p[h>>3];e=g*g+(f*f+e*e);p[a+512>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+520>>3]=b==0.0?0.0:1.0/b;return}function Thb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+20|0;G=a+40|0;o=+n[G>>2];h=a+60|0;g=+n[h>>2];J=a+56|0;B=+n[J>>2];p=a+44|0;x=+n[p>>2];E=a+24|0;f=a+52|0;C=+n[f>>2];F=a+36|0;d=+n[F>>2];i=a+28|0;n[b>>2]=+n[i>>2]*(B*d-o*C)+(+n[H>>2]*(o*g-B*x)+ +n[E>>2]*(x*C-g*d));d=+n[J>>2];y=a+12|0;g=+n[y>>2];z=a+8|0;C=+n[z>>2];x=+n[h>>2];A=a+4|0;B=+n[A>>2];o=+n[f>>2];w=b+4|0;n[w>>2]=-(+n[p>>2]*(C*o-d*B)+(+n[F>>2]*(d*g-C*x)+ +n[G>>2]*(x*B-g*o)));o=+n[z>>2];g=+n[i>>2];B=+n[E>>2];x=+n[y>>2];C=+n[H>>2];d=+n[A>>2];v=b+8|0;n[v>>2]=+n[h>>2]*(B*d-o*C)+(+n[f>>2]*(o*g-B*x)+ +n[J>>2]*(x*C-g*d));d=+n[E>>2];g=+n[p>>2];C=+n[G>>2];x=+n[i>>2];B=+n[F>>2];o=+n[H>>2];u=b+12|0;n[u>>2]=-(+n[y>>2]*(C*o-d*B)+(+n[A>>2]*(d*g-C*x)+ +n[z>>2]*(x*B-g*o)));D=a+32|0;o=+n[D>>2];g=+n[f>>2];I=a+48|0;B=+n[I>>2];x=+n[F>>2];c=a+16|0;C=+n[h>>2];d=+n[p>>2];m=b+32|0;n[m>>2]=+n[H>>2]*(B*d-o*C)+(+n[i>>2]*(o*g-B*x)+ +n[c>>2]*(x*C-g*d));d=+n[I>>2];g=+n[A>>2];C=+n[a>>2];x=+n[f>>2];B=+n[y>>2];o=+n[h>>2];l=b+36|0;n[l>>2]=-(+n[F>>2]*(C*o-d*B)+(+n[p>>2]*(d*g-C*x)+ +n[D>>2]*(x*B-g*o)));o=+n[a>>2];g=+n[H>>2];B=+n[c>>2];x=+n[A>>2];C=+n[i>>2];d=+n[y>>2];k=b+40|0;n[k>>2]=+n[f>>2]*(B*d-o*C)+(+n[h>>2]*(o*g-B*x)+ +n[I>>2]*(x*C-g*d));d=+n[c>>2];g=+n[F>>2];C=+n[D>>2];x=+n[H>>2];B=+n[p>>2];o=+n[i>>2];j=b+44|0;n[j>>2]=-(+n[A>>2]*(C*o-d*B)+(+n[y>>2]*(d*g-C*x)+ +n[a>>2]*(x*B-g*o)));o=+n[p>>2];g=+n[I>>2];B=+n[h>>2];x=+n[D>>2];C=+n[J>>2];d=+n[G>>2];s=b+16|0;n[s>>2]=-(+n[c>>2]*(B*d-o*C)+(+n[E>>2]*(o*g-B*x)+ +n[i>>2]*(x*C-g*d)));d=+n[h>>2];g=+n[a>>2];C=+n[y>>2];x=+n[I>>2];B=+n[z>>2];o=+n[J>>2];r=b+20|0;n[r>>2]=+n[D>>2]*(C*o-d*B)+(+n[G>>2]*(d*g-C*x)+ +n[p>>2]*(x*B-g*o));o=+n[y>>2];g=+n[c>>2];B=+n[i>>2];x=+n[a>>2];C=+n[E>>2];d=+n[z>>2];q=b+24|0;n[q>>2]=-(+n[I>>2]*(B*d-o*C)+(+n[J>>2]*(o*g-B*x)+ +n[h>>2]*(x*C-g*d)));d=+n[i>>2];g=+n[D>>2];C=+n[p>>2];x=+n[c>>2];B=+n[G>>2];o=+n[E>>2];p=b+28|0;n[p>>2]=+n[a>>2]*(C*o-d*B)+(+n[z>>2]*(d*g-C*x)+ +n[y>>2]*(x*B-g*o));o=+n[F>>2];g=+n[J>>2];B=+n[f>>2];x=+n[G>>2];C=+n[I>>2];d=+n[D>>2];d=-(+n[E>>2]*(B*d-o*C)+(+n[c>>2]*(o*g-B*x)+ +n[H>>2]*(x*C-g*d)));i=b+48|0;n[i>>2]=d;g=+n[f>>2];C=+n[z>>2];x=+n[A>>2];B=+n[J>>2];o=+n[a>>2];t=+n[I>>2];h=b+52|0;n[h>>2]=+n[G>>2]*(x*t-g*o)+(+n[D>>2]*(g*C-x*B)+ +n[F>>2]*(B*o-C*t));t=+n[A>>2];C=+n[E>>2];o=+n[H>>2];B=+n[z>>2];x=+n[c>>2];g=+n[a>>2];g=-(+n[J>>2]*(o*g-t*x)+(+n[I>>2]*(t*C-o*B)+ +n[f>>2]*(B*x-C*g)));f=b+56|0;n[f>>2]=g;C=+n[H>>2];x=+n[G>>2];B=+n[F>>2];o=+n[E>>2];t=+n[D>>2];e=+n[c>>2];e=+n[z>>2]*(B*e-C*t)+(+n[a>>2]*(C*x-B*o)+ +n[A>>2]*(o*t-x*e));c=b+60|0;n[c>>2]=e;x=+n[b>>2];t=+n[s>>2];o=+n[m>>2];d=+n[a>>2]*x+ +n[A>>2]*t+(+n[z>>2]*o+ +n[y>>2]*d);n[b>>2]=x/d;n[w>>2]=+n[w>>2]/d;n[v>>2]=+n[v>>2]/d;n[u>>2]=+n[u>>2]/d;n[s>>2]=t/d;n[r>>2]=+n[r>>2]/d;n[q>>2]=+n[q>>2]/d;n[p>>2]=+n[p>>2]/d;n[m>>2]=o/d;n[l>>2]=+n[l>>2]/d;n[k>>2]=+n[k>>2]/d;n[j>>2]=+n[j>>2]/d;n[i>>2]=+n[i>>2]/d;n[h>>2]=+n[h>>2]/d;n[f>>2]=g/d;n[c>>2]=e/d;return}function Uhb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<1.1754943508222875e-38){b=1.1754943508222875e-38;c=1.1754943508222875e-38}else c=1.1754943508222875e-38;d=+U(+((+V(+b)-+V(+c))/31.0));n[a+12>>2]=c;c=d*(d*(d*c));n[a+28>>2]=c;c=d*c;n[a+44>>2]=c;c=d*c;n[a+60>>2]=c;c=d*c;n[a+76>>2]=c;c=d*c;n[a+92>>2]=c;c=d*c;n[a+108>>2]=c;c=d*c;n[a+124>>2]=c;c=d*c;n[a+140>>2]=c;c=d*c;n[a+156>>2]=c;c=d*c;n[a+172>>2]=c;c=d*c;n[a+188>>2]=c;c=d*c;n[a+204>>2]=c;c=d*c;n[a+220>>2]=c;n[a+236>>2]=d*c;n[a+252>>2]=b;return}function Vhb(a){a=a|0;var b=0,c=0,d=0;b=f[a+16>>2]|0;c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+32>>2]|0;c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+64>>2]|0;c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+80>>2]|0;c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+112>>2]|0;c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+128>>2]|0;c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+160>>2]|0;c=a+164|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+176>>2]|0;c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+208>>2]|0;c=a+212|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+224>>2]|0;c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+256>>2]|0;c=a+260|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function Whb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+32|0;i=j;h=f[a+196>>2]|0;if(!(h&1792|c)){i=0;u=j;return i|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){i=0;u=j;return i|0}if(h&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){i=0;u=j;return i|0}}if(h&33554456|0){i=1;u=j;return i|0}d=a+200|0;c=f[d>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(a);c=f[d>>2]|0}p[i>>3]=+n[a+168>>2]+ +n[a+156>>2];p[i+8>>3]=+n[a+172>>2]+ +n[a+160>>2];p[i+16>>3]=+n[a+176>>2]+ +n[a+164>>2];if(!((c&16777216|0)==0&0==0))MJa(a);i=lib(e,i,+n[a+152>>2])|0;u=j;return i|0}function Xhb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function Yhb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else Xhb(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function Zhb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];q=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);r=+p[a+192>>3]*i+(+p[a+200>>3]*g+ +p[a+208>>3]*d);s=+p[a+24>>3];if(q+r<=s){a=0;return a|0}t=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);u=+p[a+216>>3]*i+(+p[a+224>>3]*g+ +p[a+232>>3]*d);v=+p[a+56>>3];if(t+u<=v){a=0;return a|0}w=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);x=+p[a+240>>3]*i+(+p[a+248>>3]*g+ +p[a+256>>3]*d);y=+p[a+88>>3];if(w+x<=y){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+264>>3]*i+(+p[a+272>>3]*g+ +p[a+280>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}m=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);n=+p[a+288>>3]*i+(+p[a+296>>3]*g+ +p[a+304>>3]*d);o=+p[a+152>>3];if(m+n<=o){a=0;return a|0}f=+p[a+160>>3]*f+(+p[a+168>>3]*h+ +p[a+176>>3]*e);e=+p[a+312>>3]*i+(+p[a+320>>3]*g+ +p[a+328>>3]*d);d=+p[a+184>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(m-n<o|(j-k<l|(w-x<y|(t-u<v|q-r<s))))?1:2;return a|0}function _hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|268435456;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else uib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function $hb(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|536870912;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else tib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function aib(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;f[k>>2]=c;l=f[a>>2]|0;d=l+832|0;e=c+196|0;g=f[e>>2]|0;if(!((b[d>>0]&8)!=0|(g&4|0)==0)){u=m;return}if(!(g&2048)){g=f[a+16>>2]|0;if(!(bib(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(+n[c+168>>2]*+n[g>>2]+(+n[c+172>>2]*+n[g+4>>2]+ +n[c+176>>2]*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}else{g=f[a+4>>2]|0;if(!(Whb(c,f[f[g>>2]>>2]|0,f[g+4>>2]|0,f[g+8>>2]|0,f[g+12>>2]|0)|0)){if(b[d>>0]&16){u=m;return}f[e>>2]=f[e>>2]&-1793;u=m;return}g=f[a+8>>2]|0;e=c+200|0;d=f[e>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[e>>2]|0}h=+n[c+168>>2]+ +n[c+156>>2];i=+n[c+172>>2]+ +n[c+160>>2];j=+n[c+176>>2]+ +n[c+164>>2];if(!((d&16777216|0)==0&0==0))MJa(c);j=+n[g+12>>2]+(h*+n[g>>2]+(i*+n[g+4>>2]+j*+n[g+8>>2]));j=j*j;Yhb(l+4|0,+n[c+152>>2]/(j<9.999999747378752e-06?9.999999747378752e-06:j),k,f[a+12>>2]|0);u=m;return}}function bib(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0,j=0,k=0;k=u;u=u+32|0;j=k;i=f[a+196>>2]|0;if(!(i&1792|c)){j=0;u=k;return j|0}c=b[a+192>>0]|0;if(!((c&7&((c&255)>>>3&7|b[d>>0]))<<24>>24)){j=0;u=k;return j|0}if(i&134217728|0){d=f[a+104>>2]|0;if(+n[g>>2]*+n[d+312>>2]+(+n[g+4>>2]*+n[d+316>>2]+ +n[g+8>>2]*+n[d+320>>2])<+n[d+324>>2]){j=0;u=k;return j|0}}if(i&33554456|0){j=1;u=k;return j|0}d=a+200|0;c=(f[d>>2]&33554432|0)==0&0==0;if(!(i&2048)){if(!c)LJa(a);p[j>>3]=+n[a+168>>2];p[j+8>>3]=+n[a+172>>2];h=+n[a+176>>2]}else{if(!c)LJa(a);p[j>>3]=+n[a+168>>2]+ +n[a+156>>2];p[j+8>>3]=+n[a+172>>2]+ +n[a+160>>2];h=+n[a+176>>2]+ +n[a+164>>2]}p[j+16>>3]=h;if(!((f[d>>2]&16777216|0)==0&0==0))MJa(a);j=lib(e,j,+n[a+152>>2])|0;u=k;return j|0}function cib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;t=v;f[b>>2]=(f[b>>2]|0)+-1;s=b+4|0;c=f[s>>2]|0;a:do if(c|0){e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0;if((e|0)==(d|0)){do{c=c+-1|0;f[s>>2]=c;if(!c)break a;e=f[b+12+(c<<4)+4>>2]|0;d=f[b+12+(c<<4)+8>>2]|0}while((e|0)==(d|0));g=d-e|0;q=g>>4;if((g|0)>16){r=(q+-2|0)/2|0;if((g|0)>=32){p=r;while(1){j=e+(p<<4)|0;c=p<<4;if((r|0)>=(c>>4|0)){d=c>>3|1;c=e+(d<<4)|0;h=c;g=d+1|0;if((g|0)<(q|0)){c=c+16|0;if(+n[e+(d<<4)+4>>2]<+n[c+4>>2])d=g;else c=h}else c=h;l=+n[e+(p<<4)+4>>2];if(!(+n[c+4>>2]<l)){k=f[j>>2]|0;o=e+(p<<4)+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;while(1){i=j;j=c;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];if((r|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}j=c;f[c>>2]=k;n[j+4>>2]=l;k=j+8|0;f[k>>2]=m;f[k+4>>2]=o}}if((p|0)>0)p=p+-1|0;else break}e=f[s>>2]|0;c=e;d=f[b+12+(e<<4)+8>>2]|0;e=f[b+12+(e<<4)+4>>2]|0}}}r=b+12+(c<<4)+8|0;g=d-e|0;c=g>>4;if((g|0)>16){q=d+-16|0;f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[e>>2]=f[q>>2];f[e+4>>2]=f[q+4>>2];f[e+8>>2]=f[q+8>>2];f[e+12>>2]=f[q+12>>2];f[q>>2]=f[t>>2];f[q+4>>2]=f[t+4>>2];f[q+8>>2]=f[t+8>>2];f[q+12>>2]=f[t+12>>2];q=c+-1|0;if((c|0)!=2){p=(c+-3|0)/2|0;c=e+16|0;if((g|0)>48)if(+n[e+20>>2]<+n[e+36>>2]){d=2;c=e+32|0}else d=1;else d=1;l=+n[e+4>>2];if(!(+n[c+4>>2]<l)){k=f[e>>2]|0;o=e+8|0;m=f[o>>2]|0;o=f[o+4>>2]|0;j=e;while(1){t=j;j=c;f[t>>2]=f[j>>2];f[t+4>>2]=f[j+4>>2];f[t+8>>2]=f[j+8>>2];f[t+12>>2]=f[j+12>>2];if((p|0)<(d|0))break;d=d<<1|1;h=e+(d<<4)|0;g=h;i=d+1|0;if((i|0)<(q|0)){h=h+16|0;if(+n[e+(d<<4)+4>>2]<+n[h+4>>2]){d=i;g=h}}if(+n[g+4>>2]<l)break;else c=g}t=c;f[c>>2]=k;n[t+4>>2]=l;t=t+8|0;f[t>>2]=m;f[t+4>>2]=o}}}t=(f[r>>2]|0)+-16|0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[r>>2]=t;u=v;return}while(0);g=b+8|0;s=f[g>>2]|0;h=f[b+16>>2]|0;c=h+(s<<4)|0;f[t>>2]=f[c>>2];f[t+4>>2]=f[c+4>>2];f[t+8>>2]=f[c+8>>2];f[t+12>>2]=f[c+12>>2];s=s+1|0;f[g>>2]=s;c=b+20|0;b=f[c>>2]|0;d=h;e=b;if((s|0)==(b-d>>4|0)){f[g>>2]=0;if((h|0)!=(e|0))f[c>>2]=e+(~((e+-16-d|0)>>>4)<<4)};f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];u=v;return}function dib(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=a+4|0;b=f[r>>2]|0;a:do if(b|0){c=f[a+12+(b<<4)+4>>2]|0;if((c|0)!=(f[a+12+(b<<4)+8>>2]|0)){r=c;return r|0}do{b=b+-1|0;f[r>>2]=b;if(!b)break a;q=f[a+12+(b<<4)+4>>2]|0;c=f[a+12+(b<<4)+8>>2]|0}while((q|0)==(c|0));b=c-q|0;o=b>>4;if((b|0)<=16){r=q;return r|0}p=(o+-2|0)/2|0;if((b|0)<32){r=q;return r|0}else m=p;while(1){h=q+(m<<4)|0;b=m<<4;if((p|0)>=(b>>4|0)){c=b>>3|1;b=q+(c<<4)|0;e=b;d=c+1|0;if((d|0)<(o|0)){b=b+16|0;if(+n[q+(c<<4)+4>>2]<+n[b+4>>2])c=d;else b=e}else b=e;j=+n[q+(m<<4)+4>>2];if(!(+n[b+4>>2]<j)){i=f[h>>2]|0;l=q+(m<<4)+8|0;k=f[l>>2]|0;l=f[l+4>>2]|0;while(1){g=h;h=b;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[g+12>>2]=f[h+12>>2];if((p|0)<(c|0))break;c=c<<1|1;e=q+(c<<4)|0;d=e;g=c+1|0;if((g|0)<(o|0)){e=e+16|0;if(+n[q+(c<<4)+4>>2]<+n[e+4>>2]){c=g;d=e}}if(+n[d+4>>2]<j)break;else b=d}h=b;f[b>>2]=i;n[h+4>>2]=j;i=h+8|0;f[i>>2]=k;f[i+4>>2]=l}}if((m|0)>0)m=m+-1|0;else break}r=f[a+12+(f[r>>2]<<4)+4>>2]|0;return r|0}while(0);r=(f[a+16>>2]|0)+(f[a+8>>2]<<4)|0;return r|0}function eib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function fib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function gib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;p=u;u=u+880|0;k=b;a:while(1){d=k;i=k+-16|0;e=k+-32|0;j=k+-4|0;b=a;while(1){o=b;f[p+48>>2]=c;f[p+56>>2]=b;f[p+120>>2]=k;f[p+160>>2]=o;f[p+296>>2]=g;f[p+560>>2]=h;f[p+632>>2]=d;f[p+648>>2]=i;f[p+688>>2]=e;f[p+720>>2]=j;f[p+816>>2]=m;f[p+832>>2]=0;f[p+836>>2]=0;Hjb(p);b=f[p+56>>2]|0;o=f[p+160>>2]|0;g=f[p+296>>2]|0;h=f[p+560>>2]|0;m=f[p+816>>2]|0;G=f[p+832>>2]|0;D=f[p+836>>2]|0;H=+n[p+836>>2];f[p+832>>2]=0;f[p+836>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:break a}if((G|0)==3)continue}if((m|0)==91){m=0;gib(g+16|0,k,c);a=o;k=g;continue}else if((m|0)==92){m=0;if(h){m=93;break}else{a=o;k=g;continue}}}a=1;if(a)if((m|0)==5){a=f[i>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[i>>2];f[o+4>>2]=f[i+4>>2];f[o+8>>2]=f[i+8>>2];f[o+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==9){qib(o,o+16|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==10){e=o+16|0;d=o+32|0;qib(o,e,d,c)|0;a=f[i>>2]|0;b=f[d>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[j>>2]|0)>=(f[o+44>>2]|0)){u=p;return}};f[p>>2]=f[d>>2];f[p+4>>2]=f[d+4>>2];f[p+8>>2]=f[d+8>>2];f[p+12>>2]=f[d+12>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[d+12>>2]=f[i+12>>2];f[i>>2]=f[p>>2];f[i+4>>2]=f[p+4>>2];f[i+8>>2]=f[p+8>>2];f[i+12>>2]=f[p+12>>2];a=f[d>>2]|0;b=f[e>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+44>>2]|0)>=(f[o+28>>2]|0)){u=p;return}};f[p>>2]=f[e>>2];f[p+4>>2]=f[e+4>>2];f[p+8>>2]=f[e+8>>2];f[p+12>>2]=f[e+12>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d+12>>2]=f[p+12>>2];a=f[e>>2]|0;b=f[o>>2]|0;if(a>>>0>=b>>>0){if((a|0)!=(b|0)){u=p;return}if((f[o+28>>2]|0)>=(f[o+12>>2]|0)){u=p;return}};f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];f[o>>2]=f[e>>2];f[o+4>>2]=f[e+4>>2];f[o+8>>2]=f[e+8>>2];f[o+12>>2]=f[e+12>>2];f[e>>2]=f[p>>2];f[e+4>>2]=f[p+4>>2];f[e+8>>2]=f[p+8>>2];f[e+12>>2]=f[p+12>>2];u=p;return}else if((m|0)==20){rib(o,o+16|0,o+32|0,o+48|0,i,c)|0;u=p;return}else a=1;if(a)if((m|0)==22){b=o+32|0;qib(o,o+16|0,b,c)|0;a=o+48|0;if((a|0)==(k|0)){u=p;return}while(1){c=f[a>>2]|0;d=f[b>>2]|0;if(c>>>0<d>>>0){l=f[a+12>>2]|0;m=27}else if((c|0)==(d|0)){d=f[a+12>>2]|0;if((d|0)<(f[b+12>>2]|0)){l=d;m=27}}if((m|0)==27){m=0;h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];b:do if((b|0)==(o|0))b=o;else while(1){d=b;b=b+-16|0;e=f[b>>2]|0;if(c>>>0>=e>>>0){if((c|0)!=(e|0)){b=d;break b}if((l|0)>=(f[d+-4>>2]|0)){b=d;break b}};f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];if((b|0)==(o|0)){b=o;break}}while(0);f[b>>2]=c;j=b+4|0;f[j>>2]=g;f[j+4>>2]=h;f[b+12>>2]=l}b=a+16|0;if((b|0)==(k|0))break;else{j=a;a=b;b=j}}u=p;return}else if((m|0)==93)if(1){u=p;return}}function hib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097|134217728;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else pib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function iib(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l;n[h>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)i=0;else if(+n[a+28>>2]>b)i=1;else if(+n[a+44>>2]>b)i=2;else if(+n[a+60>>2]>b)i=3;else if(+n[a+76>>2]>b)i=4;else if(+n[a+92>>2]>b)i=5;else if(+n[a+108>>2]>b)i=6;else if(+n[a+124>>2]>b)i=7;else if(+n[a+140>>2]>b)i=8;else if(+n[a+156>>2]>b)i=9;else if(+n[a+172>>2]>b)i=10;else if(+n[a+188>>2]>b)i=11;else if(+n[a+204>>2]>b)i=12;else if(+n[a+220>>2]>b)i=13;else if(+n[a+236>>2]>b)i=14;else i=15;j=a+12+(i<<4)+4|0;k=a+12+(i<<4)+8|0;g=f[k>>2]|0;if(g>>>0<(f[a+12+(i<<4)+12>>2]|0)>>>0){h=f[d>>2]|0;e=f[e>>2]|0;f[g>>2]=f[c>>2];n[g+4>>2]=b;f[g+8>>2]=e&-939524097;f[g+12>>2]=h;f[k>>2]=(f[k>>2]|0)+16}else oib(j,h,c,d,e);a=a+4|0;g=f[a>>2]|0;if(i>>>0>g>>>0){f[a>>2]=i;u=l;return}if(!((i|0)!=0&(i|0)==(g|0))){u=l;return}i=f[j>>2]|0;g=f[k>>2]|0;a=g-i|0;if((a|0)<=16){u=l;return}a=((a>>>4)+-2|0)/2|0;c=g+-16|0;b=+n[g+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=l;return}h=f[c>>2]|0;e=g+-8|0;d=f[e>>2]|0;e=f[e+4>>2]|0;while(1){k=c;c=i+(a<<4)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];if(!a){a=0;break}g=(a+-1|0)/2|0;if(!(+n[i+(g<<4)+4>>2]<b))break;else a=g}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;k=i+(a<<4)+8|0;f[k>>2]=d;f[k+4>>2]=e;u=l;return}function jib(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,o=0,q=0,r=0,s=0;r=u;u=u+32|0;o=r+24|0;q=r+28|0;m=r;f[o>>2]=c;d=f[d+8>>2]|0;s=d&1792;f[q>>2]=s;l=f[c+196>>2]|0;do if(l&1792|s|0){s=b[c+192>>0]|0;if((s&7&((s&255)>>>3&7|b[e>>0]))<<24>>24){if(l&134217728|0){s=f[c+104>>2]|0;if(+n[i>>2]*+n[s+312>>2]+(+n[i+4>>2]*+n[s+316>>2]+ +n[i+8>>2]*+n[s+320>>2])<+n[s+324>>2])break}if(!(d&1073741824)){l=c+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(c);d=f[l>>2]|0}p[m>>3]=+n[c+168>>2];p[m+8>>3]=+n[c+172>>2];p[m+16>>3]=+n[c+176>>2];if(!((d&16777216|0)==0&0==0))MJa(c);if(!(lib(g,m,+n[c+152>>2])|0))break}i=a+4|0;if(j){e=f[o>>2]|0;l=e+200|0;d=f[l>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(e);d=f[l>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(e);k=+n[h+12>>2]+(+n[e+168>>2]*+n[h>>2]+(+n[e+172>>2]*+n[h+4>>2]+ +n[e+176>>2]*+n[h+8>>2]));k=k*k;k=+n[e+152>>2]/(k<9.999999747378752e-06?9.999999747378752e-06:k)}else k=0.0;mib(i,k,o,q);u=r;return}}while(0);if(b[a+832>>0]&16){u=r;return}s=(f[o>>2]|0)+196|0;f[s>>2]=f[s>>2]&-1793;u=r;return}function kib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function lib(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+480>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+488>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+496>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+504>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+512>>3]>=c){a=0;return a|0}d=+p[a+160>>3]*f+(+p[a+168>>3]*g+ +p[a+176>>3]*e)-+p[a+184>>3];if(d<0.0)if(d*d*+p[a+520>>3]>=c){a=0;return a|0}a=1;return a|0}function mib(a,b,c,d){a=a|0;b=+b;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k;n[g>>2]=b;f[a>>2]=(f[a>>2]|0)+1;if(+n[a+12>>2]>b)h=0;else if(+n[a+28>>2]>b)h=1;else if(+n[a+44>>2]>b)h=2;else if(+n[a+60>>2]>b)h=3;else if(+n[a+76>>2]>b)h=4;else if(+n[a+92>>2]>b)h=5;else if(+n[a+108>>2]>b)h=6;else if(+n[a+124>>2]>b)h=7;else if(+n[a+140>>2]>b)h=8;else if(+n[a+156>>2]>b)h=9;else if(+n[a+172>>2]>b)h=10;else if(+n[a+188>>2]>b)h=11;else if(+n[a+204>>2]>b)h=12;else if(+n[a+220>>2]>b)h=13;else if(+n[a+236>>2]>b)h=14;else h=15;i=a+12+(h<<4)+4|0;j=a+12+(h<<4)+8|0;e=f[j>>2]|0;if(e>>>0<(f[a+12+(h<<4)+12>>2]|0)>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];n[e+4>>2]=b;f[e+8>>2]=g&-939524097;f[e+12>>2]=-1;f[j>>2]=(f[j>>2]|0)+16}else nib(i,g,c,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=k;return}if(!((h|0)!=0&(h|0)==(e|0))){u=k;return}i=f[i>>2]|0;e=f[j>>2]|0;a=e-i|0;if((a|0)<=16){u=k;return}a=((a>>>4)+-2|0)/2|0;c=e+-16|0;b=+n[e+-12>>2];if(!(+n[i+(a<<4)+4>>2]<b)){u=k;return}h=f[c>>2]|0;g=e+-8|0;d=f[g>>2]|0;g=f[g+4>>2]|0;while(1){j=c;c=i+(a<<4)|0;f[j>>2]=f[c>>2];f[j+4>>2]=f[c+4>>2];f[j+8>>2]=f[c+8>>2];f[j+12>>2]=f[c+12>>2];if(!a){a=0;break}e=(a+-1|0)/2|0;if(!(+n[i+(e<<4)+4>>2]<b))break;else a=e}f[c>>2]=h;n[i+(a<<4)+4>>2]=b;j=i+(a<<4)+8|0;f[j>>2]=d;f[j+4>>2]=g;u=k;return}function nib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function oib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a+4|0;m=f[a>>2]|0;n=(f[l>>2]|0)-m|0;o=n>>4;g=o+1|0;if(g>>>0>268435455)AMb(a);i=a+8|0;p=(f[i>>2]|0)-m|0;h=p>>3;g=p>>4>>>0<134217727?(h>>>0<g>>>0?g:h):268435455;do if(!g){j=0;k=0}else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;j=k;break}while(0);h=j+(o<<4)|0;b=f[b>>2]|0;p=f[d>>2]|0;e=f[e>>2]|0;f[h>>2]=f[c>>2];f[j+(o<<4)+4>>2]=b;f[j+(o<<4)+8>>2]=e&-939524097;f[j+(o<<4)+12>>2]=p;if((n|0)>0)bQb(k|0,m|0,n|0)|0;f[a>>2]=j;f[l>>2]=h+16;f[i>>2]=j+(g<<4);if(!m)return;sOb(m);return}function pib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|134217728;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function qib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;g=f[b>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if((g|0)==(d|0))e=(f[b+12>>2]|0)<(f[a+12>>2]|0);else e=0;d=f[c>>2]|0;if(d>>>0<g>>>0)d=1;else if((d|0)==(g|0))d=(f[c+12>>2]|0)<(f[b+12>>2]|0);else d=0;if(!e){if(!d){b=0;u=i;return b|0};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];d=f[b>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];b=2;u=i;return b|0}if(d){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=1;u=i;return b|0};f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[h>>2];f[b+4>>2]=f[h+4>>2];f[b+8>>2]=f[h+8>>2];f[b+12>>2]=f[h+12>>2];d=f[c>>2]|0;e=f[b>>2]|0;if(d>>>0>=e>>>0){if((d|0)!=(e|0)){b=1;u=i;return b|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){b=1;u=i;return b|0}};f[h>>2]=f[b>>2];f[h+4>>2]=f[b+4>>2];f[h+8>>2]=f[b+8>>2];f[h+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];b=2;u=i;return b|0}function rib(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;j=qib(a,b,c,g)|0;g=f[d>>2]|0;h=f[c>>2]|0;if(g>>>0<h>>>0)i=4;else if((g|0)==(h|0))if((f[d+12>>2]|0)<(f[c+12>>2]|0))i=4;do if((i|0)==4){f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+1|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){j=g;break}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+2|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){j=g;break}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){j=g;break}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];j=j+3|0}while(0);g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if((g|0)!=(h|0)){k=j;u=l;return k|0}if((f[e+12>>2]|0)>=(f[d+12>>2]|0)){k=j;u=l;return k|0}};f[k>>2]=f[d>>2];f[k+4>>2]=f[d+4>>2];f[k+8>>2]=f[d+8>>2];f[k+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];f[e+12>>2]=f[k+12>>2];g=j+1|0;h=f[d>>2]|0;i=f[c>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[d+12>>2]|0)>=(f[c+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k+12>>2]=f[c+12>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[c+12>>2]=f[d+12>>2];f[d>>2]=f[k>>2];f[d+4>>2]=f[k+4>>2];f[d+8>>2]=f[k+8>>2];f[d+12>>2]=f[k+12>>2];g=j+2|0;h=f[c>>2]|0;i=f[b>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[c+12>>2]|0)>=(f[b+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[k+12>>2]=f[b+12>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[c+12>>2]=f[k+12>>2];g=j+3|0;h=f[b>>2]|0;i=f[a>>2]|0;if(h>>>0>=i>>>0){if((h|0)!=(i|0)){k=g;u=l;return k|0}if((f[b+12>>2]|0)>=(f[a+12>>2]|0)){k=g;u=l;return k|0}};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[b>>2]=f[k>>2];f[b+4>>2]=f[k+4>>2];f[b+8>>2]=f[k+8>>2];f[b+12>>2]=f[k+12>>2];k=j+4|0;u=l;return k|0}function sib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;l=m;switch(b-a>>4|0){case 2:{d=b+-16|0;e=f[d>>2]|0;c=f[a>>2]|0;if(e>>>0>=c>>>0){if((e|0)!=(c|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 3:{qib(a,a+16|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 4:{h=a+16|0;g=a+32|0;e=b+-16|0;qib(a,h,g,c)|0;c=f[e>>2]|0;d=f[g>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[b+-4>>2]|0)>=(f[a+44>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[g>>2];f[l+4>>2]=f[g+4>>2];f[l+8>>2]=f[g+8>>2];f[l+12>>2]=f[g+12>>2];f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];c=f[g>>2]|0;d=f[h>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+44>>2]|0)>=(f[a+28>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[h>>2];f[l+4>>2]=f[h+4>>2];f[l+8>>2]=f[h+8>>2];f[l+12>>2]=f[h+12>>2];f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];f[g>>2]=f[l>>2];f[g+4>>2]=f[l+4>>2];f[g+8>>2]=f[l+8>>2];f[g+12>>2]=f[l+12>>2];c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0)){l=1;u=m;return l|0}if((f[a+28>>2]|0)>=(f[a+12>>2]|0)){l=1;u=m;return l|0}};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];f[a>>2]=f[h>>2];f[a+4>>2]=f[h+4>>2];f[a+8>>2]=f[h+8>>2];f[a+12>>2]=f[h+12>>2];f[h>>2]=f[l>>2];f[h+4>>2]=f[l+4>>2];f[h+8>>2]=f[l+8>>2];f[h+12>>2]=f[l+12>>2];l=1;u=m;return l|0}case 5:{rib(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;l=1;u=m;return l|0}case 1:case 0:{l=1;u=m;return l|0}default:{e=a+32|0;qib(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){j=f[c>>2]|0;g=f[e>>2]|0;if(j>>>0<g>>>0){g=f[c+12>>2]|0;k=24}else if((j|0)==(g|0)){g=f[c+12>>2]|0;if((g|0)<(f[e+12>>2]|0))k=24}if((k|0)==24){k=0;n=c+4|0;h=f[n+4>>2]|0;i=l;f[i>>2]=f[n>>2];f[i+4>>2]=h;f[c>>2]=f[e>>2];f[c+4>>2]=f[e+4>>2];f[c+8>>2]=f[e+8>>2];f[c+12>>2]=f[e+12>>2];b:do if((e|0)==(a|0))e=a;else{h=e;while(1){e=h;h=h+-16|0;i=f[h>>2]|0;if(j>>>0>=i>>>0){if((j|0)!=(i|0))break b;if((g|0)>=(f[e+-4>>2]|0))break b};f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];if((h|0)==(a|0)){e=a;break}}}while(0);f[e>>2]=j;i=l;j=f[i+4>>2]|0;n=e+4|0;f[n>>2]=f[i>>2];f[n+4>>2]=j;f[e+12>>2]=g;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{n=c;c=e;e=n}}}while(0);n=c|d;u=m;return n|0}}return 0}function tib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|536870912;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function uib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;k=a+4|0;l=f[a>>2]|0;m=(f[k>>2]|0)-l|0;n=m>>4;e=n+1|0;if(e>>>0>268435455)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>3;e=o>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;do if(!e){i=0;j=0}else if(e>>>0>268435455)vd();else{j=pOb(e<<4)|0;i=j;break}while(0);g=i+(n<<4)|0;b=f[b>>2]|0;o=f[d>>2]|0;f[g>>2]=f[c>>2];f[i+(n<<4)+4>>2]=b;f[i+(n<<4)+8>>2]=o&-939524097|268435456;f[i+(n<<4)+12>>2]=-1;if((m|0)>0)bQb(j|0,l|0,m|0)|0;f[a>>2]=i;f[k>>2]=g+16;f[h>>2]=i+(e<<4);if(!l)return;sOb(l);return}function vib(a){a=a|0;var b=0,c=0,d=0,e=0;Vhb(a+4|0);b=f[a+272>>2]|0;c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+296>>2]|0;c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);f[a+308>>2]=0;b=f[a+808>>2]|0;c=a+812|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);f[a+820>>2]=0;b=f[a+312>>2]|0;e=f[a+316>>2]|0;if((b|0)==(e|0))return;do{c=f[b+504>>2]|0;d=b+508|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-60-c|0)>>>0)/60|0)*60|0);f[b+516>>2]=0;b=b+524|0}while((b|0)!=(e|0));return}function wib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+16|0;k=e;c=c&255;f[k>>2]=f[b+(c<<2)>>2];f[k+4>>2]=f[b+12+(c<<2)>>2];d=+Qib(k,d);k=f[b>>2]|0;f[a>>2]=k;j=f[b+4>>2]|0;f[a+4>>2]=j;i=f[b+8>>2]|0;f[a+8>>2]=i;h=f[b+12>>2]|0;f[a+12>>2]=h;g=f[b+16>>2]|0;f[a+16>>2]=g;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=k;f[a+28>>2]=j;f[a+32>>2]=i;f[a+36>>2]=h;f[a+40>>2]=g;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;u=e;return}function xib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0;c=c&255;j=f[b>>2]|0;f[a>>2]=j;i=f[b+4>>2]|0;f[a+4>>2]=i;h=f[b+8>>2]|0;f[a+8>>2]=h;g=f[b+12>>2]|0;f[a+12>>2]=g;e=f[b+16>>2]|0;f[a+16>>2]=e;b=f[b+20>>2]|0;f[a+20>>2]=b;n[a+12+(c<<2)>>2]=d;f[a+24>>2]=j;f[a+28>>2]=i;f[a+32>>2]=h;f[a+36>>2]=g;f[a+40>>2]=e;f[a+44>>2]=b;n[a+24+(c<<2)>>2]=d;return}function yib(){if(b[257144]|0)return;if(!(MPb(257144)|0))return;return}function zib(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;i=f[a+4>>2]|0;if((c|0)==(i|0)){m=1;u=n;return m|0}j=b+8|0;k=b+16|0;l=b+24|0;d=b+32|0;e=b+40|0;g=m+8|0;h=m+16|0;a=c;while(1){r=+p[a>>3];q=+p[a+8>>3];o=+p[a+16>>3];s=+p[a+24>>3];c=s+(r*+p[b>>3]+(q*+p[j>>3]+o*+p[k>>3]))<0.0;if(c^s+(r*+p[l>>3]+(q*+p[d>>3]+o*+p[e>>3]))<0.0){cCa(m,a,b,l);c=(c^1)&1;s=+p[m>>3];t=b+(c*24|0)|0;p[m>>3]=+p[t>>3];p[t>>3]=s;s=+p[g>>3];t=b+(c*24|0)+8|0;p[g>>3]=+p[t>>3];p[t>>3]=s;p[b+(c*24|0)+16>>3]=+p[h>>3]}else if(c){a=0;c=7;break}a=a+32|0;if((a|0)==(i|0)){a=1;c=7;break}}if((c|0)==7){u=n;return a|0}return 0}function Aib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+368|0;k=l;g=k;p[k>>3]=+p[b>>3];p[k+8>>3]=+p[b+8>>3];p[k+16>>3]=+p[b+16>>3];p[k+24>>3]=+p[b+24>>3];p[k+32>>3]=+p[b+32>>3];p[k+40>>3]=+p[b+40>>3];p[k+48>>3]=+p[b+48>>3];p[k+56>>3]=+p[b+56>>3];p[k+64>>3]=+p[b+64>>3];b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0)){e=3;b=g}else{e=3;j=b;b=d;while(1){a=b;if(e){i=g;if((j|0)==(c|0)){h=0;do{m=i+(h*24|0)|0;p[a>>3]=+p[m>>3];p[a+8>>3]=+p[i+(h*24|0)+8>>3];p[a+16>>3]=+p[i+(h*24|0)+16>>3];n=m+24|0;p[a+24>>3]=+p[n>>3];p[a+32>>3]=+p[n+8>>3];p[a+40>>3]=+p[n+16>>3];m=m+48|0;p[a+48>>3]=+p[m>>3];p[a+56>>3]=+p[m+8>>3];p[a+64>>3]=+p[m+16>>3];a=a+72|0;h=h+3|0}while(h>>>0<e>>>0)}else{h=0;do{a=a+((Bib(j,i+(h*24|0)|0,a)|0)*24|0)|0;h=h+3|0}while(h>>>0<e>>>0)}}e=(a-b|0)/24|0;j=j+32|0;if((j|0)==(k|0))break;else{n=g;g=b;b=n}}}if((d|0)!=(b|0)&(e|0)!=0)a=0;else{u=l;return e|0}do{p[d+(a*24|0)>>3]=+p[b+(a*24|0)>>3];p[d+(a*24|0)+8>>3]=+p[b+(a*24|0)+8>>3];p[d+(a*24|0)+16>>3]=+p[b+(a*24|0)+16>>3];a=a+1|0}while((a|0)!=(e|0));u=l;return e|0}function Bib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))<0.0;s=L+(K*j+(y*k+z*l))<0.0;t=L+(K*m+(y*n+z*+p[F>>3]))<0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function Cib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0,k=0.0;if(!b){b=0;return b|0}j=b+-1|0;i=+p[c+8>>3];h=+p[c>>3];f=0;c=0;d=j;g=+p[a+(j<<4)+8>>3];while(1){e=g;g=+p[a+(f<<4)+8>>3];if(g>i^e>i){k=+p[a+(f<<4)>>3];if(h<k+(i-g)*(+p[a+(d<<4)>>3]-k)/(e-g))c=c^1}d=f+1|0;if((d|0)==(b|0))break;else{j=f;f=d;d=j}}return c|0}function Dib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;o=+n[a+24>>2];p=+n[a>>2];w=o-p;q=+n[a+28>>2];r=+n[a+4>>2];c=q-r;j=+n[a+32>>2];k=+n[a+8>>2];f=j-k;l=+n[a+12>>2];v=l-p;m=+n[a+16>>2];t=m-r;i=+n[a+20>>2];h=i-k;u=+n[b>>2]-p;s=+n[b+4>>2]-r;g=+n[b+8>>2]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=o)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&p==l)){b=0;return b|0}if(p==o&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=o);return b|0}function Eib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;n=+p[a+48>>3];o=+p[a>>3];w=n-o;q=+p[a+56>>3];r=+p[a+8>>3];c=q-r;j=+p[a+64>>3];k=+p[a+16>>3];f=j-k;l=+p[a+24>>3];v=l-o;m=+p[a+32>>3];t=m-r;i=+p[a+40>>3];h=i-k;u=+p[b>>3]-o;s=+p[b+8>>3]-r;g=+p[b+16>>3]-k;d=w*w+(c*c+f*f);e=w*v+(c*t+f*h);f=w*u+(c*s+f*g);c=v*v+(t*t+h*h);g=v*u+(t*s+h*g);h=d*c-e*e;if(h<0.0){c=c*f-e*g;if(!(c<=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w<=0.0)|!(c+w>=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}else return i!=j|(m!=q|l!=n)|0}if(h==0.0){b=0;return b|0}c=c*f-e*g;if(!(c>=0.0)){b=0;return b|0}w=d*g-e*f;if(!(w>=0.0)|!(c+w<=h)){b=0;return b|0}if(k==i&(r==m&o==l)){b=0;return b|0}if(o==n&r==q&k==j){b=0;return b|0}b=i!=j|(m!=q|l!=n);return b|0}function Fib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;e=+p[a>>3];g=+p[b>>3];l=e-g;h=+p[a+8>>3];i=+p[b+8>>3];k=h-i;c=+p[a+16>>3];d=+p[b+16>>3];j=c-d;f=+p[b+24>>3];if(l*l+(k*k+j*j)<=f){l=0.0;return +l}k=g-e;l=i-h;c=d-c;d=k*+p[a+24>>3]+(l*+p[a+32>>3]+c*+p[a+40>>3]);c=f-(k*k+(l*l+c*c)-d*d);if(c<0.0){l=-1.0;return +l}k=+L(+c);l=d-k;l=!(l>=0.0)?d+k:l;return +l}function Gib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0.0,F=0.0;D=u;u=u+192|0;C=D;d=+p[a>>3];i=+p[b>>3];if(!(d>=i)){e=a+8|0;h=+p[b+8>>3]}else{e=a+8|0;g=+p[e>>3];h=+p[b+8>>3];if(g>=h){c=+p[a+16>>3];if(c>=+p[b+16>>3])if(d<=+p[b+24>>3])if(g<=+p[b+32>>3])if(c<=+p[b+40>>3]){B=0.0;u=D;return +B}}}s=+p[b+24>>3];c=(s-i)*.5;o=+p[b+32>>3];g=(o-h)*.5;n=+p[b+40>>3];t=+p[b+16>>3];v=(n-t)*.5;z=i+c;A=h+g;B=t+v;c=c*1.00001;g=g*1.00001;v=v*1.00001;w=z-c;x=A-g;y=B-v;z=c+z;A=g+A;B=v+B;v=h*0.0;g=t*0.0;c=v+g-i;p[C>>3]=-1.0;b=C+8|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+24>>3]=-c;i=i*0.0;g=i+(g-h);p[C+32>>3]=0.0;p[C+40>>3]=-1.0;p[C+48>>3]=0.0;p[C+56>>3]=-g;i=i+(v-t);b=C+64|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+80>>3]=-1.0;p[C+88>>3]=-i;t=o*0.0;v=n*0.0;k=s+(t+v);p[C+96>>3]=1.0;b=C+104|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+120>>3]=-k;s=s*0.0;p[C+128>>3]=0.0;p[C+136>>3]=1.0;p[C+144>>3]=0.0;p[C+152>>3]=-(s+(o+v));n=s+(t+n);b=C+160|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;p[C+176>>3]=1.0;p[C+184>>3]=-n;t=+p[a>>3];s=+p[e>>3];v=+p[a+16>>3];o=+p[a+24>>3];q=+p[a+32>>3];r=+p[a+40>>3];h=s*0.0;d=v*0.0;j=h+d;c=j-t-c;if(c>0.0){c=-c/(q*0.0+r*0.0-o);if(!(c>=0.0))l=11;else{F=t+o*c;E=s+q*c;m=v+r*c;if(!(F<=z)|(!(m>=y)|(!(F>=w)|!(E>=x)))|!(E<=A)|!(m<=B))l=11}}else l=11;do if((l|0)==11){m=t*0.0;c=m+(d-s)-g;if(c>0.0){c=-c/(o*0.0+(r*0.0-q));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=m+(h-v)-i;if(c>0.0){c=-c/(o*0.0+(q*0.0-r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}c=t+j-k;if(c>0.0){c=-c/(o+(q*0.0+r*0.0));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}d=+p[C+136>>3];g=+p[C+144>>3];c=+p[C+152>>3]+(m+(d*s+g*v));if(c>0.0){c=-c/(o*0.0+(d*q+g*r));if(c>=0.0){F=t+o*c;d=s+q*c;g=v+r*c;if(!(!(F<=z)|(!(g>=y)|(!(F>=w)|!(d>=x)))))if(!(!(d<=A)|!(g<=B)))break}}g=+p[C+160>>3];h=+p[C+168>>3];d=+p[C+176>>3];c=g*t+(h*s+d*v)-n;if(c>0.0){c=-c/(g*o+(h*q+d*r));if(c>=0.0){F=t+o*c;g=s+q*c;d=v+r*c;if(!(!(F<=z)|(!(d>=y)|(!(F>=w)|!(g>=x)))))if(!(!(g<=A)|!(d<=B)))break}}c=-1.0}while(0);F=c;u=D;return +F}function Hib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3];d=+p[b+8>>3];c=+p[b+16>>3];return +(-(+p[b+24>>3]+(e*+p[a>>3]+(d*+p[a+8>>3]+c*+p[a+16>>3])))/(e*+p[a+24>>3]+(d*+p[a+32>>3]+c*+p[a+40>>3])))}function Iib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+240|0;t=y+168|0;x=y+96|0;v=y+24|0;w=y;r=+p[a>>3];s=+p[a+8>>3];h=+p[a+16>>3];i=+p[a+24>>3];e=+p[b>>3];f=+p[b+8>>3];g=+p[b+16>>3];d=i+(r*e+(s*f+h*g));if(d>0.0){k=1;l=0;m=0;j=t}else{j=d<0.0;k=0;l=j&1;m=(j^1)&1;j=j?v:x}p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;e=+p[b+24>>3];f=+p[b+32>>3];g=+p[b+40>>3];d=i+(r*e+(s*f+h*g));do if(d>0.0){n=k+1|0;o=l;q=m;j=t+(k*24|0)|0}else if(d<0.0){n=k;o=l+1|0;q=m;j=v+(l*24|0)|0;break}else{n=k;o=l;q=m+1|0;j=x+(m*24|0)|0;break}while(0);p[j>>3]=e;p[j+8>>3]=f;p[j+16>>3]=g;f=+p[b+48>>3];g=+p[b+56>>3];e=+p[b+64>>3];d=i+(r*f+(s*g+h*e));do if(d>0.0){k=n+1|0;l=o;m=q;j=t+(n*24|0)|0}else if(d<0.0){k=n;l=o+1|0;m=q;j=v+(o*24|0)|0;break}else{k=n;l=o;m=q+1|0;j=x+(q*24|0)|0;break}while(0);p[j>>3]=f;p[j+8>>3]=g;p[j+16>>3]=e;if((l|0)==3|(k|0)==3){x=0;u=y;return x|0}if((l|0)==1&(k|0)==1){cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;t=w+8|0;s=+p[t>>3];v=c+8|0;p[t>>3]=+p[v>>3];p[v>>3]=s;p[c+16>>3]=+p[w+16>>3];p[c+24>>3]=+p[x>>3];p[c+32>>3]=+p[x+8>>3];p[c+40>>3]=+p[x+16>>3];x=1;u=y;return x|0}switch(m|0){case 0:{if(k>>>0<l>>>0){x=t+8|0;q=t+16|0;i=+p[t>>3];r=+p[x>>3];s=+p[q>>3];p[t>>3]=+p[v>>3];b=v+8|0;p[x>>3]=+p[b>>3];x=v+16|0;p[q>>3]=+p[x>>3];p[v>>3]=i;p[b>>3]=r;p[x>>3]=s;x=t+24|0;b=t+32|0;q=t+40|0;s=+p[x>>3];r=+p[b>>3];i=+p[q>>3];o=v+24|0;p[x>>3]=+p[o>>3];x=v+32|0;p[b>>3]=+p[x>>3];b=v+40|0;p[q>>3]=+p[b>>3];p[o>>3]=s;p[x>>3]=r;p[b>>3]=i;b=t+48|0;x=t+56|0;o=t+64|0;i=+p[b>>3];r=+p[x>>3];s=+p[o>>3];q=v+48|0;p[b>>3]=+p[q>>3];b=v+56|0;p[x>>3]=+p[b>>3];x=v+64|0;p[o>>3]=+p[x>>3];p[q>>3]=i;p[b>>3]=r;p[x>>3]=s}cCa(w,a,t,v);s=+p[w>>3];p[w>>3]=+p[c>>3];p[c>>3]=s;b=w+8|0;s=+p[b>>3];x=c+8|0;p[b>>3]=+p[x>>3];p[x>>3]=s;p[c+16>>3]=+p[w+16>>3];cCa(w,a,t+24|0,v);s=+p[w>>3];v=c+24|0;p[w>>3]=+p[v>>3];p[v>>3]=s;v=w+8|0;s=+p[v>>3];x=c+32|0;p[v>>3]=+p[x>>3];p[x>>3]=s;p[c+40>>3]=+p[w+16>>3];x=1;u=y;return x|0}case 1:{x=0;u=y;return x|0}default:{d=+p[x>>3];p[c>>3]=d;e=+p[x+8>>3];p[c+8>>3]=e;f=+p[x+16>>3];p[c+16>>3]=f;g=+p[x+24>>3];p[c+24>>3]=g;h=+p[x+32>>3];p[c+32>>3]=h;i=+p[x+40>>3];p[c+40>>3]=i;if((m|0)==2){x=1;u=y;return x|0}p[c+48>>3]=g;p[c+56>>3]=h;p[c+64>>3]=i;i=+p[x+48>>3];p[c+72>>3]=i;r=+p[x+56>>3];p[c+80>>3]=r;s=+p[x+64>>3];p[c+88>>3]=s;p[c+96>>3]=i;p[c+104>>3]=r;p[c+112>>3]=s;p[c+120>>3]=d;p[c+128>>3]=e;p[c+136>>3]=f;x=3;u=y;return x|0}}return 0}function Jib(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;x=+p[a>>3];y=+p[b>>3]-x;v=a+8|0;m=+p[v>>3];w=+p[b+8>>3]-m;u=a+16|0;l=+p[u>>3];o=+p[b+16>>3]-l;g=+p[c>>3];q=+p[d>>3]-g;r=c+8|0;h=+p[r>>3];s=+p[d+8>>3]-h;t=c+16|0;i=+p[t>>3];n=+p[d+16>>3]-i;g=x-g;h=m-h;i=l-i;l=y*y+(w*w+o*o);m=q*q+(s*s+n*n);k=g*q+(h*s+i*n);a=l<=1.0e-08;b=!(m<=1.0e-08);if(!(b|a^1)){p[e>>3]=x;d=e+8|0;p[d>>3]=+p[v>>3];v=e+16|0;p[v>>3]=+p[u>>3];x=+p[c>>3];p[f>>3]=x;y=+p[r>>3];p[f+8>>3]=y;w=+p[t>>3];p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}do if(a){g=k/m;h=0.0;g=g<0.0?0.0:g>1.0?1.0:g}else{j=g*y+(h*w+i*o);if(!b){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}i=y*q+(w*s+o*n);g=l*m-i*i;if(g!=0.0){h=(i*k-j*m)/g;h=h<0.0?0.0:h>1.0?1.0:h}else h=0.0;g=k+i*h;if(g<0.0){h=-j/l;h=h<0.0?0.0:h>1.0?1.0:h;g=0.0;break}if(g>m){h=(i-j)/l;h=h<0.0?0.0:h>1.0?1.0:h;g=1.0;break}else{g=g/m;break}}while(0);p[e>>3]=x+h*y;d=e+8|0;p[d>>3]=+p[v>>3]+h*w;v=e+16|0;p[v>>3]=+p[u>>3]+h*o;x=+p[c>>3]+g*q;p[f>>3]=x;y=+p[r>>3]+g*s;p[f+8>>3]=y;w=+p[t>>3]+g*n;p[f+16>>3]=w;x=+p[e>>3]-x;y=+p[d>>3]-y;w=+p[v>>3]-w;x=x*x;y=y*y;w=w*w;y=w+y;y=x+y;return +y}function Kib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;B=+p[d>>3];C=+p[c>>3];D=B-C;y=+p[d+8>>3];z=+p[c+8>>3];A=y-z;x=+p[d+16>>3];r=+p[c+16>>3];s=x-r;t=+p[e>>3];u=t-C;v=+p[e+8>>3];w=v-z;o=+p[e+16>>3];q=o-r;g=+p[b>>3];m=g-C;h=+p[b+8>>3];n=h-z;f=+p[b+16>>3];k=f-r;i=m*D+(n*A+k*s);k=m*u+(n*w+k*q);if(i<=0.0&k<=0.0){p[a>>3]=C;p[a+8>>3]=z;D=r;a=a+16|0;p[a>>3]=D;return}j=g-B;n=h-y;m=f-x;l=D*j+(A*n+s*m);m=u*j+(w*n+q*m);if(!(!(l>=0.0)|!(m<=l))){p[a>>3]=B;p[a+8>>3]=y;D=x;a=a+16|0;p[a>>3]=D;return}n=i*m-k*l;if(l<=0.0&(i>=0.0&n<=0.0)){B=i/(i-l);p[a>>3]=C+B*D;p[a+8>>3]=z+B*A;D=r+B*s;a=a+16|0;p[a>>3]=D;return}g=g-t;h=h-v;j=f-o;f=D*g+(A*h+s*j);j=u*g+(w*h+q*j);if(!(!(j>=0.0)|!(f<=j))){p[a>>3]=t;p[a+8>>3]=v;D=o;a=a+16|0;p[a>>3]=D;return}i=k*f-i*j;if(j<=0.0&(k>=0.0&i<=0.0)){D=k/(k-j);p[a>>3]=C+D*u;p[a+8>>3]=z+D*w;D=r+D*q;a=a+16|0;p[a>>3]=D;return}h=l*j-m*f;if(h<=0.0){g=m-l;if(g>=0.0){f=f-j;if(f>=0.0){D=g/(g+f);p[a>>3]=B+D*(t-B);p[a+8>>3]=y+D*(v-y);D=x+D*(o-x);a=a+16|0;p[a>>3]=D;return}}}B=1.0/(n+(h+i));y=i*B;B=n*B;p[a>>3]=C+y*D+B*u;p[a+8>>3]=z+y*A+B*w;D=r+y*s+B*q;a=a+16|0;p[a>>3]=D;return}function Lib(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;q=+p[e>>3];j=+p[e+8>>3];h=+p[e+16>>3];o=+p[d>>3]-+p[a>>3];l=+p[d+8>>3]-+p[a+8>>3];i=+p[d+16>>3]-+p[a+16>>3];s=+p[a+24>>3];r=+p[a+32>>3];n=+p[a+40>>3];m=q*s+(j*r+h*n);k=q*q+(j*j+h*h);n=o*s+(l*r+i*n);i=q*o+(j*l+h*i);h=k-m*m;if(h<1.0e-08){l=i;i=0.0;h=1.0}else{j=i*m-k*n;if(j>-0.0){l=-i;i=0.0}else{l=-(i-m*n);i=-j;k=h}}if(l<0.0){e=n<0.0;l=0.0;i=e?0.0:n;h=e?h:1.0}else{j=n+m;a=j<0.0;if(l>k){l=k;i=a?0.0:j;h=a?h:1.0}}do if(+K(+i)<1.0e-08){p[b>>3]=0.0;h=1.0}else if(h<0.0){p[b>>3]=-i;h=-h;break}else{p[b>>3]=i;break}while(0);p[c>>3]=h;c=+K(+l)<1.0e-08;p[f>>3]=c?0.0:l;p[g>>3]=c?1.0:k;return}function Mib(a,b){a=a|0;b=b|0;var c=0.0;c=+p[a+24>>3]*(+p[b>>3]-+p[a>>3])+(+p[a+32>>3]*(+p[b+8>>3]-+p[a+8>>3])+ +p[a+40>>3]*(+p[b+16>>3]-+p[a+16>>3]));return +(c<0.0?0.0:c)}function Nib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+n[b+4>>2];g=+n[b+16>>2]-j;d=+n[b+8>>2];l=+n[b+32>>2]-d;e=+n[b+20>>2]-d;i=+n[b+28>>2]-j;m=g*l-e*i;k=+n[b>>2];f=+n[b+24>>2]-k;h=+n[b+12>>2]-k;l=e*f-l*h;f=i*h-g*f;g=+n[a>>2];h=+n[a+4>>2];i=+n[a+8>>2];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+n[a+12>>2];k=+n[a+16>>2];e=+n[a+20>>2];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);n[c>>2]=g+m*j;n[c+4>>2]=h+m*k;n[c+8>>2]=i+m*e;if(Dib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Oib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0,L=0,M=0.0;I=u;u=u+208|0;o=I+56|0;q=I+48|0;t=I+40|0;v=I+32|0;w=I+24|0;B=I;if(Pib(a,b,d)|0){p[c>>3]=+p[d>>3];p[c+8>>3]=+p[d+8>>3];p[c+16>>3]=+p[d+16>>3];l=0.0;u=I;return +l}i=+p[b>>3];p[o>>3]=i;f=+p[b+8>>3];L=o+8|0;p[L>>3]=f;h=+p[b+16>>3];K=o+16|0;p[K>>3]=h;j=+p[b+24>>3];p[o+24>>3]=j;g=+p[b+32>>3];p[o+32>>3]=g;k=+p[b+40>>3];p[o+40>>3]=k;p[o+48>>3]=j;m=o+56|0;p[m>>3]=g;n=o+64|0;p[n>>3]=k;e=+p[b+48>>3];p[o+72>>3]=e;l=+p[b+56>>3];p[o+80>>3]=l;J=+p[b+64>>3];p[o+88>>3]=J;p[o+96>>3]=e;z=o+104|0;p[z>>3]=l;C=o+112|0;p[C>>3]=J;p[o+120>>3]=i;p[o+128>>3]=f;p[o+136>>3]=h;A=B+8|0;D=B+16|0;b=a+24|0;r=a+8|0;s=a+32|0;x=a+16|0;y=a+40|0;E=c+8|0;F=c+16|0;G=d+8|0;H=d+16|0;p[B>>3]=j-i;p[A>>3]=g-f;p[D>>3]=k-h;Lib(a,q,t,o,B,v,w);h=+p[q>>3]/+p[t>>3];k=+p[v>>3]/+p[w>>3];f=+p[a>>3]+h*+p[b>>3];g=+p[r>>3]+h*+p[s>>3];h=+p[x>>3]+h*+p[y>>3];i=+p[o>>3]+k*+p[B>>3];j=+p[L>>3]+k*+p[A>>3];k=+p[K>>3]+k*+p[D>>3];J=f-i;l=g-j;e=h-k;e=J*J+(l*l+e*e);if(e<1797693134862315708145274.0e284){p[c>>3]=f;p[E>>3]=g;p[F>>3]=h;p[d>>3]=i;p[G>>3]=j;p[H>>3]=k}else e=1797693134862315708145274.0e284;L=o+48|0;p[B>>3]=+p[o+72>>3]-+p[L>>3];p[A>>3]=+p[o+80>>3]-+p[m>>3];p[D>>3]=+p[o+88>>3]-+p[n>>3];Lib(a,q,t,L,B,v,w);k=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];i=+p[a>>3]+k*+p[b>>3];j=+p[r>>3]+k*+p[s>>3];k=+p[x>>3]+k*+p[y>>3];l=+p[L>>3]+f*+p[B>>3];h=+p[m>>3]+f*+p[A>>3];f=+p[n>>3]+f*+p[D>>3];M=i-l;J=j-h;g=k-f;g=M*M+(J*J+g*g);if(g<e){p[c>>3]=i;p[E>>3]=j;p[F>>3]=k;p[d>>3]=l;p[G>>3]=h;p[H>>3]=f;e=g}L=o+96|0;p[B>>3]=+p[o+120>>3]-+p[L>>3];p[A>>3]=+p[o+128>>3]-+p[z>>3];p[D>>3]=+p[o+136>>3]-+p[C>>3];Lib(a,q,t,L,B,v,w);j=+p[q>>3]/+p[t>>3];f=+p[v>>3]/+p[w>>3];l=+p[a>>3]+j*+p[b>>3];k=+p[r>>3]+j*+p[s>>3];j=+p[x>>3]+j*+p[y>>3];i=+p[L>>3]+f*+p[B>>3];h=+p[z>>3]+f*+p[A>>3];f=+p[C>>3]+f*+p[D>>3];J=l-i;M=k-h;g=j-f;g=J*J+(M*M+g*g);if(g<e){p[c>>3]=l;p[E>>3]=k;p[F>>3]=j;p[d>>3]=i;p[G>>3]=h;p[H>>3]=f;e=g}M=e;u=I;return +M}function Pib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[b+8>>3];g=+p[b+32>>3]-j;d=+p[b+16>>3];l=+p[b+64>>3]-d;e=+p[b+40>>3]-d;i=+p[b+56>>3]-j;m=g*l-e*i;k=+p[b>>3];f=+p[b+48>>3]-k;h=+p[b+24>>3]-k;l=e*f-l*h;f=i*h-g*f;g=+p[a>>3];h=+p[a+8>>3];i=+p[a+16>>3];d=k*m+(j*l+d*f)-(m*g+(h*l+f*i));j=+p[a+24>>3];k=+p[a+32>>3];e=+p[a+40>>3];f=m*j+(l*k+f*e);a=f<0.0;d=a?-d:d;if(d>=0.0){m=d/(a?-f:f);p[c>>3]=g+m*j;p[c+8>>3]=h+m*k;p[c+16>>3]=i+m*e;if(Eib(b,c)|0){c=1;return c|0}}c=0;return c|0}function Qib(a,b){a=a|0;b=+b;var c=0.0;c=+n[a>>2];return +(c+(+n[a+4>>2]-c)*b)}function Rib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;h=j+16|0;i=j;k=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(k^1))if((c|0)==0|(g&33554456|0)==0){JJa(d,h,i);l=f[h+4>>2]|0;g=f[h+8>>2]|0;b=f[i>>2]|0;c=f[i+4>>2]|0;k=f[i+8>>2]|0;f[a>>2]=f[h>>2];f[a+4>>2]=l;f[a+8>>2]=g;f[a+12>>2]=b;f[a+16>>2]=c;f[a+20>>2]=k;if(e|0){l=f[d+96>>2]|0;f[e>>2]=f[l>>2];f[e+4>>2]=f[l+4>>2];f[e+8>>2]=f[l+8>>2];f[e+12>>2]=f[l+12>>2];f[e+16>>2]=f[l+16>>2];f[e+20>>2]=f[l+20>>2];f[e+24>>2]=f[l+24>>2];f[e+28>>2]=f[l+28>>2];f[e+32>>2]=f[l+32>>2];f[e+36>>2]=f[l+36>>2];f[e+40>>2]=f[l+40>>2];f[e+44>>2]=f[l+44>>2];f[e+48>>2]=f[l+48>>2];f[e+52>>2]=f[l+52>>2];f[e+56>>2]=f[l+56>>2];f[e+60>>2]=f[l+60>>2]}u=j;return}Sib(h,b,c,d,e);i=f[h>>2]|0;f[h>>2]=f[a>>2];f[a>>2]=i;i=h+4|0;l=f[i>>2]|0;k=a+4|0;f[i>>2]=f[k>>2];f[k>>2]=l;k=h+8|0;l=f[k>>2]|0;i=a+8|0;f[k>>2]=f[i>>2];f[i>>2]=l;i=a+12|0;l=h+12|0;k=f[l>>2]|0;f[l>>2]=f[i>>2];f[i>>2]=k;i=h+16|0;k=f[i>>2]|0;l=a+16|0;f[i>>2]=f[l>>2];f[l>>2]=k;f[a+20>>2]=f[h+20>>2];u=j;return}function Sib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0;D=u;u=u+160|0;o=D+88|0;B=D+24|0;C=D;K=f[d+4>>2]|0;L=f[d+96>>2]|0;f[o>>2]=f[L>>2];p=o+4|0;f[p>>2]=f[L+4>>2];q=o+8|0;f[q>>2]=f[L+8>>2];r=o+12|0;f[r>>2]=f[L+12>>2];s=o+16|0;f[s>>2]=f[L+16>>2];t=o+20|0;f[t>>2]=f[L+20>>2];v=o+24|0;f[v>>2]=f[L+24>>2];w=o+28|0;f[w>>2]=f[L+28>>2];x=o+32|0;f[x>>2]=f[L+32>>2];y=o+36|0;f[y>>2]=f[L+36>>2];z=o+40|0;f[z>>2]=f[L+40>>2];A=o+44|0;f[A>>2]=f[L+44>>2];G=o+48|0;f[G>>2]=f[L+48>>2];F=o+52|0;f[F>>2]=f[L+52>>2];E=o+56|0;f[E>>2]=f[L+56>>2];g=o+60|0;f[g>>2]=f[L+60>>2];QDa(b,c,d,o);b=f[K+44>>2]|0;J=+n[b+124>>2];k=+n[b+136>>2];h=J-k;I=+n[b+128>>2];l=+n[b+140>>2];i=I-l;H=+n[b+132>>2];m=+n[b+144>>2];j=H-m;k=J+k;l=I+l;m=H+m;o=f[o>>2]|0;f[B>>2]=o;p=f[p>>2]|0;f[B+4>>2]=p;q=f[q>>2]|0;f[B+8>>2]=q;r=f[r>>2]|0;f[B+12>>2]=r;s=f[s>>2]|0;f[B+16>>2]=s;t=f[t>>2]|0;f[B+20>>2]=t;v=f[v>>2]|0;f[B+24>>2]=v;w=f[w>>2]|0;f[B+28>>2]=w;x=f[x>>2]|0;f[B+32>>2]=x;y=f[y>>2]|0;f[B+36>>2]=y;z=f[z>>2]|0;f[B+40>>2]=z;A=f[A>>2]|0;f[B+44>>2]=A;b=f[G>>2]|0;f[B+48>>2]=b;c=f[F>>2]|0;f[B+52>>2]=c;d=f[E>>2]|0;f[B+56>>2]=d;g=f[g>>2]|0;f[B+60>>2]=g;if(!e){n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}f[e>>2]=o;f[e+4>>2]=p;f[e+8>>2]=q;f[e+12>>2]=r;f[e+16>>2]=s;f[e+20>>2]=t;f[e+24>>2]=v;f[e+28>>2]=w;f[e+32>>2]=x;f[e+36>>2]=y;f[e+40>>2]=z;f[e+44>>2]=A;f[e+48>>2]=b;f[e+52>>2]=c;f[e+56>>2]=d;f[e+60>>2]=g;n[C>>2]=h;L=C+4|0;n[L>>2]=i;L=C+8|0;n[L>>2]=j;L=C+12|0;n[L>>2]=k;L=C+16|0;n[L>>2]=l;L=C+20|0;n[L>>2]=m;Tib(a,C,B);u=D;return}function Tib(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0;J=u;u=u+128|0;g=J+24|0;E=J;H=f[b>>2]|0;k=f[b+4>>2]|0;h=f[b+8>>2]|0;f[g>>2]=H;F=g+4|0;f[F>>2]=k;G=g+8|0;f[G>>2]=h;j=f[b+12>>2]|0;f[g+12>>2]=j;f[g+16>>2]=k;f[g+20>>2]=h;i=f[b+16>>2]|0;f[g+24>>2]=H;f[g+28>>2]=i;f[g+32>>2]=h;f[g+36>>2]=j;f[g+40>>2]=i;f[g+44>>2]=h;h=f[b+20>>2]|0;f[g+48>>2]=H;f[g+52>>2]=k;f[g+56>>2]=h;f[g+60>>2]=j;f[g+64>>2]=k;f[g+68>>2]=h;f[g+72>>2]=H;f[g+76>>2]=i;f[g+80>>2]=h;H=g+84|0;f[H>>2]=j;f[g+88>>2]=i;f[g+92>>2]=h;h=g+96|0;i=c+16|0;j=c+32|0;k=c+4|0;l=c+20|0;m=c+36|0;o=c+8|0;p=c+24|0;q=c+40|0;r=c+12|0;t=c+28|0;v=c+44|0;w=E+4|0;x=E+8|0;y=E+12|0;z=c+48|0;A=c+52|0;B=c+56|0;C=c+60|0;D=E+16|0;b=g;do{P=+n[b>>2];L=b+4|0;O=+n[L>>2];K=b+8|0;d=+n[K>>2];e=P*+n[k>>2]+O*+n[l>>2]+d*+n[m>>2];N=P*+n[o>>2]+O*+n[p>>2]+d*+n[q>>2];M=P*+n[r>>2]+O*+n[t>>2]+d*+n[v>>2];d=+n[c>>2]*P+ +n[i>>2]*O+ +n[j>>2]*d+ +n[z>>2];n[E>>2]=d;e=e+ +n[A>>2];n[w>>2]=e;n[x>>2]=N+ +n[B>>2];n[y>>2]=M+ +n[C>>2];f[D>>2]=0;n[b>>2]=d;n[L>>2]=e;f[K>>2]=f[x>>2];b=b+12|0}while((b|0)!=(h|0));m=a+12|0;L=f[g>>2]|0;f[m>>2]=L;k=f[F>>2]|0;l=a+16|0;f[l>>2]=k;K=f[G>>2]|0;i=a+20|0;f[i>>2]=K;f[a>>2]=L;j=a+4|0;f[j>>2]=k;k=a+8|0;f[k>>2]=K;d=(f[s>>2]=L,+n[s>>2]);while(1){h=g+12|0;e=+n[h>>2];if(e<d){b=a;I=5}else if(e>+n[m>>2]){b=m;I=5}if((I|0)==5){I=0;n[b>>2]=e}d=+n[g+16>>2];if(d<+n[j>>2]){b=a;I=8}else if(d>+n[l>>2]){b=m;I=8}if((I|0)==8){I=0;n[b+4>>2]=d}d=+n[g+20>>2];if(d<+n[k>>2]){b=a;I=13}else if(d>+n[i>>2]){b=m;I=13}if((I|0)==13){I=0;n[b+8>>2]=d}if((h|0)==(H|0))break;g=h;d=+n[a>>2]}u=J;return}function Uib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0;H=u;u=u+240|0;X=H+176|0;F=H+48|0;G=H;Y=f[d+4>>2]|0;Z=f[d+96>>2]|0;f[X>>2]=f[Z>>2];W=X+4|0;f[W>>2]=f[Z+4>>2];V=X+8|0;f[V>>2]=f[Z+8>>2];U=X+12|0;f[U>>2]=f[Z+12>>2];T=X+16|0;f[T>>2]=f[Z+16>>2];S=X+20|0;f[S>>2]=f[Z+20>>2];R=X+24|0;f[R>>2]=f[Z+24>>2];Q=X+28|0;f[Q>>2]=f[Z+28>>2];P=X+32|0;f[P>>2]=f[Z+32>>2];O=X+36|0;f[O>>2]=f[Z+36>>2];N=X+40|0;f[N>>2]=f[Z+40>>2];M=X+44|0;f[M>>2]=f[Z+44>>2];L=X+48|0;f[L>>2]=f[Z+48>>2];K=X+52|0;f[K>>2]=f[Z+52>>2];J=X+56|0;f[J>>2]=f[Z+56>>2];I=X+60|0;f[I>>2]=f[Z+60>>2];QDa(b,c,d,X);d=f[Y+44>>2]|0;z=+n[d+124>>2];t=+n[d+136>>2];q=z-t;y=+n[d+128>>2];v=+n[d+140>>2];r=y-v;x=+n[d+132>>2];w=+n[d+144>>2];s=x-w;t=z+t;v=y+v;w=x+w;x=+n[X>>2];p[F>>3]=x;y=+n[W>>2];p[F+8>>3]=y;z=+n[V>>2];p[F+16>>3]=z;A=+n[U>>2];p[F+24>>3]=A;B=+n[T>>2];p[F+32>>3]=B;C=+n[S>>2];p[F+40>>3]=C;D=+n[R>>2];p[F+48>>3]=D;E=+n[Q>>2];p[F+56>>3]=E;g=+n[P>>2];p[F+64>>3]=g;h=+n[O>>2];p[F+72>>3]=h;i=+n[N>>2];p[F+80>>3]=i;j=+n[M>>2];p[F+88>>3]=j;k=+n[L>>2];p[F+96>>3]=k;l=+n[K>>2];p[F+104>>3]=l;m=+n[J>>2];p[F+112>>3]=m;o=+n[I>>2];p[F+120>>3]=o;if(!e){z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}p[e>>3]=x;p[e+8>>3]=y;p[e+16>>3]=z;p[e+24>>3]=A;p[e+32>>3]=B;p[e+40>>3]=C;p[e+48>>3]=D;p[e+56>>3]=E;p[e+64>>3]=g;p[e+72>>3]=h;p[e+80>>3]=i;p[e+88>>3]=j;p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=m;p[e+120>>3]=o;z=q;A=r;B=s;C=t;D=v;E=w;p[G>>3]=z;Z=G+8|0;p[Z>>3]=A;Z=G+16|0;p[Z>>3]=B;Z=G+24|0;p[Z>>3]=C;Z=G+32|0;p[Z>>3]=D;Z=G+40|0;p[Z>>3]=E;UBa(a,G,F);u=H;return}function Vib(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,q=0.0,r=0.0;l=u;u=u+48|0;h=l;m=tSa(b)|0;g=f[d+196>>2]|0;if((g&32|0)!=0|(g&2048|0)==0&(m^1))if((c|0)==0|(g&33554456|0)==0){b=d+200|0;g=f[b>>2]|0;if(!((g&33554432|0)==0&0==0)){LJa(d);g=f[b>>2]|0}i=+n[d+168>>2];j=+n[d+172>>2];k=+n[d+176>>2];if(!((g&16777216|0)==0&0==0))MJa(d);o=+n[d+152>>2];p[a>>3]=i;p[a+8>>3]=j;p[a+16>>3]=k;p[a+24>>3]=o;p[a+32>>3]=-1.0;if(!e){u=l;return}m=f[d+96>>2]|0;p[e>>3]=+n[m>>2];p[e+8>>3]=+n[m+4>>2];p[e+16>>3]=+n[m+8>>2];p[e+24>>3]=+n[m+12>>2];p[e+32>>3]=+n[m+16>>2];p[e+40>>3]=+n[m+20>>2];p[e+48>>3]=+n[m+24>>2];p[e+56>>3]=+n[m+28>>2];p[e+64>>3]=+n[m+32>>2];p[e+72>>3]=+n[m+36>>2];p[e+80>>3]=+n[m+40>>2];p[e+88>>3]=+n[m+44>>2];p[e+96>>3]=+n[m+48>>2];p[e+104>>3]=+n[m+52>>2];p[e+112>>3]=+n[m+56>>2];p[e+120>>3]=+n[m+60>>2];u=l;return}Uib(h,b,c,d,e);r=+p[h>>3];j=(+p[h+24>>3]-r)*.5;q=+p[h+8>>3];k=(+p[h+32>>3]-q)*.5;i=+p[h+16>>3];o=(+p[h+40>>3]-i)*.5;p[a>>3]=j+r;p[a+8>>3]=k+q;p[a+16>>3]=o+i;p[a+24>>3]=j*j+(k*k+o*o);p[a+32>>3]=-1.0;u=l;return}function Wib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[b+44>>2];g=+n[b+56>>2];f=+n[b+48>>2];e=+n[b+60>>2];d=+n[b+52>>2];c=+n[b+64>>2];n[a>>2]=h-g;n[a+4>>2]=f-e;n[a+8>>2]=d-c;n[a+12>>2]=h+g;n[a+16>>2]=f+e;n[a+20>>2]=d+c;return}function Xib(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+n[b+48>>2];d=+n[b+52>>2];c=+n[b+68>>2];p[a>>3]=+n[b+44>>2];p[a+8>>3]=e;p[a+16>>3]=d;p[a+24>>3]=c;p[a+32>>3]=-1.0;return}function Yib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0.0;e=u;u=u+32|0;C=e;D=+p[b>>3];q=+p[b+8>>3];j=+p[b+16>>3];A=D+ +p[b+24>>3];p[C>>3]=A;v=q+ +p[b+32>>3];n=C+8|0;p[n>>3]=v;s=j+ +p[b+40>>3];m=C+16|0;p[m>>3]=s;b=C+24|0;p[b>>3]=1.0;B=+p[c>>3];z=+p[c+32>>3];y=+p[c+64>>3];i=+p[c+96>>3];l=B*D+z*q+y*j+i;x=+p[c+8>>3];w=+p[c+40>>3];t=+p[c+72>>3];h=+p[c+104>>3];k=x*D+w*q+t*j+h;r=+p[c+16>>3];o=+p[c+48>>3];f=+p[c+80>>3];g=+p[c+112>>3];j=r*D+o*q+f*j+g;q=+p[C>>3];i=B*A+z*v+y*s+i-l;h=x*q+w*v+t*s+h-k;g=r*q+o*+p[n>>3]+f*+p[m>>3]+g*+p[b>>3]-j;f=+L(+(i*i+(h*h+g*g)));p[d>>3]=f;p[a>>3]=l;p[a+8>>3]=k;p[a+16>>3]=j;p[a+24>>3]=i/f;p[a+32>>3]=h/f;p[a+40>>3]=g/f;u=e;return}function Zib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+24>>3]*k+ +p[d+48>>3]*i;h=l*+p[d+8>>3]+k*+p[d+32>>3]+i*+p[d+56>>3];f=l*+p[d+16>>3]+k*+p[d+40>>3]+i*+p[d+64>>3];e=-+p[b+24>>3]/(l*l+(k*k+i*i));l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+ +p[c+32>>3]*k+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function _ib(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+p[b>>3];k=+p[b+8>>3];i=+p[b+16>>3];j=+p[d>>3]*l+ +p[d+8>>3]*k+ +p[d+16>>3]*i;h=+p[d+32>>3]*l+ +p[d+40>>3]*k+ +p[d+48>>3]*i;e=+p[d+64>>3]*l+ +p[d+72>>3]*k+ +p[d+80>>3]*i;f=+L(+(j*j+(h*h+e*e)));j=j/f;h=h/f;f=e/f;e=-+p[b+24>>3];l=l*e;k=k*e;e=i*e;i=+p[c>>3]*l+k*+p[c+32>>3]+e*+p[c+64>>3]+ +p[c+96>>3];g=l*+p[c+8>>3]+k*+p[c+40>>3]+e*+p[c+72>>3]+ +p[c+104>>3];e=l*+p[c+16>>3]+k*+p[c+48>>3]+e*+p[c+80>>3]+ +p[c+112>>3];p[a>>3]=j;p[a+8>>3]=h;p[a+16>>3]=f;p[a+24>>3]=-(j*i+(h*g+f*e));return}function $ib(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0;g=u;u=u+944|0;i=g+936|0;j=g+928|0;l=g+776|0;h=g;k=g+920|0;bjb(j,d,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);t=+p[e>>3];s=+p[e+8>>3];r=+p[e+16>>3];q=+p[e+24>>3];o=+p[e+32>>3];m=+p[e+40>>3];p[l>>3]=t;p[l+8>>3]=s;p[l+16>>3]=r;p[l+24>>3]=q;p[l+32>>3]=o;p[l+40>>3]=m;n[l+48>>2]=t;n[l+52>>2]=s;n[l+56>>2]=r;n[l+60>>2]=q;n[l+64>>2]=o;n[l+68>>2]=m;f[k>>2]=l;b[k+4>>0]=1;b[i>>0]=b[k>>0]|0;b[i+1>>0]=b[k+1>>0]|0;b[i+2>>0]=b[k+2>>0]|0;b[i+3>>0]=b[k+3>>0]|0;b[i+4>>0]=b[k+4>>0]|0;b[i+5>>0]=b[k+5>>0]|0;b[i+6>>0]=b[k+6>>0]|0;b[i+7>>0]=b[k+7>>0]|0;Sjb(h,c,1,d,j,i,0);rSa(d);bkb(h);Tjb(a,h+120|0);Jjb(h);u=g;return}function ajb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0;j=u;u=u+1376|0;l=j+1360|0;m=j+1352|0;p=j+976|0;o=j+776|0;k=j;n=j+1344|0;bjb(m,e,(b[c+29>>0]|0)!=0,(b[c+30>>0]|0)!=0,(b[c+31>>0]|0)!=0);ojb(p,g,i,f[c+16>>2]|0);qjb(o,p,h,i);f[n>>2]=o;b[n+4>>0]=0;b[l>>0]=b[n>>0]|0;b[l+1>>0]=b[n+1>>0]|0;b[l+2>>0]=b[n+2>>0]|0;b[l+3>>0]=b[n+3>>0]|0;b[l+4>>0]=b[n+4>>0]|0;b[l+5>>0]=b[n+5>>0]|0;b[l+6>>0]=b[n+6>>0]|0;b[l+7>>0]=b[n+7>>0]|0;Sjb(k,c,d,e,m,l,0);rSa(e);bkb(k);Tjb(a,k+120|0);Jjb(k);u=j;return}function bjb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0;g=AQa(c)|0;if(d)c=1;else c=b[g+224>>0]&1;b[a>>0]=c;if(e)c=1;else c=(h[g+224>>0]|0)>>>1&1;b[a+1>>0]=c;if(f){g=1;f=a+2|0;b[f>>0]=g;return}g=(h[g+224>>0]|0)>>>1&1;f=a+2|0;b[f>>0]=g;return}function cjb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&1)){d=0;return d|0}else return (d|0?1:(b[a>>0]|c&8)<<24>>24!=0)|0;return 0}function djb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&2)){d=0;return d|0}else return (d|0?1:(b[a+1>>0]|c&16)<<24>>24!=0)|0;return 0}function ejb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;if(!c){d=1;return d|0}c=b[e+192>>0]|0;if(!(c&4)){d=0;return d|0}else return (d|0?1:(b[a+2>>0]|c&32)<<24>>24!=0)|0;return 0}function fjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0.0,E=0.0;A=u;u=u+32|0;y=A+8|0;z=A;e=YRa(a)|0;g=f[b>>2]|0;x=b+4|0;a=f[x>>2]|0;if((a|0)!=(g|0))do{c=a+-12|0;f[x>>2]=c;d=f[c>>2]|0;if(!d)a=c;else{a=a+-8|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);a=f[x>>2]|0}}while((a|0)!=(g|0));s=e+4|0;gjb(b,((f[s>>2]|0)-(f[e>>2]|0)|0)/12|0);a=f[e>>2]|0;s=f[s>>2]|0;if((a|0)==(s|0)){u=A;return}t=b+8|0;v=y+8|0;w=y+16|0;while(1){c=f[x>>2]|0;if(c>>>0<(f[t>>2]|0)>>>0){f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;o=c+12|0;f[x>>2]=o}else{w5a(b);o=f[x>>2]|0}q=o+-12|0;n=a+4|0;c=(f[n>>2]|0)-(f[a>>2]|0)|0;d=c>>5;r=o+-4|0;l=f[q>>2]|0;j=l;if((f[r>>2]|0)-l>>5>>>0<d>>>0){m=o+-8|0;if(d>>>0>134217727){a=15;break}e=f[m>>2]|0;i=pOb(c)|0;g=i+(e-l>>5<<5)|0;k=g;i=i+(d<<5)|0;c=e;if((c|0)==(j|0))c=k;else{e=c+-32|0;d=g;while(1){B=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[B+-24>>3];p[d+-16>>3]=+p[B+-16>>3];p[d+-8>>3]=+p[B+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}c=g+(~((e-l|0)>>>5)<<5)|0}f[q>>2]=c;f[m>>2]=k;f[r>>2]=i;if(l|0)sOb(l)}c=f[a>>2]|0;g=f[n>>2]|0;if((c|0)!=(g|0)){e=o+-8|0;do{h=+p[c>>3];E=+p[c+8>>3];D=+p[c+16>>3];C=1.0/+L(+(h*h+(E*E+D*D)));h=h*C;p[y>>3]=h;p[v>>3]=E*C;p[w>>3]=D*C;p[z>>3]=C*+p[c+24>>3];d=f[e>>2]|0;if(d>>>0<(f[r>>2]|0)>>>0){p[d>>3]=h;p[d+8>>3]=+p[v>>3];p[d+16>>3]=+p[w>>3];p[d+24>>3]=+p[z>>3];f[e>>2]=d+32}else EBa(q,y,z);c=c+32|0}while((c|0)!=(g|0))}a=a+12|0;if((a|0)==(s|0)){a=9;break}}if((a|0)==9){u=A;return}else if((a|0)==15)vd()}function gjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function hjb(a){a=a|0;var b=0;b=AQa(a)|0;a=E9a(b)|0;b=b+230|0;b=j[b>>1]|j[b+2>>1]<<16;return (b&1|0?(a?1:2):3)&(b&2|0?(a?-2:-3):-1)|0}function ijb(a){a=a|0;switch(a|0){case 0:{a=0;break}case 1:{a=2;break}case 2:{a=1;break}default:{}}return a|0}function jjb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;g=u;u=u+144|0;f=g;if(!d){f=0;u=g;return f|0}if(e){e=(bCa(a,b,f)|0)==0;f=jjb(a,e?b:f,c,d,0)|0;u=g;return f|0}else{q=+p[c>>3];n=+p[c+32>>3];l=+p[c+64>>3];z=+p[c+8>>3];x=+p[c+40>>3];v=+p[c+72>>3];D=+p[c+24>>3];C=+p[c+56>>3];B=+p[c+88>>3];j=+p[c+96>>3];t=+p[c+104>>3];i=+p[c+120>>3];w=+p[b>>3];y=+p[b+8>>3];A=+p[b+16>>3];r=1.0/(w*D+y*C+A*B+i);h=(q*w+n*y+l*A+j)*r;r=(w*z+y*x+A*v+t)*r;A=+p[b+24>>3];y=+p[b+32>>3];w=+p[b+40>>3];s=1.0/(A*D+y*C+w*B+i);o=+p[b+48>>3];m=+p[b+56>>3];k=+p[b+64>>3];i=1.0/(o*D+m*C+k*B+i);h=((q*A+n*y+l*w+j)*s-h)*((o*z+m*x+k*v+t)*i-r)-((A*z+y*x+w*v+t)*s-r)*((q*o+n*m+l*k+j)*i-h);f=(d|0)==2?h<0.0:h>0.0;u=g;return f|0}return 0}function kjb(){if(!(b[257144]|0))MPb(257144)|0;f[64694]=262921;return}function ljb(a){a=a|0;mjb(a,f[64694]|0);p[a+24>>3]=0.0;b[a+32>>0]=0;return}function mjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}d=f[64696]|0;if((f[64695]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64696]|0;e=d+-20|0;do{g=d+-20|0;f[64696]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64696]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function njb(a,b){a=a|0;b=b|0;f[a>>2]=b;return}function ojb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0;f[a>>2]=b;s=a+72|0;j=c+8|0;t=JAa(b,~~+p[c>>3],~~+p[j>>3])|0;p[s>>3]=+p[t>>3];p[a+80>>3]=+p[t+8>>3];p[a+88>>3]=+p[t+16>>3];e=a+96|0;p[e>>3]=+p[t+24>>3];p[a+104>>3]=+p[t+32>>3];p[a+112>>3]=+p[t+40>>3];p[a+120>>3]=+p[t+48>>3];g=a+128|0;p[g>>3]=+p[t+56>>3];p[a+136>>3]=+p[t+64>>3];p[a+144>>3]=+p[t+72>>3];p[a+152>>3]=+p[t+80>>3];h=a+160|0;p[h>>3]=+p[t+88>>3];p[a+168>>3]=+p[t+96>>3];p[a+176>>3]=+p[t+104>>3];p[a+184>>3]=+p[t+112>>3];i=a+192|0;p[i>>3]=+p[t+120>>3];LAa(s,a+200|0);q=+p[c>>3];o=+p[j>>3];q=q*.5*2.0/q+-1.0;o=(o-o*.5)*2.0/o+-1.0;k=1.0/(+p[a+320>>3]+(q*+p[a+224>>3]+o*+p[a+256>>3]-+p[a+288>>3]));s=f[a>>2]|0;n=+p[s+56>>3]-+p[s+32>>3];m=+p[s+64>>3]-+p[s+40>>3];r=+p[s+72>>3]-+p[s+48>>3];l=+L(+(n*n+(m*m+r*r)));n=n/l;m=m/l;l=r/l;k=-((+p[a+296>>3]+(+p[a+200>>3]*q+ +p[a+232>>3]*o-+p[a+264>>3]))*k*n+((+p[a+304>>3]+(q*+p[a+208>>3]+o*+p[a+240>>3]-+p[a+272>>3]))*k*m+(+p[a+312>>3]+(q*+p[a+216>>3]+o*+p[a+248>>3]-+p[a+280>>3]))*k*l));p[a+8>>3]=n;p[a+16>>3]=m;p[a+24>>3]=l;p[a+32>>3]=k;if((d|0)<=-1)return;p[a+328>>3]=+p[e>>3];p[a+336>>3]=+p[g>>3];p[a+344>>3]=+p[h>>3];p[a+352>>3]=+p[i>>3];o=+p[c>>3];n=+p[j>>3];r=+p[b+208>>3];q=+p[b+216>>3];p[a+360>>3]=+(d|0)/(o<n?n:o)*(r<q?q:r);return}function pjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0;e=+p[c>>3];r=+p[c+8>>3];o=e*+p[b+200>>3]+r*+p[b+232>>3];g=+p[b+264>>3];q=+p[b+296>>3];m=e*+p[b+208>>3]+r*+p[b+240>>3];f=+p[b+272>>3];n=+p[b+304>>3];k=e*+p[b+216>>3]+r*+p[b+248>>3];d=+p[b+280>>3];l=+p[b+312>>3];r=e*+p[b+224>>3]+r*+p[b+256>>3];e=+p[b+288>>3];s=+p[b+320>>3];h=1.0/(s+(r-e));j=(q+(o-g))*h;i=(n+(m-f))*h;h=(l+(k-d))*h;e=1.0/(s+(r+e*0.0));g=(q+(o+g*0.0))*e-j;f=(n+(m+f*0.0))*e-i;e=(l+(k+d*0.0))*e-h;d=+L(+(g*g+(f*f+e*e)));p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g/d;p[a+32>>3]=f/d;p[a+40>>3]=e/d;return}function qjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0;e=u;u=u+80|0;g=e;f[a>>2]=b;p[a+8>>3]=+p[d>>3];j=d+8|0;p[a+16>>3]=+p[j>>3];p[a+24>>3]=+p[c>>3];i=c+8|0;p[a+32>>3]=+p[i>>3];h=+p[j>>3];h=(h-(+p[i>>3]+.5))*2.0/h+-1.0;n[a+40>>2]=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;n[a+44>>2]=h;n[a+48>>2]=0.0;rjb(g,b,c,d);p[a+56>>3]=+p[g>>3];p[a+64>>3]=+p[g+8>>3];p[a+72>>3]=+p[g+16>>3];p[a+80>>3]=+p[g+24>>3];p[a+88>>3]=+p[g+32>>3];p[a+96>>3]=+p[g+40>>3];f[a+104>>2]=f[g+48>>2];f[a+108>>2]=f[g+52>>2];f[a+112>>2]=f[g+56>>2];f[a+116>>2]=f[g+60>>2];f[a+120>>2]=f[g+64>>2];f[a+124>>2]=f[g+68>>2];u=e;return}function rjb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0;t=+p[d+8>>3];k=(+p[c>>3]+.5)*2.0/+p[d>>3]+-1.0;t=(t-(+p[c+8>>3]+.5))*2.0/t+-1.0;g=k*+p[b+200>>3]+ +p[b+232>>3]*t;r=+p[b+264>>3];s=+p[b+296>>3];o=k*+p[b+208>>3]+t*+p[b+240>>3];f=+p[b+272>>3];q=+p[b+304>>3];l=k*+p[b+216>>3]+t*+p[b+248>>3];e=+p[b+280>>3];m=+p[b+312>>3];t=k*+p[b+224>>3]+t*+p[b+256>>3];k=+p[b+288>>3];u=+p[b+320>>3];h=1.0/(u+(t-k));j=(s+(g-r))*h;i=(q+(o-f))*h;h=(m+(l-e))*h;k=1.0/(u+(t+k*0.0));g=(s+(r*0.0+g))*k-j;f=(q+(o+f*0.0))*k-i;k=(m+(l+e*0.0))*k-h;e=+L(+(g*g+(f*f+k*k)));g=g/e;f=f/e;e=k/e;p[a>>3]=j;p[a+8>>3]=i;p[a+16>>3]=h;p[a+24>>3]=g;p[a+32>>3]=f;p[a+40>>3]=e;n[a+48>>2]=j;n[a+52>>2]=i;n[a+56>>2]=h;n[a+60>>2]=g;n[a+64>>2]=f;n[a+68>>2]=e;return}function sjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0.0;g=f[b>>2]|0;j=+p[c>>3];i=+p[c+8>>3];h=+p[c+16>>3];e=1.0/(j*+p[g+96>>3]+i*+p[g+128>>3]+h*+p[g+160>>3]+ +p[g+192>>3]);d=+p[b+16>>3];d=d-d*(((j*+p[g+80>>3]+i*+p[g+112>>3]+h*+p[g+144>>3]+ +p[g+176>>3])*e+1.0)*.5);p[a>>3]=+p[b+8>>3]*(((+p[g+72>>3]*j+ +p[g+104>>3]*i+ +p[g+136>>3]*h+ +p[g+168>>3])*e+1.0)*.5);p[a+8>>3]=d;return}function tjb(){if(!(b[257144]|0))MPb(257144)|0;f[64698]=262921;return}function ujb(a,c){a=a|0;c=c|0;c=c&255;b[a>>0]=c&1;b[a+1>>0]=c>>>1&1;b[a+2>>0]=c>>>2&1;return}function vjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}d=f[64700]|0;if((f[64699]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64700]|0;e=d+-20|0;do{g=d+-20|0;f[64700]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64700]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function wjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}e=f[64703]|0;if((f[64702]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64703]|0;m=h+-12|0;while(1){e=h+-12|0;f[64703]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-32-j|0)>>>5)<<5);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64703]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function xjb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=(c-b|0)/12|0;j=a+8|0;e=f[j>>2]|0;q=f[a>>2]|0;d=q;if(o>>>0>((e-q|0)/12|0)>>>0){if(q){i=a+4|0;e=f[i>>2]|0;if((e|0)==(d|0))e=q;else{do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-32-h|0)>>>5)<<5);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));e=f[a>>2]|0}sOb(e);f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;e=0}if(o>>>0>357913941)AMb(a);n=(e|0)/12|0;e=n<<1;e=n>>>0<178956970?(e>>>0<o>>>0?o:e):357913941;if(e>>>0>357913941)AMb(a);g=pOb(e*12|0)|0;n=a+4|0;f[n>>2]=g;f[a>>2]=g;f[j>>2]=g+(e*12|0);if((b|0)==(c|0))return;else m=b;while(1){f[g>>2]=0;l=g+4|0;f[l>>2]=0;f[g+8>>2]=0;i=m+4|0;e=(f[i>>2]|0)-(f[m>>2]|0)|0;h=e>>5;if(h|0){if(h>>>0>134217727){e=38;break}k=pOb(e)|0;f[l>>2]=k;f[g>>2]=k;f[g+8>>2]=k+(h<<5);j=f[m>>2]|0;h=f[i>>2]|0;if((j|0)!=(h|0)){e=j;i=k;while(1){p[i>>3]=+p[e>>3];p[i+8>>3]=+p[e+8>>3];p[i+16>>3]=+p[e+16>>3];p[i+24>>3]=+p[e+24>>3];e=e+32|0;if((e|0)==(h|0))break;else i=i+32|0}f[l>>2]=k+(((h+-32-j|0)>>>5)+1<<5)}}m=m+12|0;e=(f[n>>2]|0)+12|0;f[n>>2]=e;if((m|0)==(c|0)){e=43;break}else g=e}if((e|0)==38)AMb(g);else if((e|0)==43)return}m=a+4|0;i=((f[m>>2]|0)-q|0)/12|0;h=o>>>0>i>>>0;i=b+(i*12|0)|0;g=h?i:c;if((g|0)==(b|0))j=d;else{e=b;do{if((d|0)!=(e|0))Ijb(d,f[e>>2]|0,f[e+4>>2]|0);e=e+12|0;d=d+12|0}while((e|0)!=(g|0));j=d}if(!h){d=f[m>>2]|0;if((d|0)==(j|0))return;do{e=d+-12|0;f[m>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[m>>2]|0}}while((d|0)!=(j|0));return}if((g|0)==(c|0))return;l=f[m>>2]|0;while(1){f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;g=i+4|0;d=(f[g>>2]|0)-(f[i>>2]|0)|0;e=d>>5;if(e|0){if(e>>>0>134217727){e=11;break}j=pOb(d)|0;f[k>>2]=j;f[l>>2]=j;f[l+8>>2]=j+(e<<5);h=f[i>>2]|0;e=f[g>>2]|0;if((h|0)!=(e|0)){d=h;g=j;while(1){p[g>>3]=+p[d>>3];p[g+8>>3]=+p[d+8>>3];p[g+16>>3]=+p[d+16>>3];p[g+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(e|0))break;else g=g+32|0}f[k>>2]=j+(((e+-32-h|0)>>>5)+1<<5)}}i=i+12|0;d=(f[m>>2]|0)+12|0;f[m>>2]=d;if((i|0)==(c|0)){e=43;break}else l=d}if((e|0)==11)AMb(l);else if((e|0)==43)return}function yjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0.0;q=f[a+192>>2]|0;c=f[a+208>>2]|0;D=f[a+216>>2]|0;e=f[a+264>>2]|0;g=f[a+272>>2]|0;h=f[a+312>>2]|0;r=f[a+360>>2]|0;s=f[a+368>>2]|0;t=f[a+376>>2]|0;u=f[a+384>>2]|0;v=f[a+392>>2]|0;w=f[a+400>>2]|0;x=f[a+408>>2]|0;y=f[a+416>>2]|0;z=f[a+424>>2]|0;A=f[a+432>>2]|0;B=f[a+440>>2]|0;C=f[a+448>>2]|0;i=f[a+496>>2]|0;E=f[a+1032>>2]|0;F=f[a+1224>>2]|0;G=f[a+1240>>2]|0;if(G){G=0;if(E){igb(q);if(!(Kub(f[c>>2]|0,q+8|0)|0)){Cub(a+16|0,f[c>>2]|0,0,1);c=f[(a+16|0)>>2]|0;p=f[((a+16|0)+4|0)>>2]|0;f[(a+16|0)>>2]=0;f[((a+16|0)+4|0)>>2]=0;f[(q+8|0)>>2]=c;c=f[(q+12|0)>>2]|0;f[(q+12|0)>>2]=p;if(c|0){iOb(c);c=f[((a+16|0)+4|0)>>2]|0;if(c|0)iOb(c)}}c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;I=f[(a+80|0)>>2]|0;l=f[64743]|0;m=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[I+16>>2]|0,f[I+20>>2]|0)|0;I=b[259048]|0;H=b[259049]|0;j=b[259050]|0;k=b[259051]|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);J=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);dwb(258928,f[f[(q+8|0)>>2]>>2]|0)|0;Gub(f[(q+8|0)>>2]|0,0,a+80|0,3553,0);jwb(258928,0,0,1,0)|0;uwb(258928,517,0,f[D>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);jwb(258928,0,0,0,1)|0;uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;Ygb(f[(q+136|0)>>2]|0);Kwb(258928,J<<24>>24!=0)|0;jwb(258928,I<<24>>24!=0,H<<24>>24!=0,j<<24>>24!=0,k<<24>>24!=0)|0;Tvb(258928,l,m,o,p)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}J=f[64747]|0;nvb(a+16|0);Uvb(258928,4)|0;Vvb(258928,f[e+8>>2]|0)|0;Uvb(258928,3)|0;Vvb(258928,f[(f[(h+72|0)>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;Vvb(258928,f[g+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;bwb(258928,f[f[q+128>>2]>>2]|0)|0;I=f[q+164>>2]|0;K=+n[q+40>>2];M=K*+n[q+32>>2];L=K*+n[q+36>>2];n[a>>2]=+n[q+28>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+168>>2]|0;K=+n[q+56>>2];L=K*+n[q+48>>2];M=K*+n[q+52>>2];n[a>>2]=+n[q+44>>2]*K;n[a+4>>2]=L;n[a+8>>2]=M;n[a+12>>2]=K;lf(I|0,1,a|0);I=f[q+172>>2]|0;K=+n[q+72>>2];M=K*+n[q+64>>2];L=K*+n[q+68>>2];n[a>>2]=+n[q+60>>2]*K;n[a+4>>2]=M;n[a+8>>2]=L;n[a+12>>2]=K;lf(I|0,1,a|0);bf(f[q+160>>2]|0,+(+n[q+108>>2]));Ygb(f[q+156>>2]|0);ovb(a+16|0);Uvb(258928,J)|0}else G=1}if(G){G=0;if(1){ngb(0,q+236|0,200333);Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;c=b[(q+24|0)>>0]|0;a:do if(c<<24>>24==(b[(q+25|0)>>0]|0)){switch(c<<24>>24){case 2:case 0:{m=1;break a}default:{}}if(+n[q+44>>2]==+n[q+60>>2])if(+n[q+48>>2]==+n[q+64>>2])if(+n[q+52>>2]==+n[q+68>>2])m=+n[q+56>>2]==+n[q+72>>2];else m=0;else m=0;else m=0}else m=0;while(0);c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;Gub(f[q>>2]|0,0,a+80|0,3553,0);Vd(16384);j=b[259212]|0;Kwb(258928,1)|0;uwb(258928,514,0,f[(D+4|0)>>2]|f[D>>2])|0;ogb(q,b[q+26>>0]|0,q+28|0);k=f[D>>2]|0;l=f[(D+4|0)>>2]|k;if(m){uwb(258928,517,0,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0)}else{uwb(258928,514,k,l)|0;ogb(q,b[(q+24|0)>>0]|0,q+44|0);uwb(258928,517,0,f[(D+4|0)>>2]|0)|0;ogb(q,b[(q+25|0)>>0]|0,q+60|0)}Kwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+236>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;pwb(258928,1,771)|0;Fwb(258928,1)|0;Ygb(f[q+244>>2]|0)}else G=1}if(+n[(q+88|0)>>2]>0.0)F=51;else if(+n[q+104>>2]>0.0)F=51;if((F|0)==51){Vvb(258928,0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[q>>2]>>2]|0)|0;j=f[(a+80|0)>>2]|0;e=f[64743]|0;g=f[64744]|0;h=f[64745]|0;i=f[64746]|0;Tvb(258928,0,0,f[j+16>>2]|0,f[j+20>>2]|0)|0;j=b[259204]|0;Fwb(258928,0)|0;k=b[259048]|0;l=b[259049]|0;m=b[259050]|0;o=b[259051]|0;Vd(16384);p=b[259212]|0;Kwb(258928,1)|0;bwb(258928,f[f[q+112>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(E){dwb(258928,f[f[q+8>>2]>>2]|0)|0;if(+n[(q+88|0)>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[D+8>>2]|0)|0;Ygb(f[q+136>>2]|0)}if(+n[(q+104|0)>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[D+12>>2]|0)|0;Ygb(f[q+136>>2]|0)}}Kwb(258928,p<<24>>24!=0)|0;jwb(258928,k<<24>>24!=0,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0)|0;Fwb(258928,j<<24>>24!=0)|0;Tvb(258928,e,g,h,i)|0;if((c|0)==(d|0))dwb(258928,c)|0;else{ewb(258928,c)|0;fwb(258928,d)|0}bwb(258928,f[f[q+120>>2]>>2]|0)|0;Vvb(258928,f[(f[(a+80|0)>>2]|0)+8>>2]|0)|0;J=f[q+144>>2]|0;M=+n[(q+88|0)>>2];L=M*+n[q+80>>2];K=M*+n[q+84>>2];n[(a+16|0)>>2]=+n[q+76>>2]*M;n[(a+16|0)+4>>2]=L;n[(a+16|0)+8>>2]=K;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[q+148>>2]|0;M=+n[(q+104|0)>>2];K=M*+n[q+96>>2];L=M*+n[q+100>>2];n[(a+16|0)>>2]=+n[q+92>>2]*M;n[(a+16|0)+4>>2]=K;n[(a+16|0)+8>>2]=L;n[(a+16|0)+12>>2]=M;lf(J|0,1,a+16|0|0);J=f[(a+80|0)>>2]|0;ef(f[q+152>>2]|0,+(1.5/+(f[J+16>>2]|0)),+(1.5/+(f[J+20>>2]|0)));Ygb(f[q+140>>2]|0)}if((x|0)==(y|0)&(z|0)==(A|0)&(B|0)==(C|0))uwb(258928,x,z,B)|0;else{vwb(258928,x,z,B)|0;wwb(258928,y,A,C)|0}if((r|0)==(u|0)&(s|0)==(v|0)&(t|0)==(w|0))Awb(258928,r,s,t)|0;else{Bwb(258928,r,s,t)|0;Cwb(258928,u,v,w)|0}c=f[((a+80|0)+4|0)>>2]|0;if(c|0)iOb(c);Ghb(a+152|0);f[a+1224>>2]=F;f[a+1240>>2]=G}function zjb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;y=f[a+48>>2]|0;r=f[a+64>>2]|0;w=f[a+72>>2]|0;v=f[a+552>>2]|0;t=f[a+560>>2]|0;i=f[a+568>>2]|0;x=f[a+1136>>2]|0;a:{d=1;if(d){d=0;if(!i){c=0;x=161}else d=1}if(d)if(1){if(!((i+-1|0)&i))q=(i+-1|0)&t;else if(t>>>0<i>>>0)q=t;else q=(t>>>0)%(i>>>0)|0;d=f[(f[v>>2]|0)+(q<<2)>>2]|0;j=1;if(j){j=0;if(!d){c=q;x=161}else j=1}if(j)if(1){j=f[d>>2]|0;d=1;if(d){d=0;if(!j){c=q;x=161}else d=1}if(d)if(1){k=b[r>>0]|0;o=b[r+1>>0]|0;p=f[r+4>>2]|0;m=f[r+16>>2]|0;if(!((i+-1|0)&i)){if(k<<24>>24){d=j;while(1){o=f[d+4>>2]|0;if(!((o|0)==(t|0)|(o&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}if((b[d+8>>0]|0)==k<<24>>24)if((f[d+12>>2]|0)==(p|0)){s=d;break a}d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}if(!m){d=j;while(1){m=f[d+4>>2]|0;if(!((m|0)==(t|0)|(m&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}j=d+8|0;do if(!(b[j>>0]|0)){if((b[j+1>>0]|0)!=o<<24>>24)break;if((f[d+12>>2]|0)!=(p|0))break;if(!(f[d+24>>2]|0)){s=d;break a}}while(0);d=f[d>>2]|0;if(!d){c=q;x=161;break a}}}while(1){l=f[j+4>>2]|0;if(!((l|0)==(t|0)|(l&(i+-1|0)|0)==(q|0))){c=q;x=161;break a}l=j+8|0;b:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break b;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break b;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}}if(k<<24>>24)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}if((b[j+8>>0]|0)==k<<24>>24)if((f[j+12>>2]|0)==(p|0)){s=j;break a}j=f[j>>2]|0;if(!j){c=q;x=161;break a}}if(!m)while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}d=j+8|0;do if(!(b[d>>0]|0))if((b[d+1>>0]|0)==o<<24>>24){if((f[j+12>>2]|0)!=(p|0))break;if(!(f[j+24>>2]|0)){s=j;break a}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break a}}while(1){d=f[j+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(q|0)){c=q;x=161;break a}}l=j+8|0;c:do if(!(b[l>>0]|0))if((b[l+1>>0]|0)==o<<24>>24)if((f[j+12>>2]|0)==(p|0)){if((f[j+24>>2]|0)!=(m|0))break;d=r+8|0;k=j+16|0;while(1){if((b[k>>0]|0)!=(b[d>>0]|0))break c;if((b[k+1>>0]|0)!=(b[d+1>>0]|0))break c;k=k+2|0;if((k|0)==(l+8+(m<<1)|0|0)){s=j;break a}else d=d+2|0}}while(0);j=f[j>>2]|0;if(!j){c=q;x=161;break}}}}}}if((x|0)==161){j=pOb(52)|0;s=f[r+4>>2]|0;f[(j+8|0)>>2]=f[r>>2];f[(j+8|0)+4>>2]=s;b[(j+16|0)>>0]=0;b[(j+16|0)+1>>0]=0;b[(j+16|0)+2>>0]=0;b[(j+16|0)+3>>0]=0;b[((j+16|0)+4|0)>>0]=0;b[((j+16|0)+4|0)+1>>0]=0;b[((j+16|0)+4|0)+2>>0]=0;b[((j+16|0)+4|0)+3>>0]=0;s=f[r+16>>2]|0;f[(j+24|0)>>2]=s;if(s|0){d=0;do{q=r+8+(d<<1)|0;s=j+16+(d<<1)|0;q=h[q>>0]|h[q+1>>0]<<8;b[s>>0]=q;b[s+1>>0]=q>>8;d=d+1|0}while(d>>>0<(f[(j+24|0)>>2]|0)>>>0)}f[(j+28|0)>>2]=0;f[(j+28|0)+4>>2]=0;f[(j+28|0)+8>>2]=0;f[(j+28|0)+12>>2]=0;f[(j+28|0)+16>>2]=0;f[(j+28|0)+20>>2]=0;f[j+4>>2]=t;f[j>>2]=0;e=+(((f[(v+12|0)>>2]|0)+1|0)>>>0);g=+n[(v+16|0)>>2];do if((i|0)==0|g*+(i>>>0)<e){c=~~+W(+(e/g))>>>0;c=(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<c>>>0?c:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;i=f[(v+4|0)>>2]|0}if(c>>>0>i>>>0)shb(v,c);else if(c>>>0<i>>>0){d=~~+W(+(+((f[(v+12|0)>>2]|0)>>>0)/+n[(v+16|0)>>2]))>>>0;if(i>>>0>2&(i+-1&i|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<i>>>0)shb(v,c)}c=f[(v+4|0)>>2]|0;if(!((c+-1|0)&c)){i=c;c=(c+-1|0)&t;break}if(t>>>0<c>>>0){i=c;c=t}else{i=c;c=(t>>>0)%(c>>>0)|0}}while(0);c=(f[v>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[j>>2]=f[(v+8|0)>>2];f[(v+8|0)>>2]=j;f[c>>2]=v+8|0;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;u=(f[v>>2]|0)+(c<<2)|0;x=187}}else{f[j>>2]=f[d>>2];u=d;x=187}if((x|0)==187)f[u>>2]=j;f[(v+12|0)>>2]=(f[(v+12|0)>>2]|0)+1;s=j}c=f[(a+16|0)>>2]|0;d=f[((a+16|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+28>>2]=c;v=s+32|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);c=f[(a+8|0)>>2]|0;d=f[((a+8|0)+4|0)>>2]|0;if(d|0)gOb(d);f[s+36>>2]=c;v=s+40|0;c=f[v>>2]|0;f[v>>2]=d;if(c|0)iOb(c);if(w){c=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if(d|0)gOb(d);f[s+44>>2]=c;w=s+48|0;c=f[w>>2]|0;f[w>>2]=d;if(!c){c=a+4|0;d=a}else{iOb(c);c=a+4|0;d=a}}else{c=a+4|0;d=a}f[y>>2]=f[d>>2];f[y+4>>2]=f[c>>2];f[c>>2]=0;f[a+1136>>2]=x}function Ajb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=f[a+16>>2]|0;h=f[a+24>>2]|0;d=f[a+160>>2]|0;e=f[a+976>>2]|0;a:{f[g+248>>2]=d;c=f[(h+252|0)>>2]|0;f[(g+252|0)>>2]=c;i=f[(h+256|0)>>2]|0;f[g+256>>2]=i;f[g+260>>2]=f[h+260>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+252|0;f[(h+252|0)>>2]=0;f[(h+256|0)>>2]=0}e=f[(h+264|0)>>2]|0;f[(h+264|0)>>2]=0;d=f[(h+268|0)>>2]|0;f[(h+268|0)>>2]=0;f[g+264>>2]=e;f[g+268>>2]=d;c=f[(h+272|0)>>2]|0;f[(g+272|0)>>2]=c;i=f[(h+276|0)>>2]|0;f[g+276>>2]=i;f[g+280>>2]=f[h+280>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+272|0;f[(h+272|0)>>2]=0;f[(h+276|0)>>2]=0}e=f[(h+284|0)>>2]|0;f[(h+284|0)>>2]=0;d=f[(h+288|0)>>2]|0;f[(h+288|0)>>2]=0;f[g+284>>2]=e;f[g+288>>2]=d;c=f[(h+292|0)>>2]|0;f[(g+292|0)>>2]=c;i=f[(h+296|0)>>2]|0;f[g+296>>2]=i;f[g+300>>2]=f[h+300>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+292|0;f[(h+292|0)>>2]=0;f[(h+296|0)>>2]=0}e=f[(h+304|0)>>2]|0;f[(h+304|0)>>2]=0;d=f[(h+308|0)>>2]|0;f[(h+308|0)>>2]=0;f[g+304>>2]=e;f[g+308>>2]=d;c=f[(h+312|0)>>2]|0;f[(g+312|0)>>2]=c;i=f[(h+316|0)>>2]|0;f[g+316>>2]=i;f[g+320>>2]=f[h+320>>2];if(i|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[e+(c<<2)>>2]=g+312|0;f[(h+312|0)>>2]=0;f[(h+316|0)>>2]=0}e=f[(h+324|0)>>2]|0;f[(h+324|0)>>2]=0;d=f[(h+328|0)>>2]|0;f[(h+328|0)>>2]=0;f[g+324>>2]=e;f[g+328>>2]=d;c=f[(h+332|0)>>2]|0;f[(g+332|0)>>2]=c;i=f[(h+336|0)>>2]|0;f[g+336>>2]=i;f[g+340>>2]=f[h+340>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+332|0;f[(h+332|0)>>2]=0;f[(h+336|0)>>2]=0}e=f[(h+344|0)>>2]|0;f[(h+344|0)>>2]=0;d=f[(h+348|0)>>2]|0;f[(h+348|0)>>2]=0;f[g+344>>2]=e;f[g+348>>2]=d;c=f[(h+352|0)>>2]|0;f[(g+352|0)>>2]=c;i=f[(h+356|0)>>2]|0;f[g+356>>2]=i;f[g+360>>2]=f[h+360>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+352|0;f[(h+352|0)>>2]=0;f[(h+356|0)>>2]=0}e=f[(h+364|0)>>2]|0;f[(h+364|0)>>2]=0;d=f[(h+368|0)>>2]|0;f[(h+368|0)>>2]=0;f[g+364>>2]=e;f[g+368>>2]=d;c=f[(h+372|0)>>2]|0;f[(g+372|0)>>2]=c;i=f[(h+376|0)>>2]|0;f[g+376>>2]=i;f[g+380>>2]=f[h+380>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+372|0;f[(h+372|0)>>2]=0;f[(h+376|0)>>2]=0}e=f[(h+384|0)>>2]|0;f[(h+384|0)>>2]=0;d=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;f[g+384>>2]=e;f[g+388>>2]=d;c=f[(h+392|0)>>2]|0;f[(g+392|0)>>2]=c;i=f[(h+396|0)>>2]|0;f[g+396>>2]=i;f[g+400>>2]=f[h+400>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+392|0;f[(h+392|0)>>2]=0;f[(h+396|0)>>2]=0}e=f[(h+404|0)>>2]|0;f[(h+404|0)>>2]=0;d=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;f[g+404>>2]=e;f[g+408>>2]=d;c=f[(h+412|0)>>2]|0;f[(g+412|0)>>2]=c;i=f[(h+416|0)>>2]|0;f[g+416>>2]=i;f[g+420>>2]=f[h+420>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+412|0;f[(h+412|0)>>2]=0;f[(h+416|0)>>2]=0}e=f[(h+424|0)>>2]|0;f[(h+424|0)>>2]=0;d=f[(h+428|0)>>2]|0;f[(h+428|0)>>2]=0;f[g+424>>2]=e;f[g+428>>2]=d;c=f[(h+432|0)>>2]|0;f[(g+432|0)>>2]=c;i=f[(h+436|0)>>2]|0;f[g+436>>2]=i;f[g+440>>2]=f[h+440>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+432|0;f[(h+432|0)>>2]=0;f[(h+436|0)>>2]=0}e=f[(h+444|0)>>2]|0;f[(h+444|0)>>2]=0;d=f[(h+448|0)>>2]|0;f[(h+448|0)>>2]=0;f[g+444>>2]=e;f[g+448>>2]=d;c=f[(h+452|0)>>2]|0;f[(g+452|0)>>2]=c;i=f[(h+456|0)>>2]|0;f[g+456>>2]=i;f[g+460>>2]=f[h+460>>2];if(i|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+452|0;f[(h+452|0)>>2]=0;f[(h+456|0)>>2]=0}e=f[(h+464|0)>>2]|0;f[(h+464|0)>>2]=0;d=f[(h+468|0)>>2]|0;f[(h+468|0)>>2]=0;f[g+464>>2]=e;f[g+468>>2]=d;c=f[(h+472|0)>>2]|0;f[(g+472|0)>>2]=c;i=f[(h+476|0)>>2]|0;f[g+476>>2]=i;f[g+480>>2]=f[h+480>>2];if(!i){e=g+484|0;i=h+484|0;f[e>>2]=0;d=g+488|0;f[d>>2]=0;j=g+492|0;f[j>>2]=0;j=f[i>>2]|0;f[e>>2]=j;e=h+488|0;j=f[e>>2]|0;f[d>>2]=j;d=h+492|0;j=f[d>>2]|0;c=g+492|0;f[c>>2]=j;f[d>>2]=0;f[e>>2]=0;f[i>>2]=0;i=g+496|0;e=h+496|0;e=f[e>>2]|0;f[i>>2]=e;i=g+500|0;h=h+500|0;h=b[h>>0]|0;b[i>>0]=h;f[a+1312>>2]=5;break a}c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[e+(c<<2)>>2]=g+472|0;f[(h+472|0)>>2]=0;f[(h+476|0)>>2]=0;i=g+484|0;j=h+484|0;f[i>>2]=0;e=g+488|0;f[e>>2]=0;c=g+492|0;f[c>>2]=0;c=f[j>>2]|0;f[i>>2]=c;i=h+488|0;c=f[i>>2]|0;f[e>>2]=c;e=h+492|0;c=f[e>>2]|0;d=g+492|0;f[d>>2]=c;f[e>>2]=0;f[i>>2]=0;f[j>>2]=0;j=g+496|0;i=h+496|0;i=f[i>>2]|0;f[j>>2]=i;j=g+500|0;i=h+500|0;i=b[i>>0]|0;b[j>>0]=i;f[a+1312>>2]=5;break a}}function Bjb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;x=f[a+1024>>2]|0;c=f[a+3336>>2]|0;w=f[a+3344>>2]|0;h=f[a+3656>>2]|0;t=f[a+4992>>2]|0;u=f[a+5056>>2]|0;v=f[a+5064>>2]|0;k=+n[a+6200>>2];y=f[a+7400>>2]|0;a:{if(h&268435456|0){g=f[(a+960|0)>>2]|0;h=+n[c>>2]>k;do if(f[(g+36|0)>>2]|0){xib(a+696|0,g,b[g+48>>0]|0,+n[g+44>>2]);e=f[(g+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(h){b:do if(!(c&1073741824)){C=+n[e>>2];A=+n[e+4>>2];k=+n[e+8>>2];B=+n[e+16>>2];z=+n[e+20>>2];D=(+n[e+12>>2]-C)*.5;p[(a+696|0)>>3]=D;p[((a+696|0)+8|0)>>3]=(B-A)*.5;p[((a+696|0)+16|0)>>3]=(z-k)*.5;p[(a+656|0)>>3]=D+C;p[((a+656|0)+8|0)>>3]=(B-A)*.5+A;p[((a+656|0)+16|0)>>3]=(z-k)*.5+k;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break b;case 2:break;default:{y=421;break b}}i=f[(a+976|0)>>2]|0;y=420}else{i=c;y=420}while(0);if((y|0)==420){f[(a+976|0)>>2]=i|1073741824;y=421}if((y|0)==421){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;c:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break c;case 2:break;default:{y=485;break c}}q=f[(a+976|0)>>2]|0;y=484}else{q=c;y=484}while(0);if((y|0)==484){f[(a+976|0)>>2]=q|1073741824;y=485}if((y|0)==485){y=0;w=f[(a+988|0)>>2]|0;k=+n[w>>2];A=(+n[w+12>>2]-k)*.5;z=+n[w+4>>2];B=(+n[w+16>>2]-z)*.5;D=+n[w+8>>2];C=(+n[w+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));_hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){d:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break d;case 2:break;default:{y=426;break d}}j=f[(a+976|0)>>2]|0;y=425}else{j=c;y=425}while(0);if((y|0)==425){f[(a+976|0)>>2]=j|1073741824;y=426}if((y|0)==426){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;e:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break e;case 2:break;default:{y=480;break e}}o=f[(a+976|0)>>2]|0;y=479}else{o=c;y=479}while(0);if((y|0)==479){f[(a+976|0)>>2]=o|1073741824;y=480}if((y|0)==480){y=0;_hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[g+24>>2]|0;d=f[g+28>>2]|0;if((c|0)==(d|0)){f[a+7464>>2]=1;break a}while(1){jib(x,f[c>>2]|0,a+960|0,a+1e3|0,a,a+800|0,a+816|0,h);c=c+4|0;if((c|0)==(d|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}h=f[(a+960|0)>>2]|0;g=+n[c>>2]>k;do if(f[(h+36|0)>>2]|0){xib(a+696|0,h,b[h+48>>0]|0,+n[h+44>>2]);e=f[(h+36|0)>>2]|0;f[e>>2]=f[(a+696|0)>>2];f[e+4>>2]=f[((a+696|0)+4|0)>>2];f[e+8>>2]=f[((a+696|0)+8|0)>>2];f[e+12>>2]=f[((a+696|0)+12|0)>>2];f[e+16>>2]=f[((a+696|0)+16|0)>>2];f[e+20>>2]=f[((a+696|0)+20|0)>>2];f[e+52>>2]=f[((a+696|0)+24|0)>>2];f[e+56>>2]=f[((a+696|0)+28|0)>>2];f[e+60>>2]=f[((a+696|0)+32|0)>>2];f[e+64>>2]=f[((a+696|0)+36|0)>>2];f[e+68>>2]=f[((a+696|0)+40|0)>>2];f[e+72>>2]=f[((a+696|0)+44|0)>>2];c=f[w>>2]|0;f[(a+988|0)>>2]=e;f[(a+976|0)>>2]=c;d=1;if(d)if(g){f:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break f;case 2:break;default:{y=437;break f}}l=f[(a+976|0)>>2]|0;y=436}else{l=c;y=436}while(0);if((y|0)==436){f[(a+976|0)>>2]=l|1073741824;y=437}if((y|0)==437){y=0;r=f[(a+988|0)>>2]|0;k=+n[r>>2];A=(+n[r+12>>2]-k)*.5;z=+n[r+4>>2];B=(+n[r+16>>2]-z)*.5;D=+n[r+8>>2];C=(+n[r+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;g:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break g;case 2:break;default:{y=495;break g}}s=f[(a+976|0)>>2]|0;y=494}else{s=c;y=494}while(0);if((y|0)==494){f[(a+976|0)>>2]=s|1073741824;y=495}if((y|0)==495){y=0;s=f[(a+988|0)>>2]|0;k=+n[s>>2];A=(+n[s+12>>2]-k)*.5;z=+n[s+4>>2];B=(+n[s+16>>2]-z)*.5;D=+n[s+8>>2];C=(+n[s+20>>2]-D)*.5;D=+n[v>>2]+((k+A)*+n[(a+800|0)>>2]+((z+B)*+n[t>>2]+(D+C)*+n[u>>2]));$hb(x+4|0,(A*A+(B*B+C*C))/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D),a+988|0,a+976|0)}break}else d=1;if(d)if(1){h:do if(!(c&1073741824)){z=+n[e>>2];B=+n[e+4>>2];D=+n[e+8>>2];A=+n[e+16>>2];C=+n[e+20>>2];k=(+n[e+12>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break h;case 2:break;default:{y=442;break h}}m=f[(a+976|0)>>2]|0;y=441}else{m=c;y=441}while(0);if((y|0)==441){f[(a+976|0)>>2]=m|1073741824;y=442}if((y|0)==442){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}c=f[w>>2]|0;f[(a+988|0)>>2]=e+52|0;f[(a+976|0)>>2]=c;i:do if(!(c&1073741824)){z=+n[(e+52|0)>>2];B=+n[e+56>>2];D=+n[e+60>>2];A=+n[e+68>>2];C=+n[e+72>>2];k=(+n[e+64>>2]-z)*.5;p[(a+696|0)>>3]=k;p[((a+696|0)+8|0)>>3]=(A-B)*.5;p[((a+696|0)+16|0)>>3]=(C-D)*.5;p[(a+656|0)>>3]=k+z;p[((a+656|0)+8|0)>>3]=(A-B)*.5+B;p[((a+656|0)+16|0)>>3]=(C-D)*.5+D;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break i;case 2:break;default:{y=490;break i}}r=f[(a+976|0)>>2]|0;y=489}else{r=c;y=489}while(0);if((y|0)==489){f[(a+976|0)>>2]=r|1073741824;y=490}if((y|0)==490){y=0;$hb(x+4|0,0.0,a+988|0,a+976|0)}break}}while(0);c=f[h+24>>2]|0;l=f[h+28>>2]|0;if((c|0)!=(l|0)){if(g)j=c;else{g=c;while(1){c=f[g>>2]|0;do if(f[c+20>>2]|0){e=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[e+44>>2];p[((a+696|0)+8|0)>>3]=+n[e+48>>2];p[((a+696|0)+16|0)>>3]=+n[e+52>>2];p[(a+656|0)>>3]=+n[e+56>>2];p[((a+656|0)+8|0)>>3]=+n[e+60>>2];p[((a+656|0)+16|0)>>3]=+n[e+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;d=f[w>>2]|0}else c=2;f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;f[(a+656|0)>>2]=e;hib(x+4|0,0.0,a+656|0,a+696|0)}while(0);g=g+4|0;if((g|0)==(l|0)){f[a+7464>>2]=2;f[a+7468>>2]=10;break a}}}do{c=f[j>>2]|0;do if(f[c+20>>2]|0){i=WFa(c)|0;d=f[w>>2]|0;if(!(d&1073741824)){p[(a+696|0)>>3]=+n[(i+44|0)>>2];p[((a+696|0)+8|0)>>3]=+n[(i+48|0)>>2];p[((a+696|0)+16|0)>>3]=+n[(i+52|0)>>2];p[(a+656|0)>>3]=+n[i+56>>2];p[((a+656|0)+8|0)>>3]=+n[i+60>>2];p[((a+656|0)+16|0)>>3]=+n[i+64>>2];c=Zhb(a,a+696|0,a+656|0)|0;if(!c)break;e=i+44|0;g=i+48|0;h=i+52|0;d=f[w>>2]|0}else{e=i+44|0;g=i+48|0;h=i+52|0;c=2}f[(a+696|0)>>2]=(c|0)==2?d|1073741824:d;D=+n[v>>2]+(+n[e>>2]*+n[(a+800|0)>>2]+(+n[g>>2]*+n[t>>2]+ +n[h>>2]*+n[u>>2]));D=+n[i+68>>2]/(D*D<9.999999747378752e-06?9.999999747378752e-06:D*D);f[(a+656|0)>>2]=i;hib(x+4|0,D,a+656|0,a+696|0)}while(0);j=j+4|0}while((j|0)!=(l|0))}}f[a+7400>>2]=y}function Cjb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0;la=f[a+1024>>2]|0;ta=f[a+1064>>2]|0;ua=f[a+1072>>2]|0;Z=f[a+3336>>2]|0;_=f[a+3344>>2]|0;ma=f[a+3368>>2]|0;na=f[a+3376>>2]|0;c=f[a+3656>>2]|0;pa=f[a+4016>>2]|0;U=f[a+4024>>2]|0;oa=f[a+4032>>2]|0;ea=f[a+4040>>2]|0;$=f[a+4048>>2]|0;da=+n[a+6200>>2];O=f[a+7400>>2]|0;a:{pa=(f[U+(pa*20|0)+8>>2]|0)-ea>>2;if(pa|0){P=0;Q=0;R=0;J=0;S=0;T=0;U=0;K=0.0;L=0.0;N=0;M=f[oa+36>>2]|0;e=0;I=f[oa+40>>2]|0;g=0;H=f[oa+44>>2]|0;G=0;while(1){E=f[ea+(N<<2)>>2]|0;f[(a+896|0)>>2]=0;f[(a+896|0)+4>>2]=0;f[(a+896|0)+8>>2]=0;F=f[E+108>>2]|0;D=c&768|f[(E+196|0)>>2]&14742403;dcb(a+696|0,f[la>>2]|0,D,$);D=(f[((a+696|0)+28|0)>>2]|D)&f[((a+696|0)+32|0)>>2];c=f[(a+696|0)>>2]|0;if(!c){c=f[(E+12|0)>>2]|0;if(!c){fKa(E,0);c=f[(E+12|0)>>2]|0}}f[(a+896|0)>>2]=c;d=f[((a+696|0)+4|0)>>2]|0;if(!d){d=f[(E+20|0)>>2]|0;if(!d){fKa(E,1);d=f[(E+20|0)>>2]|0}}f[((a+896|0)+4|0)>>2]=d;i=f[((a+696|0)+8|0)>>2]|0;if(!i){i=f[(E+28|0)>>2]|0;if(!i){fKa(E,2);i=f[(E+28|0)>>2]|0}}f[((a+896|0)+8|0)>>2]=i;if(!(b[((a+696|0)+24|0)>>0]|0)){j=f[E+180>>2]|0;f[(a+908|0)>>2]=j;k=f[E+184>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=E+188|0}else{j=f[((a+696|0)+12|0)>>2]|0;f[(a+908|0)>>2]=j;k=f[((a+696|0)+16|0)>>2]|0;f[((a+908|0)+4|0)>>2]=k;l=(a+696|0)+20|0}A=(f[s>>2]=j,+n[s>>2]);z=(f[s>>2]=k,+n[s>>2]);m=f[l>>2]|0;f[((a+908|0)+8|0)>>2]=m;B=b[((a+696|0)+25|0)>>0]|0;C=b[((a+696|0)+26|0)>>0]|0;l=f[(E+196|0)>>2]|0;o=(f[s>>2]=m,+n[s>>2]);if(!(l&8388608)){n[(a+920|0)>>2]=-1.0;n[((a+920|0)+4|0)>>2]=-1.0;n[((a+920|0)+8|0)>>2]=-1.0;n[((a+920|0)+12|0)>>2]=-1.0;n[((a+920|0)+16|0)>>2]=-1.0;n[((a+920|0)+20|0)>>2]=-1.0;p=-1.0;q=-1.0;r=-1.0;t=-1.0;u=-1.0;v=-1.0;w=-1.0;x=-1.0;y=-1.0}else{m=f[(E+104|0)>>2]|0;p=+n[m+328>>2];q=+n[m+332>>2];r=+n[m+336>>2];n[(a+920|0)>>2]=p;n[((a+920|0)+4|0)>>2]=q;n[((a+920|0)+8|0)>>2]=r;m=f[(E+104|0)>>2]|0;t=+n[m+340>>2];u=+n[m+344>>2];v=+n[m+348>>2];n[((a+920|0)+12|0)>>2]=t;n[((a+920|0)+16|0)>>2]=u;n[((a+920|0)+20|0)>>2]=v;m=f[(E+104|0)>>2]|0;w=+n[m+352>>2];x=+n[m+356>>2];y=+n[m+360>>2]}n[((a+920|0)+24|0)>>2]=w;n[((a+920|0)+28|0)>>2]=x;n[((a+920|0)+32|0)>>2]=y;j=f[(E+200|0)>>2]|0;k=h[(E+200|0)+4>>0]|0;b:do if(0==0&(k&3|0)==1&(l&4|0)==0){wa=ZPb(j|0,k&255|0,3)|0;va=ZPb(j|0,k&255|0,6)|0;m=ZPb(j|0,k&255|0,9)|0;if((0?1:((wa|j|va|m)&7|0)!=0)|(l&268435456|0)!=0){jib(la,E,a+960|0,a+1e3|0,a,a+800|0,a+816|0,+n[Z>>2]>da);j=0;break}do if(l&134217728|0){wa=f[(E+104|0)>>2]|0;if(!(+n[(a+816|0)>>2]*+n[wa+312>>2]+(+n[((a+816|0)+4|0)>>2]*+n[wa+316>>2]+ +n[((a+816|0)+8|0)>>2]*+n[wa+320>>2])<+n[wa+324>>2]))break;if(b[(la+832|0)>>0]&16){j=0;break b}f[(E+196|0)>>2]=l&-1793;j=0;break b}while(0);j=b[E+192>>0]|0;j=j&7&((j&255)>>>3&7|b[(a+1e3|0)>>0]);if(b[(la+832|0)>>0]&16)break;f[(E+196|0)>>2]=l&-1793}else j=0;while(0);k=f[(la+312|0)>>2]|0;m=f[(la+316|0)>>2]|0;do if((k|0)==(m|0))Y=la+324|0;else{wa=f[(E+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(E+116|0)>>2];f[(a+696|0)+4>>2]=wa;while(1){l=k+524|0;if(kib(k,a+696|0)|0){O=364;break}if((l|0)==(m|0)){O=362;break}else k=l}if((O|0)==362){O=0;Y=la+324|0;break}else if((O|0)==364){O=0;Y=k+20|0;break}}while(0);if(f[(E+196|0)>>2]&1048576|0)ncb(Y,f[la>>2]|0,E,j,f[_>>2]&1792,f[(la+828|0)>>2]|0,ta,ua);c:do if((D|0)==(Q|0)&(N|0?j<<24>>24==S<<24>>24:0)){if(!(Q&8388608)){if((c|0)==(f[(a+976|0)>>2]|0)&(((+n[(a+988|0)>>2]!=A?1:+n[((a+988|0)+4|0)>>2]!=z)|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371}else if((c|0)==(f[(a+976|0)>>2]|0)&((y!=+n[((a+656|0)+32|0)>>2]|t==+n[((a+656|0)+12|0)>>2]&(((q!=+n[((a+656|0)+4|0)>>2]?1:p!=+n[(a+656|0)>>2])|r!=+n[((a+656|0)+8|0)>>2])^1)&u==+n[((a+656|0)+16|0)>>2]&v==+n[((a+656|0)+20|0)>>2]&w==+n[((a+656|0)+24|0)>>2]&x==+n[((a+656|0)+28|0)>>2]^1|+n[(a+988|0)>>2]!=A|+n[((a+988|0)+4|0)>>2]!=z|+n[((a+988|0)+8|0)>>2]!=o)^1)&(d|0)==(f[((a+976|0)+4|0)>>2]|0))O=371;do if((O|0)==371){O=0;if(!((F|0)==(J|0)&((Y|0)==(R|0)?(i|0)==(f[((a+976|0)+8|0)>>2]|0):0)))break;if((B&255|0)!=(T&1|0))break;if((C&255|0)!=(U&1|0))break;if(!(Q&1)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}if(+n[E+144>>2]!=K)break;if(!(+n[E+148>>2]!=L)){fa=P;ga=Q;ha=R;V=J;ia=S;ja=T;ka=U;W=K;X=L;aa=e;ba=g;ca=G;qa=M;ra=I;sa=H;break c}}while(0);if(!(Q&768))O=383;else O=379}else if((Q&768|0)==0|(N|0)==0)O=383;else O=379;while(0);if((O|0)==379){c=f[la>>2]|0;d=ea+(P<<2)|0;wa=N-P|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=P;f[((a+696|0)+24|0)>>2]=Q;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=d;else f[((a+696|0)+4|0)>>2]=f[d>>2];kcb(R,c,a+696|0,S,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],M,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],I,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],H,G,T,U,f[(la+828|0)>>2]|0,ta,ua);O=383}if((O|0)==383){O=0;f[(a+988|0)>>2]=f[(a+908|0)>>2];f[(a+988|0)+4>>2]=f[(a+908|0)+4>>2];f[(a+988|0)+8>>2]=f[(a+908|0)+8>>2];f[(a+976|0)>>2]=f[(a+896|0)>>2];f[(a+976|0)+4>>2]=f[(a+896|0)+4>>2];f[(a+976|0)+8>>2]=f[(a+896|0)+8>>2];f[(a+656|0)>>2]=f[(a+920|0)>>2];f[(a+656|0)+4>>2]=f[(a+920|0)+4>>2];f[(a+656|0)+8>>2]=f[(a+920|0)+8>>2];f[ma>>2]=f[((a+920|0)+12|0)>>2];f[ma+4>>2]=f[((a+920|0)+12|0)+4>>2];f[ma+8>>2]=f[((a+920|0)+12|0)+8>>2];f[na>>2]=f[((a+920|0)+24|0)>>2];f[na+4>>2]=f[((a+920|0)+24|0)+4>>2];f[na+8>>2]=f[((a+920|0)+24|0)+8>>2];fa=N;ga=D;ha=Y;V=F;ia=j;ja=B<<24>>24!=0;ka=C<<24>>24!=0;W=+n[E+144>>2];X=+n[E+148>>2];aa=0;ba=0;ca=0;qa=M+e|0;ra=I+g|0;sa=H+G|0}i=f[(oa+56|0)>>2]|0;e=aa+(f[i+(N*12|0)>>2]|0)|0;g=ba+(f[i+(N*12|0)+4>>2]|0)|0;i=ca+(f[i+(N*12|0)+8>>2]|0)|0;c=N+1|0;if((c|0)==(pa|0))break;P=fa;Q=ga;R=ha;J=V;S=ia;T=ja;U=ka;K=W;L=X;N=c;c=f[_>>2]|0;M=qa;I=ra;H=sa;G=i}if(ga&768|0){d=f[la>>2]|0;c=ea+(fa<<2)|0;wa=pa-fa|0;f[(a+696|0)>>2]=oa;f[((a+696|0)+8|0)>>2]=0;f[((a+696|0)+12|0)>>2]=0;f[((a+696|0)+16|0)>>2]=wa;f[((a+696|0)+20|0)>>2]=fa;f[((a+696|0)+24|0)>>2]=ga;n[((a+696|0)+40|0)>>2]=1.0;if(wa>>>0>1)f[((a+696|0)+4|0)>>2]=c;else f[((a+696|0)+4|0)>>2]=f[c>>2];kcb(ha,d,a+696|0,ia,f[(a+976|0)>>2]|0,a+656|0,+n[(a+988|0)>>2],qa,e,f[((a+976|0)+4|0)>>2]|0,ma,+n[((a+988|0)+4|0)>>2],ra,g,f[((a+976|0)+8|0)>>2]|0,na,+n[((a+988|0)+8|0)>>2],sa,i,ja,ka,f[(la+828|0)>>2]|0,ta,ua)}}f[a+7472>>2]=1;break a}f[a+7400>>2]=O}function Djb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;U=f[a+1024>>2]|0;J=f[a+1040>>2]|0;K=f[a+1048>>2]|0;g=f[a+1056>>2]|0;N=f[a+1064>>2]|0;O=f[a+1072>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;t=f[a+3336>>2]|0;T=f[a+3344>>2]|0;q=f[a+3352>>2]|0;u=f[a+3368>>2]|0;v=f[a+3376>>2]|0;o=f[a+3400>>2]|0;i=f[a+3408>>2]|0;z=f[a+4680>>2]|0;P=f[a+4992>>2]|0;Q=f[a+5056>>2]|0;R=f[a+5064>>2]|0;L=f[a+6112>>2]|0;M=f[a+6120>>2]|0;w=+n[a+6200>>2];S=f[a+7400>>2]|0;a:{b:do{k=1;if(k){k=0;if(i){c=f[(U+324|0)>>2]|0;d=f[(U+312|0)>>2]|0;e=f[(U+316|0)>>2]|0;if((d|0)!=(e|0))do{c=(f[d+20>>2]|0)+c|0;d=d+524|0}while((d|0)!=(e|0));if(c>>>0>=g>>>0){f[a+7480>>2]=2;f[a+7484>>2]=7;break a}f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;j=1;if(j){j=0;if(i){if(!(f[(U+4|0)>>2]|0)){d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0;if((d|0)==(c|0)){c=f[m>>2]|0;d=f[(U+296|0)>>2]|0;e=f[l>>2]|0;if(((c-d|0)/12|0|0)==(e|0)){S=460;f[a+7480>>2]=2;f[a+7484>>2]=7;break a}g=b[(U+832|0)>>0]&16?768:0;i=f[d+(e*12|0)>>2]|0;f[(a+960|0)>>2]=i;n[t>>2]=0.0;f[T>>2]=g;f[q>>2]=-1;j=f[d+(e*12|0)+4>>2]|0;k=f[d+(e*12|0)+8>>2]|0;f[l>>2]=e+1|0;if((e+1|0)>>>0>=((c-d|0)/12|0)>>>0){if((c|0)!=(d|0))f[m>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[l>>2]=0}if(bib(i,g,a+1e3|0,a,a+816|0)|0){m=(f[(a+960|0)>>2]|0)+200|0;if((f[m>>2]&-268435456|0)==0&0==0){r=j;s=k;S=292;break}}if(b[(U+832|0)>>0]&16)break;m=(f[(a+960|0)>>2]|0)+196|0;f[m>>2]=f[m>>2]&-1793;break}}else{d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){cib(a+696|0,U+4|0);f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];c:do if(f[(U+4|0)>>2]|0)do{S=(dib(U+4|0)|0)+4|0;if(!(+n[S>>2]==+n[t>>2]))break c;cib(a+696|0,U+4|0);c=f[(U+276|0)>>2]|0;if(c>>>0<(f[(U+280|0)>>2]|0)>>>0){f[c>>2]=f[(a+696|0)>>2];f[c+4>>2]=f[(a+696|0)+4>>2];f[c+8>>2]=f[(a+696|0)+8>>2];f[c+12>>2]=f[(a+696|0)+12>>2];f[(U+276|0)>>2]=(f[(U+276|0)>>2]|0)+16}else eib(U+272|0,a+696|0)}while((f[(U+4|0)>>2]|0)!=0);while(0);c=f[(U+276|0)>>2]|0;if((f[(U+272|0)>>2]|0)==(c|0)){r=0;s=0;S=292;break}if((c|0)==(f[(U+280|0)>>2]|0)){fib(U+272|0,a+960|0);c=f[(U+276|0)>>2]|0}else{f[c>>2]=f[(a+960|0)>>2];f[c+4>>2]=f[(a+960|0)+4>>2];f[c+8>>2]=f[(a+960|0)+8>>2];f[c+12>>2]=f[(a+960|0)+12>>2];c=(f[(U+276|0)>>2]|0)+16|0;f[(U+276|0)>>2]=c}gib(f[(U+272|0)>>2]|0,c,a+696|0);d=f[(U+272|0)>>2]|0;c=f[(U+276|0)>>2]|0}if((d|0)==(c|0)){r=0;s=0;S=292}else{c=c+-16|0;f[(a+696|0)>>2]=f[c>>2];f[(a+696|0)+4>>2]=f[c+4>>2];f[(a+696|0)+8>>2]=f[c+8>>2];f[(a+696|0)+12>>2]=f[c+12>>2];f[(U+276|0)>>2]=c;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];if((d|0)==(c|0)){r=0;s=0;S=292}else{g=f[(a+960|0)>>2]|0;while(1){e=c;c=c+-16|0;if((f[c>>2]|0)!=(g|0)){r=0;s=0;S=292;break b}if((f[e+-4>>2]|0)!=(f[q>>2]|0)){r=0;s=0;S=292;break b}f[T>>2]=f[T>>2]|f[e+-8>>2];f[(U+276|0)>>2]=c;if((d|0)==(c|0)){r=0;s=0;S=292;break}}}}}else j=1}if(j)if(1)S=261}else k=1}if(k)if(1){f[(a+960|0)>>2]=0;n[t>>2]=0.0;f[T>>2]=0;f[q>>2]=-1;S=261}}while(0);if((S|0)==261){f[(a+696|0)>>2]=f[(o+-16|0)>>2];f[(a+696|0)+4>>2]=f[(o+-16|0)+4>>2];f[(a+696|0)+8>>2]=f[(o+-16|0)+8>>2];f[(a+696|0)+12>>2]=f[(o+-16|0)+12>>2];f[(U+288|0)>>2]=o+-16|0;f[(a+960|0)>>2]=f[(a+696|0)>>2];f[(a+960|0)+4>>2]=f[(a+696|0)+4>>2];f[(a+960|0)+8>>2]=f[(a+696|0)+8>>2];f[(a+960|0)+12>>2]=f[(a+696|0)+12>>2];r=0;s=0;S=292}d:do if((S|0)==292){S=0;d=f[T>>2]|0;if(d&134217728|0){k=+n[t>>2]>w;j=f[(a+960|0)>>2]|0;c=f[j+12>>2]|0;j=f[j+16>>2]|0;e:do if((c|0)!=(j|0)){if(!k)while(1){if(!(d&1073741824)){p[(a+696|0)>>3]=+n[c+44>>2];p[((a+696|0)+8|0)>>3]=+n[c+48>>2];p[((a+696|0)+16|0)>>3]=+n[c+52>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];d=Zhb(a,a+696|0,a+656|0)|0;if(d|0){x=d;y=f[T>>2]|0;S=320}}else{x=2;y=d;S=320}if((S|0)==320){S=0;f[(a+696|0)>>2]=(x|0)==2?y|1073741824:y;f[(a+656|0)>>2]=c;hib(U+4|0,0.0,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}while(1){if(!(d&1073741824)){d=c+44|0;p[(a+696|0)>>3]=+n[d>>2];e=c+48|0;p[((a+696|0)+8|0)>>3]=+n[e>>2];g=c+52|0;p[((a+696|0)+16|0)>>3]=+n[g>>2];p[(a+656|0)>>3]=+n[c+56>>2];p[((a+656|0)+8|0)>>3]=+n[c+60>>2];p[((a+656|0)+16|0)>>3]=+n[c+64>>2];i=Zhb(a,a+696|0,a+656|0)|0;if(i|0){A=d;B=e;C=g;E=i;F=f[T>>2]|0;S=299}}else{A=c+44|0;B=c+48|0;C=c+52|0;E=2;F=d;S=299}if((S|0)==299){S=0;f[(a+696|0)>>2]=(E|0)==2?F|1073741824:F;w=+n[R>>2]+(+n[A>>2]*+n[(a+800|0)>>2]+(+n[B>>2]*+n[P>>2]+ +n[C>>2]*+n[Q>>2]));w=+n[c+68>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w);f[(a+656|0)>>2]=c;hib(U+4|0,w,a+656|0,a+696|0)}c=c+72|0;if((c|0)==(j|0))break e;d=f[T>>2]|0}}while(0);f[(a+696|0)>>2]=1;d=f[(a+960|0)>>2]|0;i=(f[d+28>>2]|0)-(f[d+24>>2]|0)|0;f:do if((i|0)>20){if(k)c=1;else{c=1;while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,0)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else iib(U+4|0,0.0,a+960|0,a+696|0,T);c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(1){d=f[d+24>>2]|0;if(!(f[d+(c*20|0)>>2]|0)){e=f[d+(c*20|0)+4>>2]|0;g=f[d+(c*20|0)+8>>2]|0;if((e|0)!=(g|0)){c=e;do{d=f[c>>2]|0;do if(0==0?(h[d+200+4>>0]&3|0)==1:0){if(f[d+196>>2]&4|0)break;jib(U,d,a+960|0,a+1e3|0,a,a+800|0,a+816|0,1)}while(0);c=c+4|0}while((c|0)!=(g|0))}}else{d=f[(f[d+(c*20|0)+4>>2]|0)+(f[d+(c*20|0)+16>>2]<<2)>>2]|0;c=f[(d+200|0)>>2]|0;if(!((c&33554432|0)==0&0==0)){LJa(d);c=f[(d+200|0)>>2]|0}if(!((c&16777216|0)==0&0==0))MJa(d);w=+n[R>>2]+(+n[d+168>>2]*+n[(a+800|0)>>2]+(+n[d+172>>2]*+n[P>>2]+ +n[d+176>>2]*+n[Q>>2]));iib(U+4|0,+n[d+152>>2]/(w*w<9.999999747378752e-06?9.999999747378752e-06:w*w),a+960|0,a+696|0,T)}c=(f[(a+696|0)>>2]|0)+1|0;f[(a+696|0)>>2]=c;if((c|0)>=((i|0)/20|0|0))break f;d=f[(a+960|0)>>2]|0}}while(0);break}c=f[q>>2]|0;if((c|0)>-1){B=f[(f[(a+960|0)>>2]|0)+24>>2]|0;C=f[B+(c*20|0)>>2]|0;E=f[B+(c*20|0)+4>>2]|0;F=(f[C+52>>2]&32768|0)!=0;f[a+1024>>2]=U;f[a+1064>>2]=N;f[a+1072>>2]=O;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3368>>2]=u;f[a+3376>>2]=v;f[a+3656>>2]=d;f[a+4016>>2]=c;f[a+4024>>2]=B;f[a+4032>>2]=C;f[a+4040>>2]=E;f[a+4048>>2]=F;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7472>>2]=0;f[a+7476>>2]=0;Cjb(a);S=f[a+7400>>2]|0;G=f[a+7472>>2]|0;D=f[a+7476>>2]|0;H=+n[a+7476>>2];f[a+7472>>2]=0;f[a+7476>>2]=0;if((G|0)==1)break}if(!(d&939524096)){c=f[(a+960|0)>>2]|0;i=f[(c+196|0)>>2]|0;if(!(b[(U+832|0)>>0]&16))f[(c+196|0)>>2]=i&-1793;e=f[(U+312|0)>>2]|0;g=f[(U+316|0)>>2]|0;do if((e|0)==(g|0))I=U+324|0;else{T=f[(c+116|0)+4>>2]|0;f[(a+696|0)>>2]=f[(c+116|0)>>2];f[(a+696|0)+4>>2]=T;while(1){c=e+524|0;if(kib(e,a+696|0)|0){S=399;break}if((c|0)==(g|0)){S=397;break}else e=c}if((S|0)==397){S=0;I=U+324|0;break}else if((S|0)==399){S=0;I=e+20|0;break}}while(0);if(!((i|d)&1792))break;c=f[(a+960|0)>>2]|0;if(f[c+196>>2]&1048576|0)ncb(I,f[U>>2]|0,c,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);if(!((i|d)&768))break;do if(z&(s|0)==0){c=f[(a+960|0)>>2]|0;Q=f[(c+200|0)>>2]|0;T=h[(c+200|0)+4>>0]|0;P=ZPb(Q|0,T&255|0,3)|0;R=ZPb(Q|0,T&255|0,6)|0;T=ZPb(Q|0,T&255|0,9)|0;if(!(0==0?((P|Q|R|T)&7|0)==0:0))break;if(f[c+196>>2]&268435456|0)break;T=f[(f[c+4>>2]|0)+44>>2]|0;if((f[T+116>>2]|0)-(f[T+112>>2]|0)>>2>>>0<=2)break;e=f[c+96>>2]|0;c=b[(e+120|0)>>0]|0;if(c&16){CIa(e);c=b[(e+120|0)>>0]|0}if(c&2)break;ocb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break d}while(0);eLa(f[(a+960|0)>>2]|0,K,J,L,M);lcb(I,f[U>>2]|0,f[(a+960|0)>>2]|0,r,s,b[(a+1e3|0)>>0]|0,(i|d)&1792,f[(U+828|0)>>2]|0,N,O);break}f[a+1024>>2]=U;f[a+3336>>2]=t;f[a+3344>>2]=T;f[a+3656>>2]=d;f[a+4992>>2]=P;f[a+5056>>2]=Q;f[a+5064>>2]=R;n[a+6200>>2]=w;f[a+7400>>2]=S;f[a+7464>>2]=0;f[a+7468>>2]=0;Bjb(a);S=f[a+7400>>2]|0;G=f[a+7464>>2]|0;D=f[a+7468>>2]|0;H=+n[a+7468>>2];f[a+7464>>2]=0;f[a+7468>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 10:break d}}while(0)}f[a+7400>>2]=S}function Ejb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0.0,x=0.0,y=0.0;u=f[a+1024>>2]|0;o=f[a+1032>>2]|0;l=f[a+1608>>2]|0;m=f[a+1680>>2]|0;r=f[a+4992>>2]|0;s=f[a+5056>>2]|0;t=f[a+5064>>2]|0;q=f[a+6104>>2]|0;k=f[a+7400>>2]|0;v=f[a+7408>>2]|0;c=f[a+7416>>2]|0;if(v){v=0;switch(c|0){default:{c=f[u+272>>2]|0;d=f[(u+276|0)>>2]|0;if((d|0)!=(c|0))f[(u+276|0)>>2]=d+(~((d+-16-c|0)>>>4)<<4);Vhb(u+4|0);c=f[u+808>>2]|0;d=f[(u+812|0)>>2]|0;if((d|0)!=(c|0))f[(u+812|0)>>2]=d+(~(((d+-60-c|0)>>>0)/60|0)*60|0);f[u+820>>2]=0;c=f[(u+312|0)>>2]|0;k=f[(u+316|0)>>2]|0;if((c|0)==(k|0))k=183;else{do{d=f[c+504>>2]|0;e=c+508|0;j=f[e>>2]|0;if((j|0)!=(d|0))f[e>>2]=j+(~(((j+-60-d|0)>>>0)/60|0)*60|0);f[c+516>>2]=0;c=c+524|0}while((c|0)!=(k|0));k=183}}}}if((k|0)==183){c=f[u+296>>2]|0;d=f[(u+300|0)>>2]|0;if((d|0)!=(c|0))f[(u+300|0)>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);f[(u+308|0)>>2]=0;f[(a+792|0)>>2]=0;if((o&255)<2|(b[(u+832|0)>>0]&16)!=0)f[(a+792|0)>>2]=768;else if(o<<24>>24==2)f[(a+792|0)>>2]=512;f[(a+776|0)>>2]=a+792|0;f[((a+776|0)+4|0)>>2]=a+1e3|0;f[((a+776|0)+8|0)>>2]=a;f[((a+776|0)+12|0)>>2]=a+816|0;f[(a+760|0)>>2]=a+792|0;f[((a+760|0)+4|0)>>2]=a+1e3|0;f[((a+760|0)+8|0)>>2]=a;f[((a+760|0)+12|0)>>2]=a+816|0;rSa(q);a:{d=1;if(d){d=0;if(tSa(q)|0){c=(IRa(q)|0)+8|0;c=f[c>>2]|0;if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;f[(a+696|0)>>2]=e;if((f[(e+200|0)>>2]&-268435456|0)==0&0==0){q=Whb(e,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0;e=b[(u+832|0)>>0]|0;c:do if(q){j=f[(a+696|0)>>2]|0;do if(!(e&8)){if(!(f[j+196>>2]&4))break;e=f[(u+288|0)>>2]|0;if(e>>>0<(f[(u+292|0)>>2]|0)>>>0){o=f[(a+796|0)>>2]|0;q=f[(a+792|0)>>2]|0;f[e>>2]=j;f[e+4>>2]=o;f[e+8>>2]=q&-939524097;f[e+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break c}else{Xhb(u+284|0,a+796|0,a+696|0,a+792|0);break c}}while(0);e=f[(j+200|0)>>2]|0;if(!((e&33554432|0)==0&0==0)){LJa(j);e=f[(j+200|0)>>2]|0}g=+n[j+168>>2]+ +n[j+156>>2];h=+n[j+172>>2]+ +n[j+160>>2];i=+n[j+176>>2]+ +n[j+164>>2];if(!((e&16777216|0)==0&0==0))MJa(j);i=+n[t>>2]+(g*+n[(a+800|0)>>2]+(h*+n[r>>2]+i*+n[s>>2]));Yhb(u+4|0,+n[j+152>>2]/(i*i<9.999999747378752e-06?9.999999747378752e-06:i*i),a+696|0,a+792|0)}else if(!(e&16)){q=(f[(a+696|0)>>2]|0)+196|0;f[q>>2]=f[q>>2]&-1793}while(0)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}}else d=1}if(d)if(1){c=gSa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=aDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];bDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;d:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;x=+n[o>>2];g=+n[o+4>>2];i=+n[o+8>>2];w=+n[o+16>>2];h=+n[o+20>>2];y=(+n[o+12>>2]-x)*.5;p[(a+696|0)>>3]=y;p[((a+696|0)+8|0)>>3]=(w-g)*.5;p[((a+696|0)+16|0)>>3]=(h-i)*.5;p[(a+656|0)>>3]=y+x;p[((a+656|0)+8|0)>>3]=(w-g)*.5+g;p[((a+656|0)+16|0)>>3]=(h-i)*.5+i;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=227;break}default:k=227}if((k|0)==227){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));_hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break d}while(0);c=FQa(q)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(a+976|0)>>2]=f[c>>2];f[(a+960|0)>>2]=f[(c+4|0)>>2];f[(a+988|0)>>2]=f[(a+976|0)>>2];f[(a+656|0)>>2]=f[(a+960|0)>>2];b[(a+696|0)>>0]=b[(a+920|0)>>0]|0;d=cDa(a+988|0,a+656|0,a+696|0)|0;f[(a+908|0)>>2]=d;f[(a+896|0)>>2]=f[(c+4|0)>>2];f[(a+656|0)>>2]=f[(a+908|0)>>2];f[(a+696|0)>>2]=f[(a+896|0)>>2];dDa(c,a+656|0,a+696|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;e:do if((c|0)!=(d|0))while(1){o=f[c>>2]|0;m=f[(a+792|0)>>2]|0;f[(a+988|0)>>2]=o;f[(a+976|0)>>2]=m;h=+n[o>>2];w=+n[o+4>>2];y=+n[o+8>>2];i=+n[o+16>>2];x=+n[o+20>>2];g=(+n[o+12>>2]-h)*.5;p[(a+696|0)>>3]=g;p[((a+696|0)+8|0)>>3]=(i-w)*.5;p[((a+696|0)+16|0)>>3]=(x-y)*.5;p[(a+656|0)>>3]=g+h;p[((a+656|0)+8|0)>>3]=(i-w)*.5+w;p[((a+656|0)+16|0)>>3]=(x-y)*.5+y;switch(Zhb(a,a+656|0,a+696|0)|0){case 0:break;case 2:{f[(a+976|0)>>2]=f[(a+976|0)>>2]|1073741824;k=232;break}default:k=232}if((k|0)==232){k=0;o=f[(a+988|0)>>2]|0;g=+n[o>>2];i=(+n[o+12>>2]-g)*.5;h=+n[o+4>>2];w=(+n[o+16>>2]-h)*.5;y=+n[o+8>>2];x=(+n[o+20>>2]-y)*.5;y=+n[t>>2]+((g+i)*+n[(a+800|0)>>2]+((h+w)*+n[r>>2]+(y+x)*+n[s>>2]));$hb(u+4|0,(i*i+(w*w+x*x))/(y*y<9.999999747378752e-06?9.999999747378752e-06:y*y),a+988|0,a+976|0)}c=c+4|0;if((c|0)==(d|0))break e}while(0);f[(a+696|0)>>2]=u;f[(a+696|0)+4>>2]=a+760|0;f[(a+696|0)+8>>2]=a+800|0;f[(a+696|0)+12>>2]=a+792|0;f[(a+696|0)+16>>2]=a+776|0;d=fSa(q)|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)!=(d|0))do{aib(a+696|0,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));t=(b[(u+832|0)>>0]&8)==0;c=(bSa(q)|0)+8|0;c=f[c>>2]|0;if(t){if(c)do{d=f[c+8>>2]|0;f[(a+656|0)>>2]=d;do if((f[(d+200|0)>>2]&-268435456|0)==0&0==0){if(!(f[d+196>>2]&2048)){if(!(bib(d,f[f[(a+776|0)>>2]>>2]|0,f[((a+776|0)+4|0)>>2]|0,f[((a+776|0)+8|0)>>2]|0,f[((a+776|0)+12|0)>>2]|0)|0))k=249}else if(!(Whb(d,f[f[(a+760|0)>>2]>>2]|0,f[((a+760|0)+4|0)>>2]|0,f[((a+760|0)+8|0)>>2]|0,f[((a+760|0)+12|0)>>2]|0)|0))k=249;if((k|0)==249){k=0;if(b[(u+832|0)>>0]&16)break;t=(f[(a+656|0)>>2]|0)+196|0;f[t>>2]=f[t>>2]&-1793;break}d=f[(u+288|0)>>2]|0;if(d>>>0<(f[(u+292|0)>>2]|0)>>>0){s=f[(a+796|0)>>2]|0;t=f[(a+792|0)>>2]|0;f[d>>2]=f[(a+656|0)>>2];f[d+4>>2]=s;f[d+8>>2]=t&-939524097;f[d+12>>2]=-1;f[(u+288|0)>>2]=(f[(u+288|0)>>2]|0)+16;break}else{Xhb(u+284|0,a+796|0,a+656|0,a+792|0);break}}while(0);c=f[c>>2]|0}while((c|0)!=0)}else if(c)do{d=f[c+8>>2]|0;if((f[(d+200|0)>>2]&-268435456|0)==0&0==0)aib(a+696|0,d);c=f[c>>2]|0}while((c|0)!=0)}}l=u+308|0;m=u+300|0}q=(a+960|0)+4|0;r=(a+960|0)+8|0;s=(a+960|0)+12|0;t=(a+656|0)+12|0;u=(a+656|0)+24|0;f[a+1608>>2]=l;f[a+1680>>2]=m;f[a+3336>>2]=q;f[a+3344>>2]=r;f[a+3352>>2]=s;f[a+3368>>2]=t;f[a+3376>>2]=u;f[a+7400>>2]=k;f[a+7408>>2]=v}function Fjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;V=f[a+1024>>2]|0;R=f[a+7400>>2]|0;W=f[a+7408>>2]|0;G=f[a+7416>>2]|0;if(W){W=0;switch(G|0){case 3:{if(f[(V+4|0)>>2]|0){u=f[(V+24|0)>>2]|0;v=f[(V+20|0)>>2]|0;w=f[(V+12|0)>>2]|0;a:do if((v+(w<<4)|0|0)==(u|0)){q=v+(w<<4)|0;R=19}else{i=v+(w<<4)|0;while(1){if(!(f[i+8>>2]&1792)){q=i;R=19;break a}i=i+16|0;if((i|0)==(u|0)){m=u;p=v;r=u;t=u;break}}}while(0);if((R|0)==19){m=q;if((q|0)==(u|0)){p=v;r=u;t=u}else{i=m;b:while(1){do{p=i;i=p+16|0;if((p+16|0|0)==(u|0))break b}while(!(f[p+24>>2]&1792|0));t=m;f[t>>2]=f[(p+16|0)>>2];f[t+4>>2]=f[(p+16|0)+4>>2];f[t+8>>2]=f[(p+16|0)+8>>2];f[t+12>>2]=f[(p+16|0)+12>>2];m=m+16|0}t=f[(V+24|0)>>2]|0;p=f[(V+20|0)>>2]|0;r=t}}s=p+(m-p>>4<<4)|0;if((r|0)==(m|0))m=t;else{i=s+(r-m>>4<<4)|0;q=t-i|0;if(!(q>>4)){m=t;i=t}else{cQb(s|0,i|0,q|0)|0;i=f[(V+24|0)>>2]|0;m=i}p=i+(~((i+-16-(s+(q>>4<<4)|0)|0)>>>4)<<4)|0;if((i|0)!=(s+(q>>4<<4)|0|0)){f[(V+24|0)>>2]=p;m=p}}q=f[(V+20|0)>>2]|0;i=f[(V+12|0)>>2]|0;if(!i)i=m;else{r=m-(q+(i<<4)|0)|0;if(!(r>>4))i=m;else{cQb(q|0,q+(i<<4)|0|0,r|0)|0;m=f[(V+24|0)>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[(V+24|0)>>2]=p;i=p}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=w-(u-v>>4)+(f[(V+4|0)>>2]|0)+(i-(f[(V+20|0)>>2]|0)>>4);i=f[(V+8|0)>>2]|0;if(i>>>0>1){w=1;do{t=V+16+(w<<4)+4|0;s=V+16+(w<<4)+8|0;u=f[s>>2]|0;v=f[t>>2]|0;c:do if((u|0)==(v|0)){A=v;R=40}else{i=v;while(1){if(!(f[i+8>>2]&1792)){A=i;R=40;break c}i=i+16|0;if((i|0)==(u|0)){o=u;x=v;y=u;z=u;break}}}while(0);if((R|0)==40){R=0;i=A;if((A|0)==(u|0)){o=i;x=v;y=u;z=u}else{m=i;o=i;d:while(1){i=m;do{m=i;i=m+16|0;if((m+16|0|0)==(u|0))break d}while(!(f[m+24>>2]&1792|0));z=o;f[z>>2]=f[(m+16|0)>>2];f[z+4>>2]=f[(m+16|0)+4>>2];f[z+8>>2]=f[(m+16|0)+8>>2];f[z+12>>2]=f[(m+16|0)+12>>2];m=i;o=o+16|0}z=f[s>>2]|0;x=f[t>>2]|0;y=z}}q=x+(o-x>>4<<4)|0;if((y|0)==(o|0))i=z;else{i=q+(y-o>>4<<4)|0;r=z-i|0;if(!(r>>4)){i=z;m=z}else{cQb(q|0,i|0,r|0)|0;m=f[s>>2]|0;i=m}p=m+(~((m+-16-(q+(r>>4<<4)|0)|0)>>>4)<<4)|0;if((m|0)!=(q+(r>>4<<4)|0|0)){f[s>>2]=p;i=p}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(u-v>>4)+(i-(f[t>>2]|0)>>4);w=w+1|0;i=f[(V+8|0)>>2]|0}while(w>>>0<i>>>0)}if(i|0){s=V+16+(i<<4)+4|0;m=f[s>>2]|0;r=V+16+(i<<4)+8|0;o=f[r>>2]|0;if((m|0)!=(o|0)){while(1){if(!(f[m+8>>2]&1792)){R=55;break}i=m+16|0;if((i|0)==(o|0)){k=o;B=o;C=o;break}else m=i}if((R|0)==55){k=m;if((m|0)==(o|0)){B=o;C=o}else{i=k;e:while(1){do{m=i;i=m+16|0;if((m+16|0|0)==(o|0))break e}while(!(f[m+24>>2]&1792|0));C=k;f[C>>2]=f[(m+16|0)>>2];f[C+4>>2]=f[(m+16|0)+4>>2];f[C+8>>2]=f[(m+16|0)+8>>2];f[C+12>>2]=f[(m+16|0)+12>>2];k=k+16|0}C=f[r>>2]|0;B=C}}if((B|0)!=(k|0)){q=f[s>>2]|0;p=q+(k-q>>4<<4)|0;i=p+(B-k>>4<<4)|0;o=C-i|0;if(!(o>>4)){i=C;k=C}else{cQb(p|0,i|0,o|0)|0;k=f[r>>2]|0;i=k}m=k+(~((k+-16-(p+(o>>4<<4)|0)|0)>>>4)<<4)|0;if((k|0)!=(p+(o>>4<<4)|0|0)){f[r>>2]=m;i=m}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(C-q>>4)+(i-(f[s>>2]|0)>>4);u=f[s>>2]|0;t=i-u|0;if((t|0)>16)if((t|0)>=32){s=((t>>4)+-2|0)/2|0;while(1){m=u+(s<<4)|0;i=s<<4;do if((((t>>4)+-2|0)/2|0|0)>=(i>>4|0)){do if(((i>>3|1)+1|0|0)<(t>>4|0)){if(!(+n[u+((i>>3|1)<<4)+4>>2]<+n[((u+((i>>3|1)<<4)|0)+16|0)+4>>2])){k=i>>3|1;i=u+((i>>3|1)<<4)|0;break}k=(i>>3|1)+1|0;i=(u+((i>>3|1)<<4)|0)+16|0}else{k=i>>3|1;i=u+((i>>3|1)<<4)|0}while(0);l=+n[u+(s<<4)+4>>2];if(+n[i+4>>2]<l)break;p=f[m>>2]|0;r=u+(s<<4)+8|0;q=f[r>>2]|0;r=f[r+4>>2]|0;o=m;while(1){C=o;o=i;f[C>>2]=f[o>>2];f[C+4>>2]=f[o+4>>2];f[C+8>>2]=f[o+8>>2];f[C+12>>2]=f[o+12>>2];if((((t>>4)+-2|0)/2|0|0)<(k|0))break;m=k<<1|1;do if((m+1|0|0)<(t>>4|0)){if(!(+n[u+(m<<4)+4>>2]<+n[((u+(m<<4)|0)+16|0)+4>>2])){k=m;m=u+(m<<4)|0;break}k=m+1|0;m=(u+(m<<4)|0)+16|0}else{k=m;m=u+(m<<4)|0}while(0);if(+n[m+4>>2]<l)break;else i=m}C=i;f[i>>2]=p;n[C+4>>2]=l;f[(C+8|0)>>2]=q;f[(C+8|0)+4>>2]=r}while(0);if((s|0)>0)s=s+-1|0;else break}}}}}}k=f[(V+272|0)>>2]|0;m=f[(V+276|0)>>2]|0;f:do if((k|0)==(m|0)){E=k;R=84}else{i=k;while(1){if(!(f[i+8>>2]&1792)){E=i;R=84;break f}i=i+16|0;if((i|0)==(m|0)){j=m;D=k;F=m;c=m;break}}}while(0);if((R|0)==84){j=E;if((E|0)==(m|0)){D=k;F=m;c=m}else{c=j;g:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break g}while(!(f[i+24>>2]&1792|0));R=j;f[R>>2]=f[(i+16|0)>>2];f[R+4>>2]=f[(i+16|0)+4>>2];f[R+8>>2]=f[(i+16|0)+8>>2];f[R+12>>2]=f[(i+16|0)+12>>2];j=j+16|0}c=f[(V+276|0)>>2]|0;D=f[(V+272|0)>>2]|0;F=c}}k=D+(j-D>>4<<4)|0;if((F|0)==(j|0))R=183;else{i=k+(F-j>>4<<4)|0;j=c-i|0;if(j>>4){cQb(k|0,i|0,j|0)|0;c=f[(V+276|0)>>2]|0}if((c|0)==(k+(j>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}if(W){W=0;switch(G|0){case 2:{if(f[(V+4|0)>>2]|0){m=f[(V+24|0)>>2]|0;o=f[(V+20|0)>>2]|0;p=f[(V+12|0)>>2]|0;h:do if((o+(p<<4)|0|0)==(m|0)){I=o+(p<<4)|0;R=99}else{c=o+(p<<4)|0;while(1){if(!(f[c+8>>2]&256)){I=c;R=99;break h}c=c+16|0;if((c|0)==(m|0)){g=m;H=o;J=m;K=m;break}}}while(0);if((R|0)==99){g=I;if((I|0)==(m|0)){H=o;J=m;K=m}else{c=g;i:while(1){do{i=c;c=i+16|0;if((i+16|0|0)==(m|0))break i}while(!(f[i+24>>2]&256|0));K=g;f[K>>2]=f[(i+16|0)>>2];f[K+4>>2]=f[(i+16|0)+4>>2];f[K+8>>2]=f[(i+16|0)+8>>2];f[K+12>>2]=f[(i+16|0)+12>>2];g=g+16|0}K=f[(V+24|0)>>2]|0;H=f[(V+20|0)>>2]|0;J=K}}k=H+(g-H>>4<<4)|0;if((J|0)==(g|0))g=K;else{c=k+(J-g>>4<<4)|0;j=K-c|0;if(!(j>>4)){g=K;c=K}else{cQb(k|0,c|0,j|0)|0;c=f[(V+24|0)>>2]|0;g=c}i=c+(~((c+-16-(k+(j>>4<<4)|0)|0)>>>4)<<4)|0;if((c|0)!=(k+(j>>4<<4)|0|0)){f[(V+24|0)>>2]=i;g=i}}j=f[(V+20|0)>>2]|0;c=f[(V+12|0)>>2]|0;if(!c)c=g;else{k=g-(j+(c<<4)|0)|0;if(!(k>>4))c=g;else{cQb(j|0,j+(c<<4)|0|0,k|0)|0;g=f[(V+24|0)>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[(V+24|0)>>2]=i;c=i}}f[(V+12|0)>>2]=0;f[(V+4|0)>>2]=p-(m-o>>4)+(f[(V+4|0)>>2]|0)+(c-(f[(V+20|0)>>2]|0)>>4);c=f[(V+8|0)>>2]|0;if(c>>>0>1){r=1;do{o=V+16+(r<<4)+4|0;m=V+16+(r<<4)+8|0;p=f[m>>2]|0;q=f[o>>2]|0;j:do if((p|0)==(q|0)){O=q;R=120}else{c=q;while(1){if(!(f[c+8>>2]&256)){O=c;R=120;break j}c=c+16|0;if((c|0)==(p|0)){h=p;L=q;M=p;N=p;break}}}while(0);if((R|0)==120){R=0;c=O;if((O|0)==(p|0)){h=c;L=q;M=p;N=p}else{g=c;h=c;k:while(1){c=g;do{g=c;c=g+16|0;if((g+16|0|0)==(p|0))break k}while(!(f[g+24>>2]&256|0));N=h;f[N>>2]=f[(g+16|0)>>2];f[N+4>>2]=f[(g+16|0)+4>>2];f[N+8>>2]=f[(g+16|0)+8>>2];f[N+12>>2]=f[(g+16|0)+12>>2];g=c;h=h+16|0}N=f[m>>2]|0;L=f[o>>2]|0;M=N}}j=L+(h-L>>4<<4)|0;if((M|0)==(h|0))c=N;else{c=j+(M-h>>4<<4)|0;k=N-c|0;if(!(k>>4)){c=N;g=N}else{cQb(j|0,c|0,k|0)|0;g=f[m>>2]|0;c=g}i=g+(~((g+-16-(j+(k>>4<<4)|0)|0)>>>4)<<4)|0;if((g|0)!=(j+(k>>4<<4)|0|0)){f[m>>2]=i;c=i}}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(p-q>>4)+(c-(f[o>>2]|0)>>4);r=r+1|0;c=f[(V+8|0)>>2]|0}while(r>>>0<c>>>0)}if(c|0){m=V+16+(c<<4)+4|0;g=f[m>>2]|0;k=V+16+(c<<4)+8|0;h=f[k>>2]|0;if((g|0)!=(h|0)){while(1){if(!(f[g+8>>2]&256)){R=135;break}c=g+16|0;if((c|0)==(h|0)){e=h;P=h;Q=h;break}else g=c}if((R|0)==135){e=g;if((g|0)==(h|0)){P=h;Q=h}else{c=e;l:while(1){do{g=c;c=g+16|0;if((g+16|0|0)==(h|0))break l}while(!(f[g+24>>2]&256|0));Q=e;f[Q>>2]=f[(g+16|0)>>2];f[Q+4>>2]=f[(g+16|0)+4>>2];f[Q+8>>2]=f[(g+16|0)+8>>2];f[Q+12>>2]=f[(g+16|0)+12>>2];e=e+16|0}Q=f[k>>2]|0;P=Q}}if((P|0)!=(e|0)){j=f[m>>2]|0;i=j+(e-j>>4<<4)|0;c=i+(P-e>>4<<4)|0;h=Q-c|0;if(!(h>>4)){c=Q;e=Q}else{cQb(i|0,c|0,h|0)|0;e=f[k>>2]|0;c=e}g=e+(~((e+-16-(i+(h>>4<<4)|0)|0)>>>4)<<4)|0;if((e|0)!=(i+(h>>4<<4)|0|0)){f[k>>2]=g;c=g}f[(V+4|0)>>2]=(f[(V+4|0)>>2]|0)-(Q-j>>4)+(c-(f[m>>2]|0)>>4);p=f[m>>2]|0;o=c-p|0;if((o|0)>16)if((o|0)>=32){m=((o>>4)+-2|0)/2|0;while(1){h=p+(m<<4)|0;c=m<<4;do if((((o>>4)+-2|0)/2|0|0)>=(c>>4|0)){do if(((c>>3|1)+1|0|0)<(o>>4|0)){if(!(+n[p+((c>>3|1)<<4)+4>>2]<+n[((p+((c>>3|1)<<4)|0)+16|0)+4>>2])){e=c>>3|1;c=p+((c>>3|1)<<4)|0;break}e=(c>>3|1)+1|0;c=(p+((c>>3|1)<<4)|0)+16|0}else{e=c>>3|1;c=p+((c>>3|1)<<4)|0}while(0);l=+n[p+(m<<4)+4>>2];if(+n[c+4>>2]<l)break;i=f[h>>2]|0;k=p+(m<<4)+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;while(1){Q=h;h=c;f[Q>>2]=f[h>>2];f[Q+4>>2]=f[h+4>>2];f[Q+8>>2]=f[h+8>>2];f[Q+12>>2]=f[h+12>>2];if((((o>>4)+-2|0)/2|0|0)<(e|0))break;g=e<<1|1;do if((g+1|0|0)<(o>>4|0)){if(!(+n[p+(g<<4)+4>>2]<+n[((p+(g<<4)|0)+16|0)+4>>2])){e=g;g=p+(g<<4)|0;break}e=g+1|0;g=(p+(g<<4)|0)+16|0}else{e=g;g=p+(g<<4)|0}while(0);if(+n[g+4>>2]<l)break;else c=g}Q=c;f[c>>2]=i;n[Q+4>>2]=l;f[(Q+8|0)>>2]=j;f[(Q+8|0)+4>>2]=k}while(0);if((m|0)>0)m=m+-1|0;else break}}}}}}e=f[(V+272|0)>>2]|0;g=f[(V+276|0)>>2]|0;m:do if((e|0)==(g|0)){T=e;R=164}else{c=e;while(1){if(!(f[c+8>>2]&256)){T=c;R=164;break m}c=c+16|0;if((c|0)==(g|0)){d=g;S=e;U=g;b=g;break}}}while(0);if((R|0)==164){d=T;if((T|0)==(g|0)){S=e;U=g;b=g}else{b=d;n:while(1){do{c=b;b=c+16|0;if((c+16|0|0)==(g|0))break n}while(!(f[c+24>>2]&256|0));U=d;f[U>>2]=f[(c+16|0)>>2];f[U+4>>2]=f[(c+16|0)+4>>2];f[U+8>>2]=f[(c+16|0)+8>>2];f[U+12>>2]=f[(c+16|0)+12>>2];d=d+16|0}b=f[(V+276|0)>>2]|0;S=f[(V+272|0)>>2]|0;U=b}}e=S+(d-S>>4<<4)|0;if((U|0)==(d|0))R=183;else{c=e+(U-d>>4<<4)|0;d=b-c|0;if(d>>4){cQb(e|0,c|0,d|0)|0;b=f[(V+276|0)>>2]|0}if((b|0)==(e+(d>>4<<4)|0|0))R=183;else{f[(V+276|0)>>2]=b+(~((b+-16-(e+(d>>4<<4)|0)|0)>>>4)<<4);R=183}}break}default:W=1}}f[a+7400>>2]=R;f[a+7408>>2]=W}function Gjb(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;s=f[a+1024>>2]|0;t=f[a+1032>>2]|0;g=f[a+1040>>2]|0;o=f[a+1208>>2]|0;q=f[a+1608>>2]|0;r=f[a+1680>>2]|0;v=f[a+4680>>2]|0;w=f[a+4992>>2]|0;x=f[a+5056>>2]|0;y=f[a+5064>>2]|0;h=f[a+6112>>2]|0;i=f[a+6120>>2]|0;m=+n[a+6200>>2];k=f[a+7408>>2]|0;l=f[a+7416>>2]|0;a:{e=HAa(g,h,i)|0;n[(a+832|0)>>2]=+p[e>>3];n[(a+832|0)+4>>2]=+p[e+8>>3];n[(a+832|0)+8>>2]=+p[e+16>>3];n[(a+832|0)+12>>2]=+p[e+24>>3];n[(a+832|0)+16>>2]=+p[e+32>>3];n[(a+832|0)+20>>2]=+p[e+40>>3];n[(a+832|0)+24>>2]=+p[e+48>>3];n[(a+832|0)+28>>2]=+p[e+56>>3];n[(a+832|0)+32>>2]=+p[e+64>>3];n[(a+832|0)+36>>2]=+p[e+72>>3];n[((a+832|0)+40|0)>>2]=+p[e+80>>3];n[((a+832|0)+44|0)>>2]=+p[e+88>>3];n[(a+832|0)+48>>2]=+p[e+96>>3];n[(a+832|0)+52>>2]=+p[e+104>>3];n[((a+832|0)+56|0)>>2]=+p[e+112>>3];n[((a+832|0)+60|0)>>2]=+p[e+120>>3];B=+p[g+32>>3]-+p[g+56>>3];A=+p[g+40>>3]-+p[g+64>>3];z=+p[g+48>>3]-+p[g+72>>3];c=+L(+(B*B+(A*A+z*z)));n[(a+816|0)>>2]=B/c;n[((a+816|0)+4|0)>>2]=A/c;n[((a+816|0)+8|0)>>2]=z/c;e=f[s>>2]|0;d=b[e+224>>0]&7&b[(s+832|0)>>0];b[(a+1e3|0)>>0]=d;e=j[(e+230|0)>>1]|j[(e+230|0)+2>>1]<<16;if(!(e&1))if(!(e&2)){b[(a+1e3|0)>>0]=d&6;d=d&6}if(!(d<<24>>24)){o=0;u=a;f[a+7504>>2]=6;f[a+7508>>2]=o|0;break a}w=JAa(g,h,i)|0;N=+p[w>>3];p[(a+528|0)>>3]=N;I=+p[w+8>>3];p[(a+528|0)+8>>3]=I;D=+p[w+16>>3];p[(a+528|0)+16>>3]=D;E=+p[w+24>>3];p[((a+528|0)+24|0)>>3]=E;M=+p[w+32>>3];p[(a+528|0)+32>>3]=M;H=+p[w+40>>3];p[(a+528|0)+40>>3]=H;c=+p[w+48>>3];p[(a+528|0)+48>>3]=c;C=+p[w+56>>3];p[((a+528|0)+56|0)>>3]=C;K=+p[w+64>>3];p[(a+528|0)+64>>3]=K;G=+p[w+72>>3];p[(a+528|0)+72>>3]=G;z=+p[w+80>>3];p[(a+528|0)+80>>3]=z;m=+p[w+88>>3];p[((a+528|0)+88|0)>>3]=m;J=+p[w+96>>3];p[(a+528|0)+96>>3]=J;F=+p[w+104>>3];p[(a+528|0)+104>>3]=F;A=+p[w+112>>3];p[(a+528|0)+112>>3]=A;B=+p[w+120>>3];p[(a+528|0)+120>>3]=B;p[a>>3]=E-N;p[a+8>>3]=C-M;p[a+16>>3]=m-K;p[a+24>>3]=B-J;p[a+32>>3]=E-I;p[a+40>>3]=C-H;p[a+48>>3]=m-G;p[a+56>>3]=B-F;p[a+64>>3]=E-D;p[a+72>>3]=C-c;p[a+80>>3]=m-z;p[a+88>>3]=B-A;p[a+96>>3]=E+N;p[a+104>>3]=C+M;p[a+112>>3]=m+K;p[a+120>>3]=B+J;p[a+128>>3]=E+I;p[a+136>>3]=C+H;p[a+144>>3]=m+G;p[a+152>>3]=B+F;p[a+160>>3]=E+D;p[a+168>>3]=C+c;p[a+176>>3]=m+z;p[a+184>>3]=B+A;Shb(a);n[(a+800|0)>>2]=+p[((a+528|0)+24|0)>>3];w=(a+800|0)+4|0;n[w>>2]=+p[((a+528|0)+56|0)>>3];x=(a+800|0)+8|0;n[x>>2]=+p[((a+528|0)+88|0)>>3];y=(a+800|0)+12|0;n[y>>2]=B;v=(f[s>>2]|0)+230|0;if(!((j[v>>1]|j[v+2>>1]<<16)&262144))v=0;else v=Zub()|0;c=+n[((a+832|0)+44|0)>>2];if(c!=0.0)c=+n[((a+832|0)+56|0)>>2]+ +n[((a+832|0)+40|0)>>2]*((1.0-+n[((a+832|0)+60|0)>>2])/c);else c=.9800000190734863;Thb(a+832|0,a+696|0);S=+n[(a+696|0)>>2];R=+n[(a+696|0)+16>>2];G=c*+n[(a+696|0)+32>>2];T=+n[(a+696|0)+48>>2];P=+n[(a+696|0)+4>>2];O=+n[(a+696|0)+20>>2];H=c*+n[(a+696|0)+36>>2];Q=+n[(a+696|0)+52>>2];A=+n[(a+696|0)+8>>2];B=+n[(a+696|0)+24>>2];I=c*+n[(a+696|0)+40>>2];z=+n[(a+696|0)+56>>2];D=+n[(a+696|0)+12>>2];E=+n[(a+696|0)+28>>2];F=c*+n[(a+696|0)+44>>2];C=+n[(a+696|0)+60>>2];J=C+(D*0.0+E*0.0+F);K=(T+(S*2.4999999441206455e-03+R*0.0+G))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(T+(S*0.0+R*0.0+G))/J;M=(Q+(P*2.4999999441206455e-03+O*0.0+H))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(Q+(P*0.0+O*0.0+H))/J;N=(z+(A*2.4999999441206455e-03+B*0.0+I))/(C+(D*2.4999999441206455e-03+E*0.0+F))-(z+(A*0.0+B*0.0+I))/J;m=(C+(D*2.4999999441206455e-03+E*0.0+F))/(C+(D*2.4999999441206455e-03+E*0.0+F))-J/J;G=(T+(S*0.0+R*2.4999999441206455e-03+G))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(T+(S*0.0+R*0.0+G))/J;H=(Q+(P*0.0+O*2.4999999441206455e-03+H))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(Q+(P*0.0+O*0.0+H))/J;I=(z+(A*0.0+B*2.4999999441206455e-03+I))/(C+(D*0.0+E*2.4999999441206455e-03+F))-(z+(A*0.0+B*0.0+I))/J;J=(C+(D*0.0+E*2.4999999441206455e-03+F))/(C+(D*0.0+E*2.4999999441206455e-03+F))-J/J;m=G*G+H*H+(I*I+J*J)<K*K+M*M+(N*N+m*m)?G*G+H*H+(I*I+J*J):K*K+M*M+(N*N+m*m);if(_Ra(f[(f[s>>2]|0)+64>>2]|0,a+696|0,a+656|0)|0){O=+n[(a+656|0)>>2];P=+n[(a+696|0)>>2]*.5+O*.5;Q=+n[(a+656|0)+4>>2];R=+n[(a+696|0)+4>>2]*.5+Q*.5;S=+n[(a+656|0)+8>>2];T=+n[(a+696|0)+8>>2]*.5+S*.5;c=+n[y>>2]+(P*+n[(a+800|0)>>2]+(R*+n[w>>2]+T*+n[x>>2]));c=((O-P)*(O-P)+((Q-R)*(Q-R)+(S-T)*(S-T)))/(c*c<9.999999747378752e-06?9.999999747378752e-06:c*c)}else c=0.0;T=m<c?c:m;n[(a+796|0)>>2]=T;Uhb(s+4|0,T,m);k=1;l=t<<24>>24;if(k){k=0;switch(l|0){case 4:{q=s+308|0;r=s+300|0;break}default:k=1}}}f[a+1208>>2]=o;f[a+1608>>2]=q;f[a+1680>>2]=r;f[a+4680>>2]=v;f[a+4992>>2]=w;f[a+5056>>2]=x;f[a+5064>>2]=y;n[a+6200>>2]=m;f[a+7408>>2]=k;f[a+7416>>2]=l}function Hjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;u=f[a+48>>2]|0;r=f[a+56>>2]|0;s=f[a+120>>2]|0;t=f[a+160>>2]|0;q=f[a+296>>2]|0;v=f[a+560>>2]|0;w=f[a+632>>2]|0;m=f[a+648>>2]|0;n=f[a+688>>2]|0;o=f[a+720>>2]|0;x=f[a+816>>2]|0;a:{b:while(1){p=t;switch((w-p|0)>>4|0){case 2:{x=5;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 3:{x=9;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 4:{x=10;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 5:{x=20;f[a+832>>2]=2;f[a+836>>2]=13;break a}case 1:case 0:{x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}default:{}}if((w-p|0|0)<496){x=22;f[a+832>>2]=2;f[a+836>>2]=13;break a}e=t+((((w-p|0)>>4|0)/2|0)<<4)|0;if((w-p|0|0)>15984)h=rib(t,t+((((w-p|0)>>4|0)/4|0)<<4)|0,e,e+((((w-p|0)>>4|0)/4|0)<<4)|0,m,u)|0;else h=qib(t,e,m,u)|0;k=f[t>>2]|0;j=f[e>>2]|0;if(k>>>0<j>>>0){c=m;b=h;break}if((k|0)==(j|0))if((f[t+12>>2]|0)<(f[t+((((w-p|0)>>4|0)/2|0)<<4)+12>>2]|0)){c=m;b=h;break}if((t|0)!=(n|0)){i=t+((((w-p|0)>>4|0)/2|0)<<4)+12|0;d=m;l=n;while(1){g=f[l>>2]|0;if(g>>>0<j>>>0){x=68;break b}if((g|0)==(j|0))if((f[d+-4>>2]|0)<(f[i>>2]|0)){x=68;break b}d=l+-16|0;if((t|0)==(d|0))break;else{g=l;l=d;d=g}}}d=t+16|0;e=f[m>>2]|0;do if(k>>>0>=e>>>0){if((k|0)==(e|0))if((f[t+12>>2]|0)<(f[o>>2]|0))break;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}g=t+12|0;while(1){e=f[d>>2]|0;if(k>>>0<e>>>0)break;if((k|0)==(e|0))if((f[g>>2]|0)<(f[d+12>>2]|0))break;d=d+16|0;if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}}f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[m>>2];f[d+4>>2]=f[m+4>>2];f[d+8>>2]=f[m+8>>2];f[d+12>>2]=f[m+12>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];f[m+12>>2]=f[a+12>>2];d=d+16|0}while(0);if((d|0)==(m|0)){x=93;f[a+832>>2]=2;f[a+836>>2]=13;break a}j=t+12|0;e=m;while(1){i=f[t>>2]|0;g=f[d>>2]|0;c:do if(i>>>0>=g>>>0)do{if((i|0)==(g|0))if((f[j>>2]|0)<(f[d+12>>2]|0))break c;d=d+16|0;g=f[d>>2]|0}while(i>>>0>=g>>>0);while(0);while(1){g=e;e=e+-16|0;h=f[e>>2]|0;if(i>>>0<h>>>0)continue;if((i|0)!=(h|0))break;if((f[j>>2]|0)>=(f[g+-4>>2]|0))break}if(d>>>0>=e>>>0){t=d;continue b};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[d+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];d=d+16|0}}if((x|0)==68){x=0;f[a>>2]=f[t>>2];f[a+4>>2]=f[t+4>>2];f[a+8>>2]=f[t+8>>2];f[a+12>>2]=f[t+12>>2];f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[l+12>>2]=f[a+12>>2];c=l;b=h+1|0}d=t+16|0;d:do if(d>>>0<c>>>0){j=e;while(1){h=f[j>>2]|0;i=j+12|0;while(1){e=f[d>>2]|0;if(e>>>0>=h>>>0){if((e|0)!=(h|0))break;if((f[d+12>>2]|0)>=(f[i>>2]|0))break}d=d+16|0}g=c+-16|0;e=f[g>>2]|0;e:do if(e>>>0<h>>>0)c=g;else while(1){if((e|0)==(h|0))if((f[c+-4>>2]|0)<(f[i>>2]|0)){c=g;break e}c=g+-16|0;e=f[c>>2]|0;if(e>>>0<h>>>0)break;else{q=g;g=c;c=q}}while(0);if(d>>>0>c>>>0){e=j;q=d;break d};f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];j=(j|0)==(d|0)?c:j;d=d+16|0;b=b+1|0}}else q=d;while(0);do if((q|0)!=(e|0)){c=f[e>>2]|0;d=f[q>>2]|0;if(c>>>0>=d>>>0){if((c|0)!=(d|0))break;if((f[e+12>>2]|0)>=(f[q+12>>2]|0))break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[a+12>>2]=f[q+12>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[q+12>>2]=f[e+12>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[e+12>>2]=f[a+12>>2];b=b+1|0}while(0);if(!b){v=sib(t,q,u)|0;b=q+16|0;if(sib(b,s,u)|0){x=92;f[a+832>>2]=1;break a}if(v){r=b;f[a+832>>2]=3;break a}}s=q;if((s-p|0)>=(w-s|0)){x=91;f[a+832>>2]=1;break a}gib(t,q,u);r=q+16|0}f[a+56>>2]=r;f[a+160>>2]=t;f[a+296>>2]=q;f[a+560>>2]=v;f[a+816>>2]=x}
+function dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;p=r;q=a+116|0;o=a+120|0;enb(b,(f[o>>2]|0)-(f[q>>2]|0)>>2);a=f[o>>2]|0;c=f[q>>2]|0;if((a|0)==(c|0)){u=r;return}j=p+4|0;k=p+8|0;l=p+8|0;m=b+4|0;n=b+8|0;i=0;while(1){d=c;if(f[(f[d+(i<<2)>>2]|0)+16>>2]|0){f[p>>2]=0;f[j>>2]=0;f[k>>2]=0;d=f[(f[(f[d+(i<<2)>>2]|0)+16>>2]|0)+16>>2]|0;if(d|0){a=d;c=0;while(1){h=c+1|0;a=f[a+12>>2]|0;if((a|0)==(d|0))break;else c=h}if((c|0)>=1){if(c>>>0>536870910){a=9;break}e=pOb(h<<3)|0;g=e+(h<<3)|0;f[p>>2]=e;f[j>>2]=e;f[l>>2]=g;a=0;while(1){c=d+4|0;if((e|0)==(g|0))T6a(p,c);else{s=c;c=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=c;f[j>>2]=(f[j>>2]|0)+8}a=a+1|0;if((a|0)==(h|0))break;d=f[d+16>>2]|0;e=f[j>>2]|0;g=f[l>>2]|0}g=f[m>>2]|0;if((g|0)==(f[n>>2]|0)){H7a(b,p);a=f[p>>2]|0}else{f[g>>2]=0;h=g+4|0;f[h>>2]=0;f[g+8>>2]=0;a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;d=c>>3;if(d){if(d>>>0>536870911){a=14;break}e=pOb(c)|0;f[h>>2]=e;f[g>>2]=e;f[g+8>>2]=e+(d<<3);a=f[p>>2]|0;c=(f[j>>2]|0)-a|0;if((c|0)>0){bQb(e|0,a|0,c|0)|0;f[h>>2]=e+(c>>>3<<3)}}f[m>>2]=(f[m>>2]|0)+12}if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}}c=f[q>>2]|0;a=f[o>>2]|0}i=i+1|0;if(i>>>0>=a-c>>2>>>0){a=3;break}}if((a|0)==3){u=r;return}else if((a|0)==9)vd();else if((a|0)==14)AMb(g)}function enb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[a>>2]|0;d=g;if((((f[k>>2]|0)-g|0)/12|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>357913941)vd();i=f[l>>2]|0;h=pOb(b*12|0)|0;c=h+(((i-g|0)/12|0)*12|0)|0;j=c;h=h+(b*12|0)|0;b=i;if((b|0)==(d|0)){e=j;i=g}else{e=j;do{i=c+-12|0;g=b;b=b+-12|0;f[i>>2]=0;m=c+-8|0;f[m>>2]=0;f[c+-4>>2]=0;f[i>>2]=f[b>>2];i=g+-8|0;f[m>>2]=f[i>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;c=e+-12|0;e=c}while((b|0)!=(d|0));i=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=h;g=i;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(g|0));if(!i)return;sOb(i);return}function fnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+160|0;k=l;f[k+100>>2]=0;f[k+104>>2]=0;f[k+108>>2]=0;f[k+116>>2]=0;f[k+120>>2]=0;f[k+124>>2]=0;f[k+132>>2]=0;f[k+136>>2]=0;f[k+140>>2]=0;e=k+80|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[k>>2]=40940;f[k+76>>2]=40976;e=k+44|0;g=k+4|0;h=g+36|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=e;f[k+48>>2]=e;f[k+52>>2]=0;b[k+60>>0]=0;b[k+96>>0]=0;b[k+72>>0]=0;b[k+112>>0]=0;b[k+113>>0]=0;b[k+74>>0]=1;i=k+76|0;j=a+4|0;e=f[a>>2]|0;if((f[j>>2]|0)==(e|0)){Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}g=0;h=40976;while(1){Tg[f[h+8>>2]&15](i,e+(g*12|0)|0,0,1)|0;g=g+1|0;e=f[a>>2]|0;if(g>>>0>=(((f[j>>2]|0)-e|0)/12|0)>>>0)break;h=f[i>>2]|0}Ymb(k,1,c,d,d)|0;q4a(k,40996);Tlb(i);u=l;return}function gnb(a,b){a=a|0;b=b|0;fnb(a,a,b);return}function hnb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0;h=f[a>>2]|0;i=f[b>>2]|0;j=h-i|0;g=f[a+4>>2]|0;b=f[b+4>>2]|0;e=g-b|0;if((((j|0)<0?0-j|0:j)|0)>(((e|0)<0?0-e|0:e)|0)){a=f[c>>2]|0;if(!((i|0)<(h|0)^(a|0)>(h|0))){k=+(b-(f[c+4>>2]|0)|0);m=+(a-i|0);l=+(g|0)*m+ +(h|0)*k-(+(b|0)*m+ +(i|0)*k);l=l*l;k=k*k;m=m*m;k=m+k;k=l/k;j=k<d;return j|0}if((i|0)>(h|0)^(a|0)>(i|0)){m=+(e|0);k=+(i-h|0);l=m*+(a|0)+k*+(f[c+4>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-(f[c+4>>2]|0)|0);k=+(a-h|0);l=+(b|0)*k+ +(i|0)*m-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}else{a=f[c+4>>2]|0;if(!((g|0)>(b|0)^(g|0)<(a|0))){m=+(b-a|0);k=+((f[c>>2]|0)-i|0);l=+(h|0)*m+ +(g|0)*k-(+(i|0)*m+ +(b|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}if((g|0)<(b|0)^(b|0)<(a|0)){m=+(e|0);k=+(i-h|0);l=k*+(a|0)+m*+(f[c>>2]|0)-(+(g|0)*k+ +(h|0)*m);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}else{m=+(g-a|0);k=+((f[c>>2]|0)-h|0);l=+(i|0)*m+ +(b|0)*k-(+(h|0)*m+ +(g|0)*k);l=l*l;m=m*m;k=k*k;m=k+m;m=l/m;j=m<d;return j|0}}return 0}function inb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0.0,o=0,p=0,q=0.0,r=0.0,s=0;g=f[a>>2]|0;a=(f[a+4>>2]|0)-g>>3;if(!a){e=f[b>>2]|0;a=b+4|0;d=f[a>>2]|0;if((d|0)==(e|0))return;f[a>>2]=d+(~((d+-8-e|0)>>>3)<<3);return}p=qOb(a>>>0>214748364?-1:a*20|0)|0;d=p+(a*20|0)|0;e=p;do{f[e+4>>2]=0;f[e+8>>2]=0;e=e+20|0}while((e|0)!=(d|0));d=0;do{m=p+(d*20|0)|0;i=g+(d<<3)|0;l=f[i+4>>2]|0;k=p+(d*20|0)+4|0;f[k>>2]=f[i>>2];f[k+4>>2]=l;k=d;d=d+1|0;l=(d|0)==(a|0)?0:d;f[p+(k*20|0)+12>>2]=p+(l*20|0);f[p+(l*20|0)+16>>2]=m;f[m>>2]=0}while((d|0)!=(a|0));n=c*c;a:do if(!(f[p>>2]|0)){e=p;d=p;while(1){while(1){m=e+12|0;k=d;d=f[m>>2]|0;l=e+16|0;g=f[l>>2]|0;if((d|0)==(g|0))break a;e=e+4|0;i=e;h=g+4|0;s=h;c=+(f[s>>2]|0);r=+(f[i>>2]|0)-c;j=+(f[s+4>>2]|0);q=+(f[i+4>>2]|0)-j;if(r*r+q*q<=n){o=10;break}i=d+4|0;s=i;q=c-+(f[s>>2]|0);r=j-+(f[s+4>>2]|0);if(q*q+r*r<=n){o=14;break}if(hnb(h,e,i,n)|0){o=10;break}f[k>>2]=1;if(f[d>>2]|0){e=d;break a}else e=d}if((o|0)==10){o=0;h=-1}else if((o|0)==14){o=0;g=f[d+16>>2]|0;h=d+12|0;f[g+12>>2]=f[h>>2];f[(f[h>>2]|0)+16>>2]=g;f[g>>2]=0;g=f[l>>2]|0;h=-2;d=f[m>>2]|0}f[g+12>>2]=d;f[(f[m>>2]|0)+16>>2]=g;f[g>>2]=0;e=g;a=a+h|0;d=g}}else e=p;while(0);i=a>>>0<3?0:a;g=b+4|0;h=f[g>>2]|0;d=f[b>>2]|0;a=h-d>>3;if(i>>>0>a>>>0){jnb(b,i-a|0);o=23}else{if(i>>>0<a>>>0){a=d+(i<<3)|0;if((a|0)!=(h|0))f[g>>2]=h+(~((h+-8-a|0)>>>3)<<3)}if(i|0)o=23}if((o|0)==23){d=0;a=e;while(1){m=a+4|0;o=f[m+4>>2]|0;s=(f[b>>2]|0)+(d<<3)|0;f[s>>2]=f[m>>2];f[s+4>>2]=o;d=d+1|0;if((d|0)==(i|0))break;else a=f[a+12>>2]|0}}tOb(p);return}function jnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>3>>>0>=b>>>0){dQb(c|0,0,b<<3|0)|0;f[l>>2]=c+(b<<3);return}h=f[a>>2]|0;g=c-h|0;e=g>>3;c=e+b|0;if(c>>>0>536870911)AMb(a);m=d-h|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){j=0;k=0}else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;j=k;break}while(0);c=j+(e<<3)|0;dQb(c|0,0,b<<3|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<3);f[i>>2]=j+(d<<3);if(!h)return;sOb(h);return}function knb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=a+4|0;g=((f[k>>2]|0)-(f[a>>2]|0)|0)/12|0;j=b+4|0;h=f[j>>2]|0;e=f[b>>2]|0;d=(h-e|0)/12|0;if(g>>>0>d>>>0)lnb(b,g-d|0);else if(g>>>0<d>>>0){i=e+(g*12|0)|0;if((i|0)!=(h|0)){e=h;while(1){d=e+-12|0;f[j>>2]=d;g=f[d>>2]|0;if(g){d=e+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[j>>2]|0}if((d|0)==(i|0))break;else e=d}}}d=f[a>>2]|0;if((f[k>>2]|0)==(d|0))return;e=0;do{inb(d+(e*12|0)|0,(f[b>>2]|0)+(e*12|0)|0,c);e=e+1|0;d=f[a>>2]|0}while(e>>>0<(((f[k>>2]|0)-d|0)/12|0)>>>0);return}function lnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;g=f[k>>2]|0;l=a+4|0;c=f[l>>2]|0;e=c;if(((g-c|0)/12|0)>>>0>=b>>>0){dQb(c|0,0,b*12|0)|0;f[l>>2]=e+(b*12|0);return}i=f[a>>2]|0;d=(c-i|0)/12|0;c=d+b|0;j=i;if(c>>>0>357913941)AMb(a);m=(g-i|0)/12|0;g=m<<1;g=m>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);c=h+(d*12|0)|0;d=c;h=h+(g*12|0)|0;dQb(c|0,0,b*12|0)|0;g=c+(b*12|0)|0;if((e|0)!=(j|0)){do{m=c+-12|0;b=e;e=e+-12|0;f[m>>2]=0;i=c+-8|0;f[i>>2]=0;f[c+-4>>2]=0;f[m>>2]=f[e>>2];m=b+-8|0;f[i>>2]=f[m>>2];b=b+-4|0;f[c+-4>>2]=f[b>>2];f[b>>2]=0;f[m>>2]=0;f[e>>2]=0;c=d+-12|0;d=c}while((e|0)!=(j|0));i=f[a>>2]|0;e=f[l>>2]|0}f[a>>2]=d;f[l>>2]=g;f[k>>2]=h;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function mnb(a,b){a=a|0;b=+b;knb(a,a,b);return}function nnb(a,b){a=a|0;b=b|0;return _zb(b)|0}function onb(a,b){a=a|0;b=b|0;$zb(b);return}function pnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;if(d>>>0<5){a=5;return a|0}e=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;if((e|0)!=-47205080){if((e&-16|0)!=407710288){a=-2;return a|0}if(d>>>0<8){a=8;return a|0};f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=c+4|0;l=a;f[l>>2]=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;f[l+4>>2]=0;f[a+8>>2]=0;a=0;return a|0}k=b[c+4>>0]|0;g=k&255;l=g&32;e=g>>>6;j=(l|0)!=0;e=(f[41016+((g&3)<<2)>>2]|0)+6+(f[41032+(e<<2)>>2]|0)-(l>>>5)+((e|0)==0&j&1)|0;if(e>>>0>d>>>0){a=e;return a|0}l=g>>>2&1;if(g&8|0){a=-3;return a|0}if(j){g=5;e=0}else{d=h[c+5>>0]|0;i=d>>>3;e=1024<<i;e=(X(e>>>3,d&7)|0)+e|0;if((i+10|0)>>>0>25){a=-3;return a|0}else g=6}switch(k&3){case 3:{i=c+g|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=g+4|0;break}case 1:{i=h[c+g>>0]|0;g=g+1|0;break}case 2:{i=c+g|0;i=(h[i>>0]|h[i+1>>0]<<8)&65535;g=g+2|0;break}default:i=0}switch((k&255)>>>6&3){case 3:{d=c+g|0;g=d;d=d+4|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;break}case 1:{g=c+g|0;g=((h[g>>0]|h[g+1>>0]<<8)&65535)+256|0;d=0;break}case 2:{g=c+g|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=0;break}default:if(j){g=h[c+g>>0]|0;d=0}else{g=0;d=0}}e=(e|0)==0?g:e;if(e>>>0>33554432){a=-3;return a|0}c=a;f[c>>2]=g;f[c+4>>2]=d;f[a+8>>2]=e;f[a+12>>2]=i;f[a+16>>2]=l;a=0;return a|0}function qnb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;if(d>>>0<3){a=-11;return a|0}e=b[c>>0]|0;g=e&255;i=g&3;switch(e&3){case 3:{if(!(f[a+21584>>2]|0)){a=-16;return a|0}break}case 2:break;case 0:{switch((e&255)>>>2&3){case 3:{e=3;g=((h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}case 1:{e=2;g=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;break}default:{e=1;g=g>>>3}}i=e+g|0;do if((i+8|0)>>>0>d>>>0)if(i>>>0>d>>>0){a=-11;return a|0}else{m=a+21716|0;bQb(m|0,c+e|0,g|0)|0;f[a+21688>>2]=m;e=131080;break}else{f[a+21688>>2]=c+e;e=d-e|0}while(0);f[a+21704>>2]=e;f[a+21708>>2]=g;a=i;return a|0}case 1:{switch((e&255)>>>2&3){case 3:{e=(h[c+2>>0]|0)<<16|(h[c>>0]|h[c+1>>0]<<8)&65535;if(d>>>0<4|e>>>0>2097167){a=-11;return a|0}else{e=e>>>4;g=3}break}case 1:{e=((h[c>>0]|h[c+1>>0]<<8)&65535)>>>4;g=2;break}default:{e=g>>>3;g=1}}m=a+21716|0;dQb(m|0,b[c+g>>0]|0,e|0)|0;f[a+21688>>2]=m;f[a+21704>>2]=131080;f[a+21708>>2]=e;a=g+1|0;return a|0}default:{}}if(d>>>0<5){a=-11;return a|0}e=g>>>2;g=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;switch(e&3){case 3:{e=g>>>4&262143;if(e>>>0>131072){a=-11;return a|0}else{j=5;m=e;e=0;k=(h[c+4>>0]|0)<<10|g>>>22}break}case 2:{j=4;m=g>>>4&16383;e=0;k=g>>>18;break}default:{j=3;m=g>>>4&1023;e=(e&3|0)==0&1;k=g>>>14&1023}}l=k+j|0;if(l>>>0>d>>>0){a=-11;return a|0}d=(e|0)!=0;do if((i|0)==3){i=a+21716|0;e=c+j|0;g=a+5132|0;if(d){e=qtb(i,m,e,k,g)|0;break}else{e=rtb(i,m,e,k,g)|0;break}}else{g=a+5132|0;i=a+21716|0;e=c+j|0;if(d){e=ltb(g,i,m,e,k)|0;break}else{e=Stb(g,i,m,e,k)|0;break}}while(0);if(e>>>0>=4294967279){a=-11;return a|0}f[a+21688>>2]=a+21716;f[a+21704>>2]=131080;f[a+21708>>2]=m;f[a+21584>>2]=1;a=l;return a|0}function rnb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+128|0;o=r+4|0;n=r;p=r+8|0;m=i+j|0;if(!j){i=-10;u=r;return i|0}l=i+1|0;k=b[i>>0]|0;j=k&255;if(!(k<<24>>24)){f[a>>2]=0;i=1;u=r;return i|0}do if(k<<24>>24<0)if(k<<24>>24==-1){k=i+3|0;j=((h[l>>0]|h[l+1>>0]<<8)&65535)+32512|0;break}else{k=i+2|0;j=(j<<8)+-32768|(h[l>>0]|0);break}else k=l;while(0);f[a>>2]=j;if((k+4|0)>>>0>m>>>0){i=-10;u=r;return i|0}a=b[k>>0]|0;l=k+1|0;j=m-l|0;f[o>>2]=35;switch((a&255)>>>6&3){case 1:{if(!j)q=19;else{j=b[l>>0]|0;if((j&255)>35)q=19;else{gtb(c,j)|0;j=1;q=18}}break}case 0:{ftb(c,51200,35,6)|0;j=0;q=18;break}case 3:{if(!g)q=19;else{j=0;q=18}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(c,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=18)if((q|0)==19){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=28;switch((a&255)>>>4&3){case 1:{if(!j)q=31;else{j=b[l>>0]|0;if((j&255)>28)q=31;else{gtb(e,j)|0;j=1;q=30}}break}case 0:{ftb(e,51272,28,5)|0;j=0;q=30;break}case 3:{if(!g)q=31;else{j=0;q=30}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>8)j=-11;else ftb(e,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=30)if((q|0)==31){i=-11;u=r;return i|0}l=l+j|0;j=m-l|0;f[o>>2]=52;switch((a&255)>>>2&3){case 1:{if(!j)q=43;else{j=b[l>>0]|0;if((j&255)>52)q=43;else{gtb(d,j)|0;j=1;q=42}}break}case 0:{ftb(d,51330,52,6)|0;j=0;q=42;break}case 3:{if(!g)q=43;else{j=0;q=42}break}default:{j=dtb(p,o,n,l,j)|0;if(j>>>0<4294967279){k=f[n>>2]|0;if(k>>>0>9)j=-11;else ftb(d,p,f[o>>2]|0,k)|0}else j=-11;if(j>>>0>=4294967279){i=-11;u=r;return i|0}}}if((q|0)!=42)if((q|0)==43){i=-11;u=r;return i|0}i=l+j-i|0;u=r;return i|0}function snb(a,c,e,g,i){a=a|0;c=c|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;K=0;U=u;u=u+1808|0;if(i>>>0>131071){e=-10;u=U;return e|0}j=qnb(a,g,i)|0;o=i-(j>>>0<4294967279?j:0)|0;x=j>>>0<4294967279?g+j|0:g;if(j>>>0>=4294967279){e=j;u=U;return e|0}m=f[a+21688>>2]|0;y=m+(f[a+21704>>2]|0)+-8|0;z=m+(f[a+21708>>2]|0)|0;A=f[a+21524>>2]|0;B=f[a+21528>>2]|0;C=f[a+21532>>2]|0;I=rnb(U+52|0,a,a+3080|0,a+2052|0,f[(a+21588|0)>>2]|0,x,o)|0;w=I>>>0<4294967279?x+I|0:x;a:{J=1;if(J){J=0;if(I>>>0<4294967279){b:{i=1;if(i){i=0;if(!(f[(U+52|0)>>2]|0)){p=c;q=m}else i=1}if(i)if(1){f[(a+21588|0)>>2]=1;f[(U+40|0)>>2]=f[(a+21540|0)>>2];f[(U+40|0)+4>>2]=f[(a+21540|0)+4>>2];f[(U+40|0)+8>>2]=f[(a+21540|0)+8>>2];k=(x+o|0)-w|0;c:{i=1;if(i){i=0;if(!k){f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0}else i=1}if(i)if(1){f[(U+12|0)>>2]=w;do if(k>>>0>3){j=(x+o|0)+-4|0;f[U+8>>2]=j;g=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;f[U>>2]=g;i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{i=(_(i&255|0)|0)+-23|0;f[(U+4|0)>>2]=i;if(k>>>0<4294967279){E=U;l=g;F=U+4|0;t=i;v=j;K=17;break}else{N=-11;break}}}else{f[U+8>>2]=w;i=h[w>>0]|0;f[U>>2]=i;switch(k|0){case 2:{r=i;K=12;break}case 3:{r=(h[w+2>>0]|0)<<16|i;f[U>>2]=r;K=12;break}default:s=i}if((K|0)==12){s=((h[w+1>>0]|0)<<8)+r|0;f[U>>2]=s}i=b[w+(k+-1)>>0]|0;if(!(i<<24>>24)){f[(U+4|0)>>2]=0;break c}else{t=(4-k<<3)+-23+(_(i&255|0)|0)|0;f[(U+4|0)>>2]=t;E=U;l=s;F=U+4|0;v=x+I|0;K=17;break}}while(0);d:do if((K|0)==17){s=d[a>>1]|0;i=t+(s&65535)|0;f[F>>2]=i;f[(U+16|0)>>2]=l<<(t&31)>>>1>>>(31-s&31);do if(i>>>0>32){k=v;g=v}else{if(v>>>0>=(w+4|0)>>>0){g=v+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i&7;k=g;break}if((v|0)==(w|0)){k=x+I|0;g=v}else{k=(v+(0-(i>>>3))|0)>>>0<w>>>0?v-w|0:i>>>3;g=v+(0-k)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(k<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;i=i-(k<<3)|0;k=g}}while(0);f[(U+20|0)>>2]=a+4;v=d[(a+2052|0)>>1]|0;j=i+(v&65535)|0;f[F>>2]=j;f[(U+24|0)>>2]=l<<(i&31)>>>1>>>(31-v&31);do if(j>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(j>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=j&7;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j&7;k=g;break}if((k|0)==(w|0))k=x+I|0;else{v=(k+(0-(j>>>3))|0)>>>0<w>>>0?k-w|0:j>>>3;g=k+(0-v)|0;f[(U+8|0)>>2]=g;f[F>>2]=j-(v<<3)|0;l=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[E>>2]=l;j=j-(v<<3)|0;k=g}}while(0);f[(U+28|0)>>2]=a+2056;v=d[(a+3080|0)>>1]|0;i=j+(v&65535)|0;f[F>>2]=i;f[(U+32|0)>>2]=l<<(j&31)>>>1>>>(31-v&31);do if(i>>>0<=32){if(k>>>0>=(w+4|0)>>>0){g=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=g;f[F>>2]=i&7;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i&7;break}if((k|0)!=(w|0)){w=(k+(0-(i>>>3))|0)>>>0<w>>>0?k-w|0:i>>>3;g=k+(0-w)|0;f[(U+8|0)>>2]=g;f[F>>2]=i-(w<<3)|0;f[E>>2]=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;i=i-(w<<3)|0}}while(0);f[(U+36|0)>>2]=a+3084;p=(c+e|0)+-8|0;if(i>>>0>32)break c;else{o=c;l=x+I|0;k=g}while(1){g=l+4|0;if(k>>>0<g>>>0)if((k|0)==(l|0)){O=i;R=l}else{Q=i>>>3;Q=(k+(0-Q)|0)>>>0<l>>>0?k-l|0:Q;P=k+(0-Q)|0;f[(U+8|0)>>2]=P;Q=i-(Q<<3)|0;K=38}else{P=k+(0-(i>>>3))|0;f[(U+8|0)>>2]=P;Q=i&7;K=38}if((K|0)==38){K=0;f[F>>2]=Q;f[E>>2]=h[P>>0]|h[P+1>>0]<<8|h[P+2>>0]<<16|h[P+3>>0]<<24;O=Q;R=P}j=f[(U+52|0)>>2]|0;if(!j){L=m;M=o;break}f[(U+52|0)>>2]=j+-1;j=f[(U+20|0)>>2]|0;q=f[(U+16|0)>>2]|0;X=b[j+(q<<2)+2>>0]|0;r=f[(U+36|0)>>2]|0;s=f[(U+32|0)>>2]|0;V=b[r+(s<<2)+2>>0]|0;t=f[(U+28|0)>>2]|0;v=f[(U+24|0)>>2]|0;W=b[t+(v<<2)+2>>0]|0;w=f[41048+((X&255)<<2)>>2]|0;x=f[41192+((V&255)<<2)>>2]|0;f[U+88>>2]=c;f[U+96>>2]=e;f[U+192>>2]=m;f[U+232>>2]=o;f[U+440>>2]=N;f[U+456>>2]=E;f[U+512>>2]=F;f[U+592>>2]=O;f[U+656>>2]=X;f[U+664>>2]=W;f[U+672>>2]=V;f[U+800>>2]=p;f[U+816>>2]=g;f[U+824>>2]=l;f[U+832>>2]=k;f[U+840>>2]=y;f[U+848>>2]=i;f[U+888>>2]=j;f[U+896>>2]=q;f[U+904>>2]=r;f[U+912>>2]=s;f[U+920>>2]=t;f[U+928>>2]=v;f[U+944>>2]=w;f[U+952>>2]=x;f[U+984>>2]=R;f[U+1016>>2]=A;f[U+1064>>2]=B;f[U+1128>>2]=C;f[U+1296>>2]=S;f[U+1304>>2]=T;f[U+1688>>2]=K;f[U+1720>>2]=0;f[U+1724>>2]=0;Wpb(U);m=f[U+192>>2]|0;o=f[U+232>>2]|0;N=f[U+440>>2]|0;l=f[U+824>>2]|0;k=f[U+832>>2]|0;i=f[U+848>>2]|0;S=f[U+1296>>2]|0;T=f[U+1304>>2]|0;K=f[U+1688>>2]|0;G=f[U+1720>>2]|0;D=f[U+1724>>2]|0;H=+n[U+1724>>2];f[U+1720>>2]=0;f[U+1724>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 6:break d}}if((K|0)==33)if(!(f[(U+52|0)>>2]|0)){L=T;M=S}else break c;f[(a+21540|0)>>2]=f[(U+40|0)>>2];f[(a+21540|0)+4>>2]=f[(U+40|0)+4>>2];f[(a+21540|0)+8>>2]=f[(U+40|0)+8>>2];p=M;q=L;break b}while(0);k=N;break a}}k=-11;break a}}i=z-q|0;if(i>>>0>((c+e|0)-p|0)>>>0)k=-9;else{bQb(p|0,q|0,i|0)|0;k=p+i-c|0}}else J=1}if(J)if(1)k=I}X=k;u=U;return X|0}function tnb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=c+d|0;if(g>>>0<8){c=-10;return c|0}n=h[e+4>>0]|0;k=n&32;o=n>>>6;k=(f[41016+((n&3)<<2)>>2]|0)+6+(f[41032+(o<<2)>>2]|0)-(k>>>5)+((o|0)==0&(k|0)!=0&1)|0;if(k>>>0>=4294967279){c=k;return c|0}if((k+3|0)>>>0>g>>>0){c=-10;return c|0}i=pnb(a+21552|0,e,k)|0;d=f[a+21564>>2]|0;if(d|0)if((f[a+21684>>2]|0)!=(d|0)){c=-17;return c|0}o=a+21568|0;if(f[o>>2]|0)$sb(a+21592|0,0,0)|0;if(i>>>0>=4294967279){c=i;return c|0}m=a+21592|0;n=c;e=e+k|0;k=g-k|0;a:while(1){if(k>>>0<3){d=-10;i=27;break}i=h[e>>0]|h[e+1>>0]<<8;l=i&65535;d=((h[e+2>>0]|0)<<16|l)>>>3;l=l&1;i=(i&65535)>>>1&255;switch(i&3){case 3:{d=-11;i=27;break a}case 1:{g=1;break}default:g=d}e=e+3|0;k=k+-3|0;if(k>>>0<g>>>0){d=-10;i=27;break}switch(i&3){case 2:{d=snb(a,n,j-n|0,e,g)|0;if(d>>>0>=4294967279){i=27;break a}break}case 0:{if(g>>>0>(j-n|0)>>>0){d=-9;i=27;break a}bQb(n|0,e|0,g|0)|0;d=g;break}case 1:{if(d>>>0>(j-n|0)>>>0){d=-9;i=27;break a}dQb(n|0,b[e>>0]|0,d|0)|0;break}default:{d=-11;i=27;break a}}if(f[o>>2]|0)atb(m,n,d)|0;n=n+d|0;e=e+g|0;k=k-g|0;if(l|0){i=23;break}}if((i|0)==23){if(!(f[o>>2]|0)){a=k;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}d=btb(m)|0;if(k>>>0<4){c=-12;return c|0}if((h[e>>0]|h[e+1>>0]<<8|h[e+2>>0]<<16|h[e+3>>0]<<24|0)==(d|0)){a=k+-4|0;a=(a|0)==0;o=n;c=o-c|0;c=a?c:-10;return c|0}else{c=-12;return c|0}}else if((i|0)==27)return d|0;return 0}function unb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=_zb(152816)|0;if(!e){i=-7;return i|0}f[e+21692>>2]=222;h=e+21696|0;f[h>>2]=960;i=e+21700|0;f[i>>2]=0;g=e+21520|0;j=e+21540|0;f[e+21536>>2]=5;f[e+21580>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[e+5132>>2]=201326604;f[e+21588>>2]=0;f[e+21584>>2]=0;f[e+21684>>2]=0;f[j>>2]=f[10251];f[j+4>>2]=f[10252];f[j+8>>2]=f[10253];if(a|0){f[e+21532>>2]=0;f[e+21528>>2]=a;f[e+21524>>2]=a;f[g>>2]=a}j=tnb(e,a,b,c,d)|0;oh[f[h>>2]&1023](f[i>>2]|0,e);return j|0}function vnb(a,c){a=a|0;c=c|0;var d=0;d=f[c>>2]|0;f[a>>2]=d;f[a+4>>2]=d+((f[c+4>>2]|0)-d);c=a+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;b[c+28>>0]=0;return}function wnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f[a>>2]|0;g=f[a+4>>2]|0;h=e;while(1){d=h+1|0;if(d>>>0>g>>>0){d=h;break}f[a>>2]=d;if(!(b[h>>0]|0))break;else h=d}if((e|0)==(d|0)){i=0;u=j;return i|0}a=d+-1|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;h=a-e|0;if(h>>>0>4294967279)vOb(i);if(h>>>0<11){b[i+11>>0]=h;d=i}else{g=h+16&-16;d=pOb(g)|0;f[i>>2]=d;f[i+8>>2]=g|-2147483648;f[i+4>>2]=h}if((e|0)!=(a|0)){g=d;while(1){b[g>>0]=b[e>>0]|0;e=e+1|0;if((e|0)==(a|0))break;else g=g+1|0}d=d+h|0}b[d>>0]=0;d=c+11|0;if((b[d>>0]|0)<0){b[f[c>>2]>>0]=0;f[c+4>>2]=0;d=c}else{b[c>>0]=0;b[d>>0]=0;d=c}EOb(c,0);f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}function xnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function ynb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0;g=f[a>>2]|0;d=g+4|0;i=f[a+4>>2]|0;if(d>>>0>i>>>0){i=0;return i|0}l=g+1|0;f[a>>2]=l;k=b[g>>0]|0;j=g+2|0;f[a>>2]=j;l=b[l>>0]|0;e=g+3|0;f[a>>2]=e;j=b[j>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|k&255|(j&255)<<16|(h[e>>0]|0)<<24;e=g+8|0;if(e>>>0>i>>>0){l=0;return l|0}j=g+5|0;f[a>>2]=j;k=b[d>>0]|0;l=g+6|0;f[a>>2]=l;j=b[j>>0]|0;d=g+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(j&255)<<8|k&255|(l&255)<<16|(h[d>>0]|0)<<24;d=g+12|0;if(d>>>0>i>>>0){l=0;return l|0}i=g+9|0;f[a>>2]=i;j=b[e>>0]|0;k=g+10|0;f[a>>2]=k;i=b[i>>0]|0;l=g+11|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=d;f[c+8>>2]=(i&255)<<8|j&255|(k&255)<<16|(h[l>>0]|0)<<24;l=1;return l|0}function znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;d=f[a>>2]|0;c=d+8|0;e=f[a+4>>2]|0;if(c>>>0>e>>>0){g=0;return g|0}s=d+1|0;f[a>>2]=s;r=h[d>>0]|0;q=d+2|0;f[a>>2]=q;s=_Pb(h[s>>0]|0|0,0,8)|0;l=I;p=d+3|0;f[a>>2]=p;q=_Pb(h[q>>0]|0|0,0,16)|0;l=l|I;k=d+4|0;f[a>>2]=k;p=_Pb(h[p>>0]|0|0,0,24)|0;l=l|I;o=d+5|0;f[a>>2]=o;k=h[k>>0]|0;n=d+6|0;f[a>>2]=n;o=_Pb(h[o>>0]|0|0,0,40)|0;j=I;m=d+7|0;f[a>>2]=m;n=_Pb(h[n>>0]|0|0,0,48)|0;i=I;f[a>>2]=c;m=_Pb(h[m>>0]|0|0,0,56)|0;g=b;f[g>>2]=s|r|q|p|o|n|m;f[g+4>>2]=l|k|j|i|I;g=d+16|0;if(g>>>0>e>>>0){s=0;return s|0}i=d+9|0;f[a>>2]=i;j=h[c>>0]|0;k=d+10|0;f[a>>2]=k;i=_Pb(h[i>>0]|0|0,0,8)|0;p=I;l=d+11|0;f[a>>2]=l;k=_Pb(h[k>>0]|0|0,0,16)|0;p=p|I;q=d+12|0;f[a>>2]=q;l=_Pb(h[l>>0]|0|0,0,24)|0;p=p|I;m=d+13|0;f[a>>2]=m;q=h[q>>0]|0;n=d+14|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,40)|0;r=I;o=d+15|0;f[a>>2]=o;n=_Pb(h[n>>0]|0|0,0,48)|0;s=I;f[a>>2]=g;o=_Pb(h[o>>0]|0|0,0,56)|0;c=b+8|0;f[c>>2]=i|j|k|l|m|n|o;f[c+4>>2]=p|q|r|s|I;c=d+24|0;if(c>>>0>e>>>0){s=0;return s|0}o=d+17|0;f[a>>2]=o;i=h[g>>0]|0;j=d+18|0;f[a>>2]=j;g=_Pb(h[o>>0]|0|0,0,8)|0;o=I;k=d+19|0;f[a>>2]=k;j=_Pb(h[j>>0]|0|0,0,16)|0;o=o|I;p=d+20|0;f[a>>2]=p;k=_Pb(h[k>>0]|0|0,0,24)|0;o=o|I;l=d+21|0;f[a>>2]=l;p=h[p>>0]|0;m=d+22|0;f[a>>2]=m;l=_Pb(h[l>>0]|0|0,0,40)|0;q=I;n=d+23|0;f[a>>2]=n;m=_Pb(h[m>>0]|0|0,0,48)|0;r=I;f[a>>2]=c;n=_Pb(h[n>>0]|0|0,0,56)|0;s=b+16|0;f[s>>2]=g|i|j|k|l|m|n;f[s+4>>2]=o|p|q|r|I;s=1;return s|0}function Anb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;p=u;u=u+16|0;n=p;d=f[a>>2]|0;e=d+4|0;o=a+4|0;i=f[o>>2]|0;if(e>>>0>i>>>0){o=0;u=p;return o|0}j=d+1|0;f[a>>2]=j;k=b[d>>0]|0;l=d+2|0;f[a>>2]=l;j=b[j>>0]|0;m=d+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=e;m=(j&255)<<8|k&255|(l&255)<<16|(h[m>>0]|0)<<24;if(!m){o=1;u=p;return o|0}l=n;f[l>>2]=0;f[l+4>>2]=0;d=d+12|0;a:do if(d>>>0<=i>>>0){l=0;while(1){B=e+1|0;f[a>>2]=B;A=b[e>>0]|0;z=e+2|0;f[a>>2]=z;B=b[B>>0]|0;y=e+3|0;f[a>>2]=y;z=b[z>>0]|0;r=e+4|0;f[a>>2]=r;y=b[y>>0]|0;x=e+5|0;f[a>>2]=x;r=b[r>>0]|0;w=e+6|0;f[a>>2]=w;x=b[x>>0]|0;v=e+7|0;f[a>>2]=v;w=b[w>>0]|0;f[a>>2]=d;v=_Pb(h[v>>0]|0|0,0,56)|0;k=I;w=_Pb(w&255|0,0,48)|0;j=I;x=_Pb(x&255|0,0,40)|0;q=I;y=_Pb(y&255|0,0,24)|0;s=I;z=_Pb(z&255|0,0,16)|0;t=I;B=_Pb(B&255|0,0,8)|0;g=n;f[g>>2]=B|A&255|z|y|x|w|v;f[g+4>>2]=I|t|s|r&255|q|j|k;g=e+12|0;if(g>>>0>i>>>0)break a;j=e+9|0;f[a>>2]=j;i=b[d>>0]|0;d=e+10|0;f[a>>2]=d;j=b[j>>0]|0;k=e+11|0;f[a>>2]=k;d=b[d>>0]|0;f[a>>2]=g;k=(j&255)<<8|i&255|(d&255)<<16|(h[k>>0]|0)<<24;d=Bnb(c,n)|0;i=d+4|0;j=f[i>>2]|0;e=f[d>>2]|0;g=j-e|0;if(k>>>0>g>>>0){AWa(d,k-g|0);e=f[d>>2]|0}else if(k>>>0<g>>>0){d=e+k|0;if((d|0)!=(j|0))f[i>>2]=d}d=f[a>>2]|0;if((d+k|0)>>>0>(f[o>>2]|0)>>>0)break a;if(k|0){f[a>>2]=d+1;b[e>>0]=b[d>>0]|0;if((k|0)!=1){d=1;do{B=f[a>>2]|0;f[a>>2]=B+1;b[e+d>>0]=b[B>>0]|0;d=d+1|0}while((d|0)!=(k|0))}}l=l+1|0;if(l>>>0>=m>>>0){d=1;break}e=f[a>>2]|0;i=f[o>>2]|0;d=n;f[d>>2]=0;f[d+4>>2]=0;d=e+8|0;if(d>>>0>i>>>0)break a}u=p;return d|0}while(0);B=0;u=p;return B|0}function Bnb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=b;i=f[j>>2]|0;j=f[j+4>>2]|0;k=X(i,1540483477)|0;p=X(j,1540483477)|0;p=(X((X(k>>>24^k,1540483477)|0)^-561034072,1540483477)|0)^(X(p>>>24^p,1540483477)|0);p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)h=p&g;else if(p>>>0<l>>>0)h=p;else h=(p>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}o=f[b+4>>2]|0;if(!((o|0)==(p|0)|(o&g|0)==(h|0))){b=h;break a}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(p|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}o=b+8|0}while(!((f[o>>2]|0)==(i|0)?(f[o+4>>2]|0)==(j|0):0));a=b+16|0;return a|0}}while(0);o=pOb(32)|0;h=o+8|0;f[h>>2]=i;f[h+4>>2]=j;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+4>>2]=p;f[o>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&p;break}if(p>>>0<b>>>0){g=b;b=p}else{g=b;b=(p>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[o>>2]=f[b>>2];f[b>>2]=o;f[c>>2]=b;b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;q=30}}else{f[o>>2]=f[b>>2];q=30}if((q|0)==30)f[b>>2]=o;f[h>>2]=(f[h>>2]|0)+1;a=o;a=a+16|0;return a|0}function Cnb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Dnb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Dnb(a,b);return}function Dnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;o=i;n=h+8|0;if((f[o>>2]|0)==(f[n>>2]|0)?(f[o+4>>2]|0)==(f[n+4>>2]|0):0)e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;n=h;o=i+8|0;if((f[n>>2]|0)==(f[o>>2]|0)?(f[n+4>>2]|0)==(f[o+4>>2]|0):0)e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Enb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+16|0;q=s;d=f[a>>2]|0;e=d+4|0;r=a+4|0;g=f[r>>2]|0;if(e>>>0>g>>>0){r=0;u=s;return r|0}n=d+1|0;f[a>>2]=n;o=b[d>>0]|0;p=d+2|0;f[a>>2]=p;n=b[n>>0]|0;l=d+3|0;f[a>>2]=l;p=b[p>>0]|0;f[a>>2]=e;l=(n&255)<<8|o&255|(p&255)<<16|h[l>>0]<<24;if(!l){r=1;u=s;return r|0}m=q+4|0;n=m+11|0;o=c+4|0;p=c+8|0;d=0;while(1){f[q>>2]=-1;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;i=e+4|0;do if(i>>>0>g>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=i;k=e+8|0;if(k>>>0>g>>>0)e=1;else{v=e+5|0;f[a>>2]=v;t=b[i>>0]|0;g=e+6|0;f[a>>2]=g;v=b[v>>0]|0;i=e+7|0;f[a>>2]=i;g=b[g>>0]|0;f[a>>2]=k;f[q>>2]=(v&255)<<8|t&255|(g&255)<<16|h[i>>0]<<24;if(j&1)if(!(wnb(a,m)|0)){e=1;break}e=f[o>>2]|0;if((e|0)==(f[p>>2]|0)){Fnb(c,q);e=0;break}else{f[e>>2]=f[q>>2];xOb(e+4|0,m);f[o>>2]=(f[o>>2]|0)+16;e=0;break}}}while(0);if((b[n>>0]|0)<0)sOb(f[m>>2]|0);d=d+1|0;if(e|0){d=0;e=16;break}if(d>>>0>=l>>>0){d=1;e=16;break}e=f[a>>2]|0;g=f[r>>2]|0}if((e|0)==16){u=s;return d|0}return 0}function Fnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;d=f[a>>2]|0;i=(f[k>>2]|0)-d>>4;e=i+1|0;if(e>>>0>268435455)AMb(a);l=a+8|0;j=(f[l>>2]|0)-d|0;d=j>>3;d=j>>4>>>0<134217727?(d>>>0<e>>>0?e:d):268435455;do if(!d)h=0;else if(d>>>0>268435455)vd();else{h=pOb(d<<4)|0;break}while(0);e=h+(i<<4)|0;g=e;j=h+(d<<4)|0;f[e>>2]=f[c>>2];xOb(h+(i<<4)+4|0,c+4|0);i=e+16|0;h=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(h|0)){e=g;c=h;d=h}else{do{c=d;d=d+-16|0;f[e+-16>>2]=f[d>>2];m=e+-12|0;c=c+-12|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;e=g+-16|0;g=e}while((d|0)!=(h|0));e=g;c=f[a>>2]|0;d=f[k>>2]|0}f[a>>2]=e;f[k>>2]=i;f[l>>2]=j;g=c;if((d|0)!=(g|0))do{e=d+-12|0;d=d+-16|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0)}while((d|0)!=(g|0));if(!c)return;sOb(c);return}function Gnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Hnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;n=p;e=f[a>>2]|0;d=e+1|0;o=a+4|0;g=f[o>>2]|0;if(d>>>0>g>>>0){o=0;u=p;return o|0}f[a>>2]=d;b[c>>0]=(b[e>>0]|0)!=0&1;i=e+5|0;if(i>>>0>g>>>0){o=0;u=p;return o|0}j=e+2|0;f[a>>2]=j;l=b[d>>0]|0;m=e+3|0;f[a>>2]=m;j=b[j>>0]|0;k=e+4|0;f[a>>2]=k;m=b[m>>0]|0;f[a>>2]=i;k=(j&255)<<8|l&255|(m&255)<<16|h[k>>0]<<24;if(!k){o=1;u=p;return o|0}l=c+8|0;m=c+12|0;j=c+4|0;f[n>>2]=0;d=e+9|0;a:do if(d>>>0<=g>>>0){e=0;c=i;while(1){q=c+1|0;f[a>>2]=q;g=b[c>>0]|0;i=c+2|0;f[a>>2]=i;q=b[q>>0]|0;c=c+3|0;f[a>>2]=c;i=b[i>>0]|0;f[a>>2]=d;d=(q&255)<<8|g&255|(i&255)<<16|h[c>>0]<<24;f[n>>2]=d;c=f[l>>2]|0;if((c|0)==(f[m>>2]|0))fBa(j,n);else{f[c>>2]=d;f[l>>2]=c+4}e=e+1|0;if(e>>>0>=k>>>0){d=1;break}c=f[a>>2]|0;q=f[o>>2]|0;f[n>>2]=0;d=c+4|0;if(d>>>0>q>>>0)break a}u=p;return d|0}while(0);q=0;u=p;return q|0}function Inb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;z=B;d=f[a>>2]|0;e=d+4|0;A=a+4|0;i=f[A>>2]|0;if(e>>>0>i>>>0){A=1;u=B;return A|0}w=d+1|0;f[a>>2]=w;x=b[d>>0]|0;y=d+2|0;f[a>>2]=y;w=b[w>>0]|0;k=d+3|0;f[a>>2]=k;y=b[y>>0]|0;f[a>>2]=e;k=(w&255)<<8|x&255|(y&255)<<16|h[k>>0]<<24;if(!k){A=1;u=B;return A|0}l=z+4|0;m=z+24|0;n=z+28|0;o=z+32|0;p=z+40|0;q=z+44|0;r=z+48|0;s=l+11|0;t=z+16|0;v=c+4|0;w=c+8|0;x=z+36|0;y=z+20|0;d=0;while(1){f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;g=e+4|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=e+1;j=b[e>>0]|0;f[a>>2]=g;j=j&255;e=e+5|0;do if(e>>>0>i>>>0)e=1;else{f[a>>2]=e;b[z>>0]=(b[g>>0]|0)!=0&1;if(j&1){if(!(wnb(a,l)|0)){e=1;break}e=f[a>>2]|0;i=f[A>>2]|0}g=e+1|0;if(g>>>0>i>>>0)e=1;else{f[a>>2]=g;b[t>>0]=(b[e>>0]|0)!=0&1;if(j&2|0)if(!(Gnb(a,y)|0)){e=1;break}if(j&4|0)if(!(Hnb(a,x)|0)){e=1;break}e=f[v>>2]|0;if((e|0)==(f[w>>2]|0)){Knb(c,z);e=0;break}else{Jnb(e,z);f[v>>2]=(f[v>>2]|0)+52;e=0;break}}}while(0);g=f[p>>2]|0;if(g){i=f[q>>2]|0;if((i|0)!=(g|0))f[q>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}}g=f[m>>2]|0;if(g|0){i=f[n>>2]|0;if((i|0)!=(g|0))f[n>>2]=i+(~((i+-4-g|0)>>>2)<<2);sOb(g)}if((b[s>>0]|0)<0)sOb(f[l>>2]|0);d=d+1|0;if(e|0){d=0;e=30;break}if(d>>>0>=k>>>0){d=1;e=30;break}e=f[a>>2]|0;i=f[A>>2]|0}if((e|0)==30){u=B;return d|0}return 0}function Jnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;b[a>>0]=b[c>>0]|0;xOb(a+4|0,c+4|0);b[a+16>>0]=b[c+16>>0]|0;b[a+20>>0]=b[c+20>>0]|0;e=a+24|0;g=c+24|0;f[e>>2]=0;k=a+28|0;f[k>>2]=0;f[a+32>>2]=0;i=c+28|0;d=(f[i>>2]|0)-(f[g>>2]|0)|0;h=d>>2;if(h|0){if(h>>>0>1073741823)AMb(e);j=pOb(d)|0;f[k>>2]=j;f[e>>2]=j;f[a+32>>2]=j+(h<<2);e=f[g>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)>0){bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2)}}b[a+36>>0]=b[c+36>>0]|0;g=a+40|0;h=c+40|0;f[g>>2]=0;k=a+44|0;f[k>>2]=0;f[a+48>>2]=0;i=c+44|0;d=(f[i>>2]|0)-(f[h>>2]|0)|0;e=d>>2;if(!e)return;if(e>>>0>1073741823)AMb(g);j=pOb(d)|0;f[k>>2]=j;f[g>>2]=j;f[a+48>>2]=j+(e<<2);e=f[h>>2]|0;d=(f[i>>2]|0)-e|0;if((d|0)<=0)return;bQb(j|0,e|0,d|0)|0;f[k>>2]=j+(d>>>2<<2);return}function Knb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;g=((f[n>>2]|0)-d|0)/52|0;e=g+1|0;if(e>>>0>82595524)AMb(a);l=a+8|0;j=((f[l>>2]|0)-d|0)/52|0;k=j<<1;e=j>>>0<41297762?(k>>>0<e>>>0?e:k):82595524;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!e)h=0;else if(e>>>0>82595524)vd();else{h=pOb(e*52|0)|0;break}while(0);f[m>>2]=h;d=h+(g*52|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=d;h=h+(e*52|0)|0;i=m+12|0;f[i>>2]=h;Jnb(d,c);g=d+52|0;f[j>>2]=g;c=f[a>>2]|0;e=f[n>>2]|0;if((e|0)==(c|0)){q=d;d=j;j=c;p=g;g=e;c=h;h=q;f[a>>2]=h;f[k>>2]=j;f[n>>2]=p;f[d>>2]=g;n=f[l>>2]|0;f[l>>2]=c;f[i>>2]=n;f[m>>2]=j;Lnb(m);u=o;return}do{h=e;e=e+-52|0;b[d+-52>>0]=b[e>>0]|0;p=d+-48|0;q=h+-48|0;f[p>>2]=f[q>>2];f[p+4>>2]=f[q+4>>2];f[p+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;b[d+-36>>0]=b[h+-36>>0]|0;b[d+-32>>0]=b[h+-32>>0]|0;q=d+-28|0;p=h+-28|0;f[q>>2]=0;g=d+-24|0;f[g>>2]=0;f[d+-20>>2]=0;f[q>>2]=f[p>>2];q=h+-24|0;f[g>>2]=f[q>>2];g=h+-20|0;f[d+-20>>2]=f[g>>2];f[g>>2]=0;f[q>>2]=0;f[p>>2]=0;b[d+-16>>0]=b[h+-16>>0]|0;p=d+-12|0;q=h+-12|0;f[p>>2]=0;g=d+-8|0;f[g>>2]=0;f[d+-4>>2]=0;f[p>>2]=f[q>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[q>>2]=0;d=(f[k>>2]|0)+-52|0;f[k>>2]=d}while((e|0)!=(c|0));e=d;p=i;c=j;q=f[a>>2]|0;g=f[j>>2]|0;h=f[n>>2]|0;j=f[i>>2]|0;i=e;f[a>>2]=i;f[k>>2]=q;f[n>>2]=g;f[c>>2]=h;n=f[l>>2]|0;f[l>>2]=j;f[p>>2]=n;f[m>>2]=q;Lnb(m);u=o;return}function Lnb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;c=f[i>>2]|0;if((c|0)!=(h|0))do{f[i>>2]=c+-52;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[c+-28>>2]|0;if(d|0){e=c+-24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-4-d|0)>>>2)<<2);sOb(d)}c=c+-48|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[i>>2]|0}while((c|0)!=(h|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function Mnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=f[a>>2]|0;d=i+4|0;m=a+4|0;e=f[m>>2]|0;if(d>>>0>e>>>0){c=0;return c|0}g=i+3|0;f[a>>2]=g;l=b[i+2>>0]|0;f[a>>2]=d;g=b[g>>0]|0;if(l<<24>>24>-1){c=0;return c|0}j=i+8|0;if(j>>>0>e>>>0){c=0;return c|0}n=i+5|0;f[a>>2]=n;d=b[d>>0]|0;k=i+6|0;f[a>>2]=k;n=b[n>>0]|0;l=i+7|0;f[a>>2]=l;k=b[k>>0]|0;f[a>>2]=j;l=(n&255)<<8|d&255|(k&255)<<16|h[l>>0]<<24;f[c>>2]=l;if(l>>>0>=4){n=0;return n|0}do if(!(g&64)){k=0;d=j}else{d=i+12|0;if(d>>>0>e>>>0){n=0;return n|0}else{f[a>>2]=i+9;k=b[j>>0]|0;f[a>>2]=d;k=k&4;break}}while(0);g=d+4|0;if(g>>>0>e>>>0){n=0;return n|0}o=d+1|0;f[a>>2]=o;i=b[d>>0]|0;n=d+2|0;f[a>>2]=n;o=b[o>>0]|0;j=d+3|0;f[a>>2]=j;n=b[n>>0]|0;f[a>>2]=g;f[c+20>>2]=(o&255)<<8|i&255|(n&255)<<16|h[j>>0]<<24;j=d+5|0;if(j>>>0>e>>>0){o=0;return o|0}f[a>>2]=j;b[c+24>>0]=(b[g>>0]|0)!=0&1;i=c+25|0;if(!l)b[i>>0]=1;else{g=d+6|0;if(g>>>0>e>>>0){o=0;return o|0}f[a>>2]=g;b[i>>0]=(b[j>>0]|0)!=0&1;if(l>>>0>2){do if((k|0)==4)if(wnb(a,c+4|0)|0){g=f[a>>2]|0;e=f[m>>2]|0;break}else{o=0;return o|0}while(0);d=g+4|0;if(d>>>0>e>>>0){o=0;return o|0}l=g+1|0;f[a>>2]=l;m=b[g>>0]|0;n=g+2|0;f[a>>2]=n;l=b[l>>0]|0;o=g+3|0;f[a>>2]=o;n=b[n>>0]|0;f[a>>2]=d;f[c+16>>2]=(l&255)<<8|m&255|(n&255)<<16|h[o>>0]<<24;o=1;return o|0}}f[c+16>>2]=0;o=1;return o|0}function Nnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0;j=f[a>>2]|0;d=j+4|0;k=f[a+4>>2]|0;if(d>>>0>k>>>0){k=0;return k|0}l=j+1|0;f[a>>2]=l;g=b[j>>0]|0;i=j+2|0;f[a>>2]=i;l=b[l>>0]|0;e=j+3|0;f[a>>2]=e;i=b[i>>0]|0;f[a>>2]=d;f[c>>2]=(l&255)<<8|g&255|(i&255)<<16|(h[e>>0]|0)<<24;e=j+8|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+5|0;f[a>>2]=g;i=b[d>>0]|0;l=j+6|0;f[a>>2]=l;g=b[g>>0]|0;d=j+7|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+4>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+12|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+9|0;f[a>>2]=g;i=b[e>>0]|0;l=j+10|0;f[a>>2]=l;g=b[g>>0]|0;e=j+11|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+8>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+16|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+13|0;f[a>>2]=g;i=b[d>>0]|0;l=j+14|0;f[a>>2]=l;g=b[g>>0]|0;d=j+15|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+16>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+20|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+17|0;f[a>>2]=g;i=b[e>>0]|0;l=j+18|0;f[a>>2]=l;g=b[g>>0]|0;e=j+19|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+20>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+24|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+21|0;f[a>>2]=g;i=b[d>>0]|0;l=j+22|0;f[a>>2]=l;g=b[g>>0]|0;d=j+23|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+24>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+28|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+25|0;f[a>>2]=g;i=b[e>>0]|0;l=j+26|0;f[a>>2]=l;g=b[g>>0]|0;e=j+27|0;f[a>>2]=e;l=b[l>>0]|0;f[a>>2]=d;f[c+32>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[e>>0]|0)<<24;e=j+32|0;if(e>>>0>k>>>0){l=0;return l|0}g=j+29|0;f[a>>2]=g;i=b[d>>0]|0;l=j+30|0;f[a>>2]=l;g=b[g>>0]|0;d=j+31|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=e;f[c+36>>2]=(g&255)<<8|i&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+36|0;if(d>>>0>k>>>0){l=0;return l|0}g=j+33|0;f[a>>2]=g;i=b[e>>0]|0;l=j+34|0;f[a>>2]=l;e=b[g>>0]|0;g=j+35|0;f[a>>2]=g;l=b[l>>0]|0;f[a>>2]=d;f[c+40>>2]=(e&255)<<8|i&255|(l&255)<<16|(h[g>>0]|0)<<24;g=j+40|0;if(g>>>0>k>>>0){l=0;return l|0}i=c+48|0;m=j+37|0;f[a>>2]=m;e=b[d>>0]|0;l=j+38|0;f[a>>2]=l;m=b[m>>0]|0;d=j+39|0;f[a>>2]=d;l=b[l>>0]|0;f[a>>2]=g;f[i>>2]=(m&255)<<8|e&255|(l&255)<<16|(h[d>>0]|0)<<24;d=j+44|0;if(d>>>0>k>>>0){m=0;return m|0}e=c+52|0;o=j+41|0;f[a>>2]=o;g=b[g>>0]|0;l=j+42|0;f[a>>2]=l;o=b[o>>0]|0;m=j+43|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=d;f[e>>2]=(o&255)<<8|g&255|(l&255)<<16|(h[m>>0]|0)<<24;d=j+48|0;if(d>>>0>k>>>0){o=0;return o|0}f[a>>2]=d;n[i>>2]=0.0;n[e>>2]=0.0;n[c+56>>2]=0.0;n[c+60>>2]=1.0;o=1;return o|0}function Onb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;f[d>>2]=-1;j=f[c>>2]|0;do if(j&1|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){j=0;return j|0}else{l=e+1|0;f[a>>2]=l;k=b[e>>0]|0;m=e+2|0;f[a>>2]=m;l=b[l>>0]|0;i=e+3|0;f[a>>2]=i;e=b[m>>0]|0;f[a>>2]=g;f[d>>2]=(l&255)<<8|k&255|(e&255)<<16|h[i>>0]<<24;break}}while(0);e=d+8|0;g=e+11|0;if((b[g>>0]|0)<0){b[f[e>>2]>>0]=0;f[d+12>>2]=0}else{b[e>>0]=0;b[g>>0]=0}if(j&2|0)if(!(wnb(a,e)|0)){m=0;return m|0}i=d+4|0;f[i>>2]=1073741824;if(j&4|0){e=f[a>>2]|0;g=e+1|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}f[a>>2]=g;e=b[e>>0]|0;if(!(e&2)){f[i>>2]=0;g=536870912}else g=1610612736;if(e&1|0)f[i>>2]=g}if(j&8|0)if(!(Nnb(a,d+20|0)|0)){m=0;return m|0}do if(j&256|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+84>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(j&33554432|0)if(!(wnb(a,d+116|0)|0)){m=0;return m|0}do if(j&67108864|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{i=e+1|0;f[a>>2]=i;k=b[e>>0]|0;l=e+2|0;f[a>>2]=l;i=b[i>>0]|0;m=e+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=g;f[d+128>>2]=(i&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);e=f[c+4>>2]|0;do if(e&16|0){g=f[a>>2]|0;i=g+4|0;if(i>>>0>(f[a+4>>2]|0)>>>0){m=0;return m|0}else{c=g+1|0;f[a>>2]=c;k=b[g>>0]|0;l=g+2|0;f[a>>2]=l;c=b[c>>0]|0;m=g+3|0;f[a>>2]=m;l=b[l>>0]|0;f[a>>2]=i;f[d+132>>2]=(c&255)<<8|k&255|(l&255)<<16|h[m>>0]<<24;break}}while(0);if(e&32|0)if(!(wnb(a,d+136|0)|0)){m=0;return m|0}if(j&536870912|0)if(!(Anb(a,d+148|0)|0)){m=0;return m|0}m=1;return m|0}function Pnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+16|0;l=o+8|0;k=o;e=f[a>>2]|0;g=e+4|0;n=a+4|0;i=f[n>>2]|0;if(g>>>0>i>>>0){n=0;u=o;return n|0}p=e+1|0;f[a>>2]=p;j=b[e>>0]|0;m=e+2|0;f[a>>2]=m;p=b[p>>0]|0;d=e+3|0;f[a>>2]=d;m=b[m>>0]|0;f[a>>2]=g;d=(h[d>>0]|0)<<24;m=(m&255)<<16;j=(p&255)<<8|j&255|m|d;do if(!(d&1073741824)){d=0;e=0}else{d=e+8|0;if(d>>>0>i>>>0){p=0;u=o;return p|0}else{q=e+5|0;f[a>>2]=q;i=b[g>>0]|0;p=e+6|0;f[a>>2]=p;g=b[q>>0]|0;e=e+7|0;f[a>>2]=e;p=b[p>>0]|0;f[a>>2]=d;d=0;e=(g&255)<<8|i&255|(p&255)<<16|(h[e>>0]|0)<<24;break}}while(0);q=k;f[q>>2]=d|j;f[q+4>>2]=e;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];if(!(Onb(a,l,c)|0)){q=0;u=o;return q|0}d=c+168|0;f[d>>2]=-1;do if(m&131072|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}else{k=e+1|0;f[a>>2]=k;l=b[e>>0]|0;p=e+2|0;f[a>>2]=p;k=b[k>>0]|0;q=e+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=g;f[d>>2]=(k&255)<<8|l&255|(p&255)<<16|(h[q>>0]|0)<<24;break}}while(0);if(!(m&262144)){q=0;u=o;return q|0}d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[n>>2]|0)>>>0){q=0;u=o;return q|0}m=d+1|0;f[a>>2]=m;n=b[d>>0]|0;p=d+2|0;f[a>>2]=p;m=b[m>>0]|0;q=d+3|0;f[a>>2]=q;p=b[p>>0]|0;f[a>>2]=e;f[c+172>>2]=(m&255)<<8|n&255|(p&255)<<16|(h[q>>0]|0)<<24;f[c+176>>2]=0;q=1;u=o;return q|0}function Qnb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;s=v;e=f[a>>2]|0;g=e+4|0;t=a+4|0;i=f[t>>2]|0;if(g>>>0>i>>>0){t=0;u=v;return t|0}f[a>>2]=e+1;m=b[e>>0]|0;f[a>>2]=g;m=m&255;d=e+8|0;if(d>>>0>i>>>0){t=0;u=v;return t|0}p=e+5|0;f[a>>2]=p;q=b[g>>0]|0;r=e+6|0;f[a>>2]=r;p=b[p>>0]|0;e=e+7|0;f[a>>2]=e;r=b[r>>0]|0;f[a>>2]=d;f[c>>2]=(p&255)<<8|q&255|(r&255)<<16|h[e>>0]<<24;d=c+4|0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[c+8>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if(m&1|0)if(!(wnb(a,d)|0)){t=0;u=v;return t|0}d=c+16|0;f[d>>2]=-1;do if(m&4|0){e=f[a>>2]|0;g=e+4|0;if(g>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}else{o=e+1|0;f[a>>2]=o;p=b[e>>0]|0;q=e+2|0;f[a>>2]=q;o=b[o>>0]|0;r=e+3|0;f[a>>2]=r;q=b[q>>0]|0;f[a>>2]=g;f[d>>2]=(o&255)<<8|p&255|(q&255)<<16|h[r>>0]<<24;break}}while(0);if(!(m&16))d=1;else{d=f[a>>2]|0;e=d+4|0;if(e>>>0>(f[t>>2]|0)>>>0){t=0;u=v;return t|0}p=d+1|0;f[a>>2]=p;q=b[d>>0]|0;r=d+2|0;f[a>>2]=r;p=b[p>>0]|0;d=d+3|0;f[a>>2]=d;r=b[r>>0]|0;f[a>>2]=e;d=(p&255)<<8|q&255|(r&255)<<16|h[d>>0]<<24;if(!d){t=0;u=v;return t|0}}i=c+20|0;k=c+24|0;j=c+28|0;a:do if(!(m&8)){g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}g=g+1|0}while(g>>>0<d>>>0)}else{g=0;do{e=f[k>>2]|0;if(e>>>0<(f[j>>2]|0)>>>0){dQb(e|0,0,180)|0;f[e+128>>2]=-1;f[e+132>>2]=-1;r=e+136|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;n[e+164>>2]=1.0;f[e+168>>2]=0;f[e+172>>2]=0;e=(f[k>>2]|0)+180|0;f[k>>2]=e}else{Rnb(i);e=f[k>>2]|0}if(!(Pnb(a,e+-180|0)|0)){l=24;break a}r=e+-176|0;f[r>>2]=f[r>>2]&1073741824;g=g+1|0}while(g>>>0<d>>>0)}while(0);if((l|0)==24){e=f[k>>2]|0;d=e+-180|0;do{t=e+-180|0;f[k>>2]=t;lWa(t);e=f[k>>2]|0}while((e|0)!=(d|0));d=0;u=v;return d|0}b[c+32>>0]=(f[(f[i>>2]|0)+4>>2]|0)>>>30&1;i=f[a>>2]|0;d=i+4|0;p=f[t>>2]|0;if(d>>>0>p>>>0){t=0;u=v;return t|0}o=i+1|0;f[a>>2]=o;q=b[i>>0]|0;r=i+2|0;f[a>>2]=r;o=b[o>>0]|0;g=i+3|0;f[a>>2]=g;r=b[r>>0]|0;f[a>>2]=d;f[c+36>>2]=(o&255)<<8|q&255|(r&255)<<16|h[g>>0]<<24;g=i+8|0;if(g>>>0>p>>>0){t=0;u=v;return t|0}e=i+5|0;f[a>>2]=e;r=b[d>>0]|0;d=i+6|0;f[a>>2]=d;e=b[e>>0]|0;q=i+7|0;f[a>>2]=q;d=b[d>>0]|0;f[a>>2]=g;f[c+40>>2]=(e&255)<<8|r&255|(d&255)<<16|h[q>>0]<<24;q=c+44|0;d=f[q>>2]|0;r=c+48|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);if(!(m&2)){t=1;u=v;return t|0}e=i+12|0;if(e>>>0>p>>>0){t=0;u=v;return t|0}k=i+9|0;f[a>>2]=k;m=b[g>>0]|0;o=i+10|0;f[a>>2]=o;k=b[k>>0]|0;l=i+11|0;f[a>>2]=l;o=b[o>>0]|0;f[a>>2]=e;l=(k&255)<<8|m&255|(o&255)<<16|h[l>>0]<<24;f[s>>2]=0;b:do if(l|0){m=s+4|0;o=s+8|0;k=c+52|0;d=i+16|0;c:do if(d>>>0<=p>>>0){j=0;i=e;g=p;do{w=i+1|0;f[a>>2]=w;p=b[i>>0]|0;c=i+2|0;f[a>>2]=c;w=b[w>>0]|0;e=i+3|0;f[a>>2]=e;c=b[c>>0]|0;f[a>>2]=d;f[s>>2]=(w&255)<<8|p&255|(c&255)<<16|h[e>>0]<<24;e=i+5|0;if(e>>>0>g>>>0)break c;f[a>>2]=e;b[m>>0]=b[d>>0]|0;d=i+9|0;if(d>>>0>g>>>0)break c;g=i+6|0;f[a>>2]=g;p=b[e>>0]|0;c=i+7|0;f[a>>2]=c;g=b[g>>0]|0;w=i+8|0;f[a>>2]=w;c=b[c>>0]|0;f[a>>2]=d;f[o>>2]=(g&255)<<8|p&255|(c&255)<<16|h[w>>0]<<24;d=f[r>>2]|0;if((d|0)==(f[k>>2]|0))Snb(q,s);else{f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[r>>2]=(f[r>>2]|0)+12}j=j+1|0;if(j>>>0>=l>>>0)break b;i=f[a>>2]|0;g=f[t>>2]|0;d=i+4|0}while(d>>>0<=g>>>0)}while(0);w=0;u=v;return w|0}while(0);w=1;u=v;return w|0}function Rnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;b=f[a>>2]|0;e=((f[a+4>>2]|0)-b|0)/180|0;c=e+1|0;if(c>>>0>23860929)AMb(a);g=((f[a+8>>2]|0)-b|0)/180|0;b=g<<1;b=g>>>0<11930464?(b>>>0<c>>>0?c:b):23860929;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!b)d=0;else if(b>>>0>23860929)vd();else{d=pOb(b*180|0)|0;break}while(0);f[h>>2]=d;j=d+(e*180|0)|0;g=h+8|0;c=h+4|0;f[c>>2]=j;f[h+12>>2]=d+(b*180|0);dQb(j|0,0,180)|0;f[d+(e*180|0)+128>>2]=-1;f[d+(e*180|0)+132>>2]=-1;b=d+(e*180|0)+136|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;n[d+(e*180|0)+164>>2]=1.0;f[d+(e*180|0)+168>>2]=0;f[d+(e*180|0)+172>>2]=0;f[g>>2]=j+180;Tnb(a,h);c=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(c|0))do{j=b+-180|0;f[g>>2]=j;lWa(j);b=f[g>>2]|0}while((b|0)!=(c|0));b=f[h>>2]|0;if(!b){u=i;return}sOb(b);u=i;return}function Snb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Tnb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function Unb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0;o=0;v=u;u=u+1344|0;d=f[a>>2]|0;e=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+1|0;t=b[d>>0]|0;f[a>>2]=d+2;q=b[(d+1|0)>>0]|0;f[a>>2]=d+4|0;if((d+8|0)>>>0>e>>>0){t=0;u=v;return t|0}f[a>>2]=d+5|0;j=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;e=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;k=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;f[c>>2]=(e&255)<<8|j&255|(k&255)<<16|h[(d+7|0)>>0]<<24;if((b[((c+4|0)+11|0)>>0]|0)<0){b[f[(c+4|0)>>2]>>0]=0;f[c+8>>2]=0}else{b[(c+4|0)>>0]=0;b[((c+4|0)+11|0)>>0]=0}if(t&255&1|0)if(!(wnb(a,c+4|0)|0)){t=0;u=v;return t|0}f[(c+92|0)>>2]=0;a:do if(!((q&255)<<8&256)){k=b[((c+4|0)+11|0)>>0]|0;j=k<<24>>24<0?f[(c+4|0)>>2]|0:c+4|0;k=k<<24>>24<0?f[c+8>>2]|0:k&255;if((k|0)<17)m=0;else{e=j;d=k;while(1){d=d+-16|0;if(!d){m=0;break a}d=TAb(e,35,d)|0;if(!d){m=0;break a}if(!(zBb(d,239899,17)|0))break;e=d+1|0;d=(j+k|0)-e|0;if((d|0)<17){m=0;break a}}if((d|0)!=(j+k|0|0)&(d-j|0)!=-1){l=0;o=16}else m=0}}else{KOb(c+4|0,239880)|0;l=f[(c+92|0)>>2]|0;o=16}while(0);if((o|0)==16){m=l|134217728;f[(c+92|0)>>2]=m}if(((q&255)<<8&64512|0)!=15360)f[(c+92|0)>>2]=(q&255)<<13&1048576|((q&255)<<15&2097152|((q&255)<<17&4194304^4194304|((q&255)<<19&8388608^8388608|((q&255)<<21&16777216^16777216|((q&255)<<23&33554432^33554432|m)))));d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=0;if(d|0)sOb(d);do if(t&255&2|0){if(!(xnb(a,v+76|0)|0)){t=0;u=v;return t|0}if(!(xnb(a,v)|0)){t=0;u=v;return t|0}if(!(ynb(a,v+64|0)|0)){t=0;u=v;return t|0}l=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((l+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+1|0;o=b[l>>0]|0;f[a>>2]=l+2|0;m=b[(l+1|0)>>0]|0;f[a>>2]=l+3|0;k=b[(l+2|0)>>0]|0;f[a>>2]=l+4|0;k=(m&255)<<8|o&255|(k&255)<<16|h[(l+3|0)>>0]<<24;if((l+8|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=l+5|0;d=b[(l+4|0)>>0]|0;f[a>>2]=l+6|0;e=b[(l+5|0)>>0]|0;f[a>>2]=l+7|0;j=b[(l+6|0)>>0]|0;f[a>>2]=l+8|0;if((q&255)<<8&512|0)break;d=(e&255)<<8|d&255|(j&255)<<16|h[(l+7|0)>>0]<<24;f[(c+92|0)>>2]=f[(c+92|0)>>2]|67108864;o=pOb(96)|0;F=+n[(v+76|0)>>2];E=+n[(v+76|0)+4>>2];C=+n[(v+76|0)+8>>2];B=+n[v>>2];A=+n[v+4>>2];z=+n[v+8>>2];y=+n[(v+64|0)>>2];x=+n[(v+64|0)+4>>2];w=+n[(v+64|0)+8>>2];g=(f[s>>2]=k,+n[s>>2]);i=(f[s>>2]=d,+n[s>>2]);f[o>>2]=0;f[o+4>>2]=2-((q&255)>>>7);p[o+8>>3]=F;p[o+16>>3]=E;p[o+24>>3]=C;p[o+32>>3]=B;p[o+40>>3]=A;p[o+48>>3]=z;p[o+56>>3]=y;p[o+64>>3]=x;p[o+72>>3]=w;p[o+80>>3]=g;p[o+88>>3]=i;d=f[(c+16|0)>>2]|0;f[(c+16|0)>>2]=o;if(d|0)sOb(d);if(g<0.0|i<0.0){f[(c+92|0)>>2]=f[(c+92|0)>>2]|8192;break}else break}while(0);d=f[(c+20|0)>>2]|0;e=f[(c+24|0)>>2]|0;if((e|0)!=(d|0))f[(c+24|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);if(t&255&4|0){e=f[a>>2]|0;d=f[(a+4|0)>>2]|0;if((e+4|0)>>>0>d>>>0){t=0;u=v;return t|0}f[a>>2]=e+1|0;q=b[e>>0]|0;f[a>>2]=e+2|0;o=b[(e+1|0)>>0]|0;f[a>>2]=e+3|0;l=b[(e+2|0)>>0]|0;f[a>>2]=e+4|0;l=(o&255)<<8|q&255|(l&255)<<16|h[(e+3|0)>>0]<<24;f[(v+76|0)>>2]=0;b:do if(l|0){if((e+8|0)>>>0<=d>>>0){k=0;j=e+4|0;d=e+8|0;do{m=j+1|0;f[a>>2]=m;o=b[j>>0]|0;q=j+2|0;f[a>>2]=q;m=b[m>>0]|0;e=j+3|0;f[a>>2]=e;q=b[q>>0]|0;f[a>>2]=d;d=(m&255)<<8|o&255|(q&255)<<16|h[e>>0]<<24;f[(v+76|0)>>2]=d;e=f[(c+24|0)>>2]|0;if((e|0)==(f[(c+28|0)>>2]|0))Vnb(c+20|0,v+76|0);else{f[e>>2]=d;f[(c+24|0)>>2]=e+4}k=k+1|0;if(k>>>0>=l>>>0)break b;j=f[a>>2]|0;d=j+4|0}while(d>>>0<=(f[(a+4|0)>>2]|0)>>>0)}t=0;u=v;return t|0}while(0)}d=f[(c+32|0)>>2]|0;f[(c+32|0)>>2]=0;if(d|0){lWa(d);sOb(d)}f[v+112>>2]=a;f[v+120>>2]=c;f[v+192>>2]=r;f[v+320>>2]=t;f[v+1280>>2]=0;f[v+1284>>2]=0;Xpb(v);G=f[v+1280>>2]|0;D=f[v+1284>>2]|0;H=+n[v+1284>>2];f[v+1280>>2]=0;f[v+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Vnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Wnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);l=pOb(76)|0;f[l+8>>2]=m;c=l+12|0;d=c+64|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[l+4>>2]=m;f[l>>2]=0;h=a+12|0;e=+(((f[h>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(k|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(e/g))>>>0;Ynb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(m>>>0<b>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[l>>2]=f[b>>2];f[b>>2]=l;f[c>>2]=b;b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[l>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=l;f[h>>2]=(f[h>>2]|0)+1;a=l;a=a+12|0;return a|0}function Xnb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>5;c=e+1|0;if(c>>>0>134217727)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>4;d=m>>5>>>0<67108863?(d>>>0<c>>>0?c:d):134217727;do if(!d){h=0;i=0}else if(d>>>0>134217727)vd();else{i=pOb(d<<5)|0;h=i;break}while(0);c=h+(e<<5)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];f[c+24>>2]=f[b+24>>2];f[c+28>>2]=f[b+28>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+32;f[l>>2]=h+(d<<5);if(!j)return;sOb(j);return}function Ynb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Znb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Znb(a,b);return}function Znb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function _nb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;q=0;r=u;u=u+2368|0;d=f[a>>2]|0;o=f[(a+4|0)>>2]|0;if((d+4|0)>>>0>o>>>0){t=0;u=r;return t|0}f[a>>2]=d+1|0;i=b[d>>0]|0;f[a>>2]=d+2|0;j=b[(d+1|0)>>0]|0;f[a>>2]=d+3|0;k=b[(d+2|0)>>0]|0;f[a>>2]=d+4|0;g=h[(d+3|0)>>0]<<24;do if(!(g&1073741824)){l=0;m=d+4|0;d=0}else if((d+8|0)>>>0>o>>>0){t=0;u=r;return t|0}else{f[a>>2]=d+5|0;w=b[(d+4|0)>>0]|0;f[a>>2]=d+6|0;x=b[(d+5|0)>>0]|0;f[a>>2]=d+7|0;v=b[(d+6|0)>>0]|0;f[a>>2]=d+8|0;l=0;m=d+8|0;d=(x&255)<<8|w&255|(v&255)<<16|h[(d+7|0)>>0]<<24;break}while(0);f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+616>>2]=i;f[r+624>>2]=j;f[r+656>>2]=k;f[r+912>>2]=l;f[r+928>>2]=m;f[r+1448>>2]=d;f[r+1856>>2]=o;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2200>>2]=q;f[r+2248>>2]=0;f[r+2252>>2]=0;Zpb(r);e=f[r+488>>2]|0;p=f[r+2160>>2]|0;s=f[r+2176>>2]|0;t=f[r+2184>>2]|0;G=f[r+2248>>2]|0;D=f[r+2252>>2]|0;H=+n[r+2252>>2];f[r+2248>>2]=0;f[r+2252>>2]=0;if((G|0)==6)return D|0;f[r+224>>2]=a;f[r+232>>2]=c;f[r+488>>2]=e;f[r+608>>2]=g;f[r+624>>2]=j;f[r+656>>2]=k;f[r+2160>>2]=p;f[r+2176>>2]=s;f[r+2184>>2]=t;f[r+2240>>2]=0;f[r+2244>>2]=0;Ypb(r);G=f[r+2240>>2]|0;D=f[r+2244>>2]|0;H=+n[r+2244>>2];f[r+2240>>2]=0;f[r+2244>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function $nb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;job(a,b);return}function aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function bob(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];Cnb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;s=a+4|0;t=a+12|0;u=a+16|0;v=a+8|0;l=b;q=b;c=f[s>>2]|0;while(1){k=l+8|0;j=f[k>>2]|0;k=f[k+4>>2]|0;m=X(j,1540483477)|0;o=X(k,1540483477)|0;o=(X((X(m>>>24^m,1540483477)|0)^-561034072,1540483477)|0)^(X(o>>>24^o,1540483477)|0);o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;m=(c|0)==0;a:do if(m){b=0;r=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=o&i;else if(o>>>0<c>>>0)b=o;else b=(o>>>0)%(c>>>0)|0;g=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!g)r=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=19;break a}p=f[g+4>>2]|0;if(!((p|0)==(o|0)|(p&i|0)==(b|0))){r=19;break a}p=g+8|0;if((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0)break a}do{g=f[g>>2]|0;if(!g){r=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){r=19;break a}}p=g+8|0}while(!((f[p>>2]|0)==(j|0)?(f[p+4>>2]|0)==(k|0):0))}}while(0);if((r|0)==19){r=0;p=pOb(32)|0;i=p+8|0;f[i>>2]=j;f[i+4>>2]=k;i=p+16|0;f[i>>2]=0;j=p+20|0;f[j>>2]=0;k=p+24|0;f[k>>2]=0;g=f[l+16>>2]|0;h=(f[l+20>>2]|0)-g|0;if(h|0){if((h|0)<0){r=21;break}w=pOb(h)|0;f[j>>2]=w;f[i>>2]=w;l=w+h|0;f[k>>2]=l;bQb(w|0,g|0,h|0)|0;f[j>>2]=l}f[p+4>>2]=o;f[p>>2]=0;d=+(((f[t>>2]|0)+1|0)>>>0);e=+n[u>>2];do if(m|e*+(c>>>0)<d){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(d/e))>>>0;Cnb(a,b>>>0<c>>>0?c:b);b=f[s>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=c;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[p>>2]=f[v>>2];f[v>>2]=p;f[c>>2]=v;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;r=36}}else{f[p>>2]=f[b>>2];r=36}if((r|0)==36){r=0;f[b>>2]=p}f[t>>2]=(f[t>>2]|0)+1;c=g}b=f[q>>2]|0;if(!b){r=39;break}else{l=b;q=b}}if((r|0)==21)AMb(i);else if((r|0)==39)return}function cob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;m=n;c=f[a>>2]|0;k=((f[a+4>>2]|0)-c|0)/180|0;e=k+1|0;if(e>>>0>23860929)AMb(a);l=((f[a+8>>2]|0)-c|0)/180|0;c=l<<1;c=l>>>0<11930464?(c>>>0<e>>>0?e:c):23860929;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!c)j=0;else if(c>>>0>23860929)vd();else{j=pOb(c*180|0)|0;break}while(0);f[m>>2]=j;h=j+(k*180|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=h;f[m+12>>2]=j+(c*180|0);g=b;e=f[g+4>>2]|0;c=h;f[c>>2]=f[g>>2];f[c+4>>2]=e;xOb(j+(k*180|0)+8|0,b+8|0);c=j+(k*180|0)+20|0;e=b+20|0;g=c+68|0;do{f[c>>2]=f[e>>2];c=c+4|0;e=e+4|0}while((c|0)<(g|0));f[j+(k*180|0)+88>>2]=f[b+88>>2];xOb(j+(k*180|0)+92|0,b+92|0);g=j+(k*180|0)+104|0;c=b+104|0;f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];d[g+8>>1]=d[c+8>>1]|0;xOb(j+(k*180|0)+116|0,b+116|0);g=b+128|0;c=f[g+4>>2]|0;e=j+(k*180|0)+128|0;f[e>>2]=f[g>>2];f[e+4>>2]=c;xOb(j+(k*180|0)+136|0,b+136|0);bob(j+(k*180|0)+148|0,b+148|0);e=j+(k*180|0)+168|0;c=b+168|0;f[e>>2]=f[c>>2];f[e+4>>2]=f[c+4>>2];f[e+8>>2]=f[c+8>>2];f[l>>2]=h+180;iob(a,m);e=f[i>>2]|0;c=f[l>>2]|0;if((c|0)!=(e|0))do{k=c+-180|0;f[l>>2]=k;lWa(k);c=f[l>>2]|0}while((c|0)!=(e|0));c=f[m>>2]|0;if(!c){u=n;return}sOb(c);u=n;return}function dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/96|0;d=e+1|0;if(d>>>0>44739242)AMb(a);j=a+8|0;h=((f[j>>2]|0)-c|0)/96|0;c=h<<1;c=h>>>0<22369621?(c>>>0<d>>>0?d:c):44739242;do if(!c)g=0;else if(c>>>0>44739242)vd();else{g=pOb(c*96|0)|0;break}while(0);d=g+(e*96|0)|0;e=d;h=g+(c*96|0)|0;hob(d,b);b=d+96|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){d=e;e=g;c=g}else{do{c=c+-96|0;hob(d+-96|0,c);d=e+-96|0;e=d}while((c|0)!=(g|0));d=e;e=f[a>>2]|0;c=f[i>>2]|0}f[a>>2]=d;f[i>>2]=b;f[j>>2]=h;d=e;if((c|0)!=(d|0))do{c=c+-96|0;kWa(c)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function eob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=f[b>>2];xOb(a+4|0,b+4|0);f[a+16>>2]=f[b+16>>2];g=a+20|0;h=b+20|0;f[g>>2]=0;l=a+24|0;f[l>>2]=0;f[a+28>>2]=0;i=b+24|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/180|0;if(c|0){if(e>>>0>23860929)AMb(g);j=pOb(c)|0;f[l>>2]=j;f[g>>2]=j;f[a+28>>2]=j+(e*180|0);c=f[h>>2]|0;k=f[i>>2]|0;if((c|0)!=(k|0)){e=j;do{i=c;h=f[i+4>>2]|0;g=e;f[g>>2]=f[i>>2];f[g+4>>2]=h;xOb(e+8|0,c+8|0);g=e+20|0;h=c+20|0;i=g+68|0;do{f[g>>2]=f[h>>2];g=g+4|0;h=h+4|0}while((g|0)<(i|0));f[e+88>>2]=f[c+88>>2];xOb(e+92|0,c+92|0);h=e+104|0;i=c+104|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];d[h+8>>1]=d[i+8>>1]|0;xOb(e+116|0,c+116|0);h=c+128|0;i=f[h+4>>2]|0;j=e+128|0;f[j>>2]=f[h>>2];f[j+4>>2]=i;xOb(e+136|0,c+136|0);bob(e+148|0,c+148|0);j=e+168|0;i=c+168|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=c+180|0;e=(f[l>>2]|0)+180|0;f[l>>2]=e}while((c|0)!=(k|0))}}g=a+32|0;h=b+32|0;f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];g=a+44|0;h=b+44|0;f[g>>2]=0;k=a+48|0;f[k>>2]=0;f[a+52>>2]=0;i=b+48|0;c=(f[i>>2]|0)-(f[h>>2]|0)|0;e=(c|0)/12|0;if(!c)return;if(e>>>0>357913941)AMb(g);j=pOb(c)|0;f[k>>2]=j;f[g>>2]=j;f[a+52>>2]=j+(e*12|0);e=f[h>>2]|0;c=(f[i>>2]|0)-e|0;if((c|0)<=0)return;bQb(j|0,e|0,c|0)|0;f[k>>2]=j+(((c>>>0)/12|0)*12|0);return}function fob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=((f[m>>2]|0)-c|0)/56|0;d=e+1|0;if(d>>>0>76695844)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/56|0;j=i<<1;d=i>>>0<38347922?(j>>>0<d>>>0?d:j):76695844;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>76695844)vd();else{g=pOb(d*56|0)|0;break}while(0);f[l>>2]=g;c=g+(e*56|0)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d*56|0)|0;h=l+12|0;f[h>>2]=g;eob(c,b);e=c+56|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;gob(l);u=n;return}do{g=d;d=d+-56|0;f[c+-56>>2]=f[d>>2];o=c+-52|0;p=g+-52|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[c+-40>>2]=f[g+-40>>2];p=c+-36|0;o=g+-36|0;f[p>>2]=0;e=c+-32|0;f[e>>2]=0;f[c+-28>>2]=0;f[p>>2]=f[o>>2];p=g+-32|0;f[e>>2]=f[p>>2];e=g+-28|0;f[c+-28>>2]=f[e>>2];f[e>>2]=0;f[p>>2]=0;f[o>>2]=0;o=c+-24|0;p=g+-24|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];o=c+-12|0;p=g+-12|0;f[o>>2]=0;e=c+-8|0;f[e>>2]=0;f[c+-4>>2]=0;f[o>>2]=f[p>>2];o=g+-8|0;f[e>>2]=f[o>>2];g=g+-4|0;f[c+-4>>2]=f[g>>2];f[g>>2]=0;f[o>>2]=0;f[p>>2]=0;c=(f[j>>2]|0)+-56|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;gob(l);u=n;return}function gob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+4>>2]|0;j=a+8|0;c=f[j>>2]|0;if((c|0)!=(i|0))do{f[j>>2]=c+-56;g=f[c+-12>>2]|0;if(g|0){d=c+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}g=c+-36|0;d=f[g>>2]|0;if(d|0){h=c+-32|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{k=e+-180|0;f[h>>2]=k;lWa(k);e=f[h>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[j>>2]|0}while((c|0)!=(i|0));c=f[a>>2]|0;if(!c)return;sOb(c);return}function hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=f[b>>2];g=a+4|0;j=b+4|0;f[g>>2]=f[j>>2];f[g+4>>2]=f[j+4>>2];f[g+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;j=b+16|0;g=f[j>>2]|0;f[j>>2]=0;f[a+16>>2]=g;g=a+20|0;j=b+20|0;f[g>>2]=0;e=a+24|0;f[e>>2]=0;f[a+28>>2]=0;f[g>>2]=f[j>>2];g=b+24|0;f[e>>2]=f[g>>2];e=b+28|0;f[a+28>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=b+32|0;g=f[j>>2]|0;f[j>>2]=0;f[a+32>>2]=g;g=a+36|0;j=b+36|0;f[g>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[g>>2]=f[j>>2];g=b+40|0;f[e>>2]=f[g>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+48|0;g=b+48|0;f[j>>2]=0;e=a+52|0;f[e>>2]=0;f[a+56>>2]=0;f[j>>2]=f[g>>2];j=b+52|0;f[e>>2]=f[j>>2];e=b+56|0;f[a+56>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+60|0;j=f[g>>2]|0;f[g>>2]=0;g=b+64|0;e=f[g>>2]|0;f[g>>2]=0;f[a+60>>2]=j;f[a+64>>2]=e;g=a+68|0;h=b+68|0;c=f[h>>2]|0;f[g>>2]=c;i=b+72|0;d=f[i>>2]|0;f[a+72>>2]=d;f[a+76>>2]=f[b+76>>2];if(!d){i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;i=a+80|0;j=b+80|0;f[i>>2]=0;h=a+84|0;f[h>>2]=0;e=a+88|0;f[e>>2]=0;e=f[j>>2]|0;f[i>>2]=e;i=b+84|0;e=f[i>>2]|0;f[h>>2]=e;h=b+88|0;e=f[h>>2]|0;g=a+88|0;f[g>>2]=e;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;j=a+92|0;i=b+92|0;i=f[i>>2]|0;f[j>>2]=i;return}function iob(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=f[a>>2]|0;p=a+4|0;c=f[p>>2]|0;q=b+4|0;if((c|0)==(o|0)){n=q;m=a;q=f[q>>2]|0;f[m>>2]=q;f[n>>2]=o;o=b+8|0;q=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=q;o=a+8|0;q=b+12|0;p=f[o>>2]|0;a=f[q>>2]|0;f[o>>2]=a;f[q>>2]=p;q=f[n>>2]|0;f[b>>2]=q;return}n=f[q>>2]|0;do{m=c;c=c+-180|0;h=c;e=f[h+4>>2]|0;g=n+-180|0;f[g>>2]=f[h>>2];f[g+4>>2]=e;g=n+-172|0;e=m+-172|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;e=n+-160|0;g=m+-160|0;h=e+68|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));f[n+-92>>2]=f[m+-92>>2];h=n+-88|0;i=m+-88|0;f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=n+-76|0;h=m+-76|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];d[i+8>>1]=d[h+8>>1]|0;i=n+-64|0;h=m+-64|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;h=m+-52|0;i=f[h+4>>2]|0;l=n+-52|0;f[l>>2]=f[h>>2];f[l+4>>2]=i;l=n+-44|0;i=m+-44|0;f[l>>2]=f[i>>2];f[l+4>>2]=f[i+4>>2];f[l+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;i=m+-32|0;l=f[i>>2]|0;f[i>>2]=0;i=m+-28|0;h=f[i>>2]|0;f[i>>2]=0;f[n+-32>>2]=l;f[n+-28>>2]=h;i=n+-24|0;j=m+-24|0;e=f[j>>2]|0;f[i>>2]=e;k=m+-20|0;g=f[k>>2]|0;f[n+-20>>2]=g;f[n+-16>>2]=f[m+-16>>2];if(g|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;f[l+(e<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}l=n+-12|0;m=m+-12|0;f[l>>2]=f[m>>2];f[l+4>>2]=f[m+4>>2];f[l+8>>2]=f[m+8>>2];n=(f[q>>2]|0)+-180|0;f[q>>2]=n}while((c|0)!=(o|0));m=a;o=f[a>>2]|0;f[m>>2]=n;f[q>>2]=o;o=b+8|0;n=f[p>>2]|0;m=f[o>>2]|0;f[p>>2]=m;f[o>>2]=n;a=a+8|0;p=b+12|0;o=f[a>>2]|0;n=f[p>>2]|0;f[a>>2]=n;f[p>>2]=o;q=f[q>>2]|0;f[b>>2]=q;return}function job(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();s=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=s;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;r=c+-1|0;s=(r&c|0)==0;if(s)d=d&r;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{g=i;h=e;e=i}a:while(1){q=g;g=h;p=e;b:while(1){e=g;while(1){g=f[e+4>>2]|0;if(s)g=g&r;else if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)==(d|0))break;h=(f[a>>2]|0)+(g<<2)|0;if(!(f[h>>2]|0))break b;i=f[e>>2]|0;c:do if(!i)h=e;else{n=e+8|0;m=b[n+11>>0]|0;k=m<<24>>24<0;m=m&255;o=k?f[e+12>>2]|0:m;l=(o|0)==0;if(k){h=e;while(1){j=i+8|0;m=b[j+11>>0]|0;k=m<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:m&255)|0))break c;if(!l)if(zBb(f[n>>2]|0,k?f[j>>2]|0:j,o)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{m=i;i=h;h=m}}}if(l){h=e;while(1){o=b[i+8+11>>0]|0;if((o<<24>>24<0?f[i+12>>2]|0:o&255)|0)break c;h=f[i>>2]|0;if(!h){h=i;break c}else{o=i;i=h;h=o}}}h=e;while(1){j=i+8|0;l=b[j+11>>0]|0;k=l<<24>>24<0;if((o|0)!=((k?f[i+12>>2]|0:l&255)|0))break c;j=k?f[j>>2]|0:j;if((b[j>>0]|0)==(f[n>>2]&255)<<24>>24){k=n;l=m}else break c;while(1){l=l+-1|0;k=k+1|0;if(!l)break;j=j+1|0;if((b[k>>0]|0)!=(b[j>>0]|0))break c}h=f[i>>2]|0;if(!h){h=i;break}else{l=i;i=h;h=l}}}while(0);f[p>>2]=f[h>>2];f[h>>2]=f[f[(f[a>>2]|0)+(g<<2)>>2]>>2];f[f[(f[a>>2]|0)+(g<<2)>>2]>>2]=e;e=f[q>>2]|0;if(!e){d=43;break a}}g=f[e>>2]|0;if(!g){d=43;break a}else{q=e;p=e}}f[h>>2]=p;h=f[e>>2]|0;if(!h){d=43;break}else{d=g;g=e}}if((d|0)==43)return}function kob(a){a=a|0;var b=0;f[a>>2]=41948;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;mob(a);sOb(a);return}function lob(a){a=a|0;var b=0,c=0;f[a>>2]=41948;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}mob(b);sOb(b);sOb(a);return}function mob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+120|0;b=f[g>>2]|0;if(b|0){h=a+124|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+108>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+100|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+80|0;nob(h,f[a+88>>2]|0);b=f[h>>2]|0;f[h>>2]=0;if(!b)return;sOb(b);return}function nob(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;do{c=b;b=f[b>>2]|0;a=f[c+48>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+40|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);a=f[c+28>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);d=c+20|0;a=f[d>>2]|0;f[d>>2]=0;if(a|0)sOb(a);sOb(c)}while((b|0)!=0);return}function oob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;t=a+80|0;d=pob(t,e)|0;a:do if(!d){j=f[a>>2]|0;f[a>>2]=j+-1;i=f[e>>2]|0;o=ZPb(i|0,0,16)|0;o=WPb(i^61^o|0,I|0,9,0)|0;r=I;p=ZPb(o|0,r|0,4)|0;r=WPb(p^o|0,I^r|0,668265261,0)|0;o=I;o=ZPb(r|0,o|0,15)|0;r=o^r;o=a+84|0;p=f[o>>2]|0;q=(p|0)==0;b:do if(q)d=0;else{h=p+-1|0;g=(h&p|0)==0;if(g)d=h&r;else if(p>>>0>r>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;k=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(k){if(g)while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0)))break b;if((f[k+8>>2]|0)==(i|0))break a}while(1){k=f[k>>2]|0;if(!k)break b;g=f[k+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0))break b}if((f[k+8>>2]|0)==(i|0))break a}}}while(0);k=pOb(64)|0;f[k+8>>2]=i;f[k+12>>2]=j;i=k+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;n[k+36>>2]=1.0;i=k+40|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[k+56>>2]=1.0;b[k+60>>0]=0;f[k+4>>2]=r;f[k>>2]=0;i=a+92|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[a+96>>2];do if(q|m*+(p>>>0)<l){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;g=~~+W(+(l/m))>>>0;qob(t,d>>>0<g>>>0?g:d);d=f[o>>2]|0;g=d+-1|0;if(!(g&d)){h=d;d=g&r;break}if(d>>>0>r>>>0){h=d;d=r}else{h=d;d=(r>>>0)%(d>>>0)|0}}else h=p;while(0);g=(f[t>>2]|0)+(d<<2)|0;d=f[g>>2]|0;if(!d){d=a+88|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[g>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;g=h+-1|0;if(!(g&h))d=d&g;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;s=31}}else{f[k>>2]=f[d>>2];s=31}if((s|0)==31)f[d>>2]=k;f[i>>2]=(f[i>>2]|0)+1}else k=d;while(0);d=a+20|0;if((f[d>>2]|0)==-1){f[d>>2]=f[e>>2];e=(pob(a+80|0,d)|0)+12|0;f[a+24>>2]=f[e>>2]}j=a+164|0;if(b[j>>0]&64){u=w;return k|0}h=a+80|0;e=pob(h,d)|0;d=f[e+16>>2]|0;g=e+12|0;i=a+76|0;Lh[f[(f[c>>2]|0)+68>>2]&255](c,-2,f[g>>2]|0,(d|0)==0?f[e+8>>2]|0:d,f[i>>2]|0);d=f[a+160>>2]|0;if((d|0)==-1)d=f[g>>2]|0;else{f[v>>2]=d;d=(pob(h,v)|0)+12|0;d=f[d>>2]|0}Lh[f[(f[c>>2]|0)+60>>2]&255](c,-2,d,f[i>>2]|0,3);b[j>>0]=b[j>>0]|64;u=w;return k|0}function pob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function qob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rob(a,b);return}function rob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;a:do if(!c)d=a+8|0;else{n=a+16|0;o=a+4|0;d=a+8|0;b:while(1){k=0;c:while(1){g=c-k|0;if(g>>>0<4){c=6;break b}l=b+k|0;switch(f[l>>2]|0){case 90:break c;case 100:break;default:{c=24;break b}}if(g>>>0<16){c=9;break b}i=l+12|0;e=f[i>>2]|0;j=(e|0)==-1?16:e+19&-4;if(g>>>0<j>>>0){c=14;break b}g=f[l+4>>2]|0;h=f[n>>2]|0;if(h){e=f[h+4>>2]|0;f[m>>2]=g;g=(pob(e+80|0,m)|0)+12|0;g=f[g>>2]|0;e=f[i>>2]|0}Lh[f[(f[a>>2]|0)+12>>2]&255](a,g,f[l+8>>2]|0,(e|0)==-1?0:l+16|0,e);k=j+k|0;if(c>>>0<=k>>>0)break a}if(g>>>0<16){c=16;break}if(g>>>0<((f[l+8>>2]|0)+19&-4)>>>0){c=18;break}b=tob(l,o)|0;if((b|0)>=0){c=20;break}b=f[o>>2]|0;c=(f[d>>2]|0)-b|0;if(!c)break a}if((c|0)==6){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==9){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==14){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==16){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==18){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,239946,34);break}else if((c|0)==20){c=f[(f[a>>2]|0)+8>>2]|0;if(!b){Fh[c&255](a,0,239980,43);break}else{Fh[c&255](a,0,239946,34);break}}else if((c|0)==24){Fh[f[(f[a>>2]|0)+8>>2]&255](a,0,240023,33);break}}while(0);c=f[a+4>>2]|0;if((f[d>>2]|0)==(c|0)){u=p;return}f[d>>2]=c;u=p;return}function tob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=a+16|0;k=b+4|0;g=f[k>>2]|0;c=f[b>>2]|0;j=g-c|0;i=a+12|0;d=f[i>>2]|0;e=j+d|0;if(j>>>0<e>>>0){AWa(b,d);c=f[b>>2]|0}else if(j>>>0>e>>>0){d=c+e|0;if((d|0)!=(g|0))f[k>>2]=d}d=c+j|0;if((f[a+4>>2]|0)==1){c=a+8|0;h=unb(d,f[i>>2]|0,h,f[c>>2]|0)|0;if((h|0)!=(f[i>>2]|0)){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}else{c=a+8|0;if((_sb(h,d,f[c>>2]|0,f[i>>2]|0)|0)<0){e=f[k>>2]|0;c=f[b>>2]|0;d=e-c|0;if(j>>>0>d>>>0){AWa(b,j-d|0);k=0;return k|0}if(j>>>0>=d>>>0){k=0;return k|0}c=c+j|0;if((c|0)==(e|0)){k=0;return k|0}f[k>>2]=c;k=0;return k|0}}k=0-((f[c>>2]|0)+19&-4)|0;return k|0}function uob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0;C=0;I=u;u=u+3424|0;d=f[b>>2]|0;c=f[(b+4|0)>>2]|0;if((d|0)==(c|0)){f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}a=0;u=I;return a|0}e=f[(a+96|0)>>2]|0;if(!e)f[(a+96|0)>>2]=b;else{h=f[(e+4|0)>>2]|0;i=f[e>>2]|0;g=(c-d|0)+(h-i|0)|0;if((h-i|0)>>>0<g>>>0){AWa(e,c-d|0);c=f[(a+96|0)>>2]|0;d=f[b>>2]|0}else if((h-i|0)>>>0>g>>>0)if((i+g|0|0)==(h|0))c=e;else{f[(e+4|0)>>2]=i+g|0;c=e}else c=e;bQb((f[c>>2]|0)+(h-i|0)|0,d|0,(f[(b+4|0)>>2]|0)-d|0)|0;c=f[b>>2]|0;if((f[(b+4|0)>>2]|0)!=(c|0))f[(b+4|0)>>2]=c;f[(I+8|0)>>2]=b;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=b;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}c=f[(a+96|0)>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0}b=f[a>>2]|0;c=c-d|0;d=f[(a+100|0)>>2]|0;a:{i=1;if(i){i=0;if(c>>>0>d>>>0){g=(I+296|0)+4|0;b:while(1){e=f[(a+96|0)>>2]|0;h=c-d|0;if(h>>>0<4){C=22;break}K=f[e>>2]|0;J=K+d|0;f[I+336>>2]=a;f[I+360>>2]=j;f[I+408>>2]=c;f[I+472>>2]=E;f[I+528>>2]=k;f[I+864>>2]=l;f[I+1040>>2]=m;f[I+1136>>2]=o;f[I+1176>>2]=F;f[I+1512>>2]=p;f[I+1864>>2]=q;f[I+1872>>2]=r;f[I+2088>>2]=s;f[I+2184>>2]=t;f[I+2192>>2]=v;f[I+2264>>2]=w;f[I+2488>>2]=x;f[I+2496>>2]=b;f[I+2688>>2]=g;f[I+2800>>2]=e;f[I+2816>>2]=h;f[I+2848>>2]=d;f[I+2904>>2]=K;f[I+2944>>2]=J;f[I+2968>>2]=y;f[I+2976>>2]=z;f[I+2984>>2]=A;f[I+3072>>2]=B;f[I+3176>>2]=C;f[I+3248>>2]=0;f[I+3252>>2]=0;bqb(I);j=f[I+360>>2]|0;c=f[I+408>>2]|0;E=f[I+472>>2]|0;k=f[I+528>>2]|0;l=f[I+864>>2]|0;m=f[I+1040>>2]|0;o=f[I+1136>>2]|0;F=f[I+1176>>2]|0;p=f[I+1512>>2]|0;q=f[I+1864>>2]|0;r=f[I+1872>>2]|0;s=f[I+2088>>2]|0;t=f[I+2184>>2]|0;v=f[I+2192>>2]|0;w=f[I+2264>>2]|0;x=f[I+2488>>2]|0;d=f[I+2848>>2]|0;y=f[I+2968>>2]|0;z=f[I+2976>>2]|0;A=f[I+2984>>2]|0;B=f[I+3072>>2]|0;C=f[I+3176>>2]|0;G=f[I+3248>>2]|0;D=f[I+3252>>2]|0;H=+n[I+3252>>2];f[I+3248>>2]=0;f[I+3252>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 32:break b;case 33:break a}}c=1;d=C|0;if(c){c=0;switch(d|0){case 22:{K=4-h|0;u=I;return K|0}case 25:{K=20-h|0;u=I;return K|0}case 36:{f[I>>2]=69;f[I+4>>2]=p;C=(ABb(I+8|0,240056,I)|0)+1|0;Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,I+8|0,C);C=409;break a}case 39:{K=16-h|0;u=I;return K|0}case 48:{K=12-h|0;u=I;return K|0}case 52:{K=24-h|0;u=I;return K|0}case 58:{K=44-h|0;u=I;return K|0}case 60:{K=((q<<2)+44+(r*12|0)|0)-h|0;u=I;return K|0}case 66:{K=132-h|0;u=I;return K|0}case 72:{K=16-h|0;u=I;return K|0}case 74:{K=((s<<2)+16|0)-h|0;u=I;return K|0}case 80:{K=56-h|0;u=I;return K|0}case 87:{K=104-h|0;u=I;return K|0}case 95:break a;case 97:{K=16-h|0;u=I;return K|0}case 99:{K=((t<<2)+16+(v*12|0)|0)-h|0;u=I;return K|0}case 105:{K=16-h|0;u=I;return K|0}case 107:{K=w-h|0;u=I;return K|0}case 121:{vd();break}case 145:{K=24-h|0;u=I;return K|0}case 147:{K=((x<<2)+24|0)-h|0;u=I;return K|0}case 151:{K=32-h|0;u=I;return K|0}case 170:{K=36-h|0;u=I;return K|0}case 174:{K=68-h|0;u=I;return K|0}case 180:{K=72-h|0;u=I;return K|0}case 186:{K=48-h|0;u=I;return K|0}case 192:{K=16-h|0;u=I;return K|0}case 199:{K=24-h|0;u=I;return K|0}case 206:{K=28-h|0;u=I;return K|0}case 212:{K=28-h|0;u=I;return K|0}case 214:{K=j-h|0;u=I;return K|0}case 220:{K=12-h|0;u=I;return K|0}case 226:{K=8-h|0;u=I;return K|0}case 229:{K=44-h|0;u=I;return K|0}case 231:{K=(((z+y+A|0)*12|0)+44|0)-h|0;u=I;return K|0}case 237:{K=12-h|0;u=I;return K|0}case 239:{K=(B+12|0)-h|0;u=I;return K|0}case 245:{K=40-h|0;u=I;return K|0}case 247:{K=l-h|0;u=I;return K|0}default:c=1}}if(c)switch(d|0){case 257:{K=16-h|0;u=I;return K|0}case 259:{K=m-h|0;u=I;return K|0}case 272:{K=16-h|0;u=I;return K|0}case 274:{K=o-h|0;u=I;return K|0}case 291:{f[(I+8|0)>>2]=E;c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=E;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}if(!F){Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240171,43);C=409;break a}K=F-h|0;u=I;return K|0}case 299:{K=12-h|0;u=I;return K|0}case 306:{K=8-h|0;u=I;return K|0}case 316:{K=12-h|0;u=I;return K|0}case 326:{K=12-h|0;u=I;return K|0}case 331:{K=16-h|0;u=I;return K|0}case 337:{K=16-h|0;u=I;return K|0}case 343:{K=20-h|0;u=I;return K|0}case 363:{K=20-h|0;u=I;return K|0}case 373:{K=8-h|0;u=I;return K|0}case 381:{K=16-h|0;u=I;return K|0}case 393:{K=12-h|0;u=I;return K|0}case 402:{K=16-h|0;u=I;return K|0}case 406:{Fh[f[(f[b>>2]|0)+36>>2]&255](b,0,240241,33);C=409;break a}case 417:{u=I;return k|0}default:{}}}else i=1}if(i)if(1)C=409}if((C|0)==409){d=f[(a+96|0)>>2]|0;if(d|0){c=f[d>>2]|0;if((f[(d+4|0)>>2]|0)!=(c|0))f[(d+4|0)>>2]=c;f[(I+8|0)>>2]=d;c=f[(a+8|0)>>2]|0;if((c|0)==(f[a+12>>2]|0))vob(a+4|0,I+8|0);else{f[c>>2]=d;f[(a+8|0)>>2]=(f[(a+8|0)>>2]|0)+4}}}f[(a+100|0)>>2]=0;f[(a+96|0)>>2]=0;K=0;u=I;return K|0}function vob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function wob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;j=o;n=a+164|0;e=b[n>>0]|0;if(!(e&64)){h=a+80|0;m=pob(h,a+20|0)|0;g=f[m+16>>2]|0;e=m+12|0;i=a+76|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[e>>2]|0,(g|0)==0?f[m+8>>2]|0:g,f[i>>2]|0);g=f[a+160>>2]|0;if((g|0)==-1)e=f[e>>2]|0;else{f[j>>2]=g;e=(pob(h,j)|0)+12|0;e=f[e>>2]|0}Lh[f[(f[d>>2]|0)+60>>2]&255](d,-2,e,f[i>>2]|0,3);e=b[n>>0]|64;b[n>>0]=e}m=c+4|0;if(e&8){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}if(f[m>>2]|0){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|8;e=f[a+88>>2]|0;if(e|0){k=a+76|0;l=a+100|0;do{g=e;j=f[g+16>>2]|0;c=g+12|0;Lh[f[(f[d>>2]|0)+68>>2]&255](d,-2,f[c>>2]|0,(j|0)==0?f[g+8>>2]|0:j,f[k>>2]|0);g=f[g+48>>2]|0;if(g|0)do{j=g;i=j+8|0;h=f[i>>2]|0;i=Aob(l,i)|0;if(i)h=f[i+12>>2]|0;Lh[f[(f[d>>2]|0)+64>>2]&255](d,f[c>>2]|0,f[j+12>>2]|0,h,f[k>>2]|0);g=f[g>>2]|0}while((g|0)!=0);e=f[e>>2]|0}while((e|0)!=0)}g=a+120|0;e=f[g>>2]|0;j=a+124|0;h=f[j>>2]|0;if((e|0)!=(h|0)){do{l=f[e>>2]|0;xh[f[(f[d>>2]|0)+76>>2]&127](d,l,(f[e+4>>2]|0)-l|0);e=e+12|0}while((e|0)!=(h|0));i=f[g>>2]|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0))}e=b[n>>0]|0;if(e<<24>>24<=-1){a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}b[n>>0]=e|-128;Fh[f[(f[d>>2]|0)+36>>2]&255](d,f[a+76>>2]|0,240214,27);a=f[d>>2]|0;a=a+12|0;a=f[a>>2]|0;n=f[m>>2]|0;oh[a&1023](d,n);u=o;return}function xob(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+48|0;k=x;v=pob(a+80|0,c)|0;r=v+20|0;w=d+8|0;c=k;i=d+8|0;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));s=d+4|0;j=f[s>>2]|0;l=ZPb(j|0,0,16)|0;l=WPb(j^61^l|0,I|0,9,0)|0;p=I;m=ZPb(l|0,p|0,4)|0;p=WPb(m^l|0,I^p|0,668265261,0)|0;l=I;l=ZPb(p|0,l|0,15)|0;p=l^p;l=v+24|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){a=0;t=17}else{i=m+-1|0;d=(i&m|0)==0;if(d)a=i&p;else if(m>>>0>p>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!c)t=17;else{if(d)while(1){c=f[c>>2]|0;if(!c){t=17;break a}q=f[c+4>>2]|0;if(!((q|0)==(p|0)|(q&i|0)==(a|0))){t=17;break a}if((f[c+8>>2]|0)==(j|0))break a}do{c=f[c>>2]|0;if(!c){t=17;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(a|0)){t=17;break a}}}while((f[c+8>>2]|0)!=(j|0))}}while(0);if((t|0)==17){q=pOb(60)|0;f[q+8>>2]=j;c=q+12|0;i=k;j=c+48|0;do{f[c>>2]=f[i>>2];c=c+4|0;i=i+4|0}while((c|0)<(j|0));f[q+4>>2]=p;f[q>>2]=0;i=v+32|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[v+36>>2];do if(o|h*+(m>>>0)<g){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(g/h))>>>0;Nob(r,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){d=a;a=c&p;break}if(a>>>0>p>>>0){d=a;a=p}else{d=a;a=(p>>>0)%(a>>>0)|0}}else d=m;while(0);c=(f[r>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=v+28|0;f[q>>2]=f[a>>2];f[a>>2]=q;f[c>>2]=a;a=f[q>>2]|0;if(a|0){a=f[a+4>>2]|0;c=d+-1|0;if(!(c&d))a=a&c;else if(a>>>0>=d>>>0)a=(a>>>0)%(d>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;t=30}}else{f[q>>2]=f[a>>2];t=30}if((t|0)==30)f[a>>2]=q;f[i>>2]=(f[i>>2]|0)+1}if(!(b[v+60>>0]&1)){u=x;return}Fh[f[(f[e>>2]|0)+88>>2]&255](e,f[v+12>>2]|0,f[s>>2]|0,w);u=x;return}function yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;c=f[a>>2]|0;d=c;if((((f[k>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>214748364)vd();g=f[l>>2]|0;i=pOb(b*20|0)|0;h=i+(((g-c|0)/20|0)*20|0)|0;j=h;i=i+(b*20|0)|0;c=g;if((c|0)==(d|0)){e=j;h=g}else{e=j;b=h;do{g=b+-20|0;m=c;c=c+-20|0;f[g>>2]=0;h=b+-16|0;f[h>>2]=0;f[b+-12>>2]=0;f[g>>2]=f[c>>2];g=m+-16|0;f[h>>2]=f[g>>2];h=m+-12|0;f[b+-12>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-20|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;g=h;if((d|0)!=(g|0))do{c=d;d=d+-20|0;e=f[d>>2]|0;if(e|0){c=c+-16|0;b=f[c>>2]|0;if((b|0)!=(e|0))f[c>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function zob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[g+(h*20|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+12|0;b=f[c+4>>2]|0;g=g+(h*20|0)+12|0;f[g>>2]=f[c>>2];f[g+4>>2]=b;g=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{h=d+-20|0;m=c;c=c+-20|0;f[h>>2]=0;l=d+-16|0;f[l>>2]=0;f[d+-12>>2]=0;f[h>>2]=f[c>>2];h=m+-16|0;f[l>>2]=f[h>>2];l=m+-12|0;f[d+-12>>2]=f[l>>2];f[l>>2]=0;f[h>>2]=0;f[c>>2]=0;m=m+-8|0;h=f[m+4>>2]|0;l=d+-8|0;f[l>>2]=f[m>>2];f[l+4>>2]=h;d=e+-20|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-20|0;b=f[e>>2]|0;if(b|0){c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Aob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Bob(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;x=A+16|0;j=A+8|0;k=A+4|0;l=A;if(!d)z=f[a+76>>2]|0;else z=d;q=f[e>>2]|0;f[k>>2]=q;f[l>>2]=f[g>>2];f[j>>2]=f[k>>2];f[x>>2]=f[l>>2];y=oob(a,c,j,x)|0;t=a+8|0;w=f[t>>2]|0;f[t>>2]=w+1;t=y+40|0;k=ZPb(q|0,0,16)|0;k=WPb(q^61^k|0,I|0,9,0)|0;r=I;l=ZPb(k|0,r|0,4)|0;r=WPb(l^k|0,I^r|0,668265261,0)|0;k=I;k=ZPb(r|0,k|0,15)|0;r=k^r;k=y+44|0;l=f[k>>2]|0;p=(l|0)==0;a:do if(p){d=0;v=19}else{g=l+-1|0;j=(g&l|0)==0;if(j)d=g&r;else if(l>>>0>r>>>0)d=r;else d=(r>>>0)%(l>>>0)|0;e=f[(f[t>>2]|0)+(d<<2)>>2]|0;if(!e)v=19;else{if(j)while(1){e=f[e>>2]|0;if(!e){v=19;break a}s=f[e+4>>2]|0;if(!((s|0)==(r|0)|(s&g|0)==(d|0))){v=19;break a}if((f[e+8>>2]|0)==(q|0))break a}do{e=f[e>>2]|0;if(!e){v=19;break a}j=f[e+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(d|0)){v=19;break a}}}while((f[e+8>>2]|0)!=(q|0))}}while(0);if((v|0)==19){s=pOb(16)|0;f[s+8>>2]=q;f[s+12>>2]=w;f[s+4>>2]=r;f[s>>2]=0;g=y+52|0;m=+(((f[g>>2]|0)+1|0)>>>0);o=+n[y+56>>2];do if(p|o*+(l>>>0)<m){d=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(m/o))>>>0;Iob(t,d>>>0<e>>>0?e:d);d=f[k>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&r;break}if(d>>>0>r>>>0){j=d;d=r}else{j=d;d=(r>>>0)%(d>>>0)|0}}else j=l;while(0);e=(f[t>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=y+48|0;f[s>>2]=f[d>>2];f[d>>2]=s;f[e>>2]=d;d=f[s>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;v=32}}else{f[s>>2]=f[d>>2];v=32}if((v|0)==32)f[d>>2]=s;f[g>>2]=(f[g>>2]|0)+1}d=Lob(y+20|0,h)|0;if(!d)e=Lob((pob(a+80|0,a+20|0)|0)+20|0,h)|0;else e=d;j=a+164|0;d=b[j>>0]|0;do if(!(d&4))if(!(f[h>>2]|0))v=44;else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,e+12|0);v=42}else{v=a+4|0;d=f[v>>2]|0;f[v>>2]=d+-1;if(!(f[h>>2]|0)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,a+28|0);v=42;break}else{Mob(e+12|0,a+28|0,x);Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,d,x);v=42;break}}while(0);if((v|0)==42)if(!d){d=b[j>>0]|0;v=44}if((v|0)==44)if(!(d&2)){Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[a+24>>2]|0,0,41956);b[j>>0]=b[j>>0]|2;d=0}else d=0;g=y+12|0;Th[f[(f[c>>2]|0)+148>>2]&127](c,z,w,f[g>>2]|0,d,i);j=y+60|0;d=b[j>>0]|0;if(d&1){u=A;return}e=f[y+28>>2]|0;if(e){d=e;do{i=d;Fh[f[(f[c>>2]|0)+88>>2]&255](c,f[g>>2]|0,f[i+8>>2]|0,i+12|0);d=f[d>>2]|0}while((d|0)!=0);d=b[j>>0]|0}b[j>>0]=d|1;u=A;return}function Cob(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;g=f[d>>2]|0;if((e-g|0)>>>0<48){e=0;return e|0}g=(f[c>>2]|0)+g|0;if((f[g>>2]|0)!=79){e=0;return e|0}f[b+8>>2]=f[g+4>>2];f[b+12>>2]=f[g+8>>2];k=g+16|0;h=f[k+4>>2]|0;j=b;f[j>>2]=f[k>>2];f[j+4>>2]=h;j=g+24|0;h=b+16|0;f[h>>2]=f[j>>2];f[h+4>>2]=f[j+4>>2];f[h+8>>2]=f[j+8>>2];h=g+36|0;j=b+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[d>>2]=(f[d>>2]|0)+48;j=g+12|0;h=f[j>>2]|0;if(!h){e=1;return e|0}k=b+40|0;i=f[k>>2]|0;g=((f[b+44>>2]|0)-i|0)/56|0;if(h>>>0>g>>>0)Kob(k,h-g|0);else if(h>>>0<g>>>0)Dob(k,i+(h*56|0)|0);if(!(f[j>>2]|0)){e=1;return e|0}g=0;do{Cob(a,(f[k>>2]|0)+(g*56|0)|0,c,d,e)|0;g=g+1|0}while(g>>>0<(f[j>>2]|0)>>>0);g=1;return g|0}function Dob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+4|0;a=f[e>>2]|0;if((a|0)==(b|0))return;else c=a;while(1){a=c+-56|0;f[e>>2]=a;c=c+-16|0;d=f[c>>2]|0;if(d){Dob(c,d);sOb(f[c>>2]|0);a=f[e>>2]|0}if((a|0)==(b|0))break;else c=a}return}function Eob(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+100|0;k=ZPb(c|0,0,16)|0;k=WPb(c^61^k|0,I|0,9,0)|0;o=I;l=ZPb(k|0,o|0,4)|0;o=WPb(l^k|0,I^o|0,668265261,0)|0;k=I;k=ZPb(o|0,k|0,15)|0;o=k^o;k=a+104|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m)b=0;else{j=l+-1|0;g=(j&l|0)==0;if(g)b=j&o;else if(l>>>0>o>>>0)b=o;else b=(o>>>0)%(l>>>0)|0;e=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(e){if(g){do{e=f[e>>2]|0;if(!e)break a;p=f[e+4>>2]|0;if(!((p|0)==(o|0)|(p&j|0)==(b|0)))break a}while((f[e+8>>2]|0)!=(c|0));return}do{e=f[e>>2]|0;if(!e)break a;g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(b|0))break a}}while((f[e+8>>2]|0)!=(c|0));return}}while(0);p=pOb(16)|0;f[p+8>>2]=c;f[p+12>>2]=d;f[p+4>>2]=o;f[p>>2]=0;j=a+112|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+116>>2];do if(m|i*+(l>>>0)<h){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;e=~~+W(+(h/i))>>>0;Iob(q,b>>>0<e>>>0?e:b);b=f[k>>2]|0;e=b+-1|0;if(!(e&b)){g=b;b=e&o;break}if(b>>>0>o>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);e=(f[q>>2]|0)+(b<<2)|0;b=f[e>>2]|0;if(!b){b=a+108|0;f[p>>2]=f[b>>2];f[b>>2]=p;f[e>>2]=b;b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[q>>2]|0)+(b<<2)|0;r=30}}else{f[p>>2]=f[b>>2];r=30}if((r|0)==30)f[b>>2]=p;f[j>>2]=(f[j>>2]|0)+1;return}function Fob(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;c=t;r=a+80|0;f[c>>2]=d;c=pob(r,c)|0;if(c|0){d=c;d=d+16|0;f[d>>2]=e;u=t;return}l=f[a>>2]|0;f[a>>2]=l+-1;m=ZPb(d|0,0,16)|0;m=WPb(d^61^m|0,I|0,9,0)|0;q=I;o=ZPb(m|0,q|0,4)|0;q=WPb(o^m|0,I^q|0,668265261,0)|0;m=I;m=ZPb(q|0,m|0,15)|0;q=m^q;m=a+84|0;o=f[m>>2]|0;p=(o|0)==0;a:do if(p){g=0;s=18}else{k=o+-1|0;h=(k&o|0)==0;if(h)g=k&q;else if(o>>>0>q>>>0)g=q;else g=(q>>>0)%(o>>>0)|0;c=f[(f[r>>2]|0)+(g<<2)>>2]|0;if(!c)s=18;else{if(h)while(1){c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if(!((h|0)==(q|0)|(h&k|0)==(g|0))){s=18;break a}if((f[c+8>>2]|0)==(d|0))break a}do{c=f[c>>2]|0;if(!c){s=18;break a}h=f[c+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(g|0)){s=18;break a}}}while((f[c+8>>2]|0)!=(d|0))}}while(0);if((s|0)==18){c=pOb(64)|0;f[c+8>>2]=d;f[c+12>>2]=l;l=c+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[c+36>>2]=1.0;l=c+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[c+56>>2]=1.0;b[c+60>>0]=0;f[c+4>>2]=q;f[c>>2]=0;l=a+92|0;i=+(((f[l>>2]|0)+1|0)>>>0);j=+n[a+96>>2];do if(p|j*+(o>>>0)<i){g=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;h=~~+W(+(i/j))>>>0;qob(r,g>>>0<h>>>0?h:g);g=f[m>>2]|0;h=g+-1|0;if(!(h&g)){k=g;g=h&q;break}if(g>>>0>q>>>0){k=g;g=q}else{k=g;g=(q>>>0)%(g>>>0)|0}}else k=o;while(0);h=(f[r>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){g=a+88|0;f[c>>2]=f[g>>2];f[g>>2]=c;f[h>>2]=g;g=f[c>>2]|0;if(g|0){g=f[g+4>>2]|0;h=k+-1|0;if(!(h&k))g=g&h;else if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;g=(f[r>>2]|0)+(g<<2)|0;s=31}}else{f[c>>2]=f[g>>2];s=31}if((s|0)==31)f[g>>2]=c;f[l>>2]=(f[l>>2]|0)+1}g=a+20|0;if((f[g>>2]|0)!=-1){d=c;d=d+16|0;f[d>>2]=e;u=t;return}f[g>>2]=d;d=(pob(a+80|0,g)|0)+12|0;f[a+24>>2]=f[d>>2];d=c;d=d+16|0;f[d>>2]=e;u=t;return}function Gob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;e=m;if(b[a+164>>0]&8){xh[f[(f[d>>2]|0)+76>>2]&127](d,c+8|0,f[c+4>>2]|0);u=m;return}f[e>>2]=0;g=e+4|0;f[g>>2]=0;f[e+8>>2]=0;l=a+124|0;d=f[l>>2]|0;if(d>>>0<(f[a+128>>2]|0)>>>0){f[d>>2]=0;k=d+4|0;f[k>>2]=0;f[d+8>>2]=0;f[d>>2]=f[e>>2];f[k>>2]=f[g>>2];k=e+8|0;f[d+8>>2]=f[k>>2];f[k>>2]=0;f[g>>2]=0;f[e>>2]=0;f[l>>2]=(f[l>>2]|0)+12}else{Hob(a+120|0,e);d=f[e>>2]|0;if(d|0){if((f[g>>2]|0)!=(d|0))f[g>>2]=d;sOb(d)}}a=f[l>>2]|0;e=a+-12|0;i=c+4|0;d=f[i>>2]|0;j=a+-8|0;k=f[j>>2]|0;h=f[e>>2]|0;g=k-h|0;if(d>>>0>g>>>0){AWa(e,d-g|0);a=f[l>>2]|0;d=f[i>>2]|0}else if(d>>>0<g>>>0){e=h+d|0;if((e|0)!=(k|0))f[j>>2]=e}bQb(f[a+-12>>2]|0,c+8|0,d|0)|0;u=m;return}function Hob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;h=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;g=b;d=b}else{do{l=d+-12|0;g=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=g+-8|0;f[m>>2]=f[l>>2];g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;g=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=h;f[k>>2]=i;b=g;if((d|0)!=(b|0))do{c=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){c=c+-8|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}}while((d|0)!=(b|0));if(!g)return;sOb(g);return}function Iob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Job(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Job(a,b);return}function Job(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Kob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+8|0;g=f[m>>2]|0;n=a+4|0;c=f[n>>2]|0;if(((g-c|0)/56|0)>>>0>=b>>>0){do{f[c+40>>2]=0;f[c+44>>2]=0;f[c+48>>2]=0;c=(f[n>>2]|0)+56|0;f[n>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/56|0;c=e+b|0;if(c>>>0>76695844)AMb(a);k=(g-d|0)/56|0;l=k<<1;c=k>>>0<38347922?(l>>>0<c>>>0?c:l):76695844;do if(!c)h=0;else if(c>>>0>76695844)vd();else{h=pOb(c*56|0)|0;break}while(0);g=h+(e*56|0)|0;e=h+(c*56|0)|0;c=b;d=g;while(1){f[d+40>>2]=0;f[d+44>>2]=0;f[d+48>>2]=0;c=c+-1|0;if(!c)break;else d=d+56|0}d=g;l=g+(b*56|0)|0;k=f[a>>2]|0;c=f[n>>2]|0;if((c|0)==(k|0)){b=d;g=k;c=k}else{b=d;do{d=c;c=c+-56|0;h=g+-56|0;i=c;j=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(j|0));i=g+-16|0;j=d+-16|0;f[i>>2]=0;h=g+-12|0;f[h>>2]=0;f[g+-8>>2]=0;f[i>>2]=f[j>>2];i=d+-12|0;f[h>>2]=f[i>>2];h=d+-8|0;f[g+-8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;g=b+-56|0;b=g}while((c|0)!=(k|0));g=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=b;f[n>>2]=l;f[m>>2]=e;e=g;if((c|0)!=(e|0))do{b=c+-16|0;c=c+-56|0;d=f[b>>2]|0;if(d|0){Dob(b,d);sOb(f[b>>2]|0)}}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Lob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;g=ZPb(h|0,0,16)|0;g=WPb(h^61^g|0,I|0,9,0)|0;e=I;i=ZPb(g|0,e|0,4)|0;e=WPb(i^g|0,I^e|0,668265261,0)|0;g=I;g=ZPb(e|0,g|0,15)|0;e=g^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=d&e;else if(g>>>0>e>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function Mob(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;f=a+4|0;m=b+12|0;h=a+8|0;l=b+24|0;n[c>>2]=+n[a>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];k=b+4|0;j=b+16|0;i=b+28|0;n[c+4>>2]=+n[a>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];g=b+8|0;e=b+20|0;d=b+32|0;n[c+8>>2]=+n[a>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+12|0;f=a+16|0;o=a+20|0;n[c+12>>2]=+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[o>>2]*+n[l>>2];n[c+16>>2]=+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[o>>2]*+n[i>>2];n[c+20>>2]=+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[o>>2]*+n[d>>2];o=a+24|0;f=a+28|0;h=a+32|0;n[c+24>>2]=+n[o>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[h>>2]*+n[l>>2];n[c+28>>2]=+n[o>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[h>>2]*+n[i>>2];n[c+32>>2]=+n[o>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[h>>2]*+n[d>>2];h=a+36|0;f=a+40|0;a=a+44|0;n[c+36>>2]=+n[b+36>>2]+(+n[h>>2]*+n[b>>2]+ +n[f>>2]*+n[m>>2]+ +n[a>>2]*+n[l>>2]);n[c+40>>2]=+n[b+40>>2]+(+n[h>>2]*+n[k>>2]+ +n[f>>2]*+n[j>>2]+ +n[a>>2]*+n[i>>2]);n[c+44>>2]=+n[b+44>>2]+(+n[h>>2]*+n[g>>2]+ +n[f>>2]*+n[e>>2]+ +n[a>>2]*+n[d>>2]);return}function Nob(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Oob(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Oob(a,b);return}function Oob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=pOb(120)|0;h=d&1;f[i>>2]=c;d=i+108|0;f[i+112>>2]=0;c=i+116|0;e=i+4|0;g=e+100|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));b[c>>0]=h;f[d>>2]=-1;f[a>>2]=i;return}function Qob(a){a=a|0;var b=0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;Rob(b);sOb(b);return}function Rob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;b=a+96|0;c=f[b>>2]|0;if(c|0){d=f[c>>2]|0;if(d|0){e=c+4|0;if((f[e>>2]|0)!=(d|0))f[e>>2]=d;sOb(d)}sOb(c);f[b>>2]=0}o=a+16|0;mOb(o);n=a+4|0;b=f[n>>2]|0;q=a+8|0;g=f[q>>2]|0;if((b|0)!=(g|0)){do{d=f[b>>2]|0;if(d|0){e=f[d>>2]|0;if(e|0){c=d+4|0;if((f[c>>2]|0)!=(e|0))f[c>>2]=e;sOb(e)}sOb(d)}b=b+4|0}while((b|0)!=(g|0));b=f[n>>2]|0;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2)}nOb(o);Sob(a);m=a+112|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);lOb(a+68|0);l=a+48|0;b=f[l>>2]|0;k=a+60|0;c=f[k>>2]|0;e=b+(c>>>10<<2)|0;m=a+52|0;d=f[m>>2]|0;i=d;j=b;if((d|0)==(b|0)){c=0;g=0;h=a+64|0}else{h=a+64|0;g=(f[h>>2]|0)+c|0;c=(f[e>>2]|0)+((c&1023)<<2)|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0}a:while(1){do{if((g|0)==(c|0))break a;c=c+4|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[h>>2]=0;c=i-j>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[m>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=512;p=25;break}case 2:{c=1024;p=25;break}default:{}}if((p|0)==25)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[a+44>>2]|0;if(b|0)sOb(b);lOb(o);b=f[n>>2]|0;if(!b)return;c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);return}function Sob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+68|0;mOb(k);h=a+64|0;b=f[h>>2]|0;if(!b){nOb(k);return}j=a+48|0;c=f[j>>2]|0;l=a+60|0;d=f[l>>2]|0;e=c+(d>>>10<<2)|0;i=a+52|0;if((f[i>>2]|0)==(c|0)){g=0;a=0}else{g=d+b|0;g=(f[c+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[e>>2]|0)+((d&1023)<<2)|0}a:while(1){do{if((g|0)==(a|0))break a;b=f[a>>2]|0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(b)}a=a+4|0}while((a-(f[e>>2]|0)|0)!=4096);a=e+4|0;e=a;a=f[a>>2]|0}b=f[j>>2]|0;a=f[l>>2]|0;c=b+(a>>>10<<2)|0;g=f[i>>2]|0;d=g;e=b;if((g|0)==(b|0)){g=0;a=0}else{g=(f[h>>2]|0)+a|0;g=(f[b+(g>>>10<<2)>>2]|0)+((g&1023)<<2)|0;a=(f[c>>2]|0)+((a&1023)<<2)|0}b:while(1){do{if((g|0)==(a|0))break b;a=a+4|0}while((a-(f[c>>2]|0)|0)!=4096);a=c+4|0;c=a;a=f[a>>2]|0}f[h>>2]=0;a=d-e>>2;if(a>>>0>2)do{sOb(f[b>>2]|0);b=(f[j>>2]|0)+4|0;f[j>>2]=b;a=(f[i>>2]|0)-b>>2}while(a>>>0>2);switch(a|0){case 1:{a=512;break}case 2:{a=1024;break}default:{nOb(k);return}}f[l>>2]=a;nOb(k);return}function Tob(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;a=d+16|0;mOb(a);b=d+8|0;c=f[b>>2]|0;if((f[d+4>>2]|0)==(c|0)){nOb(a);d=pOb(12)|0;c=pOb(16384)|0;b=c;f[d>>2]=b;f[d+4>>2]=b;f[d+8>>2]=c+16384;return d|0}else{c=c+-4|0;d=f[c>>2]|0;f[b>>2]=c;nOb(a);return d|0}return 0}function Uob(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=f[a>>2]|0;if(!(b[h+116>>0]|0)){c=uob(h,c)|0;return c|0}k=h+68|0;mOb(k);i=h+48|0;a=f[i>>2]|0;l=(f[h+52>>2]|0)-a|0;e=h+60|0;g=f[e>>2]|0;j=h+64|0;d=f[j>>2]|0;if((((l|0)==0?0:(l<<8)+-1|0)|0)==(d+g|0)){Vob(h+44|0);g=f[e>>2]|0;d=f[j>>2]|0;a=f[i>>2]|0}l=d+g|0;f[(f[a+(l>>>10<<2)>>2]|0)+((l&1023)<<2)>>2]=c;f[j>>2]=d+1;nOb(k);l=0;return l|0}function Vob(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>1023){f[b>>2]=c+-1024;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;Wob(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;Xob(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;Yob(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function Wob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function Xob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Yob(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function Zob(a){a=a|0;_ob(f[a>>2]|0);return}function _ob(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+112|0;d=f[c>>2]|0;if(!d){d=pOb(8)|0;f[d>>2]=41948;e=pOb(168)|0;f[e>>2]=536870910;f[e+4>>2]=536870910;f[e+8>>2]=268435457;h=e+12|0;g=e+80|0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+96>>2]=1.0;g=e+100|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+116>>2]=1.0;f[e+120>>2]=0;f[e+124>>2]=0;f[e+128>>2]=0;f[e+156>>2]=0;f[e+160>>2]=-1;b[e+164>>0]=0;n[e+132>>2]=3402823466385288598117041.0e14;n[e+136>>2]=3402823466385288598117041.0e14;n[e+140>>2]=3402823466385288598117041.0e14;n[e+144>>2]=-3402823466385288598117041.0e14;n[e+148>>2]=-3402823466385288598117041.0e14;n[e+152>>2]=-3402823466385288598117041.0e14;f[d+4>>2]=e;f[c>>2]=d}e=f[a>>2]|0;c=f[d+4>>2]|0;d=c+164|0;if(b[d>>0]&32)return;Lh[f[(f[e>>2]|0)+8>>2]&255](e,68,69,-2,0);a=b[d>>0]|0;if(a<<24>>24>-1){b[d>>0]=a|-128;Fh[f[(f[e>>2]|0)+36>>2]&255](e,f[c+76>>2]|0,240214,27)}oh[f[(f[e>>2]|0)+12>>2]&1023](e,0);b[d>>0]=b[d>>0]|32;return}function $ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;a=(f[a>>2]|0)+112|0;e=f[a>>2]|0;if(e|0){e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}e=pOb(8)|0;f[e>>2]=41948;g=pOb(168)|0;f[g>>2]=536870910;f[g+4>>2]=536870910;f[g+8>>2]=268435457;i=g+12|0;h=g+80|0;f[i>>2]=-1;f[i+4>>2]=-1;f[i+8>>2]=-1;f[i+12>>2]=-1;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+96>>2]=1.0;h=g+100|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[g+116>>2]=1.0;f[g+120>>2]=0;f[g+124>>2]=0;f[g+128>>2]=0;f[g+156>>2]=0;f[g+160>>2]=-1;b[g+164>>0]=0;n[g+132>>2]=3402823466385288598117041.0e14;n[g+136>>2]=3402823466385288598117041.0e14;n[g+140>>2]=3402823466385288598117041.0e14;n[g+144>>2]=-3402823466385288598117041.0e14;n[g+148>>2]=-3402823466385288598117041.0e14;n[g+152>>2]=-3402823466385288598117041.0e14;f[e+4>>2]=g;f[a>>2]=e;e=e+4|0;e=f[e>>2]|0;apb(e,c,d);return}function apb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0;q=a+80|0;r=a+92|0;if(!(f[r>>2]|0)){h=a+84|0;g=h;o=q;h=f[h>>2]|0}else{g=a+88|0;nob(q,f[g>>2]|0);f[g>>2]=0;g=a+84|0;h=f[g>>2]|0;if(h|0){e=0;do{f[(f[q>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(h|0))}f[r>>2]=0;o=q}m=(h|0)==0;a:do if(m){e=0;p=23}else{l=h+-1|0;j=(l&h|0)==0;if(j)e=l&-156451835;else if(h>>>0>4138515461)e=-156451835;else e=4138515461%(h>>>0)|0;i=f[(f[q>>2]|0)+(e<<2)>>2]|0;if(!i)p=23;else{if(j)while(1){i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if(!((j|0)==-156451835|(j&l|0)==(e|0))){p=23;break a}if((f[i+8>>2]|0)==-2)break a}do{i=f[i>>2]|0;if(!i){p=23;break a}j=f[i+4>>2]|0;if((j|0)!=-156451835){if(j>>>0>=h>>>0)j=(j>>>0)%(h>>>0)|0;if((j|0)!=(e|0)){p=23;break a}}}while((f[i+8>>2]|0)!=-2)}}while(0);if((p|0)==23){i=pOb(64)|0;f[i+8>>2]=-2;f[i+12>>2]=-2;l=i+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[i+36>>2]=1.0;l=i+40|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[i+56>>2]=1.0;b[i+60>>0]=0;f[i+4>>2]=-156451835;f[i>>2]=0;k=+n[a+96>>2];do if(m|k*+(h>>>0)<1.0){e=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;m=~~+W(+(1.0/k))>>>0;qob(o,e>>>0<m>>>0?m:e);e=f[g>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&-156451835;break}if(e>>>0>4138515461){h=e;e=-156451835}else{h=e;e=4138515461%(e>>>0)|0}}while(0);g=(f[q>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+88|0;f[i>>2]=f[e>>2];f[e>>2]=i;f[g>>2]=e;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[q>>2]|0)+(e<<2)|0;p=36}}else{f[i>>2]=f[e>>2];p=36}if((p|0)==36)f[e>>2]=i;f[r>>2]=(f[r>>2]|0)+1}i=a+112|0;if(f[i>>2]|0){g=a+108|0;e=f[g>>2]|0;if(e|0)do{r=e;e=f[e>>2]|0;sOb(r)}while((e|0)!=0);f[g>>2]=0;g=f[a+104>>2]|0;if(g|0){h=a+100|0;e=0;do{f[(f[h>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[i>>2]=0}i=f[a+120>>2]|0;j=a+124|0;e=f[j>>2]|0;if((e|0)!=(i|0))do{g=e+-12|0;f[j>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;if((f[e>>2]|0)!=(h|0))f[e>>2]=h;sOb(h);e=f[j>>2]|0}}while((e|0)!=(i|0));h=a+164|0;i=b[h>>0]&34;b[h>>0]=i;f[a+160>>2]=-1;if(!d){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}if(!(zBb(42004,d,48)|0)){d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}j=a+28|0;e=d;g=j+48|0;do{f[j>>2]=f[e>>2];j=j+4|0;e=e+4|0}while((j|0)<(g|0));b[h>>0]=i|4;d=a+76|0;f[d>>2]=c;d=f[a>>2]|0;c=d+-1|0;f[a>>2]=c;c=a+12|0;f[c>>2]=d;c=a+20|0;f[c>>2]=-1;c=a+24|0;f[c>>2]=-1;return}function bpb(a){a=a|0;var b=0,c=0,d=0,e=0;d=u;u=u+16|0;c=d;b=f[a>>2]|0;a=b+68|0;mOb(a);b=b+64|0;e=(f[b>>2]|0)==0;nOb(a);if(e){u=d;return}do{e=c;f[e>>2]=1e6;f[e+4>>2]=0;dPb(c);mOb(a);e=(f[b>>2]|0)==0;nOb(a)}while(!e);u=d;return}function cpb(a){a=a|0;var c=0,d=0,e=0,g=0;a=(f[a>>2]|0)+112|0;c=f[a>>2]|0;if(c|0){a=c;a=a+4|0;a=f[a>>2]|0;a=a+8|0;c=f[a>>2]|0;d=c+1|0;f[a>>2]=d;return c|0}c=pOb(8)|0;f[c>>2]=41948;d=pOb(168)|0;f[d>>2]=536870910;f[d+4>>2]=536870910;f[d+8>>2]=268435457;g=d+12|0;e=d+80|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[g+12>>2]=-1;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+96>>2]=1.0;e=d+100|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[d+116>>2]=1.0;f[d+120>>2]=0;f[d+124>>2]=0;f[d+128>>2]=0;f[d+156>>2]=0;f[d+160>>2]=-1;b[d+164>>0]=0;n[d+132>>2]=3402823466385288598117041.0e14;n[d+136>>2]=3402823466385288598117041.0e14;n[d+140>>2]=3402823466385288598117041.0e14;n[d+144>>2]=-3402823466385288598117041.0e14;n[d+148>>2]=-3402823466385288598117041.0e14;n[d+152>>2]=-3402823466385288598117041.0e14;f[c+4>>2]=d;f[a>>2]=c;c=c+4|0;c=f[c>>2]|0;c=c+8|0;d=f[c>>2]|0;a=d+1|0;f[c>>2]=a;return d|0}function dpb(a){a=a|0;return f[(f[a>>2]|0)+112>>2]|0}function epb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0;l=c;k=f[l+4>>2]|0;c=a;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[a+8>>2]=b;c=a+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[a+24>>2]=c;f[a+32>>2]=c+40;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;b=c+20|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[a+28>>2]=c+40;f[a+36>>2]=0;f[a+40>>2]=g;j=+n[d>>2]*.5+ +n[e>>2]*.5;n[a+44>>2]=j;c=d+4|0;i=+n[c>>2]*.5+ +n[e+4>>2]*.5;n[a+48>>2]=i;g=d+8|0;h=+n[g>>2]*.5+ +n[e+8>>2]*.5;n[a+52>>2]=h;j=j-+n[d>>2];n[a+56>>2]=j;i=i-+n[c>>2];n[a+60>>2]=i;h=h-+n[g>>2];n[a+64>>2]=h;n[a+68>>2]=j*j+(i*i+h*h);return}function fpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=b;c=f[e+4>>2]|0;d=a;f[d>>2]=f[e>>2];f[d+4>>2]=c;f[a+8>>2]=f[b+8>>2];d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=b+36|0;c=f[d>>2]|0;f[d>>2]=0;f[a+36>>2]=c;f[a+40>>2]=f[b+40>>2];f[a+44>>2]=f[b+44>>2];f[a+48>>2]=f[b+48>>2];f[a+52>>2]=f[b+52>>2];f[a+56>>2]=f[b+56>>2];f[a+60>>2]=f[b+60>>2];f[a+64>>2]=f[b+64>>2];f[a+68>>2]=f[b+68>>2];return}function gpb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0.0,p=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+96|0;C=D+64|0;r=D+68|0;q=D;f[C>>2]=c;qJa(c,a,r);p=f[c+4>>2]|0;B=a+40|0;do if(!((f[B>>2]|0)==0|g^1)){if(!e)if(b[(f[p+44>>2]|0)+148>>0]&1)break;if(!(Dpb()|0)){l=p+44|0;m=f[l>>2]|0;c=f[m+52>>2]|0;y=r+16|0;f[y>>2]=c;g=(f[m+28>>2]|0)==0;do if(!(f[m+24>>2]|0)){h=(f[m+32>>2]|0)==0;if(!g){if(!h){A=20;break}c=c|2097152;f[y>>2]=c;A=20;break}if(!h){c=c|4194304;f[y>>2]=c;A=20;break}c=f[a+24>>2]|0;g=c+8|0;h=f[g>>2]|0;if((h|0)==(f[c+12>>2]|0)){rcb(c+4|0,C);break}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;break}}else if(g)if(!(f[m+32>>2]|0)){c=c|1048576;f[y>>2]=c;A=20}else A=20;else A=20;while(0);do if((A|0)==20){if(ALa(m+68|0)|0)if(!(f[(f[l>>2]|0)+52>>2]&131072))if(!(Pg[f[(f[p>>2]|0)+8>>2]&1023](p)|0)){z=(f[l>>2]|0)+148|0;b[z>>0]=b[z>>0]|1;iJa(q,f[C>>2]|0);t=+n[q>>2];v=+n[q+20>>2];x=+n[q+40>>2];w=+n[q+36>>2];i=+n[q+24>>2];j=+n[q+16>>2];k=+n[q+4>>2];o=+n[q+8>>2];s=+n[q+32>>2];if(s*(i*k-v*o)+(t*(v*x-w*i)-j*(x*k-w*o))<0.0){c=c|262144;f[y>>2]=c}t=t*t+(k*k+o*o);o=j*j+(v*v+i*i);i=s*s+(w*w+x*x);j=(t+0.0+o+i)*.3333333432674408;k=j*9.999999747378752e-05;if(+K(+(t-j))>k)A=33;else if(+K(+(o-j))>k)A=33;else if(+K(+(i-j))>k)A=33;if((A|0)==33)f[y>>2]=c|524288;g=f[C>>2]|0;f[r>>2]=f[g+36>>2];f[r+4>>2]=f[g+44>>2];f[r+8>>2]=f[g+52>>2];f[r+12>>2]=f[g+108>>2];g=a+36|0;c=f[g>>2]|0;if(!c){c=pOb(20)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;f[g>>2]=c}r=ipb(c,r)|0;z=ihb()|0;z=z>>>((f[y>>2]|0)>>>19&1);q=a+24|0;if(!(f[r>>2]|0)){c=a+28|0;g=f[c>>2]|0;f[r>>2]=(g-(f[q>>2]|0)|0)/20|0;if((f[a+32>>2]|0)>>>0>g>>>0){y=g;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;y=(f[c>>2]|0)+20|0;f[c>>2]=y;c=y}else{jpb(q);c=f[c>>2]|0}l=c+-16|0;m=c+-8|0;p=f[l>>2]|0;if((f[m>>2]|0)-p>>2>>>0<z>>>0){c=c+-12|0;if(z>>>0>1073741823)vd();g=(f[c>>2]|0)-p|0;h=pOb(z<<2)|0;if((g|0)>0)bQb(h|0,p|0,g|0)|0;f[l>>2]=h;f[c>>2]=h+(g>>2<<2);f[m>>2]=h+(z<<2);if(p|0)sOb(p)}}h=f[r>>2]|0;g=f[a+24>>2]|0;y=f[(f[(f[(f[C>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;if((f[g+(h*20|0)+8>>2]|0)-(f[g+(h*20|0)+4>>2]|0)>>2>>>0<z>>>0){c=r+4|0;if(((f[c>>2]|0)+y|0)>>>0>65536)A=50;else h=g+(h*20|0)|0}else{c=r+4|0;A=50}do if((A|0)==50){kpb(a,d,h);g=a+28|0;h=f[g>>2]|0;f[r>>2]=(h-(f[q>>2]|0)|0)/20|0;f[c>>2]=0;if((f[a+32>>2]|0)>>>0>h>>>0){A=h;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;A=(f[g>>2]|0)+20|0;f[g>>2]=A;g=A}else{jpb(q);g=f[g>>2]|0}h=g+-20|0;p=g+-16|0;q=g+-8|0;r=f[p>>2]|0;if((f[q>>2]|0)-r>>2>>>0<z>>>0){g=g+-12|0;if(z>>>0>1073741823)vd();l=(f[g>>2]|0)-r|0;m=pOb(z<<2)|0;if((l|0)>0)bQb(m|0,r|0,l|0)|0;f[p>>2]=m;f[g>>2]=m+(l>>2<<2);f[q>>2]=m+(z<<2);if(!r)break;sOb(r)}}while(0);f[c>>2]=(f[c>>2]|0)+y;c=h+8|0;g=f[c>>2]|0;if((g|0)==(f[h+12>>2]|0))rcb(h+4|0,C);else{f[g>>2]=f[C>>2];f[c>>2]=(f[c>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(C|0)break;hpb(a,d,e);break}c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0))rcb(c+24|0,C);else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4}C=(f[B>>2]|0)+-1|0;f[B>>2]=C;if(!C)hpb(a,d,e)}while(0);u=D;return}}while(0);c=f[a+24>>2]|0;g=c+28|0;h=f[g>>2]|0;if((h|0)==(f[c+32>>2]|0)){rcb(c+24|0,C);u=D;return}else{f[h>>2]=f[C>>2];f[g>>2]=(f[g>>2]|0)+4;u=D;return}}function hpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+24|0;g=f[l>>2]|0;h=g+4|0;m=f[h>>2]|0;i=g+8|0;k=f[i>>2]|0;d=m;e=k;if((m|0)!=(k|0)){f[h>>2]=0;f[i>>2]=0;h=g+12|0;k=f[h>>2]|0;f[h>>2]=0;h=e-d>>2;a:do if(h){g=0;do{while(1){i=m+(g<<2)|0;j=f[i>>2]|0;n=f[(f[j+4>>2]|0)+44>>2]|0;if((f[n+32>>2]|0)!=(0-((f[n+24>>2]|0)+(f[n+28>>2]|0))|0))break;g=g+1|0;if(g>>>0>=h>>>0)break a}gpb(a,j,b,c,1);e=e+-4|0;h=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=h;h=e-d>>2}while(g>>>0<h>>>0)}while(0);if((m|0)!=(e|0)){m=f[l>>2]|0;l=m+4|0;n=f[l>>2]|0;f[l>>2]=d;f[m+8>>2]=e;f[m+12>>2]=k;d=n}if(d|0)sOb(d)}if(f[a+40>>2]|0)return;g=a+36|0;e=f[g>>2]|0;if(!e)return;d=f[e+8>>2]|0;if(!d)f[g>>2]=0;else{do{kpb(a,b,f[d+28>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(!d)return;else e=d}d=f[e+8>>2]|0;if(d|0)do{n=d;d=f[d>>2]|0;sOb(n)}while((d|0)!=0);d=f[e>>2]|0;f[e>>2]=0;if(d|0)sOb(d);sOb(e);return}function ipb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;k=f[b>>2]|0;s=X(k,1540483477)|0;s=(X(s>>>24^s,1540483477)|0)^1866966612;s=X(s>>>13^s,1540483477)|0;s=s>>>15^s;l=f[b+4>>2]|0;m=X(l,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;s=(s<<6)+-1640531527+(s>>>2)+(m>>>15^m)^s;m=f[b+8>>2]|0;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;s=(o>>>15^o)+-1640531527+(s<<6)+(s>>>2)^s;o=f[b+12>>2]|0;j=X(o,1540483477)|0;j=(X(j>>>24^j,1540483477)|0)^1866966612;j=X(j>>>13^j,1540483477)|0;s=(j>>>15^j)+-1640531527+(s<<6)+(s>>>2)^s;j=f[b+16>>2]|0;s=j+-1640531527+(s<<6)+(s>>>2)^s;q=a+4|0;h=f[q>>2]|0;r=(h|0)==0;a:do if(r)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)p=s&i;else if(s>>>0<h>>>0)p=s;else p=(s>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)c=p;else{c=f[c>>2]|0;if(!c)c=p;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(s|0)|(d&i|0)==(p|0))){c=p;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(s|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(p|0)){c=p;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(l|0))if((f[c+16>>2]|0)==(m|0))if((f[c+20>>2]|0)==(o|0))if((f[c+24>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=p;break a}}a=c+28|0;return a|0}}}while(0);j=pOb(36)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[i+12>>2]=f[b+12>>2];f[i+16>>2]=f[b+16>>2];f[j+28>>2]=0;f[j+32>>2]=0;f[j+4>>2]=s;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(r|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;upb(a,c>>>0<d>>>0?d:c);c=f[q>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&s;break}if(s>>>0<c>>>0){h=c;c=s}else{h=c;c=(s>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;t=39}}else{f[j>>2]=f[c>>2];t=39}if((t|0)==39)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+28|0;return a|0}function jpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;j=f[k>>2]|0;c=f[a>>2]|0;h=(j-c|0)/20|0;d=h+1|0;b=c;e=j;if(d>>>0>214748364)AMb(a);l=a+8|0;c=((f[l>>2]|0)-c|0)/20|0;g=c<<1;g=c>>>0<107374182?(g>>>0<d>>>0?d:g):214748364;do if(!g)i=0;else if(g>>>0>214748364)vd();else{i=pOb(g*20|0)|0;break}while(0);c=i+(h*20|0)|0;d=c;g=i+(g*20|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;h=c+20|0;if((e|0)==(b|0))e=j;else{do{j=e;e=e+-20|0;m=f[e>>2]|0;f[e>>2]=0;f[c+-20>>2]=m;m=c+-16|0;i=j+-16|0;f[m>>2]=0;n=c+-12|0;f[n>>2]=0;f[c+-8>>2]=0;f[m>>2]=f[i>>2];m=j+-12|0;f[n>>2]=f[m>>2];n=j+-8|0;f[c+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[i>>2]=0;f[c+-4>>2]=f[j+-4>>2];c=d+-20|0;d=c}while((e|0)!=(b|0));e=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=d;f[k>>2]=h;f[l>>2]=g;c=e;if((b|0)!=(c|0))do{b=b+-20|0;UFa(b)}while((b|0)!=(c|0));if(!e)return;sOb(e);return}function kpb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}j=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0)hOb(i);h=f[64717]|0;g=f[64716]|0;k=h-g|0;c=f[64719]|0;e=f[64720]|0;if((((k|0)==0?0:(k<<6)+-1|0)|0)==(e+c|0)){lpb(258860);c=f[64719]|0;e=f[64720]|0;h=f[64717]|0;g=f[64716]|0}c=e+c|0;if((h|0)==(g|0))c=0;else c=(f[g+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=j;f[c+4>>2]=i;f[c+8>>2]=a;f[c+12>>2]=d;f[64720]=(f[64720]|0)+1;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if((f[64720]|0)!=1)return;Hha(961,0,4);return}function lpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;rpb(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;spb(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;tpb(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function mpb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0;if(!a)return;e=+Gha();do{if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(!(f[64720]|0))break;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}c=f[64719]|0;a=f[(f[64716]|0)+(c>>>8<<2)>>2]|0;c=c&255;g=f[a+(c<<4)+4>>2]|0;h=(g|0)==0;if(!h)hOb(g);i=f[a+(c<<4)+8>>2]|0;d=f[a+(c<<4)+12>>2]|0;if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}a=f[64719]|0;c=f[(f[(f[64716]|0)+(a>>>8<<2)>>2]|0)+((a&255)<<4)+4>>2]|0;if(c){jOb(c);a=f[64719]|0}f[64720]=(f[64720]|0)+-1;c=a+1|0;f[64719]=c;if(c>>>0>511){sOb(f[f[64716]>>2]|0);f[64716]=(f[64716]|0)+4;f[64719]=(f[64719]|0)+-256}if(!h){if((f[g+4>>2]|0)!=-1)npb(i,d);jOb(g)}}while(+Gha()-e<20.0);if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}if(f[64720]|0){Hha(961,0,4);return}if(!(b[257408]|0))if(MPb(257408)|0){f[64715]=0;f[64716]=0;f[64717]=0;f[64718]=0;f[64719]=0;f[64720]=0}opb(258860);return}function npb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;w=0;y=u;u=u+1776|0;x=f[(a+24|0)>>2]|0;if((((f[a+28>>2]|0)-x|0)/20|0)>>>0<=b>>>0){u=y;return}c=f[(x+(b*20|0)+4|0)>>2]|0;g=f[(x+(b*20|0)+8|0)>>2]|0;a:do if((c|0)==(g|0)){e=c;w=5}else while(1){v=f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0;if((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0)){e=c;w=5;break a}c=c+4|0;if((c|0)==(g|0)){d=g;i=g;l=g;break}}while(0);if((w|0)==5){d=e;if((e|0)==(g|0)){i=g;l=g}else{c=d;b:while(1){do{e=c+4|0;c=e;if((e|0)==(g|0))break b;e=f[e>>2]|0;v=f[(f[e+4>>2]|0)+44>>2]|0}while((f[v+32>>2]|0)==(0-((f[v+24>>2]|0)+(f[v+28>>2]|0))|0));f[d>>2]=e;d=d+4|0}l=f[(x+(b*20|0)+8|0)>>2]|0;i=l}}k=d;if((l|0)==(k|0))c=l;else{i=d;g=k;while(1){c=f[(a+24|0)>>2]|0;e=f[(c+8|0)>>2]|0;if((e|0)==(f[c+12>>2]|0))rcb(c+4|0,g);else{f[e>>2]=f[i>>2];f[(c+8|0)>>2]=(f[(c+8|0)>>2]|0)+4}c=g+4|0;if((l|0)==(c|0))break;else{i=c;g=c}}i=f[(x+(b*20|0)+8|0)>>2]|0;c=i}g=f[(x+(b*20|0)+4|0)>>2]|0;g=g+(d-g>>2<<2)|0;if((c|0)==(k|0)){g=x+(b*20|0)+8|0;c=i}else{c=g+(c-d>>2<<2)|0;e=i-c|0;if(!(e>>2)){c=i;d=i}else{cQb(g|0,c|0,e|0)|0;d=f[(x+(b*20|0)+8|0)>>2]|0;c=d}if((d|0)==(g+(e>>2<<2)|0|0))g=x+(b*20|0)+8|0;else{c=d+(~((d+-4-(g+(e>>2<<2)|0)|0)>>>2)<<2)|0;f[(x+(b*20|0)+8|0)>>2]=c;g=x+(b*20|0)+8|0}}e=f[(x+(b*20|0)+4|0)>>2]|0;c=c-e|0;if((f[(x+(b*20|0)+12|0)>>2]|0)-e>>2>>>0>c>>2>>>0){do if(!(c>>2)){m=0;o=0}else if(c>>2>>>0>1073741823)vd();else{o=pOb(c)|0;m=o;break}while(0);d=m+(c>>2<<2)|0;if((c|0)>0)bQb(o|0,e|0,c|0)|0;f[(x+(b*20|0)+4|0)>>2]=m;f[g>>2]=d;f[(x+(b*20|0)+12|0)>>2]=d;if(e|0)sOb(e)}if(f[(x+(b*20|0)|0)>>2]|0){u=y;return}if((f[g>>2]|0)-(f[(x+(b*20|0)+4|0)>>2]|0)>>2>>>0<2){u=y;return}v=pOb(68)|0;mMa(v);f[(v+56|0)>>2]=0;f[(v+60|0)>>2]=0;f[(v+64|0)>>2]=0;f[(x+(b*20|0)+16|0)>>2]=0;c=f[g>>2]|0;d=f[(x+(b*20|0)+4|0)>>2]|0;do if(!(c-d>>2)){q=d;p=c}else if(c-d>>2>>>0>357913941)vd();else{q=pOb((c-d>>2)*12|0)|0;f[(v+56|0)>>2]=q;f[(v+60|0)>>2]=q;f[(v+64|0)>>2]=q+((c-d>>2)*12|0);q=f[(x+(b*20|0)+4|0)>>2]|0;p=f[g>>2]|0;break}while(0);t=p-q>>2;c:do if(!t){r=0;g=0;d=0;e=0;c=0;i=0;k=0;l=0}else{p=0;r=0;d=0;e=0;h=0.0;s=0;c=0;g=q;i=0;k=0;l=0;while(1){q=f[g+(s<<2)>>2]|0;a=(f[q+4>>2]|0)+44|0;o=f[a>>2]|0;m=f[o+108>>2]|0;o=ALa(o+68|0)|0;g=f[a>>2]|0;z=f[g+24>>2]|0;f[(y+60|0)>>2]=z;i=i+z|0;z=f[g+28>>2]|0;f[((y+60|0)+4|0)>>2]=z;k=k+z|0;g=f[g+32>>2]|0;f[((y+60|0)+8|0)>>2]=g;l=l+g|0;g=f[(v+60|0)>>2]|0;if((g|0)==(f[(v+64|0)>>2]|0))ppb(v+56|0,y+60|0);else{f[g>>2]=f[(y+60|0)>>2];f[g+4>>2]=f[(y+60|0)+4>>2];f[g+8>>2]=f[(y+60|0)+8>>2];f[(v+60|0)>>2]=(f[(v+60|0)>>2]|0)+12}p=m+p|0;a=(zLa((f[a>>2]|0)+68|0)|0)+r|0;d=o+d|0;e=m>>>0<e>>>0?e:m;c=o>>>0>c>>>0?o:c;if(!((f[(q+200|0)>>2]&16777216|0)==0&0==0))MJa(q);j=+n[(q+152|0)>>2];if(j>h){if((f[(q+200|0)>>2]&16777216|0)==0&0==0)h=j;else{MJa(q);h=+n[(q+152|0)>>2]}f[(x+(b*20|0)+16|0)>>2]=s}g=s+1|0;if((g|0)==(t|0)){r=p;g=a;break c}r=a;s=g;g=f[(x+(b*20|0)+4|0)>>2]|0}}while(0);q=d<<1;m=c<<1;p=cvb()|0;p=p?4:1;a=X(p,e)|0;a=qOb(a>>>0<m>>>0?m:a)|0;m=f[64754]|0;o=f[64755]|0;f[(y+60|0)>>2]=0;f[((y+60|0)+4|0)>>2]=0;f[(y+56|0)>>2]=0;deb($db()|0,g<<2,y+60|0,y+56|0,64);c=f[(y+60|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;c=f[(x+(b*20|0)+4|0)>>2]|0;e=f[(x+(b*20|0)+8|0)>>2]|0;if((c|0)!=(e|0)){d=f[(y+56|0)>>2]|0;do{z=(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+68|0;ELa(z,d,y+60|0)|0;d=((zLa(z)|0)<<2)+d|0;c=c+4|0}while((c|0)!=(e|0))}f[(y+48|0)>>2]=0;d=(y+48|0)+4|0;f[d>>2]=0;f[(y+40|0)>>2]=0;if(Apb()|0)w=58;else if(Bpb()|0)w=58;else deb($db()|0,X(p,r)|0,y+48|0,y+40|0,64);if((w|0)==58){iub(y+32|0,34962);c=f[(y+32|0)>>2]|0;z=f[((y+32|0)+4|0)>>2]|0;f[(y+32|0)>>2]=0;f[((y+32|0)+4|0)>>2]=0;f[(y+48|0)>>2]=c;c=f[d>>2]|0;f[d>>2]=z;if(c|0){iOb(c);c=f[((y+32|0)+4|0)>>2]|0;if(c|0)iOb(c)}nub(f[(y+48|0)>>2]|0,X(p,r)|0,0,35044)}c=f[(y+48|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Yvb(258928,c)|0;f[y+104>>2]=b;f[y+528>>2]=x;f[y+568>>2]=v;f[y+616>>2]=q;f[y+640>>2]=p;f[y+656>>2]=a;f[y+664>>2]=m;f[y+672>>2]=o;f[y+904>>2]=d;f[y+1e3>>2]=i;f[y+1016>>2]=k;f[y+1264>>2]=l;f[y+1704>>2]=0;f[y+1708>>2]=0;cqb(y);G=f[y+1704>>2]|0;D=f[y+1708>>2]|0;H=+n[y+1708>>2];f[y+1704>>2]=0;f[y+1708>>2]=0;if((G|0)==5)return}function opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=a+20|0;g=f[e>>2]|0;if(!g){d=a+8|0;b=f[d>>2]|0;e=a+4|0;if((b|0)!=(f[e>>2]|0)){do{sOb(f[b+-4>>2]|0);b=(f[d>>2]|0)+-4|0;f[d>>2]=b;c=b}while((f[e>>2]|0)!=(c|0));b=c}f[a+16>>2]=0;h=b;g=b}else{b=a+16|0;d=f[b>>2]|0;c=a+4|0;if(d>>>0>255){sOb(f[f[c>>2]>>2]|0);h=(f[c>>2]|0)+4|0;f[c>>2]=h;d=(f[b>>2]|0)+-256|0;f[b>>2]=d;i=c;c=f[e>>2]|0}else{i=c;h=f[c>>2]|0;c=g}b=a+8|0;g=f[b>>2]|0;m=g-h|0;if((((m|0)==0?0:(m<<6)+-1|0)-(c+d)|0)>>>0>255){sOb(f[g+-4>>2]|0);g=(f[b>>2]|0)+-4|0;f[b>>2]=g;d=b;e=i;h=f[i>>2]|0}else{d=b;e=i}}m=a+12|0;l=f[a>>2]|0;c=g-h|0;i=c>>2;j=h;k=g;b=l;if((f[m>>2]|0)-l>>2>>>0<=i>>>0)return;do if(!i)n=0;else if(i>>>0>1073741823)vd();else{n=pOb(c)|0;break}while(0);l=n;i=n+(i<<2)|0;if((j|0)==(k|0))c=h;else{g=n;c=l;b=j;while(1){f[g>>2]=f[b>>2];c=c+4|0;b=b+4|0;if((b|0)==(k|0))break;else g=c}c=f[e>>2]|0;g=f[d>>2]|0;b=f[a>>2]|0}f[a>>2]=l;f[e>>2]=l;f[d>>2]=n+(g-c>>2<<2);f[m>>2]=i;if(!b)return;sOb(b);return}function ppb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function qpb(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;k=(g-c|0)/28|0;e=k+1|0;i=c;if(e>>>0>153391689)AMb(a);m=a+8|0;l=((f[m>>2]|0)-c|0)/28|0;h=l<<1;h=l>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(k*28|0)|0;e=c;l=j+(h*28|0)|0;f[c>>2]=f[b>>2];h=f[b+4>>2]|0;f[j+(k*28|0)+4>>2]=h;if(!h)h=i;else{gOb(h);g=f[n>>2]|0;h=f[a>>2]|0}i=j+(k*28|0)+8|0;k=b+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=f[k+4>>2];f[i+8>>2]=f[k+8>>2];f[i+12>>2]=f[k+12>>2];d[i+16>>1]=d[k+16>>1]|0;i=c+28|0;if((g|0)==(h|0)){h=g;c=g}else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(h|0));h=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=e;f[n>>2]=i;f[m>>2]=l;g=h;if((c|0)!=(g|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(g|0));if(!h)return;sOb(h);return}function rpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function spb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function tpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function upb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){vpb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;vpb(a,b);return}function vpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();q=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=q;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;p=b+-1|0;q=(p&b|0)==0;if(q)c=c&p;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){o=d;b:while(1){c:do if(q){d=e;while(1){n=f[d+4>>2]&p;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if((f[m>>2]|0)!=(f[h+24>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)n=e;else n=(e>>>0)%(b>>>0)|0;if((n|0)==(c|0))break c;e=(f[a>>2]|0)+(n<<2)|0;if(!(f[e>>2]|0)){c=n;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if((f[l>>2]|0)!=(f[h+24>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{r=h;h=e;e=r}}}while(0);f[o>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(n<<2)>>2]>>2];f[f[(f[a>>2]|0)+(n<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;o=d}}f[e>>2]=o;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function wpb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;d=u;u=u+48|0;p=d+36|0;o=d+24|0;s=d+12|0;e=d;g=f[c+12>>2]|0;k=+n[b+44>>2];h=+n[b+56>>2];n[s>>2]=k-h;l=+n[b+48>>2];i=+n[b+60>>2];n[s+4>>2]=l-i;m=+n[b+52>>2];j=+n[b+64>>2];n[s+8>>2]=m-j;n[e>>2]=k+h;n[e+4>>2]=l+i;n[e+8>>2]=m+j;KJa(s,e,g,p,o);e=pOb(72)|0;s=f[b+8>>2]|0;q=f[b+40>>2]|0;v=b;t=f[v+4>>2]|0;r=e;f[r>>2]=f[v>>2];f[r+4>>2]=t;f[e+8>>2]=s;s=e+12|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;s=pOb(40)|0;f[e+24>>2]=s;r=s+40|0;f[e+32>>2]=r;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;s=s+20|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[e+28>>2]=r;f[e+36>>2]=0;f[e+40>>2]=q;j=+n[p>>2];m=j*.5+ +n[o>>2]*.5;n[e+44>>2]=m;i=+n[p+4>>2];l=i*.5+ +n[o+4>>2]*.5;n[e+48>>2]=l;h=+n[p+8>>2];k=h*.5+ +n[o+8>>2]*.5;n[e+52>>2]=k;j=m-j;n[e+56>>2]=j;i=l-i;n[e+60>>2]=i;h=k-h;n[e+64>>2]=h;n[e+68>>2]=j*j+(i*i+h*h);f[a>>2]=e;xpb(b,c,g,e);u=d;return}function xpb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0;A=u;u=u+48|0;v=A+36|0;w=A+24|0;x=A+12|0;y=A;z=d+12|0;e=a+12|0;p=a+16|0;B2a(z,((f[p>>2]|0)-(f[e>>2]|0)|0)/72|0);e=f[e>>2]|0;p=f[p>>2]|0;if((e|0)==(p|0)){u=A;return}q=x+4|0;r=x+8|0;s=y+4|0;t=y+8|0;m=a+8|0;o=d+16|0;h=d+20|0;i=v+4|0;j=w+4|0;k=v+8|0;l=w+8|0;do{G=+n[e+44>>2];F=+n[e+56>>2];n[x>>2]=G-F;E=+n[e+48>>2];D=+n[e+60>>2];n[q>>2]=E-D;C=+n[e+52>>2];B=+n[e+64>>2];n[r>>2]=C-B;n[y>>2]=G+F;n[s>>2]=E+D;n[t>>2]=C+B;KJa(x,y,c,v,w);a=f[m>>2]|0;d=e+40|0;g=f[o>>2]|0;if(g>>>0<(f[h>>2]|0)>>>0){d=f[d>>2]|0;J=e;I=f[J+4>>2]|0;H=g;f[H>>2]=f[J>>2];f[H+4>>2]=I;f[g+8>>2]=a;H=g+12|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;H=pOb(40)|0;f[g+24>>2]=H;a=H+40|0;f[g+32>>2]=a;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;H=H+20|0;f[H>>2]=0;f[H+4>>2]=0;f[H+8>>2]=0;f[H+12>>2]=0;f[g+28>>2]=a;f[g+36>>2]=0;f[g+40>>2]=d;E=+n[v>>2];B=E*.5+ +n[w>>2]*.5;n[g+44>>2]=B;F=+n[i>>2];C=F*.5+ +n[j>>2]*.5;n[g+48>>2]=C;G=+n[k>>2];D=G*.5+ +n[l>>2]*.5;n[g+52>>2]=D;E=B-E;n[g+56>>2]=E;F=C-F;n[g+60>>2]=F;G=D-G;n[g+64>>2]=G;n[g+68>>2]=E*E+(F*F+G*G);a=(f[o>>2]|0)+72|0;f[o>>2]=a}else{ypb(z,a,e,v,w,d);a=f[o>>2]|0}xpb(e,b,c,a+-72|0);e=e+72|0}while((e|0)!=(p|0));u=A;return}function ypb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0;o=u;u=u+32|0;m=o;i=f[a>>2]|0;j=((f[a+4>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);i=((f[a+8>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);f[m>>2]=k;p=k+(j*72|0)|0;l=m+8|0;i=m+4|0;f[i>>2]=p;f[m+12>>2]=k+(h*72|0);h=f[g>>2]|0;x=c;g=f[x+4>>2]|0;c=p;f[c>>2]=f[x>>2];f[c+4>>2]=g;f[k+(j*72|0)+8>>2]=b;c=k+(j*72|0)+12|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;c=pOb(40)|0;f[k+(j*72|0)+24>>2]=c;g=c+40|0;f[k+(j*72|0)+32>>2]=g;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;c=c+20|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[k+(j*72|0)+28>>2]=g;f[k+(j*72|0)+36>>2]=0;f[k+(j*72|0)+40>>2]=h;s=+n[d>>2];w=s*.5+ +n[e>>2]*.5;n[k+(j*72|0)+44>>2]=w;r=+n[d+4>>2];v=r*.5+ +n[e+4>>2]*.5;n[k+(j*72|0)+48>>2]=v;q=+n[d+8>>2];t=q*.5+ +n[e+8>>2]*.5;n[k+(j*72|0)+52>>2]=t;s=w-s;n[k+(j*72|0)+56>>2]=s;r=v-r;n[k+(j*72|0)+60>>2]=r;q=t-q;n[k+(j*72|0)+64>>2]=q;n[k+(j*72|0)+68>>2]=s*s+(r*r+q*q);f[l>>2]=p+72;zpb(a,m);i=f[i>>2]|0;h=f[l>>2]|0;if((h|0)!=(i|0))do{x=h+-72|0;f[l>>2]=x;TFa(x);h=f[l>>2]|0}while((h|0)!=(i|0));h=f[m>>2]|0;if(!h){u=o;return}sOb(h);u=o;return}function zpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-72|0;l=c;j=f[l+4>>2]|0;k=d+-72|0;f[k>>2]=f[l>>2];f[k+4>>2]=j;f[d+-64>>2]=f[i+-64>>2];k=d+-60|0;j=i+-60|0;f[k>>2]=0;l=d+-56|0;f[l>>2]=0;f[d+-52>>2]=0;f[k>>2]=f[j>>2];k=i+-56|0;f[l>>2]=f[k>>2];l=i+-52|0;f[d+-52>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[j>>2]=0;j=d+-48|0;k=i+-48|0;f[j>>2]=0;l=d+-44|0;f[l>>2]=0;f[d+-40>>2]=0;f[j>>2]=f[k>>2];j=i+-44|0;f[l>>2]=f[j>>2];l=i+-40|0;f[d+-40>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;k=i+-36|0;j=f[k>>2]|0;f[k>>2]=0;f[d+-36>>2]=j;f[d+-32>>2]=f[i+-32>>2];f[d+-28>>2]=f[i+-28>>2];f[d+-24>>2]=f[i+-24>>2];f[d+-20>>2]=f[i+-20>>2];f[d+-16>>2]=f[i+-16>>2];f[d+-12>>2]=f[i+-12>>2];f[d+-8>>2]=f[i+-8>>2];f[d+-4>>2]=f[i+-4>>2];d=(f[h>>2]|0)+-72|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function Apb(){var a=0,c=0,d=0;if(!(b[257416]|0))if(MPb(257416)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240281)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262925]=c}return (b[262925]|0)!=0|0}function Bpb(){var a=0,c=0,d=0;if(!(b[257424]|0))if(MPb(257424)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240288)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262926]=c}return (b[262926]|0)!=0|0}function Cpb(){var a=0,c=0,d=0;if(!(b[257432]|0))if(MPb(257432)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240293)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262927]=c}return (b[262927]|0)!=0|0}function Dpb(){var a=0,c=0,d=0;if(!(b[257440]|0))if(MPb(257440)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240301)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262928]=c}return (b[262928]|0)!=0|0}function Epb(){var a=0,c=0,d=0;if(!(b[257448]|0))if(MPb(257448)|0){a=gd(240274)|0;if((a|0)==1)c=0;else{d=od(240308)|0;c=jd(a|0,d|0)|0;fd(d|0);fd(c|0);c=(c|0)==3&1}fd(a|0);b[262929]=c}return (b[262929]|0)!=0|0}function Fpb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0;n=u;u=u+16|0;d=n+12|0;k=n;if(!(b[257456]|0))if(MPb(257456)|0){m=gd(240274)|0;if((m|0)==1)d=-1;else{h=od(240314)|0;j=jd(m|0,h|0)|0;fd(h|0);o=+cd(j|0,8784,d|0);h=f[d>>2]|0;i=~~o>>>0;g=i+4|0;i=f[i>>2]|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;if(i>>>0>4294967279)vOb(k);if(i>>>0<11){d=k+11|0;b[d>>0]=i;if(!i)e=k;else{e=k;l=9}}else{d=i+16&-16;e=pOb(d)|0;f[k>>2]=e;f[k+8>>2]=d|-2147483648;f[k+4>>2]=i;d=k+11|0;l=9}if((l|0)==9)bQb(e|0,g|0,i|0)|0;b[e+i>>0]=0;rd(h|0);fd(j|0);if((b[d>>0]|0)<0){l=f[k>>2]|0;d=PCb(l)|0;sOb(l)}else d=PCb(k)|0}fd(m|0);f[64721]=d}d=f[64721]|0;if((a|0)>0&(d|0)<(a|0)){u=n;return 0}else{u=n;return (c|0)<1|(d|0)<(c|0)|0}return 0}function Gpb(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;d[a+32>>1]=0;return}function Hpb(a,c){a=a|0;c=c|0;b[a+32>>0]=c;return}function Ipb(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function Jpb(a,c){a=a|0;c=c|0;if(c<<24>>24==2)return;b[a+33>>0]=c;return}function Kpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;if(!d)return;e=a+4|0;c=f[e>>2]|0;if((c|0)==(f[a+8>>2]|0))Lpb(a,b);else{f[c>>2]=d;b=f[b+4>>2]|0;f[c+4>>2]=b;if(b){gOb(b);c=f[e>>2]|0}f[e>>2]=c+8}f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;return}function Lpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function Mpb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;k=o;m=a+4|0;l=f[m>>2]|0;n=f[a>>2]|0;b=n;j=l;if((l-n|0)==8){g=f[b>>2]|0;c=g+40|0;d=f[c>>2]|0;e=g+44|0;b=f[e>>2]|0;if((d|0)==(b|0)){Npb(g);d=f[c>>2]|0;b=f[e>>2]|0;e=f[f[a>>2]>>2]|0}else e=g;f[a+28>>2]=(b-d|0)/12|0;b=e+32|0;c=f[b>>2]|0;if(!c){Opb(e);c=f[b>>2]|0}d=f[e+36>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;a=a+24|0;b=f[a>>2]|0;f[a>>2]=d;if(!b){u=o;return}iOb(b);u=o;return}l=a+28|0;f[l>>2]=0;if((b|0)==(j|0)){u=o;return}else c=0;do{e=f[b>>2]|0;g=e+40|0;h=f[g>>2]|0;i=e+44|0;d=f[i>>2]|0;if((h|0)==(d|0)){Npb(e);h=f[g>>2]|0;d=f[i>>2]|0;c=f[l>>2]|0}c=((d-h|0)/12|0)+c|0;f[l>>2]=c;b=b+8|0}while((b|0)!=(j|0));if(!c){u=o;return}iub(k,34962);n=a+20|0;b=f[k>>2]|0;c=k+4|0;j=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[n>>2]=b;k=a+24|0;b=f[k>>2]|0;f[k>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}k=f[64754]|0;Yvb(258928,f[f[n>>2]>>2]|0)|0;nub(f[n>>2]|0,(f[l>>2]|0)*12|0,0,35044);b=f[a>>2]|0;j=f[m>>2]|0;if((b|0)!=(j|0)){i=0;while(1){e=f[b>>2]|0;g=e+40|0;d=f[g>>2]|0;h=e+44|0;c=f[h>>2]|0;if((d|0)==(c|0)){Npb(e);d=f[g>>2]|0;c=f[h>>2]|0}g=c-d|0;if((g|0)>0){h=f[n>>2]|0;d=f[b>>2]|0;e=d+40|0;c=f[e>>2]|0;if((c|0)==(f[d+44>>2]|0)){Npb(d);c=f[e>>2]|0}oub(h,i,g,c)}b=b+8|0;if((b|0)==(j|0))break;else i=g+i|0}}Yvb(258928,k)|0;u=o;return}function Npb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0;O=u;u=u+64|0;M=O+48|0;H=O+36|0;I=O;F=a+4|0;if((f[a>>2]|0)==(f[F>>2]|0)){u=O;return}c=f[a+12>>2]|0;h=f[a+16>>2]|0;if((c|0)==(h|0)){u=O;return}G=a+52|0;if(b[G>>0]&1){u=O;return}f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;f[H>>2]=0;i=M+8|0;e=0;g=0;while(1){d=f[c>>2]|0;f[I>>2]=d;if((e|0)==(g|0))fBa(M,I);else{f[e>>2]=d;f[N>>2]=e+4}if(f[I>>2]|0){d=0;do{e=f[N>>2]|0;if((e|0)==(f[i>>2]|0))fBa(M,H);else{f[e>>2]=f[H>>2];f[N>>2]=e+4}d=d+1|0;f[H>>2]=(f[H>>2]|0)+1}while(d>>>0<(f[I>>2]|0)>>>0)}c=c+4|0;if((c|0)==(h|0))break;e=f[N>>2]|0;g=f[i>>2]|0}d=f[M>>2]|0;r=f[d>>2]|0;E=(f[N>>2]|0)-d>>2;s=I+24|0;t=I+12|0;v=I+28|0;w=I+16|0;x=I+32|0;y=I+20|0;z=I+4|0;A=I+8|0;B=H+4|0;C=H+8|0;D=I+12|0;c=0;g=0;e=1;a:while(1){b:do if(g>>>0<r>>>0){j=I+(c*12|0)|0;k=I+(c*12|0)+4|0;q=I+(c*12|0)+8|0;if(!c){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2]}else{c:while(1){if(e>>>0>=E>>>0){J=37;break a}h=f[d+(e<<2)>>2]|0;P=f[a>>2]|0;i=P;if(h>>>0>=(((f[F>>2]|0)-P|0)/12|0)>>>0){J=37;break a}f[j>>2]=f[i+(h*12|0)>>2];f[k>>2]=f[i+(h*12|0)+4>>2];f[q>>2]=f[i+(h*12|0)+8>>2];switch(c|0){case 1:break c;case 2:{o=+n[s>>2];p=+n[t>>2];if(o==p){m=+n[v>>2];l=+n[w>>2];if(m==l)if(+n[x>>2]==+n[y>>2]){J=37;break a}}else{l=+n[w>>2];m=+n[v>>2]}V=p-+n[I>>2];U=l-+n[z>>2];Q=+n[y>>2];T=Q-+n[A>>2];S=o-p;R=m-l;Q=+n[x>>2]-Q;l=U*Q-T*R;m=T*S-V*Q;o=V*R-U*S;n[H>>2]=l;n[B>>2]=m;n[C>>2]=o;p=l*l+(o*o+m*m);if(p/((V*V+(U*U+T*T))*(S*S+(R*R+Q*Q)))>=9.999999747378752e-05){J=32;break a}break}default:{}}g=g+1|0;e=e+1|0;if(g>>>0>=r>>>0){J=35;break b}}if(+n[D>>2]==+n[I>>2])if(+n[w>>2]==+n[z>>2])if(+n[y>>2]==+n[A>>2]){J=37;break a}}c=c+1|0}else J=35;while(0);if((J|0)==35){J=0;c=c+1|0;if(c>>>0>=3){J=37;break}}g=g+1|0;e=e+1|0}if((J|0)==32){V=+L(+p);n[H>>2]=l/V;n[B>>2]=m/V;n[C>>2]=o/V;k=a+40|0;f[I>>2]=k;if(e8a(f[a>>2]|0,d,E,H,3,I)|0){i=a+48|0;j=f[k>>2]|0;h=a+44|0;d=f[h>>2]|0;c=d-j|0;e=(c|0)/12|0;g=j;if((((f[i>>2]|0)-j|0)/12|0)>>>0>e>>>0){do if(!c)K=0;else if(e>>>0>357913941)vd();else{K=pOb(c)|0;break}while(0);c=K+(e*12|0)|0;e=c;if((d|0)==(g|0))c=e;else do{P=c;c=c+-12|0;K=d;d=d+-12|0;f[c>>2]=f[d>>2];f[P+-8>>2]=f[K+-8>>2];f[P+-4>>2]=f[K+-4>>2]}while((d|0)!=(g|0));f[k>>2]=c;f[h>>2]=e;f[i>>2]=e;if(j|0)sOb(j)}}else{b[G>>0]=b[G>>0]|1;c=f[k>>2]|0;f[k>>2]=0;f[a+44>>2]=0;f[a+48>>2]=0;if(c|0)sOb(c)}d=f[M>>2]|0}else if((J|0)==37)b[G>>0]=b[G>>0]|1;if(d|0){c=f[N>>2]|0;if((c|0)!=(d|0))f[N>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}u=O;return}function Opb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;b=h;d=a+40|0;e=a+44|0;if((f[d>>2]|0)==(f[e>>2]|0))Npb(a);iub(b,34962);g=a+32|0;j=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=j;b=a+36|0;a=f[b>>2]|0;f[b>>2]=i;if(a|0){iOb(a);a=f[c>>2]|0;if(a|0)iOb(a)}j=f[d>>2]|0;nub(f[g>>2]|0,(f[e>>2]|0)-j|0,j,35044);u=h;return}function Ppb(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;b=f[a>>2]|0;g=b+4|0;h=f[g>>2]|0;l=f[b+8>>2]|0;if((h|0)==(l|0)){Qpb(b,c);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];c=h+12|0;f[g>>2]=c;g=c}if((g|0)==(l|0)){Qpb(b,d);b=f[a>>2]|0;g=f[b+4>>2]|0;l=f[b+8>>2]|0}else{f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];g=g+12|0;f[b+4>>2]=g}if((g|0)==(l|0)){Qpb(b,e);return}else{f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[b+4>>2]=g+12;return}}function Qpb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function Rpb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=pOb(84)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42060;d=c+12|0;e=c+52|0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=-1;h=c+56|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[c+80>>0]=-1;f[a>>2]=d;f[a+4>>2]=c;return}function Spb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);return}function Tpb(a){a=a|0;var b=0;f[a>>2]=42060;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);aOb(a);sOb(a);return}function Upb(a){a=a|0;var b=0;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);dqb(a+36|0);dqb(a+24|0);dqb(a+12|0);return}function Vpb(a){a=a|0;sOb(a);return}function Wpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;L=f[a+88>>2]|0;M=f[a+96>>2]|0;P=f[a+192>>2]|0;Q=f[a+232>>2]|0;R=f[a+440>>2]|0;A=f[a+456>>2]|0;O=f[a+512>>2]|0;e=f[a+592>>2]|0;u=f[a+656>>2]|0;l=f[a+664>>2]|0;s=f[a+672>>2]|0;N=f[a+800>>2]|0;B=f[a+816>>2]|0;S=f[a+824>>2]|0;T=f[a+832>>2]|0;F=f[a+840>>2]|0;U=f[a+848>>2]|0;w=f[a+888>>2]|0;x=f[a+896>>2]|0;y=f[a+904>>2]|0;z=f[a+912>>2]|0;C=f[a+920>>2]|0;D=f[a+928>>2]|0;v=f[a+944>>2]|0;t=f[a+952>>2]|0;i=f[a+984>>2]|0;G=f[a+1016>>2]|0;H=f[a+1064>>2]|0;I=f[a+1128>>2]|0;V=f[a+1688>>2]|0;a:{do if(!(l<<24>>24)){k=0;o=e;q=i;V=48}else{m=f[41404+((l&255)<<2)>>2]|0;n=f[A>>2]<<(e&31)>>>1>>>(31-l&31);e=e+(l&255)|0;f[O>>2]=e;do if(e>>>0<=32){if(i>>>0>=B>>>0){i=i+(0-(e>>>3))|0;f[(a+8|0)>>2]=i;f[O>>2]=e&7;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e&7;break}if((i|0)==(S|0)){i=S;break}W=(i+(0-(e>>>3))|0)>>>0<S>>>0?i-S|0:e>>>3;i=i+(0-W)|0;f[(a+8|0)>>2]=i;f[O>>2]=e-(W<<3)|0;f[A>>2]=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;e=e-(W<<3)|0}while(0);if((l&255)<2){k=n+m|0;o=e;q=i;V=48;break}f[(a+48|0)>>2]=f[(a+44|0)>>2];f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=n+m|0;E=n+m|0;g=e;j=i}while(0);b:do if((V|0)==48){V=0;e=k+(u<<24>>24==0&1)|0;switch(e|0){case 0:{E=f[(a+40|0)>>2]|0;g=o;j=q;break b}case 3:{r=(f[(a+40|0)>>2]|0)+-1|0;V=51;break}default:{g=f[a+40+(e<<2)>>2]|0;if((e|0)==1)p=g;else{r=g;V=51}}}if((V|0)==51){V=0;f[(a+48|0)>>2]=f[(a+44|0)>>2];p=r}f[(a+44|0)>>2]=f[(a+40|0)>>2];f[(a+40|0)>>2]=p;E=p;g=o;j=q}while(0);i=f[41520+((s&255)<<2)>>2]|0;if((s&255)>31){e=f[A>>2]<<(g&31)>>>1>>>(31-t&31);g=g+t|0;f[O>>2]=g}else e=0;n=e+i|0;do if(!((t+v|0)>>>0<25|g>>>0>32)){if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;g=g&7;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){j=S;break}W=g>>>3;W=(j+(0-W)|0)>>>0<S>>>0?j-S|0:W;j=j+(0-W)|0;f[(a+8|0)>>2]=j;g=g-(W<<3)|0;f[O>>2]=g;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);i=f[41732+((u&255)<<2)>>2]|0;if((u&255)>15){e=f[A>>2]<<(g&31)>>>1>>>(31-v&31);g=g+v|0;f[O>>2]=g}else e=0;m=e+i|0;do if(g>>>0>32)e=g;else{if(j>>>0>=B>>>0){j=j+(0-(g>>>3))|0;f[(a+8|0)>>2]=j;e=g&7;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;break}if((j|0)==(S|0)){e=g;j=S;break}e=g>>>3;e=(j+(0-e)|0)>>>0<S>>>0?j-S|0:e;j=j+(0-e)|0;f[(a+8|0)>>2]=j;e=g-(e<<3)|0;f[O>>2]=e;f[A>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24}while(0);W=d[w+(x<<2)>>1]|0;x=b[w+(x<<2)+3>>0]|0;g=f[A>>2]|0;i=e+(x&255)|0;f[O>>2]=i;f[(a+16|0)>>2]=(g<<(e&31)>>>1>>>(31-x&31))+(W&65535);W=d[y+(z<<2)>>1]|0;e=b[y+(z<<2)+3>>0]|0;f[O>>2]=i+(e&255)|0;f[(a+32|0)>>2]=(g<<(i&31)>>>1>>>(31-e&31))+(W&65535);do if((i+(e&255)|0)>>>0>32)e=i+(e&255)|0;else{if(j>>>0>=B>>>0){g=j+(0-((i+(e&255)|0)>>>3))|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)&7;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)&7;break}if((j|0)==(S|0)){e=i+(e&255)|0;break}W=(j+(0-((i+(e&255)|0)>>>3))|0)>>>0<S>>>0?j-S|0:(i+(e&255)|0)>>>3;g=j+(0-W)|0;f[(a+8|0)>>2]=g;f[O>>2]=(i+(e&255)|0)-(W<<3)|0;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;f[A>>2]=g;e=(i+(e&255)|0)-(W<<3)|0}while(0);i=d[C+(D<<2)>>1]|0;k=b[C+(D<<2)+3>>0]|0;f[O>>2]=e+(k&255);f[(a+24|0)>>2]=(g<<(e&31)>>>1>>>(31-k&31))+(i&65535);i=Q+m|0;k=Q+(m+n|0)|0;l=P+m|0;j=i+(0-E)|0;if(i>>>0>N>>>0|k>>>0>(L+M|0)>>>0){R=-9;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(l>>>0>F>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}else{e=P;g=Q}while(1){F=e;D=h[F>>0]|h[F+1>>0]<<8|h[F+2>>0]<<16|h[F+3>>0]<<24;F=h[(F+4|0)>>0]|h[(F+4|0)+1>>0]<<8|h[(F+4|0)+2>>0]<<16|h[(F+4|0)+3>>0]<<24;W=g;b[W>>0]=D;b[W+1>>0]=D>>8;b[W+2>>0]=D>>16;b[W+3>>0]=D>>24;b[(W+4|0)>>0]=F;b[(W+4|0)+1>>0]=F>>8;b[(W+4|0)+2>>0]=F>>16;b[(W+4|0)+3>>0]=F>>24;g=g+8|0;if(g>>>0>=i>>>0)break;else e=e+8|0}do if((i-G|0)>>>0<E>>>0){if((i-H|0)>>>0<E>>>0){R=-11;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}if(((I+(j-G|0)|0)+n|0)>>>0>I>>>0){cQb(i|0,I+(j-G|0)|0|0,0-(j-G|0)|0|0)|0;J=i+(0-(j-G|0)|0)|0;c=G;K=(j-G|0)+n|0;V=82;break}else{cQb(i|0,I+(j-G|0)|0|0,n|0)|0;break}}else{J=i;c=j;K=n;V=82}while(0);c:do if((V|0)==82){V=0;if(E>>>0<8){W=f[41876+(E<<2)>>2]|0;b[J>>0]=b[c>>0]|0;b[J+1>>0]=b[c+1>>0]|0;b[J+2>>0]=b[c+2>>0]|0;b[J+3>>0]=b[c+3>>0]|0;c=c+(f[41908+(E<<2)>>2]|0)|0;I=J+4|0;H=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[I>>0]=H;b[I+1>>0]=H>>8;b[I+2>>0]=H>>16;b[I+3>>0]=H>>24;c=c+(0-W)|0}else{I=c;H=h[I>>0]|h[I+1>>0]<<8|h[I+2>>0]<<16|h[I+3>>0]<<24;I=h[(I+4|0)>>0]|h[(I+4|0)+1>>0]<<8|h[(I+4|0)+2>>0]<<16|h[(I+4|0)+3>>0]<<24;W=J;b[W>>0]=H;b[W+1>>0]=H>>8;b[W+2>>0]=H>>16;b[W+3>>0]=H>>24;b[(W+4|0)>>0]=I;b[(W+4|0)+1>>0]=I>>8;b[(W+4|0)+2>>0]=I>>16;b[(W+4|0)+3>>0]=I>>24}e=J+8|0;c=c+8|0;if(k>>>0<=((L+M|0)+-13|0)>>>0){g=J+K|0;while(1){N=c;M=h[N>>0]|h[N+1>>0]<<8|h[N+2>>0]<<16|h[N+3>>0]<<24;N=h[(N+4|0)>>0]|h[(N+4|0)+1>>0]<<8|h[(N+4|0)+2>>0]<<16|h[(N+4|0)+3>>0]<<24;W=e;b[W>>0]=M;b[W+1>>0]=M>>8;b[W+2>>0]=M>>16;b[W+3>>0]=M>>24;b[(W+4|0)>>0]=N;b[(W+4|0)+1>>0]=N>>8;b[(W+4|0)+2>>0]=N>>16;b[(W+4|0)+3>>0]=N>>24;e=e+8|0;if(e>>>0>=g>>>0)break c;else c=c+8|0}}if(e>>>0<N>>>0){g=c;i=e;while(1){M=g;L=h[M>>0]|h[M+1>>0]<<8|h[M+2>>0]<<16|h[M+3>>0]<<24;M=h[(M+4|0)>>0]|h[(M+4|0)+1>>0]<<8|h[(M+4|0)+2>>0]<<16|h[(M+4|0)+3>>0]<<24;W=i;b[W>>0]=L;b[W+1>>0]=L>>8;b[W+2>>0]=L>>16;b[W+3>>0]=L>>24;b[(W+4|0)>>0]=M;b[(W+4|0)+1>>0]=M>>8;b[(W+4|0)+2>>0]=M>>16;b[(W+4|0)+3>>0]=M>>24;i=i+8|0;if(i>>>0>=N>>>0)break;else g=g+8|0}g=N;c=c+(N-e)|0}else g=e;if(g>>>0<k>>>0)e=g;else break;while(1){b[e>>0]=b[c>>0]|0;e=e+1|0;if(e>>>0>=k>>>0)break;else c=c+1|0}}while(0);if((m+n|0)>>>0>=4294967279){R=m+n|0;f[a+1720>>2]=2;f[a+1724>>2]=6;break a}c=f[O>>2]|0;if(c>>>0>32){V=33;f[a+1720>>2]=1;break a}P=l;Q=k;S=f[(a+12|0)>>2]|0;T=f[(a+8|0)>>2]|0;U=c}f[a+192>>2]=P;f[a+232>>2]=Q;f[a+440>>2]=R;f[a+824>>2]=S;f[a+832>>2]=T;f[a+848>>2]=U;f[a+1296>>2]=k;f[a+1304>>2]=l;f[a+1688>>2]=V}function Xpb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,t=0.0;k=f[a+112>>2]|0;l=f[a+120>>2]|0;j=f[a+320>>2]|0;a:{if(j&255&8|0){c=pOb(180)|0;dQb(c|0,0,180)|0;f[c+128>>2]=-1;f[c+132>>2]=-1;f[(c+136|0)>>2]=0;f[(c+136|0)+4>>2]=0;f[(c+136|0)+8>>2]=0;f[(c+136|0)+12>>2]=0;f[(c+136|0)+16>>2]=0;f[(c+136|0)+20>>2]=0;f[(c+136|0)+24>>2]=0;n[c+164>>2]=1.0;f[c+168>>2]=0;f[c+172>>2]=0;d=f[(l+32|0)>>2]|0;f[(l+32|0)>>2]=c;if(d){lWa(d);sOb(d);c=f[(l+32|0)>>2]|0}if(!(Pnb(k,c)|0)){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}}c=f[(l+36|0)>>2]|0;d=f[(l+40|0)>>2]|0;if((d|0)!=(c|0))f[(l+40|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&16|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;g=b[d>>0]|0;f[k>>2]=d+2|0;e=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(e&255)<<8|g&255|(i&255)<<16|h[(d+3|0)>>0]<<24;b:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{o=e+1|0;f[k>>2]=o;m=b[e>>0]|0;q=e+2|0;f[k>>2]=q;o=b[o>>0]|0;d=e+3|0;f[k>>2]=d;e=b[q>>0]|0;f[k>>2]=c;c=(o&255)<<8|m&255|(e&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+40|0)>>2]|0;if((d|0)==(f[(l+44|0)>>2]|0))fBa(l+36|0,a+76|0);else{f[d>>2]=c;f[(l+40|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break b;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+48|0)>>2]|0;d=f[(l+52|0)>>2]|0;if((d|0)!=(c|0))f[(l+52|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);if(j&255&32|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;c:do if(i|0){if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{m=e+1|0;f[k>>2]=m;o=b[e>>0]|0;q=e+2|0;f[k>>2]=q;m=b[m>>0]|0;d=e+3|0;f[k>>2]=d;q=b[q>>0]|0;f[k>>2]=c;c=(m&255)<<8|o&255|(q&255)<<16|h[d>>0]<<24;f[(a+76|0)>>2]=c;d=f[(l+52|0)>>2]|0;if((d|0)==(f[(l+56|0)>>2]|0))fBa(l+48|0,a+76|0);else{f[d>>2]=c;f[(l+52|0)>>2]=d+4}g=g+1|0;if(g>>>0>=i>>>0)break c;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}if(f[(l+72|0)>>2]|0){c=f[(l+68|0)>>2]|0;if(c|0)do{q=c;c=f[c>>2]|0;sOb(q)}while((c|0)!=0);f[(l+68|0)>>2]=0;d=f[l+64>>2]|0;if(d|0){c=0;do{f[(f[(l+60|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[(l+72|0)>>2]=0}if(j&255&64|0){d=f[k>>2]|0;c=f[(k+4|0)>>2]|0;if((d+4|0)>>>0>c>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=d+1|0;q=b[d>>0]|0;f[k>>2]=d+2|0;o=b[(d+1|0)>>0]|0;f[k>>2]=d+3|0;i=b[(d+2|0)>>0]|0;f[k>>2]=d+4|0;i=(o&255)<<8|q&255|(i&255)<<16|h[(d+3|0)>>0]<<24;d:do if(i|0){e:do if((d+8|0)>>>0<=c>>>0){g=0;e=d+4|0;c=d+8|0;do{d=e+1|0;f[k>>2]=d;m=b[e>>0]|0;o=e+2|0;f[k>>2]=o;d=b[d>>0]|0;q=e+3|0;f[k>>2]=q;o=b[o>>0]|0;f[k>>2]=c;f[(a+76|0)>>2]=(d&255)<<8|m&255|(o&255)<<16|h[q>>0]<<24;if(!(Nnb(k,a)|0))break e;c=Wnb(l+60|0,a+76|0)|0;d=a;e=c+64|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(e|0));g=g+1|0;if(g>>>0>=i>>>0)break d;e=f[k>>2]|0;c=e+4|0}while(c>>>0<=(f[(k+4|0)>>2]|0)>>>0)}while(0);c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0)}c=f[(l+80|0)>>2]|0;d=f[(l+84|0)>>2]|0;if((d|0)!=(c|0))f[(l+84|0)>>2]=d+(~((d+-32-c|0)>>>5)<<5);if(!(j&255&128)){c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0){c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[k>>2]=c+1|0;q=b[c>>0]|0;f[k>>2]=c+2|0;o=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;e=(o&255)<<8|q&255|(e&255)<<16|h[(c+3|0)>>0]<<24;p[a>>3]=0.0;p[(a+8|0)>>3]=1.0;f[(a+16|0)>>2]=0;f[(a+16|0)+4>>2]=0;f[(a+16|0)+8>>2]=0;f[(a+16|0)+12>>2]=0;f:do if(e|0){d=0;while(1){if(!(ynb(k,a+76|0)|0))break;c=f[k>>2]|0;if((c+4|0)>>>0>(f[(k+4|0)>>2]|0)>>>0)break;f[k>>2]=c+1|0;o=b[c>>0]|0;f[k>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[k>>2]=c+3|0;q=b[(c+2|0)>>0]|0;f[k>>2]=c+4|0;c=(m&255)<<8|o&255|(q&255)<<16|h[(c+3|0)>>0]<<24;t=+n[((a+76|0)+4|0)>>2];r=+n[((a+76|0)+8|0)>>2];p[a>>3]=+n[(a+76|0)>>2];p[(a+8|0)>>3]=t;p[(a+16|0)>>3]=r;p[(a+24|0)>>3]=(f[s>>2]=c,+n[s>>2]);c=f[(l+84|0)>>2]|0;if((c|0)==(f[(l+88|0)>>2]|0))Xnb(l+80|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];f[c+16>>2]=f[a+16>>2];f[c+20>>2]=f[a+20>>2];f[c+24>>2]=f[a+24>>2];f[c+28>>2]=f[a+28>>2];f[(l+84|0)>>2]=(f[(l+84|0)>>2]|0)+32}d=d+1|0;if(d>>>0>=e>>>0)break f}c=0;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}while(0);c=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=c|0;break a}f[a+192>>2]=c}function Ypb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;r=f[a+224>>2]|0;s=f[a+232>>2]|0;q=f[a+608>>2]|0;o=f[a+624>>2]|0;m=f[a+656>>2]|0;t=f[a+2160>>2]|0;v=f[a+2176>>2]|0;w=f[a+2184>>2]|0;a:{do if((o&255)<<8&512|0){c=f[r>>2]|0;d=f[(r+4|0)>>2]|0;if((c+4|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;k=b[c>>0]|0;f[r>>2]=c+2|0;j=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;l=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;f[(s+188|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0>d>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+5|0;k=b[(c+4|0)>>0]|0;f[r>>2]=c+6|0;j=b[(c+5|0)>>0]|0;f[r>>2]=c+7|0;l=b[(c+6|0)>>0]|0;f[r>>2]=c+8|0;f[(s+192|0)>>2]=(j&255)<<8|k&255|(l&255)<<16|h[(c+7|0)>>0]<<24;break}}while(0);d=f[(s+224|0)>>2]|0;c=f[(s+228|0)>>2]|0;if((c|0)!=(d|0))do{l=c+-96|0;f[(s+228|0)>>2]=l;kWa(l);c=f[(s+228|0)>>2]|0}while((c|0)!=(d|0));if((o&255)<<8&32768|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;i=b[c>>0]|0;f[r>>2]=c+2|0;t=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;g=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;g=(t&255)<<8|i&255|(g&255)<<16|h[(c+3|0)>>0]<<24;i=(a+8|0)+4|0;t=i;w=t+72|0;do{f[t>>2]=0;t=t+4|0}while((t|0)<(w|0));n[((a+8|0)+76|0)>>2]=1.0;f[(a+8|0)+80>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[(a+8|0)+88>>2]=0;b:do if(g|0){e=0;while(1){if(!(Unb(r,a+8|0)|0))break;j=f[(s+228|0)>>2]|0;l=1;if(l){l=0;if(j>>>0<(f[(s+232|0)>>2]|0)>>>0){f[j>>2]=f[(a+8|0)>>2];f[(j+4|0)>>2]=f[i>>2];f[(j+4|0)+4>>2]=f[i+4>>2];f[(j+4|0)+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k=f[((a+8|0)+16|0)>>2]|0;f[((a+8|0)+16|0)>>2]=0;f[j+16>>2]=k;f[(j+20|0)>>2]=0;f[(j+24|0)>>2]=0;f[j+28>>2]=0;f[(j+20|0)>>2]=f[((a+8|0)+20|0)>>2];f[(j+24|0)>>2]=f[((a+8|0)+24|0)>>2];f[j+28>>2]=f[((a+8|0)+28|0)>>2];f[((a+8|0)+28|0)>>2]=0;f[((a+8|0)+24|0)>>2]=0;f[((a+8|0)+20|0)>>2]=0;k=f[((a+8|0)+32|0)>>2]|0;f[((a+8|0)+32|0)>>2]=0;f[j+32>>2]=k;f[(j+36|0)>>2]=0;f[(j+40|0)>>2]=0;f[j+44>>2]=0;f[(j+36|0)>>2]=f[((a+8|0)+36|0)>>2];f[(j+40|0)>>2]=f[((a+8|0)+40|0)>>2];f[j+44>>2]=f[((a+8|0)+44|0)>>2];f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+40|0)>>2]=0;f[((a+8|0)+36|0)>>2]=0;f[(j+48|0)>>2]=0;f[(j+52|0)>>2]=0;f[j+56>>2]=0;f[(j+48|0)>>2]=f[((a+8|0)+48|0)>>2];f[(j+52|0)>>2]=f[((a+8|0)+52|0)>>2];f[j+56>>2]=f[((a+8|0)+56|0)>>2];f[((a+8|0)+56|0)>>2]=0;f[((a+8|0)+52|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;k=f[((a+8|0)+60|0)>>2]|0;f[((a+8|0)+60|0)>>2]=0;d=f[((a+8|0)+64|0)>>2]|0;f[((a+8|0)+64|0)>>2]=0;f[j+60>>2]=k;f[j+64>>2]=d;c=f[((a+8|0)+68|0)>>2]|0;f[(j+68|0)>>2]=c;x=f[((a+8|0)+72|0)>>2]|0;f[j+72>>2]=x;f[j+76>>2]=f[((a+8|0)+76|0)>>2];if(x|0){c=f[c+4>>2]|0;do if(!((d+-1|0)&d))c=c&(d+-1|0);else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);f[k+(c<<2)>>2]=j+68|0;f[((a+8|0)+68|0)>>2]=0;f[((a+8|0)+72|0)>>2]=0}f[(j+80|0)>>2]=0;f[(j+84|0)>>2]=0;f[j+88>>2]=0;f[(j+80|0)>>2]=f[((a+8|0)+80|0)>>2];f[(j+84|0)>>2]=f[((a+8|0)+84|0)>>2];f[j+88>>2]=f[((a+8|0)+88|0)>>2];f[((a+8|0)+88|0)>>2]=0;f[((a+8|0)+84|0)>>2]=0;f[((a+8|0)+80|0)>>2]=0;f[j+92>>2]=f[((a+8|0)+92|0)>>2];f[(s+228|0)>>2]=(f[(s+228|0)>>2]|0)+96}else l=1}if(l)if(1)dob(s+224|0,a+8|0);e=e+1|0;if(e>>>0>=g>>>0)break b}kWa(a+8|0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);kWa(a+8|0)}j=f[(s+236|0)>>2]|0;c=f[(s+240|0)>>2]|0;if((c|0)!=(j|0))do{f[(s+240|0)>>2]=c+-56;d=f[c+-12>>2]|0;if(d|0){e=c+-8|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-12-d|0)>>>0)/12|0)*12|0);sOb(d)}g=c+-36|0;d=f[g>>2]|0;if(d|0){i=c+-32|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{x=e+-180|0;f[i>>2]=x;lWa(x);e=f[i>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}c=c+-52|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=f[(s+240|0)>>2]|0}while((c|0)!=(j|0));do if((m&255)<<16&65536|0){c=f[r>>2]|0;if((c+4|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[r>>2]=c+1|0;g=b[c>>0]|0;f[r>>2]=c+2|0;x=b[(c+1|0)>>0]|0;f[r>>2]=c+3|0;d=b[(c+2|0)>>0]|0;f[r>>2]=c+4|0;d=(x&255)<<8|g&255|(d&255)<<16|h[(c+3|0)>>0]<<24;g=(a+8|0)+4|0;f[((a+8|0)+44|0)>>2]=0;f[((a+8|0)+48|0)>>2]=0;f[(a+8|0)+52>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;do if(!d)e=1;else{c=0;while(1){if(!(Qnb(r,a+8|0)|0)){c=0;break}e=f[(s+240|0)>>2]|0;if((e|0)==(f[(s+244|0)>>2]|0))fob(s+236|0,a+8|0);else{eob(e,a+8|0);f[(s+240|0)>>2]=(f[(s+240|0)>>2]|0)+56}c=c+1|0;if(c>>>0>=d>>>0){c=1;break}}d=f[((a+8|0)+44|0)>>2]|0;if(!d){e=c;break}e=f[((a+8|0)+48|0)>>2]|0;if((e|0)!=(d|0))f[((a+8|0)+48|0)>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);sOb(d);e=c}while(0);c=f[((a+8|0)+20|0)>>2]|0;if(c|0){d=f[((a+8|0)+24|0)>>2]|0;if((d|0)!=(c|0)){do{x=d+-180|0;f[((a+8|0)+24|0)>>2]=x;lWa(x);d=f[((a+8|0)+24|0)>>2]|0}while((d|0)!=(c|0));c=f[((a+8|0)+20|0)>>2]|0}sOb(c)}if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);if(e)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);p[(s+248|0)>>3]=0.0;do if((o&255)<<8&16384|0){c=f[r>>2]|0;if((c+8|0)>>>0>(f[(r+4|0)>>2]|0)>>>0){c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}else{f[r>>2]=c+1|0;d=h[c>>0]|0;f[r>>2]=c+2|0;y=_Pb(h[(c+1|0)>>0]|0,0,8)|0;l=I;f[r>>2]=c+3|0;e=_Pb(h[(c+2|0)>>0]|0,0,16)|0;l=l|I;f[r>>2]=c+4|0;g=_Pb(h[(c+3|0)>>0]|0,0,24)|0;l=l|I;f[r>>2]=c+5|0;m=h[(c+4|0)>>0]|0;f[r>>2]=c+6|0;i=_Pb(h[(c+5|0)>>0]|0,0,40)|0;o=I;f[r>>2]=c+7|0;j=_Pb(h[(c+6|0)>>0]|0,0,48)|0;x=I;f[r>>2]=c+8|0;k=_Pb(h[(c+7|0)>>0]|0,0,56)|0;f[(s+248|0)>>2]=y|d|e|g|i|j|k;f[(s+248|0)+4>>2]=l|m|o|x|I;break}}while(0);c=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=0;if(c|0)sOb(c);c:do if(q&16777216|0){do if(znb(r,a+8|0)|0){if(!(znb(r,(a+8|0)+24|0)|0))break;c=pOb(48)|0;t=c;v=a+8|0;w=t+48|0;do{f[t>>2]=f[v>>2];t=t+4|0;v=v+4|0}while((t|0)<(w|0));d=f[(s+256|0)>>2]|0;f[(s+256|0)>>2]=c;if(d|0)sOb(d);break c}while(0);c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&134217728|0){if(Enb(r,s+260|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);do if(q&268435456|0){if(Inb(r,s+272|0)|0)break;else c=0;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}while(0);c=1;u=a;f[a+2240>>2]=6;f[a+2244>>2]=c|0;break a}f[a+488>>2]=c;f[a+2160>>2]=t;f[a+2176>>2]=v;f[a+2184>>2]=w}function Zpb(a){a=a|0;var c=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;M=f[a+224>>2]|0;N=f[a+232>>2]|0;L=f[a+488>>2]|0;E=f[a+608>>2]|0;I=f[a+616>>2]|0;F=f[a+624>>2]|0;K=f[a+656>>2]|0;G=f[a+912>>2]|0;k=f[a+928>>2]|0;H=f[a+1448>>2]|0;m=f[a+1856>>2]|0;O=f[a+2160>>2]|0;P=f[a+2176>>2]|0;Q=f[a+2184>>2]|0;J=f[a+2200>>2]|0;a:{b:do if((K&255)<<16&2097152|0){c=k+4|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}x=k+1|0;f[M>>2]=x;y=b[k>>0]|0;l=k+2|0;f[M>>2]=l;x=b[x>>0]|0;j=k+3|0;f[M>>2]=j;l=b[l>>0]|0;f[M>>2]=c;j=(x&255)<<8|y&255|(l&255)<<16|h[j>>0]<<24;l=k+8|0;if(l>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}e=k+5|0;f[M>>2]=e;c=b[c>>0]|0;i=k+6|0;f[M>>2]=i;e=b[e>>0]|0;g=k+7|0;f[M>>2]=g;i=b[i>>0]|0;f[M>>2]=l;if(j>>>0>8){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!((j|0)!=8?1:((e&255)<<8|c&255|(i&255)<<16|h[g>>0]<<24)>>>0<4)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}if(!(0==0&(H&8|0)==0)){c=k+12|0;if(c>>>0>m>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}t=k+9|0;f[M>>2]=t;w=b[l>>0]|0;y=k+10|0;f[M>>2]=y;t=b[t>>0]|0;x=k+11|0;f[M>>2]=x;y=b[y>>0]|0;f[M>>2]=c;x=(t&255)<<8|w&255|(y&255)<<16|h[x>>0]<<24;if(x|0){w=0;while(1){f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;y=1;if(y){y=0;if(wnb(M,a+8|0)|0){c=f[M>>2]|0;e=1;if(e){e=0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0)q=1;else e=1}if(e)if(1){f[M>>2]=c+1|0;s=b[c>>0]|0;f[M>>2]=c+2|0;m=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;t=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;t=(m&255)<<8|s&255|(t&255)<<16|h[(c+3|0)>>0]<<24;xOb(a+192|0,a+8|0);f[((a+192|0)+12|0)>>2]=t;s=b[((a+192|0)+11|0)>>0]|0;m=s<<24>>24<0?f[(a+192|0)>>2]|0:a+192|0;q=s<<24>>24<0?f[((a+192|0)+4|0)>>2]|0:s&255;if(q>>>0>3){c=m;i=q;e=q;while(1){r=X(h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24,1540483477)|0;i=(X(r>>>24^r,1540483477)|0)^(X(i,1540483477)|0);e=e+-4|0;if(e>>>0<=3)break;else c=c+4|0}e=(q+-4|0)-((q+-4|0)&-4)|0;g=m+(((q+-4|0)&-4)+4)|0;c=i}else{e=q;g=m;c=q}switch(e|0){case 3:{B=h[g+2>>0]<<16^c;J=22;break}case 2:{B=c;J=22;break}case 1:{C=c;J=23;break}default:D=c}if((J|0)==22){C=h[g+1>>0]<<8^B;J=23}if((J|0)==23){J=0;D=X(C^h[g>>0],1540483477)|0}r=X(D>>>13^D,1540483477)|0;g=f[(N+288|0)>>2]|0;c:do{c=1;if(c){c=0;if(!g){A=0;J=64}else c=1}if(c)if(1){do if(!((g+-1|0)&g))l=(r>>>15^r)&(g+-1|0);else{if((r>>>15^r)>>>0<g>>>0){l=r>>>15^r;break}l=((r>>>15^r)>>>0)%(g>>>0)|0}while(0);c=f[(f[(N+284|0)>>2]|0)+(l<<2)>>2]|0;if(!c){A=l;J=64}else{c=f[c>>2]|0;if(!c){A=l;J=64;break}if(!((g+-1|0)&g)){if(!q)while(1){q=f[c+4>>2]|0;if(!((q|0)==(r>>>15^r|0)|(q&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){k=f[c+4>>2]|0;if(!((k|0)==(r>>>15^r|0)|(k&(g+-1|0)|0)==(l|0))){A=l;J=64;break c}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break c}}}if(!q)while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}q=b[c+8+11>>0]|0;if(!((q<<24>>24<0?f[c+12>>2]|0:q&255)|0)){v=s;break c}c=f[c>>2]|0;if(!c){A=l;J=64;break c}}while(1){e=f[c+4>>2]|0;if((e|0)!=(r>>>15^r|0)){if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(l|0)){A=l;J=64;break c}}e=c+8|0;k=b[e+11>>0]|0;do if(((k<<24>>24<0?f[c+12>>2]|0:k&255)|0)==(q|0)){i=f[e>>2]|0;if(k<<24>>24<0)if(!(zBb(i,m,q)|0)){v=s;break c}else break;if((b[m>>0]|0)!=(i&255)<<24>>24)break;j=e;e=k&255;i=m;do{e=e+-1|0;j=j+1|0;if(!e){v=s;break c}i=i+1|0}while((b[j>>0]|0)==(b[i>>0]|0))}while(0);c=f[c>>2]|0;if(!c){A=l;J=64;break}}}}}while(0);if((J|0)==64){J=0;i=pOb(24)|0;f[(i+8|0)>>2]=f[(a+192|0)>>2];f[(i+8|0)+4>>2]=f[(a+192|0)+4>>2];f[(i+8|0)+8>>2]=f[(a+192|0)+8>>2];f[(a+192|0)>>2]=0;f[(a+192|0)+4>>2]=0;f[(a+192|0)+8>>2]=0;f[i+20>>2]=t;f[i+4>>2]=r>>>15^r;f[i>>2]=0;o=+(((f[(N+296|0)>>2]|0)+1|0)>>>0);p=+n[(N+300|0)>>2];do if((g|0)==0|p*+(g>>>0)<o){c=~~+W(+(o/p))>>>0;$nb(N+284|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<c>>>0?c:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);c=f[(N+288|0)>>2]|0;if(!((c+-1|0)&c)){g=c;c=(c+-1|0)&(r>>>15^r);break}if((r>>>15^r)>>>0<c>>>0){g=c;c=r>>>15^r;break}g=c;c=((r>>>15^r)>>>0)%(c>>>0)|0}else c=A;while(0);c=(f[(N+284|0)>>2]|0)+(c<<2)|0;e=f[c>>2]|0;do if(!e){f[i>>2]=f[(N+292|0)>>2];f[(N+292|0)>>2]=i;f[c>>2]=N+292|0;c=f[i>>2]|0;if(!c)break;c=f[c+4>>2]|0;e=g+-1|0;do if(!(e&g))c=c&e;else{if(c>>>0<g>>>0)break;c=(c>>>0)%(g>>>0)|0}while(0);z=(f[(N+284|0)>>2]|0)+(c<<2)|0;J=77}else{f[i>>2]=f[e>>2];z=e;J=77}while(0);if((J|0)==77){J=0;f[z>>2]=i}f[(N+296|0)>>2]=(f[(N+296|0)>>2]|0)+1;v=b[((a+192|0)+11|0)>>0]|0}if(v<<24>>24<0)sOb(f[(a+192|0)>>2]|0);q=0}}else y=1}if(y)if(1)q=1;if((b[((a+8|0)+11|0)>>0]|0)<0)sOb(f[(a+8|0)>>2]|0);w=w+1|0;if(q|0){L=0;break}if(w>>>0>=x>>>0)break b}u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}while(0);f[a>>2]=G|((F&255)<<8|I&255|(K&255)<<16|E);f[a+4>>2]=H;f[(a+8|0)>>2]=f[a>>2];f[(a+8|0)+4>>2]=f[a+4>>2];if(!(Onb(M,a+8|0,N)|0)){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[(N+168|0)>>2]=0;do if((K&255)<<16&4194304|0){c=f[M>>2]|0;if((c+1|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;c=h[c>>0]|0;f[(N+168|0)>>2]=c;if(!(b[M+36>>0]|0)){if((c&6|0)!=6)break}else if(!((c&6|0)==6?(f[M+8>>2]|0)>>>0<2:0))break;f[(N+168|0)>>2]=c&217|32}while(0);c=f[(N+172|0)>>2]|0;e=f[(N+176|0)>>2]|0;if((e|0)!=(c|0))f[(N+176|0)>>2]=e+(~((e+-4-c|0)>>>2)<<2);if(I&255&16|0){e=f[M>>2]|0;c=f[(M+4|0)>>2]|0;if((e+4|0)>>>0>c>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=e+1|0;H=b[e>>0]|0;f[M>>2]=e+2|0;G=b[(e+1|0)>>0]|0;f[M>>2]=e+3|0;j=b[(e+2|0)>>0]|0;f[M>>2]=e+4|0;j=(G&255)<<8|H&255|(j&255)<<16|h[(e+3|0)>>0]<<24;f[(a+8|0)>>2]=0;d:do if(j|0){if((e+8|0)>>>0<=c>>>0){i=0;g=e+4|0;c=e+8|0;do{F=g+1|0;f[M>>2]=F;G=b[g>>0]|0;H=g+2|0;f[M>>2]=H;F=b[F>>0]|0;e=g+3|0;f[M>>2]=e;H=b[H>>0]|0;f[M>>2]=c;c=(F&255)<<8|G&255|(H&255)<<16|h[e>>0]<<24;f[(a+8|0)>>2]=c;e=f[(N+176|0)>>2]|0;if((e|0)==(f[(N+180|0)>>2]|0))aob(N+172|0,a+8|0);else{f[e>>2]=c;f[(N+176|0)>>2]=e+4}i=i+1|0;if(i>>>0>=j>>>0)break d;g=f[M>>2]|0;c=g+4|0}while(c>>>0<=(f[(M+4|0)>>2]|0)>>>0)}L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}while(0)}f[(N+184|0)>>2]=-1;f[(N+196|0)>>2]=-1;f[(N+200|0)>>2]=-1;do if(I&255&32|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;G=b[c>>0]|0;f[M>>2]=c+2|0;F=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;H=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+184|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+3|0)>>0]<<24;if(I&255&64|0){if((c+8|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+5|0;G=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;F=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;H=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+196|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+7|0)>>0]<<24;if((c+12|0)>>>0>e>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}else{f[M>>2]=c+9|0;G=b[(c+8|0)>>0]|0;f[M>>2]=c+10|0;F=b[(c+9|0)>>0]|0;f[M>>2]=c+11|0;H=b[(c+10|0)>>0]|0;f[M>>2]=c+12|0;f[(N+200|0)>>2]=(F&255)<<8|G&255|(H&255)<<16|h[(c+11|0)>>0]<<24;break}}}while(0);e=f[(N+212|0)>>2]|0;c=f[(N+216|0)>>2]|0;if((c|0)!=(e|0))do{H=c+-180|0;f[(N+216|0)>>2]=H;lWa(H);c=f[(N+216|0)>>2]|0}while((c|0)!=(e|0));if(I&255&128|0){c=f[M>>2]|0;if((c+4|0)>>>0>(f[(M+4|0)>>2]|0)>>>0){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}f[M>>2]=c+1|0;j=b[c>>0]|0;f[M>>2]=c+2|0;k=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;e=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;e=(k&255)<<8|j&255|(e&255)<<16|h[(c+3|0)>>0]<<24;j=(a+8|0)+8|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[(a+8|0)+84>>2]=0;k=(a+8|0)+92|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[(a+8|0)+108>>2]=0;l=(a+8|0)+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[((a+8|0)+128|0)>>2]=-1;f[(a+8|0)+132>>2]=-1;m=(a+8|0)+136|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;n[(a+8|0)+164>>2]=1.0;f[(a+8|0)+168>>2]=0;f[(a+8|0)+172>>2]=0;if(!e)c=1;else{c=0;while(1){if(!(Pnb(M,a+8|0)|0)){c=0;break}g=f[(N+216|0)>>2]|0;if((g|0)==(f[(N+220|0)>>2]|0))cob(N+212|0,a+8|0);else{O=f[(a+8|0)+4>>2]|0;f[g>>2]=f[(a+8|0)>>2];f[g+4>>2]=O;xOb(g+8|0,j);O=g+20|0;P=(a+8|0)+20|0;Q=O+68|0;do{f[O>>2]=f[P>>2];O=O+4|0;P=P+4|0}while((O|0)<(Q|0));f[g+88>>2]=f[((a+8|0)+88|0)>>2];xOb(g+92|0,k);f[(g+104|0)>>2]=f[((a+8|0)+104|0)>>2];f[(g+104|0)+4>>2]=f[((a+8|0)+104|0)+4>>2];d[(g+104|0)+8>>1]=d[((a+8|0)+104|0)+8>>1]|0;xOb(g+116|0,l);I=f[((a+8|0)+128|0)+4>>2]|0;f[(g+128|0)>>2]=f[((a+8|0)+128|0)>>2];f[(g+128|0)+4>>2]=I;xOb(g+136|0,m);bob(g+148|0,(a+8|0)+148|0);f[(g+168|0)>>2]=f[((a+8|0)+168|0)>>2];f[(g+168|0)+4>>2]=f[((a+8|0)+168|0)+4>>2];f[(g+168|0)+8>>2]=f[((a+8|0)+168|0)+8>>2];f[(N+216|0)>>2]=(f[(N+216|0)>>2]|0)+180}c=c+1|0;if(c>>>0>=e>>>0){c=1;break}}e=f[(a+8|0)+156>>2]|0;if(e)do{g=e;e=f[e>>2]|0;i=f[g+16>>2]|0;if(i|0){if((f[(g+20|0)>>2]|0)!=(i|0))f[(g+20|0)>>2]=i;sOb(i)}sOb(g)}while((e|0)!=0)}e=f[((a+8|0)+148|0)>>2]|0;f[((a+8|0)+148|0)>>2]=0;if(e|0)sOb(e);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if(!c){L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}f[(N+204|0)>>2]=-1;f[(N+208|0)>>2]=-1;if((K&255)<<16&524288|0){c=f[M>>2]|0;e=f[(M+4|0)>>2]|0;if((c+4|0)>>>0<=e>>>0){f[M>>2]=c+1|0;I=b[c>>0]|0;f[M>>2]=c+2|0;H=b[(c+1|0)>>0]|0;f[M>>2]=c+3|0;K=b[(c+2|0)>>0]|0;f[M>>2]=c+4|0;f[(N+208|0)>>2]=(H&255)<<8|I&255|(K&255)<<16|h[(c+3|0)>>0]<<24;if((c+8|0)>>>0<=e>>>0){f[M>>2]=c+5|0;K=b[(c+4|0)>>0]|0;f[M>>2]=c+6|0;I=b[(c+5|0)>>0]|0;f[M>>2]=c+7|0;L=b[(c+6|0)>>0]|0;f[M>>2]=c+8|0;f[(N+204|0)>>2]=(I&255)<<8|K&255|(L&255)<<16|h[(c+7|0)>>0]<<24;L=0;u=a;f[a+2248>>2]=6;f[a+2252>>2]=L|0;break a}}}f[(N+188|0)>>2]=-1;f[(N+192|0)>>2]=-1}f[a+488>>2]=L;f[a+2160>>2]=O;f[a+2176>>2]=P;f[a+2184>>2]=Q;f[a+2200>>2]=J}function _pb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a+336>>2]|0;k=f[a+400>>2]|0;l=f[a+408>>2]|0;m=f[a+528>>2]|0;o=f[a+2496>>2]|0;j=f[a+2816>>2]|0;p=f[a+2944>>2]|0;q=f[a+3176>>2]|0;r=f[a+3208>>2]|0;i=f[a+3216>>2]|0;a:{if(r){r=0;switch(i|0){case 85:{if(j>>>0<8){q=306;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+11&-4)>>>0){m=c+11&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c);else{if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+8|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,0,p+8|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+11&-4);k=l;break}case 117:{if(j>>>0<12){q=316;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+8>>2]|0;if(j>>>0<(c+15&-4)>>>0){m=c+15&-4;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;do if(!d)Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[p+4>>2]|0,p+12|0,c);else{e=f[p+4>>2]|0;if((c|0)==27?(b[(f[d+4>>2]|0)+164>>0]&8)==0:0)if(!(oAb(p+12|0,240214)|0))break;Fh[f[(f[o>>2]|0)+36>>2]&255](o,e,p+12|0,c)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+15&-4);k=l;break}case 112:{if(j>>>0<12){q=326;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c*24|0)+12|0)>>>0){m=(c*24|0)+12|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[p+8>>2]|0;Lh[f[(f[o>>2]|0)+40>>2]&255](o,c,(h&1|0)!=0,(h&2|0)!=0,p+12|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c*24|0)+12|0);k=l;break}case 109:{if(j>>>0<16){q=331;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+48>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 48:{if(j>>>0<16){q=337;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}e=f[(f[o>>2]|0)+52>>2]|0;c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(d){h=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(h+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](o,c,f[p+8>>2]|0,f[p+12>>2]|0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+16;k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 101:{if(j>>>0<20){q=343;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+8|0)>>2]|0;if(j>>>0<((h<<2)+20|0)>>>0){m=(h<<2)+20|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}g=f[(p+12|0)>>2]|0;b:do if((g|0)<67108875){switch(g|0){case 67108873:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+68>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Fob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else if((g|0)<268435467){switch(g|0){case 67108875:break;default:{q=355;break b}}c=f[p+4>>2]|0;d=f[(n+112|0)>>2]|0;if(!d){Lh[f[(f[o>>2]|0)+64>>2]&255](o,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0);break}else{Eob(f[d+4>>2]|0,c,f[(p+20|0)>>2]|0,f[(p+20|0)+4>>2]|0,f[p+16>>2]|0,o);break}}else{switch(g|0){case 268435467:break;default:{q=355;break b}}c=f[p+4>>2]|0;e=f[(f[o>>2]|0)+72>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+8|0)>>2]|0}Lh[e&255](o,c,d,p+20|0,f[p+16>>2]|0);break}while(0);do if((q|0)==355){q=0;c=f[p+4>>2]|0;if(g&268435456|0){Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,h,p+20|0,g);break}d=f[(n+112|0)>>2]|0;if(!d){e=h;d=g}else{e=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(e+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;e=f[(p+8|0)>>2]|0;d=f[(p+12|0)>>2]|0}Lh[f[(f[o>>2]|0)+56>>2]&255](o,c,e,p+20|0,d)}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+20|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 51:{if(j>>>0<20){q=363;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(n+112|0)>>2]|0;do if(!c)Lh[f[(f[o>>2]|0)+60>>2]&255](o,f[p+4>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[p+16>>2]|0);else{c=f[c+4>>2]|0;if((f[(p+16|0)>>2]|0)!=3){g=f[(f[o>>2]|0)+60>>2]|0;f[(a+8|0)>>2]=f[p+4>>2];h=(pob(c+80|0,a+8|0)|0)+12|0;Lh[g&255](o,f[h>>2]|0,f[p+8>>2]|0,f[p+12>>2]|0,f[(p+16|0)>>2]|0);break}f[c+160>>2]=f[p+8>>2];d=b[(c+164|0)>>0]|0;if(d<<24>>24>-1){b[(c+164|0)>>0]=d|-128;Fh[f[(f[o>>2]|0)+36>>2]&255](o,f[c+76>>2]|0,240214,27)}}while(0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+20;k=l;break}case 68:{if(j>>>0<8){q=373;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<(c+8|0)>>>0){m=c+8|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}d=f[(n+112|0)>>2]|0;if(!d)xh[f[(f[o>>2]|0)+76>>2]&127](o,p+8|0,c);else Gob(f[d+4>>2]|0,p,o);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+(c+8|0);k=l;break}case 65:{if(j>>>0<16){q=381;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}h=f[(p+12|0)>>2]|0;if(j>>>0<((h<<2)+16|0)>>>0){m=(h<<2)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}if(!(f[p+8>>2]|0)){e=f[(f[o>>2]|0)+80>>2]|0;c=f[(n+108|0)>>2]|0;d=f[(n+112|0)>>2]|0;if(!d)d=h;else{d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0;d=f[(p+12|0)>>2]|0}Lh[e&255](o,c,f[p+4>>2]|0,p+16|0,d)}else{g=f[(f[o>>2]|0)+84>>2]|0;d=f[(n+108|0)>>2]|0;c=f[(n+112|0)>>2]|0;if(!c){e=h;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(p+12|0)>>2]|0;c=f[c>>2]|0}Lh[g&255](o,c,f[p+4>>2]|0,p+16|0,(e>>>0)/3|0)}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((h<<2)+16|0);k=l;break}default:r=1}}if(r){r=0;switch(i|0){case 52:{if(j>>>0<12){q=393;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[(p+4|0)>>2]|0;f[(p+4|0)>>2]=c&2147483647;switch(c&2147483647|0){case 1:{xh[f[(f[o>>2]|0)+160>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 2:{xh[f[(f[o>>2]|0)+164>>2]&127](o,f[p+8>>2]|0,(c|0)<0);break}case 3:{oh[f[(f[o>>2]|0)+172>>2]&1023](o,f[p+8>>2]|0);break}case 4:{oh[f[(f[o>>2]|0)+176>>2]&1023](o,f[p+8>>2]|0);break}default:{}}if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+12;k=l;break}case 53:{if(j>>>0<16){q=402;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}c=f[p+4>>2]|0;if(j>>>0<((c<<3)+16|0)>>>0){m=(c<<3)+16|0;q=417;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}Lh[f[(f[o>>2]|0)+168>>2]&255](o,f[p+8>>2]|0,p+16|0,c,(b[p+12>>0]|0)!=0);if(!(f[(n+96|0)>>2]|0)){f[a+3224>>2]=2;f[a+3228>>2]=30;break a}f[(n+100|0)>>2]=(f[(n+100|0)>>2]|0)+((c<<3)+16|0);k=l;break}default:{q=406;f[a+3224>>2]=2;f[a+3228>>2]=31;break a}}}}f[a+400>>2]=k;f[a+528>>2]=m;f[a+3176>>2]=q;f[a+3208>>2]=r}function $pb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+336>>2]|0;C=f[a+360>>2]|0;w=f[a+400>>2]|0;u=f[a+408>>2]|0;A=f[a+472>>2]|0;D=f[a+528>>2]|0;E=f[a+560>>2]|0;G=f[a+864>>2]|0;H=f[a+1040>>2]|0;I=f[a+1136>>2]|0;B=f[a+1176>>2]|0;v=f[a+2496>>2]|0;y=f[a+2800>>2]|0;z=f[a+2816>>2]|0;x=f[a+2944>>2]|0;J=f[a+2968>>2]|0;K=f[a+2976>>2]|0;L=f[a+2984>>2]|0;M=f[a+3072>>2]|0;N=f[a+3176>>2]|0;O=f[a+3208>>2]|0;t=f[a+3216>>2]|0;a:{if(O){O=0;switch(t|0){case 69:{if(z>>>0<28){N=212;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}c=f[(x+24|0)>>2]|0;C=(c|0)==-1?28:c+31&-4;if(C>>>0>z>>>0){N=214;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(f[v>>2]|0)+152>>2]|0;b=f[(F+108|0)>>2]|0;d=f[(F+112|0)>>2]|0;if(d){c=f[d+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;c=f[(x+24|0)>>2]|0;b=f[b>>2]|0}i=f[x+12>>2]|0;Zh[e&7](v,b,f[x+4>>2]|0,f[x+8>>2]|0,i&2147483647,f[x+16>>2]|0,f[x+20>>2]|0,(c|0)==-1?0:x+28|0,(i|0)<0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+C;w=u;break}case 103:{if(z>>>0<12){N=220;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+156>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){i=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(i+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[d&255](v,b,f[x+4>>2]|0,f[x+8>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+12;w=u;break}case 78:{if(z>>>0<8){N=226;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}w=f[x+4>>2]|0;f[(F+104|0)>>2]=f[x>>2];f[(F+104|0)+4>>2]=w;f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+8;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 82:{if(z>>>0<44){N=229;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}J=f[(x+24|0)>>2]|0;K=f[(x+28|0)>>2]|0;L=f[(x+32|0)>>2]|0;if((((K+J+L|0)*12|0)+44|0)>>>0>z>>>0){N=231;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}g=f[(f[v>>2]|0)+136>>2]|0;c=f[(F+108|0)>>2]|0;b=f[(F+112|0)>>2]|0;if(!b){d=J;e=K;b=L}else{d=f[b+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;d=f[(x+24|0)>>2]|0;e=f[(x+28|0)>>2]|0;c=f[c>>2]|0;b=f[(x+32|0)>>2]|0}i=(x+44|0)+(d*12|0)|0;bi[g&7](v,c,f[x+4>>2]|0,f[x+8>>2]|0,f[x+12>>2]|0,f[x+16>>2]|0,f[x+20>>2]|0,x+44|0,d,i,e,i+(e*12|0)|0,b);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(((K+J+L|0)*12|0)+44|0);w=u;break}case 114:{if(z>>>0<12){N=237;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}M=f[(x+8|0)>>2]|0;if((M+12|0)>>>0>z>>>0){N=239;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+140>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=M;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,x+12|0,c);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+(M+12|0);w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 81:{if(z>>>0<40){N=245;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(x+8|0)>>2]|0;e=f[(x+12|0)>>2]|0;b=f[(x+16|0)>>2]|0;G=d&268435456|0?24:12;G=d&536870912|0?G+8|0:G;i=(f[(x+20|0)>>2]|0)+b+(f[(x+24|0)>>2]|0)|0;G=((i&1)+i<<1)+40+(X(d&1073741824|0?G+4|0:G,e)|0)+(((f[(x+32|0)>>2]|0)+(f[(x+28|0)>>2]|0)+(f[(x+36|0)>>2]|0)|0)*12|0)|0;if(G>>>0>z>>>0){N=247;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}i=f[(f[v>>2]|0)+132>>2]|0;g=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)h=e;else{b=f[c+4>>2]|0;f[(a+8|0)>>2]=g;g=(pob(b+80|0,a+8|0)|0)+12|0;b=f[(x+16|0)>>2]|0;d=f[(x+8|0)>>2]|0;h=f[(x+12|0)>>2]|0;g=f[g>>2]|0}c=f[x+4>>2]|0;e=f[(x+20|0)>>2]|0;if(!(b|e))if(!(f[(x+24|0)>>2]|0)){j=0;k=d&268435456;l=d&536870912;m=d&1073741824;o=0;p=0}else{n=0;N=253}else{n=e;N=253}if((N|0)==253){N=0;k=d&268435456;j=k|0?24:12;l=d&536870912;j=l|0?j+8|0:j;m=d&1073741824;j=(x+40|0)+(X(m|0?j+4|0:j,h)|0)|0;o=n;p=f[(x+24|0)>>2]|0}n=k|0?24:12;n=l|0?n+8|0:n;l=o+b+p|0;l=(x+40|0)+(X(m|0?n+4|0:n,h)|0)+((l&1)+l<<1)|0;m=f[(x+28|0)>>2]|0;n=f[(x+32|0)>>2]|0;fi[i&7](v,g,c,d,x+40|0,h,j,b,o,p,l,m,l+(m*12|0)|0,n,(l+(m*12|0)|0)+(n*12|0)|0,f[(x+36|0)>>2]|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+G;w=u;break}default:O=1}}if(O){O=0;switch(t|0){case 111:{if(z>>>0<16){N=257;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}H=f[x+4>>2]|0;if(H>>>0>z>>>0){N=259;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}f[(a+296|0)>>2]=(f[(F+100|0)>>2]|0)+16;e=pOb(56)|0;f[e+40>>2]=0;f[e+44>>2]=0;f[e+48>>2]=0;if(Cob(F,e,y,a+296|0,u)|0){d=f[(f[v>>2]|0)+144>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(c){p=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(p+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}c=Vg[d&31](v,b,e,f[x+8>>2]|0,f[x+12>>2]|0)|0;if(!(f[(F+96|0)>>2]|0))b=9;else{f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+H;b=0}if(c)q=b;else{r=b;s=c?0:e;N=267}}else{Fh[f[(f[v>>2]|0)+36>>2]&255](v,0,240126,45);r=9;s=e;N=267}if((N|0)==267){N=0;b=s+40|0;c=f[b>>2]|0;if(c|0){Dob(b,c);sOb(f[b>>2]|0)}sOb(s);q=r}if(!q)w=u;else{E=q;N=407}break}default:O=1}}if(O){O=0;switch(t|0){case 90:{if(z>>>0<16){N=272;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}I=(f[x+8>>2]|0)+19&-4;if(I>>>0>z>>>0){N=274;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}mOb(F+16|0);b=f[(F+8|0)>>2]|0;if((f[(F+4|0)>>2]|0)==(b|0)){nOb(F+16|0);A=pOb(12)|0;B=pOb(16384)|0;f[A>>2]=B;f[A+4>>2]=B;f[A+8>>2]=B+16384}else{A=f[(b+-4|0)>>2]|0;f[(F+8|0)>>2]=b+-4|0;nOb(F+16|0)}B=tob(x,A)|0;if((B|0)>=0){N=291;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}b=(f[(F+100|0)>>2]|0)-B|0;f[(F+100|0)>>2]=b;if(B+z|0|0){c=A+4|0;e=f[c>>2]|0;g=f[A>>2]|0;d=(e-g|0)+(B+z|0)|0;if(d>>>0>(e-g|0)>>>0){AWa(A,B+z|0);c=f[A>>2]|0;b=f[(F+100|0)>>2]|0}else if(d>>>0<(e-g|0)>>>0)if((g+d|0|0)==(e|0))c=g;else{f[c>>2]=g+d|0;c=g}else c=g;bQb(c+(e-g|0)|0,(f[y>>2]|0)+b|0,B+z|0|0)|0}f[(F+100|0)>>2]=0;c=f[(F+96|0)>>2]|0;b=f[c>>2]|0;if((f[(c+4|0)>>2]|0)!=(b|0))f[(c+4|0)>>2]=b;f[(a+8|0)>>2]=c;b=f[(F+8|0)>>2]|0;if((b|0)==(f[(F+12|0)>>2]|0))vob(F+4|0,a+8|0);else{f[b>>2]=c;f[(F+8|0)>>2]=(f[(F+8|0)>>2]|0)+4}f[(F+96|0)>>2]=A;w=(f[A+4>>2]|0)-(f[A>>2]|0)|0;break}case 71:{if(z>>>0<12){N=299;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}e=f[(x+8|0)>>2]|0;if(z>>>0<((e<<2)+12|0)>>>0){D=(e<<2)+12|0;N=417;f[a+3232>>2]=2;f[a+3236>>2]=22;break a}d=f[(f[v>>2]|0)+44>>2]|0;b=f[(F+108|0)>>2]|0;c=f[(F+112|0)>>2]|0;if(!c)c=e;else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(c+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0;c=f[(x+8|0)>>2]|0}Lh[d&255](v,b,f[x+4>>2]|0,c,x+12|0);if(!(f[(F+96|0)>>2]|0)){f[a+3232>>2]=2;f[a+3236>>2]=23;break a}f[(F+100|0)>>2]=(f[(F+100|0)>>2]|0)+((e<<2)+12|0);w=u;break}default:O=1}}}f[a+360>>2]=C;f[a+400>>2]=w;f[a+472>>2]=A;f[a+528>>2]=D;f[a+560>>2]=E;f[a+864>>2]=G;f[a+1040>>2]=H;f[a+1136>>2]=I;f[a+1176>>2]=B;f[a+2968>>2]=J;f[a+2976>>2]=K;f[a+2984>>2]=L;f[a+3072>>2]=M;f[a+3176>>2]=N;f[a+3208>>2]=O}function aqb(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0;s=f[a+336>>2]|0;p=f[a+400>>2]|0;q=f[a+408>>2]|0;r=f[a+560>>2]|0;t=f[a+2264>>2]|0;u=f[a+2488>>2]|0;v=f[a+2496>>2]|0;l=f[a+2688>>2]|0;m=f[a+2816>>2]|0;w=f[a+2944>>2]|0;x=f[a+3176>>2]|0;y=f[a+3208>>2]|0;o=f[a+3216>>2]|0;a:{if(y){y=0;switch(o|0){case 121:{if(m>>>0<16){x=105;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}t=f[w+8>>2]|0;if(t>>>0>m>>>0){x=107;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}f[(a+296|0)>>2]=0;f[l>>2]=0;f[((a+296|0)+8|0)>>2]=0;yob(a+296|0,f[(w+12|0)>>2]|0);if(f[(w+12|0)>>2]|0){i=w+16|0;j=0;while(1){k=(f[i>>2]<<2)+12|0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;b=f[l>>2]|0;if(b>>>0<(f[((a+296|0)+8|0)>>2]|0)>>>0){f[b>>2]=0;f[(b+4|0)>>2]=0;f[b+8>>2]=0;f[b>>2]=f[(a+8|0)>>2];f[(b+4|0)>>2]=f[((a+8|0)+4|0)>>2];f[b+8>>2]=f[((a+8|0)+8|0)>>2];f[((a+8|0)+8|0)>>2]=0;f[((a+8|0)+4|0)>>2]=0;f[(a+8|0)>>2]=0;h=f[((a+8|0)+12|0)+4>>2]|0;f[(b+12|0)>>2]=f[((a+8|0)+12|0)>>2];f[(b+12|0)+4>>2]=h;f[l>>2]=b+20}else{zob(a+296|0,a+8|0);b=f[(a+8|0)>>2]|0;if(b|0){c=f[((a+8|0)+4|0)>>2]|0;if((c|0)!=(b|0))f[((a+8|0)+4|0)>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}}h=f[l>>2]|0;f[h+-4>>2]=f[i+8>>2];f[h+-8>>2]=f[i+4>>2];b=f[i>>2]|0;c=f[(h+-20|0)>>2]|0;if((f[(h+-12|0)>>2]|0)-c>>2>>>0<b>>>0){if(b>>>0>1073741823){x=121;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=(f[(h+-16|0)>>2]|0)-c|0;g=pOb(b<<2)|0;if((e|0)>0)bQb(g|0,c|0,e|0)|0;f[(h+-20|0)>>2]=g;f[(h+-16|0)>>2]=g+(e>>2<<2);f[(h+-12|0)>>2]=g+(b<<2);if(c|0)sOb(c)}if(f[i>>2]|0){b=i+12|0;c=0;while(1){e=f[(h+-16|0)>>2]|0;if((e|0)==(f[(h+-12|0)>>2]|0))fBa(h+-20|0,b);else{f[e>>2]=f[b>>2];f[(h+-16|0)>>2]=e+4}c=c+1|0;if(c>>>0>=(f[i>>2]|0)>>>0)break;else b=b+4|0}}j=j+1|0;if(j>>>0>=(f[(w+12|0)>>2]|0)>>>0)break;else i=i+k|0}}e=f[(f[v>>2]|0)+96>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){k=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(k+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Fh[e&255](v,b,f[w+4>>2]|0,a+296|0);if(!(f[(s+96|0)>>2]|0))h=9;else{f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+t;h=0}b=f[(a+296|0)>>2]|0;if(b|0){c=f[l>>2]|0;if((c|0)!=(b|0)){do{e=c+-20|0;f[l>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[l>>2]|0}}while((c|0)!=(b|0));b=f[(a+296|0)>>2]|0}sOb(b)}if(!h)p=q;else{r=h;x=407}break}default:y=1}}if(y){y=0;switch(o|0){case 80:{if(m>>>0<24){x=145;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}u=f[w+20>>2]|0;if(((u<<2)+24|0)>>>0>m>>>0){x=147;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}kh[f[(f[v>>2]|0)+24>>2]&3](v,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],(u|0)==0?0:w+24|0,u,f[w+4>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+((u<<2)+24|0);p=q;break}case 66:{if(m>>>0<32){x=151;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[(s+108|0)>>2]|0,w+4|0,w+16|0,f[w+28>>2]|0);else{b=f[b+4>>2]|0;d=+n[w+4>>2];if(d<+n[(b+132|0)>>2])n[(b+132|0)>>2]=d;d=+n[w+16>>2];if(d>+n[(b+144|0)>>2])n[(b+144|0)>>2]=d;d=+n[w+8>>2];if(d<+n[(b+136|0)>>2])n[(b+136|0)>>2]=d;d=+n[w+20>>2];if(d>+n[(b+148|0)>>2])n[(b+148|0)>>2]=d;d=+n[w+12>>2];if(d<+n[(b+140|0)>>2])n[(b+140|0)>>2]=d;d=+n[w+24>>2];if(d>+n[(b+152|0)>>2])n[(b+152|0)>>2]=d;l=(f[(b+156|0)>>2]|0)+(f[w+28>>2]|0)|0;f[(b+156|0)>>2]=l;Lh[f[(f[v>>2]|0)+28>>2]&255](v,f[b+24>>2]|0,b+132|0,b+144|0,l)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+32;p=q;break}case 98:{if(m>>>0<36){x=170;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}Lh[f[(f[v>>2]|0)+32>>2]&255](v,w+4|0,w+16|0,f[w+28>>2]|0,f[w+32>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+36;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 77:{if(m>>>0<68){x=174;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+124>>2]|0;b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}bi[e&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,w+44|0,w+56|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+68;p=q;break}case 73:{if(m>>>0<72){x=180;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+112>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(l+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}fi[e&7](v,b,f[w+8>>2]|0,f[(w+16|0)>>2]|0,f[(w+16|0)+4>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0,f[w+48>>2]|0,f[w+52>>2]|0,f[w+56>>2]|0,f[w+60>>2]|0,f[w+64>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+72;p=q;break}case 118:{if(m>>>0<48){x=186;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[w+4>>2]|0;c=f[(s+112|0)>>2]|0;if(c){l=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(Aob((pob(l+80|0,l+20|0)|0)+40|0,a+8|0)|0)+12|0;b=f[b>>2]|0}ai[f[(f[v>>2]|0)+116>>2]&7](v,b,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,f[w+20>>2]|0,f[w+24>>2]|0,f[w+28>>2]|0,f[w+32>>2]|0,f[w+36>>2]|0,f[w+40>>2]|0,f[w+44>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+48;p=q;break}default:y=1}}if(y){y=0;switch(o|0){case 105:{if(m>>>0<16){x=192;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,0,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,0);else{o=f[b+4>>2]|0;f[(a+284|0)>>2]=f[w+4>>2];f[(a+280|0)>>2]=f[w+8>>2];f[(a+276|0)>>2]=f[w+12>>2];f[(a+292|0)>>2]=f[(a+284|0)>>2];f[(a+296|0)>>2]=f[(a+280|0)>>2];f[(a+8|0)>>2]=f[(a+276|0)>>2];Bob(o,v,0,a+292|0,a+296|0,a+8|0,0)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+16;p=q;break}case 120:{if(m>>>0<24){x=199;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}b=f[(s+112|0)>>2]|0;if(!b)Th[f[(f[v>>2]|0)+148>>2]&127](v,f[w+4>>2]|0,f[w+8>>2]|0,f[w+12>>2]|0,f[w+16>>2]|0,(f[w+20>>2]|0)!=0);else{m=f[b+4>>2]|0;o=f[w+4>>2]|0;f[(a+272|0)>>2]=f[w+8>>2];f[(a+268|0)>>2]=f[w+12>>2];f[(a+264|0)>>2]=f[w+16>>2];w=(f[w+20>>2]|0)!=0;f[(a+292|0)>>2]=f[(a+272|0)>>2];f[(a+296|0)>>2]=f[(a+268|0)>>2];f[(a+8|0)>>2]=f[(a+264|0)>>2];Bob(m,v,o,a+292|0,a+296|0,a+8|0,w)}if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+24;p=q;break}case 54:{if(m>>>0<28){x=206;f[a+3240>>2]=2;f[a+3244>>2]=21;break a}e=f[(f[v>>2]|0)+120>>2]|0;b=f[(s+108|0)>>2]|0;c=f[(s+112|0)>>2]|0;if(c){o=f[c+4>>2]|0;f[(a+8|0)>>2]=b;b=(pob(o+80|0,a+8|0)|0)+12|0;b=f[b>>2]|0}Ah[e&3](v,b,f[w+4>>2]|0,+n[w+8>>2],+n[w+12>>2],+n[w+16>>2],+n[w+20>>2],f[w+24>>2]|0);if(!(f[(s+96|0)>>2]|0)){f[a+3240>>2]=2;f[a+3244>>2]=22;break a}f[(s+100|0)>>2]=(f[(s+100|0)>>2]|0)+28;p=q;break}default:y=1}}}f[a+400>>2]=p;f[a+560>>2]=r;f[a+2264>>2]=t;f[a+2488>>2]=u;f[a+3176>>2]=x;f[a+3208>>2]=y}function bqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0,ba=0,ca=0,da=0;u=f[a+336>>2]|0;o=f[a+360>>2]|0;q=f[a+408>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;z=f[a+1512>>2]|0;A=f[a+1864>>2]|0;B=f[a+1872>>2]|0;C=f[a+2088>>2]|0;E=f[a+2184>>2]|0;F=f[a+2192>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;K=f[a+2496>>2]|0;L=f[a+2688>>2]|0;M=f[a+2800>>2]|0;N=f[a+2816>>2]|0;O=f[a+2848>>2]|0;m=f[a+2904>>2]|0;P=f[a+2944>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;a:{do{V=1;W=f[P>>2]|0;if(V){V=0;switch(W|0){case 86:{if(N>>>0<20){U=25;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[P+8>>2]|0,f[P+12>>2]|0,f[P+16>>2]|0);else{d=f[c+4>>2]|0;if((f[(P+8|0)>>2]|0)>>>0<69)if((f[(d+20|0)>>2]|0)==-1){f[(d+20|0)>>2]=-2;l=(pob(d+80|0,d+20|0)|0)+12|0;f[d+24>>2]=f[l>>2]}c=b[(d+164|0)>>0]|0;if(!(c&16)){f[d+16>>2]=f[(P+16|0)>>2];b[(d+164|0)>>0]=c|16}Lh[f[(f[K>>2]|0)+8>>2]&255](K,f[P+4>>2]|0,f[(P+8|0)>>2]|0,-2,f[(P+16|0)>>2]|0)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}z=f[P+8>>2]|0;if((z+-66|0)>>>0>3){U=36;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+20;c=q;break}case 84:{if(N>>>0<16){U=39;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[P+8>>2]|0;if(c|0)xh[f[(f[K>>2]|0)+16>>2]&127](K,c,f[P+12>>2]|0);c=f[(u+112|0)>>2]|0;if(!c)oh[f[(f[K>>2]|0)+12>>2]&1023](K,f[P+4>>2]|0);else wob(f[c+4>>2]|0,P,K);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+16;c=q;break}case 116:{if(N>>>0<12){U=48;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}xh[f[(f[K>>2]|0)+16>>2]&127](K,f[P+4>>2]|0,f[P+8>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+12;c=q;break}case 83:{if(N>>>0<24){U=52;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=f[(f[K>>2]|0)+100>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){l=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(l+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}Fh[e&255](K,c,f[P+4>>2]|0,P+8|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+24;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 115:{if(N>>>0<44){U=58;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}A=f[(P+36|0)>>2]|0;B=f[(P+40|0)>>2]|0;if(((A<<2)+44+(B*12|0)|0)>>>0>N>>>0){U=60;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}h=f[(f[K>>2]|0)+104>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=A;g=B;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+36|0)>>2]|0;g=f[(P+40|0)>>2]|0;c=f[c>>2]|0}l=(e|0)==0;Hh[h&3](K,c,f[P+4>>2]|0,P+8|0,+n[P+24>>2],+n[P+28>>2],+n[P+32>>2],l?0:P+44|0,e,(g|0)==0?0:l?P+44|0:(P+44|0)+(e<<2)|0,g);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((A<<2)+44+(B*12|0)|0);c=q;break}case 56:{if(N>>>0<132){U=66;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}e=(f[(P+8|0)>>2]|0)==0?0:P+8|0;g=(f[(P+20|0)>>2]|0)==0?0:P+20|0;j=(f[(P+32|0)>>2]|0)==0?0:P+32|0;h=(f[(P+44|0)>>2]|0)==0?0:P+44|0;k=(f[(P+56|0)>>2]|0)==0?0:P+56|0;i=(f[(P+68|0)>>2]|0)==0?0:P+68|0;l=f[(f[K>>2]|0)+108>>2]|0;c=f[(u+108|0)>>2]|0;d=f[(u+112|0)>>2]|0;if(d){d=f[d+4>>2]|0;f[(a+8|0)>>2]=c;c=(pob(d+80|0,a+8|0)|0)+12|0;c=f[c>>2]|0}da=f[P+4>>2]|0;ca=f[P+80>>2]|0;ba=f[P+84>>2]|0;aa=f[P+88>>2]|0;$=+n[P+108>>2];_=+n[P+112>>2];Z=+n[P+116>>2];Y=+n[P+120>>2];X=+n[P+124>>2];d=f[P+128>>2]|0;f[(a+8|0)>>2]=f[(P+92|0)>>2];f[(a+8|0)+4>>2]=f[(P+92|0)+4>>2];f[(a+8|0)+8>>2]=f[(P+92|0)+8>>2];f[(a+8|0)+12>>2]=f[(P+92|0)+12>>2];ci[l&3](K,c,da,e,g,j,h,k,i,ca,ba,aa,a+8|0,$,_,Z,Y,X,d);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+132;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 50:{if(N>>>0<16){U=72;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}C=f[(P+8|0)>>2]|0;if(((C<<2)+16|0)>>>0>N>>>0){U=74;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+128>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=C;c=d}else{c=f[c+4>>2]|0;f[(a+8|0)>>2]=d;c=(pob(c+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;c=f[c>>2]|0}Th[g&127](K,c,f[P+4>>2]|0,(e|0)==0?0:P+16|0,e,f[P+12>>2]|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((C<<2)+16|0);c=q;break}case 88:{if(N>>>0<56){U=80;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}c=f[(u+112|0)>>2]|0;if(!c)Fh[f[(f[K>>2]|0)+88>>2]&255](K,f[(u+108|0)>>2]|0,f[P+4>>2]|0,P+8|0);else{da=f[c+4>>2]|0;f[(a+288|0)>>2]=f[(u+108|0)>>2];f[(a+8|0)>>2]=f[(a+288|0)>>2];xob(da,a+8|0,P,K)}if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+56;c=q;break}case 99:{if(N>>>0<104){U=87;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[((a+8|0)+4|0)>>2]=0;e=a+8|0;c=m+(f[(u+100|0)>>2]|0)|0;d=e+104|0;do{b[e>>0]=b[c>>0]|0;e=e+1|0;c=c+1|0}while((e|0)<(d|0));c=f[(u+112|0)>>2]|0;if(!c)Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],f[((a+8|0)+4|0)>>2]|0);else{c=f[c+4>>2]|0;if(!(b[(c+164|0)>>0]&1))if((f[(c+16|0)>>2]|0)==(f[((a+8|0)+4|0)>>2]|0)){Oh[f[(f[K>>2]|0)+20>>2]&3](K,f[((a+8|0)+8|0)>>2]|0,(a+8|0)+16|0,(a+8|0)+40|0,(a+8|0)+64|0,+p[((a+8|0)+88|0)>>3],+p[((a+8|0)+96|0)>>3],0);f[(c+16|0)>>2]=-1;b[(c+164|0)>>0]=b[(c+164|0)>>0]|1}}if(!(f[(u+96|0)>>2]|0)){U=95;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+104;c=q;break}default:V=1}}if(V){V=0;switch(W|0){case 89:{if(N>>>0<16){U=97;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}E=f[(P+8|0)>>2]|0;F=f[(P+12|0)>>2]|0;if(((E<<2)+16+(F*12|0)|0)>>>0>N>>>0){U=99;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}g=f[(f[K>>2]|0)+92>>2]|0;d=f[(u+108|0)>>2]|0;c=f[(u+112|0)>>2]|0;if(!c){e=E;c=F}else{e=f[c+4>>2]|0;f[(a+8|0)>>2]=d;d=(pob(e+80|0,a+8|0)|0)+12|0;e=f[(P+8|0)>>2]|0;d=f[d>>2]|0;c=f[(P+12|0)>>2]|0}Xh[g&63](K,d,f[P+4>>2]|0,e,c,P+16|0,(P+16|0)+(e<<2)|0);if(!(f[(u+96|0)>>2]|0)){f[a+3248>>2]=2;f[a+3252>>2]=33;break a}f[(u+100|0)>>2]=(f[(u+100|0)>>2]|0)+((E<<2)+16+(F*12|0)|0);c=q;break}default:V=1}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+560>>2]=t;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2496>>2]=K;f[a+2688>>2]=L;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3240>>2]=0;f[a+3244>>2]=0;aqb(a);c=f[a+400>>2]|0;t=f[a+560>>2]|0;I=f[a+2264>>2]|0;J=f[a+2488>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3240>>2]|0;D=f[a+3244>>2]|0;H=+n[a+3244>>2];f[a+3240>>2]=0;f[a+3244>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 21:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 22:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+360>>2]=o;f[a+400>>2]=c;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+560>>2]=t;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+2496>>2]=K;f[a+2800>>2]=M;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3232>>2]=0;f[a+3236>>2]=0;$pb(a);o=f[a+360>>2]|0;c=f[a+400>>2]|0;r=f[a+472>>2]|0;s=f[a+528>>2]|0;t=f[a+560>>2]|0;v=f[a+864>>2]|0;w=f[a+1040>>2]|0;x=f[a+1136>>2]|0;y=f[a+1176>>2]|0;Q=f[a+2968>>2]|0;R=f[a+2976>>2]|0;S=f[a+2984>>2]|0;T=f[a+3072>>2]|0;U=f[a+3176>>2]|0;V=f[a+3208>>2]|0;G=f[a+3232>>2]|0;D=f[a+3236>>2]|0;H=+n[a+3236>>2];f[a+3232>>2]=0;f[a+3236>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 22:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 23:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}f[a+336>>2]=u;f[a+400>>2]=c;f[a+408>>2]=q;f[a+528>>2]=s;f[a+2496>>2]=K;f[a+2816>>2]=N;f[a+2944>>2]=P;f[a+3176>>2]=U;f[a+3208>>2]=V;f[a+3216>>2]=W;f[a+3224>>2]=0;f[a+3228>>2]=0;_pb(a);c=f[a+400>>2]|0;s=f[a+528>>2]|0;U=f[a+3176>>2]|0;G=f[a+3224>>2]|0;D=f[a+3228>>2]|0;H=+n[a+3228>>2];f[a+3224>>2]=0;f[a+3228>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 31:{f[a+3248>>2]=2;f[a+3252>>2]=32;break a}case 30:{f[a+3248>>2]=2;f[a+3252>>2]=33;break a}}}while(0);if((U|0)==407){U=0;switch(t|0){case 9:{U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}case 0:{c=q;break}default:{s=0;U=417;f[a+3248>>2]=2;f[a+3252>>2]=32;break a}}}O=f[(u+100|0)>>2]|0;if(c>>>0<=O>>>0){U=409;f[a+3248>>2]=2;f[a+3252>>2]=33;break a}else q=c}f[a+360>>2]=o;f[a+408>>2]=q;f[a+472>>2]=r;f[a+528>>2]=s;f[a+864>>2]=v;f[a+1040>>2]=w;f[a+1136>>2]=x;f[a+1176>>2]=y;f[a+1512>>2]=z;f[a+1864>>2]=A;f[a+1872>>2]=B;f[a+2088>>2]=C;f[a+2184>>2]=E;f[a+2192>>2]=F;f[a+2264>>2]=I;f[a+2488>>2]=J;f[a+2848>>2]=O;f[a+2968>>2]=Q;f[a+2976>>2]=R;f[a+2984>>2]=S;f[a+3072>>2]=T;f[a+3176>>2]=U}function cqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;v=f[a+104>>2]|0;w=f[a+528>>2]|0;x=f[a+568>>2]|0;m=f[a+616>>2]|0;o=f[a+640>>2]|0;z=f[a+656>>2]|0;A=f[a+664>>2]|0;B=f[a+672>>2]|0;y=f[a+904>>2]|0;r=f[a+1e3>>2]|0;s=f[a+1016>>2]|0;t=f[a+1264>>2]|0;a:{c=f[(w+(v*20|0)+4|0)>>2]|0;p=f[(w+(v*20|0)+8|0)>>2]|0;if((c|0)!=(p|0)){k=0;l=f[(a+40|0)>>2]|0;while(1){g=f[(f[(f[(f[c>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;h=X(g,o)|0;if(cvb()|0){i=+(k&255);if((z+(g<<2)|0|0)!=(z|0)){e=z;do{n[e>>2]=i;e=e+4|0}while((e|0)!=(z+(g<<2)|0|0))}}else dQb(z|0,k|0,g|0)|0;oub(f[(a+48|0)>>2]|0,l,h,z);c=c+4|0;if((c|0)==(p|0))break;else{k=k+1<<24>>24;l=h+l|0}}}f[(a+32|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+28|0)>>2]=0;deb(aeb()|0,m,a+32|0,a+28|0,64);c=f[(a+32|0)>>2]|0;if(!c)c=0;else c=f[c>>2]|0;Zvb(258928,c)|0;g=f[(a+28|0)>>2]|0;h=(r<<1)+g|0;l=(s<<1)+h|0;o=f[(w+(v*20|0)+4|0)>>2]|0;m=(f[(f[o>>2]|0)+4>>2]|0)+44|0;c=f[m>>2]|0;e=f[c+24>>2]|0;if(e){FLa(c+68|0,0,e<<1,g,a+32|0)|0;q=f[m>>2]|0;c=q;g=(f[q+24>>2]<<1)+g|0}e=f[c+28>>2]|0;if(!e)k=h;else{FLa(c+68|0,f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1,e<<1,h,a+32|0)|0;k=f[m>>2]|0;c=k;k=(f[k+28>>2]<<1)+h|0}h=f[c+32>>2]|0;if(!h)c=l;else{if(!(b[c+148>>0]&2))e=f[c+44>>2]|0;else e=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;FLa(c+68|0,e<<1,h<<1,l,a+32|0)|0;c=(f[(f[m>>2]|0)+32>>2]<<1)+l|0}q=f[(w+(v*20|0)+8|0)>>2]|0;if((o+4|0|0)!=(q|0)){p=f[(f[(f[(f[o>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]|0;m=o+4|0;l=c;while(1){h=(f[(f[m>>2]|0)+4>>2]|0)+44|0;DLa((f[h>>2]|0)+68|0,z)|0;e=z+((ALa((f[h>>2]|0)+68|0)|0)<<1)|0;if((e|0)!=(z|0)){c=z;do{d[c>>1]=p+(j[c>>1]|0);c=c+2|0}while((c|0)!=(e|0))}c=f[h>>2]|0;e=f[c+24>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,g,e<<1,z);o=f[h>>2]|0;c=o;g=g+(f[o+24>>2]<<1)|0}e=f[c+28>>2]|0;if(e){oub(f[(a+32|0)>>2]|0,k,e<<1,z+(f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]<<1)|0);o=f[h>>2]|0;c=o;k=k+(f[o+28>>2]<<1)|0}e=f[c+32>>2]|0;if(!e)e=l;else{if(!(b[c+148>>0]&2))c=f[c+44>>2]|0;else c=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;oub(f[(a+32|0)>>2]|0,l,e<<1,z+(c<<1)|0);e=l+(f[(f[h>>2]|0)+32>>2]<<1)|0}c=m+4|0;if((c|0)==(q|0))break;else{p=(f[(f[(f[(f[m>>2]|0)+4>>2]|0)+44>>2]|0)+108>>2]&65535)+(p&65535)|0;m=c;l=e}}}h=f[(f[(f[f[(w+(v*20|0)+4|0)>>2]>>2]|0)+4>>2]|0)+44>>2]|0;f[x+52>>2]=f[h+52>>2];c=f[h>>2]|0;h=f[h+4>>2]|0;if((c|0)!=(h|0)){k=f[c+8>>2]|0;do{f[a>>2]=f[c>>2];e=f[c+4>>2]|0;f[(a+4|0)>>2]=e;if(e|0)gOb(e);e=c+8|0;f[(a+8|0)>>2]=f[e>>2];f[(a+8|0)+4>>2]=f[e+4>>2];f[(a+8|0)+8>>2]=f[e+8>>2];f[(a+8|0)+12>>2]=f[e+12>>2];d[(a+8|0)+16>>1]=d[e+16>>1]|0;e=f[(a+60|0)>>2]|0;g=f[((a+60|0)+4|0)>>2]|0;if(g|0)gOb(g);f[a>>2]=e;e=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=g;if(e|0)iOb(e);f[(a+8|0)>>2]=(f[(a+56|0)>>2]|0)-k+(f[(a+8|0)>>2]|0);e=f[(x+4|0)>>2]|0;if((e|0)==(f[(x+8|0)>>2]|0))qpb(x,a);else{f[e>>2]=f[a>>2];g=f[(a+4|0)>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}e=f[(a+4|0)>>2]|0;if(e|0)iOb(e);c=c+28|0}while((c|0)!=(h|0))}f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+12>>2]=2;e=cvb()|0;f[a+16>>2]=e?5126:5121;f[a+20>>2]=0;e=f[(a+48|0)>>2]|0;g=f[y>>2]|0;do if(!g){f[a>>2]=e;f[(a+4|0)>>2]=g;c=a}else{gOb(g);c=f[(a+4|0)>>2]|0;f[a>>2]=e;f[(a+4|0)>>2]=g;if(!c){c=a;break}iOb(c);c=a}while(0);f[(a+8|0)>>2]=f[(a+40|0)>>2];b[a+25>>0]=1;b[a+24>>0]=0;e=f[(x+4|0)>>2]|0;if((e|0)==(f[x+8>>2]|0))qpb(x,a);else{f[e>>2]=f[c>>2];c=f[(a+4|0)>>2]|0;f[e+4>>2]=c;if(c|0)gOb(c);f[(e+8|0)>>2]=f[(a+8|0)>>2];f[(e+8|0)+4>>2]=f[(a+8|0)+4>>2];f[(e+8|0)+8>>2]=f[(a+8|0)+8>>2];f[(e+8|0)+12>>2]=f[(a+8|0)+12>>2];d[(e+8|0)+16>>1]=d[(a+8|0)+16>>1]|0;f[(x+4|0)>>2]=(f[(x+4|0)>>2]|0)+28}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);nMa(x,a+32|0);oMa(x,f[(a+28|0)>>2]|0);pMa(x,0,r);pMa(x,1,s);pMa(x,2,t);qMa(x,0,0);qMa(x,1,r);qMa(x,2,s+r|0);h=f[(w+(v*20|0)|0)>>2]|0;f[(w+(v*20|0)|0)>>2]=x;if(h|0){c=f[h+56>>2]|0;if(c|0){e=f[(h+60|0)>>2]|0;if((e|0)!=(c|0))f[(h+60|0)>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}c=f[h+16>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){e=f[(h+4|0)>>2]|0;if((e|0)!=(c|0)){do{g=e+-28|0;f[(h+4|0)>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[(h+4|0)>>2]|0}}while((e|0)!=(c|0));c=f[h>>2]|0}sOb(c)}sOb(h)}c=f[((a+32|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[y>>2]|0;if(c|0)iOb(c);c=f[((a+60|0)+4|0)>>2]|0;if(c|0)iOb(c);Zvb(258928,B)|0;Yvb(258928,A)|0;tOb(z);u=a;f[a+1704>>2]=5;break a}}
+function Abb(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0;i=a+230|0;k=j[i>>1]|j[i+2>>1]<<16;if(!(k&32768)){g=a+320|0;if(+p[g>>3]==+p[e>>3])if(+p[a+328>>3]==+p[e+8>>3])if(+p[a+336>>3]==+p[e+16>>3])if(+p[a+344>>3]==+p[c>>3])if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}else h=e;else h=e;else h=e;else h=e;else h=e;else h=e}else{g=a+320|0;h=e}p[a+344>>3]=+p[c>>3];p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];p[g>>3]=+p[h>>3];p[a+328>>3]=+p[e+8>>3];p[a+336>>3]=+p[e+16>>3];g=k&-57345|24576;d[i>>1]=g;d[i+2>>1]=g>>>16;do if(k&2048)if((b[a+226>>0]|0)!=2){k=f[a+60>>2]|0;if((f[k+1896>>2]|0)==(f[k+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){g=j[i>>1]|j[i+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(g&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}k=f[a+60>>2]|0;if((f[k+1896>>2]|0)!=(f[k+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function Bbb(a,c){a=a|0;c=c|0;var e=0,g=0;c=c>>>0>16?c:16;e=a+368|0;if((f[e>>2]|0)==(c|0)){a=0;return a|0}f[e>>2]=c;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=e|24576;d[c>>1]=g;d[c+2>>1]=g>>>16;if(!(e&2048)){g=0;return g|0}if((b[a+226>>0]|0)==2){g=0;return g|0}g=f[a+60>>2]|0;if((f[g+1896>>2]|0)!=(f[g+1900>>2]|0)){g=0;return g|0}g=(sSa(f[a+64>>2]|0)|0)^1;return g|0}function Cbb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Mgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&2048)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Dbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Ngb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ebb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+60|0;if(!(Ogb((f[e>>2]|0)+3624|0,c)|0)){e=0;return e|0}g=a+230|0;c=j[g>>1]|j[g+2>>1]<<16;h=c|24576;d[g>>1]=h;d[g+2>>1]=h>>>16;if(!(c&2048)){h=0;return h|0}if((b[a+226>>0]|0)==2){h=0;return h|0}h=f[e>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0)){h=0;return h|0}h=(sSa(f[a+64>>2]|0)|0)^1;return h|0}function Fbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Pgb((f[d>>2]|0)+3624|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&2048)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Gbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>12&1|0)==(a|0)){e=0;return e|0}e=e&-4097|a<<12;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Hbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>8&1|0)==(a|0)){e=0;return e|0}e=e&-257|a<<8;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ibb(a,b){a=a|0;b=+b;return Gfb((f[a+60>>2]|0)+3728|0,b)|0}function Jbb(a,b){a=a|0;b=+b;return Hfb((f[a+60>>2]|0)+3728|0,b)|0}function Kbb(a,b){a=a|0;b=b|0;return Jfb((f[a+60>>2]|0)+3728|0,b)|0}function Lbb(a,b){a=a|0;b=+b;return Ifb((f[a+60>>2]|0)+3728|0,b)|0}function Mbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>9&1|0)==(a|0)){e=0;return e|0}e=e&-513|a<<9;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Nbb(a,b){a=a|0;b=+b;return Kfb((f[a+60>>2]|0)+3728|0,b)|0}function Obb(a,b){a=a|0;b=+b;return Lfb((f[a+60>>2]|0)+3728|0,b)|0}function Pbb(a,b){a=a|0;b=b|0;return Nfb((f[a+60>>2]|0)+3728|0,b)|0}function Qbb(a,b){a=a|0;b=+b;return Mfb((f[a+60>>2]|0)+3728|0,b)|0}function Rbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;h=c&1;if((g>>>10&1|0)==(h|0)){c=0;return c|0}g=g&-1025|h<<10;d[e>>1]=g;d[e+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1912|0;if(c){c=pOb(952)|0;Ihb(c,a);jdb(c+840|0,a);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}c=(f[(f[g>>2]|0)+1912>>2]|0)+832|0;b[c>>0]=b[c>>0]|16;c=f[(f[g>>2]|0)+1912>>2]|0;f[c+828>>2]=8;pdb(c+840|0,0);qdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1912>>2]|0)+840|0,1);c=1;return c|0}else{e=f[h>>2]|0;f[h>>2]=0;if(!e){c=1;return c|0}E8a(e+840|0);F8a(e);sOb(e);c=1;return c|0}return 0}function Sbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Bgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Tbb(a,c){a=a|0;c=+c;var d=0,e=0;d=a+60|0;if(!(Egb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[d>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Ubb(a,c){a=a|0;c=c|0;var d=0;d=a+60|0;if(!(Cgb((f[d>>2]|0)+4216|0,c)|0)){d=0;return d|0}c=a+230|0;if(!((j[c>>1]|j[c+2>>1]<<16)&1024)){d=0;return d|0}if((b[a+226>>0]|0)==2){d=0;return d|0}d=f[d>>2]|0;if((f[d+1896>>2]|0)!=(f[d+1900>>2]|0)){d=0;return d|0}d=(sSa(f[a+64>>2]|0)|0)^1;return d|0}function Vbb(a,c,d){a=a|0;c=+c;d=d|0;var e=0;e=a+60|0;if(!(Dgb((f[e>>2]|0)+4216|0,c,d)|0)){e=0;return e|0}d=a+230|0;if(!((j[d>>1]|j[d+2>>1]<<16)&1024)){e=0;return e|0}if((b[a+226>>0]|0)==2){e=0;return e|0}e=f[e>>2]|0;if((f[e+1896>>2]|0)!=(f[e+1900>>2]|0)){e=0;return e|0}e=(sSa(f[a+64>>2]|0)|0)^1;return e|0}function Wbb(a,c,d,e){a=a|0;c=+c;d=+d;e=e|0;var f=0,g=0;f=a+372|0;g=a+376|0;if(+n[f>>2]==c)if(+n[g>>2]==d)if((b[a+380>>0]|0)==e<<24>>24){g=0;return g|0}n[f>>2]=c;n[g>>2]=d;b[a+380>>0]=e;g=1;return g|0}function Xbb(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;a=b&1;if((e>>>18&1|0)==(a|0)){e=0;return e|0}e=e&-262145|a<<18;d[c>>1]=e;d[c+2>>1]=e>>>16;e=1;return e|0}function Ybb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+4|0;if((f[b>>2]|0)==(f[g>>2]|0))ueb((f[a+60>>2]|0)+2180|0);h=a+388|0;c=f[h>>2]|0;e=a+392|0;if(!c)a=a+396|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c);a=a+396|0;f[a>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[b>>2];f[e>>2]=f[g>>2];h=b+8|0;f[a>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[b>>2]=0;return}function Zbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j+4|0;i=j;if(!d){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}g=b+60|0;b=f[g>>2]|0;e=b+24|0;if(!(f[e>>2]|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;u=j;return}else{Adb(b,h,i);g=f[g>>2]|0;Ieb(a,g+2180|0,c,d,g+224|0,+n[h>>2],+n[i>>2],f[e>>2]|0,g+2256|0);u=j;return}}function _bb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;if(!(f[a>>2]|0))return;f[a>>2]=0;b[a+500>>0]=0;c=f[a+12>>2]|0;if(c|0)do{g=c;e=f[g+12>>2]|0;g=g+16|0;d=f[g>>2]|0;if((d|0)!=(e|0))f[g>>2]=d+(~(((d+-44-e|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+32>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+52>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+72>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+92>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+112>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+132>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+152>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+172>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+192>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+212>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+232>>2]|0;if(c|0)do{e=c;d=f[e+12>>2]|0;e=e+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+252>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+272>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+292>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+312>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+332>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+352>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+372>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+392>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+412>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+432>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+452>>2]|0;if(c|0)do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);c=f[a+472>>2]|0;if(!c)return;do{d=c;b[d+32>>0]=1;d=f[d+20>>2]|0;if(d|0)do{g=d;e=f[g+60>>2]|0;g=g+64|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);d=f[d>>2]|0}while((d|0)!=0);c=f[c>>2]|0}while((c|0)!=0);return}function $bb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=0;j=u;u=u+1120|0;f[j>>2]=b;acb(j,a+4|0);acb(j,a+24|0);acb(j,a+44|0);acb(j,a+64|0);acb(j,a+84|0);acb(j,a+104|0);acb(j,a+124|0);acb(j,a+144|0);acb(j,a+164|0);acb(j,a+184|0);acb(j,a+204|0);acb(j,a+224|0);h=X(b,1540483477)|0;h=(X(h>>>24^h,1540483477)|0)^1866966612;h=X(h>>>13^h,1540483477)|0;e=f[a+248>>2]|0;a:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+244|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break a;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break b}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+244|0,j+8|0)|0}}}while(0);e=f[a+268>>2]|0;c:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+264|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){d:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break c;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break d;c=f[c>>2]|0;if(!c)break c}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break d}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break c}c=f[c>>2]|0;if(!c)break c}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+264|0,j+8|0)|0}}}while(0);e=f[a+288>>2]|0;e:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+284|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){f:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break e;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break f;c=f[c>>2]|0;if(!c)break e}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break f}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break e}c=f[c>>2]|0;if(!c)break e}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+284|0,j+8|0)|0}}}while(0);e=f[a+308>>2]|0;g:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+304|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){h:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break g;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break h;c=f[c>>2]|0;if(!c)break g}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break h}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break g}c=f[c>>2]|0;if(!c)break g}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+304|0,j+8|0)|0}}}while(0);e=f[a+328>>2]|0;i:do if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&(h>>>15^h);else if((h>>>15^h)>>>0<e>>>0)g=h>>>15^h;else g=((h>>>15^h)>>>0)%(e>>>0)|0;c=f[(f[(a+324|0)>>2]|0)+(g<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){j:do if(!((e+-1|0)&e))while(1){d=f[c+4>>2]|0;if(!((d|0)==(h>>>15^h|0)|(d&(e+-1|0)|0)==(g|0)))break i;if((d|0)==(h>>>15^h|0))if((f[c+8>>2]|0)==(b|0))break j;c=f[c>>2]|0;if(!c)break i}else while(1){d=f[c+4>>2]|0;if((d|0)==(h>>>15^h|0)){if((f[c+8>>2]|0)==(b|0))break j}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break i}c=f[c>>2]|0;if(!c)break i}while(0);f[(j+4|0)>>2]=c;f[(j+8|0)>>2]=f[(j+4|0)>>2];bcb(a+324|0,j+8|0)|0}}}while(0);g=f[a+348>>2]|0;f[j+32>>2]=a;f[j+40>>2]=b;f[j+640>>2]=h;f[j+752>>2]=g;f[j+1040>>2]=i;f[j+1048>>2]=0;f[j+1052>>2]=0;bgb(j);G=f[j+1048>>2]|0;D=f[j+1052>>2]|0;H=+n[j+1052>>2];f[j+1048>>2]=0;f[j+1052>>2]=0;if((G|0)==5)return}function acb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=ccb(b,a)|0;if(!l)return;i=f[b+4>>2]|0;a=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;c=(f[b>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&j;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;a=b+12|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function bcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[g+60>>2]|0;if(c|0){d=g+64|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((b|0)!=0);a=k+12|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)sOb(b);sOb(k);return l|0}function ccb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function dcb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;g=a+24|0;b[g>>0]=0;h=a+25|0;b[h>>0]=0;i=a+26|0;b[i>>0]=0;j=a+28|0;f[j>>2]=0;k=a+32|0;f[k>>2]=-1;if(!((d&4194304|0)==0&(b[c+226>>0]|0)==3)){b[h>>0]=0;k=(d&32768|0)==0&e&1;b[i>>0]=k;return}b[g>>0]=1;if(!(d&2097152)){b[h>>0]=0;f[a+12>>2]=f[c+284>>2];d=f[c+260>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}f[a+16>>2]=f[c+288>>2];d=f[c+268>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}f[a+20>>2]=f[c+292>>2];d=f[c+276>>2]|0;if(!d){k=1;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=1;b[i>>0]=k;return}else{b[h>>0]=1;n[a+12>>2]=1.0;d=f[c+236>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a>>2]=d}n[a+16>>2]=1.0;d=f[c+244>>2]|0;if(d|0){f[j>>2]=32768;f[k>>2]=-8388609;f[a+4>>2]=d}n[a+20>>2]=1.0;d=f[c+252>>2]|0;if(!d){k=0;b[i>>0]=k;return}f[j>>2]=32768;f[k>>2]=-8388609;f[a+8>>2]=d;k=0;b[i>>0]=k;return}}function ecb(a,c,d,e,g,h,i,j,k,l,m,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w;f[r>>2]=g;s=g;if(!k){u=w;return}t=c&255;if(!((1<<t&(e&255)|0)!=0&i>0.0)){u=w;return}v=q+6e4|0;f[d+8>>2]=j;f[d+12>>2]=k;j=d+28|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];n[d+40>>2]=i;h=d+24|0;j=(f[h>>2]&768|0)==512;do if(!l){if(!(i<1.0|m))if(!(c<<24>>24==1&o<<24>>24==2)){e=g+215|0;q=b[e>>0]|0;if(q&2){tIa(g);q=b[e>>0]|0}if(!(q&4))break}if(j){if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+184+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}if(o<<24>>24!=1)if(!(c<<24>>24==1&o<<24>>24==2)){e=fcb(a+64+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);b[a+500>>0]=1;u=w;return}e=a+488|0;q=f[e>>2]|0;if(q>>>0<(f[a+492>>2]|0)>>>0){j=q+60|0;do{f[q>>2]=0;q=q+4|0}while((q|0)<(j|0));v=(f[e>>2]|0)+60|0;f[e>>2]=v;e=v}else{hcb(a+484|0);e=f[e>>2]|0}f[e+-60>>2]=s;f[e+-56>>2]=a+64+(t*20|0);q=e+-52|0;j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[e+-8>>2]=6e4;b[e+-4>>0]=0;b[e+-3>>0]=p;u=w;return}while(0);if(!j){e=fcb(a+4+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}if(!(f[h>>2]&134217856)){u=w;return}e=fcb(a+124+(t*20|0)|0,r)|0;q=e+12|0;if((f[q>>2]|0)>>>0<v>>>0)f[q>>2]=v;h=e+4|0;q=f[h>>2]|0;if((q|0)==(f[e+8>>2]|0))gcb(e,d);else{j=q+44|0;do{f[q>>2]=f[d>>2];q=q+4|0;d=d+4|0}while((q|0)<(j|0));f[h>>2]=(f[h>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(p&255);u=w;return}function fcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(28)|0;f[i+8>>2]=j;h=i+12|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;icb(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function gcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+4|0;j=f[a>>2]|0;k=(f[i>>2]|0)-j|0;d=(k|0)/44|0;c=d+1|0;if(c>>>0>97612893)AMb(a);l=a+8|0;g=((f[l>>2]|0)-j|0)/44|0;h=g<<1;c=g>>>0<48806446?(h>>>0<c>>>0?c:h):97612893;do if(!c)e=0;else if(c>>>0>97612893)vd();else{e=pOb(c*44|0)|0;break}while(0);h=e+(d*44|0)|0;g=e+(c*44|0)|0;e=h;c=b;d=e+44|0;do{f[e>>2]=f[c>>2];e=e+4|0;c=c+4|0}while((e|0)<(d|0));c=h+(((k|0)/-44|0)*44|0)|0;if((k|0)>0)bQb(c|0,j|0,k|0)|0;f[a>>2]=c;f[i>>2]=h+44;f[l>>2]=g;if(!j)return;sOb(j);return}function hcb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;c=(i|0)/60|0;b=c+1|0;if(b>>>0>71582788)AMb(a);j=a+8|0;k=((f[j>>2]|0)-h|0)/60|0;e=k<<1;b=k>>>0<35791394?(e>>>0<b>>>0?b:e):71582788;do if(!b)d=0;else if(b>>>0>71582788)vd();else{d=pOb(b*60|0)|0;break}while(0);e=d+(c*60|0)|0;d=d+(b*60|0)|0;b=e;c=b+60|0;do{f[b>>2]=0;b=b+4|0}while((b|0)<(c|0));b=e+(((i|0)/-60|0)*60|0)|0;if((i|0)>0)bQb(b|0,h|0,i|0)|0;f[a>>2]=b;f[g>>2]=e+60;f[j>>2]=d;if(!h)return;sOb(h);return}function icb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){jcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;jcb(a,b);return}function jcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function kcb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=o|0;p=p|0;q=q|0;r=r|0;s=+s;t=t|0;u=u|0;v=v|0;w=w|0;x=x|0;y=y|0;z=z|0;var A=0;A=f[d+24>>2]|0;if(A&x|0)return;A=(A&16512|0)==128?c+381|0:c+384|0;ecb(a,0,d,e,g,h,i,j,k,v,w,y,b[A>>0]|0,z);ecb(a,1,d,e,l,m,n,o,p,v,w,y,b[A+1>>0]|0,z);ecb(a,2,d,e,q,r,s,t,u,v,w,y,b[A+2>>0]|0,z);return}function lcb(a,c,d,e,g,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0,q=0.0,r=0.0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;x=0;T=u;u=u+2096|0;Q=f[(d+196|0)>>2]&134217727|j;if(Q&k|0){u=T;return}R=dLa(d)|0;S=b[d+192>>0]|0;f[(T+228|0)>>2]=0;f[(T+228|0)+4>>2]=0;f[(T+228|0)+8>>2]=0;w=f[R+24>>2]|0;f[(T+216|0)>>2]=w;y=f[R+28>>2]|0;z=(T+216|0)+4|0;f[z>>2]=y;j=f[R+32>>2]|0;f[((T+216|0)+8|0)>>2]=j;if(!g){P=0;g=w}else{if(w>>>0>e>>>0){p=0;o=e;v=T+216|0;x=6}else{f[(T+216|0)>>2]=0;if((e-w|0)>>>0<y>>>0){p=1;o=e-w|0;v=z;x=6}else{f[z>>2]=0;if(((e-w|0)-y|0)>>>0<j>>>0){p=2;o=(e-w|0)-y|0;v=(T+216|0)+8|0;x=6}else f[((T+216|0)+8|0)>>2]=0}}if((x|0)==6){P=(T+228|0)+(p<<2)|0;f[P>>2]=(f[P>>2]|0)+o;f[v>>2]=(f[v>>2]|0)-o;do{j=(T+216|0)+(p<<2)|0;o=f[j>>2]|0;if(g>>>0<o>>>0){f[j>>2]=g;g=0}else g=g-o|0;p=p+1|0}while((p|0)!=3)}g=f[(T+216|0)>>2]|0;if(!g)g=0;else{P=f[(T+228|0)>>2]|0;f[(T+228|0)>>2]=P-((P>>>0)%3|0);f[(T+216|0)>>2]=g+((P>>>0)%3|0)|0;g=g+((P>>>0)%3|0)|0}y=f[((T+228|0)+4|0)>>2]|0;O=(f[z>>2]|0)+y|0;f[((T+228|0)+4|0)>>2]=y&-2;f[z>>2]=O-(y&-2)|0;P=y&-2;y=O-(y&-2)|0}if(!(f[(d+196|0)>>2]&8388608)){n[(T+180|0)>>2]=-1.0;n[(T+180|0)+4>>2]=-1.0;n[(T+180|0)+8>>2]=-1.0;n[(T+180|0)+12>>2]=-1.0;n[(T+180|0)+16>>2]=-1.0;n[(T+180|0)+20>>2]=-1.0;q=-1.0;r=-1.0;t=-1.0}else{O=f[(d+104|0)>>2]|0;N=f[O+332>>2]|0;M=f[O+336>>2]|0;f[(T+180|0)>>2]=f[O+328>>2];f[(T+180|0)+4>>2]=N;f[(T+180|0)+8>>2]=M;M=f[(d+104|0)>>2]|0;N=f[M+344>>2]|0;O=f[M+348>>2]|0;f[(T+180|0)+12>>2]=f[M+340>>2];f[(T+180|0)+16>>2]=N;f[(T+180|0)+20>>2]=O;O=f[(d+104|0)>>2]|0;q=+n[O+352>>2];r=+n[O+356>>2];t=+n[O+360>>2]}n[(T+180|0)+24>>2]=q;n[(T+180|0)+28>>2]=r;n[(T+180|0)+32>>2]=t;B=f[d+180>>2]|0;f[(T+168|0)>>2]=B;A=f[d+184>>2]|0;f[((T+168|0)+4|0)>>2]=A;O=f[d+188>>2]|0;f[((T+168|0)+8|0)>>2]=O;j=f[(d+12|0)>>2]|0;if(!j){fKa(d,0);j=f[(d+12|0)>>2]|0}o=f[(d+20|0)>>2]|0;if(!o){fKa(d,1);o=f[(d+20|0)>>2]|0}p=f[(d+28|0)>>2]|0;if(!p){fKa(d,2);p=f[(d+28|0)>>2]|0}v=f[(R+52|0)>>2]|0;f[(T+132|0)>>2]=0;f[(T+132|0)+4>>2]=0;f[(T+132|0)+8>>2]=0;b[((T+132|0)+24|0)>>0]=0;L=(T+132|0)+25|0;b[L>>0]=0;b[((T+132|0)+26|0)>>0]=0;M=(T+132|0)+28|0;f[M>>2]=0;N=(T+132|0)+32|0;f[N>>2]=-1;do if((Q&4194304|0)==0&(b[(c+226|0)>>0]|0)==3){b[((T+132|0)+24|0)>>0]=1;if(!(Q&2097152)){b[L>>0]=0;f[(T+132|0)+12>>2]=f[c+284>>2];v=f[c+260>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}f[(T+132|0)+16>>2]=f[c+288>>2];e=f[c+268>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}f[(T+132|0)+20>>2]=f[c+292>>2];z=f[c+276>>2]|0;if(!z){C=1;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=1;x=32768;w=-8388609;J=1;K=z;break}else{b[L>>0]=1;n[(T+132|0)+12>>2]=1.0;v=f[c+236>>2]|0;if(!v){v=0;w=-1;x=0}else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)>>2]=v;w=-8388609;x=32768}n[(T+132|0)+16>>2]=1.0;e=f[c+244>>2]|0;if(!e)e=0;else{f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+4>>2]=e;w=-8388609;x=32768}n[(T+132|0)+20>>2]=1.0;z=f[c+252>>2]|0;if(!z){C=0;J=1;K=0;break}f[M>>2]=32768;f[N>>2]=-8388609;f[(T+132|0)+8>>2]=z;C=0;x=32768;w=-8388609;J=1;K=z;break}}else{b[L>>0]=0;C=(Q&32768|0)==0&(v&32768|0)!=0&1;x=0;w=-1;J=0;K=0;e=0;v=0}while(0);b[((T+132|0)+26|0)>>0]=C;z=f[(d+200|0)>>2]|0;F=h[(d+200|0)+4>>0]|0;C=ZPb(z|0,F&255|0,3)|0;E=ZPb(z|0,F&255|0,6)|0;F=ZPb(z|0,F&255|0,9)|0;I=1;if(I){I=0;if(0==0?((C|z|E|F)&7|0)==0:0){E=x|Q;C=E&w;if(!(J<<24>>24))w=O;else{B=f[(T+132|0)+12>>2]|0;f[(T+168|0)>>2]=B;A=f[(T+132|0)+16>>2]|0;f[((T+168|0)+4|0)>>2]=A;w=f[(T+132|0)+20>>2]|0;f[((T+168|0)+8|0)>>2]=w}x=dLa(d)|0;f[(T+284|0)>>2]=x;f[(T+284|0)+4>>2]=d;f[(T+284|0)+8>>2]=0;f[(T+284|0)+12>>2]=0;f[(T+284|0)+16>>2]=1;f[(T+284|0)+20>>2]=0;n[(T+284|0)+40>>2]=1.0;f[(T+284|0)+24>>2]=C;x=(b[L>>0]|0)!=0;z=(b[((T+132|0)+26|0)>>0]|0)!=0;if(!(C&k)){q=(f[s>>2]=B,+n[s>>2]);r=(f[s>>2]=A,+n[s>>2]);t=(f[s>>2]=w,+n[s>>2]);O=f[((T+216|0)+8|0)>>2]|0;J=(f[(T+228|0)+8>>2]|0)+(f[R+44>>2]|0)|0;P=P+(f[R+40>>2]|0)|0;k=(E&16512|0)==128?c+381|0:c+384|0;ecb(a,0,T+284|0,S&7&((S&255)>>>3&7|i),(v|0)==0?j:v,T+180|0,q,(f[(T+228|0)>>2]|0)+(f[R+36>>2]|0)|0,g,x,z,l,b[k>>0]|0,m);ecb(a,1,T+284|0,S&7&((S&255)>>>3&7|i),(e|0)==0?o:e,(T+180|0)+12|0,r,P,y,x,z,l,b[k+1>>0]|0,m);ecb(a,2,T+284|0,S&7&((S&255)>>>3&7|i),(K|0)==0?p:K,(T+180|0)+24|0,t,J,O,x,z,l,b[k+2>>0]|0,m)}}else I=1}f[T+352>>2]=a;f[T+360>>2]=c;f[T+368>>2]=d;f[T+392>>2]=i;f[T+416>>2]=l;f[T+424>>2]=m;f[T+928>>2]=Q;f[T+1024>>2]=R;f[T+1080>>2]=S;f[T+1928>>2]=L;f[T+1944>>2]=M;f[T+1952>>2]=N;f[T+2008>>2]=I;f[T+2016>>2]=0;f[T+2020>>2]=0;cgb(T);G=f[T+2016>>2]|0;D=f[T+2020>>2]|0;H=+n[T+2020>>2];f[T+2016>>2]=0;f[T+2020>>2]=0;if((G|0)==5)return}function mcb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;i=a+8|0;d=f[i>>2]|0;k=a+12|0;g=f[k>>2]|0;e=g+d|0;n=f[c>>2]|0;if(e>>>0<=n>>>0){j=a+16|0;do if(!(b[j>>0]|0)){f[i>>2]=e;d=f[a>>2]|0;o=d+12|0;f[a>>2]=o;if((o|0)==(f[a+4>>2]|0)){g=~e;d=1;o=10;break}g=f[d+16>>2]|0;if((g|0)==(e|0)){g=f[d+20>>2]|0;d=0;o=10;break}else{g=g-e|0;d=1;o=10;break}}else{h=f[a>>2]|0;if((h|0)!=(f[a+4>>2]|0)){f[i>>2]=e;g=f[h+8>>2]|0;d=0;o=10}}while(0);if((o|0)==10){f[k>>2]=g;b[j>>0]=d;d=e}e=d+g|0}m=c+4|0;d=f[m>>2]|0;if(e>>>0<d>>>0)f[m>>2]=e;else e=d;j=a+20|0;i=a+28|0;k=f[i>>2]|0;c=a+32|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+36|0;do if(!(b[l>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+24>>2]|0)){g=~d;h=1;o=23;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=23;break}else{g=g-d|0;h=1;o=23;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+24>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=23}}while(0);if((o|0)==23){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}i=a+40|0;j=a+48|0;k=f[j>>2]|0;c=a+52|0;g=f[c>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){l=a+56|0;do if(!(b[l>>0]|0)){f[j>>2]=d;h=f[i>>2]|0;o=h+20|0;f[i>>2]=o;if((o|0)==(f[a+44>>2]|0)){g=~d;h=1;o=36;break}g=f[h+32>>2]|0;if((g|0)==(d|0)){g=f[h+36>>2]|0;h=0;o=36;break}else{g=g-d|0;h=1;o=36;break}}else{h=f[i>>2]|0;if((h|0)==(f[a+44>>2]|0))d=k;else{f[j>>2]=d;g=f[h+16>>2]|0;h=0;o=36}}while(0);if((o|0)==36){f[c>>2]=g;b[l>>0]=h}d=d+g|0}if(d>>>0<e>>>0){f[m>>2]=d;e=d}j=a+60|0;i=a+68|0;k=f[i>>2]|0;l=a+72|0;g=f[l>>2]|0;d=g+k|0;if(d>>>0<=n>>>0){c=a+76|0;do if(!(b[c>>0]|0)){f[i>>2]=d;h=f[j>>2]|0;g=h+8|0;f[j>>2]=g;if((g|0)==(f[a+64>>2]|0)){g=~d;h=1;o=49;break}g=f[g>>2]|0;if((g|0)==(d|0)){g=f[h+12>>2]|0;h=0;o=49;break}else{g=g-d|0;h=1;o=49;break}}else{h=f[j>>2]|0;if((h|0)==(f[a+64>>2]|0))d=k;else{f[i>>2]=d;g=f[h+4>>2]|0;h=0;o=49}}while(0);if((o|0)==49){f[l>>2]=g;b[c>>0]=h}d=d+g|0}if(d>>>0>=e>>>0)return;f[m>>2]=d;return}function ncb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0.0,m=0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+80|0;y=A+24|0;z=A+12|0;x=A;s=d;g=f[d+196>>2]&125829117|g&-8388611;q=g|2;if(q&h|0){u=A;return}r=lJa(d)|0;r=f[r>>2]|0;if((g&4194304|0)==0&(b[c+226>>0]|0)==3){if(!(g&2097152)){g=1;m=(f[c+260>>2]|0)==0&(f[c+268>>2]|0)==0;p=c+276|0;k=0;l=+n[c+284>>2];o=+n[c+288>>2]}else{g=0;m=(f[c+236>>2]|0)==0&(f[c+244>>2]|0)==0;p=c+252|0;k=1;l=1.0;o=1.0}w=(m&(f[p>>2]|0)==0?0:32768)|q}else{g=0;k=0;l=+n[d+180>>2];o=+n[d+184>>2];w=q}v=ySa(f[c+64>>2]|0)|0;t=f[v+12>>2]|0;v=f[v+4>>2]|0;q=f[r+44>>2]|0;f[y>>2]=q;f[y+4>>2]=s;f[y+8>>2]=0;f[y+12>>2]=0;f[y+16>>2]=1;f[y+20>>2]=0;f[y+24>>2]=w;n[y+40>>2]=1.0;p=b[d+192>>0]|0;p=p&7&((p&255)>>>3&7|e);n[z>>2]=-1.0;n[z+4>>2]=-1.0;n[z+8>>2]=-1.0;r=f[q+36>>2]|0;s=f[q+24>>2]|0;n[x>>2]=-1.0;n[x+4>>2]=-1.0;n[x+8>>2]=-1.0;m=k<<24>>24!=0;k=g<<24>>24!=0;g=(w&16512|0)==128?c+381|0:c+384|0;if(!(w&h)){h=f[q+28>>2]|0;c=f[q+40>>2]|0;ecb(a,0,y,p,t,z,l,r,s,m,k,i,b[g>>0]|0,j);ecb(a,1,y,p,v,x,o,c,h,m,k,i,b[g+1>>0]|0,j)}u=A;return}function ocb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0;X=u;u=u+96|0;U=X+88|0;V=X+76|0;Q=X+40|0;R=X+4|0;S=X;T=d+196|0;l=f[T>>2]|0;k=l&14741655;if(k&h|0){u=X;return}P=dLa(d)|0;w=b[d+192>>0]|0;w=w&7&((w&255)>>>3&7|e);f[Q>>2]=P;f[Q+4>>2]=f[d+108>>2];O=Q+8|0;f[O>>2]=k;h=f[P+52>>2]|0;f[R>>2]=0;f[R+4>>2]=0;f[R+8>>2]=0;e=R+24|0;b[e>>0]=0;x=R+25|0;b[x>>0]=0;y=R+26|0;b[y>>0]=0;t=R+28|0;f[t>>2]=0;v=R+32|0;f[v>>2]=-1;if((l&4194304|0)==0&(b[c+226>>0]|0)==3){b[e>>0]=1;if(!(l&2097152)){b[x>>0]=0;m=f[c+284>>2]|0;f[R+12>>2]=m;h=f[c+260>>2]|0;if(!h){l=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;l=-8388609;h=32768}o=f[c+288>>2]|0;f[R+16>>2]=o;e=f[c+268>>2]|0;if(e){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=e;l=-8388609;h=32768}f[R+20>>2]=f[c+292>>2];e=f[c+276>>2]|0;if(!e)e=1;else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=e;l=-8388609;h=32768;e=1}}else{b[x>>0]=1;n[R+12>>2]=1.0;h=f[c+236>>2]|0;if(!h){e=-1;h=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R>>2]=h;e=-8388609;h=32768}n[R+16>>2]=1.0;l=f[c+244>>2]|0;if(l){f[t>>2]=32768;f[v>>2]=-8388609;f[R+4>>2]=l;e=-8388609;h=32768}n[R+20>>2]=1.0;l=f[c+252>>2]|0;if(!l){o=1065353216;m=1065353216;l=e;e=0}else{f[t>>2]=32768;f[v>>2]=-8388609;f[R+8>>2]=l;o=1065353216;m=1065353216;l=-8388609;h=32768;e=0}}b[y>>0]=e;k=h|k;h=k&l;f[O>>2]=h;f[V>>2]=m;f[V+4>>2]=o;e=R+20|0}else{b[x>>0]=0;b[y>>0]=(l&32768|0)==0&(h&32768|0)!=0&1;h=l&14741655;f[O>>2]=h;f[V>>2]=f[d+180>>2];f[V+4>>2]=f[d+184>>2];e=d+188|0}f[V+8>>2]=f[e>>2];N=((h|g)&768|0)==512;M=(k&16512|0)==128?c+381|0:c+384|0;if(!(k&1))L=6e4;else{f[Q+12>>2]=f[d+144>>2];f[Q+16>>2]=f[d+148>>2];L=2e4}C=w&255;z=Q+20|0;A=Q+24|0;B=Q+28|0;D=Q+32|0;E=d+96|0;F=d;G=a+500|0;H=i<<24>>24==1;I=a+488|0;J=a+492|0;K=a+484|0;w=i<<24>>24==2;i=d+104|0;c=(b[x>>0]|0)==0;g=(b[y>>0]|0)!=0;l=0;v=0;while(1){if(1<<v&C|0)if(f[P+24+(v<<2)>>2]|0){s=+n[V+(v<<2)>>2];if(s>0.0){if(!(f[T>>2]&8388608)){p=-1.0;q=-1.0;r=-1.0}else{y=f[i>>2]|0;p=+n[y+328+(v*12|0)>>2];q=+n[y+328+(v*12|0)+4>>2];r=+n[y+328+(v*12|0)+8>>2]}n[z>>2]=p;n[A>>2]=q;n[B>>2]=r;n[D>>2]=s;o=s<1.0?2e4:L;t=o+j|0;h=f[R+(v<<2)>>2]|0;if(!h){e=d+12+(v<<3)|0;h=f[e>>2]|0;if(!h){fKa(d,l);h=f[e>>2]|0}}f[S>>2]=h;if(!(l<<24>>24)){e=f[E>>2]|0;k=e+120|0;h=b[k>>0]|0;if(h&8){BIa(e);h=b[k>>0]|0}if(h&1)f[O>>2]=f[O>>2]|134217728}do if(c){l=w&l<<24>>24==1;if(!(g|+n[D>>2]<1.0|l)){e=f[S>>2]|0;k=e+215|0;h=b[k>>0]|0;if(h&2){tIa(e);h=b[k>>0]|0}if(!(h&4)){W=40;break}}if(N){if(!(f[O>>2]&128))break;h=pcb(a+424+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1;break}if(H|l){h=f[I>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){m=h+60|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(m|0));e=(f[I>>2]|0)+60|0;f[I>>2]=e}else{hcb(K);e=f[I>>2]|0}k=b[M+v>>0]|0;f[e+-60>>2]=f[S>>2];f[e+-56>>2]=a+304+(v*20|0);h=e+-52|0;l=Q;m=h+36|0;do{f[h>>2]=f[l>>2];h=h+4|0;l=l+4|0}while((h|0)<(m|0));f[e+-16>>2]=d;f[e+-8>>2]=o;b[e+-4>>0]=1;b[e+-3>>0]=k;break}h=pcb(a+304+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}b[G>>0]=1}else W=40;while(0);do if((W|0)==40){W=0;if(!N){h=pcb(a+244+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}break}if(f[O>>2]&128|0){h=pcb(a+364+(v*20|0)|0,S)|0;l=b[M+v>>0]|0;f[U>>2]=d;m=qcb(h,Q)|0;b[h+20>>0]=0;h=h+24|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+28|0;if((f[h>>2]|0)>>>0<t>>>0)f[h>>2]=t;h=m+16|0;e=m+20|0;k=f[e>>2]|0;if((f[h>>2]|0)==(k|0))f[a>>2]=(f[a>>2]|0)+(l&255);if((k|0)==(f[m+24>>2]|0))rcb(h,U);else{f[k>>2]=F;f[e>>2]=(f[e>>2]|0)+4}}}while(0);f[O>>2]=f[O>>2]&-134217729}}h=v+1|0;l=h&255;if((l&255)>=3)break;else v=h&255}u=X;return}function pcb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;k=f[c>>2]|0;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+4|0;m=f[l>>2]|0;o=(m|0)==0;i=k;a:do if(o)c=0;else{h=m+-1|0;d=(h&m|0)==0;if(d)j=p&h;else if(p>>>0<m>>>0)j=p;else j=(p>>>0)%(m>>>0)|0;c=f[(f[a>>2]|0)+(j<<2)>>2]|0;if(!c)c=j;else{if(d){do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&h|0)==(j|0))){c=j;break a}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=j;break a}d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=m>>>0)d=(d>>>0)%(m>>>0)|0;if((d|0)!=(j|0)){c=j;break a}}}while((f[c+8>>2]|0)!=(i|0));a=c+12|0;return a|0}}while(0);j=pOb(40)|0;f[j+8>>2]=k;i=j+12|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+28>>2]=1.0;b[j+32>>0]=1;f[j+36>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vcb(a,c>>>0<d>>>0?d:c);c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}else h=m;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=30}}else{f[j>>2]=f[c>>2];q=30}if((q|0)==30)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+12|0;return a|0}function qcb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;w=scb(a+12|0,b)|0;t=a+4|0;u=f[t>>2]|0;v=(u|0)==0;a:do if(v)c=0;else{i=u+-1|0;h=(i&u|0)==0;if(h)s=i&w;else if(w>>>0<u>>>0)s=w;else s=(w>>>0)%(u>>>0)|0;c=f[(f[a>>2]|0)+(s<<2)>>2]|0;if(!c)c=s;else{c=f[c>>2]|0;if(!c)c=s;else{j=f[b>>2]|0;k=f[b+4>>2]|0;l=f[b+8>>2]|0;m=+n[b+32>>2];o=+n[b+20>>2];p=+n[b+24>>2];q=+n[b+28>>2];d=+n[b+12>>2];e=+n[b+16>>2];g=(l&1|0)==0;r=(l&8388608|0)==0;if(h){if(g){b:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break b}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}c:while(1){h=f[c+4>>2]|0;if(!((h|0)==(w|0)|(h&i|0)==(s|0))){c=s;break a}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break c}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}if(g){d:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0)){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break d}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}e:while(1){g=f[c+4>>2]|0;if((g|0)!=(w|0)){if(g>>>0>=u>>>0)g=(g>>>0)%(u>>>0)|0;if((g|0)!=(s|0)){c=s;break a}}do if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(k|0))if((f[c+16>>2]|0)==(l|0))if(+n[c+20>>2]==d)if(+n[c+24>>2]==e){if(!r){if(!(+n[c+28>>2]==o))break;if(!(+n[c+32>>2]==p))break;if(!(+n[c+36>>2]==q))break}if(+n[c+40>>2]==m)break e}while(0);c=f[c>>2]|0;if(!c){c=s;break a}}a=c+44|0;return a|0}}}while(0);i=pOb(76)|0;h=i+8|0;g=h+36|0;do{f[h>>2]=f[b>>2];h=h+4|0;b=b+4|0}while((h|0)<(g|0));h=i+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[h+28>>2]=0;f[i+4>>2]=w;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(v|e*+(u>>>0)<d){c=u<<1|(u>>>0<3|(u+-1&u|0)!=0)&1;b=~~+W(+(d/e))>>>0;tcb(a,c>>>0<b>>>0?b:c);c=f[t>>2]|0;b=c+-1|0;if(!(b&c)){g=c;c=b&w;break}if(w>>>0<c>>>0){g=c;c=w}else{g=c;c=(w>>>0)%(c>>>0)|0}}else g=u;while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;x=74}}else{f[i>>2]=f[c>>2];x=74}if((x|0)==74)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+44|0;return a|0}function rcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function scb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0;a=X(f[b>>2]|0,1540483477)|0;a=(X(a>>>24^a,1540483477)|0)^1866966612;a=X(a>>>13^a,1540483477)|0;a=a>>>15^a;d=X(f[b+4>>2]|0,1540483477)|0;d=(X(d>>>24^d,1540483477)|0)^1866966612;d=X(d>>>13^d,1540483477)|0;a=(a<<6)+-1640531527+(a>>>2)+(d>>>15^d)^a;d=f[b+8>>2]|0;a=d+-1640531527+(a<<6)+(a>>>2)^a;if(d&1){c=+n[b+12>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+16>>2];a=(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)+(a>>>2)^a}if(!(d&8388608)){d=a;a=b+32|0;c=+n[a>>2];a=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=a?-1640531527:b;a=d<<6;e=d>>>2;a=e+a|0;b=a+b|0;b=b^d;return b|0}c=+n[b+20>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+24>>2];a=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;c=+n[b+28>>2];e=(a>>>2)+(a<<6)+(c==0.0?-1640531527:(n[s>>2]=c,f[s>>2]|0)+-1640531527|0)^a;d=b+32|0;c=+n[d>>2];d=c==0.0;b=(n[s>>2]=c,f[s>>2]|0);b=b+-1640531527|0;b=d?-1640531527:b;d=e<<6;a=e>>>2;d=a+d|0;b=d+b|0;e=b^e;return e|0}function tcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){ucb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;ucb(a,b);return}function ucb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();w=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;v=b+-1|0;w=(v&b|0)==0;if(w)c=c&v;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){u=d;b:while(1){c:do if(w){d=e;while(1){t=f[d+4>>2]&v;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}k=d+12|0;l=d+16|0;m=d+20|0;o=d+24|0;p=d+28|0;q=d+32|0;r=d+36|0;h=f[d>>2]|0;d:do if(!h)e=d;else{j=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break d;if((f[k>>2]|0)!=(f[h+12>>2]|0))break d;i=f[l>>2]|0;if((i|0)!=(f[h+16>>2]|0))break d;if(i&1|0){if(!(+n[m>>2]==+n[h+20>>2]))break d;if(!(+n[o>>2]==+n[h+24>>2]))break d}if(i&8388608|0){if(!(+n[p>>2]==+n[h+28>>2]))break d;if(!(+n[q>>2]==+n[h+32>>2]))break d;if(!(+n[r>>2]==+n[h+36>>2]))break d}if(!(+n[s>>2]==+n[h+40>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)t=e;else t=(e>>>0)%(b>>>0)|0;if((t|0)==(c|0))break c;e=(f[a>>2]|0)+(t<<2)|0;if(!(f[e>>2]|0)){c=t;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;o=d+28|0;p=d+32|0;q=d+36|0;h=f[d>>2]|0;e:do if(!h)e=d;else{r=f[d+8>>2]|0;s=d+40|0;e=d;while(1){if((r|0)!=(f[h+8>>2]|0))break e;if((f[j>>2]|0)!=(f[h+12>>2]|0))break e;i=f[k>>2]|0;if((i|0)!=(f[h+16>>2]|0))break e;if(i&1|0){if(!(+n[l>>2]==+n[h+20>>2]))break e;if(!(+n[m>>2]==+n[h+24>>2]))break e}if(i&8388608|0){if(!(+n[o>>2]==+n[h+28>>2]))break e;if(!(+n[p>>2]==+n[h+32>>2]))break e;if(!(+n[q>>2]==+n[h+36>>2]))break e}if(!(+n[s>>2]==+n[h+40>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{i=h;h=e;e=i}}}while(0);f[u>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(t<<2)>>2]>>2];f[f[(f[a>>2]|0)+(t<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=57;break a}}}while(0);e=f[d>>2]|0;if(!e){c=57;break a}else{g=d;u=d}}f[e>>2]=u;e=f[d>>2]|0;if(!e){c=57;break}else g=d}if((c|0)==57)return}function vcb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wcb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wcb(a,b);return}function wcb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xcb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;k=p;m=a+484|0;n=a+488|0;l=f[m>>2]|0;o=a+496|0;i=f[o>>2]|0;j=l;if((((f[n>>2]|0)-l|0)/60|0|0)==(i|0)){o=0;u=p;return o|0}h=j+(i*60|0)|0;switch(b[j+(i*60|0)+56>>0]|0){case 0:{e=j+(i*60|0)+8|0;d=f[e>>2]|0;d=(f[d+28>>2]|0)+(f[d+24>>2]|0)+(f[d+32>>2]|0)|0;g=f[j+(i*60|0)+16>>2]|0;if(d>>>0>g>>>0){l=j+(i*60|0)+20|0;d=d-g|0;g=f[l>>2]|0;f[l>>2]=d>>>0<g>>>0?d:g;g=(f[j+(i*60|0)+52>>2]|0)+c|0;h=fcb(f[j+(i*60|0)+4>>2]|0,h)|0;i=b[j+(i*60|0)+57>>0]|0;d=h+12|0;if((f[d>>2]|0)>>>0<g>>>0)f[d>>2]=g;c=h+4|0;d=f[c>>2]|0;if((d|0)==(f[h+8>>2]|0))gcb(h,e);else{g=d+44|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));f[c>>2]=(f[c>>2]|0)+44}f[a>>2]=(f[a>>2]|0)+(i&255)}break}case 1:{d=j+(i*60|0)+8|0;l=f[d>>2]|0;if((f[l+32>>2]|0)!=(0-((f[l+24>>2]|0)+(f[l+28>>2]|0))|0)){l=f[j+(i*60|0)+44>>2]|0;e=(f[j+(i*60|0)+52>>2]|0)+c|0;g=pcb(f[j+(i*60|0)+4>>2]|0,h)|0;h=b[j+(i*60|0)+57>>0]|0;f[k>>2]=l;c=qcb(g,d)|0;b[g+20>>0]=0;d=g+24|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+28|0;if((f[d>>2]|0)>>>0<e>>>0)f[d>>2]=e;d=c+16|0;e=c+20|0;g=f[e>>2]|0;if((f[d>>2]|0)==(g|0))f[a>>2]=(f[a>>2]|0)+(h&255);if((g|0)==(f[c+24>>2]|0))rcb(d,k);else{f[g>>2]=l;f[e>>2]=(f[e>>2]|0)+4}}break}default:{}}l=(f[o>>2]|0)+1|0;f[o>>2]=l;a=f[n>>2]|0;d=f[m>>2]|0;e=a;if(l>>>0<((a-d|0)/60|0)>>>0){o=1;u=p;return o|0}if((e|0)!=(d|0))f[n>>2]=e+(~(((e+-60-d|0)>>>0)/60|0)*60|0);f[o>>2]=0;o=1;u=p;return o|0}function ycb(a){a=a|0;return}function zcb(a){a=a|0;return f[a+28>>2]|0}function Acb(a){a=a|0;return f[a+32>>2]|0}function Bcb(a,b){a=a|0;b=b|0;f[a+28>>2]=b;return}function Ccb(a,b){a=a|0;b=b|0;f[a+32>>2]=b;return}function Dcb(a){a=a|0;return 0}function Ecb(a,b){a=a|0;b=b|0;return}function Fcb(a){a=a|0;return 0.0}function Gcb(a,b){a=a|0;b=+b;return}function Hcb(a){a=a|0;return +(+p[a+16>>3])}function Icb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=a+4|0;d=f[c>>2]|0;if((d|0)==(b|0))return;if(b|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+1}if(d|0){e=a+24|0;f[e>>2]=(f[e>>2]|0)+-1}f[c>>2]=b;return}function Jcb(a,b){a=a|0;b=b|0;var c=0;if(!b){c=0;return c|0}c=a+4|0;if((f[c>>2]|0)!=(b|0)){c=0;return c|0}f[c>>2]=0;b=a+24|0;c=(f[b>>2]|0)+-1|0;f[b>>2]=c;c=(c|0)==0;return c|0}function Kcb(a){a=a|0;var c=0,d=0,e=0;if((f[a+28>>2]|0)>=1){c=a+44|0;d=b[c>>0]|0;if(d&16){if(!(f[a+4>>2]|0))return;e=a+40|0;f[e>>2]=f[e>>2]|1;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}}gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Lcb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|16;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Mcb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|8;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ncb(a){a=a|0;var c=0,d=0;if(!(f[a+4>>2]|0))return;c=a+40|0;f[c>>2]=f[c>>2]|4;c=a+44|0;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;d=a+24|0;f[d>>2]=(f[d>>2]|0)+1;Hha(958,a,-1);return}function Ocb(a){a=a|0;var c=0,d=0,e=0;if(!(f[a+4>>2]|0))return;c=a+44|0;d=b[c>>0]|0;if(d&2)return;e=a+40|0;f[e>>2]=f[e>>2]|64;if(d&1)return;b[c>>0]=d|1;e=a+24|0;f[e>>2]=(f[e>>2]|0)+1;Hha(958,a,-1);return}function Pcb(a){a=a|0;a=a+44|0;b[a>>0]=b[a>>0]|4;return}function Qcb(a){a=a|0;var c=0,d=0,e=0,g=0;e=a+44|0;d=b[e>>0]|0;if(!(d&4))return;c=d&-5;b[e>>0]=c;if(!(d&8))return;g=a+40|0;f[g>>2]=f[g>>2]|128;if(!(d&1)){b[e>>0]=c|1;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;Hha(958,a,-1);c=b[e>>0]|0}b[e>>0]=c&-9;return}function Rcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+44|0;d=b[a>>0]|0;b[a>>0]=d&-2;if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d&-10|8;break}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Scb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0;i=a+4|0;if((c|0)==0|(f[i>>2]|0)==0)return;h=+Gha();d=a+8|0;if((c&34|0)!=0&(c&128|0)==0){g=+p[d>>3];if(g<h){g=1.0e3/(h-g);p[a+16>>3]=g;ih[f[(f[a>>2]|0)+132>>2]&15](a,g,h)}else e=5}else e=5;if((e|0)==5)ih[f[(f[a>>2]|0)+132>>2]&15](a,0.0,h);p[d>>3]=h;d=(c&1|0)!=0;if(d){e=a+44|0;b[e>>0]=b[e>>0]|2}if(c&2|0){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;if(d){d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}d=f[a+28>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|4;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(d){Rg[f[(f[a>>2]|0)+136>>2]&255](a,0)|0;d=a+40|0;f[d>>2]=f[d>>2]|2;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}if(c&4|0){c=a+44|0;b[c>>0]=b[c>>0]&-3;if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,1)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=b[c>>0]|0;if(d&1)return;b[c>>0]=d|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=b[c>>0]|0;if(e&1)return;b[c>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&8|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,2)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(c&16|0){if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,3)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}if(!(c&96)){if(!(c&256))return;lQa((f[i>>2]|0)+12|0);return}if(Rg[f[(f[a>>2]|0)+136>>2]&255](a,4)|0){d=a+40|0;f[d>>2]=f[d>>2]|32;d=a+44|0;e=b[d>>0]|0;if(e&1)return;b[d>>0]=e|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,-1);return}lQa((f[i>>2]|0)+24|0);d=f[a+32>>2]|0;d=(d|0)<1?-1:d;i=a+40|0;f[i>>2]=f[i>>2]|256;if((d|0)>0){i=a+36|0;f[i>>2]=(f[i>>2]|0)+1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(959,a,d);return}e=a+44|0;c=b[e>>0]|0;if(c&1)return;b[e>>0]=c|1;i=a+24|0;f[i>>2]=(f[i>>2]|0)+1;Hha(958,a,d);return}function Tcb(a,c){a=a|0;c=c|0;var d=0;do if(a){a=c+36|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if(!d){a=c+44|0;d=b[a>>0]|0;if(!(d&1))if(!(d&4)){a=c+40|0;d=f[a>>2]|0;f[a>>2]=0;Scb(c,d);break}else{b[a>>0]=d|8;break}}}while(0);a=c+24|0;d=(f[a>>2]|0)+-1|0;f[a>>2]=d;if((c|0)==0|(d|0)!=0)return;gh[f[(f[c>>2]|0)+4>>2]&2047](c);return}function Ucb(a){a=a|0;sOb(a);return}function Vcb(a){a=a|0;return f[a+144>>2]|0}function Wcb(a){a=a|0;return +(+p[a+120>>3])}function Xcb(a){a=a|0;return +(+p[a+128>>3])}function Ycb(a){a=a|0;return +(+p[a+104>>3])}function Zcb(a){a=a|0;return (b[a+156>>0]&1)!=0|0}function _cb(a,b){a=a|0;b=b|0;f[a+140>>2]=b;return}function $cb(a,b){a=a|0;b=b|0;f[a+144>>2]=(b|0)==0?1:b;return}function adb(a,c){a=a|0;c=+c;var d=0.0,e=0,g=0;e=a+120|0;d=+p[e>>3];c=c<0.0?0.0:c;p[e>>3]=c;e=c>0.0;g=a+44|0;b[g>>0]=b[g>>0]&-17|(e&1)<<4&255;if(!(e^d>0.0))return;gh[f[(f[a>>2]|0)+80>>2]&2047](a);return}function bdb(a,b){a=a|0;b=+b;p[a+128>>3]=b<1.0?1.0:b;return}function cdb(a,b){a=a|0;b=+b;hh[f[(f[a>>2]|0)+52>>2]&63](a,b);hh[f[(f[a>>2]|0)+56>>2]&63](a,b);return}function ddb(a,b){a=a|0;b=+b;p[a+104>>3]=b;return}function edb(a,c){a=a|0;c=c|0;a=a+156|0;b[a>>0]=b[a>>0]&-2|c&1;return}function fdb(a){a=a|0;var c=0,d=0;f[a+80>>2]=0;p[a+96>>3]=-1.0;c=f[a+144>>2]|0;d=f[a+136>>2]|0;f[a+148>>2]=c>>>0<d>>>0?d:c;f[a+152>>2]=0;a=a+156|0;b[a>>0]=b[a>>0]&-15;return}function gdb(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0;if(!(b>0.0)){g=a+112|0;p[g>>3]=b;g=a+88|0;p[g>>3]=c;return}g=a+80|0;d=f[g>>2]|0;do if(d>>>0>=4){e=d+-1|0;if(!e)d=0;else{d=0;do{h=d;d=d+1|0;p[a+48+(h<<3)>>3]=+p[a+48+(d<<3)>>3]}while((d|0)!=(e|0));d=f[g>>2]|0;if(!d){d=0;break}else d=d+-1|0}d=d>>>0<4?d:4;f[g>>2]=d}while(0);p[a+48+(d<<3)>>3]=b;f[g>>2]=(f[g>>2]|0)+1;h=a+112|0;p[h>>3]=b;h=a+88|0;p[h>>3]=c;return}function hdb(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;t=f[a+4>>2]|0;if(!t){t=0;u=v;return t|0}d=f[a+140>>2]|0;if(d|0){t=K8a(t,c,d,0)|0;u=v;return t|0}d=a+120|0;e=+p[d>>3];if(e<=0.0){t=K8a(t,c,0,0)|0;u=v;return t|0}q=a+128|0;n=+p[q>>3];h=+p[(e<n?d:q)>>3];n=+p[(n<e?d:q)>>3];q=a+148|0;r=f[q>>2]|0;a:do switch(c<<24>>24){case 0:case 3:case 2:case 1:{j=a+156|0;o=b[j>>0]|0;k=o&-5;b[j>>0]=k;h=+p[a+112>>3];if(h>0.0){l=a+96|0;e=+p[l>>3];if(e<0.0){m=+p[a+88>>3];p[l>>3]=m}else m=e;d=f[a+80>>2]|0;if(!(o&8)){if((d|0)==4){d=4;i=13}}else if(!d){e=0.0;i=16}else i=13;if((i|0)==13){i=a+48+(d<<3)|0;e=0.0;g=a+48|0;do{e=e+ +p[g>>3];g=g+8|0}while((g|0)!=(i|0));e=e/+(d>>>0);i=16}if((i|0)==16)if(e<n){b[j>>0]=k|2;p[l>>3]=+p[a+88>>3];d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}b[j>>0]=o&-13;if(h>n){if(o&2){e=+p[a+104>>3];if(!(e>0.0)){d=r;break a}if((o&1)==0?1:!(+p[a+88>>3]-m>=e)){d=r;break a}}if((f[a+152>>2]|0)>>>0>~~(+(r>>>0)*.95)>>>0>>>0){d=r<<1;i=30}else d=r}else d=r}else d=r;break}case 4:{e=+p[a+112>>3];if(e>0.0){d=a+156|0;g=b[d>>0]|0;b[d>>0]=g|8;p[a+96>>3]=-1.0;if(e>h){if((f[a+152>>2]|0)>>>0<=~~(+(r>>>0)*.95)>>>0>>>0){d=r;break a}d=g&4?r+128|0:r<<1;i=30;break a}else{if(!(e<h)){d=r;break a}b[d>>0]=g|14;d=~~(+(r>>>0)*.7)>>>0;i=f[a+144>>2]|0;d=i>>>0>d>>>0?i:d;i=30;break a}}else d=r;break}default:d=r}while(0);if((i|0)==30){f[q>>2]=d;if((d|0)!=(r|0))f[a+80>>2]=0};f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;t=K8a(t,c,d,s)|0;f[a+152>>2]=f[s+8>>2];u=v;return t|0}function idb(a,c,d,e,g,h){a=a|0;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[a+28>>2]=h;f[a+32>>2]=500;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;b[i>>0]=b[i>>0]&-32|16;f[a>>2]=40288;p[a+88>>3]=0.0;p[a+104>>3]=5.0e3;p[a+112>>3]=0.0;p[a+120>>3]=c<1.0?1.0:c;p[a+128>>3]=d<1.0?1.0:d;f[a+136>>2]=g;f[a+140>>2]=0;i=(e|0)==0?1:e;f[a+144>>2]=i;h=a+156|0;e=b[h>>0]|0;f[a+80>>2]=0;p[a+96>>3]=-1.0;f[a+148>>2]=i>>>0<g>>>0?g:i;f[a+152>>2]=0;b[h>>0]=e&-16|1;return}function jdb(a,c){a=a|0;c=c|0;var d=0,e=0;f[a>>2]=c;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;c=Bpb()|0;p[a+16>>3]=c?3.874301910400391e-06:1.1920928955078125e-07;c=a+72|0;d=a+24|0;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[c>>2]=-1;b[a+76>>0]=0;e=a+77|0;d=h[e>>0]|h[e+1>>0]<<8;c=a+80|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[a+96>>2]=-1;f[a+100>>2]=-1;f[a+104>>2]=-1;f[a+108>>2]=0;a=d&-4032|15;b[e>>0]=a;b[e+1>>0]=a>>8;return}function kdb(a){a=a|0;var c=0;a=a+77|0;c=(h[a>>0]|h[a+1>>0]<<8)&-3969;b[a>>0]=c;b[a+1>>0]=c>>8;return}function ldb(a){a=a|0;f[a+80>>2]=0;f[a+84>>2]=0;return}function mdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((e&1|0)==(c&1|0))return;e=e&-2|c&1;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;ndb(a);return}function ndb(a){a=a|0;var b=0,c=0;f[a+48>>2]=0;c=a+52|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+64>>2]=0;c=a+68|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+24>>2]=0;c=a+28|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function odb(a){a=a|0;var b=0,c=0;f[a+56>>2]=0;c=a+60|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;c=a+44|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function pdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>1&1|0))return;e=e&-3|(c&1)<<1&65535;b[d>>0]=e;b[d+1>>0]=e>>8;if(c)return;f[a+56>>2]=0;e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+40>>2]=0;a=a+44|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function qdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>2&1|0))return;e=e&-5|(c&1)<<2&65535;b[d>>0]=e;b[d+1>>0]=e>>8;f[a+64>>2]=0;e=a+68|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+24>>2]=0;e=a+28|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+32>>2]=0;a=a+36|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function rdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>3&1|0))return;e=e&-9|(c&1)<<3&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function sdb(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+77|0;e=h[d>>0]|h[d+1>>0]<<8;if((c&1|0)==((e&65535)>>>6&1|0))return;e=e&-65|(c&1)<<6&65535;b[d>>0]=e;b[d+1>>0]=e>>8;ndb(a);return}function tdb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+64|0;d=o+48|0;e=o+44|0;g=o+24|0;m=o+8|0;i=o;f[d>>2]=f[64745];f[e>>2]=f[64746];Lwb(g);n=a+77|0;Nwb(g,(((h[n>>0]|h[n+1>>0]<<8)&65535)>>>6&1|9728)&65535,0);k=f[64758]|0;l=f[64759]|0;f[m>>2]=d;f[m+4>>2]=e;f[m+8>>2]=g;f[m+12>>2]=a;if(!((h[n>>0]|h[n+1>>0]<<8)&4))j=9;else if(dvb()|0){g=a+24|0;udb(m,g,a+48|0,a+64|0);Cub(i,f[g>>2]|0,1,1);g=a+32|0;p=f[i>>2]|0;d=i+4|0;q=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=p;p=a+36|0;e=f[p>>2]|0;f[p>>2]=q;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}q=f[g>>2]|0;f[i>>2]=0;d=i+4|0;f[d>>2]=0;Hub(q,1,i);d=f[d>>2]|0;if(d|0)iOb(d)}else j=9;if((j|0)==9){d=a+24|0;udb(m,d,a+48|0,0);d=f[d>>2]|0;e=f[a+28>>2]|0;if(e|0)gOb(e);f[a+32>>2]=d;q=a+36|0;d=f[q>>2]|0;f[q>>2]=e;if(d|0)iOb(d)}if((h[n>>0]|h[n+1>>0]<<8)&2)if(b[c+500>>0]|0)if(Z8a(f[a>>2]|0)|0)udb(m,a+40|0,a+56|0,0);if((k|0)==(l|0)){dwb(258928,k)|0;u=o;return}else{ewb(258928,k)|0;fwb(258928,l)|0;u=o;return}}function udb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=f[a+12>>2]|0;e=f[b>>2]|0;if(e|0)if(f[e>>2]|0){e=f[c>>2]|0;if(e|0)if(f[e+8>>2]|0)if((f[e+16>>2]|0)==(f[f[a>>2]>>2]|0))if((f[e+20>>2]|0)==(f[f[a+4>>2]>>2]|0)){u=m;return}}xub(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[b>>2]=j;j=b+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[b>>2]|0;if(!e)e=0;else e=f[e>>2]|0;dwb(258928,e)|0;Twb(k);j=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[c>>2]=j;j=c+4|0;g=f[j>>2]|0;f[j>>2]=i;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}i=a+4|0;j=a+8|0;axb(f[c>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,0,c,3553,0);if(d|0){Twb(k);e=f[k>>2]|0;g=k+4|0;c=f[g>>2]|0;f[k>>2]=0;f[g>>2]=0;f[d>>2]=e;k=d+4|0;e=f[k>>2]|0;f[k>>2]=c;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}axb(f[d>>2]|0,6408,f[f[a>>2]>>2]|0,f[f[i>>2]>>2]|0,f[j>>2]|0);Gub(f[b>>2]|0,1,d,3553,0)}l=l+77|0;if((h[l>>0]|h[l+1>>0]<<8)&8)Jub(f[b>>2]|0,0,1,1)|0;Vd(17664);u=m;return}function vdb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0,i=0.0,j=0.0;h=u;u=u+48|0;e=h;a=f[a>>2]|0;g=+p[a+304>>3];switch(b[a+312>>0]|0){case 5:{if(CEa(f[a+64>>2]|0,e)|0){j=+p[e+24>>3]-+p[e>>3];i=+p[e+32>>3]-+p[e+8>>3];d=+p[e+40>>3]-+p[e+16>>3];d=j*j+(i*i+d*d)}else{j=+p[c+208>>3];d=+p[c+216>>3];d=j*j+d*d}j=g*+L(+d);u=h;return +j}case 4:{j=g*+(f[64746]|0);u=h;return +j}case 1:{Kha(e);j=g*(+(f[e+4>>2]|0)/+p[e+16>>3]);u=h;return +j}case 3:{j=g*+(f[64745]|0);u=h;return +j}default:{j=g;u=h;return +j}}return 0.0}function wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;D=G;k=b+4|0;i=f[k>>2]|0;h=f[b>>2]|0;F=i-h>>2;e=F*12|0;F=F*48|0;E=a+4|0;g=f[E>>2]|0;a=(f[a+8>>2]|0)-g>>2;if(e>>>0>a>>>0){Sqa(E,e-a|0);j=b;C=E;e=f[E>>2]|0;a=f[b>>2]|0;i=f[k>>2]|0}else{j=b;C=E;e=g;a=h}if((a|0)!=(i|0))while(1){g=f[a>>2]|0;b=f[g+96>>2]|0;z=e;A=b;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));n[e+12>>2]=+n[b+48>>2]+ +n[g+156>>2];n[e+28>>2]=+n[b+52>>2]+ +n[g+160>>2];n[e+44>>2]=+n[b+56>>2]+ +n[g+164>>2];a=a+4|0;if((a|0)==(i|0))break;else e=e+48|0}a=f[j>>2]|0;g=f[a>>2]|0;e=f[g+196>>2]|0;a:do if(e&33554456|0){h=f[k>>2]|0;if((a|0)!=(h|0)){i=D+4|0;j=D+8|0;k=D+12|0;l=D+16|0;m=D+20|0;o=D+24|0;p=D+28|0;q=D+32|0;r=D+36|0;s=D+40|0;t=D+44|0;v=D+48|0;w=D+52|0;x=D+56|0;y=D+60|0;b=f[C>>2]|0;while(1){C=f[g+96>>2]|0;f[D>>2]=f[C>>2];f[i>>2]=f[C+4>>2];f[j>>2]=f[C+8>>2];f[k>>2]=f[C+12>>2];f[l>>2]=f[C+16>>2];f[m>>2]=f[C+20>>2];f[o>>2]=f[C+24>>2];f[p>>2]=f[C+28>>2];f[q>>2]=f[C+32>>2];f[r>>2]=f[C+36>>2];f[s>>2]=f[C+40>>2];f[t>>2]=f[C+44>>2];f[v>>2]=f[C+48>>2];f[w>>2]=f[C+52>>2];f[x>>2]=f[C+56>>2];f[y>>2]=f[C+60>>2];if(e&8){PAa(d,D);e=f[g+196>>2]|0}if(e&16|0)NAa(d,D,f[64745]|0,f[64746]|0);z=b;A=D;B=z+48|0;do{f[z>>2]=f[A>>2];z=z+4|0;A=A+4|0}while((z|0)<(B|0));f[b+12>>2]=f[v>>2];f[b+28>>2]=f[w>>2];f[b+44>>2]=f[x>>2];a=a+4|0;if((a|0)==(h|0))break a;g=f[a>>2]|0;b=b+48|0;e=f[g+196>>2]|0}}}while(0);e=f[c>>2]|0;if(!e){iub(D,34962);a=f[D>>2]|0;e=D+4|0;d=f[e>>2]|0;f[D>>2]=0;f[e>>2]=0;f[c>>2]=a;D=c+4|0;a=f[D>>2]|0;f[D>>2]=d;if(a|0){iOb(a);a=f[e>>2]|0;if(a|0)iOb(a)}e=f[c>>2]|0}a=f[E>>2]|0;if((f[e+8>>2]|0)>>>0<F>>>0){nub(e,F,a,35048);u=G;return}else{oub(e,0,F,a);u=G;return}}function xdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0;x=u;u=u+64|0;t=x+32|0;v=x;j=f[(f[a>>2]|0)+64>>2]|0;s=d+384|0;f[s>>2]=0;j=YRa(j)|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a=f[s>>2]|0;if(!((e|0)==(j|0)|a>>>0>5)){k=t+8|0;l=t+16|0;m=t+24|0;o=v+8|0;q=v+16|0;r=v+24|0;do{h=f[e>>2]|0;g=f[e+4>>2]|0;if((h|0)!=(g|0)){a=g-h>>5;i=a>>>0<4;a=i?a:4;if(!a){a=0;w=6}else{g=0;while(1){p[t>>3]=+p[h+(g<<5)>>3];p[k>>3]=+p[h+(g<<5)+8>>3];p[l>>3]=+p[h+(g<<5)+16>>3];p[m>>3]=+p[h+(g<<5)+24>>3];Zib(v,t,b,c);A=+p[o>>3];z=+p[q>>3];y=+p[r>>3];n[d>>2]=+p[v>>3];n[d+4>>2]=A;n[d+8>>2]=z;n[d+12>>2]=y;d=d+16|0;g=g+1|0;if(g>>>0>=a>>>0)break;h=f[e>>2]|0}if(i)w=6}if((w|0)==6){w=0;i=X(a,-4)|0;dQb(d|0,0,64-(a<<4)|0)|0;d=d+64+(i<<2)|0}a=(f[s>>2]|0)+1|0;f[s>>2]=a}e=e+12|0}while(!((e|0)==(j|0)|a>>>0>5))}if(a>>>0>=6){u=x;return}dQb(d|0,0,384-(a<<6)|0)|0;u=x;return}function ydb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+144|0;i=l;j=l+128|0;k=EAa(b)|0;LAa(k,i);h=b+80|0;g=R9a(f[a>>2]|0)|0;g=g>>>0<4?g:4;d=c+48|0;f[d>>2]=g;if(!g){u=l;return}e=j+4|0;g=j+8|0;b=0;do{jeb(j,S9a(f[a>>2]|0,b)|0,k,i,h);n=c+(b*12|0)|0;m=f[j>>2]|0;f[j>>2]=f[n>>2];f[n>>2]=m;n=f[e>>2]|0;m=c+(b*12|0)+4|0;f[e>>2]=f[m>>2];f[m>>2]=n;f[c+(b*12|0)+8>>2]=f[g>>2];b=b+1|0}while(b>>>0<(f[d>>2]|0)>>>0);u=l;return}function zdb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;e=f[a+40>>2]|0;if(!e)e=0;else e=f[e>>2]|0;s=(f[64758]|0)==(e|0)?a+84|0:a+80|0;if((f[s>>2]|0)==(c|0)){c=f[a+108>>2]|0;uwb(258928,514,c|f[64788],c)|0;c=0;return c|0}t=f[64793]|0;u=f[64794]|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,519,255,0)|0;B=f[64795]|0;C=f[64796]|0;D=f[64797]|0;E=f[64798]|0;F=f[64799]|0;G=f[64800]|0;H=f[64770]|0;I=b[259206]|0;Hwb(258928,0)|0;J=b[259205]|0;Gwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=b[259048]|0;M=b[259049]|0;N=b[259050]|0;O=b[259051]|0;jwb(258928,0,0,0,0)|0;P=f[64756]|0;bwb(258928,f[f[a+88>>2]>>2]|0)|0;r=a+96|0;Q=f[r>>2]|0;re(Q|0);R=f[64754]|0;q=a+100|0;nf(f[q>>2]|0,1,0,d|0);e=c+24|0;k=c+28|0;a:do if((f[e>>2]|0)==(f[k>>2]|0)){xwb(258928,64)|0;nwb(258928,255)|0;Vd(1024);n=64;e=0;g=2;l=a+104|0}else{xwb(258928,192)|0;nwb(258928,0)|0;Vd(1024);xwb(258928,64)|0;Awb(258928,7680,7681,7681)|0;l=f[e>>2]|0;j=l+20|0;if(!(f[j>>2]|0)){Mpb(l);if(!(f[j>>2]|0)){e=0;g=2;i=a+104|0}else h=9}else h=9;if((h|0)==9){e=l+33|0;g=f[q>>2]|0;if(!(b[e>>0]|0))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[e>>0]|0;e=f[l+12>>2]|0;i=a+104|0;h=f[i>>2]|0;if(!e)nf(h|0,1,0,40428);else nf(h|0,1,0,e|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[j>>2]|0))Mpb(l);le(4,0,f[l+28>>2]|0);e=1}p=f[k>>2]|0;n=64;o=128;j=1;h=l;while(1){while(1){l=h+36|0;if((l|0)==(p|0)){l=i;break a}m=h+56|0;if(f[m>>2]|0)break;Mpb(l);if(!(f[m>>2]|0))h=l;else break}xwb(258928,o)|0;if(!j)Vd(1024);j=h+69|0;k=b[j>>0]|0;if(k<<24>>24!=g<<24>>24){g=f[q>>2]|0;if(!(k<<24>>24))nf(g|0,1,0,d|0);else nf(g|0,1,0,40428);g=b[j>>0]|0}j=f[h+48>>2]|0;k=f[i>>2]|0;if(!j)nf(k|0,1,0,40428);else nf(k|0,1,0,j|0);uwb(258928,514,255,n)|0;Yvb(258928,f[f[m>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[m>>2]|0))Mpb(l);le(4,0,f[h+64>>2]|0);m=o;j=0;e=e+1|0;h=l;o=n;n=m}}while(0);k=c+68|0;do if((f[c>>2]|0)!=(f[c+4>>2]|0)){if(g<<24>>24)nf(f[q>>2]|0,1,0,d|0);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+44|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+60>>2]|0);e=e+1|0;g=0;break}g=f[c>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0)){g=0;break}g=f[c>>2]|0}h=f[g+12>>2]|0;i=f[l>>2]|0;if(!h)nf(i|0,1,0,40428);else nf(i|0,1,0,h|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0;g=0}while(0);h=c+12|0;do if((f[h>>2]|0)!=(f[c+16>>2]|0)){if(g<<24>>24!=1)nf(f[q>>2]|0,1,0,40428);xwb(258928,n)|0;uwb(258928,519,255,0)|0;Awb(258928,7680,0,0)|0;if(b[k>>0]&1)hqb(c);g=c+52|0;if(f[g>>2]|0){nf(f[l>>2]|0,1,0,40428);Yvb(258928,f[f[g>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(b[k>>0]&1)hqb(c);le(4,0,f[c+64>>2]|0);e=e+1|0;break}g=f[h>>2]|0;j=g+20|0;if(!(f[j>>2]|0)){Mpb(g);if(!(f[j>>2]|0))break;g=f[h>>2]|0}i=f[g+12>>2]|0;h=f[l>>2]|0;if(!i)nf(h|0,1,0,40428);else nf(h|0,1,0,i|0);Yvb(258928,f[f[j>>2]>>2]|0)|0;sf(f[r>>2]|0,3,5126,0,0,0);if(!(f[g+20>>2]|0))Mpb(g);le(4,0,f[g+28>>2]|0);e=e+1|0}while(0);Yvb(258928,R)|0;ke(Q|0);bwb(258928,P)|0;jwb(258928,L<<24>>24!=0,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0)|0;kwb(258928,K<<24>>24!=0)|0;Gwb(258928,J<<24>>24!=0)|0;Hwb(258928,I<<24>>24!=0)|0;nwb(258928,H)|0;if((B|0)==(E|0)&(C|0)==(F|0)&(D|0)==(G|0))Awb(258928,B,C,D)|0;else{Bwb(258928,B,C,D)|0;Cwb(258928,E,F,G)|0}if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((t|0)==(u|0))xwb(258928,t)|0;else{ywb(258928,t)|0;zwb(258928,u)|0}uwb(258928,514,f[64788]|n,n)|0;f[s>>2]=c;f[a+108>>2]=n;c=e;return c|0}function Adb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=1.0-+p[a+16>>3];n[b>>2]=+p[(f[a>>2]|0)+112>>3]*d;n[c>>2]=+p[(f[a>>2]|0)+120>>3]*d;return}function Bdb(a,c,d,e,g,i,k,l,m,o,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;k=+k;l=+l;m=m|0;o=o|0;q=q|0;var r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;D=0;E=u;u=u+14848|0;b[(E+13706|0)>>0]=c;n[(E+13680|0)>>2]=k;n[(E+13676|0)>>2]=l;f[(E+13672|0)>>2]=m;if(!(f[(a+88|0)>>2]|0)){f[(E+256|0)>>2]=40500;f[(E+256|0)+4>>2]=162;f[((E+256|0)+16|0)>>2]=E+256|0;Evb(E+13688|0,198014,198053,E+256|0,1);c=f[(E+13688|0)>>2]|0;C=f[((E+13688|0)+4|0)>>2]|0;f[(E+13688|0)>>2]=0;f[((E+13688|0)+4|0)>>2]=0;f[(a+88|0)>>2]=c;c=f[(a+92|0)>>2]|0;f[(a+92|0)>>2]=C;if(c|0){iOb(c);c=f[((E+13688|0)+4|0)>>2]|0;if(c|0)iOb(c)}c=f[((E+256|0)+16|0)>>2]|0;if((E+256|0|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);C=Jvb(f[(a+88|0)>>2]|0,240539)|0;f[a+96>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,240548)|0;f[a+100>>2]=C;C=Kvb(f[(a+88|0)>>2]|0,198092)|0;f[a+104>>2]=C}r=f[64758]|0;s=f[64759]|0;t=f[64743]|0;v=f[64744]|0;w=f[64745]|0;x=f[64746]|0;k=+n[64765];l=+n[64766];y=+n[64767];z=+n[64768];A=f[64793]|0;B=f[64794]|0;xwb(258928,255)|0;C=f[64770]|0;nwb(258928,0)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1){tdb(a,e);m=f[a+48>>2]|0;Tvb(258928,0,0,f[m+16>>2]|0,f[m+20>>2]|0)|0}if((b[(E+13706|0)>>0]|0)==1)mwb(258928,0.0,0.0,0.0,1.0)|0;else mwb(258928,0.0,0.0,0.0,0.0)|0;do if((d&255)<2){d=h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8;b[(a+77|0)>>0]=d&-3969;b[(a+77|0)+1>>0]=(d&-3969)>>8;if(d&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(17664);c=f[a+40>>2]|0;if(c|0){dwb(258928,f[c>>2]|0)|0;Vd(17664)}f[a+80>>2]=0;f[a+84>>2]=0}else if(d<<24>>24==2){c=f[64793]|0;m=f[64794]|0;xwb(258928,15)|0;if((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&1)dwb(258928,f[f[a+24>>2]>>2]|0)|0;Vd(1024);d=f[a+40>>2]|0;if(d|0){dwb(258928,f[d>>2]|0)|0;Vd(1024)}d=(h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&-129;b[(a+77|0)>>0]=d;b[(a+77|0)+1>>0]=d>>8;if((c|0)==(m|0)){xwb(258928,c)|0;break}else{ywb(258928,c)|0;zwb(258928,m)|0;break}}while(0);if(f[e>>2]|0){if((f[(a+72|0)>>2]|0)!=(o|0)){f[(a+72|0)>>2]=o;b[(a+76|0)>>0]=1-(h[(a+76|0)>>0]|0)}f[(E+13688|0)>>2]=0;f[(E+256|0)>>2]=0;f[(E+13668|0)>>2]=0;f[(E+13664|0)>>2]=0;o=EAa(g)|0;J=+p[o>>3];p[(E+128|0)>>3]=J;F=+p[o+8>>3];p[((E+128|0)+8|0)>>3]=F;L=+p[o+16>>3];p[((E+128|0)+16|0)>>3]=L;p[(E+128|0)+24>>3]=+p[o+24>>3];G=+p[o+32>>3];p[((E+128|0)+32|0)>>3]=G;I=+p[o+40>>3];p[((E+128|0)+40|0)>>3]=I;K=+p[o+48>>3];p[((E+128|0)+48|0)>>3]=K;p[(E+128|0)+56>>3]=+p[o+56>>3];N=+p[o+64>>3];p[((E+128|0)+64|0)>>3]=N;M=+p[o+72>>3];p[((E+128|0)+72|0)>>3]=M;O=+p[o+80>>3];p[((E+128|0)+80|0)>>3]=O;p[(E+128|0)+88>>3]=+p[o+88>>3];p[(E+128|0)+96>>3]=+p[o+96>>3];p[(E+128|0)+104>>3]=+p[o+104>>3];p[(E+128|0)+112>>3]=+p[o+112>>3];p[(E+128|0)+120>>3]=+p[o+120>>3];H=1.0/(J*(I*O-K*M)+(L*(G*M-I*N)+F*(K*N-G*O)));p[(E+56|0)>>3]=(I*O-K*M)*H;p[(E+56|0)+8>>3]=(K*N-G*O)*H;p[(E+56|0)+16>>3]=(G*M-I*N)*H;p[(E+56|0)+24>>3]=(L*M-F*O)*H;p[(E+56|0)+32>>3]=(J*O-L*N)*H;p[(E+56|0)+40>>3]=(F*N-J*M)*H;p[(E+56|0)+48>>3]=(F*K-L*I)*H;p[(E+56|0)+56>>3]=(L*G-J*K)*H;p[(E+56|0)+64>>3]=(J*I-F*G)*H;o=FAa(g)|0;f[(E+13600|0)>>2]=f[o>>2];f[(E+13600|0)+4>>2]=f[o+4>>2];f[(E+13600|0)+8>>2]=f[o+8>>2];f[(E+13600|0)+12>>2]=f[o+12>>2];f[(E+13600|0)+16>>2]=f[o+16>>2];f[(E+13600|0)+20>>2]=f[o+20>>2];f[(E+13600|0)+24>>2]=f[o+24>>2];f[(E+13600|0)+28>>2]=f[o+28>>2];f[(E+13600|0)+32>>2]=f[o+32>>2];f[(E+13600|0)+36>>2]=f[o+36>>2];f[(E+13600|0)+40>>2]=f[o+40>>2];f[(E+13600|0)+44>>2]=f[o+44>>2];f[(E+13600|0)+48>>2]=f[o+48>>2];f[(E+13600|0)+52>>2]=f[o+52>>2];f[(E+13600|0)+56>>2]=f[o+56>>2];f[(E+13600|0)+60>>2]=f[o+60>>2];o=HAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13536|0)>>2]=+p[o>>3];n[(E+13536|0)+4>>2]=+p[o+8>>3];n[(E+13536|0)+8>>2]=+p[o+16>>3];n[(E+13536|0)+12>>2]=+p[o+24>>3];n[(E+13536|0)+16>>2]=+p[o+32>>3];n[(E+13536|0)+20>>2]=+p[o+40>>3];n[(E+13536|0)+24>>2]=+p[o+48>>3];n[(E+13536|0)+28>>2]=+p[o+56>>3];n[(E+13536|0)+32>>2]=+p[o+64>>3];n[(E+13536|0)+36>>2]=+p[o+72>>3];n[(E+13536|0)+40>>2]=+p[o+80>>3];n[(E+13536|0)+44>>2]=+p[o+88>>3];n[(E+13536|0)+48>>2]=+p[o+96>>3];n[(E+13536|0)+52>>2]=+p[o+104>>3];n[(E+13536|0)+56>>2]=+p[o+112>>3];n[(E+13536|0)+60>>2]=+p[o+120>>3];o=JAa(g,f[64745]|0,f[64746]|0)|0;n[(E+13472|0)>>2]=+p[o>>3];n[(E+13472|0)+4>>2]=+p[o+8>>3];n[(E+13472|0)+8>>2]=+p[o+16>>3];n[(E+13472|0)+12>>2]=+p[o+24>>3];n[(E+13472|0)+16>>2]=+p[o+32>>3];n[(E+13472|0)+20>>2]=+p[o+40>>3];n[(E+13472|0)+24>>2]=+p[o+48>>3];n[(E+13472|0)+28>>2]=+p[o+56>>3];n[(E+13472|0)+32>>2]=+p[o+64>>3];n[(E+13472|0)+36>>2]=+p[o+72>>3];n[(E+13472|0)+40>>2]=+p[o+80>>3];n[(E+13472|0)+44>>2]=+p[o+88>>3];n[(E+13472|0)+48>>2]=+p[o+96>>3];n[(E+13472|0)+52>>2]=+p[o+104>>3];n[(E+13472|0)+56>>2]=+p[o+112>>3];n[(E+13472|0)+60>>2]=+p[o+120>>3];o=f[a>>2]|0;H=+p[a+16>>3];G=+p[o+112>>3]*(1.0-H);n[(E+13468|0)>>2]=H+G;F=(1.0-H)*+p[o+120>>3];n[(E+13464|0)>>2]=H+F;n[(E+13460|0)>>2]=G;n[(E+13456|0)>>2]=F;F=+vdb(a,g);n[(E+13452|0)>>2]=F;o=f[a>>2]|0;b[(E+13705|0)>>0]=b[o+226>>0]|0;f[(E+1152|0)>>2]=g;f[(E+1152|0)+12292>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[((E+1152|0)+12296|0)>>0]=b[((E+1152|0)+12296|0)>>0]&-2|o;o=f[a>>2]|0;f[(E+1144|0)>>2]=(j[(o+230|0)>>1]|j[(o+230|0)+2>>1]<<16)<<6&8192^8192;o=(G9a(o)|0)&1;b[(E+1144|0)+4>>0]=o;f[(E+756|0)+384>>2]=0;f[(E+704|0)+48>>2]=0;if(!((h[(a+77|0)>>0]|h[(a+77|0)+1>>0]<<8)&32))xdb(a,E+128|0,E+56|0,E+756|0);ydb(a,g,E+704|0);if(+p[i>>3]==0.0)if(+p[i+8>>3]==0.0)if(+p[i+16>>3]==0.0){f[(E+688|0)>>2]=0;f[(E+688|0)+4>>2]=0;f[(E+688|0)+8>>2]=0;f[(E+688|0)+12>>2]=0}else D=37;else D=37;else D=37;f[E+13728>>2]=a;f[E+13752>>2]=e;f[E+13760>>2]=g;f[E+13768>>2]=i;f[E+13808>>2]=q;f[E+14736>>2]=D;f[E+14744>>2]=0;f[E+14748>>2]=0;dgb(E)}nwb(258928,C)|0;if((A|0)==(B|0))xwb(258928,A)|0;else{ywb(258928,A)|0;zwb(258928,B)|0}mwb(258928,k,l,y,z)|0;Tvb(258928,t,v,w,x)|0;if((r|0)==(s|0)){dwb(258928,r)|0;u=E;return}else{ewb(258928,r)|0;fwb(258928,s)|0;u=E;return}}function Cdb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,E=0,F=0,I=0,J=0,K=0.0;I=0;J=u;u=u+1776|0;F=f[a+8>>2]|0;z=+n[64781];A=+n[64782];B=b[259208]|0;do{j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){if(!(b[f[a>>2]>>0]|0))if(!(b[f[(a+4|0)>>2]>>0]|0)){g=0;i=0;break}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;r=f[a+12>>2]|0;v=f[a+16>>2]|0;w=f[(a+20|0)>>2]|0;g=f[a+24>>2]|0;i=f[a+28>>2]|0;y=f[f[a+32>>2]>>2]|0;x=f[f[a+36>>2]>>2]|0;f[(J+104|0)>>2]=f[F>>2];f[(J+104|0)+4>>2]=r;f[(J+104|0)+8>>2]=v;f[(J+104|0)+12>>2]=w;f[(J+104|0)+16>>2]=g;f[(J+104|0)+20>>2]=i;f[(J+104|0)+24>>2]=y;f[(J+104|0)+28>>2]=x;f[(J+104|0)+32>>2]=0;x=(b[f[a>>2]>>0]|0)==0;y=(b[f[(a+4|0)>>2]>>0]|0)!=0;i=f[c+8>>2]|0;f[(J+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(J+64|0)>>2]=f[(j+152|0)>>2];f[(J+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(J+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(J+64|0)+12>>2]=f[(j+152|0)+12>>2];i=eIa(j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0)|0;g=f[i>>2]|0;f[(J+48|0)>>2]=g;i=f[i+4>>2]|0;f[((J+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(J+48|0)>>2]|0}if(!g){lIa(J,j,f[f[(a+44|0)>>2]>>2]|0,b[f[(a+48|0)>>2]>>0]|0,0,f[(a+52|0)>>2]|0,f[(a+56|0)>>2]|0,b[f[(a+60|0)>>2]>>0]|0,x&y,(f[(f[(a+20|0)>>2]|0)+384>>2]|0)!=0,f[(a+64|0)>>2]|0);g=f[J>>2]|0;w=f[(J+4|0)>>2]|0;f[J>>2]=0;f[(J+4|0)>>2]=0;f[(J+48|0)>>2]=g;i=f[((J+48|0)+4|0)>>2]|0;f[((J+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(J+4|0)>>2]|0;if(g|0)iOb(g);g=f[(J+48|0)>>2]|0}if(!g){t=k;s=r}else{C=g;I=17}}else{C=g;I=17}if((I|0)==17){I=0;g=f[C+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Pdb(J+104|0,J+48|0,j);w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;o=f[g>>2]|0;m=f[(f[v>>2]|0)+52>>2]|0;Gwb(258928,(y^(x^1))&(m&4|0)==0)|0;if(m&3|0){l=x&y^(b[f[(a+68|0)>>2]>>0]|0)!=0;i=f[o+96>>2]|0;g=b[(i+120|0)>>0]|0;if(g&8){BIa(i);g=b[(i+120|0)>>0]|0}lwb(258928,(m&1|0)!=0^(l^(g&1)!=0)?2304:2305)|0}t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+72|0)>>2]>>2],+n[f[(a+76|0)>>2]>>2])|0;else{K=+p[(F+16|0)>>3];rwb(258928,K+(1.0-K)*+n[o+144>>2],K+(1.0-K)*+n[o+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else j=(zdb(F,f[o+108>>2]|0,f[(a+80|0)>>2]|0)|0)+j|0;g=f[t>>2]|0;if(g&134217856){g=h[(F+77|0)>>0]|h[(F+77|0)+1>>0]<<8|128;b[(F+77|0)>>0]=g;b[(F+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+84|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[J>>2]=g;f[(J+4|0)>>2]=f[g+52>>2]&56;f[(J+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[J>>2]=g;g=f[g+52>>2]|0;f[(J+4|0)>>2]=g&56;f[(J+44|0)>>2]=0;if(s)break;else{E=g;I=42;break}}else{f[J>>2]=g;E=f[g+52>>2]|0;f[(J+4|0)>>2]=E&56;f[(J+44|0)>>2]=0;I=42}while(0);if((I|0)==42){I=0;f[(J+4|0)>>2]=E&24}Hdb(f[(a+88|0)>>2]|0,J+48|0,v,56,J+64|0,f[(a+20|0)>>2]|0);Idb(J,J+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(4,f[v+8>>2]|0,i|0);else oe(4,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(4,f[v+8>>2]|0,g|0);else oe(4,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(J+44|0)>>2]|0;if(i|0){g=J+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(J+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((J+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(J+100|0,c,f[f[(a+40|0)>>2]>>2]|0);g=f[(J+100|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}}while(0);f[J+192>>2]=a;f[J+208>>2]=d;f[J+216>>2]=e;f[J+408>>2]=g;f[J+432>>2]=i;n[J+576>>2]=z;n[J+584>>2]=A;f[J+616>>2]=B;f[J+1560>>2]=F;f[J+1624>>2]=I;f[J+1696>>2]=0;f[J+1700>>2]=0;egb(J);G=f[J+1696>>2]|0;D=f[J+1700>>2]|0;H=+n[J+1700>>2];f[J+1696>>2]=0;f[J+1700>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Ddb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0.0;L=0;M=u;u=u+1888|0;K=f[a+4>>2]|0;z=f[64778]|0;B=b[259052]|0;C=b[259048]|0;E=b[259049]|0;F=b[259050]|0;I=b[259051]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[a>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}j=f[a+8>>2]|0;q=f[a+12>>2]|0;r=f[(a+16|0)>>2]|0;s=f[a+20>>2]|0;w=f[a+24>>2]|0;g=f[f[a+28>>2]>>2]|0;i=f[f[a+32>>2]>>2]|0;f[(M+104|0)>>2]=f[K>>2];f[(M+104|0)+4>>2]=j;f[(M+104|0)+8>>2]=q;f[(M+104|0)+12>>2]=r;f[(M+104|0)+16>>2]=s;f[(M+104|0)+20>>2]=w;f[(M+104|0)+24>>2]=g;f[(M+104|0)+28>>2]=i;f[((M+104|0)+32|0)>>2]=0;i=f[c+8>>2]|0;f[(M+100|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){s=0;k=0;g=i;while(1){r=g+12|0;q=g+16|0;i=1;if(i){i=0;if((f[r>>2]|0)==(f[q>>2]|0)){m=k;o=s}else i=1}if(i)if(1){l=f[g+8>>2]|0;f[(M+64|0)>>2]=f[(l+152|0)>>2];f[(M+64|0)+4>>2]=f[(l+152|0)+4>>2];f[(M+64|0)+8>>2]=f[(l+152|0)+8>>2];f[(M+64|0)+12>>2]=f[(l+152|0)+12>>2];i=fIa(l,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(M+48|0)>>2]=g;i=f[i+4>>2]|0;f[((M+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(M+48|0)>>2]|0}if(!g){mIa(M,l,f[f[(a+40|0)>>2]>>2]|0,0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+44|0)>>2]|0);g=f[M>>2]|0;w=f[(M+4|0)>>2]|0;f[M>>2]=0;f[(M+4|0)>>2]=0;f[(M+48|0)>>2]=g;i=f[((M+48|0)+4|0)>>2]|0;f[((M+48|0)+4|0)>>2]=w;if(i){iOb(i);g=f[(M+4|0)>>2]|0;if(g|0)iOb(g);g=f[(M+48|0)>>2]|0}if(!g){v=k;t=s}else{A=g;L=17}}else{A=g;L=17}if((L|0)==17){L=0;g=f[A+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;switch(b[l+214>>0]|0){case 2:{y=a+48|0;L=21;break}case 3:{y=a+52|0;L=21;break}default:x=1.0}if((L|0)==21){L=0;x=+n[f[y>>2]>>2]}Fdb(M+104|0,M+48|0,l);i=f[(M+48|0)>>2]|0;j=f[i+136>>2]|0;if((j|0)>-1){g=f[l+80>>2]|0;if(!g)g=0;else g=f[g+8>>2]|0;Uvb(258928,f[((M+104|0)+32|0)>>2]|0)|0;Vvb(258928,g)|0;w=f[((M+104|0)+32|0)>>2]|0;f[((M+104|0)+32|0)>>2]=w+1;df(j|0,w|0)}g=f[i+140>>2]|0;if((g|0)>-1)bf(g|0,+(x/+n[l+200>>2]));w=f[q>>2]|0;i=f[r>>2]|0;j=((w-i|0)/44|0)+s|0;g=1;if(g){g=0;if((w|0)==(i|0)){v=k;t=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;s=f[g>>2]|0;N=1.0-+p[(K+16|0)>>3];rwb(258928,N*+n[s+144>>2],N*+n[s+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(K,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}if(f[t>>2]&134217856|0){s=h[(K+77|0)>>0]|h[(K+77|0)+1>>0]<<8|128;b[(K+77|0)>>0]=s;b[(K+77|0)+1>>0]=s>>8}if((b[f[(a+68|0)>>2]>>0]|0)==2){l=f[t>>2]|0;Ewb(258928,f[64788]|(l&128)>>>6|(l&134217728)>>>24|32)|0;xwb(258928,((l&128&255)>>>6|(l&134217728|0?40:32))&255)|0;Awb(258928,7680,7680,7681)|0;l=1}else{l=f[t>>2]|0;l=Gdb(f[(a+76|0)>>2]|0,(l&128|0)!=0,(l&134217728|0)!=0,(l&16384|0)!=0,e)|0}g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[M>>2]=g;f[(M+4|0)>>2]=f[g+52>>2]&448;f[(M+44|0)>>2]=0;break}else{s=!(+n[v+28>>2]>=0.0);f[M>>2]=g;g=f[g+52>>2]|0;f[(M+4|0)>>2]=g&448;f[(M+44|0)>>2]=0;if(s)break;else{J=g;L=53;break}}else{f[M>>2]=g;J=f[g+52>>2]|0;f[(M+4|0)>>2]=J&448;f[(M+44|0)>>2]=0;L=53}while(0);if((L|0)==53){L=0;f[(M+4|0)>>2]=J&192}Hdb(f[(a+80|0)>>2]|0,M+48|0,v,448,M+64|0,f[(a+16|0)>>2]|0);Idb(M,M+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(1,f[v+8>>2]|0,i|0);else oe(1,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;if((b[f[(a+68|0)>>2]>>0]|0)==2){do if((g&134234240|0)==134217856){Ewb(258928,i|21)|0;xwb(258928,21)|0}else{if((g&16512|0)==128){Ewb(258928,i|17)|0;xwb(258928,17)|0;break}if(!(g&134217728)){Ewb(258928,i|16)|0;xwb(258928,16)|0;break}else{Ewb(258928,i|20)|0;xwb(258928,20)|0;break}}while(0);Awb(258928,7680,7681,7681)|0}else{do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0}g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(1,f[v+8>>2]|0,g|0);else oe(1,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(M+44|0)>>2]|0;if(i|0){g=M+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(M+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));v=k;t=j}}g=f[((M+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=v;o=t}Jdb(M+100|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(M+100|0)>>2]|0;if(!g){k=m;l=o;break}else{s=o;k=m}}}g=k;i=l}f[M+192>>2]=a;f[M+208>>2]=d;f[M+216>>2]=e;f[M+408>>2]=g;f[M+432>>2]=i;f[M+576>>2]=z;f[M+608>>2]=B;f[M+640>>2]=C;f[M+672>>2]=E;f[M+712>>2]=F;f[M+744>>2]=I;f[M+1672>>2]=K;f[M+1728>>2]=L;f[M+1800>>2]=0;f[M+1804>>2]=0;fgb(M);G=f[M+1800>>2]|0;D=f[M+1804>>2]|0;H=+n[M+1804>>2];f[M+1800>>2]=0;f[M+1804>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Edb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1696|0;z=f[a+4>>2]|0;j=1;if(j){j=0;if(!(f[c+12>>2]|0)){g=0;i=0}else j=1}if(j)if(1){Ewb(258928,f[64788]&-49|16)|0;i=f[f[a>>2]>>2]|0;C=f[a+8>>2]|0;j=f[a+12>>2]|0;q=f[(a+16|0)>>2]|0;r=f[a+20>>2]|0;v=f[a+24>>2]|0;w=f[f[a+28>>2]>>2]|0;g=f[f[a+32>>2]>>2]|0;f[(B+112|0)>>2]=f[z>>2];f[(B+112|0)+4>>2]=C;f[(B+112|0)+8>>2]=j;f[(B+112|0)+12>>2]=q;f[(B+112|0)+16>>2]=r;f[(B+112|0)+20>>2]=v;f[(B+112|0)+24>>2]=w;f[(B+112|0)+28>>2]=g;f[(B+112|0)+32>>2]=0;f[((B+112|0)+36|0)>>2]=i;i=f[c+8>>2]|0;f[(B+104|0)>>2]=i;g=1;if(g){g=0;if(!i){k=0;l=0}else g=1}if(g)if(1){r=0;k=0;g=i;while(1){q=g+12|0;l=g+16|0;i=1;if(i){i=0;if((f[q>>2]|0)==(f[l>>2]|0)){m=k;o=r}else i=1}if(i)if(1){j=f[g+8>>2]|0;f[(B+64|0)>>2]=f[(j+152|0)>>2];f[(B+64|0)+4>>2]=f[(j+152|0)+4>>2];f[(B+64|0)+8>>2]=f[(j+152|0)+8>>2];f[(B+64|0)+12>>2]=f[(j+152|0)+12>>2];i=gIa(j,f[f[(a+40|0)>>2]>>2]|0,0)|0;g=f[i>>2]|0;f[(B+48|0)>>2]=g;i=f[i+4>>2]|0;f[((B+48|0)+4|0)>>2]=i;if(i){gOb(i);g=f[(B+48|0)>>2]|0}if(!g){nIa(B,j,f[f[(a+40|0)>>2]>>2]|0,0,b[f[(a+44|0)>>2]>>0]|0,b[f[(a+48|0)>>2]>>0]|0,(f[(f[(a+16|0)>>2]|0)+384>>2]|0)!=0,f[(a+52|0)>>2]|0);g=f[B>>2]|0;C=f[(B+4|0)>>2]|0;f[B>>2]=0;f[(B+4|0)>>2]=0;f[(B+48|0)>>2]=g;i=f[((B+48|0)+4|0)>>2]|0;f[((B+48|0)+4|0)>>2]=C;if(i){iOb(i);g=f[(B+4|0)>>2]|0;if(g|0)iOb(g);g=f[(B+48|0)>>2]|0}if(!g){t=k;s=r}else{x=g;A=15}}else{x=g;A=15}if((A|0)==15){A=0;g=f[x+200>>2]|0;if(!g)g=0;else g=f[g>>2]|0;bwb(258928,g)|0;Fdb(B+112|0,B+48|0,j);g=f[(f[(B+48|0)>>2]|0)+132>>2]|0;if((g|0)>-1)bf(g|0,+(+n[((B+112|0)+36|0)>>2]));w=f[l>>2]|0;i=f[q>>2]|0;j=((w-i|0)/44|0)+r|0;g=1;if(g){g=0;if((w|0)==(i|0)){t=k;s=j}else g=1}if(g)if(1){v=i;do{t=v+24|0;if(!(f[t>>2]&1))rwb(258928,+n[f[(a+56|0)>>2]>>2],+n[f[(a+60|0)>>2]>>2])|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;C=f[g>>2]|0;E=1.0-+p[(z+16|0)>>3];rwb(258928,E*+n[C+144>>2],E*+n[C+148>>2])|0}if(!(f[t>>2]&4096))Dwb(258928,519)|0;else{g=v+4|0;if((f[v+16>>2]|0)>>>0>1)g=f[g>>2]|0;j=(zdb(z,f[(f[g>>2]|0)+108>>2]|0,f[(a+64|0)>>2]|0)|0)+j|0}g=f[t>>2]|0;if(g&134217856){g=h[(z+77|0)>>0]|h[(z+77|0)+1>>0]<<8|128;b[(z+77|0)>>0]=g;b[(z+77|0)+1>>0]=g>>8;g=f[t>>2]|0}l=Gdb(f[(a+68|0)>>2]|0,(g&128|0)!=0,(g&134217728|0)!=0,(g&16384|0)!=0,e)|0;g=f[v>>2]|0;i=f[g+12>>2]|0;if(i){Zvb(258928,f[i>>2]|0)|0;g=f[v>>2]|0}i=f[t>>2]|0;do if(!(i&32768))if(!(i&8388608)){f[B>>2]=g;f[(B+4|0)>>2]=f[g+52>>2]&3584;f[(B+44|0)>>2]=0;break}else{C=!(+n[v+28>>2]>=0.0);f[B>>2]=g;g=f[g+52>>2]|0;f[(B+4|0)>>2]=g&3584;f[(B+44|0)>>2]=0;if(C)break;else{y=g;A=41;break}}else{f[B>>2]=g;y=f[g+52>>2]|0;f[(B+4|0)>>2]=y&3584;f[(B+44|0)>>2]=0;A=41}while(0);if((A|0)==41){A=0;f[(B+4|0)>>2]=y&1536}Hdb(f[(a+72|0)>>2]|0,B+48|0,v,3584,B+64|0,f[(a+16|0)>>2]|0);Idb(B,B+48|0);s=v+12|0;i=f[s>>2]|0;k=i+k|0;g=f[v>>2]|0;if(!(f[g+12>>2]|0))le(0,f[v+8>>2]|0,i|0);else oe(0,i|0,f[g+48>>2]|0,0+(f[g+20>>2]|0)+(f[v+8>>2]<<1)|0);if(l){l=b[259052]|0;kwb(258928,0)|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;jwb(258928,0,0,0,0)|0;g=f[t>>2]|0;i=f[64788]|0;do if((g&134234240|0)==134217856){Ewb(258928,i|5)|0;xwb(258928,5)|0}else if((g&16512|0)==128){Ewb(258928,i|1)|0;xwb(258928,1)|0;break}else{Ewb(258928,i|4)|0;xwb(258928,4)|0;break}while(0);Awb(258928,7680,7681,7681)|0;g=f[s>>2]|0;i=f[v>>2]|0;if(!(f[i+12>>2]|0))le(0,f[v+8>>2]|0,g|0);else oe(0,g|0,f[i+48>>2]|0,0+(f[i+20>>2]|0)+(f[v+8>>2]<<1)|0);jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;kwb(258928,l<<24>>24!=0)|0;k=g+k|0;j=j+1|0}i=f[(B+44|0)>>2]|0;if(i|0){g=B+8|0;do{ke(f[g>>2]|0);g=g+4|0}while((g|0)!=(B+8+(i<<2)|0|0))}v=v+44|0}while((v|0)!=(w|0));t=k;s=j}}g=f[((B+48|0)+4|0)>>2]|0;if(g|0)iOb(g);m=t;o=s}Jdb(B+104|0,c,f[f[(a+36|0)>>2]>>2]|0);g=f[(B+104|0)>>2]|0;if(!g){k=m;l=o;break}else{r=o;k=m}}}g=k;i=l}f[B+192>>2]=a;f[B+208>>2]=d;f[B+216>>2]=e;f[B+400>>2]=g;f[B+424>>2]=i;f[B+1496>>2]=z;f[B+1552>>2]=A;f[B+1624>>2]=0;f[B+1628>>2]=0;ggb(B);G=f[B+1624>>2]|0;D=f[B+1628>>2]|0;H=+n[B+1628>>2];f[B+1624>>2]=0;f[B+1628>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function Fdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0;h=f[b>>2]|0;f[a+32>>2]=0;b=f[h+36>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+8>>2]|0);b=f[h+40>>2]|0;if((b|0)>-1)nf(b|0,1,0,f[a+4>>2]|0);b=f[h+128>>2]|0;if((b|0)>-1)bf(b|0,+(+(f[64746]|0)));b=f[h+60>>2]|0;if((b|0)>-1)df(b|0,+n[(f[a+8>>2]|0)+44>>2]==0.0|0);b=f[h+96>>2]|0;if((b|0)>-1)jf(b|0,1,K9a(f[a>>2]|0)|0);e=a+16|0;if(f[(f[e>>2]|0)+48>>2]|0){d=0;do{g=S9a(f[a>>2]|0,d)|0;b=f[h+36+(d+33<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,(f[e>>2]|0)+(d*12|0)|0);b=f[h+36+(d+37<<2)>>2]|0;if((b|0)>-1)jf(b|0,1,g+12|0);d=d+1|0}while(d>>>0<(f[(f[e>>2]|0)+48>>2]|0)>>>0)}b=f[h+108>>2]|0;if((b|0)>-1)lf(b|0,24,f[a+12>>2]|0);b=f[h+144>>2]|0;if((b|0)>-1)lf(b|0,1,f[a+20>>2]|0);b=f[h+148>>2]|0;if((b|0)>-1)ef(b|0,+(+n[a+24>>2]),+(+n[a+28>>2]));b=f[h+80>>2]|0;if((b|0)>-1){g=f[a>>2]|0;i=+hIa(c,g+216|0,g+208|0);g=f[a>>2]|0;ef(b|0,+i,+(+iIa(c,g+216|0,g+208|0)))}b=f[h+84>>2]|0;if((b|0)>-1)jf(b|0,1,c+168|0);b=f[h+112>>2]|0;if((b|0)>-1){a=f[a>>2]|0;bf(b|0,+(+jIa(c,a+216|0,a+208|0)))}b=f[h+160>>2]|0;if((b|0)<=-1)return;ef(b|0,+(+n[c+192>>2]),+(+n[c+196>>2]));return}function Gdb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;if(g){if(c&d){Ewb(258928,f[64788]|10)|0;xwb(258928,10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,f[64788]|2)|0;xwb(258928,2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,f[64788]|8)|0;xwb(258928,8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Awb(258928,7680,7680,7680)|0;e=0;return e|0}}else{xwb(258928,f[f[a+4>>2]>>2]|0)|0;g=f[64788]&245;if(c&d){Ewb(258928,g|10)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(c){Ewb(258928,g|2)|0;Awb(258928,7680,7680,7681)|0;if(e){e=0;return e|0}e=(b[f[a>>2]>>0]&1)!=0;return e|0}if(d){Ewb(258928,g|8)|0;Awb(258928,7680,7680,7681)|0;e=(b[f[a>>2]>>0]&1)!=0;return e|0}else{Ewb(258928,g)|0;Awb(258928,7680,7680,7681)|0;e=0;return e|0}}return 0}function Hdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+112|0;G=I+40|0;i=I;H=f[c>>2]|0;c=f[H+64>>2]|0;if((c|0)>-1){if(!(b[a+12296>>0]&1))j=(f[(f[d>>2]|0)+52>>2]&4096|0)==0;else j=1;df(c|0,j&1|0)}c=f[H+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[H+72>>2]|0;do if((c|0)>-1){j=f[d+24>>2]|0;if(j&8388608|0){k=+n[d+28>>2];if(k>=0.0){kf(c|0,+k,+(+n[d+32>>2]),+(+n[d+36>>2]),+(+n[g+12>>2]));break}}if(!(j&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[H+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+40>>2]));c=f[H+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a+12292>>2]|f[d+24>>2])&8192|0?0.0:1.0));l=H+44|0;F=d+16|0;e=d+4|0;m=f[(f[((f[F>>2]|0)>>>0>1?f[e>>2]|0:e)>>2]|0)+96>>2]|0;do if((f[l>>2]|0)>-1){if(b[m+120>>0]&4)AIa(m);e=m+76|0;j=d+24|0;g=Odb(f[j>>2]|0,f[a>>2]|0,m,G)|0;j=f[j>>2]|0;c=f[a>>2]|0;if(!(j&33554456))i=e;else{f[i>>2]=f[e>>2];f[i+4>>2]=f[m+80>>2];f[i+8>>2]=f[m+84>>2];f[i+12>>2]=f[m+88>>2];f[i+16>>2]=f[m+92>>2];f[i+20>>2]=f[m+96>>2];f[i+24>>2]=f[m+100>>2];f[i+28>>2]=f[m+104>>2];f[i+32>>2]=f[m+108>>2];if(j&8)QAa(c,i)}c=f[l>>2]|0;if((c|0)>-1)nf(c|0,1,0,g|0);c=f[H+48>>2]|0;if((c|0)>-1)mf(c|0,1,0,i|0)}else{j=m+120|0;c=b[j>>0]|0;if(c&16){CIa(m);c=b[j>>0]|0}j=(c&2)!=0;c=f[H+56>>2]|0;if((c|0)>-1)gf(c|0,0,(j?f[F>>2]|0:0)|0);D=f[H+52>>2]|0;if((D|0)>-1){E=a+4|0;c=f[F>>2]|0;C=c>>>0>1?f[e>>2]|0:e;if(!j){if(!c)c=0;else{e=d+24|0;i=0;j=E;while(1){c=Odb(f[e>>2]|0,f[a>>2]|0,f[(f[C+(i<<2)>>2]|0)+96>>2]|0,G)|0;g=j;m=c;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[j+12>>2]=f[c+48>>2];f[j+28>>2]=f[c+52>>2];f[j+44>>2]=f[c+56>>2];i=i+1|0;c=f[F>>2]|0;if(i>>>0>=c>>>0)break;else j=j+48|0}c=c*3|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0);break}if(!c)c=0;else{s=d+24|0;t=i+4|0;v=i+8|0;w=i+12|0;x=i+16|0;y=i+20|0;z=i+24|0;A=i+28|0;B=i+32|0;p=a+4+(c*12<<2)|0;q=0;r=E;while(1){j=f[(f[C+(q<<2)>>2]|0)+96>>2]|0;if(b[j+120>>0]&4)AIa(j);c=j+76|0;l=Odb(f[s>>2]|0,f[a>>2]|0,j,G)|0;e=f[s>>2]|0;g=f[a>>2]|0;if(e&33554456){f[i>>2]=f[c>>2];f[t>>2]=f[j+80>>2];f[v>>2]=f[j+84>>2];f[w>>2]=f[j+88>>2];f[x>>2]=f[j+92>>2];f[y>>2]=f[j+96>>2];f[z>>2]=f[j+100>>2];f[A>>2]=f[j+104>>2];f[B>>2]=f[j+108>>2];if(!(e&8))c=i;else{QAa(g,i);c=i}}g=r;m=l;o=g+48|0;do{f[g>>2]=f[m>>2];g=g+4|0;m=m+4|0}while((g|0)<(o|0));f[r+12>>2]=f[l+48>>2];f[r+28>>2]=f[l+52>>2];f[r+44>>2]=f[l+56>>2];f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];o=p+16|0;m=c+12|0;f[o>>2]=f[m>>2];f[o+4>>2]=f[m+4>>2];f[o+8>>2]=f[m+8>>2];o=p+32|0;c=c+24|0;f[o>>2]=f[c>>2];f[o+4>>2]=f[c+4>>2];f[o+8>>2]=f[c+8>>2];q=q+1|0;c=f[F>>2]|0;if(q>>>0>=c>>>0)break;else{p=p+48|0;r=r+48|0}}c=c*6|0}lf(((f[d+20>>2]|0)*3|0)+D|0,c|0,E|0)}}while(0);c=f[H+100>>2]|0;do if((c|0)>-1){if((f[F>>2]|0)>>>0<=1)if(!(f[d+24>>2]&32)){jf(c|0,1,(f[d+4>>2]|0)+156|0);break}hf(c|0,0.0,0.0,0.0)}while(0);c=f[H+104>>2]|0;if((c|0)<=-1){u=I;return}df(c|0,((f[d+24>>2]&2|0)==0?f[h+384>>2]|0:0)|0);u=I;return}function Idb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;Ndb(a,c);d=f[c>>2]|0;e=f[d+8>>2]|0;a:do if((e|0)>-1){g=f[a>>2]|0;c=f[g>>2]|0;g=f[g+4>>2]|0;b:do if((c|0)!=(g|0)){while(1){if((f[c+12>>2]|0)==2)break;c=c+28|0;if((c|0)==(g|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(e|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(e|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=e;f[g>>2]=(f[g>>2]|0)+1;break a}while(0);pf(e|0,0.0)}while(0);d=f[d+32>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;c:do if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==8)break;c=c+28|0;if((c|0)==(e|0))break c}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);g=a+44|0;f[a+8+(f[g>>2]<<2)>>2]=d;f[g>>2]=(f[g>>2]|0)+1;return}while(0);pf(d|0,0.0);return}function Jdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[a>>2]|0;if((f[l+24>>2]|0)>>>0>c>>>0){f[a>>2]=f[l>>2];return}f[a>>2]=f[l>>2];j=f[b+4>>2]|0;a=f[l+4>>2]|0;g=j+-1|0;h=(g&j|0)==0;if(h)i=g&a;else if(a>>>0<j>>>0)i=a;else i=(a>>>0)%(j>>>0)|0;c=(f[b>>2]|0)+(i<<2)|0;k=f[c>>2]|0;while(1){a=f[k>>2]|0;if((a|0)==(l|0))break;else k=a}if((k|0)==(b+8|0))e=15;else{a=f[k+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0))d=l;else e=15}do if((e|0)==15){a=f[l>>2]|0;if(a|0){a=f[a+4>>2]|0;if(h)a=a&g;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)==(i|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;a=c;if(c){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(i|0)){f[(f[b>>2]|0)+(c<<2)>>2]=k;a=f[l>>2]|0}}f[k>>2]=a;f[d>>2]=0;b=b+12|0;f[b>>2]=(f[b>>2]|0)+-1;if(!l)return;a=f[l+12>>2]|0;if(a|0){c=l+16|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-44-a|0)>>>0)/44|0)*44|0);sOb(a)}sOb(l);return}function Kdb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0;k=f[c>>2]|0;i=f[k+64>>2]|0;if((i|0)>-1){if(!(b[a+4>>0]|0))c=(f[(f[d>>2]|0)+52>>2]|0)>>>12&1^1;else c=1;df(i|0,c|0)}c=f[k+68>>2]|0;if((c|0)>-1)df(c|0,(f[(f[d>>2]|0)+52>>2]&3|0)==0|0);c=f[k+88>>2]|0;if((c|0)>-1)bf(c|0,+((f[a>>2]|f[d+8>>2])&8192|0?0.0:1.0));c=f[k+72>>2]|0;do if((c|0)>-1){i=f[d+8>>2]|0;if(i&8388608|0){j=+n[d+20>>2];if(j>=0.0){kf(c|0,+j,+(+n[d+24>>2]),+(+n[d+28>>2]),+(+n[g+12>>2]));break}}if(!(i&32768))if(e&2336&f[(f[d>>2]|0)+52>>2]|0){kf(c|0,1.0,1.0,1.0,+(+n[g+12>>2]));break}lf(c|0,1,g|0)}while(0);c=f[k+76>>2]|0;if((c|0)>-1)bf(c|0,+(+n[d+32>>2]));c=f[k+104>>2]|0;if((c|0)<=-1)return;df(c|0,((f[d+8>>2]&2|0)==0?f[h+384>>2]|0:0)|0);return}function Ldb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;Ndb(a,b);Yvb(258928,f[f[a+48>>2]>>2]|0)|0;e=f[b>>2]|0;g=f[e+20>>2]|0;d=a+52|0;f[d>>2]=g;c=a+56|0;f[c>>2]=f[e+24>>2];b=a+60|0;f[b>>2]=f[e+28>>2];sf(g|0,4,5126,0,48,0);re(g|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[c>>2]|0;sf(g|0,4,5126,0,48,16);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;g=f[b>>2]|0;sf(g|0,4,5126,0,48,32);re(g|0);f[a+8+(f[e>>2]<<2)>>2]=g;f[e>>2]=(f[e>>2]|0)+1;rf(f[d>>2]|0,1);rf(f[c>>2]|0,1);rf(f[b>>2]|0,1);return}function Mdb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+60>>2]|0;if(b|0){c=k+64|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[k+56>>2]|0;if(b|0)iOb(b);b=f[k+48>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function Ndb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;g=f[c>>2]|0;d=f[g>>2]|0;a:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if(!(f[c+12>>2]|0))break;c=c+28|0;if((c|0)==(e|0))break a}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+4>>2]|0;b:do if((d|0)>-1){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==1)break;c=c+28|0;if((c|0)==(e|0))break b}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1}}while(0);d=f[g+12>>2]|0;c:do if((d|0)>-1){d:do if(f[a+4>>2]&2336|0){e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0)){while(1){if((f[c+12>>2]|0)==3)break;c=c+28|0;if((c|0)==(e|0))break d}Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);e=a+44|0;f[a+8+(f[e>>2]<<2)>>2]=d;f[e>>2]=(f[e>>2]|0)+1;break c}}while(0);qf(d|0,1.0,1.0,1.0,1.0)}while(0);d=f[g+16>>2]|0;if((d|0)<=-1)return;e=f[a>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)==(e|0))return;while(1){if((f[c+12>>2]|0)==4)break;c=c+28|0;if((c|0)==(e|0)){i=23;break}}if((i|0)==23)return;Yvb(258928,f[f[c>>2]>>2]|0)|0;sf(d|0,h[c+25>>0]|0|0,f[c+16>>2]|0,b[c+24>>0]|0,f[c+20>>2]|0,0+(f[c+8>>2]|0)|0);re(d|0);i=a+44|0;f[a+8+(f[i>>2]<<2)>>2]=d;f[i>>2]=(f[i>>2]|0)+1;return}function Odb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(a&33554456)){d=c;return d|0}f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];if(a&8|0)PAa(b,d);if(a&16|0)NAa(b,d,f[64745]|0,f[64746]|0);if(!(a&33554432))return d|0;RAa(b,d,f[64745]|0,f[64746]|0);return d|0}function Pdb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;Fdb(a,b,c);e=f[b>>2]|0;d=f[e+92>>2]|0;if((d|0)>-1){b=f[c+88>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;b=f[g>>2]|0;f[g>>2]=b+1;df(d|0,b|0)}d=f[e+116>>2]|0;if((d|0)>-1){b=f[a>>2]|0;b=kIa(c,b+216|0,b+208|0)|0;b=f[b>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;h=a+32|0;Uvb(258928,f[h>>2]|0)|0;Vvb(258928,b)|0;g=f[h>>2]|0;f[h>>2]=g+1;df(d|0,g|0)}d=f[e+152>>2]|0;if((d|0)>-1){b=f[c+128>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+156>>2]|0;if((d|0)>-1){b=f[c+136>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}d=f[e+164>>2]|0;if((d|0)>-1){b=f[c+144>>2]|0;if(!b)b=0;else b=f[b+8>>2]|0;g=a+32|0;Uvb(258928,f[g>>2]|0)|0;Vvb(258928,b)|0;h=f[g>>2]|0;f[g>>2]=h+1;df(d|0,h|0)}b=f[e+120>>2]|0;if((b|0)>-1)hf(b|0,+(+n[c+96>>2]),+(+n[c+104>>2]),+(+n[c+112>>2]));b=f[e+124>>2]|0;if((b|0)<=-1)return;hf(b|0,+(+n[c+100>>2]),+(+n[c+108>>2]),+(+n[c+116>>2]));return}function Qdb(a){a=a|0;return}function Rdb(a){a=a|0;sOb(a);return}function Sdb(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return b|0}function Tdb(a,b){a=a|0;b=b|0;f[b>>2]=40500;f[b+4>>2]=f[a+4>>2];return}function Udb(a){a=a|0;return}function Vdb(a){a=a|0;sOb(a);return}function Wdb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return Sg[f[a+4>>2]&255](f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Xdb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198107?a+4|0:0)|0}function Ydb(a){a=a|0;return 15584}function Zdb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0;j=u;u=u+32|0;k=j;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[k+20>>2]=0;f[k+24>>2]=0;f[k+28>>2]=0;Bdb(a,b,c,d,e,k,0.0,0.0,g,h,i);u=j;return}function _db(){f[64688]=0;f[64689]=0;return}function $db(){var a=0;a=f[64688]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34962;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64688]=a;return a|0}function aeb(){var a=0;a=f[64689]|0;if(a|0)return a|0;a=pOb(24)|0;f[a>>2]=34963;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=4194304;f[a+16>>2]=262144;f[a+20>>2]=0;f[64689]=a;return a|0}function beb(){var a=0,b=0;a=f[64688]|0;f[64688]=0;if(a|0){b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a)}a=f[64689]|0;f[64689]=0;if(!a)return;b=f[a+8>>2]|0;if(b|0)iOb(b);sOb(a);return}function ceb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=b;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=c;f[a+16>>2]=d;f[a+20>>2]=0;return}function deb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;if(!(Apb()|0))if(!(Bpb()|0)){m=a+20|0;j=e+-1+(f[m>>2]|0)&0-e;k=a+4|0;i=f[k>>2]|0;h=i;if(!i){e=a+12|0;i=e;e=f[e>>2]|0}else{i=j+b|0;g=a+12|0;e=f[g>>2]|0;if(i>>>0>e>>>0)i=g;else{g=f[a+8>>2]|0;if(g|0)gOb(g);f[c>>2]=h;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=j;f[m>>2]=i;u=n;return}}do if(e>>>0>=b>>>0){if(e>>>0>j>>>0&(j+b|0)>>>0>e>>>0)if((e-j|0)>>>0>(f[a+16>>2]|0)>>>0)break;iub(l,f[a>>2]|0);h=f[l>>2]|0;g=l+4|0;j=f[g>>2]|0;f[l>>2]=0;f[g>>2]=0;f[k>>2]=h;h=a+8|0;e=f[h>>2]|0;f[h>>2]=j;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}nub(f[k>>2]|0,f[i>>2]|0,0,35044);e=f[k>>2]|0;g=f[h>>2]|0;if(g|0)gOb(g);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=g;if(e|0)iOb(e);f[d>>2]=0;f[m>>2]=b;u=n;return}while(0);iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}iub(l,f[a>>2]|0);nub(f[l>>2]|0,b,0,35044);e=f[l>>2]|0;g=l+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[c>>2]=e;c=c+4|0;e=f[c>>2]|0;f[c>>2]=h;if(e|0)iOb(e);f[d>>2]=0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}function eeb(a){a=a|0;var b=0;b=a+48|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(b|0));return}function feb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];b=a+32|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function geb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[b+12>>2]=f[d+12>>2];b=a+32|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];return}function heb(a){a=a|0;if(+n[a+28>>2]<1.0){a=1;return a|0}a=+n[a+44>>2]<1.0;return a|0}function ieb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0;y=u;u=u+112|0;s=y+88|0;x=y+72|0;m=y+24|0;l=y;j=+n[a+28>>2];C=+n[a+16>>2]*j;A=j*+n[a+20>>2];e=j*+n[a+24>>2];n[s>>2]=C;t=s+4|0;n[t>>2]=A;v=s+8|0;n[v>>2]=e;w=s+12|0;n[w>>2]=j;g=+n[a+44>>2];B=+n[a+32>>2]*g;z=g*+n[a+36>>2];h=g*+n[a+40>>2];n[x>>2]=B;o=x+4|0;n[o>>2]=z;p=x+8|0;n[p>>2]=h;q=x+12|0;n[q>>2]=g;if(C==B&A==z){if(!(e==h&j==g))r=3}else r=3;do if((r|0)==3){if(!(f[a>>2]|0)){i=l+16|0;f[l>>2]=40500;f[l+4>>2]=162;f[i>>2]=l;Evb(m,198423,198462,l,1);k=f[m>>2]|0;c=m+4|0;D=f[c>>2]|0;f[m>>2]=0;f[c>>2]=0;f[a>>2]=k;k=a+4|0;d=f[k>>2]|0;f[k>>2]=D;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[i>>2]|0;if((l|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[a>>2]|0;if(!c)break;D=Jvb(c,198501)|0;f[a+56>>2]=D;D=Kvb(f[a>>2]|0,198520)|0;f[a+48>>2]=D;D=Kvb(f[a>>2]|0,198532)|0;f[a+52>>2]=D;if(!(f[a>>2]|0))break}k=a+8|0;if(!(f[k>>2]|0)){c=m;d=40536;i=c+48|0;do{f[c>>2]=f[d>>2];c=c+4|0;d=d+4|0}while((c|0)<(i|0));iub(l,34962);D=f[l>>2]|0;d=l+4|0;i=f[d>>2]|0;f[l>>2]=0;f[d>>2]=0;f[k>>2]=D;D=a+12|0;c=f[D>>2]|0;f[D>>2]=i;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}nub(f[k>>2]|0,48,m,35044)}}while(0);e=+n[s>>2];if(e==+n[x>>2])if(+n[t>>2]==+n[o>>2])if(+n[v>>2]==+n[p>>2]){if(!(+n[w>>2]==+n[q>>2]))r=22}else r=22;else r=22;else r=22;if((r|0)==22){c=f[a>>2]|0;if(c|0){d=a+8|0;if(f[d>>2]|0){D=f[64756]|0;bwb(258928,f[c>>2]|0)|0;w=f[64754]|0;Yvb(258928,f[f[d>>2]>>2]|0)|0;v=b[259206]|0;Hwb(258928,0)|0;t=b[259052]|0;kwb(258928,0)|0;r=a+56|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);lf(f[a+48>>2]|0,1,s|0);lf(f[a+52>>2]|0,1,x|0);le(6,0,4);ke(r|0);kwb(258928,t<<24>>24!=0)|0;Hwb(258928,v<<24>>24!=0)|0;Yvb(258928,w)|0;bwb(258928,D)|0;u=y;return}}}z=+n[64765];A=+n[64766];B=+n[64767];C=+n[64768];mwb(258928,e,+n[t>>2],+n[v>>2],+n[w>>2])|0;Vd(16384);mwb(258928,z,A,B,C)|0;u=y;return}function jeb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;q=u;u=u+288|0;k=q+272|0;l=q+136|0;m=q;o=c+25|0;do if((b[o>>0]|0)==1){p[k>>3]=1.0e-12;if(PUa(g,k)|0){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];u=q;return}else{if((b[o>>0]|0)!=1)break;f[l>>2]=d;f[l+4>>2]=g;d=l+8|0;yAa(d,l)|0;f[m>>2]=d;f[m+4>>2]=e;d=m+8|0;yAa(d,m)|0;break}}while(0);s=+n[c>>2];r=+n[c+4>>2];j=+n[c+8>>2];h=s*+p[d>>3]+r*+p[d+32>>3]+j*+p[d+64>>3];i=s*+p[d+8>>3]+r*+p[d+40>>3]+j*+p[d+72>>3];j=s*+p[d+16>>3]+r*+p[d+48>>3]+j*+p[d+80>>3];if(!(b[c+24>>0]|0)){n[a>>2]=h;n[a+4>>2]=i;n[a+8>>2]=j;u=q;return}else{r=i+ +p[d+104>>3];s=j+ +p[d+112>>3];n[a>>2]=h+ +p[d+96>>3];n[a+4>>2]=r;n[a+8>>2]=s;u=q;return}}function keb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;c=g;f[c>>2]=b;d=a+4|0;e=f[d>>2]|0;if((e|0)==(f[a+8>>2]|0)){rcb(a,c);u=g;return 1}else{f[e>>2]=b;f[d>>2]=(f[d>>2]|0)+4;u=g;return 1}return 0}function leb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=f[a>>2]|0;d=a+4|0;e=f[d>>2]|0;if((c|0)==(e|0)){g=0;return g|0}else a=c;while(1){if((f[a>>2]|0)==(b|0))break;a=a+4|0;if((a|0)==(e|0)){a=0;g=6;break}}if((g|0)==6)return a|0;if((a|0)==(e|0)){g=0;return g|0}b=e+-4|0;g=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=g;f[d>>2]=(f[d>>2]|0)+-4;g=1;return g|0}function meb(a,c){a=a|0;c=c|0;b[a+812>>0]=c&1;return}function neb(a,b){a=a|0;b=b|0;bR(a+16|0,b)|0;return}function oeb(a,c,d,e,f,g,h,i,j,k){a=a|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;b[a+768>>0]=c;p[a+776>>3]=d;p[a+784>>3]=f;p[a+792>>3]=h;p[a+800>>3]=j;b[a+808>>0]=e;b[a+809>>0]=g;b[a+810>>0]=i;b[a+811>>0]=k;return}function peb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+32|0;m=r;h=+p[c+792>>3];i=b[c+810>>0]|0;k=+p[c+800>>3];e=b[c+811>>0]|0;n=a+8|0;o=a+12|0;Kha(m);if(i<<24>>24==1)g=+(f[64745]|0);else g=+(f[m>>2]|0)/+p[m+8>>3];d=~~(h*g);f[n>>2]=d;if(e<<24>>24==1)g=+(f[64746]|0);else g=+(f[m+4>>2]|0)/+p[m+16>>3];j=~~(k*g);f[o>>2]=j;if(i<<24>>24==2){e=n;g=h;d=j;q=9}else if(e<<24>>24==2){e=o;g=k;q=9}if((q|0)==9)f[e>>2]=~~(g*+(d|0));g=+p[c+776>>3];e=b[c+808>>0]|0;k=+p[c+784>>3];j=b[c+809>>0]|0;l=a+4|0;Kha(m);if(e<<24>>24==1)h=+(f[64745]|0);else h=+(f[m>>2]|0)/+p[m+8>>3];d=~~(g*h);f[a>>2]=d;if(j<<24>>24==1)h=+(f[64746]|0);else h=+(f[m+4>>2]|0)/+p[m+16>>3];i=~~(k*h);f[l>>2]=i;if(e<<24>>24==2){e=a;d=i;q=18}else if(j<<24>>24==2){e=l;g=k;q=18}if((q|0)==18)f[e>>2]=~~(g*+(d|0));e=b[c+768>>0]|0;switch(e<<24>>24){case 6:case 3:case 2:{d=(f[64745]|0)-(f[a>>2]|0)-(f[n>>2]|0)|0;q=22;break}case 7:case 4:case 8:{d=(((f[64745]|0)-(f[n>>2]|0)|0)/2|0)+(f[a>>2]|0)|0;q=22;break}case 0:{q=23;break}case 5:{q=24;break}default:{u=r;return}}a:do if((q|0)==22){f[a>>2]=d;switch(e<<24>>24){case 4:case 3:case 0:{q=23;break a}case 6:case 5:case 8:{q=24;break a}default:{}}u=r;return}while(0);if((q|0)==23)d=(f[64746]|0)-(f[l>>2]|0)-(f[o>>2]|0)|0;else if((q|0)==24)d=(((f[64746]|0)-(f[o>>2]|0)|0)/2|0)+(f[l>>2]|0)|0;f[l>>2]=d;u=r;return}function qeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0;c=u;u=u+16|0;d=c;g=1.0/+(f[64745]|0);e=1.0/+(f[64746]|0);peb(d,b);p[a>>3]=g*+(f[d>>2]|0);p[a+8>>3]=e*+(f[d+4>>2]|0);p[a+16>>3]=g*+(f[d+8>>2]|0);p[a+24>>3]=e*+(f[d+12>>2]|0);u=c;return}function reb(a){a=a|0;var b=0,c=0,d=0;b=a+36|0;c=a;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=-1;f[a+40>>2]=-1;return}function seb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);d=a+12|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{e=c+-76|0;f[d>>2]=e;teb(e);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function teb(a){a=a|0;var b=0,c=0,d=0;b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function ueb(a){a=a|0;var b=0,c=0,d=0,e=0;c=f[a>>2]|0;d=a+4|0;b=f[d>>2]|0;if((b|0)!=(c|0))do{e=b+-76|0;f[d>>2]=e;teb(e);b=f[d>>2]|0}while((b|0)!=(c|0));veb(a);e=a+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)tOb(b);f[a+16>>2]=0;f[a+20>>2]=0;e=a+24|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;iOb(b);return}function veb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+8|0;k=f[a>>2]|0;j=a+4|0;h=f[j>>2]|0;e=h-k|0;g=(e|0)/76|0;b=k;d=h;if((((f[i>>2]|0)-k|0)/76|0)>>>0<=g>>>0)return;do if(!e)c=0;else if(g>>>0>56512727)vd();else{c=pOb(e)|0;break}while(0);c=c+(g*76|0)|0;g=c;if((d|0)==(b|0)){e=g;d=h}else{e=g;do{d=d+-76|0;web(c+-76|0,d);c=e+-76|0;e=c}while((d|0)!=(b|0));d=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function web(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];j=b+4|0;f[g>>2]=f[j>>2];g=b+8|0;f[a+8>>2]=f[g>>2];f[g>>2]=0;f[j>>2]=0;f[b>>2]=0;j=a+12|0;g=b+12|0;f[j>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[j>>2]=f[g>>2];j=b+16|0;f[e>>2]=f[j>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=a+24|0;j=b+24|0;f[g>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[g>>2]=f[j>>2];g=b+28|0;f[e>>2]=f[g>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[j>>2]=0;j=a+36|0;g=b+36|0;f[j>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[j>>2]=f[g>>2];j=b+40|0;f[e>>2]=f[j>>2];e=b+44|0;f[a+44>>2]=f[e>>2];f[e>>2]=0;f[j>>2]=0;f[g>>2]=0;g=b+48|0;j=f[g>>2]|0;f[g>>2]=0;g=b+52|0;e=f[g>>2]|0;f[g>>2]=0;f[a+48>>2]=j;f[a+52>>2]=e;g=a+56|0;h=b+56|0;c=f[h>>2]|0;f[g>>2]=c;i=b+60|0;d=f[i>>2]|0;f[a+60>>2]=d;f[a+64>>2]=f[b+64>>2];if(!d){h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0;h=a+68|0;i=b+68|0;j=f[i>>2]|0;f[h>>2]=j;h=a+72|0;j=b+72|0;g=f[j>>2]|0;f[h>>2]=g;f[i>>2]=0;f[j>>2]=0;return}function xeb(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a>>2]|0;c=a+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);b=f[a+12>>2]|0;c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+36>>2]|0;c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+60|0;if(!(f[e>>2]|0))return;c=a+56|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+52>>2]|0;if(d|0){c=a+48|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yeb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0.0;ha=u;u=u+64|0;ca=ha+56|0;da=ha+52|0;ea=ha+16|0;fa=ha;ba=ha+48|0;aa=IAa(e)|0;A=+p[aa>>3];B=+p[aa+8>>3];C=+p[aa+16>>3];D=+p[aa+24>>3];E=+p[aa+32>>3];F=+p[aa+40>>3];G=+p[aa+48>>3];H=+p[aa+56>>3];I=+p[aa+64>>3];J=+p[aa+72>>3];K=+p[aa+80>>3];L=+p[aa+88>>3];M=+p[aa+96>>3];N=+p[aa+104>>3];O=+p[aa+112>>3];P=+p[aa+120>>3];f[da>>2]=0;if(!d){u=ha;return}Q=ea+8|0;R=ea+16|0;S=ea+24|0;T=+(g|0);U=+(h|0);V=fa+8|0;W=a+4|0;X=ca+4|0;Y=ca+4|0;Z=a+8|0;_=ca+4|0;$=g+-1|0;aa=h+-1|0;e=0;do{ia=+p[c+(e*24|0)>>3];q=+p[c+(e*24|0)+8>>3];o=+p[c+(e*24|0)+16>>3];k=M+(A*ia+E*q+I*o);p[ea>>3]=k;l=N+(B*ia+F*q+J*o);p[Q>>3]=l;m=O+(C*ia+G*q+K*o);p[R>>3]=m;o=P+(D*ia+H*q+L*o);p[S>>3]=o;q=-o;if(!(k>o|k<q))if(!(l>o|l<q))if(!(m>o|m<q)){q=(k/o*.5+.5)*T;ia=(l/o*.5+.5)*U;p[fa>>3]=q;p[V>>3]=ia;i=~~(q+-.5);j=~~(ia+-.5);r=~~(q+.5);s=~~(ia+.5);if((r|0)>=0)if((j|0)<(h|0)&((i|0)<(g|0)&(s|0)>-1)){z=(i|0)>0?i:0;w=(j|0)>0?j:0;y=($|0)<(r|0)?$:r;x=(aa|0)<(s|0)?aa:s;if((z|0)<=(y|0)&(w|0)<=(x|0)){e=f[a>>2]|0;a:do if((f[W>>2]|0)==(e|0))s=0;else{i=0;while(1){t=e+(i*76|0)+48|0;j=0;v=w;b:while(1){s=z;while(1){f[ca>>2]=s;f[X>>2]=v;r=zeb(t,ca)|0;if(r){r=b[r+16>>0]|0;if((r&255)>31)break b;else j=(r&255)>(j&255)?r:j}if((s|0)<(y|0))s=s+1|0;else break}if((v|0)<(x|0))v=v+1|0;else{ga=17;break}}if((ga|0)==17){ga=0;if((j&255)<=31)break}i=i+1|0;e=f[a>>2]|0;if(i>>>0>=(((f[W>>2]|0)-e|0)/76|0)>>>0){s=i;break a}}s=j&255;f[ba>>2]=1<<s;s=s+1&255;e=e+(i*76|0)+48|0;j=w;while(1){r=z;while(1){f[ca>>2]=r;f[Y>>2]=j;v=Aeb(e,ca)|0;b[v>>0]=s;if((r|0)<(y|0))r=r+1|0;else break}if((j|0)<(x|0))j=j+1|0;else{s=i;break}}}while(0);i=f[W>>2]|0;v=f[a>>2]|0;r=i;e=v;if((s|0)==((i-v|0)/76|0|0)){if((f[Z>>2]|0)>>>0>r>>>0){j=r+64|0;e=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(e|0));n[j>>2]=1.0;iub(r+68|0,34962);f[W>>2]=(f[W>>2]|0)+76}else Beb(a);j=(f[W>>2]|0)+-28|0;e=w;while(1){i=z;while(1){f[ca>>2]=i;f[_>>2]=e;w=Aeb(j,ca)|0;b[w>>0]=1;if((i|0)<(y|0))i=i+1|0;else break}if((e|0)<(x|0))e=e+1|0;else break}f[ba>>2]=1;j=f[a>>2]|0}else j=e;e=j+(s*76|0)+4|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+8>>2]|0)>>>0){f[i>>2]=f[da>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)|0,da);e=j+(s*76|0)+16|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+20>>2]|0)>>>0){p[i>>3]=+p[fa>>3];p[i+8>>3]=+p[V>>3];f[e>>2]=i+16}else Ceb(j+(s*76|0)+12|0,fa);f[ca>>2]=ea;e=j+(s*76|0)+28|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+32>>2]|0)>>>0){n[i>>2]=+p[ea>>3];z=f[ca>>2]|0;n[i+4>>2]=+p[z+8>>3];n[i+8>>2]=+p[z+16>>3];n[i+12>>2]=+p[z+24>>3];f[e>>2]=i+16}else Deb(j+(s*76|0)+24|0,ca);e=j+(s*76|0)+40|0;i=f[e>>2]|0;if(i>>>0<(f[j+(s*76|0)+44>>2]|0)>>>0){f[i>>2]=f[ba>>2];f[e>>2]=i+4}else q7a(j+(s*76|0)+36|0,ba);e=f[da>>2]|0}}}e=e+1|0;f[da>>2]=e}while(e>>>0<d>>>0);u=ha;return}function zeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=(k<<6)+-1640531527+(k>>>2)+i^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Aeb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=(k<<6)+-1640531527+(k>>>2)+m^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;f[k+8>>2]=f[c>>2];f[k+12>>2]=m;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Eeb(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Beb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+4|0;b=f[a>>2]|0;i=((f[k>>2]|0)-b|0)/76|0;c=i+1|0;if(c>>>0>56512727)AMb(a);l=a+8|0;j=((f[l>>2]|0)-b|0)/76|0;b=j<<1;b=j>>>0<28256363?(b>>>0<c>>>0?c:b):56512727;do if(!b)h=0;else if(b>>>0>56512727)vd();else{h=pOb(b*76|0)|0;break}while(0);c=h+(i*76|0)|0;d=c;j=h+(b*76|0)|0;b=h+(i*76|0)+64|0;e=c;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[b>>2]=1.0;iub(h+(i*76|0)+68|0,34962);g=c+76|0;e=f[a>>2]|0;b=f[k>>2]|0;if((b|0)==(e|0)){c=d;d=e;b=e}else{do{b=b+-76|0;web(c+-76|0,b);c=d+-76|0;d=c}while((b|0)!=(e|0));c=d;d=f[a>>2]|0;b=f[k>>2]|0}f[a>>2]=c;f[k>>2]=g;f[l>>2]=j;c=d;if((b|0)!=(c|0))do{b=b+-76|0;teb(b)}while((b|0)!=(c|0));if(!d)return;sOb(d);return}function Ceb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Deb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;b=f[b>>2]|0;n[c>>2]=+p[b>>3];n[g+(h<<4)+4>>2]=+p[b+8>>3];n[g+(h<<4)+8>>2]=+p[b+16>>3];n[g+(h<<4)+12>>2]=+p[b+24>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;o=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[o+-12>>2];f[h+-8>>2]=f[o+-8>>2];f[h+-4>>2]=f[o+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function Eeb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Feb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Feb(a,b);return}function Feb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Geb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;b=f[a>>2]|0;k=f[a+4>>2]|0;if((b|0)==(k|0))return;do{j=f[b+68>>2]|0;Yvb(258928,f[j>>2]|0)|0;e=b+24|0;g=b+28|0;a=f[g>>2]|0;c=f[e>>2]|0;h=b+36|0;i=b+40|0;d=a-c+(f[i>>2]|0)-(f[h>>2]|0)|0;if((f[j+8>>2]|0)>>>0<d>>>0){nub(j,d,0,35040);c=f[e>>2]|0;a=f[g>>2]|0}oub(j,0,a-c|0,c);h=f[h>>2]|0;oub(j,(f[g>>2]|0)-(f[e>>2]|0)|0,(f[i>>2]|0)-h|0,h);b=b+76|0}while((b|0)!=(k|0));return}function Heb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;c=i+24|0;g=i;h=a+28|0;b=f[h>>2]|0;if(b|0)if(f[b>>2]|0){u=i;return}e=g+16|0;f[g>>2]=40500;f[g+4>>2]=162;f[e>>2]=g;Evb(c,198544,198588,g,1);b=f[c>>2]|0;d=c+4|0;j=f[d>>2]|0;f[c>>2]=0;f[d>>2]=0;f[h>>2]=b;c=a+32|0;b=f[c>>2]|0;f[c>>2]=j;if(b|0){iOb(b);b=f[d>>2]|0;if(b|0)iOb(b)}b=f[e>>2]|0;if((g|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[h>>2]|0,198632)|0;f[a+40>>2]=j;j=Jvb(f[h>>2]|0,198640)|0;f[a+36>>2]=j;u=i;return}function Ieb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;k=k|0;var l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,Y=0,Z=0,_=0.0,$=0.0;Z=u;u=u+32|0;Y=Z;f[a>>2]=0;W=a+4|0;f[W>>2]=0;f[a+8>>2]=0;if(!e){u=Z;return}l=f[j+4>>2]|0;if((f[j+8>>2]|0)==(l|0)){u=Z;return}U=uub(l)|0;V=vub(f[j+4>>2]|0)|0;if((U|0)<1|(V|0)<1){u=Z;return}o=X(V,U)|0;q=c+16|0;if(o>>>0>(f[q>>2]|0)>>>0){r=c+12|0;l=f[r>>2]|0;f[r>>2]=0;if(!l){l=1;m=0}else{tOb(l);m=f[r>>2]|0;l=(m|0)==0}f[q>>2]=o;T=qOb(o>>>0>1073741823?-1:o<<2)|0;f[r>>2]=T;if(!l)tOb(m)}S=f[64758]|0;T=f[64759]|0;o=c+20|0;if(!(Kub(j,o)|0)){Cub(Y,j,0,1);R=f[Y>>2]|0;l=Y+4|0;O=f[l>>2]|0;f[Y>>2]=0;f[l>>2]=0;f[o>>2]=R;R=c+24|0;m=f[R>>2]|0;f[R>>2]=O;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}dwb(258928,f[f[o>>2]>>2]|0)|0;Bhb(Y,k,U,V);Gub(f[o>>2]|0,0,Y,3553,0);R=f[64754]|0;l=f[c>>2]|0;o=c+4|0;m=f[o>>2]|0;if((l|0)!=(m|0))do{xeb(l);l=l+76|0}while((l|0)!=(m|0));yeb(c,d,e,g,U,V);Geb(c);Heb(c);H=f[64756]|0;bwb(258928,f[f[c+28>>2]>>2]|0)|0;I=f[64773]|0;J=f[64775]|0;K=f[64774]|0;L=f[64776]|0;pwb(258928,1,1)|0;M=b[259204]|0;Fwb(258928,1)|0;N=b[259206]|0;Hwb(258928,1)|0;O=b[259052]|0;kwb(258928,0)|0;P=+n[64779];Q=+n[64780];rwb(258928,h,i)|0;E=f[64778]|0;qwb(258928,515)|0;h=+n[64765];i=+n[64766];F=+n[64767];G=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;l=f[c>>2]|0;B=f[o>>2]|0;a:do if((l|0)!=(B|0)){C=c+36|0;D=c+40|0;x=c+12|0;y=U+-1|0;z=V+-1|0;A=a+8|0;do{m=l+4|0;if((f[l>>2]|0)==(f[m>>2]|0))break a;Vd(16384);Yvb(258928,f[f[l+68>>2]>>2]|0)|0;sf(f[C>>2]|0,4,5126,0,0,0);sf(f[D>>2]|0,4,5121,1,0,0+((f[l+28>>2]|0)-(f[l+24>>2]|0))|0);v=f[C>>2]|0;re(v|0);w=f[D>>2]|0;re(w|0);le(0,0,(f[m>>2]|0)-(f[l>>2]|0)>>2|0);Qe(0,0,U|0,V|0,6408,5121,f[x>>2]|0);c=(f[m>>2]|0)-(f[l>>2]|0)>>2;if(c|0){s=l+12|0;t=l+36|0;g=0;do{e=f[x>>2]|0;o=f[s>>2]|0;$=+p[o+(g<<4)>>3];m=~~($+-.5);_=+p[o+(g<<4)+8>>3];o=~~(_+-.5);q=~~($+.5);r=~~(_+.5);b:do if((q|0)>=0)if((V|0)>(o|0)&((U|0)>(m|0)&(r|0)>-1)){d=(m|0)>0?m:0;m=(o|0)>0?o:0;k=(y|0)<(q|0)?y:q;r=(z|0)<(r|0)?z:r;j=f[(f[t>>2]|0)+(g<<2)>>2]|0;if(!((d|0)>(k|0)|(m|0)>(r|0))){c:while(1){q=X(m,U)|0;o=d;while(1){if(f[e+(o+q<<2)>>2]&j|0)break c;if((o|0)<(k|0))o=o+1|0;else break}if((m|0)<(r|0))m=m+1|0;else break b}m=(f[l>>2]|0)+(g<<2)|0;o=f[W>>2]|0;if(o>>>0<(f[A>>2]|0)>>>0){f[o>>2]=f[m>>2];f[W>>2]=o+4;break}else{Jeb(a,m);break}}}while(0);g=g+1|0}while((g|0)!=(c|0))}ke(w|0);ke(v|0);l=l+76|0}while((l|0)!=(B|0))}while(0);mwb(258928,h,i,F,G)|0;qwb(258928,E)|0;rwb(258928,P,Q)|0;kwb(258928,O<<24>>24!=0)|0;Hwb(258928,N<<24>>24!=0)|0;Fwb(258928,M<<24>>24!=0)|0;owb(258928,I,J,K,L)|0;bwb(258928,H)|0;Yvb(258928,R)|0;Ghb(Y);if((S|0)==(T|0)){dwb(258928,S)|0;u=Z;return}else{ewb(258928,S)|0;fwb(258928,T)|0;u=Z;return}}function Jeb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Keb(a){a=a|0;var c=0,d=0,e=0;c=a+64|0;d=a;e=d+64|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.06499999761581421;n[a+68>>2]=1.0;n[a+72>>2]=2.0000000949949026e-03;n[a+76>>2]=1.0;f[a+80>>2]=9;f[a+84>>2]=7;n[a+88>>2]=2.0;n[a+92>>2]=.06499999761581421;n[a+96>>2]=.8500000238418579;f[a+100>>2]=3;e=a+172|0;b[e>>0]=b[e>>0]&-8|4;return}function Leb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+352|0;x=A+136|0;y=A;p=A+336|0;z=A+176|0;s=A+324|0;v=A+160|0;t=A+312|0;g=a+172|0;e=b[g>>0]|0;if(((e&255)>>>1&1|0)!=(c&1|0)){e=(c&1)<<1&255|e&-7|4;b[g>>0]=e}if((e&1|0)!=(d&1|0)){e=e&-6|d&1|4;b[g>>0]=e}if(!(e&4)){u=A;return}b[g>>0]=e&-5;k=a+80|0;j=f[k>>2]|0;j=j>>>0>2?j+-2|0:1;w=f[64756]|0;i=a+24|0;if(!(f[i>>2]|0)){h=y+16|0;f[y>>2]=40500;f[y+4>>2]=162;f[h>>2]=y;Evb(x,237430,200175,y,1);o=f[x>>2]|0;e=x+4|0;m=f[e>>2]|0;f[x>>2]=0;f[e>>2]=0;f[i>>2]=o;o=a+28|0;g=f[o>>2]|0;f[o>>2]=m;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0;if((y|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);o=Jvb(f[i>>2]|0,237506)|0;f[a+104>>2]=o;bwb(258928,f[f[i>>2]>>2]|0)|0;kf(Kvb(f[i>>2]|0,240573)|0,1.0,1.0,1.0,1.0)}l=y+4|0;f[y>>2]=15100;m=y+56|0;f[m>>2]=15120;tEb(y+56|0,l);f[y+128>>2]=0;f[y+132>>2]=-1;f[y>>2]=39656;f[y+56>>2]=39676;xEb(l);f[l>>2]=39692;o=y+36|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[y+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(l,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(HEb(m3a(HEb(m3a(y,198651,25)|0,c)|0,198677,26)|0,d)|0,198704,20)|0;j=m3a(KEb(m3a(KEb(i,f[k>>2]|0)|0,198725,25)|0,j)|0,198751,21)|0;i=a+76|0;j=HEb(j,+n[i>>2]!=1.0)|0;b[x>>0]=10;m3a(j,x,1)|0;l3a(z,l);fhb(p,z);j=x+16|0;c=pOb(16)|0;f[c>>2]=40592;k=c+4|0;f[k>>2]=f[p>>2];f[k+4>>2]=f[p+4>>2];f[k+8>>2]=f[p+8>>2];f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;f[j>>2]=c;if((b[z+11>>0]|0)<0)sOb(f[z>>2]|0);Evb(z,198773,198813,x,1);h=a+32|0;p=f[z>>2]|0;e=z+4|0;c=f[e>>2]|0;f[z>>2]=0;f[e>>2]=0;f[h>>2]=p;p=a+36|0;g=f[p>>2]|0;f[p>>2]=c;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,200134)|0,0);df(Kvb(f[h>>2]|0,198849)|0,1);e=f[h>>2]|0;if(d)df(Kvb(e,199723)|0,2);else df(Kvb(e,200539)|0,2);p=Jvb(f[h>>2]|0,237506)|0;f[a+108>>2]=p;p=Kvb(f[h>>2]|0,199960)|0;f[a+112>>2]=p;p=Kvb(f[h>>2]|0,198857)|0;f[a+116>>2]=p;p=Kvb(f[h>>2]|0,198878)|0;f[a+120>>2]=p;p=Kvb(f[h>>2]|0,198887)|0;f[a+124>>2]=p;p=Kvb(f[h>>2]|0,199362)|0;f[a+128>>2]=p;if(+n[i>>2]!=1.0)e=Kvb(f[h>>2]|0,198894)|0;else e=-1;f[a+132>>2]=e;e=f[j>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[y>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);oDb(l);kEb(y,39752);jDb(m);m=a+84|0;e=f[m>>2]|0;f[y>>2]=0;o=y+4|0;f[o>>2]=0;f[y+8>>2]=0;do if(!e){q=0;r=0}else if(e>>>0>1073741823)AMb(y);else{p=e<<2;q=pOb(p)|0;f[y>>2]=q;r=q+(e<<2)|0;f[y+8>>2]=r;dQb(q|0,0,p|0)|0;f[o>>2]=r;break}while(0);_gb(r-q>>2,q);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199879,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(s,v);i=x+16|0;r=pOb(16)|0;f[r>>2]=40592;q=r+4|0;f[q>>2]=f[s>>2];f[q+4>>2]=f[s+4>>2];f[q+8>>2]=f[s+8>>2];f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[i>>2]=r;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+40|0;s=f[v>>2]|0;e=v+4|0;r=f[e>>2]|0;f[v>>2]=0;f[e>>2]=0;f[h>>2]=s;s=a+44|0;g=f[s>>2]|0;f[s>>2]=r;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);s=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(s|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+136>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+140>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+144>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+148>>2]=e;e=f[i>>2]|0;if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);j=z+4|0;f[z>>2]=15100;k=z+56|0;f[k>>2]=15120;tEb(z+56|0,j);f[z+128>>2]=0;f[z+132>>2]=-1;f[z>>2]=39656;f[z+56>>2]=39676;xEb(j);f[j>>2]=39692;l=z+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[z+52>>2]=16;f[x>>2]=0;f[x+4>>2]=0;f[x+8>>2]=0;k3a(j,x);if((b[x+11>>0]|0)<0)sOb(f[x>>2]|0);i=m3a(z,199993,38)|0;i=m3a(KEb(i,f[m>>2]|0)|0,200858,19)|0;i=HEb(m3a(KEb(i,(f[m>>2]|0)>>>1)|0,198677,26)|0,d)|0;b[x>>0]=10;m3a(i,x,1)|0;l3a(v,j);fhb(t,v);i=x+16|0;d=pOb(16)|0;f[d>>2]=40592;s=d+4|0;f[s>>2]=f[t>>2];f[s+4>>2]=f[t+4>>2];f[s+8>>2]=f[t+8>>2];f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[i>>2]=d;if((b[v+11>>0]|0)<0)sOb(f[v>>2]|0);Evb(v,237430,198905,x,1);h=a+48|0;e=f[v>>2]|0;g=v+4|0;t=f[g>>2]|0;f[v>>2]=0;f[g>>2]=0;f[h>>2]=e;v=a+52|0;e=f[v>>2]|0;f[v>>2]=t;do if(e|0){iOb(e);e=f[g>>2]|0;if(!e)break;iOb(e)}while(0);bwb(258928,f[f[h>>2]>>2]|0)|0;df(Kvb(f[h>>2]|0,201322)|0,0);v=Kvb(f[h>>2]|0,200935)|0;e=f[y>>2]|0;cf(v|0,(f[o>>2]|0)-e>>2|0,e|0);e=Jvb(f[h>>2]|0,237506)|0;f[a+152>>2]=e;e=Kvb(f[h>>2]|0,199960)|0;f[a+156>>2]=e;e=Kvb(f[h>>2]|0,199977)|0;f[a+160>>2]=e;e=Kvb(f[h>>2]|0,200924)|0;f[a+164>>2]=e;e=Kvb(f[h>>2]|0,200032)|0;f[a+168>>2]=e;e=f[i>>2]|0;do if((x|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else{if(!e)break;gh[f[(f[e>>2]|0)+20>>2]&2047](e)}while(0);f[z>>2]=39656;f[k>>2]=39676;f[j>>2]=39692;if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);oDb(j);kEb(z,39752);jDb(k);e=f[y>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}bwb(258928,w)|0;u=A;return}function Meb(a){a=a|0;f[a>>2]=40592;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Neb(a){a=a|0;var c=0;f[a>>2]=40592;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Oeb(a){a=a|0;var b=0;b=pOb(16)|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return b|0}function Peb(a,b){a=a|0;b=b|0;f[b>>2]=40592;xOb(b+4|0,a+4|0);return}function Qeb(a){a=a|0;a=a+4|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function Reb(a){a=a|0;var c=0;c=a+4|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function Seb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return ghb(a+4|0,f[b>>2]|0,f[c>>2]|0,f[d>>2]|0)|0}function Teb(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==198946?a+4|0:0)|0}function Ueb(a){a=a|0;return 15632}function Veb(a){a=a|0;return +(+n[a+64>>2])}function Web(a,b){a=a|0;b=+b;if(!(b>0.0))return;n[a+64>>2]=b;return}function Xeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+68>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Yeb(a,b){a=a|0;b=+b;var c=0,d=0,e=0;c=u;u=u+16|0;e=c;d=c+4|0;n[e>>2]=b;n[d>>2]=0.0;f[a+72>>2]=f[(b>0.0?e:d)>>2];u=c;return}function Zeb(a,c){a=a|0;c=+c;var d=0,e=0,g=0.0;d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;e=a+76|0;g=+n[e>>2];c=(f[s>>2]=d,+n[s>>2]);if(g==c)return;if(c==1.0^g==1.0){a=a+172|0;b[a>>0]=b[a>>0]|4}f[e>>2]=d;return}function _eb(a,c){a=a|0;c=c|0;var d=0;c=c>>>0>1?c:1;d=a+80|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function $eb(a,c){a=a|0;c=c|0;var d=0;c=c|1;d=a+84|0;if((f[d>>2]|0)==(c|0))return;f[d>>2]=c;a=a+172|0;b[a>>0]=b[a>>0]|4;return}function afb(a,b){a=a|0;b=+b;n[a+88>>2]=b;return}function bfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+92>>2]=b;return}function cfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+96>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function dfb(a,b){a=a|0;b=b|0;var c=0;b=b>>>0<10?b:10;c=a+100|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+56>>2]=0;a=a+60|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function efb(a){a=a|0;var b=0,c=0;f[a+8>>2]=0;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+16>>2]=0;c=a+20|0;a=f[c>>2]|0;f[c>>2]=0;if(!a)return;iOb(a);return}function ffb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0,M=0.0,N=0.0,O=0.0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0;ba=u;u=u+336|0;_=ba+304|0;$=ba+284|0;aa=ba+264|0;Y=ba+200|0;Z=ba+136|0;k=ba;if(d)if(!(f[(f[c>>2]|0)+72>>2]|0)){W=1;d=4}else d=3;else d=3;if((d|0)==3)if(Xub()|0){W=0;d=4}do if((d|0)==4)if(avb()|0){if(!(dvb()|0))if(!(evb()|0))break;U=a+68|0;if(+n[U>>2]<=0.0){u=ba;return}X=a+96|0;if(+n[X>>2]<=0.0){u=ba;return}j=f[c>>2]|0;if(!j){u=ba;return}if(W)d=f[j+4>>2]|0;else d=j+64|0;V=d+8|0;if(!(f[V>>2]|0)){u=ba;return}if(W|e){d=0;e=0}else{T=f[j+4>>2]|0;d=T;if((f[j+8>>2]|0)==(T|0)){d=0;e=0}else{j=f[d+32>>2]|0;d=f[d+36>>2]|0;e=d;if(!d)d=j;else{gOb(d);d=j}}}T=d;R=(d|0)!=0;Leb(a,W,R);S=a+56|0;if(!(f[S>>2]|0)){Zgb(_,f[a+100>>2]|0);Q=f[_>>2]|0;d=_+4|0;P=f[d>>2]|0;f[_>>2]=0;f[d>>2]=0;f[S>>2]=Q;Q=a+60|0;j=f[Q>>2]|0;f[Q>>2]=P;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Q=f[V>>2]|0;Bhb(_,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb($,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=f[V>>2]|0;Bhb(aa,i,f[Q+16>>2]|0,f[Q+20>>2]|0);Q=a+8|0;if(!(Kub(f[c>>2]|0,Q)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[Q>>2]=P;P=a+12|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[Q>>2]|0,0,$,3553,0);if(!R){i=a+16|0;if(!(Kub(f[c>>2]|0,i)|0)){Cub(Y,f[c>>2]|0,0,1);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[i>>2]=P;P=a+20|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}}Gub(f[i>>2]|0,0,aa,3553,0)}d=f[a>>2]|0;if(!d){Xgb(Y);P=f[Y>>2]|0;d=Y+4|0;K=f[d>>2]|0;f[Y>>2]=0;f[d>>2]=0;f[a>>2]=P;P=a+4|0;j=f[P>>2]|0;f[P>>2]=K;if(j|0){iOb(j);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}P=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;C=f[64756]|0;D=f[64747]|0;nvb(Y);E=b[259206]|0;Hwb(258928,0)|0;F=b[259052]|0;kwb(258928,0)|0;G=b[259204]|0;Fwb(258928,0)|0;H=f[64773]|0;I=f[64775]|0;J=f[64774]|0;K=f[64776]|0;pwb(258928,1,771)|0;L=+n[64765];M=+n[64766];N=+n[64767];O=+n[64768];LAa(GAa(g)|0,k);n[Z>>2]=+p[k>>3];n[Z+4>>2]=+p[k+8>>3];n[Z+8>>2]=+p[k+16>>3];n[Z+12>>2]=+p[k+24>>3];n[Z+16>>2]=+p[k+32>>3];n[Z+20>>2]=+p[k+40>>3];n[Z+24>>2]=+p[k+48>>3];n[Z+28>>2]=+p[k+56>>3];n[Z+32>>2]=+p[k+64>>3];n[Z+36>>2]=+p[k+72>>3];n[Z+40>>2]=+p[k+80>>3];n[Z+44>>2]=+p[k+88>>3];n[Z+48>>2]=+p[k+96>>3];n[Z+52>>2]=+p[k+104>>3];n[Z+56>>2]=+p[k+112>>3];n[Z+60>>2]=+p[k+120>>3];s=f[V>>2]|0;r=f[s+16>>2]|0;t=1.0/+(r|0);s=f[s+20>>2]|0;v=1.0/+(s|0);w=f[64758]|0;x=f[64759]|0;y=f[64743]|0;z=f[64744]|0;A=f[64745]|0;B=f[64746]|0;Tvb(258928,0,0,r,s)|0;do if(!R){dwb(258928,f[f[a+16>>2]>>2]|0)|0;mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);bwb(258928,f[f[a+24>>2]>>2]|0)|0;d=f[64795]|0;j=f[64796]|0;i=f[64797]|0;c=f[64798]|0;k=f[64799]|0;g=f[64800]|0;Awb(258928,7680,7680,7680)|0;l=f[64787]|0;m=f[64790]|0;o=f[64788]|0;q=f[64791]|0;r=f[64789]|0;s=f[64792]|0;uwb(258928,517,0,h)|0;h=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+104>>2]|0);Kwb(258928,h<<24>>24!=0)|0;if((l|0)==(m|0)&(o|0)==(q|0)&(r|0)==(s|0))uwb(258928,l,o,r)|0;else{vwb(258928,l,o,r)|0;wwb(258928,m,q,s)|0}if((d|0)==(c|0)&(j|0)==(k|0)&(i|0)==(g|0)){Awb(258928,d,j,i)|0;break}else{Bwb(258928,d,j,i)|0;Cwb(258928,c,k,g)|0;break}}while(0);bwb(258928,f[f[a+32>>2]>>2]|0)|0;i=Hhb(_)|0;dwb(258928,f[f[i>>2]>>2]|0)|0;mwb(258928,1.0,0.0,0.0,0.0)|0;Vd(16384);i=f[64778]|0;qwb(258928,516)|0;c=b[259206]|0;Hwb(258928,W)|0;nf(f[a+112>>2]|0,1,0,Z|0);W=f[V>>2]|0;d=f[S>>2]|0;ef(f[a+116>>2]|0,+(+(f[W+16>>2]|0)/+(f[d+16>>2]|0)),+(+(f[W+20>>2]|0)/+(f[d+20>>2]|0)));bf(f[a+120>>2]|0,+(+n[a+64>>2]));bf(f[a+124>>2]|0,+(+n[a+72>>2]*2.0));bf(f[a+128>>2]|0,+(+n[U>>2]*2.0));d=f[a+132>>2]|0;if((d|0)>-1)bf(d|0,+(+n[a+76>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[V>>2]|0)+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[(f[S>>2]|0)+8>>2]|0)|0;Uvb(258928,2)|0;if(R)Vvb(258928,f[T+8>>2]|0)|0;else Vvb(258928,f[(f[aa>>2]|0)+8>>2]|0)|0;Ygb(f[a+108>>2]|0);bwb(258928,f[f[a+40>>2]>>2]|0)|0;dwb(258928,f[f[Q>>2]>>2]|0)|0;Vd(16384);Hwb(258928,1)|0;nf(f[a+140>>2]|0,1,0,Z|0);d=a+92|0;bf(f[a+144>>2]|0,+(+n[d>>2]));j=a+88|0;ef(f[a+148>>2]|0,+(t*+n[j>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[_>>2]|0)+8>>2]|0)|0;Ygb(f[a+136>>2]|0);Hwb(258928,c<<24>>24!=0)|0;qwb(258928,i)|0;Tvb(258928,y,z,A,B)|0;if((w|0)==(x|0))dwb(258928,w)|0;else{ewb(258928,w)|0;fwb(258928,x)|0}bwb(258928,f[f[a+48>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+156>>2]|0,1,0,Z|0);bf(f[a+160>>2]|0,+(+n[d>>2]));bf(f[a+168>>2]|0,+(+n[X>>2]));ef(f[a+164>>2]|0,0.0,+(v*+n[j>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[$>>2]|0)+8>>2]|0)|0;Ygb(f[a+152>>2]|0);mwb(258928,L,M,N,O)|0;owb(258928,H,I,J,K)|0;Fwb(258928,G<<24>>24!=0)|0;kwb(258928,F<<24>>24!=0)|0;Hwb(258928,E<<24>>24!=0)|0;ovb(Y);Uvb(258928,D)|0;bwb(258928,C)|0;Yvb(258928,P)|0;Ghb(aa);Ghb($);Ghb(_);if(!e){u=ba;return}iOb(e);u=ba;return}while(0);f[a+8>>2]=0;aa=a+12|0;d=f[aa>>2]|0;f[aa>>2]=0;if(d|0)iOb(d);f[a+16>>2]=0;a=a+20|0;d=f[a>>2]|0;f[a>>2]=0;if(!d){u=ba;return}iOb(d);u=ba;return}function gfb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+20|0;c=a+72|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.75;n[a+76>>2]=.10000000149011612;n[a+80>>2]=1.0;hfb(b,5);e=f[b>>2]|0;f[e+48>>2]=1056964608;f[e+64>>2]=5;f[e+120>>2]=1056964608;f[e+136>>2]=5;f[e+192>>2]=1056964608;f[e+208>>2]=9;f[e+264>>2]=1065353216;f[e+280>>2]=9;f[e+336>>2]=1073741824;f[e+352>>2]=11;return}function hfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;l=a+8|0;h=f[l>>2]|0;m=a+4|0;d=f[m>>2]|0;if(((h-d|0)/72|0)>>>0>=c>>>0){do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=(f[m>>2]|0)+72|0;f[m>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;g=(d-e|0)/72|0;d=g+c|0;if(d>>>0>59652323)AMb(a);j=(h-e|0)/72|0;k=j<<1;d=j>>>0<29826161?(k>>>0<d>>>0?d:k):59652323;do if(!d)i=0;else if(d>>>0>59652323)vd();else{i=pOb(d*72|0)|0;break}while(0);j=i+(g*72|0)|0;e=j;g=i+(d*72|0)|0;k=e;d=j;do{h=d;i=h+72|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));Chb(d);Chb(d+20|0);f[d+40>>2]=0;f[d+44>>2]=0;n[d+48>>2]=1.0;n[d+52>>2]=1.0;f[d+64>>2]=9;b[d+68>>0]=0;d=k+72|0;k=d;c=c+-1|0}while((c|0)!=0);i=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(i|0)){c=e;h=i;d=i}else{c=j;do{h=d;d=d+-72|0;Dhb(c+-72|0,d);Dhb(c+-52|0,h+-52|0);o=h+-32|0;f[c+-32>>2]=f[o>>2];j=h+-28|0;f[c+-28>>2]=f[j>>2];f[o>>2]=0;f[j>>2]=0;j=c+-24|0;h=h+-24|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];b[j+20>>0]=b[h+20>>0]|0;c=e+-72|0;e=c}while((d|0)!=(i|0));c=e;h=f[a>>2]|0;d=f[m>>2]|0}f[a>>2]=c;f[m>>2]=k;f[l>>2]=g;e=h;if((d|0)!=(e|0))do{c=f[d+-28>>2]|0;if(c|0)iOb(c);Ghb(d+-52|0);d=d+-72|0;Ghb(d)}while((d|0)!=(e|0));if(!h)return;sOb(h);return}function ifb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+72|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function jfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+76|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function kfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+80|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function lfb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=a+20|0;h=a+24|0;d=f[h>>2]|0;c=f[e>>2]|0;g=(d-c|0)/72|0;if((g|0)==(b|0)){h=0;return h|0}if(g>>>0<b>>>0)hfb(e,b-g|0);else if(g>>>0>b>>>0){e=c+(b*72|0)|0;if((e|0)!=(d|0))do{c=d+-72|0;f[h>>2]=c;b=f[d+-28>>2]|0;if(b|0)iOb(b);Ghb(d+-52|0);Ghb(c);d=f[h>>2]|0}while((d|0)!=(e|0))}f[a+40>>2]=0;h=a+44|0;c=f[h>>2]|0;f[h>>2]=0;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function mfb(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0;e=f[a+20>>2]|0;if((((f[a+24>>2]|0)-e|0)/72|0)>>>0<=b>>>0){e=0;return e|0}d=c>0.0?(n[s>>2]=c,f[s>>2]|0):0;a=e+(b*72|0)+48|0;if(+n[a>>2]==(f[s>>2]=d,+n[s>>2])){e=0;return e|0}f[a>>2]=d;e=1;return e|0}function nfb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=f[a+24>>2]|0;d=f[a+20>>2]|0;a=d;e=g;if(((g-d|0)/72|0)>>>0<=b>>>0){g=0;return g|0}d=c|1;c=a+(b*72|0)+64|0;if((f[c>>2]|0)==(d|0)){g=0;return g|0}f[c>>2]=d;if((a|0)==(e|0)){g=1;return g|0}do{f[a+40>>2]=0;g=a+44|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);a=a+72|0}while((a|0)!=(e|0));a=1;return a|0}function ofb(a,c,d,e){a=a|0;c=c|0;d=+d;e=e|0;var g=0,h=0;if(d<=0.0){e=0;return e|0}h=f[a+20>>2]|0;g=h;if((((f[a+24>>2]|0)-h|0)/72|0)>>>0<=c>>>0){e=0;return e|0}h=g+(c*72|0)+52|0;a=g+(c*72|0)+68|0;if(+n[h>>2]==d)if((b[a>>0]|0)==e<<24>>24){e=0;return e|0}n[h>>2]=d;b[a>>0]=e;e=1;return e|0}function pfb(a){a=a|0;return}function qfb(a){a=a|0;if((f[a+20>>2]|0)==(f[a+24>>2]|0)){a=1;return a|0}a=+n[a+80>>2]<=0.0;return a|0}function rfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0;L=u;u=u+288|0;F=L+24|0;G=L;H=L+232|0;I=L+96|0;j=L+268|0;E=L+32|0;B=L+256|0;C=L+244|0;K=f[64756]|0;l=a+20|0;m=a+24|0;d=f[m>>2]|0;c=f[l>>2]|0;D=(d-c|0)/72|0;J=f[64733]|0;D=J>>>0<D>>>0?J:D;f[H>>2]=0;J=H+4|0;f[J>>2]=0;f[H+8>>2]=0;k=a+32|0;if(!(f[k>>2]|0)){c=f[c+64>>2]|0;if(!c){c=0;d=0}else{Sqa(H,c);c=f[H>>2]|0;d=f[J>>2]|0}_gb(d-c>>2,c);g=I+4|0;f[I>>2]=15100;h=I+56|0;f[h>>2]=15120;tEb(I+56|0,g);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(g);f[g>>2]=39692;i=I+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(g,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);e=m3a(I,200838,19)|0;e=m3a(KEb(e,f[(f[l>>2]|0)+64>>2]|0)|0,200858,19)|0;e=m3a(KEb(e,(f[(f[l>>2]|0)+64>>2]|0)>>>1)|0,199129,25)|0;b[G>>0]=10;m3a(e,G,1)|0;l3a(E,g);fhb(j,E);e=G+16|0;A=pOb(16)|0;f[A>>2]=40592;z=A+4|0;f[z>>2]=f[j>>2];f[z+4>>2]=f[j+4>>2];f[z+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[e>>2]=A;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);A=f[E>>2]|0;c=E+4|0;z=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[k>>2]=A;A=a+36|0;d=f[A>>2]|0;f[A>>2]=z;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}A=Jvb(f[k>>2]|0,237506)|0;f[a+48>>2]=A;A=Kvb(f[k>>2]|0,200924)|0;f[a+52>>2]=A;A=Kvb(f[k>>2]|0,199199)|0;f[a+56>>2]=A;A=Kvb(f[k>>2]|0,199216)|0;f[a+60>>2]=A;bwb(258928,f[f[k>>2]>>2]|0)|0;df(Kvb(f[k>>2]|0,201322)|0,0);A=Kvb(f[k>>2]|0,200935)|0;c=f[H>>2]|0;cf(A|0,(f[J>>2]|0)-c>>2|0,c|0);c=f[e>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(I,39752);jDb(h);c=f[l>>2]|0;d=f[m>>2]|0}if((c|0)!=(d|0)){n=I+56|0;o=I+4|0;p=I+56|0;q=I+56|0;r=I+128|0;s=I+132|0;t=I+36|0;v=I+52|0;w=G+11|0;x=G+16|0;y=E+11|0;z=E+4|0;A=t+11|0;do{m=c+40|0;if(!(f[m>>2]|0)){l=c+64|0;h=f[l>>2]|0;e=f[J>>2]|0;g=f[H>>2]|0;i=e-g>>2;j=g;k=e;if(h>>>0>i>>>0){Sqa(H,h-i|0);g=f[H>>2]|0;e=f[J>>2]|0}else if(h>>>0<i>>>0){h=j+(h<<2)|0;if((h|0)!=(k|0)){e=k+(~((k+-4-h|0)>>>2)<<2)|0;f[J>>2]=e}}_gb(e-g>>2,g);f[I>>2]=15100;f[p>>2]=15120;tEb(q,o);f[r>>2]=0;f[s>>2]=-1;f[I>>2]=39656;f[n>>2]=39676;xEb(o);f[o>>2]=39692;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;f[v>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(o,G);if((b[w>>0]|0)<0)sOb(f[G>>2]|0);k=m3a(I,200838,19)|0;k=m3a(KEb(k,f[l>>2]|0)|0,200858,19)|0;l=m3a(KEb(k,(f[l>>2]|0)>>>1)|0,199244,25)|0;b[G>>0]=10;m3a(l,G,1)|0;l3a(E,o);fhb(B,E);l=pOb(16)|0;f[l>>2]=40592;k=l+4|0;f[k>>2]=f[B>>2];f[k+4>>2]=f[B+4>>2];f[k+8>>2]=f[B+8>>2];f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[x>>2]=l;if((b[y>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199155,G,1);l=f[E>>2]|0;k=f[z>>2]|0;f[E>>2]=0;f[z>>2]=0;f[m>>2]=l;l=c+44|0;e=f[l>>2]|0;f[l>>2]=k;if(e|0){iOb(e);e=f[z>>2]|0;if(e|0)iOb(e)}e=Jvb(f[m>>2]|0,237506)|0;f[c+56>>2]=e;e=Kvb(f[m>>2]|0,200924)|0;f[c+60>>2]=e;bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,201322)|0,0);m=Kvb(f[m>>2]|0,200935)|0;e=f[H>>2]|0;cf(m|0,(f[J>>2]|0)-e>>2|0,e|0);e=f[x>>2]|0;if((G|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[I>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[A>>0]|0)<0)sOb(f[t>>2]|0);oDb(o);kEb(I,39752);jDb(p)}c=c+72|0}while((c|0)!=(d|0))}h=a+40|0;if(!(f[h>>2]|0)){i=I+4|0;f[I>>2]=15100;j=I+56|0;f[j>>2]=15120;tEb(I+56|0,i);f[I+128>>2]=0;f[I+132>>2]=-1;f[I>>2]=39656;f[I+56>>2]=39676;xEb(i);f[i>>2]=39692;k=I+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[I+52>>2]=16;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;k3a(i,G);if((b[G+11>>0]|0)<0)sOb(f[G>>2]|0);m3a(KEb(m3a(I,199270,23)|0,D)|0,199294,18)|0;e=(D|0)==0;if(!e){c=0;do{B=KEb(m3a(KEb(m3a(I,199374,10)|0,c)|0,199385,9)|0,c)|0;b[G>>0]=41;m3a(B,G,1)|0;c=c+1|0}while(c>>>0<D>>>0)}b[G>>0]=10;m3a(I,G,1)|0;l3a(E,i);fhb(C,E);g=G+16|0;B=pOb(16)|0;f[B>>2]=40592;A=B+4|0;f[A>>2]=f[C>>2];f[A+4>>2]=f[C+4>>2];f[A+8>>2]=f[C+8>>2];f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[g>>2]=B;if((b[E+11>>0]|0)<0)sOb(f[E>>2]|0);Evb(E,237430,199313,G,1);C=f[E>>2]|0;c=E+4|0;B=f[c>>2]|0;f[E>>2]=0;f[c>>2]=0;f[h>>2]=C;C=a+44|0;d=f[C>>2]|0;f[C>>2]=B;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}C=Jvb(f[h>>2]|0,237506)|0;f[a+64>>2]=C;C=Kvb(f[h>>2]|0,199362)|0;f[a+68>>2]=C;bwb(258928,f[f[h>>2]>>2]|0)|0;if(!e){c=0;do{f[F>>2]=c;XAb(E,64,199395,F)|0;df(Kvb(f[h>>2]|0,E)|0,c|0);c=c+1|0}while(c>>>0<D>>>0)}c=f[g>>2]|0;if((G|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[I>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(I,39752);jDb(j)}c=f[H>>2]|0;if(!c){bwb(258928,K)|0;u=L;return}d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,K)|0;u=L;return}function sfb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j;i=a+20|0;e=f[i>>2]|0;g=((f[a+24>>2]|0)-e|0)/72|0;a=f[64733]|0;g=a>>>0<g>>>0?a:g;if(!g){u=j;return}a=0;while(1){b=b>>>1;b=(b|0)==0?1:b;c=c>>>1;c=(c|0)==0?1:c;Bhb(h,d,b,c);Ehb(e+(a*72|0)|0,h)|0;Ghb(h);Bhb(h,d,b,c);Ehb(e+(a*72|0)+20|0,h)|0;Ghb(h);a=a+1|0;if(a>>>0>=g>>>0)break;e=f[i>>2]|0}u=j;return}function tfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+80|0;C=F+8|0;D=F;E=a+20|0;e=a+24|0;if((f[E>>2]|0)==(f[e>>2]|0)){u=F;return}B=a+80|0;if(+n[B>>2]<=0.0){u=F;return}rfb(a);A=f[c>>2]|0;sfb(a,f[A+16>>2]|0,f[A+20>>2]|0,d);A=a+20|0;z=((f[e>>2]|0)-(f[A>>2]|0)|0)/72|0;d=f[64733]|0;z=d>>>0<z>>>0?d:z;d=f[a>>2]|0;if(!d){Xgb(C);y=f[C>>2]|0;d=C+4|0;x=f[d>>2]|0;f[C>>2]=0;f[d>>2]=0;f[a>>2]=y;y=a+4|0;e=f[y>>2]|0;f[y>>2]=x;if(e|0){iOb(e);d=f[d>>2]|0;if(d|0)iOb(d)}d=f[a>>2]|0}y=f[64754]|0;Yvb(258928,f[d>>2]|0)|0;t=f[64756]|0;v=f[64747]|0;nvb(C);w=b[259206]|0;Hwb(258928,0)|0;x=b[259052]|0;kwb(258928,0)|0;k=b[259204]|0;Fwb(258928,0)|0;l=f[64758]|0;m=f[64759]|0;o=f[64743]|0;p=f[64744]|0;q=f[64745]|0;r=f[64746]|0;bwb(258928,f[f[a+32>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[(f[c>>2]|0)+8>>2]|0)|0;bf(f[a+56>>2]|0,+(+n[a+72>>2]));bf(f[a+60>>2]|0,+(+n[a+76>>2]));s=f[A>>2]|0;i=f[a+52>>2]|0;j=f[a+48>>2]|0;h=Hhb(s)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;h=f[s>>2]|0;Tvb(258928,0,0,f[h+16>>2]|0,f[h+20>>2]|0)|0;h=f[s>>2]|0;g=+$gb(+n[s+52>>2],b[s+68>>0]|0,+(f[h+16>>2]|0),+(f[h+20>>2]|0));ef(i|0,+(g/+(f[(f[s>>2]|0)+16>>2]|0)),0.0);Ygb(j);Vvb(258928,f[(f[s>>2]|0)+8>>2]|0)|0;s=(z|0)==0;if(!s){h=0;do{j=f[A>>2]|0;d=j+(h*72|0)|0;bwb(258928,f[f[j+(h*72|0)+40>>2]>>2]|0)|0;i=j+(h*72|0)+60|0;if(!h){d=j+(h*72|0)+56|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0}else{I=f[i>>2]|0;G=j+(h*72|0)+56|0;H=f[G>>2]|0;e=Hhb(d)|0;dwb(258928,f[f[e>>2]>>2]|0)|0;e=f[d>>2]|0;Tvb(258928,0,0,f[e+16>>2]|0,f[e+20>>2]|0)|0;e=j+(h*72|0)+52|0;c=j+(h*72|0)+68|0;J=f[d>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[J+16>>2]|0),+(f[J+20>>2]|0));ef(I|0,+(g/+(f[(f[d>>2]|0)+16>>2]|0)),0.0);Ygb(H);Vvb(258928,f[(f[d>>2]|0)+8>>2]|0)|0;d=G}H=f[i>>2]|0;I=f[d>>2]|0;J=j+(h*72|0)+20|0;G=Hhb(J)|0;dwb(258928,f[f[G>>2]>>2]|0)|0;G=f[J>>2]|0;Tvb(258928,0,0,f[G+16>>2]|0,f[G+20>>2]|0)|0;G=f[J>>2]|0;g=+$gb(+n[e>>2],b[c>>0]|0,+(f[G+16>>2]|0),+(f[G+20>>2]|0));ef(H|0,0.0,+(g/+(f[(f[J>>2]|0)+20>>2]|0)));Ygb(I);Vvb(258928,f[(f[J>>2]|0)+8>>2]|0)|0;h=h+1|0}while(h>>>0<z>>>0)}Tvb(258928,o,p,q,r)|0;if((l|0)==(m|0))dwb(258928,l)|0;else{ewb(258928,l)|0;fwb(258928,m)|0}Fwb(258928,k<<24>>24!=0)|0;bwb(258928,f[f[a+40>>2]>>2]|0)|0;if(!s){d=0;do{Uvb(258928,d)|0;Vvb(258928,f[(f[(f[A>>2]|0)+(d*72|0)+20>>2]|0)+8>>2]|0)|0;d=d+1|0}while(d>>>0<z>>>0)}i=a+8|0;c=f[i>>2]|0;j=a+12|0;d=f[j>>2]|0;e=c;if((d|0)!=(c|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}h=a+16|0;if((f[h>>2]|0)-e>>2>>>0<z>>>0){if(z>>>0>1073741823)vd();d=d-e|0;e=pOb(z<<2)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[i>>2]=e;f[j>>2]=e+(d>>2<<2);f[h>>2]=e+(z<<2);if(c|0)sOb(c)}if(!s){d=0;do{g=+n[(f[A>>2]|0)+(d*72|0)+48>>2]*+n[B>>2];n[D>>2]=g;e=f[j>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){n[e>>2]=g;f[j>>2]=e+4}else LB(i,D);d=d+1|0}while(d>>>0<z>>>0)}J=f[i>>2]|0;cf(f[a+68>>2]|0,(f[j>>2]|0)-J>>2|0,J|0);Ygb(f[a+64>>2]|0);kwb(258928,x<<24>>24!=0)|0;Hwb(258928,w<<24>>24!=0)|0;ovb(C);Uvb(258928,v)|0;bwb(258928,t)|0;Yvb(258928,y)|0;if(s){u=F;return}else d=0;do{J=f[E>>2]|0;Fhb(J+(d*72|0)|0);Fhb(J+(d*72|0)+20|0);d=d+1|0}while(d>>>0<z>>>0);u=F;return}function ufb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];b=a+12|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];c=a+24|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];return}function vfb(a){a=a|0;return}function wfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+44|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,199405,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+48|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+52>>2]=j;j=Kvb(f[g>>2]|0,199449)|0;f[a+56>>2]=j;j=Kvb(f[g>>2]|0,199462)|0;f[a+60>>2]=j;j=Kvb(f[g>>2]|0,199476)|0;f[a+64>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,199490)|0,0);df(Kvb(f[g>>2]|0,199499)|0,1);bwb(258928,j)|0;u=h;return}function xfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;j=u;u=u+64|0;i=j;wfb(a);h=a+36|0;e=f[h>>2]|0;if(!e){Xgb(i);k=f[i>>2]|0;g=i+4|0;l=f[g>>2]|0;f[i>>2]=0;f[g>>2]=0;f[h>>2]=k;k=a+40|0;e=f[k>>2]|0;f[k>>2]=l;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}e=f[h>>2]|0}l=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;k=f[64756]|0;bwb(258928,f[f[a+44>>2]>>2]|0)|0;h=f[64747]|0;nvb(i);g=b[259206]|0;Hwb(258928,0)|0;e=b[259052]|0;kwb(258928,0)|0;p=f[64773]|0;o=f[64775]|0;n=f[64774]|0;m=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;Uvb(258928,0)|0;Vvb(258928,f[c+8>>2]|0)|0;Uvb(258928,1)|0;Vvb(258928,f[d+8>>2]|0)|0;jf(f[a+56>>2]|0,1,a|0);jf(f[a+60>>2]|0,1,a+12|0);jf(f[a+64>>2]|0,1,a+24|0);Ygb(f[a+52>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,p,o,n,m)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,g<<24>>24!=0)|0;ovb(i);Uvb(258928,h)|0;bwb(258928,k)|0;Yvb(258928,l)|0;u=j;return}function yfb(a){a=a|0;f[a+20>>2]=0;f[a+24>>2]=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function zfb(a){a=a|0;return}function Afb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+32|0;g=i+24|0;h=i;if(b){e=a+8|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,199508,h,1);b=f[g>>2]|0;c=g+4|0;j=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=b;g=a+12|0;b=f[g>>2]|0;f[g>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[e>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,237525)|0,0);df(Kvb(f[e>>2]|0,237534)|0,1);df(Kvb(f[e>>2]|0,200549)|0,2);df(Kvb(f[e>>2]|0,200564)|0,3);bwb(258928,j)|0;u=i;return}else{e=a+20|0;if(f[e>>2]|0){u=i;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);j=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=j;j=a+24|0;b=f[j>>2]|0;f[j>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);k=Jvb(f[e>>2]|0,237506)|0;f[a+28>>2]=k;k=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,k)|0;u=i;return}}function Bfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+64|0;r=s;e=f[d>>2]|0;if(!e)h=0;else h=(f[e+72>>2]|0)!=0;Afb(a,h);q=h?a+8|0:a+20|0;e=f[a>>2]|0;if(!e){Xgb(r);p=f[r>>2]|0;e=r+4|0;o=f[e>>2]|0;f[r>>2]=0;f[e>>2]=0;f[a>>2]=p;p=a+4|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0){iOb(g);e=f[e>>2]|0;if(e|0)iOb(e)}e=f[a>>2]|0}p=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;g=f[64756]|0;bwb(258928,f[f[q>>2]>>2]|0)|0;a=f[64747]|0;nvb(r);i=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;n=f[64776]|0;pwb(258928,1,771)|0;o=b[259204]|0;Fwb(258928,1)|0;if(h){Uvb(258928,3)|0;e=f[(f[d>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,2)|0;e=f[(f[c>>2]|0)+72>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Uvb(258928,1)|0;e=f[(f[(f[d>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;e=c}else e=c;Uvb(258928,0)|0;e=f[(f[(f[e>>2]|0)+4>>2]|0)+8>>2]|0;if(!e)e=0;else e=f[e+8>>2]|0;Vvb(258928,e)|0;Ygb(f[q+8>>2]|0);Fwb(258928,o<<24>>24!=0)|0;owb(258928,k,l,m,n)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;ovb(r);Uvb(258928,a)|0;bwb(258928,g)|0;Yvb(258928,p)|0;u=s;return}function Cfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+8|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200142,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+12|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+16>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function Dfb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+16|0;d=g;if(!(f[a>>2]|0)){Xgb(d);h=f[d>>2]|0;e=d+4|0;i=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;f[a>>2]=h;h=a+4|0;d=f[h>>2]|0;f[h>>2]=i;if(d|0){iOb(d);d=f[e>>2]|0;if(d|0)iOb(d)}}Cfb(a);i=b[259206]|0;Hwb(258928,0)|0;h=b[259052]|0;kwb(258928,0)|0;e=f[64754]|0;Yvb(258928,f[f[a>>2]>>2]|0)|0;d=f[64756]|0;bwb(258928,f[f[a+8>>2]>>2]|0)|0;j=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;Vvb(258928,f[c+8>>2]|0)|0;Ygb(f[a+16>>2]|0);Vvb(258928,j)|0;bwb(258928,d)|0;Yvb(258928,e)|0;kwb(258928,h<<24>>24!=0)|0;Hwb(258928,i<<24>>24!=0)|0;u=g;return}function Efb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+224|0;k=v+208|0;r=v+72|0;s=v;h=v+60|0;t=v+48|0;i=v+36|0;j=v+24|0;l=c&255;m=a+(d*144|0)+(l*36|0)|0;if(f[m>>2]|0){u=v;return m|0}n=f[64756]|0;o=r+4|0;f[r>>2]=15100;p=r+56|0;f[p>>2]=15120;tEb(r+56|0,o);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(o);f[o>>2]=39692;q=r+36|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[r+52>>2]=16;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;k3a(o,k);if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);if(l&1|0)m3a(r,199547,22)|0;if(l&2|0)m3a(r,199570,22)|0;switch(d|0){case 0:{l3a(t,o);fhb(h,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[g>>2]=c;Evb(k,237430,199593,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,200828)|0,0);break}case 2:{m3a(r,199705,17)|0;l3a(t,o);fhb(j,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;i=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+288+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=i;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0);df(Kvb(f[m>>2]|0,237534)|0,1);break}default:{l3a(t,o);fhb(i,t);g=s+16|0;c=pOb(16)|0;f[c>>2]=40592;e=c+4|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[g>>2]=c;Evb(k,237430,199648,s,1);c=f[k>>2]|0;e=k+4|0;j=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[m>>2]=c;k=a+(d*144|0)+(l*36|0)+4|0;c=f[k>>2]|0;f[k>>2]=j;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}c=f[g>>2]|0;if((s|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);if((b[t+11>>0]|0)<0)sOb(f[t>>2]|0);bwb(258928,f[f[m>>2]>>2]|0)|0;df(Kvb(f[m>>2]|0,237525)|0,0)}}df(Kvb(f[m>>2]|0,199723)|0,2);t=Jvb(f[m>>2]|0,237506)|0;f[a+(d*144|0)+(l*36|0)+8>>2]=t;t=Kvb(f[m>>2]|0,199733)|0;f[a+(d*144|0)+(l*36|0)+16>>2]=t;t=Kvb(f[m>>2]|0,199960)|0;f[a+(d*144|0)+(l*36|0)+12>>2]=t;t=Kvb(f[m>>2]|0,199740)|0;f[a+(d*144|0)+(l*36|0)+20>>2]=t;t=Kvb(f[m>>2]|0,199765)|0;f[a+(d*144|0)+(l*36|0)+24>>2]=t;t=Kvb(f[m>>2]|0,199784)|0;f[a+(d*144|0)+(l*36|0)+28>>2]=t;t=Kvb(f[m>>2]|0,199815)|0;f[a+(d*144|0)+(l*36|0)+32>>2]=t;f[r>>2]=39656;f[p>>2]=39676;f[o>>2]=39692;if((b[q+11>>0]|0)<0)sOb(f[q>>2]|0);oDb(o);kEb(r,39752);jDb(p);bwb(258928,n)|0;u=v;return m|0}function Ffb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0;z=u;u=u+288|0;v=z+216|0;w=z+200|0;x=z+136|0;y=z;if(c<<24>>24==0|(avb()|0)^1){u=z;return}t=f[64747]|0;nvb(v);i=d+72|0;do if(!(f[i>>2]|0)){if(!h){c=c&-2;s=0;break}i=f[(f[d+4>>2]|0)+8>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0;s=0}else{Uvb(258928,0)|0;Vvb(258928,f[(f[i>>2]|0)+8>>2]|0)|0;if(!e)s=1;else{i=f[e+72>>2]|0;if(!i)s=1;else{Uvb(258928,1)|0;Vvb(258928,f[i+8>>2]|0)|0;s=2}}}while(0);if((((f[d+8>>2]|0)-(f[d+4>>2]|0)|0)/24|0)>>>0>1){Uvb(258928,2)|0;i=f[(f[d+4>>2]|0)+32>>2]|0;if(!i)i=0;else i=f[i+8>>2]|0;Vvb(258928,i)|0}else c=c&-3;if(c<<24>>24){h=a+432|0;i=f[h>>2]|0;if(!i){Xgb(w);r=f[w>>2]|0;i=w+4|0;q=f[i>>2]|0;f[w>>2]=0;f[i>>2]=0;f[h>>2]=r;r=a+436|0;e=f[r>>2]|0;f[r>>2]=q;if(e|0){iOb(e);i=f[i>>2]|0;if(i|0)iOb(i)}i=f[h>>2]|0;if(!i)i=0;else j=22}else j=22;if((j|0)==22)i=f[i>>2]|0;r=f[64754]|0;Yvb(258928,i)|0;e=f[64756]|0;h=b[259206]|0;Hwb(258928,0)|0;j=b[259052]|0;kwb(258928,0)|0;k=f[64773]|0;l=f[64775]|0;m=f[64774]|0;o=f[64776]|0;pwb(258928,1,771)|0;q=b[259204]|0;Fwb(258928,1)|0;c=Efb(a,c,s)|0;i=f[c>>2]|0;if(!i)i=0;else i=f[i>>2]|0;bwb(258928,i)|0;s=d+4|0;d=uub(f[s>>2]|0)|0;s=vub(f[s>>2]|0)|0;n[w>>2]=0.0;n[w+4>>2]=1.0/+(s|0);n[w+8>>2]=1.0/+(d|0);n[w+12>>2]=0.0;ff(f[c+16>>2]|0,2,w|0);w=f[c+12>>2]|0;LAa(GAa(g)|0,y);n[x>>2]=+p[y>>3];n[x+4>>2]=+p[y+8>>3];n[x+8>>2]=+p[y+16>>3];n[x+12>>2]=+p[y+24>>3];n[x+16>>2]=+p[y+32>>3];n[x+20>>2]=+p[y+40>>3];n[x+24>>2]=+p[y+48>>3];n[x+28>>2]=+p[y+56>>3];n[x+32>>2]=+p[y+64>>3];n[x+36>>2]=+p[y+72>>3];n[x+40>>2]=+p[y+80>>3];n[x+44>>2]=+p[y+88>>3];n[x+48>>2]=+p[y+96>>3];n[x+52>>2]=+p[y+104>>3];n[x+56>>2]=+p[y+112>>3];n[x+60>>2]=+p[y+120>>3];nf(w|0,1,0,x|0);A=+n[a+456>>2];ef(f[c+20>>2]|0,+A,+(A+ +n[a+460>>2]));A=+n[a+480>>2];B=-+N(+(A*.01745329238474369));ef(f[c+28>>2]|0,+B,+-+N(+((A+ +n[a+484>>2])*.01745329238474369)));y=f[c+24>>2]|0;A=+n[a+452>>2];B=A*+n[a+444>>2];C=A*+n[a+448>>2];n[x>>2]=A*+n[a+440>>2];n[x+4>>2]=B;n[x+8>>2]=C;n[x+12>>2]=A;lf(y|0,1,x|0);y=f[c+32>>2]|0;A=+n[a+476>>2];C=A*+n[a+468>>2];B=A*+n[a+472>>2];n[x>>2]=A*+n[a+464>>2];n[x+4>>2]=C;n[x+8>>2]=B;n[x+12>>2]=A;lf(y|0,1,x|0);Ygb(f[c+8>>2]|0);Fwb(258928,q<<24>>24!=0)|0;owb(258928,k,l,m,o)|0;kwb(258928,j<<24>>24!=0)|0;Hwb(258928,h<<24>>24!=0)|0;bwb(258928,e)|0;Yvb(258928,r)|0}ovb(v);Uvb(258928,t)|0;u=z;return}function Gfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+456|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Hfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+460|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Ifb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+452|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Jfb(a,b){a=a|0;b=b|0;var c=0;c=a+440|0;if(+n[c>>2]==+n[b>>2])if(+n[a+444>>2]==+n[b+4>>2])if(+n[a+448>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Kfb(a,b){a=a|0;b=+b;if(!(b<=0.0)){a=a+480|0;if(+n[a>>2]==b)a=0;else{n[a>>2]=b;a=1}}else a=0;return a|0}function Lfb(a,b){a=a|0;b=+b;var c=0;c=b>0.0?(n[s>>2]=b,f[s>>2]|0):0;a=a+484|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){c=0;return c|0}f[a>>2]=c;c=1;return c|0}function Mfb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;c=d+8|0;g=d;n[e>>2]=b;n[c>>2]=0.0;n[g>>2]=1.0;g=b<1.0?e:g;c=f[(+n[g>>2]>0.0?g:c)>>2]|0;f[e>>2]=c;a=a+476|0;if(+n[a>>2]==(f[s>>2]=c,+n[s>>2])){g=0;u=d;return g|0}f[a>>2]=c;g=1;u=d;return g|0}function Nfb(a,b){a=a|0;b=b|0;var c=0;c=a+464|0;if(+n[c>>2]==+n[b>>2])if(+n[a+468>>2]==+n[b+4>>2])if(+n[a+472>>2]==+n[b+8>>2]){c=0;return c|0};f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];c=1;return c|0}function Ofb(a){a=a|0;var b=0,c=0,d=0;b=a+48|0;c=a;d=c+48|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));f[b>>2]=7;n[a+52>>2]=1.0;n[a+56>>2]=.029999999329447746;n[a+60>>2]=2.0;n[a+64>>2]=1.0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+96>>2]=0;f[a+100>>2]=0;return}function Pfb(a){a=a|0;var b=0;f[a+8>>2]=0;b=a+12|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Qfb(a,b){a=a|0;b=b|0;var c=0;b=(b|0)==0?0:b|1;c=a+48|0;if((f[c>>2]|0)==(b|0))return;f[c>>2]=b;f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+96>>2]=0;c=a+100|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+32>>2]=0;c=a+36|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+40>>2]=0;a=a+44|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;iOb(b);return}function Rfb(a,b){a=a|0;b=+b;n[a+52>>2]=b;return}function Sfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+56>>2]=b;return}function Tfb(a,b){a=a|0;b=+b;if(b<=0.0)return;n[a+60>>2]=b;return}function Ufb(a,b){a=a|0;b=+b;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;g=c+4|0;d=c+8|0;e=c;n[g>>2]=b;n[d>>2]=0.0;n[e>>2]=1.0;e=b<1.0?g:e;f[a+64>>2]=f[(+n[e>>2]>0.0?e:d)>>2];u=c;return}function Vfb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+224|0;p=t+24|0;q=t;r=t+64|0;k=t+212|0;o=t+48|0;n=t+200|0;s=f[64756]|0;g=a+16|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,199833,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+20|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+124>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0)}g=a+24|0;if(!(f[g>>2]|0)){e=q+16|0;f[q>>2]=40500;f[q+4>>2]=162;f[e>>2]=q;Evb(p,237430,200175,q,1);m=f[p>>2]|0;c=p+4|0;l=f[c>>2]|0;f[p>>2]=0;f[c>>2]=0;f[g>>2]=m;m=a+28|0;d=f[m>>2]|0;f[m>>2]=l;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}c=f[e>>2]|0;if((q|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);m=Jvb(f[g>>2]|0,237506)|0;f[a+128>>2]=m;bwb(258928,f[f[g>>2]>>2]|0)|0;kf(Kvb(f[g>>2]|0,240573)|0,0.0,0.0,0.0,1.0)}c=a+68|0;if(!(f[c>>2]|0))Wfb(a,c,0);c=a+96|0;if(!(f[c>>2]|0))Wfb(a,c,1);f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=a+48|0;c=f[l>>2]|0;do if(c|0){g=a+32|0;if(!(f[g>>2]|0)){Sqa(q,c);h=f[q>>2]|0;_gb((f[m>>2]|0)-h>>2,h);h=r+4|0;f[r>>2]=15100;i=r+56|0;f[i>>2]=15120;tEb(r+56|0,h);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(h);f[h>>2]=39692;j=r+36|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(h,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199879,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,h);fhb(k,o);e=p+16|0;d=pOb(16)|0;f[d>>2]=40592;c=d+4|0;f[c>>2]=f[k>>2];f[c+4>>2]=f[k+4>>2];f[c+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[e>>2]=d;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);k=f[o>>2]|0;c=o+4|0;v=f[c>>2]|0;f[o>>2]=0;f[c>>2]=0;f[g>>2]=k;k=a+36|0;d=f[k>>2]|0;f[k>>2]=v;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,201322)|0,0);v=Kvb(f[g>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[g>>2]|0,237506)|0;f[a+132>>2]=c;c=Kvb(f[g>>2]|0,199960)|0;f[a+136>>2]=c;c=Kvb(f[g>>2]|0,199977)|0;f[a+140>>2]=c;c=Kvb(f[g>>2]|0,200924)|0;f[a+144>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);oDb(h);kEb(r,39752);jDb(i);c=f[l>>2]|0;if(!c)break}j=a+40|0;if(!(f[j>>2]|0)){e=f[q>>2]|0;v=f[m>>2]|0;h=v;d=e;if((e|0)==(v|0)){g=h-d>>2;if(c>>>0>g>>>0){Sqa(q,c-g|0);d=f[q>>2]|0;c=f[m>>2]|0}else if(c>>>0<g>>>0){c=e+(~((-4-(c<<2)|0)>>>2)<<2)|0;f[m>>2]=c}else c=h;_gb(c-d>>2,d)}g=r+4|0;f[r>>2]=15100;h=r+56|0;f[h>>2]=15120;tEb(r+56|0,g);f[r+128>>2]=0;f[r+132>>2]=-1;f[r>>2]=39656;f[r+56>>2]=39676;xEb(g);f[g>>2]=39692;i=r+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[r+52>>2]=16;f[p>>2]=0;f[p+4>>2]=0;f[p+8>>2]=0;k3a(g,p);if((b[p+11>>0]|0)<0)sOb(f[p>>2]|0);e=m3a(r,199993,38)|0;e=m3a(KEb(e,f[l>>2]|0)|0,200858,19)|0;e=KEb(e,(f[l>>2]|0)>>>1)|0;b[p>>0]=10;m3a(e,p,1)|0;l3a(o,g);fhb(n,o);e=p+16|0;v=pOb(16)|0;f[v>>2]=40592;l=v+4|0;f[l>>2]=f[n>>2];f[l+4>>2]=f[n+4>>2];f[l+8>>2]=f[n+8>>2];f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;f[e>>2]=v;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);Evb(o,237430,199918,p,1);v=f[o>>2]|0;d=o+4|0;n=f[d>>2]|0;f[o>>2]=0;f[d>>2]=0;f[j>>2]=v;v=a+44|0;c=f[v>>2]|0;f[v>>2]=n;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}bwb(258928,f[f[j>>2]>>2]|0)|0;df(Kvb(f[j>>2]|0,201322)|0,0);v=Kvb(f[j>>2]|0,200935)|0;c=f[q>>2]|0;cf(v|0,(f[m>>2]|0)-c>>2|0,c|0);c=Jvb(f[j>>2]|0,237506)|0;f[a+148>>2]=c;c=Kvb(f[j>>2]|0,199960)|0;f[a+152>>2]=c;c=Kvb(f[j>>2]|0,199977)|0;f[a+156>>2]=c;c=Kvb(f[j>>2]|0,200924)|0;f[a+160>>2]=c;c=Kvb(f[j>>2]|0,200032)|0;f[a+164>>2]=c;c=f[e>>2]|0;if((p|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[r>>2]=39656;f[h>>2]=39676;f[g>>2]=39692;if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);oDb(g);kEb(r,39752);jDb(h)}}while(0);c=f[q>>2]|0;if(!c){bwb(258928,s)|0;u=t;return}d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);bwb(258928,s)|0;u=t;return}function Wfb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+192|0;j=n;k=n+40|0;e=n+176|0;h=n+24|0;l=k+4|0;f[k>>2]=15100;m=k+56|0;f[m>>2]=15120;tEb(k+56|0,l);f[k+128>>2]=0;f[k+132>>2]=-1;f[k>>2]=39656;f[k+56>>2]=39676;xEb(l);f[l>>2]=39692;i=k+36|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[k+52>>2]=16;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;k3a(l,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);g=m3a(k,200040,16)|0;g=JEb(m3a(JEb(g,(f[a+48>>2]|0)!=0&1)|0,200057,26)|0,d&1)|0;b[j>>0]=10;m3a(g,j,1)|0;l3a(h,l);fhb(e,h);g=j+16|0;d=pOb(16)|0;f[d>>2]=40592;a=d+4|0;f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[g>>2]=d;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);Evb(h,237430,200084,j,1);a=f[h>>2]|0;d=h+4|0;e=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[c>>2]=a;h=c+4|0;a=f[h>>2]|0;f[h>>2]=e;if(a|0){iOb(a);a=f[d>>2]|0;if(a|0)iOb(a)}a=Jvb(f[c>>2]|0,237506)|0;f[c+8>>2]=a;a=Kvb(f[c>>2]|0,199960)|0;f[c+12>>2]=a;a=Kvb(f[c>>2]|0,200121)|0;f[c+16>>2]=a;a=Kvb(f[c>>2]|0,200032)|0;f[c+20>>2]=a;a=Kvb(f[c>>2]|0,199977)|0;f[c+24>>2]=a;bwb(258928,f[f[c>>2]>>2]|0)|0;df(Kvb(f[c>>2]|0,200134)|0,0);a=f[g>>2]|0;if((j|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[k>>2]=39656;f[m>>2]=39676;f[l>>2]=39692;if((b[i+11>>0]|0)>=0){oDb(l);kEb(k,39752);jDb(m);u=n;return}sOb(f[i>>2]|0);oDb(l);kEb(k,39752);jDb(m);u=n;return}function Xfb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0;da=u;u=u+352|0;I=da+336|0;ba=da+272|0;ca=da+248|0;K=da+240|0;$=da+176|0;aa=da;W=da+156|0;X=da+136|0;if(Xub()|0)if(avb()|0){Y=a+64|0;if(+n[Y>>2]<=0.0){u=da;return}h=f[c>>2]|0;if(!h){u=da;return}i=f[h+72>>2]|0;f[I>>2]=i;Z=f[h+76>>2]|0;_=(Z|0)==0;s=i;if(!_)gOb(Z);if(i|0){Vfb(a);h=f[a>>2]|0;if(!h){Xgb(ba);V=f[ba>>2]|0;h=ba+4|0;U=f[h>>2]|0;f[ba>>2]=0;f[h>>2]=0;f[a>>2]=V;V=a+4|0;i=f[V>>2]|0;f[V>>2]=U;if(i|0){iOb(i);h=f[h>>2]|0;if(h|0)iOb(h)}h=f[a>>2]|0}V=f[64754]|0;Yvb(258928,f[h>>2]|0)|0;M=f[64756]|0;N=f[64747]|0;nvb(ba);O=b[259206]|0;Hwb(258928,0)|0;P=b[259052]|0;kwb(258928,0)|0;Q=f[64773]|0;R=f[64775]|0;S=f[64774]|0;T=f[64776]|0;pwb(258928,1,771)|0;U=b[259204]|0;H=(e|0)!=0;J=H?a+96|0:a+68|0;Chb(ca);f[K>>2]=0;L=K+4|0;f[L>>2]=0;do if(H){h=s+16|0;i=s+20|0;Bhb($,g,f[h>>2]|0,f[i>>2]|0);Ehb(ca,$)|0;Ghb($);q=f[ca>>2]|0;o=f[ca+4>>2]|0;r=o;if(!o){f[K>>2]=q;f[L>>2]=r}else{gOb(o);o=f[L>>2]|0;f[K>>2]=q;f[L>>2]=r;if(o|0)iOb(o)}D=Hhb(ca)|0;B=f[64758]|0;C=f[64759]|0;dwb(258928,f[f[D>>2]>>2]|0)|0;D=f[64743]|0;E=f[64744]|0;F=f[64745]|0;G=f[64746]|0;Tvb(258928,0,0,f[h>>2]|0,f[i>>2]|0)|0;bwb(258928,f[f[a+16>>2]>>2]|0)|0;Uvb(258928,0)|0;Vvb(258928,f[s+8>>2]|0)|0;Ygb(f[a+124>>2]|0);Vvb(258928,0)|0;r=a+8|0;if(!(Kub(f[c>>2]|0,r)|0)){Cub($,f[c>>2]|0,0,1);A=f[$>>2]|0;o=$+4|0;z=f[o>>2]|0;f[$>>2]=0;f[o>>2]=0;f[r>>2]=A;A=a+12|0;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);o=f[o>>2]|0;if(o|0)iOb(o)}}dwb(258928,f[f[r>>2]>>2]|0)|0;Gub(f[r>>2]|0,0,K,3553,0);bwb(258928,f[f[a+24>>2]>>2]|0)|0;o=f[64795]|0;q=f[64796]|0;r=f[64797]|0;s=f[64798]|0;c=f[64799]|0;t=f[64800]|0;Awb(258928,7680,7680,7680)|0;v=f[64787]|0;w=f[64790]|0;x=f[64788]|0;y=f[64791]|0;z=f[64789]|0;A=f[64792]|0;uwb(258928,514,0,e)|0;e=b[259212]|0;Kwb(258928,1)|0;Ygb(f[a+128>>2]|0);Kwb(258928,e<<24>>24!=0)|0;if((v|0)==(w|0)&(x|0)==(y|0)&(z|0)==(A|0))uwb(258928,v,x,z)|0;else{vwb(258928,v,x,z)|0;wwb(258928,w,y,A)|0}if((o|0)==(s|0)&(q|0)==(c|0)&(r|0)==(t|0))Awb(258928,o,q,r)|0;else{Bwb(258928,o,q,r)|0;Cwb(258928,s,c,t)|0}Tvb(258928,D,E,F,G)|0;if((B|0)==(C|0)){dwb(258928,B)|0;break}else{ewb(258928,B)|0;fwb(258928,C)|0;break}}else{i=s+20|0;h=s+16|0}while(0);bwb(258928,f[f[J>>2]>>2]|0)|0;LAa(GAa(d)|0,aa);n[$>>2]=+p[aa>>3];n[$+4>>2]=+p[aa+8>>3];n[$+8>>2]=+p[aa+16>>3];n[$+12>>2]=+p[aa+24>>3];n[$+16>>2]=+p[aa+32>>3];n[$+20>>2]=+p[aa+40>>3];n[$+24>>2]=+p[aa+48>>3];n[$+28>>2]=+p[aa+56>>3];n[$+32>>2]=+p[aa+64>>3];n[$+36>>2]=+p[aa+72>>3];n[$+40>>2]=+p[aa+80>>3];n[$+44>>2]=+p[aa+88>>3];n[$+48>>2]=+p[aa+96>>3];n[$+52>>2]=+p[aa+104>>3];n[$+56>>2]=+p[aa+112>>3];n[$+60>>2]=+p[aa+120>>3];m=1.0/+(f[i>>2]|0);n[aa>>2]=1.0/+(f[h>>2]|0);r=aa+4|0;n[r>>2]=m;nf(f[J+12>>2]|0,1,0,$|0);ff(f[J+16>>2]|0,1,aa|0);bf(f[J+20>>2]|0,+(+n[Y>>2]));bf(f[J+24>>2]|0,+(+n[a+60>>2]*+n[r>>2]*2.0*6.828428268432617));Uvb(258928,0)|0;Vvb(258928,f[(f[(H?K:I)>>2]|0)+8>>2]|0)|0;if(!(f[a+48>>2]|0)){Fwb(258928,1)|0;Ygb(f[J+8>>2]|0)}else{if(H){Dhb(W,ca);h=f[I>>2]|0}else{h=f[I>>2]|0;Bhb(W,g,f[h+16>>2]|0,f[h+20>>2]|0)}i=h+16|0;h=h+20|0;Bhb(X,g,f[i>>2]|0,f[h>>2]|0);j=+n[64765];k=+n[64766];l=+n[64767];m=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;d=Hhb(X)|0;o=f[64758]|0;q=f[64759]|0;dwb(258928,f[f[d>>2]>>2]|0)|0;d=f[64743]|0;I=f[64744]|0;K=f[64745]|0;g=f[64746]|0;Tvb(258928,0,0,f[i>>2]|0,f[h>>2]|0)|0;Vd(16384);Fwb(258928,0)|0;Ygb(f[J+8>>2]|0);h=Hhb(W)|0;dwb(258928,f[f[h>>2]>>2]|0)|0;Vd(16384);bwb(258928,f[f[a+32>>2]>>2]|0)|0;nf(f[a+136>>2]|0,1,0,$|0);h=a+56|0;bf(f[a+140>>2]|0,+(+n[h>>2]));i=a+52|0;ef(f[a+144>>2]|0,+(+n[i>>2]*+n[aa>>2]),0.0);Uvb(258928,0)|0;Vvb(258928,f[(f[X>>2]|0)+8>>2]|0)|0;Ygb(f[a+132>>2]|0);Tvb(258928,d,I,K,g)|0;if((o|0)==(q|0))dwb(258928,o)|0;else{ewb(258928,o)|0;fwb(258928,q)|0}bwb(258928,f[f[a+40>>2]>>2]|0)|0;Fwb(258928,1)|0;nf(f[a+152>>2]|0,1,0,$|0);bf(f[a+156>>2]|0,+(+n[h>>2]));bf(f[a+164>>2]|0,+(+n[Y>>2]));ef(f[a+160>>2]|0,0.0,+(+n[i>>2]*+n[r>>2]));Uvb(258928,0)|0;Vvb(258928,f[(f[W>>2]|0)+8>>2]|0)|0;Ygb(f[a+148>>2]|0);mwb(258928,j,k,l,m)|0;Ghb(X);Ghb(W)}h=f[L>>2]|0;if(h|0)iOb(h);Ghb(ca);Fwb(258928,U<<24>>24!=0)|0;owb(258928,Q,R,S,T)|0;kwb(258928,P<<24>>24!=0)|0;Hwb(258928,O<<24>>24!=0)|0;ovb(ba);Uvb(258928,N)|0;bwb(258928,M)|0;Yvb(258928,V)|0}if(!_)iOb(Z);u=da;return}f[a+8>>2]=0;ca=a+12|0;h=f[ca>>2]|0;f[ca>>2]=0;if(!h){u=da;return}iOb(h);u=da;return}function Yfb(a){a=a|0;var b=0;f[a>>2]=0;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;iOb(a);return}function Zfb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+32|0;g=j+24|0;h=j;i=a+16|0;if(f[i>>2]|0){u=j;return}d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200175,h,1);e=f[g>>2]|0;c=g+4|0;k=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[i>>2]=e;e=a+20|0;b=f[e>>2]|0;f[e>>2]=k;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);d=h+16|0;f[h>>2]=40500;f[h+4>>2]=162;f[d>>2]=h;Evb(g,237430,200142,h,1);e=a+24|0;k=f[g>>2]|0;c=g+4|0;l=f[c>>2]|0;f[g>>2]=0;f[c>>2]=0;f[e>>2]=k;k=a+28|0;b=f[k>>2]|0;f[k>>2]=l;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((h|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);l=Jvb(f[i>>2]|0,237506)|0;f[a+136>>2]=l;l=Jvb(f[e>>2]|0,237506)|0;f[a+144>>2]=l;l=Kvb(f[i>>2]|0,240573)|0;f[a+140>>2]=l;l=f[64756]|0;bwb(258928,f[f[e>>2]>>2]|0)|0;df(Kvb(f[e>>2]|0,200828)|0,0);bwb(258928,l)|0;u=j;return}function _fb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;b=h+24|0;e=h;g=a+32|0;if(f[g>>2]|0){u=h;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,237430,200214,e,1);i=f[b>>2]|0;c=b+4|0;j=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[g>>2]=i;i=a+36|0;b=f[i>>2]|0;f[i>>2]=j;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);j=Jvb(f[g>>2]|0,237506)|0;f[a+148>>2]=j;j=Kvb(f[g>>2]|0,200255)|0;f[a+152>>2]=j;j=Kvb(f[g>>2]|0,200272)|0;f[a+156>>2]=j;j=Kvb(f[g>>2]|0,200288)|0;f[a+160>>2]=j;j=f[64756]|0;bwb(258928,f[f[g>>2]>>2]|0)|0;df(Kvb(f[g>>2]|0,200828)|0,0);bwb(258928,j)|0;u=h;return}function $fb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0.0,ha=0.0,ia=0.0;fa=u;u=u+48|0;ea=fa+24|0;ca=fa+16|0;da=fa;l=f[c>>2]|0;if(!l){u=fa;return}if(!(Kub(l,a)|0)){Cub(ea,f[c>>2]|0,0,1);ba=f[ea>>2]|0;l=ea+4|0;aa=f[l>>2]|0;f[ea>>2]=0;f[l>>2]=0;f[a>>2]=ba;ba=a+4|0;m=f[ba>>2]|0;f[ba>>2]=aa;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}}Zfb(a);ba=uub(f[(f[c>>2]|0)+4>>2]|0)|0;Bhb(ea,h,ba,vub(f[(f[c>>2]|0)+4>>2]|0)|0);f[ca>>2]=f[ea>>2];ba=ca+4|0;l=f[ea+4>>2]|0;f[ba>>2]=l;if(l|0)gOb(l);h=a+8|0;l=f[h>>2]|0;if(!l){Xgb(da);aa=f[da>>2]|0;l=da+4|0;$=f[l>>2]|0;f[da>>2]=0;f[l>>2]=0;f[h>>2]=aa;aa=a+12|0;m=f[aa>>2]|0;f[aa>>2]=$;if(m|0){iOb(m);l=f[l>>2]|0;if(l|0)iOb(l)}l=f[h>>2]|0;if(!l)l=0;else z=14}else z=14;if((z|0)==14)l=f[l>>2]|0;aa=f[64754]|0;Yvb(258928,l)|0;D=f[64756]|0;E=f[(f[64748]|0)+(f[64747]<<2)>>2]|0;F=+n[64765];G=+n[64766];H=+n[64767];I=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;J=b[259206]|0;Hwb(258928,0)|0;K=b[259052]|0;kwb(258928,0)|0;L=f[64795]|0;M=f[64796]|0;N=f[64797]|0;O=f[64798]|0;P=f[64799]|0;Q=f[64800]|0;Awb(258928,7680,7680,7680)|0;R=f[64787]|0;S=f[64790]|0;T=f[64788]|0;U=f[64791]|0;V=f[64789]|0;W=f[64792]|0;X=b[259204]|0;Fwb(258928,0)|0;Y=f[64773]|0;Z=f[64775]|0;_=f[64774]|0;$=f[64776]|0;pwb(258928,1,771)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;x=f[64758]|0;y=f[64759]|0;dwb(258928,l)|0;w=f[ca>>2]|0;r=f[64743]|0;s=f[64744]|0;t=f[64745]|0;v=f[64746]|0;Tvb(258928,0,0,f[w+16>>2]|0,f[w+20>>2]|0)|0;Gub(f[a>>2]|0,0,ca,3553,0);w=b[259212]|0;Kwb(258928,1)|0;Vd(16384);C=a+16|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;a:do if(i){p=a+72|0;q=a+88|0;do if(+n[p>>2]==+n[q>>2]){m=a+76|0;if(+n[m>>2]==+n[a+92>>2]){o=a+80|0;if(+n[o>>2]==+n[a+96>>2]){l=a+84|0;ga=+n[l>>2];h=ga>0.0;if(!(ga==+n[a+100>>2]))if(h){h=o;z=29;break}else break;if(!h)break a;uwb(258928,517,0,f[g+4>>2]|f[g>>2])|0;B=f[a+140>>2]|0;ga=+n[l>>2];ia=ga*+n[m>>2];ha=ga*+n[o>>2];n[da>>2]=+n[p>>2]*ga;n[da+4>>2]=ia;n[da+8>>2]=ha;n[da+12>>2]=ga;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0);break a}else z=23}else z=23}else z=23;while(0);if((z|0)==23){l=a+84|0;if(+n[l>>2]>0.0){m=a+76|0;h=a+80|0;z=29}}if((z|0)==29){uwb(258928,517,0,f[g>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[m>>2];ha=ia*+n[h>>2];n[da>>2]=+n[p>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}l=a+100|0;if(+n[l>>2]>0.0){uwb(258928,517,0,f[g+4>>2]|0)|0;B=f[a+140>>2]|0;ia=+n[l>>2];ga=ia*+n[a+92>>2];ha=ia*+n[a+96>>2];n[da>>2]=+n[q>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);Ygb(f[a+136>>2]|0)}}while(0);Fwb(258928,1)|0;l=a+52|0;if(+n[l>>2]>0.0){uwb(258928,514,e|d,e)|0;A=a+140|0;B=f[A>>2]|0;ia=+n[l>>2];ga=ia*+n[a+44>>2];ha=ia*+n[a+48>>2];n[da>>2]=+n[a+40>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(B|0,1,da|0);B=a+136|0;Ygb(f[B>>2]|0)}else{B=a+136|0;A=a+140|0}uwb(258928,517,0,d)|0;d=f[A>>2]|0;ia=+n[a+68>>2];ga=ia*+n[a+60>>2];ha=ia*+n[a+64>>2];n[da>>2]=+n[a+56>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(d|0,1,da|0);Ygb(f[B>>2]|0);Kwb(258928,w<<24>>24!=0)|0;Tvb(258928,r,s,t,v)|0;if((x|0)==(y|0))dwb(258928,x)|0;else{ewb(258928,x)|0;fwb(258928,y)|0}l=f[a+24>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;Ygb(f[a+144>>2]|0);Ffb(j,3,f[c>>2]|0,0,k,1);do if(i){e=a+116|0;if(+n[e>>2]<=0.0)if(+n[a+132>>2]<=0.0)break;_fb(a);Vvb(258928,0)|0;l=f[a>>2]|0;if(!l)l=0;else l=f[l>>2]|0;y=f[64758]|0;z=f[64759]|0;dwb(258928,l)|0;q=f[ca>>2]|0;m=f[64743]|0;h=f[64744]|0;o=f[64745]|0;p=f[64746]|0;Tvb(258928,0,0,f[q+16>>2]|0,f[q+20>>2]|0)|0;q=b[259204]|0;Fwb(258928,0)|0;r=b[259048]|0;s=b[259049]|0;t=b[259050]|0;v=b[259051]|0;Vd(16384);w=b[259212]|0;Kwb(258928,1)|0;l=f[C>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;kf(f[A>>2]|0,1.0,1.0,1.0,1.0);if(+n[e>>2]>0.0){jwb(258928,1,0,0,0)|0;uwb(258928,517,0,f[g+8>>2]|0)|0;Ygb(f[B>>2]|0)}x=a+132|0;if(+n[x>>2]>0.0){jwb(258928,0,1,0,0)|0;uwb(258928,517,0,f[g+12>>2]|0)|0;Ygb(f[B>>2]|0)}Kwb(258928,w<<24>>24!=0)|0;jwb(258928,r<<24>>24!=0,s<<24>>24!=0,t<<24>>24!=0,v<<24>>24!=0)|0;Fwb(258928,q<<24>>24!=0)|0;Tvb(258928,m,h,o,p)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}l=f[a+32>>2]|0;if(!l)l=0;else l=f[l>>2]|0;bwb(258928,l)|0;l=f[ca>>2]|0;if(!l)l=0;else l=f[l+8>>2]|0;Vvb(258928,l)|0;g=f[a+152>>2]|0;ia=+n[e>>2];ha=ia*+n[a+108>>2];ga=ia*+n[a+112>>2];n[da>>2]=+n[a+104>>2]*ia;n[da+4>>2]=ha;n[da+8>>2]=ga;n[da+12>>2]=ia;lf(g|0,1,da|0);g=f[a+156>>2]|0;ia=+n[x>>2];ga=ia*+n[a+124>>2];ha=ia*+n[a+128>>2];n[da>>2]=+n[a+120>>2]*ia;n[da+4>>2]=ga;n[da+8>>2]=ha;n[da+12>>2]=ia;lf(g|0,1,da|0);da=f[ca>>2]|0;ef(f[a+160>>2]|0,+(1.5/+(f[da+16>>2]|0)),+(1.5/+(f[da+20>>2]|0)));Ygb(f[a+148>>2]|0)}while(0);owb(258928,Y,Z,_,$)|0;Fwb(258928,X<<24>>24!=0)|0;if((R|0)==(S|0)&(T|0)==(U|0)&(V|0)==(W|0))uwb(258928,R,T,V)|0;else{vwb(258928,R,T,V)|0;wwb(258928,S,U,W)|0}if((L|0)==(O|0)&(M|0)==(P|0)&(N|0)==(Q|0))Awb(258928,L,M,N)|0;else{Bwb(258928,L,M,N)|0;Cwb(258928,O,P,Q)|0}kwb(258928,K<<24>>24!=0)|0;Hwb(258928,J<<24>>24!=0)|0;mwb(258928,F,G,H,I)|0;Vvb(258928,E)|0;bwb(258928,D)|0;Yvb(258928,aa)|0;l=f[ba>>2]|0;if(l|0)iOb(l);Ghb(ea);u=fa;return}function agb(a){a=a|0;var c=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;b[a+24>>0]=0;b[a+25>>0]=3;b[a+26>>0]=2;n[a+28>>2]=1.0;n[a+32>>2]=1.0;n[a+36>>2]=1.0;n[a+40>>2]=.5;n[a+44>>2]=0.0;n[a+48>>2]=1.0;n[a+52>>2]=0.0;n[a+56>>2]=1.0;n[a+60>>2]=0.0;n[a+64>>2]=1.0;n[a+68>>2]=0.0;n[a+72>>2]=1.0;n[a+76>>2]=0.0;n[a+80>>2]=0.0;n[a+84>>2]=.5;n[a+88>>2]=1.0;n[a+92>>2]=.5;n[a+96>>2]=0.0;n[a+100>>2]=.5;n[a+104>>2]=1.0;n[a+108>>2]=.25;c=a+112|0;f[a+176>>2]=0;f[a+180>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;return}function bgb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=f[a+32>>2]|0;i=f[a+40>>2]|0;j=f[a+640>>2]|0;d=f[a+752>>2]|0;k=f[a+1040>>2]|0;a:{b:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+344|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break b;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break c;b=f[b>>2]|0;if(!b)break b}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break c}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+344|0,a+8|0)|0}}}while(0);d=f[h+368>>2]|0;d:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+364|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){e:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break d;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break e;b=f[b>>2]|0;if(!b)break d}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break e}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break d}b=f[b>>2]|0;if(!b)break d}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+364|0,a+8|0)|0}}}while(0);d=f[h+388>>2]|0;f:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+384|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){g:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break f;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break g;b=f[b>>2]|0;if(!b)break f}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break g}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break f}b=f[b>>2]|0;if(!b)break f}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+384|0,a+8|0)|0}}}while(0);d=f[h+408>>2]|0;h:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+404|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){i:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break h;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break i;b=f[b>>2]|0;if(!b)break h}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break i}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break h}b=f[b>>2]|0;if(!b)break h}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+404|0,a+8|0)|0}}}while(0);d=f[h+428>>2]|0;j:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+424|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){k:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break j;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break k;b=f[b>>2]|0;if(!b)break j}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break k}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break j}b=f[b>>2]|0;if(!b)break j}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+424|0,a+8|0)|0}}}while(0);d=f[h+448>>2]|0;l:do if(d|0){if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+444|0)>>2]|0)+(e<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){m:do if(!((d+-1|0)&d))while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0)))break l;if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0))break m;b=f[b>>2]|0;if(!b)break l}else while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0))break m}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0))break l}b=f[b>>2]|0;if(!b)break l}while(0);f[(a+4|0)>>2]=b;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+444|0,a+8|0)|0}}}while(0);d=f[h+468>>2]|0;if(!d){u=a;f[a+1048>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&(j>>>15^j);else if((j>>>15^j)>>>0<d>>>0)e=j>>>15^j;else e=((j>>>15^j)>>>0)%(d>>>0)|0;b=f[(f[(h+464|0)>>2]|0)+(e<<2)>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}b=f[b>>2]|0;if(!b){u=a;f[a+1048>>2]=5;break a}n:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(j>>>15^j|0)|(c&(d+-1|0)|0)==(e|0))){k=229;break}if((c|0)==(j>>>15^j|0))if((f[b+8>>2]|0)==(i|0)){g=b;break n}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(j>>>15^j|0)){if((f[b+8>>2]|0)==(i|0)){g=b;break n}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){k=229;break}}b=f[b>>2]|0;if(!b){k=229;break}}if((k|0)==229){u=a;f[a+1048>>2]=5;break a}}while(0);f[(a+4|0)>>2]=g;f[(a+8|0)>>2]=f[(a+4|0)>>2];bcb(h+464|0,a+8|0)|0;u=a;f[a+1048>>2]=5;break a}f[a+1040>>2]=k}function cgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0;D=f[a+352>>2]|0;E=f[a+360>>2]|0;I=f[a+368>>2]|0;M=f[a+392>>2]|0;Q=f[a+416>>2]|0;R=f[a+424>>2]|0;J=f[a+928>>2]|0;K=f[a+1024>>2]|0;L=f[a+1080>>2]|0;N=f[a+1928>>2]|0;O=f[a+1944>>2]|0;P=f[a+1952>>2]|0;S=f[a+2008>>2]|0;a:{if(S){S=0;if(1){F=dLa(I)|0;f[(a+88|0)>>2]=F;f[(a+88|0)+4>>2]=I;f[(a+88|0)+8>>2]=0;f[(a+88|0)+12>>2]=0;f[(a+88|0)+16>>2]=1;f[(a+88|0)+20>>2]=0;F=(a+88|0)+24|0;n[(a+88|0)+40>>2]=1.0;f[F>>2]=J;C=(J&16512|0)==128?E+381|0:E+384|0;G=(a+248|0)+28|0;H=(a+248|0)+32|0;B=0;z=0;while(1){e=1<<z;do if(e&(L&7&((L&255)>>>3&7|M)&255)|0){A=f[(a+216|0)+(z<<2)>>2]|0;if(A|0){c=I+12+(z<<3)|0;d=f[c>>2]|0;if(!d){fKa(I,B);d=f[c>>2]|0}y=f[K+36+(z<<2)>>2]|0;v=f[(I+200|0)>>2]|0;x=h[(I+200|0)+4>>0]|0;t=ZPb(v|0,x&255|0,3)|0;w=ZPb(v|0,x&255|0,6)|0;x=ZPb(v|0,x&255|0,9)|0;if(!(e&7&(t|v|w|x))){x=f[(a+132|0)+(z<<2)>>2]|0;T=+n[(b[((a+132|0)+24|0)>>0]|0?(a+132|0)+12|0:a+168|0)+(z<<2)>>2];f[F>>2]=(f[O>>2]|J)&f[P>>2];ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(x|0)==0?d:x,(a+180|0)+(z*12|0)|0,T,(f[(a+228|0)+(z<<2)>>2]|0)+y|0,A,(b[N>>0]|0)!=0,(b[((a+132|0)+26|0)>>0]|0)!=0,Q,b[C+z>>0]|0,R);break}w=LKa(I,B)|0;e=IKa(I,B)|0;i=KKa(I,B)|0;j=JKa(I,B)|0;x=f[(a+228|0)+(z<<2)>>2]|0;v=f[w>>2]|0;w=f[w+4>>2]|0;if((v|0)==(w|0)){c=-1;g=1}else{c=f[v+4>>2]|0;if(!c){c=f[v+8>>2]|0;g=0}else g=1}t=f[e>>2]|0;s=f[e+4>>2]|0;if((t|0)==(s|0)){e=-1;q=1}else{e=f[t>>2]|0;if(!e){e=f[t+4>>2]|0;q=0}else q=1}r=f[i>>2]|0;p=f[i+4>>2]|0;if((r|0)==(p|0)){i=-1;m=1}else{i=f[r+12>>2]|0;if(!i){i=f[r+16>>2]|0;m=0}else m=1}o=f[j>>2]|0;l=f[j+4>>2]|0;do if((o|0)==(l|0)){j=-1;k=1}else{j=f[o>>2]|0;if(j|0){k=1;break}j=f[o+4>>2]|0;k=0}while(0);f[a>>2]=v;f[(a+4|0)>>2]=w;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=c;b[(a+16|0)>>0]=g;b[(a+17|0)>>0]=b[(a+284|0)>>0]|0;b[(a+17|0)+1>>0]=b[(a+284|0)+1>>0]|0;b[(a+17|0)+2>>0]=b[(a+284|0)+2>>0]|0;f[(a+20|0)>>2]=t;f[(a+24|0)>>2]=s;f[(a+28|0)>>2]=0;f[(a+32|0)>>2]=e;b[(a+36|0)>>0]=q;b[(a+37|0)>>0]=b[(a+248|0)>>0]|0;b[(a+37|0)+1>>0]=b[(a+248|0)+1>>0]|0;b[(a+37|0)+2>>0]=b[(a+248|0)+2>>0]|0;f[(a+40|0)>>2]=r;f[(a+44|0)>>2]=p;f[(a+48|0)>>2]=0;f[(a+52|0)>>2]=i;b[(a+56|0)>>0]=m;b[(a+57|0)>>0]=b[(a+240|0)>>0]|0;b[(a+57|0)+1>>0]=b[(a+240|0)+1>>0]|0;b[(a+57|0)+2>>0]=b[(a+240|0)+2>>0]|0;f[(a+60|0)>>2]=o;f[(a+64|0)>>2]=l;f[(a+68|0)>>2]=0;f[(a+72|0)>>2]=j;b[(a+76|0)>>0]=k;b[(a+77|0)>>0]=b[(a+328|0)>>0]|0;b[(a+77|0)+1>>0]=b[(a+328|0)+1>>0]|0;b[(a+77|0)+2>>0]=b[(a+328|0)+2>>0]|0;f[(a+80|0)>>2]=0;e=e>>>0<c>>>0?e:c;e=i>>>0<e>>>0?i:e;e=j>>>0<e>>>0?j:e;f[(a+84|0)>>2]=e;b:do if(A+x|0|0){q=(a+248|0)+(z<<2)|0;r=(a+180|0)+(z*12|0)|0;c=0;while(1){f[F>>2]=J;if(!(g<<24>>24)){p=f[f[a>>2]>>2]|0;f[F>>2]=J|32768;g=J|32768}else{p=d;g=J}if(!(b[(a+36|0)>>0]|0)){g=g|134217728;f[F>>2]=g;i=E+381|0}else i=C;o=b[i+z>>0]|0;if(!(b[(a+56|0)>>0]|0)){g=g|8388608;f[F>>2]=g;w=f[(a+40|0)>>2]|0;f[(a+284|0)>>2]=f[w>>2];f[(a+284|0)+4>>2]=f[w+4>>2];f[(a+284|0)+8>>2]=f[w+8>>2]}else{f[(a+284|0)>>2]=f[r>>2];f[(a+284|0)+4>>2]=f[r+4>>2];f[(a+284|0)+8>>2]=f[r+8>>2]}if(!(b[(a+76|0)>>0]|0)){g=g|2097152;f[F>>2]=g}i=f[(K+52|0)>>2]|0;f[(a+248|0)>>2]=0;f[(a+248|0)+4>>2]=0;f[(a+248|0)+8>>2]=0;b[((a+248|0)+24|0)>>0]=0;b[((a+248|0)+25|0)>>0]=0;b[((a+248|0)+26|0)>>0]=0;f[G>>2]=0;f[H>>2]=-1;do if((g&4194304|0)==0&(b[(E+226|0)>>0]|0)==3){b[((a+248|0)+24|0)>>0]=1;if(!(g&2097152)){b[((a+248|0)+25|0)>>0]=0;f[((a+248|0)+12|0)>>2]=f[(E+284|0)>>2];i=f[(E+260|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+16|0)>>2]=f[(E+288|0)>>2];i=f[(E+268|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}f[((a+248|0)+20|0)>>2]=f[(E+292|0)>>2];i=f[(E+276|0)>>2]|0;if(!i){m=1;i=(a+248|0)+12|0;l=0;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=1;k=32768;j=-8388609;i=(a+248|0)+12|0;l=0;break}else{b[((a+248|0)+25|0)>>0]=1;n[((a+248|0)+12|0)>>2]=1.0;i=f[(E+236|0)>>2]|0;if(!i){j=-1;k=0}else{f[G>>2]=32768;f[H>>2]=-8388609;f[(a+248|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+16|0)>>2]=1.0;i=f[(E+244|0)>>2]|0;if(i){f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+4|0)>>2]=i;j=-8388609;k=32768}n[((a+248|0)+20|0)>>2]=1.0;i=f[(E+252|0)>>2]|0;if(!i){m=0;i=(a+248|0)+12|0;l=1;break}f[G>>2]=32768;f[H>>2]=-8388609;f[((a+248|0)+8|0)>>2]=i;m=0;k=32768;j=-8388609;i=(a+248|0)+12|0;l=1;break}}else{b[((a+248|0)+25|0)>>0]=0;m=(g&32768|0)==0&(i&32768|0)!=0&1;k=0;j=-1;i=a+168|0;l=0}while(0);b[((a+248|0)+26|0)>>0]=m;f[F>>2]=(k|g)&j;v=f[q>>2]|0;w=x>>>0<c>>>0?c:x;c=e+c|0;c=c>>>0<(A+x|0)>>>0?c:A+x|0;ecb(D,B,a+88|0,L&7&((L&255)>>>3&7|M),(v|0)==0?p:v,a+284|0,+n[i+(z<<2)>>2],w+y|0,(c>>>0<w>>>0?w:c)-w|0,l,m<<24>>24!=0,Q,o,R);c=(f[(a+80|0)>>2]|0)+(f[(a+84|0)>>2]|0)|0;f[(a+80|0)>>2]=c;f[(a+240|0)>>2]=c;f[((a+240|0)+4|0)>>2]=-1;b[(a+284|0)>>0]=b[(a+248|0)>>0]|0;mcb(a,a+240|0,a+284|0);c=f[(a+80|0)>>2]|0;e=(f[((a+240|0)+4|0)>>2]|0)-c|0;f[(a+84|0)>>2]=e;if(c>>>0>=(A+x|0)>>>0)break b;g=b[(a+16|0)>>0]|0}}while(0)}}while(0);c=z+1|0;B=c&255;if((B&255)>=3)break;else z=c&255}}else S=1}u=a;f[a+2016>>2]=5;break a}f[a+2008>>2]=S}function dgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0.0,$=0.0,aa=0.0,ba=0.0;X=f[a+13728>>2]|0;Z=f[a+13752>>2]|0;g=f[a+13760>>2]|0;c=f[a+13768>>2]|0;Y=f[a+13808>>2]|0;W=f[a+14736>>2]|0;if((W|0)==37){Zib(a+24|0,c,a+128|0,a+56|0);_=+p[(a+24|0)+8>>3];u=+p[(a+24|0)+16>>3];v=+p[(a+24|0)+24>>3];n[(a+688|0)>>2]=+p[(a+24|0)>>3];n[(a+688|0)+4>>2]=_;n[(a+688|0)+8>>2]=u;n[(a+688|0)+12>>2]=v}n[(a+24|0)>>2]=1.0;n[(a+684|0)>>2]=1.0;Kha(a);n[(a+24|0)>>2]=+(f[64745]|0)/+(f[a>>2]|0);n[(a+684|0)>>2]=+(f[64746]|0)/+(f[a+4>>2]|0);c=f[X>>2]|0;W=j[(c+230|0)>>1]|j[(c+230|0)+2>>1]<<16;b[a>>0]=W>>>1&1;b[(a+13704|0)>>0]=W&1;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&16){b[(a+13704|0)>>0]=1;b[a>>0]=0}f[(a+680|0)>>2]=(b[(a+13705|0)>>0]|0)==2?42:58;b[(a+13703|0)>>0]=b[c+225>>0]|0;f[(a+672|0)>>2]=a+13703|0;f[(a+672|0)+4>>2]=a+680|0;f[(a+664|0)>>2]=f[c+128>>2];b[(a+13699|0)>>0]=b[c+229>>0]|0;c=aab(c)|0;d=f[X>>2]|0;b[(a+13698|0)>>0]=b[d+312>>0]|0;b[(a+13697|0)>>0]=b[d+313>>0]|0;e=(E9a(d)|0)&1;b[(a+13696|0)>>0]=e;ba=+p[((a+128|0)+40|0)>>3];$=+p[((a+128|0)+80|0)>>3];v=+p[((a+128|0)+72|0)>>3];aa=+p[((a+128|0)+48|0)>>3];u=+p[((a+128|0)+8|0)>>3];_=+p[((a+128|0)+16|0)>>3];if(+p[((a+128|0)+64|0)>>3]*(aa*u-ba*_)+(+p[(a+128|0)>>3]*(ba*$-v*aa)-+p[((a+128|0)+32|0)>>3]*($*u-v*_))<0.0)b[(a+13696|0)>>0]=e^1;f[(a+552|0)>>2]=a+13704|0;f[(a+552|0)+4>>2]=a;f[(a+552|0)+8>>2]=X;f[(a+552|0)+12>>2]=a+13600|0;f[(a+552|0)+16>>2]=a+13536|0;f[(a+552|0)+20>>2]=a+756|0;f[(a+552|0)+24>>2]=a+704|0;f[(a+552|0)+28>>2]=a+688|0;f[(a+552|0)+32>>2]=a+13680|0;f[(a+552|0)+36>>2]=a+13676|0;f[(a+552|0)+40>>2]=a+13672|0;f[(a+552|0)+44>>2]=a+664|0;f[(a+552|0)+48>>2]=a+13706|0;f[(a+552|0)+52>>2]=d+216;f[(a+552|0)+56>>2]=d+208;f[(a+552|0)+60>>2]=a+13699|0;f[(a+552|0)+64>>2]=c;f[(a+552|0)+68>>2]=a+13696|0;f[(a+552|0)+72>>2]=a+13468|0;f[(a+552|0)+76>>2]=a+13464|0;f[(a+552|0)+80>>2]=a+13472|0;f[(a+552|0)+84>>2]=a+672|0;f[(a+552|0)+88>>2]=a+1152|0;f[(a+552|0)+92>>2]=a+13702|0;f[(a+552|0)+96>>2]=g;f[(a+552|0)+100>>2]=a+1144|0;f[(a+552|0)+104>>2]=a+256|0;f[(a+552|0)+108>>2]=a+13688|0;f[(a+440|0)>>2]=a+13706|0;f[(a+440|0)+4>>2]=X;f[(a+440|0)+8>>2]=a+13600|0;f[(a+440|0)+12>>2]=a+13536|0;f[(a+440|0)+16>>2]=a+756|0;f[(a+440|0)+20>>2]=a+704|0;f[(a+440|0)+24>>2]=a+688|0;f[(a+440|0)+28>>2]=a+13680|0;f[(a+440|0)+32>>2]=a+13676|0;f[(a+440|0)+36>>2]=a+13672|0;f[(a+440|0)+40>>2]=a+664|0;f[(a+440|0)+44>>2]=c;f[(a+440|0)+48>>2]=a+24|0;f[(a+440|0)+52>>2]=a+684|0;f[(a+440|0)+56>>2]=a+13460|0;f[(a+440|0)+60>>2]=a+13456|0;f[(a+440|0)+64>>2]=a+13472|0;f[(a+440|0)+68>>2]=a+13705|0;f[(a+440|0)+72>>2]=a+13701|0;f[(a+440|0)+76>>2]=a+672|0;f[(a+440|0)+80>>2]=a+1152|0;f[(a+440|0)+84>>2]=a+13700|0;f[(a+440|0)+88>>2]=a+13702|0;f[(a+440|0)+92>>2]=g;f[(a+440|0)+96>>2]=a+1144|0;f[(a+440|0)+100>>2]=a+13668|0;f[(a+440|0)+104>>2]=a+13688|0;f[(a+344|0)>>2]=a+13452|0;f[(a+344|0)+4>>2]=X;f[(a+344|0)+8>>2]=a+13600|0;f[(a+344|0)+12>>2]=a+13536|0;f[(a+344|0)+16>>2]=a+756|0;f[(a+344|0)+20>>2]=a+704|0;f[(a+344|0)+24>>2]=a+688|0;f[(a+344|0)+28>>2]=a+13680|0;f[(a+344|0)+32>>2]=a+13676|0;f[(a+344|0)+36>>2]=a+13672|0;f[(a+344|0)+40>>2]=a+664|0;f[(a+344|0)+44>>2]=a+13698|0;f[(a+344|0)+48>>2]=a+13697|0;f[(a+344|0)+52>>2]=c;f[(a+344|0)+56>>2]=a+13460|0;f[(a+344|0)+60>>2]=a+13456|0;f[(a+344|0)+64>>2]=a+13472|0;f[(a+344|0)+68>>2]=a+672|0;f[(a+344|0)+72>>2]=a+1152|0;f[(a+344|0)+76>>2]=a+13702|0;f[(a+344|0)+80>>2]=g;f[(a+344|0)+84>>2]=a+1144|0;f[(a+344|0)+88>>2]=a+13664|0;f[(a+344|0)+92>>2]=a+13688|0;d=b[259205]|0;e=b[259206]|0;Hwb(258928,1)|0;g=f[64756]|0;i=f[64754]|0;k=f[64755]|0;l=f[64764]|0;m=b[259048]|0;o=b[259049]|0;q=b[259050]|0;r=b[259051]|0;s=f[64747]|0;nvb(a+280|0);t=f[64778]|0;qwb(258928,515)|0;u=+n[64779];v=+n[64780];w=f[64793]|0;x=f[64794]|0;y=f[64795]|0;z=f[64796]|0;A=f[64797]|0;B=f[64798]|0;C=f[64799]|0;D=f[64800]|0;E=f[64787]|0;F=f[64790]|0;G=f[64788]|0;H=f[64791]|0;I=f[64789]|0;J=f[64792]|0;uwb(258928,519,255,0)|0;K=b[259212]|0;Kwb(258928,1)|0;L=b[259052]|0;M=b[259048]|0;N=b[259049]|0;O=b[259050]|0;P=b[259051]|0;Q=b[259204]|0;Fwb(258928,0)|0;R=f[64773]|0;S=f[64775]|0;T=f[64774]|0;U=f[64776]|0;pwb(258928,1,771)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;Cdb(a+552|0,Z+4|0,Z+244|0,0)|0;Ddb(a+440|0,Z+24|0,Z+264|0,0)|0;Edb(a+344|0,Z+44|0,Z+284|0,0)|0;W=(b[(a+13706|0)>>0]|0)!=1;V=(f[(X+40|0)>>2]|0)!=0&W;if(V&((b[(a+13705|0)>>0]|0)!=3|(b[(a+13699|0)>>0]|0)!=0)|W^1)c=0;else{Fwb(258928,1)|0;kwb(258928,0)|0;c=1}do if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1){if(V){dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;break}if(c)dwb(258928,f[f[X+32>>2]>>2]|0)|0}while(0);W=Cdb(a+552|0,Z+64|0,Z+304|0,c)|0;W=(Ddb(a+440|0,Z+84|0,Z+324|0,c)|0)+W|0;c=Edb(a+344|0,Z+104|0,Z+344|0,c)|0;if((h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8)&1)dwb(258928,f[f[X+24>>2]>>2]|0)|0;jwb(258928,0,0,0,0)|0;kwb(258928,0)|0;Fwb(258928,0)|0;Cdb(a+552|0,Z+124|0,Z+364|0,1)|0;Ddb(a+440|0,Z+144|0,Z+384|0,1)|0;Edb(a+344|0,Z+164|0,Z+404|0,1)|0;if(V)dwb(258928,f[f[(X+40|0)>>2]>>2]|0)|0;Cdb(a+552|0,Z+184|0,Z+424|0,1)|0;Ddb(a+440|0,Z+204|0,Z+444|0,1)|0;Edb(a+344|0,Z+224|0,Z+464|0,1)|0;if(Y|0){f[(Y+8|0)>>2]=(f[(Y+8|0)>>2]|0)+(f[(a+13688|0)>>2]|0);f[(Y+12|0)>>2]=(f[(Y+12|0)>>2]|0)+(((f[(a+256|0)>>2]|0)>>>0)/3|0);f[(Y+16|0)>>2]=(f[(Y+16|0)>>2]|0)+((f[(a+13668|0)>>2]|0)>>>1);f[(Y+20|0)>>2]=(f[(Y+20|0)>>2]|0)+(f[(a+13664|0)>>2]|0)}if((W|0)!=(0-c|0)){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|256;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+256|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|512;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13668|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|1024;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}if(f[(a+13664|0)>>2]|0){Z=h[(X+77|0)>>0]|h[(X+77|0)+1>>0]<<8|2048;b[(X+77|0)>>0]=Z;b[(X+77|0)+1>>0]=Z>>8}owb(258928,R,S,T,U)|0;Fwb(258928,Q<<24>>24!=0)|0;jwb(258928,M<<24>>24!=0,N<<24>>24!=0,O<<24>>24!=0,P<<24>>24!=0)|0;kwb(258928,L<<24>>24!=0)|0;Kwb(258928,K<<24>>24!=0)|0;if((E|0)==(F|0)&(G|0)==(H|0)&(I|0)==(J|0))uwb(258928,E,G,I)|0;else{vwb(258928,E,G,I)|0;wwb(258928,F,H,J)|0}if((y|0)==(B|0)&(z|0)==(C|0)&(A|0)==(D|0))Awb(258928,y,z,A)|0;else{Bwb(258928,y,z,A)|0;Cwb(258928,B,C,D)|0}if((w|0)==(x|0))xwb(258928,w)|0;else{ywb(258928,w)|0;zwb(258928,x)|0}rwb(258928,u,v)|0;qwb(258928,t)|0;ovb(a+280|0);Uvb(258928,s)|0;jwb(258928,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0,r<<24>>24!=0)|0;lwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,i)|0;bwb(258928,g)|0;Hwb(258928,e<<24>>24!=0)|0;Gwb(258928,d<<24>>24!=0)|0}function egb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;z=f[a+192>>2]|0;D=f[a+208>>2]|0;E=f[a+216>>2]|0;c=f[a+408>>2]|0;i=f[a+432>>2]|0;A=+n[a+576>>2];B=+n[a+584>>2];C=f[a+616>>2]|0;J=f[a+1560>>2]|0;K=f[a+1624>>2]|0;a:{if(!(f[D+12>>2]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}if(!(b[f[z>>2]>>0]|0))if(!(b[f[(z+4|0)>>2]>>0]|0)){H=c;J=i;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}swb(258928,1.0,0.0)|0;Iwb(258928,1)|0;Ewb(258928,f[64788]&-49)|0;w=f[z+12>>2]|0;x=f[z+16>>2]|0;y=f[(z+20|0)>>2]|0;g=f[z+24>>2]|0;j=f[z+28>>2]|0;G=f[f[z+32>>2]>>2]|0;F=f[f[z+36>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=w;f[(a+64|0)+8>>2]=x;f[(a+64|0)+12>>2]=y;f[(a+64|0)+16>>2]=g;f[(a+64|0)+20>>2]=j;f[(a+64|0)+24>>2]=G;f[(a+64|0)+28>>2]=F;f[(a+64|0)+32>>2]=0;F=(b[f[z>>2]>>0]|0)==0;G=(b[f[(z+4|0)>>2]>>0]|0)!=0;j=f[D+8>>2]|0;g=1;if(g){g=0;if(!j){d=c;e=i}else g=1}if(g)if(1){y=c;while(1){x=j;w=1;if(w){w=0;if(!(b[x+32>>0]|0)){e=f[x+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=eIa(e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){lIa(a+104|0,e,f[f[(z+44|0)>>2]>>2]|0,b[f[(z+48|0)>>2]>>0]|0,1,f[(z+52|0)>>2]|0,f[(z+56|0)>>2]|0,b[f[(z+60|0)>>2]>>0]|0,F&G,(f[(f[(z+20|0)>>2]|0)+384>>2]|0)!=0,f[(z+64|0)>>2]|0);c=f[(a+104|0)>>2]|0;v=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=v;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){m=y;o=i}else{H=c;K=79}}else{H=c;K=79}if((K|0)==79){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Pdb(a+64|0,a,e);e=f[x+20>>2]|0;c=1;if(c){c=0;if(!e){m=y;o=i}else c=1}if(c)if(1){l=y;d=i;t=e;while(1){v=t;c=1;if(c){c=0;if((f[(v+60|0)>>2]|0)==(f[(v+64|0)>>2]|0)){r=d;q=l}else c=1}if(c)if(1){d=d+1|0;s=f[(v+8|0)>>2]|0;c=f[(s+52|0)>>2]|0;Gwb(258928,(G^(F^1))&(c&4|0)==0)|0;if(!(c&3))r=v+16|0;else{lwb(258928,(c&1|0)!=0^(F&G^(b[f[(z+68|0)>>2]>>0]|0)!=0^(f[(v+16|0)>>2]&134217728|0)!=0)?2304:2305)|0;r=v+16|0}if(!(f[r>>2]&1))rwb(258928,+n[f[(z+72|0)>>2]>>2],+n[f[(z+76|0)>>2]>>2])|0;else{L=+p[(J+16|0)>>3];rwb(258928,L+(1.0-L)*+n[v+20>>2],L+(1.0-L)*+n[v+24>>2])|0}if(!(f[r>>2]&4096))Dwb(258928,519)|0;else d=(zdb(J,f[v+12>>2]|0,f[(z+80|0)>>2]|0)|0)+d|0;c=f[r>>2]|0;if(c&128){c=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=c;b[(J+77|0)+1>>0]=c>>8;c=f[r>>2]|0}k=Gdb(f[(z+84|0)>>2]|0,(c&128|0)!=0,0,(c&16384|0)!=0,E)|0;c=f[(s+12|0)>>2]|0;if(c|0)Zvb(258928,f[c>>2]|0)|0;e=v+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,v+60|0,e,f[(z+96|0)>>2]|0);c=f[r>>2]|0;do if(!(c&32768))if(!(c&8388608)){f[(a+104|0)>>2]=s;f[((a+104|0)+4|0)>>2]=f[(s+52|0)>>2]&56;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[v+28>>2]>=0.0);f[(a+104|0)>>2]=s;c=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=c&56;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=c;K=102;break}}else{f[(a+104|0)>>2]=s;I=f[(s+52|0)>>2]|0;f[((a+104|0)+4|0)>>2]=I&56;f[((a+104|0)+44|0)>>2]=0;K=102}while(0);if((K|0)==102){K=0;f[((a+104|0)+4|0)>>2]=I&24}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(z+100|0)>>2]|0,a,v+8|0,56,a+48|0,f[(z+20|0)>>2]|0);Ldb(a+104|0,a);c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+l|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);if(k){k=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;Gwb(258928,0)|0;c=f[64788]|0;if((f[r>>2]&16512|0)==128){Ewb(258928,c|1)|0;xwb(258928,1)|0}else{Ewb(258928,c|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;c=f[(s+24|0)>>2]|0;g=(f[(v+64|0)>>2]|0)-(f[(v+60|0)>>2]|0)>>2;e=(X(g,c)|0)+e|0;if(!(f[(s+12|0)>>2]|0))me(4,f[s+36>>2]|0,c|0,g|0);else pe(4,c|0,f[s+48>>2]|0,0+(f[s+20>>2]|0)+(f[s+36>>2]<<1)|0,g|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,k<<24>>24!=0)|0;g=d+1|0}else g=d;rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);d=f[((a+104|0)+44|0)>>2]|0;if(d|0){c=(a+104|0)+8|0;do{ke(f[c>>2]|0);c=c+4|0}while((c|0)!=((a+104|0)+8+(d<<2)|0|0))}r=g;q=e}c=t;t=f[t>>2]|0;if((f[v+72>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(x+12|0,a+104|0)|0}if(!t){m=q;o=r;break}else{l=q;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);k=m;l=o}else w=1}if(w)if(1){k=y;l=i}c=j;j=f[j>>2]|0;if((f[x+36>>2]|0)>>>0<=(f[f[(z+40|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(D,a+104|0)|0}if(!j){d=k;e=l;break}else{y=k;i=l}}}H=d;J=e;I=z+104|0;I=f[I>>2]|0;G=f[I>>2]|0;H=G+H|0;f[I>>2]=H;I=z+108|0;I=f[I>>2]|0;H=f[I>>2]|0;H=H+J|0;f[I>>2]=H;I=C<<24>>24!=0;Iwb(258928,I)|0;swb(258928,A,B)|0;u=a;f[a+1696>>2]=6;f[a+1700>>2]=J|0;break a}f[a+1624>>2]=K}function fgb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0.0;y=f[a+192>>2]|0;F=f[a+208>>2]|0;G=f[a+216>>2]|0;c=f[a+408>>2]|0;j=f[a+432>>2]|0;z=f[a+576>>2]|0;A=f[a+608>>2]|0;B=f[a+640>>2]|0;C=f[a+672>>2]|0;D=f[a+712>>2]|0;E=f[a+744>>2]|0;J=f[a+1672>>2]|0;K=f[a+1728>>2]|0;a:{if(!(f[F+12>>2]|0)){G=c;J=j;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}Ewb(258928,f[64788]&-49|32)|0;qwb(258928,515)|0;if((b[f[y>>2]>>0]|0)==1){kwb(258928,0)|0;jwb(258928,0,0,0,0)|0}s=f[y+8>>2]|0;t=f[y+12>>2]|0;v=f[(y+16|0)>>2]|0;w=f[y+20>>2]|0;x=f[y+24>>2]|0;i=f[f[y+28>>2]>>2]|0;k=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[J>>2];f[(a+64|0)+4>>2]=s;f[(a+64|0)+8>>2]=t;f[(a+64|0)+12>>2]=v;f[(a+64|0)+16>>2]=w;f[(a+64|0)+20>>2]=x;f[(a+64|0)+24>>2]=i;f[(a+64|0)+28>>2]=k;f[((a+64|0)+32|0)>>2]=0;k=f[F+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){i=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(i+152|0)>>2];f[(a+48|0)+4>>2]=f[(i+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(i+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(i+152|0)+12>>2];d=fIa(i,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){mIa(a+104|0,i,f[f[(y+40|0)>>2]>>2]|0,1,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+44|0)>>2]|0);c=f[(a+104|0)>>2]|0;t=f[((a+104|0)+4|0)>>2]|0;f[(a+104|0)>>2]=0;f[((a+104|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=t;if(d){iOb(d);c=f[((a+104|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{H=c;K=100}}else{H=c;K=100}if((K|0)==100){K=0;c=f[H+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,i);d=f[a>>2]|0;e=f[d+136>>2]|0;if((e|0)>-1){c=f[i+80>>2]|0;if(!c)c=0;else c=f[c+8>>2]|0;Uvb(258928,f[((a+64|0)+32|0)>>2]|0)|0;Vvb(258928,c)|0;t=f[((a+64|0)+32|0)>>2]|0;f[((a+64|0)+32|0)>>2]=t+1;df(e|0,t|0)}c=f[d+140>>2]|0;if((c|0)>-1)bf(c|0,+(1.0/+n[i+200>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{L=1.0-+p[(J+16|0)>>3];rwb(258928,L*+n[t+20>>2],L*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(J,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;if(f[(t+16|0)>>2]&128|0){q=h[(J+77|0)>>0]|h[(J+77|0)+1>>0]<<8|128;b[(J+77|0)>>0]=q;b[(J+77|0)+1>>0]=q>>8}if((b[f[(y+68|0)>>2]>>0]|0)==2){i=f[(t+16|0)>>2]&128;Ewb(258928,f[64788]|i>>>6|32)|0;xwb(258928,((i&255)>>>6|32)&255)|0;Awb(258928,7680,7680,7681)|0;i=1}else{i=f[(t+16|0)>>2]|0;i=Gdb(f[(y+76|0)>>2]|0,(i&128|0)!=0,0,(i&16384|0)!=0,G)|0}d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(J+76|0)>>0]<<3)|0;wdb(J,t+60|0,e,f[(y+92|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+104|0)>>2]=r;f[((a+104|0)+4|0)>>2]=f[r+52>>2]&448;f[((a+104|0)+44|0)>>2]=0;break}else{q=!(+n[t+28>>2]>=0.0);f[(a+104|0)>>2]=r;d=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=d&448;f[((a+104|0)+44|0)>>2]=0;if(q)break;else{I=d;K=129;break}}else{f[(a+104|0)>>2]=r;I=f[r+52>>2]|0;f[((a+104|0)+4|0)>>2]=I&448;f[((a+104|0)+44|0)>>2]=0;K=129}while(0);if((K|0)==129){K=0;f[((a+104|0)+4|0)>>2]=I&192}f[((a+104|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+96|0)>>2]|0,a,t+8|0,448,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+104|0,a);d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=(f[(t+16|0)>>2]&16512|0)==128;e=f[64788]|0;if((b[f[(y+68|0)>>2]>>0]|0)==2){if(d){Ewb(258928,e|17)|0;xwb(258928,17)|0}else{Ewb(258928,e|16)|0;xwb(258928,16)|0}Awb(258928,7680,7681,7681)|0}else{if(d){Ewb(258928,e|1)|0;xwb(258928,1)|0}else{Ewb(258928,e|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0}d=f[(r+28|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(1,f[r+40>>2]|0,d|0,e|0);else pe(1,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+40>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+104|0)+52|0)>>2]|0,0);rf(f[((a+104|0)+56|0)>>2]|0,0);rf(f[((a+104|0)+60|0)>>2]|0,0);e=f[((a+104|0)+44|0)>>2]|0;if(e|0){d=(a+104|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+104|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];Mdb(w+12|0,a+104|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+100|0)>>2]=c;f[(a+104|0)>>2]=f[(a+100|0)>>2];bcb(F,a+104|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}G=d;J=e;F=y+100|0;F=f[F>>2]|0;H=f[F>>2]|0;G=H+G|0;f[F>>2]=G;F=y+104|0;F=f[F>>2]|0;G=f[F>>2]|0;G=G+J|0;f[F>>2]=G;F=B<<24>>24!=0;G=C<<24>>24!=0;H=D<<24>>24!=0;I=E<<24>>24!=0;jwb(258928,F,G,H,I)|0;I=A<<24>>24!=0;kwb(258928,I)|0;qwb(258928,z)|0;u=a;f[a+1800>>2]=6;f[a+1804>>2]=J|0;break a}f[a+1728>>2]=K}function ggb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0;y=f[a+192>>2]|0;z=f[a+208>>2]|0;A=f[a+216>>2]|0;c=f[a+400>>2]|0;j=f[a+424>>2]|0;D=f[a+1496>>2]|0;E=f[a+1552>>2]|0;a:{if(!(f[z+12>>2]|0)){B=c;D=j;C=y+88|0;C=f[C>>2]|0;A=f[C>>2]|0;B=A+B|0;f[C>>2]=B;C=y+92|0;C=f[C>>2]|0;B=f[C>>2]|0;B=B+D|0;f[C>>2]=B;u=a;f[a+1624>>2]=6;f[a+1628>>2]=D|0;break a}Ewb(258928,f[64788]&-49|16)|0;k=f[f[y>>2]>>2]|0;F=f[y+8>>2]|0;s=f[y+12>>2]|0;t=f[(y+16|0)>>2]|0;v=f[y+20>>2]|0;w=f[y+24>>2]|0;x=f[f[y+28>>2]>>2]|0;i=f[f[y+32>>2]>>2]|0;f[(a+64|0)>>2]=f[D>>2];f[(a+64|0)+4>>2]=F;f[(a+64|0)+8>>2]=s;f[(a+64|0)+12>>2]=t;f[(a+64|0)+16>>2]=v;f[(a+64|0)+20>>2]=w;f[(a+64|0)+24>>2]=x;f[(a+64|0)+28>>2]=i;f[(a+64|0)+32>>2]=0;f[((a+64|0)+36|0)>>2]=k;k=f[z+8>>2]|0;i=1;if(i){i=0;if(!k){d=c;e=j}else i=1}if(i)if(1){x=c;while(1){w=k;v=1;if(v){v=0;if(!(b[w+32>>0]|0)){e=f[w+8>>2]|0;f[(a+48|0)>>2]=f[(e+152|0)>>2];f[(a+48|0)+4>>2]=f[(e+152|0)+4>>2];f[(a+48|0)+8>>2]=f[(e+152|0)+8>>2];f[(a+48|0)+12>>2]=f[(e+152|0)+12>>2];d=gIa(e,f[f[(y+40|0)>>2]>>2]|0,1)|0;c=f[d>>2]|0;f[a>>2]=c;d=f[d+4>>2]|0;f[(a+4|0)>>2]=d;if(d){gOb(d);c=f[a>>2]|0}if(!c){nIa(a+112|0,e,f[f[(y+40|0)>>2]>>2]|0,1,b[f[(y+44|0)>>2]>>0]|0,b[f[(y+48|0)>>2]>>0]|0,(f[(f[(y+16|0)>>2]|0)+384>>2]|0)!=0,f[(y+52|0)>>2]|0);c=f[(a+112|0)>>2]|0;F=f[((a+112|0)+4|0)>>2]|0;f[(a+112|0)>>2]=0;f[((a+112|0)+4|0)>>2]=0;f[a>>2]=c;d=f[(a+4|0)>>2]|0;f[(a+4|0)>>2]=F;if(d){iOb(d);c=f[((a+112|0)+4|0)>>2]|0;if(c|0)iOb(c);c=f[a>>2]|0}if(!c){o=x;q=j}else{B=c;E=76}}else{B=c;E=76}if((E|0)==76){E=0;c=f[B+200>>2]|0;if(!c)c=0;else c=f[c>>2]|0;bwb(258928,c)|0;Fdb(a+64|0,a,e);c=f[(f[a>>2]|0)+132>>2]|0;if((c|0)>-1)bf(c|0,+(+n[((a+64|0)+36|0)>>2]));e=f[w+20>>2]|0;c=1;if(c){c=0;if(!e){o=x;q=j}else c=1}if(c)if(1){l=x;d=j;s=e;while(1){t=s;c=1;if(c){c=0;if((f[(t+60|0)>>2]|0)==(f[(t+64|0)>>2]|0)){r=d;g=l}else c=1}if(c)if(1){c=d+1|0;r=f[(t+8|0)>>2]|0;if(!(f[(t+16|0)>>2]&1))rwb(258928,+n[f[(y+56|0)>>2]>>2],+n[f[(y+60|0)>>2]>>2])|0;else{G=1.0-+p[(D+16|0)>>3];rwb(258928,G*+n[t+20>>2],G*+n[t+24>>2])|0}if(!(f[(t+16|0)>>2]&4096))Dwb(258928,519)|0;else c=(zdb(D,f[t+12>>2]|0,f[(y+64|0)>>2]|0)|0)+c|0;d=f[(t+16|0)>>2]|0;if(d&128){d=h[(D+77|0)>>0]|h[(D+77|0)+1>>0]<<8|128;b[(D+77|0)>>0]=d;b[(D+77|0)+1>>0]=d>>8;d=f[(t+16|0)>>2]|0}i=Gdb(f[(y+68|0)>>2]|0,(d&128|0)!=0,0,(d&16384|0)!=0,A)|0;d=f[(r+12|0)>>2]|0;if(d|0)Zvb(258928,f[d>>2]|0)|0;e=t+44+(h[(D+76|0)>>0]<<3)|0;wdb(D,t+60|0,e,f[(y+80|0)>>2]|0);d=f[(t+16|0)>>2]|0;do if(!(d&32768))if(!(d&8388608)){f[(a+112|0)>>2]=r;f[((a+112|0)+4|0)>>2]=f[r+52>>2]&3584;f[((a+112|0)+44|0)>>2]=0;break}else{F=!(+n[t+28>>2]>=0.0);f[(a+112|0)>>2]=r;d=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=d&3584;f[((a+112|0)+44|0)>>2]=0;if(F)break;else{C=d;E=98;break}}else{f[(a+112|0)>>2]=r;C=f[r+52>>2]|0;f[((a+112|0)+4|0)>>2]=C&3584;f[((a+112|0)+44|0)>>2]=0;E=98}while(0);if((E|0)==98){E=0;f[((a+112|0)+4|0)>>2]=C&1536}f[((a+112|0)+48|0)>>2]=f[e>>2];Kdb(f[(y+84|0)>>2]|0,a,t+8|0,3584,a+48|0,f[(y+16|0)>>2]|0);Ldb(a+112|0,a);d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+l|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);if(i){i=b[259052]|0;kwb(258928,0)|0;l=b[259048]|0;m=b[259049]|0;o=b[259050]|0;q=b[259051]|0;jwb(258928,0,0,0,0)|0;d=f[64788]|0;if((f[(t+16|0)>>2]&16512|0)==128){Ewb(258928,d|1)|0;xwb(258928,1)|0}else{Ewb(258928,d|4)|0;xwb(258928,4)|0}Awb(258928,7680,7681,7681)|0;d=f[(r+32|0)>>2]|0;e=(f[(t+64|0)>>2]|0)-(f[(t+60|0)>>2]|0)>>2;g=(X(e,d)|0)+g|0;if(!(f[(r+12|0)>>2]|0))me(0,f[r+44>>2]|0,d|0,e|0);else pe(0,d|0,f[r+48>>2]|0,0+(f[r+20>>2]|0)+(f[r+44>>2]<<1)|0,e|0);jwb(258928,l<<24>>24!=0,m<<24>>24!=0,o<<24>>24!=0,q<<24>>24!=0)|0;kwb(258928,i<<24>>24!=0)|0;c=c+1|0}rf(f[((a+112|0)+52|0)>>2]|0,0);rf(f[((a+112|0)+56|0)>>2]|0,0);rf(f[((a+112|0)+60|0)>>2]|0,0);e=f[((a+112|0)+44|0)>>2]|0;if(e|0){d=(a+112|0)+8|0;do{ke(f[d>>2]|0);d=d+4|0}while((d|0)!=((a+112|0)+8+(e<<2)|0|0))}r=c}c=s;s=f[s>>2]|0;if((f[t+72>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];Mdb(w+12|0,a+112|0)|0}if(!s){o=g;q=r;break}else{l=g;d=r}}}}c=f[(a+4|0)>>2]|0;if(c|0)iOb(c);l=o;m=q}else v=1}if(v)if(1){l=x;m=j}c=k;k=f[k>>2]|0;if((f[w+36>>2]|0)>>>0<=(f[f[(y+36|0)>>2]>>2]|0)>>>0){f[(a+104|0)>>2]=c;f[(a+112|0)>>2]=f[(a+104|0)>>2];bcb(z,a+112|0)|0}if(!k){d=l;e=m;break}else{x=l;j=m}}}C=d;F=e;D=y+88|0;D=f[D>>2]|0;B=f[D>>2]|0;C=B+C|0;f[D>>2]=C;D=y+92|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+F|0;f[D>>2]=C;u=a;f[a+1624>>2]=6;f[a+1628>>2]=F|0;break a}f[a+1552>>2]=E}
+function O7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+24|0)>>2]=a;J=(O+24|0)+4|0;f[J>>2]=g;F=(O+24|0)+8|0;f[F>>2]=h;f[(O+24|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){t=l<0.0?-l:l;w=k<0.0?-k:k;v=j<0.0?-j:j;y=v>t?2:0;o=t>w;m=v>w;x=f[d+4>>2]|0}else K=4}if((K|0)==4){o=(f[d>>2]|0)+1|0;x=f[d+4>>2]|0;t=+n[(b+(x*12|0)|0)>>2];if((o|0)==2){g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;j=t}else{g=b+(x*12|0)|0;l=0.0;p=0.0;k=0.0;h=d+8|0;q=t;while(1){c=f[h>>2]|0;h=h+4|0;v=+n[b+(c*12|0)+4>>2];w=+n[g+4>>2];r=+n[b+(c*12|0)+8>>2];s=+n[g+8>>2];k=k+(v+w)*(r-s);j=+n[(b+(c*12|0)|0)>>2];p=p+(r+s)*(j-q);l=l+(v-w)*(q+j);if((h|0)==(d+(o<<2)|0|0)){g=b+(c*12|0)|0;break}else{g=b+(c*12|0)|0;q=j}}}v=+n[b+(x*12|0)+4>>2];s=+n[g+4>>2];q=+n[b+(x*12|0)+8>>2];r=+n[g+8>>2];w=k+(v+s)*(q-r);k=p+(t-j)*(q+r);l=l+(t+j)*(v-s);j=w<0.0?-w:w;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){m=b+(x*12|0)|0;h=g;c=d+8|0;q=t;p=s;while(1){if((c|0)==(d+(o<<2)|0|0))break a;g=f[c>>2]|0;l=p;p=+n[m+4>>2];j=r;r=+n[m+8>>2];j=(+n[b+(g*12|0)+4>>2]-p)*(r-j);k=(+n[b+(g*12|0)+8>>2]-r)*(q-+n[h>>2]);w=q;q=+n[(b+(g*12|0)|0)>>2];l=(q-w)*(p-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=m;m=b+(g*12|0)|0;c=c+4|0}}}while(0);y=l>j?2:0;o=j>k;m=l>k}y=o?y:m?2:1;f[(O+24|0)+16>>2]=y;z=(O+24|0)+24|0;f[z>>2]=0;A=(O+24|0)+20|0;f[A>>2]=0;h=b+(x*12|0)|0;f[(O+12|0)>>2]=f[h>>2];f[(O+12|0)+4>>2]=f[h+4>>2];f[(O+12|0)+8>>2]=f[h+8>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+n[b+(g*12|0)>>2];if(j<+n[(O+12|0)>>2]){B=O+12|0;K=14}else if(j>+n[O>>2]){B=O;K=14}if((K|0)==14){K=0;n[B>>2]=j}j=+n[b+(g*12|0)+4>>2];if(j<+n[((O+12|0)+4|0)>>2]){C=O+12|0;K=17}else if(j>+n[(O+4|0)>>2]){C=O;K=17}if((K|0)==17){K=0;n[C+4>>2]=j}j=+n[b+(g*12|0)+8>>2];if(j<+n[((O+12|0)+8|0)>>2]){E=O+12|0;K=20}else if(j>+n[(O+8|0)>>2]){E=O;K=20}if((K|0)==20){K=0;n[E+8>>2]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));p=+n[(O+12|0)>>2];q=+n[O>>2];r=+n[((O+12|0)+4|0)>>2];s=+n[(O+4|0)>>2];t=+n[((O+12|0)+8|0)>>2];v=+n[(O+8|0)>>2];j=q-p!=0.0?2.0/(q-p):q-p;k=s-r!=0.0?2.0/(s-r):s-r;l=v-t!=0.0?2.0/(v-t):v-t;w=q-p<s-r?s-r:q-p;w=(w<v-t?v-t:w)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+80>>2]=a;f[O+88>>2]=b;f[O+112>>2]=e;f[O+152>>2]=I;f[O+216>>2]=C;f[O+240>>2]=E;f[O+280>>2]=d;f[O+488>>2]=y;f[O+520>>2]=L;f[O+528>>2]=N;f[O+1040>>2]=M;f[O+1048>>2]=i;n[O+1904>>2]=j;n[O+1912>>2]=k;n[O+1920>>2]=l;f[O+1944>>2]=J;f[O+2200>>2]=F;f[O+2640>>2]=z;f[O+2648>>2]=A;n[O+3456>>2]=p;n[O+3464>>2]=q;n[O+3504>>2]=r;n[O+3536>>2]=s;n[O+3592>>2]=t;n[O+3632>>2]=v;n[O+3872>>2]=w;f[O+6072>>2]=K;f[O+6176>>2]=0;f[O+6180>>2]=0;sbb(O);L=f[O+520>>2]|0;N=f[O+528>>2]|0;M=f[O+1040>>2]|0;i=f[O+1048>>2]|0;K=f[O+6072>>2]|0;G=f[O+6176>>2]|0;D=f[O+6180>>2]|0;H=+n[O+6180>>2];f[O+6176>>2]=0;f[O+6180>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}}while(0);if((K|0)==450){g=f[z>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[z>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+24>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function P7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+20>>2];o=+n[(f[h+4>>2]|0)+20>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+20>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+20>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+20>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+20>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+20>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+20>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+20>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+20>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);P7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+20>>2];p=+n[(f[h+4>>2]|0)+20>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+20>>2];p=+n[(f[e+4>>2]|0)+20>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function Q7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;I=u;u=u+32|0;z=I;G=f[b+16>>2]|0;E=b+12|0;F=f[E>>2]|0;D=f[c+16>>2]|0;B=c+12|0;C=f[B>>2]|0;if((F|0)==(C|0)|((G|0)==(D|0)|((F|0)==0|(C|0)==0))){u=I;return}if((f[G+12>>2]|0)==(f[D+12>>2]|0)){u=I;return}b=f[F+12>>2]|0;c=f[C+12>>2]|0;if((b|0)==(c|0)){u=I;return}w=+n[G+16>>2];x=+n[F+16>>2]-w;p=+n[G+20>>2];q=+n[F+20>>2]-p;g=+n[C+16>>2];h=+n[C+20>>2];if(x*(h-p)<q*(g-w)){u=I;return}m=+n[D+16>>2];l=g-m;o=+n[D+20>>2];g=h-o;m=m-w;o=o-p;h=q*l-x*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=I;return}y=1.0/h;A=(l*o-m*g)*y;y=(x*o-q*m)*y;if(A<d|y<e){u=I;return}if((b|0)<0){if(A>1.0){u=I;return}}else if(A>=.9999989867210388){u=I;return}if((c|0)<0){if(y>1.0){u=I;return}}else if(y>=.9999989867210388){u=I;return}p=p+A*q;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(p<=+n[(f[c+4>>2]|0)+20>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{v=c;c=b;b=v}}while(0);r=F+12|0;s=C+12|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+20>>2];if(p<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+12>>2]|0;j=f[r>>2]|0;if((i|0)==(j|0))break b;k=f[s>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+12>>2]|0)==(k|0))if(g==p?(f[(f[c+16>>2]|0)+12>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{v=c;c=b;b=v}}u=I;return}while(0);o=+n[G>>2];n[z>>2]=o+A*(+n[F>>2]-o);o=+n[G+4>>2];n[z+4>>2]=o+A*(+n[F+4>>2]-o);o=+n[G+8>>2];n[z+8>>2]=o+A*(+n[F+8>>2]-o);o=w+A*x;n[z+16>>2]=o;n[z+20>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;r=j+4|0;f[r>>2]=0;s=f[a>>2]|0;i=a+12|0;J=f[i>>2]|0;c=J+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;t=a+20|0;v=f[s>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((J|0)>0){J=z+(c*12|0)|0;f[v>>2]=f[J>>2];f[v+4>>2]=f[J+4>>2];f[v+8>>2]=f[J+8>>2]}else{f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2]}f[v+12>>2]=c;g=+n[v>>2];m=+n[v+4>>2];l=+n[v+8>>2];switch(i|0){case 0:{h=l;g=m;H=31;break}case 1:{h=g;g=l;H=31;break}case 2:{h=m;H=31;break}default:{c=v+16|0;i=v+20|0}}if((H|0)==31){c=v+16|0;n[c>>2]=g;i=v+20|0;n[i>>2]=h}f[v+24>>2]=0;J=f[s>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=v;f[J>>2]=f[t>>2];f[t>>2]=J;n[c>>2]=o;n[i>>2]=p;f[k>>2]=v;f[r>>2]=v;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[B>>2];f[j+16>>2]=f[E>>2];J=f[r>>2]|0;f[B>>2]=J;f[E>>2]=J;J=f[f[a>>2]>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,40)|0;f[(f[r>>2]|0)+24>>2]=J;V7a(J,0,G,F,A);V7a(J,1,D,C,y);u=I;return}function R7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+20>>2];k=+n[c+20>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+16>>2];h=+n[c+16>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+16>>2]-f)*(+n[d+20>>2]-k);f=(+n[d+16>>2]-h)*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+20>>2];i=l-g;j=+n[a+16>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+16>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+16>>2]-j);f=(f-+n[c+16>>2])*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+16>>2];h=(j-i)/f;i=+n[d+16>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+16>>2]-j);f=i*(+n[b+20>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function S7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){z=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+16>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])y=18;else if(+n[l+20>>2]!=+n[m+20>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function T7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+12|0;r=d+24|0;s=d+16|0;t=d+20|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+20>>2];m=f[g+4>>2]|0;k=+n[m+20>>2];if(j!=k){y=+n[l+16>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+16>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+16>>2];k=+n[l+16>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+16>>2]!=+n[m+16>>2])x=18;else if(+n[l+20>>2]!=+n[m+20>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+12>>2]|0,f[m+12>>2]|0,f[r>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+12>>2]|0,f[l+12>>2]|0,f[r>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function U7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,s=0,t=0.0,v=0,w=0,x=0;w=u;u=u+32|0;h=w;e=+n[b+20>>2];i=+n[c+20>>2];if(e==i){u=w;return c|0}s=d+4|0;p=+n[(f[s>>2]|0)+20>>2];t=(p-e)/(i-e);r=+n[b>>2];n[h>>2]=r+t*(+n[c>>2]-r);r=+n[b+4>>2];n[h+4>>2]=r+t*(+n[c+4>>2]-r);r=+n[b+8>>2];n[h+8>>2]=r+t*(+n[c+8>>2]-r);r=+n[b+16>>2];r=r+t*(+n[c+16>>2]-r);n[h+16>>2]=r;n[h+20>>2]=p;m=f[a>>2]|0;j=a+12|0;x=f[j>>2]|0;g=x+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;v=f[m>>2]|0;v=Rg[f[f[v>>2]>>2]&255](v,28)|0;if((x|0)>0){x=h+(g*12|0)|0;f[v>>2]=f[x>>2];f[v+4>>2]=f[x+4>>2];f[v+8>>2]=f[x+8>>2]}else{f[v>>2]=f[h>>2];f[v+4>>2]=f[h+4>>2];f[v+8>>2]=f[h+8>>2]}f[v+12>>2]=g;e=+n[v>>2];l=+n[v+4>>2];k=+n[v+8>>2];switch(j|0){case 0:{i=k;e=l;q=9;break}case 1:{i=e;e=k;q=9;break}case 2:{i=l;q=9;break}default:{g=v+16|0;h=v+20|0}}if((q|0)==9){g=v+16|0;n[g>>2]=e;h=v+20|0;n[h>>2]=i}x=v+24|0;f[x>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=v;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=r;n[h>>2]=p;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[x>>2]=j;h=f[s>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+12>>2];f[j+12>>2]=f[g+12>>2];if(+n[h>>2]<+n[g>>2]){e=+n[h+16>>2];e=(r-e)/(+n[g+16>>2]-e)}else e=0.0;n[j+16>>2]=e;V7a(j,1,b,c,t);x=v;u=w;return x|0}function V7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+12>>2]|0;m=(l|0)<0;if(m){k=f[c+24>>2]|0;i=f[k+12>>2]|0;h=d+12|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+24>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+12|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+24>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+24>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function W7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*24|0)|0,b+(l*24|0)|0,b+(d*24|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((X7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*24|0)|0;m=b+(i*24|0)|0;$h[g&3](h,1,b+(j*24|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*24|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*24|0)|0,b+(c*24|0)|0,b+(n*24|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=Y7a(a,b,c,d,e,g,h)|0;return n|0}function X7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+128|0;o=y+64|0;i=o;q=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;n=f[c+-4>>2]|0;b=a+(n*24|0)|0;m=+p[b>>3];k=m-+p[a+(l*24|0)>>3];g=+p[a+(n*24|0)+8>>3]-+p[a+(l*24|0)+8>>3];e=+p[a+(n*24|0)+16>>3]-+p[a+(l*24|0)+16>>3];p[o>>3]=k;l=o+8|0;p[l>>3]=g;n=o+16|0;p[n>>3]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*24|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+p[j>>3];k=m-k;g=+p[a+(h*24|0)+8>>3]-+p[b+8>>3];e=+p[a+(h*24|0)+16>>3]-+p[b+16>>3];p[o>>3]=k;p[l>>3]=g;p[n>>3]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[o+24>>2]=k==0.0?0:k<0.0?-1:1;f[o+28>>2]=g==0.0?0:g<0.0?-1:1;f[o+32>>2]=e==0.0?0:e<0.0?-1:1;w=o+40|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;f[w+16>>2]=0;f[w+20>>2]=0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*24|0)|0;k=+p[a+(b*24|0)+8>>3]-+p[s+8>>3];m=+p[a+(b*24|0)+16>>3]-+p[s+16>>3];b=t;o=t;p[o>>3]=+p[w>>3]-+p[s>>3];p[b+8>>3]=k;p[b+16>>3]=m;m=+p[o>>3];o=m==0.0;b=m<0.0?-1:1;s=t;d=s+24|0;f[d>>2]=o?0:b;if(o){b=f[i+24>>2]|0;f[d>>2]=b}m=+p[s+8>>3];o=m==0.0;d=m<0.0?-1:1;j=s+28|0;f[j>>2]=o?0:d;if(o){d=f[i+28>>2]|0;f[j>>2]=d}g=+p[s+16>>3];n=g==0.0;j=g<0.0?-1:1;l=s+32|0;f[l>>2]=n?0:j;if(n){j=f[i+32>>2]|0;f[l>>2]=j}e=+p[s>>3];if(e!=0.0|o^1|n^1){l=i;h=h+((b|0)!=(f[l+24>>2]|0)&1)|0;b=q+((d|0)!=(f[l+28>>2]|0)&1)|0;d=r+((j|0)!=(f[l+32>>2]|0)&1)|0;z=+p[l+8>>3];B=+p[l+16>>3];k=g*z-m*B;A=+p[l>>3];g=e*B-g*A;e=m*A-e*z;p[s+40>>3]=k;p[s+48>>3]=g;p[s+56>>3]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+p[l+40>>3]+g*+p[l+48>>3]+e*+p[l+56>>3]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function Y7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;K=0;O=u;u=u+6400|0;f[(O+48|0)>>2]=a;J=(O+48|0)+4|0;f[J>>2]=g;F=(O+48|0)+8|0;f[F>>2]=h;f[(O+48|0)+12>>2]=0;if(!c)K=4;else{l=+n[c>>2];k=+n[c+4>>2];j=+n[c+8>>2];if(l!=0.0|k!=0.0|j!=0.0){v=l<0.0?-l:l;x=k<0.0?-k:k;w=j<0.0?-j:j;z=v>x?(w>v?2:0):w>x?2:1;m=f[d+4>>2]|0}else K=4}if((K|0)==4){y=(f[d>>2]|0)+1|0;m=f[d+4>>2]|0;v=+p[(b+(m*24|0)|0)>>3];if((y|0)==2){g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;j=v}else{g=b+(m*24|0)|0;l=0.0;q=0.0;k=0.0;h=d+8|0;r=v;while(1){c=f[h>>2]|0;h=h+4|0;w=+p[b+(c*24|0)+8>>3];x=+p[g+8>>3];s=+p[b+(c*24|0)+16>>3];t=+p[g+16>>3];k=k+(w+x)*(s-t);j=+p[(b+(c*24|0)|0)>>3];q=q+(s+t)*(j-r);l=l+(w-x)*(r+j);if((h|0)==(d+(y<<2)|0|0)){g=b+(c*24|0)|0;break}else{g=b+(c*24|0)|0;r=j}}}w=+p[b+(m*24|0)+8>>3];t=+p[g+8>>3];r=+p[b+(m*24|0)+16>>3];s=+p[g+16>>3];x=k+(w+t)*(r-s);k=q+(v-j)*(r+s);l=l+(v+j)*(w-t);j=x<0.0?-x:x;k=k<0.0?-k:k;l=l<0.0?-l:l;a:do if(l<9.999999974752427e-07&(j<9.999999974752427e-07&k<9.999999974752427e-07)){o=b+(m*24|0)|0;h=g;c=d+8|0;r=v;q=t;while(1){if((c|0)==(d+(y<<2)|0|0))break a;g=f[c>>2]|0;l=q;q=+p[o+8>>3];j=s;s=+p[o+16>>3];j=(+p[b+(g*24|0)+8>>3]-q)*(s-j);k=(+p[b+(g*24|0)+16>>3]-s)*(r-+p[h>>3]);x=r;r=+p[(b+(g*24|0)|0)>>3];l=(r-x)*(q-l);j=j<0.0?-j:j;k=k<0.0?-k:k;l=l<0.0?-l:l;if(j>1.000000013351432e-10|k>1.000000013351432e-10|l>1.000000013351432e-10)break;else{h=o;o=b+(g*24|0)|0;c=c+4|0}}}while(0);z=j>k?(l>j?2:0):l>k?2:1}f[(O+48|0)+16>>2]=z;y=(O+48|0)+24|0;f[y>>2]=0;A=(O+48|0)+20|0;f[A>>2]=0;h=b+(m*24|0)|0;f[(O+24|0)>>2]=f[h>>2];f[(O+24|0)+4>>2]=f[h+4>>2];f[(O+24|0)+8>>2]=f[h+8>>2];f[(O+24|0)+12>>2]=f[h+12>>2];f[(O+24|0)+16>>2]=f[h+16>>2];f[(O+24|0)+20>>2]=f[h+20>>2];f[O>>2]=f[h>>2];f[O+4>>2]=f[h+4>>2];f[O+8>>2]=f[h+8>>2];f[O+12>>2]=f[h+12>>2];f[O+16>>2]=f[h+16>>2];f[O+20>>2]=f[h+20>>2];h=d;do{o=h+4|0;m=f[h>>2]|0;m=(m|0)>-1?m:0-m|0;c=o;do{g=f[c>>2]|0;c=c+4|0;j=+p[b+(g*24|0)>>3];if(j<+p[(O+24|0)>>3]){B=O+24|0;K=14}else if(j>+p[O>>3]){B=O;K=14}if((K|0)==14){K=0;p[B>>3]=j}j=+p[b+(g*24|0)+8>>3];if(j<+p[((O+24|0)+8|0)>>3]){C=O+24|0;K=17}else if(j>+p[(O+8|0)>>3]){C=O;K=17}if((K|0)==17){K=0;p[C+8>>3]=j}j=+p[b+(g*24|0)+16>>3];if(j<+p[((O+24|0)+16|0)>>3]){E=O+24|0;K=20}else if(j>+p[(O+16|0)>>3]){E=O;K=20}if((K|0)==20){K=0;p[E+16>>3]=j}}while((c|0)!=(o+(m<<2)|0|0));h=h+8+(((m<<2)+-4|0)>>>2<<2)|0}while((h|0)!=(e|0));q=+p[(O+24|0)>>3];r=+p[O>>3];s=+p[((O+24|0)+8|0)>>3];t=+p[(O+8|0)>>3];v=+p[((O+24|0)+16|0)>>3];w=+p[(O+16|0)>>3];j=r-q!=0.0?2.0/(r-q):r-q;k=t-s!=0.0?2.0/(t-s):t-s;l=w-v!=0.0?2.0/(w-v):w-v;x=r-q<t-s?t-s:r-q;x=(x<w-v?w-v:x)*9.999999974752427e-07;b:do{g=1;if(g){g=0;if((d|0)==(e|0)){L=0;M=0;K=450}else g=1}if(g)if(1){C=0;E=0;f[O+96>>2]=a;f[O+104>>2]=b;f[O+128>>2]=e;f[O+168>>2]=I;f[O+232>>2]=C;f[O+256>>2]=E;f[O+296>>2]=d;f[O+528>>2]=L;f[O+536>>2]=N;f[O+688>>2]=z;f[O+1048>>2]=M;f[O+1056>>2]=i;n[O+1896>>2]=j;n[O+1904>>2]=k;n[O+1912>>2]=l;f[O+1936>>2]=J;f[O+2192>>2]=F;f[O+2632>>2]=y;f[O+2640>>2]=A;n[O+3448>>2]=q;n[O+3456>>2]=r;n[O+3496>>2]=s;n[O+3528>>2]=t;n[O+3584>>2]=v;n[O+3616>>2]=w;n[O+3856>>2]=x;f[O+6064>>2]=K;f[O+6168>>2]=0;f[O+6172>>2]=0;xbb(O);L=f[O+528>>2]|0;N=f[O+536>>2]|0;M=f[O+1048>>2]|0;i=f[O+1056>>2]|0;K=f[O+6064>>2]|0;G=f[O+6168>>2]|0;D=f[O+6172>>2]|0;H=+n[O+6172>>2];f[O+6168>>2]=0;f[O+6172>>2]=0;if((G|0)==6)return D|0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 7:break b}}}while(0);if((K|0)==450){g=f[y>>2]|0;if(!g){N=L;i=M}else{do{N=g;g=f[g>>2]|0;$zb(N)}while((g|0)!=0);f[y>>2]=g;N=L;i=M}}if(i|0)do{h=i;i=f[i>>2]|0;g=f[(h+8|0)>>2]|0;if(g|0)do{f[(h+8|0)>>2]=f[g>>2];$zb(g);g=f[(h+8|0)>>2]|0}while((g|0)!=0);$zb(h)}while((i|0)!=0);g=f[A>>2]|0;if(g|0){do{c=g;g=f[g>>2]|0;i=f[(c+4|0)>>2]|0;h=f[i+36>>2]|0;if(h){$zb(h);i=f[(c+4|0)>>2]|0}$zb(i);$zb(c)}while((g|0)!=0);f[A>>2]=g}N=N^1;u=O;return N|0}function Z7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;e=c-b|0;a:do if(e>>>0>=2){u=c+-1|0;v=a+(u<<2)|0;w=a+(c<<2)|0;t=d;d=e;while(1){if((t|0)==0|d>>>0<33)break;d=a+(b<<2)|0;e=f[d>>2]|0;j=a+((b+c|0)>>>1<<2)|0;h=f[j>>2]|0;m=+n[(f[e+4>>2]|0)+32>>2];o=+n[(f[h+4>>2]|0)+32>>2];if(m==o){s=f[e+20>>2]|0;g=f[h+20>>2]|0;g=(s|0)==(g|0)?0:(s|0)<(g|0)?-1:1}else g=m<o?-1:1;i=f[v>>2]|0;p=+n[(f[i+4>>2]|0)+32>>2];if(m==p){s=f[e+20>>2]|0;e=f[i+20>>2]|0;e=(s|0)==(e|0)?0:(s|0)<(e|0)?-1:1}else e=m<p?-1:1;e=(e|0)<0;do if((g|0)<0){if(!e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)==(d|0)){d=v;break}else d=(e|0)<(d|0)?-1:1}d=(d|0)<0?j:v}else{if(e)break;d=o<p?-1:1;if(o==p){e=f[h+20>>2]|0;d=f[i+20>>2]|0;if((e|0)!=(d|0)){d=(e|0)<(d|0)?-1:1;x=31}}else x=31;if((x|0)==31){x=0;if((d|0)<0){d=v;break}}d=j}while(0);s=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=s;s=u;d=b;e=b;g=u;b:while(1){r=d;while(1){c:do if(e>>>0<c>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;while(1){h=f[a+(e<<2)>>2]|0;p=+n[(f[h+4>>2]|0)+32>>2];d=p<m?-1:1;if(p==m){d=f[h+20>>2]|0;h=f[i>>2]|0;if((d|0)==(h|0)){q=e;break c}else d=(d|0)<(h|0)?-1:1}if((d|0)>=0){q=e;break c}e=e+1|0;if(e>>>0>=c>>>0){q=e;break}}}else q=e;while(0);d:do if(g>>>0>b>>>0){i=f[w>>2]|0;m=+n[(f[i+4>>2]|0)+32>>2];i=i+20|0;do{e=f[a+(g<<2)>>2]|0;p=+n[(f[e+4>>2]|0)+32>>2];d=m<p?-1:1;if(m==p){h=f[i>>2]|0;d=f[e+20>>2]|0;if((h|0)==(d|0))break d;else d=(h|0)<(d|0)?-1:1}if((d|0)>=0)break d;g=g+-1|0}while(g>>>0>b>>>0)}while(0);if(q>>>0>=g>>>0)break b;e=a+(q<<2)|0;l=a+(g<<2)|0;i=f[e>>2]|0;f[e>>2]=f[l>>2];f[l>>2]=i;d=f[e>>2]|0;h=f[w>>2]|0;m=+n[(f[h+4>>2]|0)+32>>2];j=d;k=i;if(+n[(f[d+4>>2]|0)+32>>2]==m)if((f[d+20>>2]|0)==(f[h+20>>2]|0)){d=a+(r<<2)|0;if((r|0)==(q|0))i=k;else{k=f[d>>2]|0;f[d>>2]=j;f[e>>2]=k;k=f[w>>2]|0;i=f[l>>2]|0;h=k;m=+n[(f[k+4>>2]|0)+32>>2]}d=r+1|0;e=q+1|0;k=i}else{d=r;e=q}else{d=r;e=q}if(!(+n[(f[k+4>>2]|0)+32>>2]==m)){r=d;continue}if((f[k+20>>2]|0)==(f[h+20>>2]|0))break;else r=d}h=a+(s<<2)|0;if((g|0)!=(s|0)){f[l>>2]=f[h>>2];f[h>>2]=i}s=s+-1|0;g=g+-1|0}d=a+(q<<2)|0;if((q|0)!=(c|0)){l=f[d>>2]|0;f[d>>2]=f[w>>2];f[w>>2]=l}if(q>>>0>r>>>0){e=q+-1|0;e:do if(b>>>0<r>>>0){d=b;while(1){if(e>>>0<r>>>0)break e;g=a+(d<<2)|0;h=a+(e<<2)|0;if((d|0)!=(e|0)){l=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=l}d=d+1|0;e=e+-1|0;if(d>>>0>=r>>>0){d=e;break}}}else d=e;while(0);Z7a(a,b,d,t+-1|0)}b=q+1|0;f:do if(u>>>0>s>>>0){d=u;while(1){if(b>>>0>s>>>0)break;e=a+(b<<2)|0;g=a+(d<<2)|0;if((b|0)!=(d|0)){r=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=r}d=d+-1|0;b=b+1|0;if(d>>>0<=s>>>0)break f}b=d+1|0}while(0);d=c-b|0;if(d>>>0<2)break a;else t=t+-1|0}d=b+1|0;if(d>>>0>c>>>0)return;do{g:do if(d>>>0>b>>>0){i=d;h=f[a+(d<<2)>>2]|0;do{k=i;i=i+-1|0;j=a+(i<<2)|0;g=f[j>>2]|0;k=a+(k<<2)|0;o=+n[(f[g+4>>2]|0)+32>>2];p=+n[(f[h+4>>2]|0)+32>>2];e=o<p?-1:1;l=g;if(o==p){g=f[g+20>>2]|0;e=f[h+20>>2]|0;if((g|0)==(e|0))break g;else e=(g|0)<(e|0)?-1:1}if((e|0)<=0)break g;h=f[k>>2]|0;f[k>>2]=l;f[j>>2]=h}while(i>>>0>b>>>0)}while(0);d=d+1|0}while(d>>>0<=c>>>0);return}while(0);if(b>>>0>=c>>>0)return;j=a+(b<<2)|0;d=f[j>>2]|0;g=a+(c<<2)|0;e=f[g>>2]|0;o=+n[(f[d+4>>2]|0)+32>>2];p=+n[(f[e+4>>2]|0)+32>>2];b=o<p?-1:1;h=d;i=e;if(o==p){d=f[d+20>>2]|0;b=f[e+20>>2]|0;if((d|0)==(b|0))return;else b=(d|0)<(b|0)?-1:1}if((b|0)<=0)return;f[j>>2]=i;f[g>>2]=h;return}function _7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;var g=0.0,h=0.0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;J=u;u=u+48|0;A=J;H=f[b+16>>2]|0;F=b+12|0;G=f[F>>2]|0;E=f[c+16>>2]|0;C=c+12|0;D=f[C>>2]|0;if((G|0)==(D|0)|((H|0)==(E|0)|((G|0)==0|(D|0)==0))){u=J;return}if((f[H+24>>2]|0)==(f[E+24>>2]|0)){u=J;return}b=f[G+24>>2]|0;c=f[D+24>>2]|0;if((b|0)==(c|0)){u=J;return}x=+n[H+28>>2];y=+n[G+28>>2]-x;q=+n[H+32>>2];r=+n[G+32>>2]-q;g=+n[D+28>>2];h=+n[D+32>>2];if(y*(h-q)<r*(g-x)){u=J;return}m=+n[E+28>>2];l=g-m;o=+n[E+32>>2];g=h-o;m=m-x;o=o-q;h=r*l-y*g;if(h>-1.000000013351432e-10&h<1.000000013351432e-10){u=J;return}z=1.0/h;B=(l*o-m*g)*z;z=(y*o-r*m)*z;if(B<d|z<e){u=J;return}if((b|0)<0){if(B>1.0){u=J;return}}else if(B>=.9999989867210388){u=J;return}if((c|0)<0){if(z>1.0){u=J;return}}else if(z>=.9999989867210388){u=J;return}q=q+B*r;b=a+24|0;c=f[b>>2]|0;a:do if(!c)c=0;else while(1){if(q<=+n[(f[c+4>>2]|0)+32>>2]+9.999999974752427e-07)break a;b=f[c>>2]|0;if(!b){b=c;c=0;break}else{w=c;c=b;b=w}}while(0);s=G+24|0;t=D+24|0;b:do if(c){while(1){i=f[c+4>>2]|0;g=+n[i+32>>2];if(q<=g+9.999999974752427e-07)break b;if((f[c+20>>2]|0)!=5)break b;i=f[i+24>>2]|0;j=f[s>>2]|0;if((i|0)==(j|0))break b;k=f[t>>2]|0;if((i|0)==(k|0))break b;if((f[(f[c+12>>2]|0)+24>>2]|0)==(k|0))if(g==q?(f[(f[c+16>>2]|0)+24>>2]|0)==(j|0):0)break;b=f[c>>2]|0;if(!b){b=c;break b}else{w=c;c=b;b=w}}u=J;return}while(0);e=+p[H>>3];o=B;p[A>>3]=e+(+p[G>>3]-e)*o;e=+p[H+8>>3];p[A+8>>3]=e+(+p[G+8>>3]-e)*o;e=+p[H+16>>3];p[A+16>>3]=e+(+p[G+16>>3]-e)*o;o=x+B*y;n[A+28>>2]=o;n[A+32>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,28)|0;f[j+20>>2]=5;k=j+8|0;f[k>>2]=0;s=j+4|0;f[s>>2]=0;t=f[a>>2]|0;i=a+12|0;K=f[i>>2]|0;c=K+-1|0;f[i>>2]=c;i=f[a+16>>2]|0;v=a+20|0;w=f[t>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((K|0)>0){K=A+(c*24|0)|0;f[w>>2]=f[K>>2];f[w+4>>2]=f[K+4>>2];f[w+8>>2]=f[K+8>>2];f[w+12>>2]=f[K+12>>2];f[w+16>>2]=f[K+16>>2];f[w+20>>2]=f[K+20>>2]}else{f[w>>2]=f[A>>2];f[w+4>>2]=f[A+4>>2];f[w+8>>2]=f[A+8>>2];f[w+12>>2]=f[A+12>>2];f[w+16>>2]=f[A+16>>2];f[w+20>>2]=f[A+20>>2]}f[w+24>>2]=c;g=+p[w>>3];m=+p[w+8>>3];l=+p[w+16>>3];switch(i|0){case 0:{h=l;g=m;I=31;break}case 1:{h=g;g=l;I=31;break}case 2:{h=m;I=31;break}default:{c=w+28|0;i=w+32|0}}if((I|0)==31){c=w+28|0;n[c>>2]=g;i=w+32|0;n[i>>2]=h}f[w+36>>2]=0;K=f[t>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,8)|0;f[K+4>>2]=w;f[K>>2]=f[v>>2];f[v>>2]=K;n[c>>2]=o;n[i>>2]=q;f[k>>2]=w;f[s>>2]=w;f[j>>2]=f[b>>2];f[b>>2]=j;f[j+12>>2]=f[C>>2];f[j+16>>2]=f[F>>2];K=f[s>>2]|0;f[C>>2]=K;f[F>>2]=K;K=f[f[a>>2]>>2]|0;K=Rg[f[f[K>>2]>>2]&255](K,40)|0;f[(f[s>>2]|0)+36>>2]=K;d8a(K,0,H,G,B);d8a(K,1,E,D,z);u=J;return}function $7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;l=+n[a+32>>2];k=+n[c+32>>2];f=l-k;if((f<0.0?-f:f)<9.999999974752427e-07){f=+n[a+28>>2];h=+n[c+28>>2];if(f<h){e=1;return e|0}if(!(f==h)){e=0;return e|0}g=(+n[b+28>>2]-f)*(+n[d+32>>2]-k);f=(+n[d+28>>2]-h)*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}else return g<f+9.999999974752427e-07&e|0}g=+n[d+32>>2];i=l-g;j=+n[a+28>>2];if((i<0.0?-i:i)<9.999999974752427e-07){f=+n[d+28>>2];if(j<f){e=1;return e|0}if(!(j==f)){e=0;return e|0}g=(g-k)*(+n[b+28>>2]-j);f=(f-+n[c+28>>2])*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}e=g<f+9.999999974752427e-07&e;return e|0}i=+n[c+28>>2];h=(j-i)/f;i=+n[d+28>>2]-i;f=g-k;g=i/f;if(h<g+-9.999999974752427e-07){e=1;return e|0}if(h<g+9.999999974752427e-07){g=f*(+n[b+28>>2]-j);f=i*(+n[b+32>>2]-l);if(g<f){e=1;return e|0}if(g<f+9.999999974752427e-07&e){e=1;return e|0}}e=0;return e|0}function a8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0;w=c+8|0;x=c+4|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){z=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-z)>=(z-+n[m+28>>2])*(+n[t>>2]-j)))y=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j>k)break;if(j==k)$zb(a);else y=8}if((y|0)==8){y=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);else $h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){y=28;break}}g=f[x>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])y=18;else if(+n[l+32>>2]!=+n[m+32>>2])y=18;do if((y|0)==18){y=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}else{$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[x>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){y=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=g+4|0;m=f[o>>2]|0;f[w>>2]=f[m+8>>2];m=f[m+4>>2]|0;f[x>>2]=m;f[m>>2]=c;$zb(f[o>>2]|0);$zb(g);g=f[x>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((y|0)==28)return}function b8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0.0;w=c+8|0;u=a+4|0;v=a+8|0;p=a+28|0;q=d+24|0;r=d+36|0;s=d+28|0;t=d+32|0;a:while(1){a=f[w>>2]|0;g=f[a>>2]|0;if(g){while(1){l=f[a+4>>2]|0;j=+n[l+32>>2];m=f[g+4>>2]|0;k=+n[m+32>>2];if(j!=k){y=+n[l+28>>2];if(!((j-k)*(+n[s>>2]-y)<=(y-+n[m+28>>2])*(+n[t>>2]-j)))x=8;else break}else{j=+n[m+28>>2];k=+n[l+28>>2];if(j<k)break;if(j==k)$zb(a);else x=8}if((x|0)==8){x=0;h=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0))$h[h&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);else $h[h&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);$zb(a)}a=f[g>>2]|0;if(!a){a=g;break}else{o=g;g=a;a=o}}f[w>>2]=a;if(f[a>>2]|0){x=28;break}}g=f[c>>2]|0;o=f[g+8>>2]|0;if(e){h=f[o>>2]|0;if(h){a=o;while(1){l=f[a+4>>2]|0;m=f[h+4>>2]|0;if(+n[l+28>>2]!=+n[m+28>>2])x=18;else if(+n[l+32>>2]!=+n[m+32>>2])x=18;do if((x|0)==18){x=0;g=f[u>>2]|0;i=f[v>>2]|0;if(!(b[p>>0]|0)){$h[g&3](i,0,d,l,m,f[q>>2]|0,f[l+24>>2]|0,f[m+24>>2]|0,f[r>>2]|0,f[l+36>>2]|0,f[m+36>>2]|0);break}else{$h[g&3](i,0,d,m,l,f[q>>2]|0,f[m+24>>2]|0,f[l+24>>2]|0,f[r>>2]|0,f[m+36>>2]|0,f[l+36>>2]|0);break}}while(0);if((a|0)!=(o|0))$zb(a);a=f[h>>2]|0;if(!a)break;else{m=h;h=a;a=m}}$zb(h);g=f[c>>2]|0;f[f[g+8>>2]>>2]=0;a=f[w>>2]|0;f[a+4>>2]=f[o+4>>2]}}if(f[g+12>>2]|0){x=28;break}while(1){$zb(a);$zb(f[g+8>>2]|0);o=f[g>>2]|0;f[w>>2]=f[o+8>>2];o=f[o>>2]|0;f[c>>2]=o;f[o+4>>2]=c;$zb(f[g>>2]|0);$zb(g);g=f[c>>2]|0;if(f[g+12>>2]|0)continue a;a=f[w>>2]|0}}if((x|0)==28)return}function c8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0,x=0,y=0;x=u;u=u+48|0;h=x;e=+n[b+32>>2];i=+n[c+32>>2];if(e==i){u=x;return c|0}t=d+4|0;q=+n[(f[t>>2]|0)+32>>2];v=(q-e)/(i-e);l=+p[b>>3];s=v;p[h>>3]=l+(+p[c>>3]-l)*s;l=+p[b+8>>3];p[h+8>>3]=l+(+p[c+8>>3]-l)*s;l=+p[b+16>>3];p[h+16>>3]=l+(+p[c+16>>3]-l)*s;s=+n[b+28>>2];s=s+v*(+n[c+28>>2]-s);n[h+28>>2]=s;n[h+32>>2]=q;m=f[a>>2]|0;j=a+12|0;y=f[j>>2]|0;g=y+-1|0;f[j>>2]=g;j=f[a+16>>2]|0;o=a+20|0;w=f[m>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,40)|0;if((y|0)>0){y=h+(g*24|0)|0;f[w>>2]=f[y>>2];f[w+4>>2]=f[y+4>>2];f[w+8>>2]=f[y+8>>2];f[w+12>>2]=f[y+12>>2];f[w+16>>2]=f[y+16>>2];f[w+20>>2]=f[y+20>>2]}else{f[w>>2]=f[h>>2];f[w+4>>2]=f[h+4>>2];f[w+8>>2]=f[h+8>>2];f[w+12>>2]=f[h+12>>2];f[w+16>>2]=f[h+16>>2];f[w+20>>2]=f[h+20>>2]}f[w+24>>2]=g;e=+p[w>>3];l=+p[w+8>>3];k=+p[w+16>>3];switch(j|0){case 0:{i=k;e=l;r=9;break}case 1:{i=e;e=k;r=9;break}case 2:{i=l;r=9;break}default:{g=w+28|0;h=w+32|0}}if((r|0)==9){g=w+28|0;n[g>>2]=e;h=w+32|0;n[h>>2]=i}y=w+36|0;f[y>>2]=0;j=f[m>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,8)|0;f[j+4>>2]=w;f[j>>2]=f[o>>2];f[o>>2]=j;n[g>>2]=s;n[h>>2]=q;j=f[f[a>>2]>>2]|0;j=Rg[f[f[j>>2]>>2]&255](j,40)|0;f[y>>2]=j;h=f[t>>2]|0;f[j>>2]=h;g=f[d+8>>2]|0;f[j+4>>2]=g;f[j+8>>2]=f[h+24>>2];f[j+12>>2]=f[g+24>>2];if(+p[h>>3]<+p[g>>3]){e=+n[h+28>>2];e=(s-e)/(+n[g+28>>2]-e)}else e=0.0;n[j+16>>2]=e;d8a(j,1,b,c,v);y=w;u=x;return y|0}function d8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;l=f[c+24>>2]|0;m=(l|0)<0;if(m){k=f[c+36>>2]|0;i=f[k+12>>2]|0;h=d+24|0;g=f[h>>2]|0;do if((g|0)>-1&(i|0)==(g|0))o=6;else{if((g|0)<0){j=f[d+36>>2]|0;if((i|0)==(f[j+12>>2]|0)){o=6;break}if((i|0)==(f[j+32>>2]|0)){o=6;break}}f[a+(b*20|0)>>2]=f[k+20>>2];f[a+(b*20|0)+8>>2]=f[k+28>>2];i=k+36|0}while(0);if((o|0)==6){f[a+(b*20|0)>>2]=f[k>>2];f[a+(b*20|0)+8>>2]=f[k+8>>2];i=k+16|0}p=+n[i>>2];e=p+(1.0-p)*e}else{f[a+(b*20|0)>>2]=c;f[a+(b*20|0)+8>>2]=l;g=d+24|0;h=g;g=f[g>>2]|0}if((g|0)>=0){f[a+(b*20|0)+4>>2]=d;f[a+(b*20|0)+12>>2]=f[h>>2];p=e;o=a+(b*20|0)+16|0;n[o>>2]=p;return}h=f[d+36>>2]|0;i=f[h+8>>2]|0;do if((l|0)>-1&(i|0)==(l|0))o=15;else{if(m){g=f[c+36>>2]|0;if((i|0)==(f[g+8>>2]|0)){o=15;break}if((i|0)==(f[g+28>>2]|0)){o=15;break}}f[a+(b*20|0)+4>>2]=f[h+24>>2];f[a+(b*20|0)+12>>2]=f[h+32>>2];g=h+36|0}while(0);if((o|0)==15){f[a+(b*20|0)+4>>2]=f[h+4>>2];f[a+(b*20|0)+12>>2]=f[h+12>>2];g=h+16|0}p=e*+n[g>>2];o=a+(b*20|0)+16|0;n[o>>2]=p;return}function e8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=J7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function f8a(a,b){a=a|0;b=b|0;return _zb(b)|0}function g8a(a,b){a=a|0;b=b|0;$zb(b);return}function h8a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;j=h+4|0;i=h;f[j>>2]=40244;f[i>>2]=j;g=W7a(i,a,d,b,b+(c<<2)|0,e,g)|0;u=h;return g|0}function i8a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(808)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=40260;e=d+16|0;f[e>>2]=c;eAa(d+24|0);f[d+776>>2]=0;f[d+780>>2]=0;f[d+784>>2]=0;f[d+788>>2]=-1;c=d+804|0;b[c>>0]=b[c>>0]&-16;f[a>>2]=e;f[a+4>>2]=d;return}function j8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);return}function k8a(a){a=a|0;var b=0;f[a>>2]=40260;b=f[a+780>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function l8a(a){a=a|0;a=f[a+780>>2]|0;if(!a)return;iOb(a);return}function m8a(a){a=a|0;sOb(a);return}function n8a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+768|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function o8a(a,c){a=a|0;c=c|0;bR(a+8|0,c)|0;c=a+788|0;b[c>>0]=b[c>>0]|1;return}function p8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+760|0;c=f[h>>2]|0;d=f[b>>2]|0;e=d;if((c|0)==(d|0)){h=0;return h|0}if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d)if(c)g=7;else c=e;else if(c^(f[d+8>>2]|0)!=0)g=7;else c=e;do if((g|0)==7){c=f[a>>2]|0;if(!c)c=e;else{if((f[c+216>>2]|0)!=(a|0))if((f[c+208>>2]|0)!=(a|0)){c=e;break}C9a(c);c=f[b>>2]|0}}while(0);d=f[b+4>>2]|0;if(d|0)gOb(d);f[h>>2]=c;h=a+764|0;c=f[h>>2]|0;f[h>>2]=d;if(!c){h=1;return h|0}iOb(c);h=1;return h|0}function q8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&2))i=4;else if(+n[a+776>>2]==c){a=0;u=j;return a|0}else if(+n[a+776>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+776>>2]=h;b[g>>0]=d|2;a=1;u=j;return a|0}function r8a(a,c){a=a|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j+8|0;e=j;n[g>>2]=c;n[h>>2]=0.0;n[e>>2]=1.0;e=c<1.0?g:e;h=f[(+n[e>>2]>0.0?e:h)>>2]|0;f[g>>2]=h;g=a+788|0;e=b[g>>0]|0;c=(f[s>>2]=h,+n[s>>2]);do if(!(e&4))i=4;else if(+n[a+780>>2]==c){a=0;u=j;return a|0}else if(+n[a+780>>2]>0.0^c>0.0){i=4;break}else{d=e;break}while(0);do if((i|0)==4){d=f[a>>2]|0;if(!d)d=e;else{if((f[d+216>>2]|0)!=(a|0))if((f[d+208>>2]|0)!=(a|0)){d=e;break}C9a(d);d=b[g>>0]|0}}while(0);f[a+780>>2]=h;b[g>>0]=d|4;a=1;u=j;return a|0}function s8a(a,c){a=a|0;c=+c;var d=0,e=0;d=a+788|0;e=b[d>>0]|0;a=a+784|0;if(e&8)if(+n[a>>2]==c){e=0;return e|0}n[a>>2]=c;b[d>>0]=e|8;e=1;return e|0}function t8a(a){a=a|0;var b=0,c=0;b=a+760|0;if(!(f[b>>2]|0)){a=0;return a|0}f[b>>2]=0;c=a+764|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b){c=1;return c|0}if((f[b+216>>2]|0)!=(a|0))if((f[b+208>>2]|0)!=(a|0)){c=1;return c|0}C9a(b);c=1;return c|0}function u8a(a,c){a=a|0;c=c|0;var e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+832|0;l=s+72|0;m=s+48|0;o=s+24|0;q=s;r=a+60|0;i=a;k=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));k=pOb(4280)|0;v8a(k,a);f[r>>2]=k;f[a+64>>2]=f[c>>2];c=f[c+4>>2]|0;f[a+68>>2]=c;if(c|0)gOb(c);g=a+72|0;c=pOb(160)|0;idb(c,13.0,13.0,128,512,200);f[g>>2]=c;c=a+120|0;i=a+80|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[c>>3]=1.0;f[a+128>>2]=0;n[a+132>>2]=.15000000596046448;n[a+136>>2]=.15000000596046448;n[a+140>>2]=.15000000596046448;c=a+208|0;i=a+144|0;k=i+64|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));i8a(c,a);f[a+216>>2]=0;f[a+220>>2]=0;b[a+224>>0]=7;b[a+225>>0]=2;b[a+226>>0]=0;b[a+227>>0]=0;b[a+228>>0]=1;b[a+229>>0]=1;i=a+230|0;k=(j[i>>1]|j[i+2>>1]<<16)&-1048576|389249;d[i>>1]=k;d[i+2>>1]=k>>>16;i=a+236|0;k=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));b[a+296>>0]=0;p[a+304>>3]=1.0;b[a+312>>0]=0;b[a+313>>0]=0;e=a+360|0;i=a+320|0;k=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(k|0));p[e>>3]=1.0;f[a+368>>2]=512;n[a+372>>2]=0.0;n[a+376>>2]=1.0;b[a+380>>0]=1;f[a+388>>2]=0;f[a+392>>2]=0;f[a+396>>2]=0;k=f[g>>2]|0;oh[f[(f[k>>2]|0)+96>>2]&1023](k,a);mdb((f[r>>2]|0)+112|0,0);k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|16;b[k>>0]=i;b[k+1>>0]=i>>8;k=(f[r>>2]|0)+189|0;i=h[k>>0]|h[k+1>>0]<<8|32;b[k>>0]=i;b[k+1>>0]=i>>8;k=a+381|0;b[k>>0]=1;b[k+1>>0]=1;b[k+2>>0]=1;b[k+3>>0]=1;b[k+4>>0]=1;b[k+5>>0]=1;n[a+284>>2]=.07500000298023224;n[a+288>>2]=.07500000298023224;n[a+292>>2]=.07500000298023224;a=f[r>>2]|0;kgb(a+2824|0,b[a+2850>>0]|0);a=f[r>>2]|0;k=a+2852|0;a=a+2868|0;f[a>>2]=f[k>>2];f[a+4>>2]=f[k+4>>2];f[a+8>>2]=f[k+8>>2];f[a+12>>2]=f[k+12>>2];a=(f[r>>2]|0)+2900|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;q8a(f[c>>2]|0,.3330000042915344)|0;r8a(f[c>>2]|0,.5)|0;s8a(f[c>>2]|0,12.0)|0;r=f[r>>2]|0;f[q>>2]=14;f[m>>2]=q;w8a(l,r+1884|0,q,262924,m,o);r=(f[l>>2]|0)+24|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;p[m+16>>3]=1.0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[q>>3]=0.0;p[q+8>>3]=1.0;p[q+16>>3]=0.0;aAa(l,2,m,o,q,2.0,2.0,0.0);neb(r,l);u=s;return}function v8a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;jdb(a,c);jdb(a+112|0,c);eAa(a+224|0);e=a+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;d[e+12>>1]=0;f[a+992>>2]=1;e=a+1024|0;g=a+996|0;h=g+28|0;do{b[g>>0]=0;g=g+1|0}while((g|0)<(h|0));n[e>>2]=1.0;g=a+1028|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+1044>>2]=1.0;Ihb(a+1048|0,c);f[a+1888>>2]=0;f[a+1892>>2]=0;f[a+1884>>2]=a+1888;c=a+1896|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;eeb(a+1916|0);Fqb(a+1976|0);Fqb(a+2044|0);Fqb(a+2112|0);reb(a+2180|0);yfb(a+2224|0);xhb(a+2256|0);Rgb(a+2260|0);Keb(a+2336|0);sgb(a+2512|0);agb(a+2548|0);agb(a+2824|0);c=a+3152|0;g=a+3100|0;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=.20000000298023224;n[a+3156>>2]=0.0;n[a+3160>>2]=0.0;n[a+3164>>2]=0.0;n[a+3168>>2]=1.0;n[a+3172>>2]=0.0;n[a+3176>>2]=1.0;n[a+3180>>2]=0.0;n[a+3184>>2]=1.0;n[a+3188>>2]=1.0;n[a+3192>>2]=1.0;n[a+3196>>2]=0.0;n[a+3200>>2]=1.0;n[a+3204>>2]=1.0;n[a+3208>>2]=0.0;n[a+3212>>2]=0.0;n[a+3216>>2]=1.0;n[a+3220>>2]=0.0;n[a+3224>>2]=0.0;n[a+3228>>2]=1.0;n[a+3232>>2]=1.0;bhb(a+3264|0);Ofb(a+3284|0);c=a+3452|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;gfb(a+3472|0);n[a+3556>>2]=0.0;n[a+3560>>2]=0.0;n[a+3564>>2]=0.0;n[a+3568>>2]=1.0;n[a+3572>>2]=0.0;n[a+3576>>2]=0.0;n[a+3580>>2]=0.0;n[a+3584>>2]=1.0;c=a+3588|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;c=a+3680|0;g=a+3624|0;h=g+56|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=-1;f[c+4>>2]=-1;f[c+8>>2]=-1;f[c+12>>2]=-1;f[c+16>>2]=-1;n[a+3700>>2]=0.0;n[a+3704>>2]=0.0;n[a+3708>>2]=0.0;n[a+3712>>2]=.6499999761581421;f[a+3716>>2]=5;n[a+3720>>2]=1.0;b[a+3724>>0]=1;f[a+3728>>2]=0;f[a+3732>>2]=0;f[a+3764>>2]=0;f[a+3768>>2]=0;f[a+3800>>2]=0;f[a+3804>>2]=0;f[a+3836>>2]=0;f[a+3840>>2]=0;f[a+3872>>2]=0;f[a+3876>>2]=0;f[a+3908>>2]=0;f[a+3912>>2]=0;f[a+3944>>2]=0;f[a+3948>>2]=0;f[a+3980>>2]=0;f[a+3984>>2]=0;f[a+4016>>2]=0;f[a+4020>>2]=0;f[a+4052>>2]=0;f[a+4056>>2]=0;f[a+4088>>2]=0;f[a+4092>>2]=0;f[a+4124>>2]=0;f[a+4128>>2]=0;g=a+4160|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[a+4180>>2]=1.0;n[a+4184>>2]=.05000000074505806;n[a+4188>>2]=.02500000037252903;n[a+4192>>2]=0.0;n[a+4196>>2]=0.0;n[a+4200>>2]=0.0;n[a+4204>>2]=1.0;n[a+4208>>2]=30.0;n[a+4212>>2]=20.0;g=a+4216|0;h=a+4240|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[h>>2]=-1;f[h+4>>2]=-1;f[h+8>>2]=-1;f[h+12>>2]=-1;f[h+16>>2]=-1;n[a+4260>>2]=.6499999761581421;n[a+4264>>2]=10.0;n[a+4268>>2]=1.0;f[a+4272>>2]=9;b[a+4276>>0]=0;return}function w8a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function x8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+72|0;b=f[e>>2]|0;do if(b|0){if(Rg[f[(f[b>>2]|0)+100>>2]&255](b,a)|0){b=f[e>>2]|0;f[e>>2]=0;if(b|0){gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;f[e>>2]=0;if(!b)break;gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[e>>2]|0;if(!b)break;oh[f[(f[b>>2]|0)+96>>2]&1023](b,a);b=f[e>>2]|0;c=f[b>>2]|0;if(!(f[a+104>>2]|0)){gh[f[c+128>>2]&2047](b);break}else{gh[f[c+124>>2]&2047](b);break}}}else f[e>>2]=0;f[e>>2]=0}while(0);b=a+60|0;c=f[b>>2]|0;if(c|0){y8a(c);sOb(c)}f[b>>2]=0;b=f[a+388>>2]|0;if(b|0){c=a+392|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=f[a+280>>2]|0;if(b|0)iOb(b);b=f[a+272>>2]|0;if(b|0)iOb(b);b=f[a+264>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+248>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+212>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+68>>2]|0;if(b|0)iOb(b);d=a+48|0;b=f[d>>2]|0;if(b|0){e=a+52|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+36|0;b=f[e>>2]|0;if(b|0){d=a+40|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+12|0;b=f[d>>2]|0;if(b|0){e=a+16|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}b=f[a>>2]|0;if(!b)return;d=a+4|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function y8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+4236>>2]|0;if(b|0)iOb(b);b=f[a+4228>>2]|0;if(b|0)iOb(b);b=f[a+4220>>2]|0;if(b|0)iOb(b);z8a(a+3728|0);b=f[a+3676>>2]|0;if(b|0)iOb(b);b=f[a+3668>>2]|0;if(b|0)iOb(b);b=f[a+3660>>2]|0;if(b|0)iOb(b);b=f[a+3652>>2]|0;if(b|0)iOb(b);b=f[a+3644>>2]|0;if(b|0)iOb(b);b=f[a+3636>>2]|0;if(b|0)iOb(b);b=f[a+3628>>2]|0;if(b|0)iOb(b);b=f[a+3604>>2]|0;if(b|0)iOb(b);b=f[a+3596>>2]|0;if(b|0)iOb(b);A8a(a+3472|0);b=f[a+3464>>2]|0;if(b|0)iOb(b);b=f[a+3456>>2]|0;if(b|0)iOb(b);B8a(a+3284|0);b=f[a+3276>>2]|0;if(b|0)iOb(b);b=f[a+3268>>2]|0;if(b|0)iOb(b);b=f[a+3136>>2]|0;if(b|0)iOb(b);b=f[a+3128>>2]|0;if(b|0)iOb(b);b=f[a+3120>>2]|0;if(b|0)iOb(b);b=f[a+3112>>2]|0;if(b|0)iOb(b);b=f[a+3104>>2]|0;if(b|0)iOb(b);C8a(a+2824|0);C8a(a+2548|0);b=f[a+2540>>2]|0;if(b|0)iOb(b);b=f[a+2532>>2]|0;if(b|0)iOb(b);b=f[a+2524>>2]|0;if(b|0)iOb(b);b=f[a+2516>>2]|0;if(b|0)iOb(b);D8a(a+2336|0);b=f[a+2304>>2]|0;if(b|0)iOb(b);b=f[a+2296>>2]|0;if(b|0)iOb(b);b=f[a+2288>>2]|0;if(b|0)iOb(b);b=f[a+2280>>2]|0;if(b|0)iOb(b);b=f[a+2272>>2]|0;if(b|0)iOb(b);b=f[a+2264>>2]|0;if(b|0)iOb(b);yhb(a+2256|0);b=f[a+2248>>2]|0;if(b|0)iOb(b);b=f[a+2236>>2]|0;if(b|0)iOb(b);b=f[a+2228>>2]|0;if(b|0)iOb(b);seb(a+2180|0);b=f[a+2136>>2]|0;if(b|0){c=a+2140|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2132>>2]|0;if(b|0)iOb(b);b=f[a+2124>>2]|0;if(b|0)iOb(b);b=f[a+2116>>2]|0;if(b|0)iOb(b);b=f[a+2068>>2]|0;if(b|0){c=a+2072|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+2064>>2]|0;if(b|0)iOb(b);b=f[a+2056>>2]|0;if(b|0)iOb(b);b=f[a+2048>>2]|0;if(b|0)iOb(b);b=f[a+2e3>>2]|0;if(b|0){c=a+2004|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+1996>>2]|0;if(b|0)iOb(b);b=f[a+1988>>2]|0;if(b|0)iOb(b);b=f[a+1980>>2]|0;if(b|0)iOb(b);b=f[a+1928>>2]|0;if(b|0)iOb(b);b=f[a+1920>>2]|0;if(b|0)iOb(b);e=a+1912|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}e=a+1908|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){E8a(b+840|0);F8a(b);sOb(b)}d=a+1896|0;b=f[d>>2]|0;if(b|0){e=a+1900|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-120|0;f[e>>2]=g;E8a(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}G8a(a+1884|0,f[a+1888>>2]|0);F8a(a+1048|0);b=f[a+1036>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[e+24>>2]|0;if(c|0)jOb(c);c=f[e+8>>2]|0;if(c|0){d=e+12|0;if((f[d>>2]|0)!=(c|0))f[d>>2]=c;sOb(c)}sOb(e)}while((b|0)!=0);g=a+1028|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+1016>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)jOb(c);c=f[d+12>>2]|0;if(c|0)iOb(c);sOb(d)}while((b|0)!=0);g=a+1008|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+976>>2]|0;if(!b){g=a+112|0;E8a(g);E8a(a);return}c=a+980|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b);g=a+112|0;E8a(g);E8a(a);return}function z8a(a){a=a|0;var b=0;b=f[a+436>>2]|0;if(b|0)iOb(b);b=f[a+400>>2]|0;if(b|0)iOb(b);b=f[a+364>>2]|0;if(b|0)iOb(b);b=f[a+328>>2]|0;if(b|0)iOb(b);b=f[a+292>>2]|0;if(b|0)iOb(b);b=f[a+256>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+184>>2]|0;if(b|0)iOb(b);b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+112>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function A8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);h=a+20|0;b=f[h>>2]|0;if(b|0){g=a+24|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-72|0;f[g>>2]=d;e=f[c+-28>>2]|0;if(e|0)iOb(e);Ghb(c+-52|0);Ghb(d);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+8>>2]|0;if(b|0){c=a+12|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function B8a(a){a=a|0;var b=0;b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function C8a(a){a=a|0;var b=0;b=f[a+260>>2]|0;if(b|0)iOb(b);b=f[a+240>>2]|0;if(b|0)iOb(b);b=f[a+220>>2]|0;if(b|0)iOb(b);b=f[a+200>>2]|0;if(b|0)iOb(b);b=f[a+180>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+116>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function D8a(a){a=a|0;var b=0;b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+12>>2]|0;if(b|0)iOb(b);b=f[a+4>>2]|0;if(!b)return;iOb(b);return}function E8a(a){a=a|0;var b=0,c=0;b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+60>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);c=f[a+4>>2]|0;if(!c)return;b=a+8|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c);return}function F8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;H8a(a+324|0);e=a+312|0;b=f[e>>2]|0;if(b|0){g=a+316|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-524|0;f[g>>2]=d;H8a(c+-504|0);c=f[c+-516>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+284>>2]|0;if(b|0){c=a+288|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(!b){h=a+16|0;J8a(h);return}c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b);h=a+16|0;J8a(h);return}function G8a(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;G8a(a,f[b>>2]|0);G8a(a,f[b+4>>2]|0);H8a(b+840|0);d=f[b+24>>2]|0;if(d|0){a=b+28|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}sOb(b);return}function H8a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+484>>2]|0;if(b|0){c=a+488|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-60-b|0)>>>0)/60|0)*60|0);sOb(b)}g=a+464|0;I8a(g,f[a+472>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+444|0;I8a(g,f[a+452>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+424|0;I8a(g,f[a+432>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+404|0;I8a(g,f[a+412>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+384|0;I8a(g,f[a+392>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+364|0;I8a(g,f[a+372>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+344|0;I8a(g,f[a+352>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+324|0;I8a(g,f[a+332>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+304|0;I8a(g,f[a+312>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+284|0;I8a(g,f[a+292>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+264|0;I8a(g,f[a+272>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);g=a+244|0;I8a(g,f[a+252>>2]|0);b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+232>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+224|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+204|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+184|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+164|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+144|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+132>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+124|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+112>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+104|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+92>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+84|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+72>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+64|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;g=f[c+12>>2]|0;if(g|0){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-44-g|0)>>>0)/44|0)*44|0);sOb(g)}sOb(c)}while((b|0)!=0);g=a+44|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+32>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+12>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=c+16|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}sOb(c)}while((b|0)!=0);a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function I8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;if(!b)return;do{h=b;b=f[b>>2]|0;a=f[h+20>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;e=f[g+60>>2]|0;if(e|0){c=g+64|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g+56>>2]|0;if(c|0)iOb(c);c=f[g+48>>2]|0;if(c|0)iOb(c);sOb(g)}while((a|0)!=0);g=h+12|0;a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);sOb(h)}while((b|0)!=0);return}function J8a(a){a=a|0;var b=0,c=0,d=0;b=f[a+244>>2]|0;if(b|0){c=a+248|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+228>>2]|0;if(b|0){c=a+232|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+212>>2]|0;if(b|0){c=a+216|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+196>>2]|0;if(b|0){c=a+200|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+180>>2]|0;if(b|0){c=a+184|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+164>>2]|0;if(b|0){c=a+168|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+148>>2]|0;if(b|0){c=a+152|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+132>>2]|0;if(b|0){c=a+136|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+116>>2]|0;if(b|0){c=a+120|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+100>>2]|0;if(b|0){c=a+104|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+68>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+20>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function K8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+48|0;h=k;i=k+36|0;j=k+24|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;L8a(i,a,c,d,h);g=(b[i+1>>0]|0)==0;if(g)se();d=f[a+72>>2]|0;if(d|0){l=+Mg[f[(f[d>>2]|0)+92>>2]&63](d);p[h>>3]=l}if(c<<24>>24==4){c=a+88|0;f[c>>2]=(f[c>>2]|0)+(f[h+8>>2]|0);c=a+92|0;f[c>>2]=(f[c>>2]|0)+(f[h+12>>2]|0);c=a+96|0;f[c>>2]=(f[c>>2]|0)+(f[h+16>>2]|0);c=a+100|0;f[c>>2]=(f[c>>2]|0)+(f[h+20>>2]|0)}else{c=a+80|0;f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[c+12>>2]=f[h+12>>2];f[c+16>>2]=f[h+16>>2];f[c+20>>2]=f[h+20>>2]}if(e|0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[e+12>>2]=f[h+12>>2];f[e+16>>2]=f[h+16>>2];f[e+20>>2]=f[h+20>>2]}if(g){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}if((f[a>>2]|0)==(f[a+4>>2]|0)){j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}M8a(j,a,h);h3a(a,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=b[i>>0]|0;j=j<<24>>24!=0;u=k;return j|0}function L8a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;r=0;t=u;u=u+2848|0;if(c<<24>>24==1)jSa(f[b+64>>2]|0);g=(d|0)==0?-1:d;j=~~+Gha()>>>0;f[(b+108|0)>>2]=(f[(b+108|0)>>2]|0)+1;if(e|0){f[(e+8|0)>>2]=0;f[(e+8|0)+4>>2]=0;f[(e+8|0)+8>>2]=0;f[(e+8|0)+12>>2]=0}k=JAa((f[(b+60|0)>>2]|0)+224|0,f[64745]|0,f[64746]|0)|0;n[(t+1176|0)>>2]=+p[k>>3];n[((t+1176|0)+4|0)>>2]=+p[k+8>>3];n[((t+1176|0)+8|0)>>2]=+p[k+16>>3];n[((t+1176|0)+12|0)>>2]=+p[k+24>>3];n[((t+1176|0)+16|0)>>2]=+p[k+32>>3];n[((t+1176|0)+20|0)>>2]=+p[k+40>>3];n[((t+1176|0)+24|0)>>2]=+p[k+48>>3];n[((t+1176|0)+28|0)>>2]=+p[k+56>>3];n[((t+1176|0)+32|0)>>2]=+p[k+64>>3];n[((t+1176|0)+36|0)>>2]=+p[k+72>>3];n[((t+1176|0)+40|0)>>2]=+p[k+80>>3];n[((t+1176|0)+44|0)>>2]=+p[k+88>>3];n[((t+1176|0)+48|0)>>2]=+p[k+96>>3];n[((t+1176|0)+52|0)>>2]=+p[k+104>>3];n[((t+1176|0)+56|0)>>2]=+p[k+112>>3];n[((t+1176|0)+60|0)>>2]=+p[k+120>>3];f[(t+280|0)>>2]=t+1176|0;f[(t+280|0)+4>>2]=b+144|0;if(N8a(t+280|0)|0){f[(b+144|0)>>2]=f[(t+1176|0)>>2];f[b+148>>2]=f[((t+1176|0)+4|0)>>2];f[b+152>>2]=f[((t+1176|0)+8|0)>>2];f[b+156>>2]=f[((t+1176|0)+12|0)>>2];f[b+160>>2]=f[((t+1176|0)+16|0)>>2];f[b+164>>2]=f[((t+1176|0)+20|0)>>2];f[b+168>>2]=f[((t+1176|0)+24|0)>>2];f[b+172>>2]=f[((t+1176|0)+28|0)>>2];f[b+176>>2]=f[((t+1176|0)+32|0)>>2];f[b+180>>2]=f[((t+1176|0)+36|0)>>2];f[b+184>>2]=f[((t+1176|0)+40|0)>>2];f[b+188>>2]=f[((t+1176|0)+44|0)>>2];f[b+192>>2]=f[((t+1176|0)+48|0)>>2];f[b+196>>2]=f[((t+1176|0)+52|0)>>2];f[b+200>>2]=f[((t+1176|0)+56|0)>>2];f[b+204>>2]=f[((t+1176|0)+60|0)>>2];y2a(b+36|0,(f[(b+60|0)>>2]|0)+224|0);d=1}else d=0;h=f[(b+60|0)>>2]|0;i=f[h+1884>>2]|0;k=1;if(k){k=0;if((i|0)==(h+1888|0|0))l=0;else k=1}f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1344>>2]=d;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1408>>2]=g;f[t+1416>>2]=q;f[t+1632>>2]=h;f[t+1640>>2]=i;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2680>>2]=k;f[t+2688>>2]=s;f[t+2728>>2]=0;f[t+2732>>2]=0;zbb(t);l=f[t+1352>>2]|0;m=f[t+1376>>2]|0;o=f[t+1392>>2]|0;q=f[t+1416>>2]|0;r=f[t+2672>>2]|0;s=f[t+2688>>2]|0;f[t+1264>>2]=a;f[t+1272>>2]=b;f[t+1280>>2]=c;f[t+1296>>2]=e;f[t+1352>>2]=l;f[t+1376>>2]=m;f[t+1392>>2]=o;f[t+1416>>2]=q;f[t+1824>>2]=j;f[t+2672>>2]=r;f[t+2688>>2]=s;f[t+2720>>2]=0;f[t+2724>>2]=0;ybb(t);G=f[t+2720>>2]|0;D=f[t+2724>>2]|0;H=+n[t+2724>>2];f[t+2720>>2]=0;f[t+2724>>2]=0;if((G|0)==5)return}function M8a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+176|0;o=s+152|0;q=s+16|0;r=s;i=c+60|0;l=f[i>>2]|0;m=l+224|0;g=f[c+388>>2]|0;k=(f[c+392>>2]|0)-g|0;c=(k|0)/24|0;do if(!k){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0}else{e=l+24|0;if(!(f[e>>2]|0)){f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;break}else{Adb(l,o,q);k=f[i>>2]|0;Ieb(r,k+2180|0,g,c,k+224|0,+n[o>>2],+n[q>>2],f[e>>2]|0,k+2256|0);break}}while(0);i=q+4|0;f[q>>2]=15100;j=q+56|0;f[j>>2]=15120;tEb(q+56|0,i);f[q+128>>2]=0;f[q+132>>2]=-1;f[q>>2]=39656;f[q+56>>2]=39676;xEb(i);f[i>>2]=39692;k=q+36|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[q+52>>2]=16;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;k3a(i,o);if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);c=m3a(m3a(q,197767,9)|0,197777,20)|0;c=m3a(NEb(c,+p[d>>3])|0,197798,19)|0;c=m3a(KEb(c,f[d+8>>2]|0)|0,197818,18)|0;c=m3a(KEb(c,f[d+12>>2]|0)|0,197837,22)|0;c=m3a(KEb(c,f[d+16>>2]|0)|0,197860,15)|0;c=KEb(c,f[d+20>>2]|0)|0;b[o>>0]=125;m3a(c,o,1)|0;c=m3a(q,197876,11)|0;g=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[g>>2]=f[g>>2]&-261|256;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+8>>2]=17;c=m3a(KEb(c,h[m>>0]|0)|0,246325,2)|0;c=NEb(c,+p[l+256>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+264>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+272>>3])|0,197888,3)|0;c=NEb(c,+p[l+280>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+288>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+296>>3])|0,197888,3)|0;c=NEb(c,+p[l+232>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+240>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=m3a(NEb(c,+p[l+248>>3])|0,246331,2)|0;c=NEb(c,+p[l+432>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+p[l+440>>3])|0;b[o>>0]=44;c=m3a(c,o,1)|0;c=NEb(c,+pAa(m))|0;b[o>>0]=93;m3a(c,o,1)|0;m3a(q,197892,18)|0;c=f[r>>2]|0;g=r+4|0;e=f[g>>2]|0;if((c|0)!=(e|0)){KEb(q,f[c>>2]|0)|0;c=c+4|0;if((c|0)!=(e|0))do{b[o>>0]=44;m3a(q,o,1)|0;KEb(q,f[c>>2]|0)|0;c=c+4|0}while((c|0)!=(e|0))}b[o>>0]=93;m3a(q,o,1)|0;l3a(a,i);f[q>>2]=39656;f[j>>2]=39676;f[i>>2]=39692;if((b[k+11>>0]|0)<0)sOb(f[k>>2]|0);oDb(i);kEb(q,39752);jDb(j);c=f[r>>2]|0;if(!c){u=s;return}e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);u=s;return}function N8a(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(+n[b>>2]!=+n[a>>2]){b=1;return b|0}if(+n[b+4>>2]!=+n[a+4>>2]){b=1;return b|0}if(+n[b+8>>2]!=+n[a+8>>2]){b=1;return b|0}if(+n[b+12>>2]!=+n[a+12>>2]){b=1;return b|0}if(+n[b+16>>2]!=+n[a+16>>2]){b=1;return b|0}if(+n[b+20>>2]!=+n[a+20>>2]){b=1;return b|0}if(+n[b+24>>2]!=+n[a+24>>2]){b=1;return b|0}if(+n[b+28>>2]!=+n[a+28>>2]){b=1;return b|0}if(+n[b+32>>2]!=+n[a+32>>2]){b=1;return b|0}if(+n[b+36>>2]!=+n[a+36>>2]){b=1;return b|0}if(+n[b+40>>2]!=+n[a+40>>2]){b=1;return b|0}if(+n[b+44>>2]!=+n[a+44>>2]){b=1;return b|0}if(+n[b+48>>2]!=+n[a+48>>2]){b=1;return b|0}if(+n[b+52>>2]!=+n[a+52>>2]){b=1;return b|0}if(+n[b+56>>2]!=+n[a+56>>2]){b=1;return b|0}b=+n[b+60>>2]!=+n[a+60>>2];return b|0}function O8a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0.0,r=0.0,s=0.0,t=0;m=+p[a+344>>3];q=+p[a+352>>3];r=+p[a+360>>3];s=+L(+(m*m+(q*q+r*r)));p[d>>3]=m/s;n=d+8|0;p[n>>3]=q/s;o=d+16|0;p[o>>3]=r/s;t=a+230|0;if((j[t>>1]|j[t+2>>1]<<16)&32768|0){m=+p[b>>3];r=+p[b+24>>3];if(m<=r){l=+p[b+8>>3];s=+p[b+32>>3];if(l<=s){k=+p[b+16>>3];q=+p[b+40>>3];if(k<=q){p[c>>3]=m;b=c+8|0;p[b>>3]=l;a=c+16|0;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3];i=f*l+e*k;h=g*m+i;i=g*r+i;if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*m+(f*s+e*k);if(i<h){p[c>>3]=m;p[b>>3]=s;p[a>>3]=k;h=i;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}i=g*r+(f*s+e*k);if(i<h){p[c>>3]=r;p[b>>3]=s;p[a>>3]=k;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else i=h;h=g*m+(f*l+e*q);if(h<i){p[c>>3]=m;p[b>>3]=l;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;i=g*r+(f*l+e*q);if(i<h){p[c>>3]=r;p[b>>3]=l;p[a>>3]=q;e=+p[o>>3];g=+p[d>>3];f=+p[n>>3]}else i=h;h=g*m+(f*s+e*q);if(h<i){p[c>>3]=m;p[b>>3]=s;p[a>>3]=q;g=+p[d>>3];f=+p[n>>3];e=+p[o>>3]}else h=i;if(!(g*r+(f*s+e*q)<h))return;p[c>>3]=r;p[b>>3]=s;p[a>>3]=q;return}}}}p[c>>3]=+p[a+320>>3];p[c+8>>3]=+p[a+328>>3];p[c+16>>3]=+p[a+336>>3];return}function P8a(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0.0,z=0,A=0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0;N=u;u=u+2048|0;F=N+1296|0;G=N+1272|0;I=N+520|0;J=N+392|0;K=N+264|0;M=N;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&2048)){M=0;u=N;return M|0}l=+p[c>>3];k=c+24|0;m=+p[k>>3];if(l<=m){z=c+8|0;o=+p[z>>3];A=c+32|0;q=+p[A>>3];if(o<=q){C=c+16|0;r=+p[C>>3];D=c+40|0;s=+p[D>>3];if(r<=s){H=a+60|0;E=f[H>>2]|0;x=f[E+1908>>2]|0;if(!(i&8192))if(+p[x+952>>3]==l)if(+p[x+960>>3]==o)if(+p[x+968>>3]==r)if(+p[x+976>>3]==m)if(+p[x+984>>3]==q)if(+p[x+992>>3]==s){M=0;u=N;return M|0}p[x+952>>3]=l;p[x+960>>3]=+p[z>>3];p[x+968>>3]=+p[C>>3];p[x+976>>3]=+p[k>>3];p[x+984>>3]=+p[A>>3];p[x+992>>3]=+p[D>>3];x=(j[h>>1]|j[h+2>>1]<<16)&-8193;d[h>>1]=x;d[h+2>>1]=x>>>16;t=+p[k>>3];B=+p[c>>3]*.5+t*.5;p[F>>3]=B;r=+p[A>>3];y=+p[z>>3]*.5+r*.5;p[F+8>>3]=y;s=+p[D>>3];w=+p[C>>3]*.5+s*.5;p[F+16>>3]=w;t=t-B;r=r-y;s=s-w;s=+L(+(t*t+(r*r+s*s)));r=+n[E+3720>>2]*+(((f[E+3716>>2]|0)+-1|0)>>>0);x=a+368|0;r=s+s*(r/(+((f[x>>2]|0)>>>0)-r));s=r*2.0;t=+p[g+8>>3];v=+p[g+16>>3];if(!(t*t+v*v+0.0>=.001)){l=+p[g>>3];m=l;o=0.0;q=-v}else{m=-t;o=v;q=0.0;l=+p[g>>3]}p[G>>3]=q;p[G+8>>3]=o;p[G+16>>3]=m;p[J>>3]=B+l;p[J+8>>3]=y+t;p[J+16>>3]=w+v;aAa(I,1,J,F,G,s,s,1.0/r);c=f[(f[H>>2]|0)+1908>>2]|0;b[c+1e3>>0]=b[I>>0]|0;p[c+1008>>3]=+p[I+8>>3];p[c+1016>>3]=+p[I+16>>3];p[c+1024>>3]=+p[I+24>>3];p[c+1032>>3]=+p[I+32>>3];p[c+1040>>3]=+p[I+40>>3];p[c+1048>>3]=+p[I+48>>3];p[c+1056>>3]=+p[I+56>>3];p[c+1064>>3]=+p[I+64>>3];p[c+1072>>3]=+p[I+72>>3];p[c+1080>>3]=+p[I+80>>3];p[c+1088>>3]=+p[I+88>>3];p[c+1096>>3]=+p[I+96>>3];p[c+1104>>3]=+p[I+104>>3];p[c+1112>>3]=+p[I+112>>3];p[c+1120>>3]=+p[I+120>>3];p[c+1128>>3]=+p[I+128>>3];p[c+1136>>3]=+p[I+136>>3];p[c+1144>>3]=+p[I+144>>3];p[c+1152>>3]=+p[I+152>>3];p[c+1160>>3]=+p[I+160>>3];p[c+1168>>3]=+p[I+168>>3];p[c+1176>>3]=+p[I+176>>3];p[c+1184>>3]=+p[I+184>>3];p[c+1192>>3]=+p[I+192>>3];p[c+1200>>3]=+p[I+200>>3];h=c+1208|0;i=I+208|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[c+1248>>3]=+p[I+248>>3];p[c+1256>>3]=+p[I+256>>3];p[c+1264>>3]=+p[I+264>>3];p[c+1272>>3]=+p[I+272>>3];p[c+1280>>3]=+p[I+280>>3];p[c+1288>>3]=+p[I+288>>3];p[c+1296>>3]=+p[I+296>>3];p[c+1304>>3]=+p[I+304>>3];p[c+1312>>3]=+p[I+312>>3];p[c+1320>>3]=+p[I+320>>3];p[c+1328>>3]=+p[I+328>>3];p[c+1336>>3]=+p[I+336>>3];p[c+1344>>3]=+p[I+344>>3];p[c+1352>>3]=+p[I+352>>3];p[c+1360>>3]=+p[I+360>>3];p[c+1368>>3]=+p[I+368>>3];f[c+1376>>2]=f[I+376>>2];f[c+1380>>2]=f[I+380>>2];f[c+1384>>2]=f[I+384>>2];f[c+1388>>2]=f[I+388>>2];f[c+1392>>2]=f[I+392>>2];f[c+1396>>2]=f[I+396>>2];f[c+1400>>2]=f[I+400>>2];f[c+1404>>2]=f[I+404>>2];f[c+1408>>2]=f[I+408>>2];f[c+1412>>2]=f[I+412>>2];f[c+1416>>2]=f[I+416>>2];f[c+1420>>2]=f[I+420>>2];f[c+1424>>2]=f[I+424>>2];f[c+1428>>2]=f[I+428>>2];f[c+1432>>2]=f[I+432>>2];f[c+1436>>2]=f[I+436>>2];p[c+1440>>3]=+p[I+440>>3];p[c+1448>>3]=+p[I+448>>3];p[c+1456>>3]=+p[I+456>>3];p[c+1464>>3]=+p[I+464>>3];p[c+1472>>3]=+p[I+472>>3];p[c+1480>>3]=+p[I+480>>3];p[c+1488>>3]=+p[I+488>>3];p[c+1496>>3]=+p[I+496>>3];p[c+1504>>3]=+p[I+504>>3];p[c+1512>>3]=+p[I+512>>3];p[c+1520>>3]=+p[I+520>>3];p[c+1528>>3]=+p[I+528>>3];p[c+1536>>3]=+p[I+536>>3];p[c+1544>>3]=+p[I+544>>3];p[c+1552>>3]=+p[I+552>>3];p[c+1560>>3]=+p[I+560>>3];p[c+1568>>3]=+p[I+568>>3];p[c+1576>>3]=+p[I+576>>3];p[c+1584>>3]=+p[I+584>>3];p[c+1592>>3]=+p[I+592>>3];p[c+1600>>3]=+p[I+600>>3];p[c+1608>>3]=+p[I+608>>3];p[c+1616>>3]=+p[I+616>>3];p[c+1624>>3]=+p[I+624>>3];p[c+1632>>3]=+p[I+632>>3];p[c+1640>>3]=+p[I+640>>3];p[c+1648>>3]=+p[I+648>>3];p[c+1656>>3]=+p[I+656>>3];p[c+1664>>3]=+p[I+664>>3];p[c+1672>>3]=+p[I+672>>3];p[c+1680>>3]=+p[I+680>>3];p[c+1688>>3]=+p[I+688>>3];f[c+1696>>2]=f[I+696>>2];f[c+1700>>2]=f[I+700>>2];f[c+1704>>2]=f[I+704>>2];f[c+1708>>2]=f[I+708>>2];f[c+1712>>2]=f[I+712>>2];f[c+1716>>2]=f[I+716>>2];f[c+1720>>2]=f[I+720>>2];f[c+1724>>2]=f[I+724>>2];f[c+1728>>2]=f[I+728>>2];G=c+1732|0;F=I+732|0;f[G>>2]=f[F>>2];f[G+4>>2]=f[F+4>>2];f[G+8>>2]=f[F+8>>2];b[G+12>>0]=b[F+12>>0]|0;G=f[x>>2]|0;I=JAa(I,G,G)|0;p[J>>3]=+p[I>>3];p[J+8>>3]=+p[I+8>>3];v=+p[I+16>>3];p[J+16>>3]=v;p[J+24>>3]=+p[I+24>>3];p[J+32>>3]=+p[I+32>>3];p[J+40>>3]=+p[I+40>>3];w=+p[I+48>>3];p[J+48>>3]=w;p[J+56>>3]=+p[I+56>>3];p[J+64>>3]=+p[I+64>>3];p[J+72>>3]=+p[I+72>>3];B=+p[I+80>>3];p[J+80>>3]=B;p[J+88>>3]=+p[I+88>>3];p[J+96>>3]=+p[I+96>>3];p[J+104>>3]=+p[I+104>>3];y=+p[I+112>>3];p[J+112>>3]=y;p[J+120>>3]=+p[I+120>>3];B=v*+p[e>>3]+w*+p[e+8>>3]+(y+B*+p[e+16>>3]);p[K>>3]=1.0;I=K+8|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+40>>3]=1.0;I=K+48|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;f[I+24>>2]=0;f[I+28>>2]=0;p[K+80>>3]=1.0;I=K+88|0;f[I>>2]=0;f[I+4>>2]=0;f[I+8>>2]=0;f[I+12>>2]=0;f[I+16>>2]=0;f[I+20>>2]=0;p[K+120>>3]=1.0;p[K+112>>3]=B;LAa(J,M);f[M+128>>2]=K;J=M+136|0;T8a(J,M)|0;K=f[(f[H>>2]|0)+1908>>2]|0;n[K+1752>>2]=+p[J>>3];n[K+1756>>2]=+p[M+144>>3];n[K+1760>>2]=+p[M+152>>3];n[K+1764>>2]=+p[M+160>>3];n[K+1768>>2]=+p[M+168>>3];n[K+1772>>2]=+p[M+176>>3];n[K+1776>>2]=+p[M+184>>3];n[K+1780>>2]=+p[M+192>>3];n[K+1784>>2]=+p[M+200>>3];n[K+1788>>2]=+p[M+208>>3];n[K+1792>>2]=+p[M+216>>3];n[K+1796>>2]=+p[M+224>>3];n[K+1800>>2]=+p[M+232>>3];n[K+1804>>2]=+p[M+240>>3];n[K+1808>>2]=+p[M+248>>3];n[K+1812>>2]=+p[M+256>>3];M=1;u=N;return M|0}}}eAa(F);VQ((f[(f[a+60>>2]|0)+1908>>2]|0)+1e3|0,F)|0;M=1;u=N;return M|0}function Q8a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0;i=u;u=u+192|0;h=i;switch(b[a+380>>0]|0){case 0:{f[e>>2]=f[a+372>>2];f[g>>2]=f[a+376>>2];u=i;return}case 1:{q=+p[c>>3];v=+p[c+8>>3];r=+p[c+16>>3];p[h>>3]=q;p[h+8>>3]=v;p[h+16>>3]=r;t=+p[c+24>>3];p[h+24>>3]=t;p[h+32>>3]=v;p[h+40>>3]=r;s=+p[c+32>>3];p[h+48>>3]=q;p[h+56>>3]=s;p[h+64>>3]=r;p[h+72>>3]=t;p[h+80>>3]=s;p[h+88>>3]=r;o=+p[c+40>>3];p[h+96>>3]=q;p[h+104>>3]=v;p[h+112>>3]=o;p[h+120>>3]=t;p[h+128>>3]=v;p[h+136>>3]=o;p[h+144>>3]=q;p[h+152>>3]=s;p[h+160>>3]=o;p[h+168>>3]=t;p[h+176>>3]=s;p[h+184>>3]=o;o=+p[d>>3];m=+p[d+8>>3];l=+p[d+16>>3];k=+p[d+24>>3];q=q*o;v=v*m;r=r*l+k;j=q+v+r;j=j>0.0?j:0.0;t=t*o;v=t+v+r;j=j<v?v:j;s=s*m;v=q+s+r;j=j<v?v:j;r=t+s+r;j=j<r?r:j;q=q+ +p[h+104>>3]*m+(+p[h+112>>3]*l+k);j=j<q?q:j;q=+p[h+120>>3]*o+ +p[h+128>>3]*m+(+p[h+136>>3]*l+k);j=j<q?q:j;q=+p[h+144>>3]*o+ +p[h+152>>3]*m+(+p[h+160>>3]*l+k);j=j<q?q:j;k=+p[h+168>>3]*o+ +p[h+176>>3]*m+(+p[h+184>>3]*l+k);j=j<k?k:j;n[e>>2]=j*+n[a+372>>2];n[g>>2]=j*+n[a+376>>2];u=i;return}default:{u=i;return}}}function R8a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;i=n;m=f[a>>2]|0;l=m+226|0;a:do switch(b[l>>0]|0){case 1:{k=f[m+60>>2]|0;qgb(k+2548|0,f[a+4>>2]|0,f[a+8>>2]|0,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0);break}case 2:{k=f[m+60>>2]|0;$fb(k+3100|0,f[a+4>>2]|0,32,16,f[a+12>>2]|0,k+2256|0,(b[f[a+16>>2]>>0]|0)!=0,k+3728|0,k+224|0);break}case 3:{k=m+60|0;c=f[k>>2]|0;g=c+77|0;d=(b[f[a+20>>2]>>0]|0)!=0;if(!((h[g>>0]|h[g+1>>0]<<8)&128)){if(d){ehb(c+3264|0,f[a+4>>2]|0,f[a+8>>2]|0);break a}g=b[259204]|0;Fwb(258928,1)|0;e=(f[k>>2]|0)+3452|0;c=f[f[a+4>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(e,c);Fwb(258928,g<<24>>24!=0)|0;break a}if(d){e=b[259204]|0;Fwb(258928,1)|0;g=(f[k>>2]|0)+3452|0;c=f[f[a+8>>2]>>2]|0;if(!c)c=0;else{d=f[c+4>>2]|0;if((f[c+8>>2]|0)==(d|0))c=0;else c=f[d+8>>2]|0}Dfb(g,c);Fwb(258928,e<<24>>24!=0)|0;c=f[k>>2]|0}g=f[a+4>>2]|0;f[i>>2]=0;k=i+4|0;f[k>>2]=0;qgb(c+2824|0,g,i,f[a+12>>2]|0,c+2256|0,(b[f[a+16>>2]>>0]|0)!=0);c=f[k>>2]|0;if(c|0)iOb(c);break}default:Bfb((f[m+60>>2]|0)+2224|0,f[a+4>>2]|0,f[a+8>>2]|0)}while(0);e=m+230|0;if((j[e>>1]|j[e+2>>1]<<16)&16|0)if(b[f[a+24>>2]>>0]|0){k=f[m+60>>2]|0;i=(b[l>>0]|0)==2;ffb(k+2336|0,f[a+4>>2]|0,i,0,k+224|0,i?32:48,k+2256|0)}if((b[l>>0]|0)==2){u=n;return}c=j[e>>1]|j[e+2>>1]<<16;if(c&32)if(b[f[a+28>>2]>>0]|0){c=f[m+60>>2]|0;if(!(b[f[a+24>>2]>>0]|0))d=b[f[a+32>>2]>>0]|0?16:0;else d=16;Xfb(c+3284|0,f[a+4>>2]|0,c+224|0,d,c+2256|0);c=j[e>>1]|j[e+2>>1]<<16}c=c>>>8&3;if(!(c<<24>>24)){u=n;return}if(!(b[f[a+24>>2]>>0]|0))if(!(b[f[a+28>>2]>>0]|0)){u=n;return}m=f[m+60>>2]|0;Ffb(m+3728|0,c,f[f[a+4>>2]>>2]|0,f[f[a+8>>2]>>2]|0,m+224|0,0);u=n;return}function S8a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0;q=u;u=u+96|0;e=q+72|0;k=q;l=f[a>>2]|0;m=l+60|0;ieb((f[m>>2]|0)+1916|0);if(b[f[a+4>>2]>>0]|0){g=f[m>>2]|0;c=f[(f[g+1912>>2]|0)+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){i=f[a+8>>2]|0;n[e>>2]=+p[i>>3];n[e+4>>2]=+p[i+8>>3];n[e+8>>2]=+p[i+16>>3];Agb(g+4216|0,e,+p[f[a+12>>2]>>3],c,g+2256|0)}}}}e=a+16|0;Lqb((f[m>>2]|0)+1976|0,f[e>>2]|0,0);g=l+230|0;if((j[g>>1]|j[g+2>>1]<<16)&2048|0)if((b[l+226>>0]|0)!=2){i=f[m>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(!(sSa(f[l+64>>2]|0)|0)){h=f[m>>2]|0;i=f[h+1908>>2]|0;c=f[i+864>>2]|0;if(c|0){d=f[c+4>>2]|0;if((f[c+8>>2]|0)!=(d|0)){c=f[d+8>>2]|0;if(c|0){f[k>>2]=f[e>>2];f[k+4>>2]=i+1752;i=k+8|0;gma(i,k)|0;Igb(h+3624|0,c,i,(b[f[a+20>>2]>>0]|0)!=0)}}}}}if(!((j[g>>1]|j[g+2>>1]<<16)&64))o=18;else if(qfb((f[m>>2]|0)+3472|0)|0)o=18;else if((b[l+226>>0]|0)==2)o=18;else{h=f[64773]|0;i=f[64775]|0;k=f[64774]|0;l=f[64776]|0;g=b[259204]|0;Fwb(258928,1)|0;pwb(258928,1,771)|0;a=a+24|0;Dfb((f[m>>2]|0)+3452|0,f[f[a>>2]>>2]|0);pwb(258928,1,1)|0;e=f[m>>2]|0;tfb(e+3472|0,f[a>>2]|0,e+2256|0);Fhb(f[a>>2]|0);Fwb(258928,g<<24>>24!=0)|0;owb(258928,h,i,k,l)|0}if((o|0)==18)R8a(f[a+28>>2]|0);c=f[m>>2]|0;d=f[c+1896>>2]|0;if((d|0)==(f[c+1900>>2]|0)){u=q;return}xfb(c+3556|0,f[(f[(f[d+24>>2]|0)+4>>2]|0)+8>>2]|0,f[(f[(f[d+144>>2]|0)+4>>2]|0)+8>>2]|0);u=q;return}function T8a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;h=b+128|0;r=f[h>>2]|0;u=b+32|0;t=b+64|0;s=b+96|0;p[a>>3]=+p[b>>3]*+p[r>>3]+ +p[u>>3]*+p[r+8>>3]+ +p[t>>3]*+p[r+16>>3]+ +p[s>>3]*+p[r+24>>3];r=f[h>>2]|0;q=b+8|0;o=b+40|0;n=b+72|0;m=b+104|0;p[a+8>>3]=+p[q>>3]*+p[r>>3]+ +p[o>>3]*+p[r+8>>3]+ +p[n>>3]*+p[r+16>>3]+ +p[m>>3]*+p[r+24>>3];r=f[h>>2]|0;l=b+16|0;k=b+48|0;j=b+80|0;i=b+112|0;p[a+16>>3]=+p[l>>3]*+p[r>>3]+ +p[k>>3]*+p[r+8>>3]+ +p[j>>3]*+p[r+16>>3]+ +p[i>>3]*+p[r+24>>3];r=f[h>>2]|0;g=b+24|0;e=b+56|0;d=b+88|0;c=b+120|0;p[a+24>>3]=+p[g>>3]*+p[r>>3]+ +p[e>>3]*+p[r+8>>3]+ +p[d>>3]*+p[r+16>>3]+ +p[c>>3]*+p[r+24>>3];r=f[h>>2]|0;p[a+32>>3]=+p[b>>3]*+p[r+32>>3]+ +p[u>>3]*+p[r+40>>3]+ +p[t>>3]*+p[r+48>>3]+ +p[s>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+40>>3]=+p[q>>3]*+p[r+32>>3]+ +p[o>>3]*+p[r+40>>3]+ +p[n>>3]*+p[r+48>>3]+ +p[m>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+48>>3]=+p[l>>3]*+p[r+32>>3]+ +p[k>>3]*+p[r+40>>3]+ +p[j>>3]*+p[r+48>>3]+ +p[i>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+56>>3]=+p[g>>3]*+p[r+32>>3]+ +p[e>>3]*+p[r+40>>3]+ +p[d>>3]*+p[r+48>>3]+ +p[c>>3]*+p[r+56>>3];r=f[h>>2]|0;p[a+64>>3]=+p[b>>3]*+p[r+64>>3]+ +p[u>>3]*+p[r+72>>3]+ +p[t>>3]*+p[r+80>>3]+ +p[s>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+72>>3]=+p[q>>3]*+p[r+64>>3]+ +p[o>>3]*+p[r+72>>3]+ +p[n>>3]*+p[r+80>>3]+ +p[m>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+80>>3]=+p[l>>3]*+p[r+64>>3]+ +p[k>>3]*+p[r+72>>3]+ +p[j>>3]*+p[r+80>>3]+ +p[i>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+88>>3]=+p[g>>3]*+p[r+64>>3]+ +p[e>>3]*+p[r+72>>3]+ +p[d>>3]*+p[r+80>>3]+ +p[c>>3]*+p[r+88>>3];r=f[h>>2]|0;p[a+96>>3]=+p[b>>3]*+p[r+96>>3]+ +p[u>>3]*+p[r+104>>3]+ +p[t>>3]*+p[r+112>>3]+ +p[s>>3]*+p[r+120>>3];b=f[h>>2]|0;p[a+104>>3]=+p[q>>3]*+p[b+96>>3]+ +p[o>>3]*+p[b+104>>3]+ +p[n>>3]*+p[b+112>>3]+ +p[m>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+112>>3]=+p[l>>3]*+p[b+96>>3]+ +p[k>>3]*+p[b+104>>3]+ +p[j>>3]*+p[b+112>>3]+ +p[i>>3]*+p[b+120>>3];b=f[h>>2]|0;p[a+120>>3]=+p[g>>3]*+p[b+96>>3]+ +p[e>>3]*+p[b+104>>3]+ +p[d>>3]*+p[b+112>>3]+ +p[c>>3]*+p[b+120>>3];return a|0}function U8a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+60|0;Phb((f[g>>2]|0)+1048|0,c,d,e);h=a+230|0;if(!((j[h>>1]|j[h+2>>1]<<16)&2048))return;if((b[a+226>>0]|0)==2)return;h=f[g>>2]|0;if((f[h+1896>>2]|0)!=(f[h+1900>>2]|0))return;if(sSa(f[a+64>>2]|0)|0)return;Phb(f[(f[g>>2]|0)+1908>>2]|0,c,d,e);return}function V8a(a){a=a|0;a=a+60|0;vib((f[a>>2]|0)+1048|0);ldb(f[a>>2]|0);return}function W8a(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0;l=u;u=u+752|0;i=l;k=a+230|0;c=(j[k>>1]|j[k+2>>1]<<16)&-655361;d[k>>1]=c;d[k+2>>1]=c>>>16;eAa(i);c=j[k>>1]|j[k+2>>1]<<16;if(!(c&655360)){c=f[a+60>>2]|0;b[c+224>>0]=b[i>>0]|0;p[c+232>>3]=+p[i+8>>3];p[c+240>>3]=+p[i+16>>3];p[c+248>>3]=+p[i+24>>3];p[c+256>>3]=+p[i+32>>3];p[c+264>>3]=+p[i+40>>3];p[c+272>>3]=+p[i+48>>3];p[c+280>>3]=+p[i+56>>3];p[c+288>>3]=+p[i+64>>3];p[c+296>>3]=+p[i+72>>3];p[c+304>>3]=+p[i+80>>3];p[c+312>>3]=+p[i+88>>3];p[c+320>>3]=+p[i+96>>3];p[c+328>>3]=+p[i+104>>3];p[c+336>>3]=+p[i+112>>3];p[c+344>>3]=+p[i+120>>3];p[c+352>>3]=+p[i+128>>3];p[c+360>>3]=+p[i+136>>3];p[c+368>>3]=+p[i+144>>3];p[c+376>>3]=+p[i+152>>3];p[c+384>>3]=+p[i+160>>3];p[c+392>>3]=+p[i+168>>3];p[c+400>>3]=+p[i+176>>3];p[c+408>>3]=+p[i+184>>3];p[c+416>>3]=+p[i+192>>3];p[c+424>>3]=+p[i+200>>3];e=c+432|0;g=i+208|0;h=e+40|0;do{f[e>>2]=f[g>>2];e=e+4|0;g=g+4|0}while((e|0)<(h|0));p[c+472>>3]=+p[i+248>>3];p[c+480>>3]=+p[i+256>>3];p[c+488>>3]=+p[i+264>>3];p[c+496>>3]=+p[i+272>>3];p[c+504>>3]=+p[i+280>>3];p[c+512>>3]=+p[i+288>>3];p[c+520>>3]=+p[i+296>>3];p[c+528>>3]=+p[i+304>>3];p[c+536>>3]=+p[i+312>>3];p[c+544>>3]=+p[i+320>>3];p[c+552>>3]=+p[i+328>>3];p[c+560>>3]=+p[i+336>>3];p[c+568>>3]=+p[i+344>>3];p[c+576>>3]=+p[i+352>>3];p[c+584>>3]=+p[i+360>>3];p[c+592>>3]=+p[i+368>>3];f[c+600>>2]=f[i+376>>2];f[c+604>>2]=f[i+380>>2];f[c+608>>2]=f[i+384>>2];f[c+612>>2]=f[i+388>>2];f[c+616>>2]=f[i+392>>2];f[c+620>>2]=f[i+396>>2];f[c+624>>2]=f[i+400>>2];f[c+628>>2]=f[i+404>>2];f[c+632>>2]=f[i+408>>2];f[c+636>>2]=f[i+412>>2];f[c+640>>2]=f[i+416>>2];f[c+644>>2]=f[i+420>>2];f[c+648>>2]=f[i+424>>2];f[c+652>>2]=f[i+428>>2];f[c+656>>2]=f[i+432>>2];f[c+660>>2]=f[i+436>>2];p[c+664>>3]=+p[i+440>>3];p[c+672>>3]=+p[i+448>>3];p[c+680>>3]=+p[i+456>>3];p[c+688>>3]=+p[i+464>>3];p[c+696>>3]=+p[i+472>>3];p[c+704>>3]=+p[i+480>>3];p[c+712>>3]=+p[i+488>>3];p[c+720>>3]=+p[i+496>>3];p[c+728>>3]=+p[i+504>>3];p[c+736>>3]=+p[i+512>>3];p[c+744>>3]=+p[i+520>>3];p[c+752>>3]=+p[i+528>>3];p[c+760>>3]=+p[i+536>>3];p[c+768>>3]=+p[i+544>>3];p[c+776>>3]=+p[i+552>>3];p[c+784>>3]=+p[i+560>>3];p[c+792>>3]=+p[i+568>>3];p[c+800>>3]=+p[i+576>>3];p[c+808>>3]=+p[i+584>>3];p[c+816>>3]=+p[i+592>>3];p[c+824>>3]=+p[i+600>>3];p[c+832>>3]=+p[i+608>>3];p[c+840>>3]=+p[i+616>>3];p[c+848>>3]=+p[i+624>>3];p[c+856>>3]=+p[i+632>>3];p[c+864>>3]=+p[i+640>>3];p[c+872>>3]=+p[i+648>>3];p[c+880>>3]=+p[i+656>>3];p[c+888>>3]=+p[i+664>>3];p[c+896>>3]=+p[i+672>>3];p[c+904>>3]=+p[i+680>>3];p[c+912>>3]=+p[i+688>>3];f[c+920>>2]=f[i+696>>2];f[c+924>>2]=f[i+700>>2];f[c+928>>2]=f[i+704>>2];f[c+932>>2]=f[i+708>>2];f[c+936>>2]=f[i+712>>2];f[c+940>>2]=f[i+716>>2];f[c+944>>2]=f[i+720>>2];f[c+948>>2]=f[i+724>>2];f[c+952>>2]=f[i+728>>2];c=c+956|0;i=i+732|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];b[c+12>>0]=b[i+12>>0]|0;c=j[k>>1]|j[k+2>>1]<<16}c=c|24576;d[k>>1]=c;d[k+2>>1]=c>>>16;c=f[a+72>>2]|0;if(!c){u=l;return}gh[f[(f[c>>2]|0)+116>>2]&2047](c);u=l;return}function X8a(a,b,c){a=a|0;b=b|0;c=c|0;if(!c){bR((f[a+60>>2]|0)+224|0,b)|0;c=a+230|0;b=j[c>>1]|j[c+2>>1]<<16|131072;d[c>>1]=b;d[c+2>>1]=b>>>16;return}c=a+230|0;if((j[c>>1]|j[c+2>>1]<<16)&655360|0)return;bR((f[a+60>>2]|0)+224|0,b)|0;return}function Y8a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function Z8a(a){a=a|0;if((b[a+226>>0]|0)==3){a=1;return a|0}if((b[a+229>>0]|0)!=1){a=0;return a|0}if(!(Yub()|0)){a=0;return a|0}a=avb()|0;return a|0}function _8a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+1896>>2]|0)!=(f[a+1900>>2]|0)|0}function $8a(a,b){a=a|0;b=b|0;a=a+230|0;b=b&1;b=b<<14|b<<13|(j[a>>1]|j[a+2>>1]<<16)&-24577;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function a9a(a){a=a|0;return (f[a+60>>2]|0)+224|0}function b9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-524289|(b&1)<<19;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function c9a(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((f[a+236>>2]|0)==(b|0))return 1;if((f[a+244>>2]|0)==(b|0))return 1;if((f[a+252>>2]|0)==(b|0))return 1;if((f[a+260>>2]|0)==(b|0))return 1;if((f[a+268>>2]|0)==(b|0))return 1;else return (f[a+276>>2]|0)==(b|0)|0;return 0}function d9a(a,b){a=a|0;b=b|0;$bb((f[a+60>>2]|0)+1372|0,b);return}function e9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=f9a(b+1028|0,c)|0;f[a>>2]=0;g=a+4|0;f[g>>2]=0;h=e+4|0;b=f[h>>2]|0;do if(!b)f[g>>2]=0;else{b=kOb(b)|0;f[g>>2]=b;if(b|0){d=f[e>>2]|0;f[a>>2]=d;if(!d){iOb(b);break}else{u=j;return}}}while(0);vIa(i,c);b=f[i>>2]|0;c=i+4|0;d=f[c>>2]|0;if(d|0)hOb(d);f[e>>2]=b;b=f[h>>2]|0;f[h>>2]=d;if(b|0)jOb(b);f[a>>2]=f[i>>2];f[g>>2]=f[c>>2];u=j;return}function f9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[c>>2]|0;i=f[c+4>>2]|0;t=i;u=v;if((v|0)==(i|0))w=0;else{c=0;e=v;do{c=(c<<6)+-1640531527+(c>>>2)+(h[e>>0]|0)^c;e=e+1|0}while((e|0)!=(i|0));w=c}r=a+4|0;e=f[r>>2]|0;s=(e|0)==0;a:do if(s)d=0;else{m=e+-1|0;i=(m&e|0)==0;if(i)p=m&w;else if(w>>>0<e>>>0)p=w;else p=(w>>>0)%(e>>>0)|0;c=f[(f[a>>2]|0)+(p<<2)>>2]|0;if(!c)d=p;else{c=f[c>>2]|0;if(!c)d=p;else{o=t-u|0;if(i){b:while(1){l=f[c+4>>2]|0;if(!((l|0)==(w|0)|(l&m|0)==(p|0))){d=p;break a}z=f[c+12>>2]|0;k=f[c+8>>2]|0;i=k;l=z;c:do if((z-k|0)==(o|0)){if((i|0)==(l|0)){y=45;break b}else k=v;while(1){if((b[i>>0]|0)!=(b[k>>0]|0))break c;i=i+1|0;if((i|0)==(l|0)){y=45;break b}else k=k+1|0}}while(0);c=f[c>>2]|0;if(!c){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}else q=c;d:while(1){c=f[q+4>>2]|0;if((c|0)!=(w|0)){if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(p|0)){d=p;break a}}m=f[q+12>>2]|0;z=f[q+8>>2]|0;c=z;k=m;e:do if((m-z|0)==(o|0)){if((c|0)==(k|0)){c=q;y=45;break d}else i=v;while(1){if((b[c>>0]|0)!=(b[i>>0]|0))break e;c=c+1|0;if((c|0)==(k|0)){c=q;y=45;break d}else i=i+1|0}}while(0);q=f[q>>2]|0;if(!q){d=p;break a}}if((y|0)==45){z=c+20|0;return z|0}}}}while(0);m=pOb(28)|0;i=m+8|0;f[i>>2]=0;k=m+12|0;f[k>>2]=0;l=m+16|0;f[l>>2]=0;c=t-u|0;do if(c|0)if((c|0)<0)AMb(i);else{u=pOb(c)|0;f[k>>2]=u;f[i>>2]=u;z=u+c|0;f[l>>2]=z;bQb(u|0,v|0,c|0)|0;f[k>>2]=z;break}while(0);f[m+20>>2]=0;f[m+24>>2]=0;f[m+4>>2]=w;f[m>>2]=0;i=a+12|0;j=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(e>>>0)<j){d=e<<1|(e>>>0<3|(e+-1&e|0)!=0)&1;c=~~+W(+(j/g))>>>0;g9a(a,d>>>0<c>>>0?c:d);d=f[r>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&w;break}if(w>>>0<d>>>0){e=d;d=w}else{e=d;d=(w>>>0)%(d>>>0)|0}}while(0);d=(f[a>>2]|0)+(d<<2)|0;c=f[d>>2]|0;if(!c){z=a+8|0;f[m>>2]=f[z>>2];f[z>>2]=m;f[d>>2]=z;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;x=(f[a>>2]|0)+(d<<2)|0;y=43}}else{f[m>>2]=f[c>>2];x=c;y=43}if((y|0)==43)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;z=m;z=z+20|0;return z|0}function g9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h9a(a,b);return}function h9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=a+4|0;if(!c){d=f[a>>2]|0;f[a>>2]=0;if(d|0)sOb(d);f[e>>2]=0;return}if(c>>>0>1073741823)vd();r=pOb(c<<2)|0;d=f[a>>2]|0;f[a>>2]=r;if(d|0)sOb(d);f[e>>2]=c;d=0;do{f[(f[a>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0));e=a+8|0;i=f[e>>2]|0;if(!i)return;d=f[i+4>>2]|0;q=c+-1|0;r=(q&c|0)==0;if(r)d=d&q;else if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;f[(f[a>>2]|0)+(d<<2)>>2]=e;e=f[i>>2]|0;if(!e)return;else{h=i;g=e;e=i}a:while(1){p=e;b:while(1){c:do if(r){e=g;while(1){o=f[e+4>>2]&q;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;d:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break d;g=f[i>>2]|0;if(!g){g=i;break d}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break d;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break d;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}else{e=g;while(1){g=f[e+4>>2]|0;if(g>>>0<c>>>0)o=g;else o=(g>>>0)%(c>>>0)|0;if((o|0)==(d|0))break c;g=(f[a>>2]|0)+(o<<2)|0;if(!(f[g>>2]|0)){d=o;break b}i=f[e>>2]|0;e:do if(!i)g=e;else{l=f[e+12>>2]|0;m=f[e+8>>2]|0;n=l-m|0;if((m|0)==(l|0)){g=e;while(1){if((n|0)!=((f[i+12>>2]|0)-(f[i+8>>2]|0)|0))break e;g=f[i>>2]|0;if(!g){g=i;break e}else{m=i;i=g;g=m}}}else g=e;while(1){j=f[i+8>>2]|0;if((n|0)!=((f[i+12>>2]|0)-j|0))break e;k=m;while(1){if((b[k>>0]|0)!=(b[j>>0]|0))break e;k=k+1|0;if((k|0)==(l|0))break;else j=j+1|0}g=f[i>>2]|0;if(!g){g=i;break}else{k=i;i=g;g=k}}}while(0);f[p>>2]=f[g>>2];f[g>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=e;e=f[h>>2]|0;if(!e){d=47;break a}}}while(0);g=f[e>>2]|0;if(!g){d=47;break a}else{h=e;p=e}}f[g>>2]=p;g=f[e>>2]|0;if(!g){d=47;break}else h=e}if((d|0)==47)return}function i9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l+8|0;e=l;g=b+60|0;h=j9a((f[g>>2]|0)+1008|0,c)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;i=h+4|0;d=f[i>>2]|0;do if(!d)f[k>>2]=0;else{d=kOb(d)|0;f[k>>2]=d;if(d|0){m=f[h>>2]|0;f[a>>2]=m;if(!m){iOb(d);break}else{u=l;return}}}while(0);cIa(j,b,c);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+56>>2]&1023](d)|0;if(d|0){m=f[j>>2]|0;e9a(e,f[g>>2]|0,d);sIa(m,e);d=f[e+4>>2]|0;if(d|0)iOb(d)}d=f[j>>2]|0;b=j+4|0;c=f[b>>2]|0;if(c|0)hOb(c);f[h>>2]=d;d=f[i>>2]|0;f[i>>2]=c;if(d|0)jOb(d);f[a>>2]=f[j>>2];f[k>>2]=f[b>>2];u=l;return}function j9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=k9a(f[b>>2]|0)|0;j=a+4|0;k=f[j>>2]|0;l=(k|0)==0;a:do if(l)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(o>>>0<k>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while(!(l9a(f[c+8>>2]|0,f[b>>2]|0)|0));a=c+16|0;return a|0}}while(0);m=pOb(24)|0;f[m+8>>2]=f[b>>2];d=f[b+4>>2]|0;f[m+12>>2]=d;if(d|0)gOb(d);f[m+16>>2]=0;f[m+20>>2]=0;f[m+4>>2]=o;f[m>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(l|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(e/g))>>>0;m9a(a,c>>>0<d>>>0?d:c);c=f[j>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(o>>>0<c>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=32}}else{f[m>>2]=f[c>>2];p=32}if((p|0)==32)f[c>>2]=m;f[i>>2]=(f[i>>2]|0)+1;a=m;a=a+16|0;return a|0}function k9a(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,i=0;c=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;if(!c)b=0;else{d=+n[c>>2];b=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[c+4>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b;d=+n[c+8>>2];b=(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b;d=+n[c+12>>2];b=((b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(b>>>2)^b)+-1640531527|0}c=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(!c)i=b;else{i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;i=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}b=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;if(!b)b=i;else{e=f[b>>2]|0;g=f[b+4>>2]|0;if((e|0)==(g|0))b=-1640531527;else{c=0;b=e;do{c=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;b=b+1|0}while((b|0)!=(g|0));b=c+-1640531527|0}b=(i>>>2)+(i<<6)+b^i}c=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;if(c){d=+n[c>>2];b=(b>>>2)+(b<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^b}c=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;if(c)b=(b<<6)+-1640531527+(b>>>2)+(h[c>>0]|0)^b;c=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;if(c){i=X(f[c>>2]|0,1540483477)|0;i=(X(i>>>24^i,1540483477)|0)^1866966612;i=X(i>>>13^i,1540483477)|0;b=(b<<6)+-1640531527+(b>>>2)+(i>>>15^i)^b}e=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;if(!e)c=b;else{d=+n[e>>2];c=d==0.0?0:(n[s>>2]=d,f[s>>2]|0);d=+n[e+4>>2];c=(c>>>2)+(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)^c;d=+n[e+8>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+12>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+16>>2];c=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;d=+n[e+20>>2];c=(b<<6)+-1640531527+(b>>>2)+((c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c)^b}b=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;if(!b){a=c;return a|0}a=(c<<6)+-1640531527+(c>>>2)+(h[b>>0]|0)^c;return a|0}function l9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;d=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}if(!(+n[d+4>>2]==+n[e+4>>2])){c=0;return c|0}if(!(+n[d+8>>2]==+n[e+8>>2])){c=0;return c|0}if(!(+n[d+12>>2]==+n[e+12>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+24>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+32>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+40>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if(!(+n[d>>2]==+n[e>>2])){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+48>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){c=0;return c|0}if((f[d>>2]|0)!=(f[e>>2]|0)){c=0;return c|0}}d=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;g=Pg[f[(f[c>>2]|0)+56>>2]&1023](c)|0;a:do if((d|0)!=(g|0)){if(!((d|0)!=0&(g|0)!=0)){c=0;return c|0}j=f[d+4>>2]|0;i=f[d>>2]|0;d=f[g>>2]|0;e=i;h=j;if((j-i|0)!=((f[g+4>>2]|0)-d|0)){j=0;return j|0}if((e|0)!=(h|0)){while(1){if((b[e>>0]|0)!=(b[d>>0]|0)){d=0;break}e=e+1|0;if((e|0)==(h|0))break a;else d=d+1|0}return d|0}}while(0);d=Pg[f[(f[a>>2]|0)+64>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+64>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+72>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+72>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((b[d>>0]|0)!=(b[e>>0]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+80>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+80>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if((f[d>>2]|0)!=(f[e>>2]|0)){j=0;return j|0}}d=Pg[f[(f[a>>2]|0)+88>>2]&1023](a)|0;e=Pg[f[(f[c>>2]|0)+88>>2]&1023](c)|0;if((d|0)!=(e|0)){if(!((d|0)!=0&(e|0)!=0)){j=0;return j|0}if(!(+n[d>>2]==+n[e>>2])){j=0;return j|0}if(!(+n[d+4>>2]==+n[e+4>>2])){j=0;return j|0}if(!(+n[d+8>>2]==+n[e+8>>2])){j=0;return j|0}if(!(+n[d+12>>2]==+n[e+12>>2])){j=0;return j|0}if(!(+n[d+16>>2]==+n[e+16>>2])){j=0;return j|0}if(!(+n[d+20>>2]==+n[e+20>>2])){j=0;return j|0}}e=Pg[f[(f[a>>2]|0)+96>>2]&1023](a)|0;d=Pg[f[(f[c>>2]|0)+96>>2]&1023](c)|0;if((e|0)==(d|0)){j=1;return j|0}if(!((e|0)!=0&(d|0)!=0)){j=0;return j|0}j=(b[e>>0]|0)==(b[d>>0]|0);return j|0}function m9a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){n9a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;n9a(a,b);return}function n9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;d:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break d;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}h=f[d>>2]|0;e:do if(!h)e=d;else{j=d+8|0;e=d;i=d;while(1){if(!(l9a(f[j>>2]|0,f[h+8>>2]|0)|0))break e;i=f[i>>2]|0;h=f[i>>2]|0;if(!h){e=i;break}else e=i}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}}while(0);e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function o9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+60>>2]|0;k=l+1008|0;m=p9a(k,b)|0;if(!m)return;i=f[l+1012>>2]|0;a=f[m+4>>2]|0;e=i+-1|0;g=(e&i|0)==0;if(g)h=e&a;else if(a>>>0<i>>>0)h=a;else h=(a>>>0)%(i>>>0)|0;b=(f[k>>2]|0)+(h<<2)|0;j=f[b>>2]|0;while(1){a=f[j>>2]|0;if((a|0)==(m|0))break;else j=a}if((j|0)==(l+1016|0))d=15;else{a=f[j+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0))c=m;else d=15}do if((d|0)==15){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;if(g)a=a&e;else if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)==(h|0)){c=m;break}}f[b>>2]=0;c=m}while(0);b=f[c>>2]|0;a=b;if(b){b=f[b+4>>2]|0;if(g)b=b&e;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)!=(h|0)){f[(f[k>>2]|0)+(b<<2)>>2]=j;a=f[m>>2]|0}}f[j>>2]=a;f[c>>2]=0;a=l+1020|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[m+20>>2]|0;if(a|0)jOb(a);a=f[m+12>>2]|0;if(a|0)iOb(a);sOb(m);return}function p9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=k9a(f[b>>2]|0)|0;i=f[a+4>>2]|0;if(!i){i=0;return i|0}d=i+-1|0;c=(d&i|0)==0;if(c)g=d&h;else if(h>>>0<i>>>0)g=h;else g=(h>>>0)%(i>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=0;return i|0}a=f[a>>2]|0;if(!a){i=0;return i|0}if(c){while(1){j=f[a+4>>2]|0;c=(j|0)==(h|0);if(!(c|(j&d|0)==(g|0))){a=0;c=19;break}if(c)if(l9a(f[a+8>>2]|0,f[b>>2]|0)|0){c=19;break}a=f[a>>2]|0;if(!a){a=0;c=19;break}}if((c|0)==19)return a|0}else e=a;while(1){a=f[e+4>>2]|0;if((a|0)==(h|0)){if(l9a(f[e+8>>2]|0,f[b>>2]|0)|0){a=e;c=19;break}}else{if(a>>>0>=i>>>0)a=(a>>>0)%(i>>>0)|0;if((a|0)!=(g|0)){a=0;c=19;break}}e=f[e>>2]|0;if(!e){a=0;c=19;break}}if((c|0)==19)return a|0;return 0}function q9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function r9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+108>>2]&2047](a);return}function s9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+112>>2]&2047](a);return}function t9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+116>>2]&2047](a);return}function u9a(a){a=a|0;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+120>>2]&2047](a);return}function v9a(a){a=a|0;var b=0,c=0;b=a+230|0;c=j[b>>1]|j[b+2>>1]<<16|24576;d[b>>1]=c;d[b+2>>1]=c>>>16;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+104>>2]&2047](a);return}function w9a(a){a=a|0;var b=0,c=0;c=a+104|0;b=f[c>>2]|0;f[c>>2]=b+1;if(b|0)return;a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+124>>2]&2047](a);return}function x9a(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+104|0;d=f[c>>2]|0;if(!d)return;if(b)f[c>>2]=0;else{d=d+-1|0;f[c>>2]=d;if(d|0)return}a=f[a+72>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+128>>2]&2047](a);return}function y9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&1)!=0^c))return;b[a>>0]=d^1;return}function z9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&2)!=0^c))return;b[a>>0]=d^2;return}function A9a(a,c){a=a|0;c=c|0;var d=0;a=a+224|0;d=b[a>>0]|0;if(!((d&4)!=0^c))return;b[a>>0]=d^4;return}function B9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g&1|0)==(c|0))return;g=g&-2|c;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function C9a(a){a=a|0;a=a+128|0;f[a>>2]=(f[a>>2]|0)+1;return}function D9a(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;e=a+230|0;g=j[e>>1]|j[e+2>>1]<<16;c=b&1;b=a+128|0;if((g>>>1&1|0)==(c|0))return;g=g&-3|c<<1;d[e>>1]=g;d[e+2>>1]=g>>>16;f[b>>2]=(f[b>>2]|0)+1;return}function E9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&8|0)!=0|0}function F9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-9|(b&1)<<3;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function G9a(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&4|0)!=0|0}function H9a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0;e=a+304|0;g=a+312|0;h=b[g>>0]|0;if(+p[e>>3]==c?h<<24>>24==d<<24>>24:0)return;if(h<<24>>24!=d<<24>>24){h=a+128|0;f[h>>2]=(f[h>>2]|0)+1}p[e>>3]=c;b[g>>0]=d;return}function I9a(a,c){a=a|0;c=c|0;var d=0;d=a+313|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1;return}function J9a(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+228|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?a+296|0:d)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function K9a(a){a=a|0;return a+132|0}function L9a(a,b){a=a|0;b=b|0;a=a+132|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function M9a(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+60>>2]|0;c=f[b+976>>2]|0;d=b+980|0;e=f[d>>2]|0;if((c|0)==(e|0)){e=0;return e|0}f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);f[b+1004>>2]=0;e=a+128|0;f[e>>2]=(f[e>>2]|0)+1;e=1;return e|0}function N9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+60|0;g=f[e>>2]|0;h=g+976|0;i=g+980|0;j=f[i>>2]|0;d=j;if(j-(f[h>>2]|0)>>5>>>0>=4){j=0;return j|0}if((f[g+984>>2]|0)==(d|0))O9a(h,c);else{f[j>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];j=d+12|0;h=c+12|0;f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[i>>2]=(f[i>>2]|0)+32}i=f[e>>2]|0;j=i+1004|0;i=i+996+(f[j>>2]<<1)|0;b[i>>0]=0;b[i+1>>0]=0;f[j>>2]=(f[j>>2]|0)+1;j=a+128|0;f[j>>2]=(f[j>>2]|0)+1;j=1;return j|0}function O9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=c-d>>5;g=i+1|0;l=d;e=c;if(g>>>0>134217727)AMb(a);m=a+8|0;j=(f[m>>2]|0)-d|0;k=j>>4;g=j>>5>>>0<67108863?(k>>>0<g>>>0?g:k):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);j=h+(i<<5)|0;d=j;k=h+(g<<5)|0;f[j>>2]=f[b>>2];f[h+(i<<5)+4>>2]=f[b+4>>2];f[h+(i<<5)+8>>2]=f[b+8>>2];g=h+(i<<5)+12|0;i=b+12|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];f[g+12>>2]=f[i+12>>2];f[g+16>>2]=f[i+16>>2];g=j+32|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-32|0;f[c+-32>>2]=f[e>>2];f[c+-28>>2]=f[i+-28>>2];f[c+-24>>2]=f[i+-24>>2];j=c+-20|0;i=i+-20|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];f[j+12>>2]=f[i+12>>2];f[j+16>>2]=f[i+16>>2];c=d+-32|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function P9a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=f[a+60>>2]|0;l=n+980|0;e=f[l>>2]|0;g=f[n+976>>2]|0;j=g;d=e;if((e|0)==(g|0)){a=0;return a|0}i=f[c>>2]|0;e=e-g>>5;k=0;while(1){if((f[j+(k<<5)+28>>2]|0)==(i|0))break;c=k+1|0;if(c>>>0<e>>>0)k=c;else{d=0;m=13;break}}if((m|0)==13)return d|0;c=j+(k<<5)|0;i=c+32|0;if((i|0)==(d|0))m=8;else{j=d+-32|0;e=i;g=c;while(1){o=f[e>>2]|0;f[e>>2]=f[g>>2];f[g>>2]=o;o=e+4|0;p=f[o>>2]|0;q=g+4|0;f[o>>2]=f[q>>2];f[q>>2]=p;q=e+8|0;p=f[q>>2]|0;o=g+8|0;f[q>>2]=f[o>>2];f[o>>2]=p;o=g+12|0;p=e+12|0;f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];f[o+12>>2]=f[p+12>>2];f[o+16>>2]=f[p+16>>2];e=e+32|0;if((e|0)==(d|0))break;else g=g+32|0}c=c+(((j-i|0)>>>5)+1<<5)|0;d=f[l>>2]|0;if((d|0)!=(c|0))m=8}if((m|0)==8)f[l>>2]=d+(~((d+-32-c|0)>>>5)<<5);c=k<<1>>1;e=c+1|0;g=n+1004|0;d=f[g>>2]|0;if(e>>>0<d>>>0){d=c;while(1){q=n+996+(e<<1)|0;c=n+996+(d<<1)|0;d=h[q>>0]|h[q+1>>0]<<8;b[c>>0]=d;b[c+1>>0]=d>>8;c=e+1|0;d=f[g>>2]|0;if(c>>>0<d>>>0){d=e;e=c}else break}}f[g>>2]=d+-1;q=a+128|0;f[q>>2]=(f[q>>2]|0)+1;q=1;return q|0}function Q9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;j=f[a+60>>2]|0;i=f[j+976>>2]|0;j=f[j+980>>2]|0;if((i|0)==(j|0)){k=0;return k|0}c=f[c>>2]|0;while(1){if((f[i+28>>2]|0)==(c|0))break;i=i+32|0;if((i|0)==(j|0)){i=0;k=6;break}}if((k|0)==6)return i|0;b[i+24>>0]=d;b[i+25>>0]=e;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];k=i+12|0;f[k>>2]=f[h>>2];f[k+4>>2]=f[h+4>>2];f[k+8>>2]=f[h+8>>2];k=a+128|0;f[k>>2]=(f[k>>2]|0)+1;k=1;return k|0}function R9a(a){a=a|0;a=f[a+60>>2]|0;return (f[a+980>>2]|0)-(f[a+976>>2]|0)>>5|0}function S9a(a,b){a=a|0;b=b|0;return (f[(f[a+60>>2]|0)+976>>2]|0)+(b<<5)|0}function T9a(a,b){a=a|0;b=b|0;a=a+230|0;b=(j[a>>1]|j[a+2>>1]<<16)&-129|(b&1)<<7;d[a>>1]=b;d[a+2>>1]=b>>>16;return}function U9a(a,c,e){a=a|0;c=c|0;e=e|0;var g=0,h=0,i=0,k=0,l=0,m=0,n=0;n=u;u=u+752|0;m=n;g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[a+216>>2]=g;l=a+220|0;g=f[l>>2]|0;f[l>>2]=h;if(g|0)iOb(g);g=a+128|0;f[g>>2]=(f[g>>2]|0)+1;g=f[c>>2]|0;if(!g){u=n;return}l=g+8|0;if(!(b[g+788>>0]&1)){u=n;return}g=a+60|0;c=f[g>>2]|0;b[m>>0]=b[c+224>>0]|0;p[m+8>>3]=+p[c+232>>3];p[m+16>>3]=+p[c+240>>3];p[m+24>>3]=+p[c+248>>3];p[m+32>>3]=+p[c+256>>3];p[m+40>>3]=+p[c+264>>3];p[m+48>>3]=+p[c+272>>3];p[m+56>>3]=+p[c+280>>3];p[m+64>>3]=+p[c+288>>3];p[m+72>>3]=+p[c+296>>3];p[m+80>>3]=+p[c+304>>3];p[m+88>>3]=+p[c+312>>3];p[m+96>>3]=+p[c+320>>3];p[m+104>>3]=+p[c+328>>3];p[m+112>>3]=+p[c+336>>3];p[m+120>>3]=+p[c+344>>3];p[m+128>>3]=+p[c+352>>3];p[m+136>>3]=+p[c+360>>3];p[m+144>>3]=+p[c+368>>3];p[m+152>>3]=+p[c+376>>3];p[m+160>>3]=+p[c+384>>3];p[m+168>>3]=+p[c+392>>3];p[m+176>>3]=+p[c+400>>3];p[m+184>>3]=+p[c+408>>3];p[m+192>>3]=+p[c+416>>3];p[m+200>>3]=+p[c+424>>3];h=m+208|0;i=c+432|0;k=h+40|0;do{f[h>>2]=f[i>>2];h=h+4|0;i=i+4|0}while((h|0)<(k|0));p[m+248>>3]=+p[c+472>>3];p[m+256>>3]=+p[c+480>>3];p[m+264>>3]=+p[c+488>>3];p[m+272>>3]=+p[c+496>>3];p[m+280>>3]=+p[c+504>>3];p[m+288>>3]=+p[c+512>>3];p[m+296>>3]=+p[c+520>>3];p[m+304>>3]=+p[c+528>>3];p[m+312>>3]=+p[c+536>>3];p[m+320>>3]=+p[c+544>>3];p[m+328>>3]=+p[c+552>>3];p[m+336>>3]=+p[c+560>>3];p[m+344>>3]=+p[c+568>>3];p[m+352>>3]=+p[c+576>>3];p[m+360>>3]=+p[c+584>>3];p[m+368>>3]=+p[c+592>>3];f[m+376>>2]=f[c+600>>2];f[m+380>>2]=f[c+604>>2];f[m+384>>2]=f[c+608>>2];f[m+388>>2]=f[c+612>>2];f[m+392>>2]=f[c+616>>2];f[m+396>>2]=f[c+620>>2];f[m+400>>2]=f[c+624>>2];f[m+404>>2]=f[c+628>>2];f[m+408>>2]=f[c+632>>2];f[m+412>>2]=f[c+636>>2];f[m+416>>2]=f[c+640>>2];f[m+420>>2]=f[c+644>>2];f[m+424>>2]=f[c+648>>2];f[m+428>>2]=f[c+652>>2];f[m+432>>2]=f[c+656>>2];f[m+436>>2]=f[c+660>>2];p[m+440>>3]=+p[c+664>>3];p[m+448>>3]=+p[c+672>>3];p[m+456>>3]=+p[c+680>>3];p[m+464>>3]=+p[c+688>>3];p[m+472>>3]=+p[c+696>>3];p[m+480>>3]=+p[c+704>>3];p[m+488>>3]=+p[c+712>>3];p[m+496>>3]=+p[c+720>>3];p[m+504>>3]=+p[c+728>>3];p[m+512>>3]=+p[c+736>>3];p[m+520>>3]=+p[c+744>>3];p[m+528>>3]=+p[c+752>>3];p[m+536>>3]=+p[c+760>>3];p[m+544>>3]=+p[c+768>>3];p[m+552>>3]=+p[c+776>>3];p[m+560>>3]=+p[c+784>>3];p[m+568>>3]=+p[c+792>>3];p[m+576>>3]=+p[c+800>>3];p[m+584>>3]=+p[c+808>>3];p[m+592>>3]=+p[c+816>>3];p[m+600>>3]=+p[c+824>>3];p[m+608>>3]=+p[c+832>>3];p[m+616>>3]=+p[c+840>>3];p[m+624>>3]=+p[c+848>>3];p[m+632>>3]=+p[c+856>>3];p[m+640>>3]=+p[c+864>>3];p[m+648>>3]=+p[c+872>>3];p[m+656>>3]=+p[c+880>>3];p[m+664>>3]=+p[c+888>>3];p[m+672>>3]=+p[c+896>>3];p[m+680>>3]=+p[c+904>>3];p[m+688>>3]=+p[c+912>>3];f[m+696>>2]=f[c+920>>2];f[m+700>>2]=f[c+924>>2];f[m+704>>2]=f[c+928>>2];f[m+708>>2]=f[c+932>>2];f[m+712>>2]=f[c+936>>2];f[m+716>>2]=f[c+940>>2];f[m+720>>2]=f[c+944>>2];f[m+724>>2]=f[c+948>>2];f[m+728>>2]=f[c+952>>2];k=m+732|0;i=c+956|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];b[k+12>>0]=b[i+12>>0]|0;if(e){e=a+230|0;if(!((j[e>>1]|j[e+2>>1]<<16)&655360))bR((f[g>>2]|0)+224|0,l)|0}else{bR((f[g>>2]|0)+224|0,l)|0;e=a+230|0;l=j[e>>1]|j[e+2>>1]<<16|131072;d[e>>1]=l;d[e+2>>1]=l>>>16}if(!(gAa((f[g>>2]|0)+224|0,m)|0))y2a(a+48|0,(f[g>>2]|0)+224|0);u=n;return}function V9a(a,b,c){a=a|0;b=+b;c=+c;p[a+112>>3]=b;p[a+120>>3]=c;return}function W9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;d=h+8|0;e=h+4|0;g=h;f[g>>2]=b;if((b+-1|0)>>>0>14){b=0;u=h;return b|0}a=f[a+60>>2]|0;if(c){f[e>>2]=g;X9a(d,a+1884|0,g,262924,e,h+16|0);b=(f[d>>2]|0)+24|0;u=h;return b|0}g=a+1888|0;c=f[g>>2]|0;if(!c){b=0;u=h;return b|0}e=b>>>0<14;a=g;a:while(1){d=c;while(1){i=f[d+16>>2]|0;c=i>>>0>13;if(!(e&c|i>>>0<b>>>0&(e|c)))break;c=f[d+4>>2]|0;if(!c)break a;else d=c}c=f[d>>2]|0;if(!c){a=d;break}else a=d}if((a|0)==(g|0)){i=0;u=h;return i|0}e=b>>>0>13;d=f[a+16>>2]|0;i=d>>>0<14;if(e&i|d>>>0>b>>>0&(e|i)|(a|0)==(g|0)){i=0;u=h;return i|0}i=a+24|0;u=h;return i|0}function X9a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;e=c+4|0;h=f[e>>2]|0;do if(!h){j=e;d=e}else{i=f[d>>2]|0;j=i>>>0>13;k=i>>>0<14;d=c+4|0;e=h;while(1){h=f[e+16>>2]|0;l=h>>>0<14;if(j&l|i>>>0<h>>>0&(j|l)){h=f[e>>2]|0;if(!h){h=5;break}else{d=e;e=h}}else{l=h>>>0>13;if(!(k&l|h>>>0<i>>>0&(k|l))){h=10;break}d=e+4|0;h=f[d>>2]|0;if(!h){h=9;break}else e=h}}if((h|0)==5){j=e;d=e;break}else if((h|0)==9){j=e;break}else if((h|0)==10){j=e;break}}while(0);e=f[d>>2]|0;if(e|0){l=e;c=0;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}i=pOb(1408)|0;f[i+16>>2]=f[f[g>>2]>>2];dQb(i+24|0,0,1384)|0;eAa(i+40|0);b[i+792>>0]=1;e=i+800|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[i+816>>3]=1.0;p[i+824>>3]=1.0;e=i+832|0;f[e>>2]=16843009;b[e+4>>0]=1;e=i+840|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;n[i+860>>2]=1.0;e=i+864|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+880>>2]=1.0;e=i+884|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+900>>2]=1.0;e=i+904|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+920>>2]=1.0;e=i+924|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+940>>2]=1.0;e=i+944|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+960>>2]=1.0;e=i+964|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+980>>2]=1.0;e=i+984|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1e3>>2]=1.0;e=i+1004|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1020>>2]=1.0;e=i+1024|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1040>>2]=1.0;e=i+1044|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1060>>2]=1.0;e=i+1064|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1080>>2]=1.0;e=i+1084|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1100>>2]=1.0;e=i+1104|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1120>>2]=1.0;e=i+1124|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1140>>2]=1.0;e=i+1144|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1160>>2]=1.0;e=i+1164|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1180>>2]=1.0;e=i+1184|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1200>>2]=1.0;e=i+1204|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1220>>2]=1.0;e=i+1224|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1240>>2]=1.0;e=i+1244|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1260>>2]=1.0;e=i+1264|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1280>>2]=1.0;e=i+1284|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1300>>2]=1.0;e=i+1304|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[i+1320>>2]=1.0;e=i+1324|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=i+1344|0;h=e+64|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(h|0));f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=j;f[d>>2]=i;e=f[f[c>>2]>>2]|0;if(!e)e=i;else{f[c>>2]=e;e=f[d>>2]|0}r_a(f[c+4>>2]|0,e);l=c+8|0;f[l>>2]=(f[l>>2]|0)+1;l=i;c=1;f[a>>2]=l;l=a+4|0;b[l>>0]=c;return}function Y9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k+4|0;j=k;if((b+-1|0)>>>0>12){j=0;u=k;return j|0}h=a+60|0;a=f[h>>2]|0;g=a+1888|0;c=f[g>>2]|0;if(!c){j=0;u=k;return j|0}else{e=g;d=c}a:while(1){c=d;while(1){d=f[c+16>>2]|0;if(!(d>>>0>13|d>>>0<b>>>0))break;c=f[c+4>>2]|0;if(!c){c=e;break a}}d=f[c>>2]|0;if(!d)break;else e=c}if((c|0)==(g|0)){j=0;u=k;return j|0}d=b>>>0>13;l=f[c+16>>2]|0;e=l>>>0<14;if(d&e|l>>>0>b>>>0&(d|e)){l=0;u=k;return l|0}b=c;if((c|0)==(g|0)){l=0;u=k;return l|0}e=c+24|0;d=f[e>>2]|0;c=c+28|0;if((d|0)!=(f[c>>2]|0)){a=d;do{_Ia(f[a>>2]|0,0)|0;a=f[e>>2]|0}while((a|0)!=(f[c>>2]|0));a=f[h>>2]|0}f[j>>2]=b;f[i>>2]=f[j>>2];Z9a(a+1884|0,i)|0;l=1;u=k;return l|0}function Z9a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;b=f[e+4>>2]|0;if(!b){c=e+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(e|0))do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[a>>2]|0)==(e|0))f[a>>2]=b;c=a+8|0;f[c>>2]=(f[c>>2]|0)+-1;n_a(f[a+4>>2]|0,e);H8a(e+840|0);c=f[e+24>>2]|0;if(!c){sOb(e);return b|0}a=e+28|0;d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);sOb(e);return b|0}function _9a(a){a=a|0;return f[(f[a+60>>2]|0)+1892>>2]|0}function $9a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[a+60>>2]|0;a=i+1888|0;i=f[i+1884>>2]|0;if((a|0)==(i|0))return;else d=a;while(1){a=f[d>>2]|0;h=(a|0)==0;if(h){g=d;while(1){e=f[g+8>>2]|0;if((f[e>>2]|0)==(g|0))g=e;else break}}else{e=a;while(1){g=f[e+4>>2]|0;if(!g)break;else e=g}}g=f[e+16>>2]|0;if(h){e=d;while(1){a=f[e+8>>2]|0;if((f[a>>2]|0)==(e|0))e=a;else break}}else while(1){e=f[a+4>>2]|0;if(!e)break;else a=e}xh[b&127](g,a+24|0,c);a=f[d>>2]|0;if(!a)while(1){a=f[d+8>>2]|0;if((f[a>>2]|0)==(d|0))d=a;else break}else while(1){d=f[a+4>>2]|0;if(!d)break;else a=d}if((a|0)==(i|0))break;else d=a}return}function aab(a){a=a|0;return (f[a+60>>2]|0)+988|0}function bab(a,b){a=a|0;b=b|0;feb((f[a+60>>2]|0)+1916|0,b,b);return}function cab(a,b,c){a=a|0;b=b|0;c=c|0;feb((f[a+60>>2]|0)+1916|0,b,c);return}function dab(a,b,c){a=a|0;b=b|0;c=c|0;geb((f[a+60>>2]|0)+1916|0,b,c);return}function eab(a,b){a=a|0;b=b|0;a=a+60|0;Hqb((f[a>>2]|0)+1976|0,b);Hqb((f[a>>2]|0)+2112|0,b);return}function fab(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;i=u;u=u+16|0;h=i;a=a+60|0;g=f[a>>2]|0;if(b){Iqb(g+1976|0,d,e);u=i;return}if(c){Iqb(g+2044|0,d,e);e=(f[a>>2]|0)+2044|0;n[h>>2]=0.0;n[h+4>>2]=1.0;n[h+8>>2]=0.0;n[h+12>>2]=.5;Hqb(e,h);u=i;return}else{Iqb(g+2112|0,d,e);u=i;return}}function gab(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=a+226|0;e=b[d>>0]|0;if(c<<24>>24==4?1:e<<24>>24==c<<24>>24)return;switch(e<<24>>24){case 1:{mgb((f[a+60>>2]|0)+2548|0);break}case 2:{Yfb((f[a+60>>2]|0)+3100|0);break}case 3:{mgb((f[a+60>>2]|0)+2824|0);break}default:{}}b[d>>0]=c;g=(b[a+225>>0]|0)==3?2:1;b[a+384>>0]=1;b[a+381>>0]=g;d=a+385|0;b[d>>0]=1;e=a+382|0;b[e>>0]=g;b[a+386>>0]=1;b[a+383>>0]=g;if(c<<24>>24==2){b[d>>0]=2;b[e>>0]=2;c=2}d=c<<24>>24==3;c=b[(d?a+296|0:a+228|0)>>0]|0;e=a+229|0;if((b[e>>0]|0)!=c<<24>>24){b[e>>0]=c;g=a+128|0;f[g>>2]=(f[g>>2]|0)+1}if(d)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function hab(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=b&255;b=c&255;c=f[d>>2]|0;d=f[d+4>>2]|0;if(d|0)gOb(d);f[a+236+(e*24|0)+(b<<3)>>2]=c;a=a+236+(e*24|0)+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=d;if(!b)return;iOb(b);return}function iab(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;h=d+4|0;e=d+8|0;g=d;n[h>>2]=c;n[e>>2]=0.0;n[g>>2]=1.0;g=c<1.0?h:g;f[a+284+((b&255)<<2)>>2]=f[(+n[g>>2]>0.0?g:e)>>2];u=d;return}function jab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+296|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;e=(b[a+226>>0]|0)==3;c=b[(e?d:a+228|0)>>0]|0;d=a+229|0;if((b[d>>0]|0)!=c<<24>>24){b[d>>0]=c;d=a+128|0;f[d>>2]=(f[d>>2]|0)+1}if(e)return;if(c<<24>>24==1)if(Yub()|0)if(avb()|0)return;odb(f[a+60>>2]|0);return}function kab(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+227|0;e=b[d>>0]|0;if(c<<24>>24==2?1:e<<24>>24==c<<24>>24)return;if(e<<24>>24==1)Vgb((f[a+60>>2]|0)+2260|0);b[d>>0]=c;return}function lab(a){a=a|0;return b[(f[a+60>>2]|0)+2332>>0]|0}function mab(a,b){a=a|0;b=b|0;Sgb((f[a+60>>2]|0)+2260|0,b);return}function nab(a,c){a=a|0;c=c|0;var d=0,e=0;switch(c<<24>>24){case 0:{c=2;d=4;break}case 1:{c=3;d=4;break}case 2:return;default:c=b[a+225>>0]|0}if((d|0)==4)b[a+225>>0]=c;e=c<<24>>24==3?2:1;b[a+384>>0]=1;b[a+381>>0]=e;c=a+385|0;b[c>>0]=1;d=a+382|0;b[d>>0]=e;b[a+386>>0]=1;b[a+383>>0]=e;if((b[a+226>>0]|0)!=2)return;b[c>>0]=2;b[d>>0]=2;return}function oab(a,b){a=a|0;b=+b;a=a+60|0;rgb((f[a>>2]|0)+2548|0,b);rgb((f[a>>2]|0)+2824|0,b);return}function pab(a,b){a=a|0;b=b|0;kgb((f[a+60>>2]|0)+2548|0,b);return}function qab(a,b){a=a|0;b=b|0;a=a+60|0;lgb((f[a>>2]|0)+2548|0,b);lgb((f[a>>2]|0)+2824|0,b);return}function rab(a,b){a=a|0;b=b|0;a=a+60|0;jgb((f[a>>2]|0)+2548|0,b);jgb((f[a>>2]|0)+2824|0,b);kgb((f[a>>2]|0)+2824|0,b);return}function sab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2592|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function tab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2608|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2884|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function uab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2576|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];c=(f[a>>2]|0)+2852|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2868|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function vab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+2624|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function wab(a,b){a=a|0;b=b|0;var c=0;a=a+60|0;c=(f[a>>2]|0)+2640|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];a=(f[a>>2]|0)+2916|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function xab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3140|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function yab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3156|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function zab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3172|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Aab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3188|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Bab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3204|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Cab(a,b){a=a|0;b=b|0;a=(f[a+60>>2]|0)+3220|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Dab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>4&1|0)==(g|0))return;g=e&-17|g<<4;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;efb((f[a+60>>2]|0)+2336|0);return}function Eab(a){a=a|0;return +(+Veb((f[a+60>>2]|0)+2336|0))}function Fab(a,b){a=a|0;b=+b;Web((f[a+60>>2]|0)+2336|0,b);return}function Gab(a,b){a=a|0;b=+b;Xeb((f[a+60>>2]|0)+2336|0,b);return}function Hab(a,b){a=a|0;b=+b;Yeb((f[a+60>>2]|0)+2336|0,b);return}function Iab(a,b){a=a|0;b=+b;Zeb((f[a+60>>2]|0)+2336|0,b);return}function Jab(a,b){a=a|0;b=b|0;_eb((f[a+60>>2]|0)+2336|0,b);return}function Kab(a,b){a=a|0;b=b|0;$eb((f[a+60>>2]|0)+2336|0,b);return}function Lab(a,b){a=a|0;b=+b;afb((f[a+60>>2]|0)+2336|0,b);return}function Mab(a,b){a=a|0;b=+b;bfb((f[a+60>>2]|0)+2336|0,b);return}function Nab(a,b){a=a|0;b=+b;cfb((f[a+60>>2]|0)+2336|0,b);return}function Oab(a,b){a=a|0;b=b|0;dfb((f[a+60>>2]|0)+2336|0,b);return}function Pab(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=a+230|0;e=j[c>>1]|j[c+2>>1]<<16;g=b&1;if((e>>>5&1|0)==(g|0))return;g=e&-33|g<<5;d[c>>1]=g;d[c+2>>1]=g>>>16;if(b)return;Pfb((f[a+60>>2]|0)+3284|0);return}function Qab(a){a=a|0;a=a+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&32|0)!=0|0}function Rab(a,b){a=a|0;b=b|0;Qfb((f[a+60>>2]|0)+3284|0,b);return}function Sab(a){a=a|0;return f[(f[a+60>>2]|0)+3332>>2]|0}function Tab(a,b){a=a|0;b=+b;Rfb((f[a+60>>2]|0)+3284|0,b);return}function Uab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3336>>2])}function Vab(a,b){a=a|0;b=+b;Sfb((f[a+60>>2]|0)+3284|0,b);return}function Wab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3340>>2])}function Xab(a,b){a=a|0;b=+b;Tfb((f[a+60>>2]|0)+3284|0,b);return}function Yab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3344>>2])}function Zab(a,b){a=a|0;b=+b;Ufb((f[a+60>>2]|0)+3284|0,b);return}function _ab(a){a=a|0;return +(+n[(f[a+60>>2]|0)+3348>>2])}function $ab(a,b){a=a|0;b=b|0;var c=0,e=0;a=a+230|0;c=j[a>>1]|j[a+2>>1]<<16;e=b&1;if((c>>>6&1|0)==(e|0)){b=0;return b|0}e=c&-65|e<<6;d[a>>1]=e;d[a+2>>1]=e>>>16;if(b){b=1;return b|0}b=1;return b|0}function abb(a,b){a=a|0;b=+b;if(!(ifb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function bbb(a,b){a=a|0;b=+b;if(!(jfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function cbb(a,b){a=a|0;b=+b;if(!(kfb((f[a+60>>2]|0)+3472|0,b)|0)){a=0;return a|0}a=a+230|0;a=((j[a>>1]|j[a+2>>1]<<16)&64|0)!=0;return a|0}function dbb(a,b){a=a|0;b=b|0;if(!(lfb((f[a+60>>2]|0)+3472|0,b)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function ebb(a,b,c){a=a|0;b=b|0;c=+c;if(!(mfb((f[a+60>>2]|0)+3472|0,b,c)|0)){b=0;return b|0}b=a+230|0;b=((j[b>>1]|j[b+2>>1]<<16)&64|0)!=0;return b|0}function fbb(a,b,c){a=a|0;b=b|0;c=c|0;if(!(nfb((f[a+60>>2]|0)+3472|0,b,c)|0)){c=0;return c|0}c=a+230|0;c=((j[c>>1]|j[c+2>>1]<<16)&64|0)!=0;return c|0}function gbb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;if(!(ofb((f[a+60>>2]|0)+3472|0,b,c,d)|0)){d=0;return d|0}d=a+230|0;d=((j[d>>1]|j[d+2>>1]<<16)&64|0)!=0;return d|0}function hbb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0)){i=0;return i|0}if(!(f[c+12>>2]|0)){i=0;return i|0}i=a+60|0;g=f[i>>2]|0;e=f[g+1896>>2]|0;h=g+1900|0;d=f[h>>2]|0;if((e|0)!=(d|0)){do{g=d+-120|0;f[h>>2]=g;E8a(g);d=f[h>>2]|0}while((d|0)!=(e|0));Nhb((f[i>>2]|0)+1048|0);e=f[i>>2]|0;g=e;e=f[e+1900>>2]|0}d=g+1900|0;if(e>>>0<(f[g+1904>>2]|0)>>>0){jdb(e,a);f[d>>2]=(f[d>>2]|0)+120}else ibb(g+1896|0,a);d=f[(f[i>>2]|0)+1900>>2]|0;e=d+-120|0;pdb(e,0);qdb(e,0);e=Jhb((f[i>>2]|0)+1048|0,b)|0;f[d+-8>>2]=e;d=f[i>>2]|0;e=d+1900|0;g=f[e>>2]|0;if(g>>>0<(f[d+1904>>2]|0)>>>0){jdb(g,a);f[e>>2]=(f[e>>2]|0)+120}else ibb(d+1896|0,a);a=f[(f[i>>2]|0)+1900>>2]|0;b=a+-120|0;pdb(b,0);qdb(b,0);i=Jhb((f[i>>2]|0)+1048|0,c)|0;f[a+-8>>2]=i;i=1;return i|0}function ibb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;c=f[a>>2]|0;e=((f[a+4>>2]|0)-c|0)/120|0;d=e+1|0;if(d>>>0>35791394)AMb(a);j=((f[a+8>>2]|0)-c|0)/120|0;c=j<<1;c=j>>>0<17895697?(c>>>0<d>>>0?d:c):35791394;f[h+12>>2]=0;f[h+16>>2]=a+8;do if(!c)g=0;else if(c>>>0>35791394)vd();else{g=pOb(c*120|0)|0;break}while(0);f[h>>2]=g;j=g+(e*120|0)|0;e=h+8|0;d=h+4|0;f[d>>2]=j;f[h+12>>2]=g+(c*120|0);jdb(j,b);f[e>>2]=j+120;jbb(a,h);d=f[d>>2]|0;c=f[e>>2]|0;if((c|0)!=(d|0))do{j=c+-120|0;f[e>>2]=j;E8a(j);c=f[e>>2]|0}while((c|0)!=(d|0));c=f[h>>2]|0;if(!c){u=i;return}sOb(c);u=i;return}function jbb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;g=a+4|0;c=f[g>>2]|0;h=b+4|0;if((c|0)==(e|0)){d=h;c=a;h=f[h>>2]|0;f[c>>2]=h;f[d>>2]=e;e=b+8|0;h=f[g>>2]|0;c=f[e>>2]|0;f[g>>2]=c;f[e>>2]=h;e=a+8|0;h=b+12|0;g=f[e>>2]|0;a=f[h>>2]|0;f[e>>2]=a;f[h>>2]=g;h=f[d>>2]|0;f[b>>2]=h;return}d=f[h>>2]|0;do{i=c;c=c+-120|0;f[d+-120>>2]=f[c>>2];j=d+-116|0;k=i+-116|0;f[j>>2]=0;l=d+-112|0;f[l>>2]=0;f[d+-108>>2]=0;f[j>>2]=f[k>>2];j=i+-112|0;f[l>>2]=f[j>>2];l=i+-108|0;f[d+-108>>2]=f[l>>2];f[l>>2]=0;f[j>>2]=0;f[k>>2]=0;p[d+-104>>3]=+p[i+-104>>3];k=i+-96|0;f[d+-96>>2]=f[k>>2];j=i+-92|0;f[d+-92>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-88|0;f[d+-88>>2]=f[j>>2];k=i+-84|0;f[d+-84>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-80|0;f[d+-80>>2]=f[k>>2];j=i+-76|0;f[d+-76>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-72|0;f[d+-72>>2]=f[j>>2];k=i+-68|0;f[d+-68>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=i+-64|0;f[d+-64>>2]=f[k>>2];j=i+-60|0;f[d+-60>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=i+-56|0;f[d+-56>>2]=f[j>>2];k=i+-52|0;f[d+-52>>2]=f[k>>2];f[j>>2]=0;f[k>>2]=0;k=d+-48|0;j=i+-48|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];k=i+-32|0;f[d+-32>>2]=f[k>>2];j=i+-28|0;f[d+-28>>2]=f[j>>2];f[k>>2]=0;f[j>>2]=0;j=d+-24|0;k=i+-24|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[d+-8>>2]=f[i+-8>>2];d=(f[h>>2]|0)+-120|0;f[h>>2]=d}while((c|0)!=(e|0));l=h;k=a;j=d;i=f[a>>2]|0;f[k>>2]=j;f[l>>2]=i;i=b+8|0;k=f[g>>2]|0;j=f[i>>2]|0;f[g>>2]=j;f[i>>2]=k;i=a+8|0;k=b+12|0;j=f[i>>2]|0;h=f[k>>2]|0;f[i>>2]=h;f[k>>2]=j;l=f[l>>2]|0;f[b>>2]=l;return}function kbb(a){a=a|0;var b=0,c=0,d=0,e=0;b=a+60|0;d=f[b>>2]|0;c=f[d+1896>>2]|0;d=d+1900|0;a=f[d>>2]|0;if((c|0)==(a|0)){d=0;return d|0}do{e=a+-120|0;f[d>>2]=e;E8a(e);a=f[d>>2]|0}while((a|0)!=(c|0));Nhb((f[b>>2]|0)+1048|0);e=1;return e|0}function lbb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ufb((f[a+60>>2]|0)+3556|0,b,c,d);return}function mbb(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;i=a+230|0;e=j[i>>1]|j[i+2>>1]<<16;g=c&1;if((e>>>11&1|0)==(g|0)){i=0;return i|0}g=e&-2049|g<<11;d[i>>1]=g;d[i+2>>1]=g>>>16;g=a+60|0;h=(f[g>>2]|0)+1908|0;if(c){c=pOb(1816)|0;Ihb(c,a);jdb(c+840|0,a);p[c+952>>3]=1.0;p[c+960>>3]=1.0;p[c+968>>3]=1.0;e=c+976|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;eAa(c+1e3|0);e=f[h>>2]|0;f[h>>2]=c;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]&-8|5;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|8;h=(f[(f[g>>2]|0)+1908>>2]|0)+832|0;b[h>>0]=b[h>>0]|16;h=f[(f[g>>2]|0)+1908>>2]|0;f[h+828>>2]=86040;rdb(h+840|0,0);pdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);qdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,0);sdb((f[(f[g>>2]|0)+1908>>2]|0)+840|0,1);h=j[i>>1]|j[i+2>>1]<<16|24576;d[i>>1]=h;d[i+2>>1]=h>>>16;i=1;return i|0}else{e=f[h>>2]|0;f[h>>2]=0;if(e|0){E8a(e+840|0);F8a(e);sOb(e)}Qgb((f[g>>2]|0)+3624|0);i=1;return i|0}return 0}function nbb(a,c){a=a|0;c=c|0;var e=0,g=0.0,h=0,i=0;h=a+230|0;i=j[h>>1]|j[h+2>>1]<<16;if(!(i&32768)){e=a+344|0;g=+p[c>>3]}else{e=a+344|0;g=+p[c>>3];if(+p[e>>3]==g)if(+p[a+352>>3]==+p[c+8>>3])if(+p[a+360>>3]==+p[c+16>>3]){a=0;return a|0}}p[e>>3]=g;p[a+352>>3]=+p[c+8>>3];p[a+360>>3]=+p[c+16>>3];e=i|57344;d[h>>1]=e;d[h+2>>1]=e>>>16;do if(i&2048)if((b[a+226>>0]|0)!=2){i=f[a+60>>2]|0;if((f[i+1896>>2]|0)==(f[i+1900>>2]|0))if(sSa(f[a+64>>2]|0)|0){e=j[h>>1]|j[h+2>>1]<<16;break}else{a=1;return a|0}}while(0);if(!(e&1024)){a=0;return a|0}if((b[a+226>>0]|0)==2){a=0;return a|0}i=f[a+60>>2]|0;if((f[i+1896>>2]|0)!=(f[i+1900>>2]|0)){a=0;return a|0}a=(sSa(f[a+64>>2]|0)|0)^1;return a|0}function obb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+80>>2]|0;Q=f[a+248>>2]|0;R=f[a+272>>2]|0;S=f[a+504>>2]|0;T=f[a+512>>2]|0;U=f[a+968>>2]|0;V=f[a+984>>2]|0;x=f[a+992>>2]|0;W=f[a+1008>>2]|0;y=f[a+1024>>2]|0;X=f[a+1032>>2]|0;B=f[a+1944>>2]|0;C=f[a+2200>>2]|0;D=f[a+4904>>2]|0;N=f[a+4912>>2]|0;M=f[a+4928>>2]|0;L=f[a+4936>>2]|0;O=f[a+6072>>2]|0;Y=f[a+6104>>2]|0;K=f[a+6112>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))S7a(a+24|0,v,n,1);else T7a(a+24|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!(R7a(e,f[w>>2]|0,h,i,1)|0))break;i=U7a(a+24|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+12>>2]|0,f[i+12>>2]|0,f[n+12>>2]|0,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0);else $h[h&3](j,0,k,n,i,f[k+12>>2]|0,f[n+12>>2]|0,f[i+12>>2]|0,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0);S7a(a+24|0,v,i,1);T7a(a+24|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){Q7a(a+24|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){T7a(a+24|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];Q7a(a+24|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+12>>2]|0,f[e+12>>2]|0,f[n+12>>2]|0,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+12>>2]|0,f[n+12>>2]|0,f[e+12>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0);break}}while(0);S7a(a+24|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)Q7a(a+24|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{Q7a(a+24|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))S7a(a+24|0,l,j,1);else T7a(a+24|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if(R7a(c,f[m>>2]|0,e,g,1)|0)break;i=U7a(a+24|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+12>>2]|0,f[j+12>>2]|0,f[i+12>>2]|0,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0);else $h[e&3](g,0,h,i,j,f[h+12>>2]|0,f[i+12>>2]|0,f[j+12>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0);T7a(a+24|0,l,i,1);S7a(a+24|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{Q7a(a+24|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){S7a(a+24|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];Q7a(a+24|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6144>>2]=2;f[a+6148>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+12>>2]|0,f[j+12>>2]|0,f[c+12>>2]|0,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+12>>2]|0,f[c+12>>2]|0,f[j+12>>2]|0,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0);break}}while(0);T7a(a+24|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)Q7a(a+24|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{Q7a(a+24|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}S7a(a+24|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;T7a(a+24|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}T7a(a+24|0,h,L,1);P=N+8|0;S7a(a+24|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)Q7a(a+24|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{Q7a(a+24|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6144>>2]=2;f[a+6148>>2]=13;break a}}}}f[a+504>>2]=S;f[a+512>>2]=T;f[a+968>>2]=U;f[a+984>>2]=V;f[a+992>>2]=x;f[a+1008>>2]=W;f[a+1024>>2]=y;f[a+1032>>2]=X;f[a+6072>>2]=O;f[a+6104>>2]=Y}function pbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+80>>2]|0;v=f[a+352>>2]|0;H=f[a+704>>2]|0;w=f[a+800>>2]|0;c=f[a+880>>2]|0;J=f[a+1624>>2]|0;C=f[a+1944>>2]|0;g=f[a+2032>>2]|0;D=f[a+2200>>2]|0;o=f[a+2248>>2]|0;E=f[a+4904>>2]|0;x=f[a+4912>>2]|0;t=f[a+4928>>2]|0;F=f[a+5856>>2]|0;i=f[a+5864>>2]|0;r=f[a+5880>>2]|0;m=f[a+5904>>2]|0;p=f[a+5912>>2]|0;q=f[a+5944>>2]|0;l=f[a+5968>>2]|0;I=f[a+6072>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){S7a(a+24|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+16>>2]!=+n[e+16>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;T7a(a+24|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;Q7a(a+24|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6152>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;T7a(a+24|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+16>>2]!=+n[h+16>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);break}}while(0);S7a(a+24|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}Q7a(a+24|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6152>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if(R7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6152>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6152>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){S7a(a+24|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=U7a(a+24|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=U7a(a+24|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}T7a(a+24|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+12>>2]|0,f[h+12>>2]|0,f[d+12>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+12>>2]|0,f[d+12>>2]|0,f[h+12>>2]|0,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){T7a(a+24|0,c,o,1);h=f[c>>2]|0;h=U7a(a+24|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+12>>2]|0,f[g+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+12>>2]|0,f[h+12>>2]|0,f[g+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;S7a(a+24|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=U7a(a+24|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){S7a(a+24|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[d&3](g,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else T7a(a+24|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6152>>2]=2;f[a+6156>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){T7a(a+24|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6152>>2]=1;break a}S7a(a+24|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+12>>2]|0,f[l+12>>2]|0,f[h+12>>2]|0,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0);else $h[g&3](d,0,i,h,l,f[i+12>>2]|0,f[h+12>>2]|0,f[l+12>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6152>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6152>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+816>>2]=h;f[a+824>>2]=i;f[a+928>>2]=e;f[a+944>>2]=d;f[a+976>>2]=c;f[a+6072>>2]=I}function qbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+80>>2]|0;z=f[a+248>>2]|0;w=f[a+256>>2]|0;t=f[a+264>>2]|0;Y=f[a+272>>2]|0;Z=f[a+504>>2]|0;_=f[a+968>>2]|0;D=f[a+992>>2]|0;$=f[a+1008>>2]|0;E=f[a+1024>>2]|0;K=f[a+1944>>2]|0;L=f[a+2200>>2]|0;N=f[a+4904>>2]|0;M=f[a+4912>>2]|0;O=f[a+4928>>2]|0;A=f[a+4960>>2]|0;j=f[a+5008>>2]|0;V=f[a+5024>>2]|0;W=f[a+6072>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;Q7a(a+24|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+16>>2]!=+n[e+16>>2])){D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{Q7a(a+24|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;S7a(a+24|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];T7a(a+24|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;Q7a(a+24|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;T7a(a+24|0,y,f[O>>2]|0,0);S7a(a+24|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if(R7a(P,f[V>>2]|0,c,d,1)|0)break;h=U7a(a+24|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+12>>2]|0,f[i+12>>2]|0,f[h+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0);else $h[c&3](d,0,e,h,i,f[e+12>>2]|0,f[h+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,h,1);S7a(a+24|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6160>>2]=2;f[a+6164>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){S7a(a+24|0,C,h,1);i=h;j=C;continue}else{T7a(a+24|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];Q7a(a+24|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6160>>2]=2;f[a+6164>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+16>>2]!=+n[P+16>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+12>>2]|0,f[i+12>>2]|0,f[P+12>>2]|0,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0);else $h[d&3](c,0,e,P,i,f[e+12>>2]|0,f[P+12>>2]|0,f[i+12>>2]|0,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0);T7a(a+24|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)Q7a(a+24|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{Q7a(a+24|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6160>>2]=1;break a}f[a+504>>2]=Z;f[a+968>>2]=_;f[a+992>>2]=D;f[a+1008>>2]=$;f[a+1024>>2]=E;f[a+6072>>2]=W}function rbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0;T=f[a+80>>2]|0;v=f[a+248>>2]|0;z=f[a+272>>2]|0;K=f[a+504>>2]|0;L=f[a+512>>2]|0;M=f[a+816>>2]|0;N=f[a+824>>2]|0;O=f[a+944>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;C=f[a+1944>>2]|0;E=f[a+2200>>2]|0;F=f[a+4904>>2]|0;I=f[a+4912>>2]|0;J=f[a+4928>>2]|0;w=f[a+4936>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;q=f[a+6112>>2]|0;a:{if(V){V=0;switch(q|0){case 3:{m=f[T>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,24)|0;h=f[T>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[m>>2]=h;f[h+4>>2]=m;f[h>>2]=0;f[(m+4|0)>>2]=0;f[(f[m>>2]|0)+8>>2]=0;f[(m+8|0)>>2]=0;h=f[J>>2]|0;i=f[T>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=i;f[(m+16|0)>>2]=h;h=I+12|0;i=f[h>>2]|0;f[m+12>>2]=i;j=I+16|0;e=f[m>>2]|0;f[e+12>>2]=f[j>>2];b[(m+20|0)>>0]=1;b[e+20>>0]=0;if(!v){c=f[J>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)U=101;else if((f[d+4>>2]|0)==(c|0))k=c;else U=101;if((U|0)==101){U=0;k=f[T>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[J>>2]|0}f[e+16>>2]=c;e=f[I+8>>2]|0;if(!(+n[k+16>>2]!=+n[e+16>>2])){A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}c=f[m>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)U=105;else if((f[d+4>>2]|0)==(e|0))l=c;else U=105;if((U|0)==105){U=0;l=f[T>>2]|0;l=Rg[f[f[l>>2]>>2]&255](l,8)|0;f[l+4>>2]=e;f[l>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=l;l=f[m>>2]|0}f[c+16>>2]=e;Q7a(a+24|0,m,l,9.999999974752427e-07,9.999999974752427e-07);A=m;B=z;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}else d=v;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if(R7a(f[J>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){U=185;break}else d=c}f[a+80>>2]=T;f[a+248>>2]=v;f[a+256>>2]=d;f[a+264>>2]=g;f[a+272>>2]=z;f[a+504>>2]=K;f[a+968>>2]=P;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4960>>2]=m;f[a+5008>>2]=h;f[a+5024>>2]=j;f[a+6072>>2]=U;f[a+6160>>2]=0;f[a+6164>>2]=0;qbb(a);K=f[a+504>>2]|0;P=f[a+968>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;U=f[a+6072>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 3:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}}}default:V=1}}if(V){V=0;switch(q|0){case 0:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}s=I+8|0;t=I+16|0;u=I+12|0;r=0;p=z;q=v;c=v;d=w;while(1){k=d;i=d;j=d;e=d;g=d;b:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[J>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break b}else{z=l;d=e;h=m;e=g;i=g;j=g;l=m;m=z}}c=f[c>>2]|0;if(!c){L=1;Q=I;S=q;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;c:do{d=1;if(d){d=0;if(!h){M=1;N=23;x=r;O=q;y=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}z=f[s>>2]|0;f[a+80>>2]=T;f[a+352>>2]=r;f[a+704>>2]=p;f[a+800>>2]=q;f[a+816>>2]=M;f[a+824>>2]=N;f[a+880>>2]=c;f[a+928>>2]=x;f[a+944>>2]=O;f[a+976>>2]=y;f[a+1624>>2]=d;f[a+1944>>2]=C;f[a+2032>>2]=k;f[a+2200>>2]=E;f[a+2248>>2]=j;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+5856>>2]=s;f[a+5864>>2]=t;f[a+5880>>2]=o;f[a+5904>>2]=g;f[a+5912>>2]=h;f[a+5944>>2]=z;f[a+5968>>2]=i;f[a+6072>>2]=U;f[a+6152>>2]=0;f[a+6156>>2]=0;pbb(a);M=f[a+816>>2]|0;N=f[a+824>>2]|0;x=f[a+928>>2]|0;O=f[a+944>>2]|0;y=f[a+976>>2]|0;U=f[a+6072>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break c}}}while(0);switch(N&63){case 47:{A=O;B=M;f[a+6168>>2]=2;f[a+6172>>2]=15;break a}case 46:break;default:{f[a+6168>>2]=2;f[a+6172>>2]=11;break a}}r=x;p=M;q=O;c=y;d=f[J>>2]|0}}default:V=1}}if(V){V=0;switch(q|0){case 4:{if(!v){L=1;Q=I;S=0;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=v;while(1){l=p+12|0;if((f[l>>2]|0)==(w|0))break;c=f[p>>2]|0;if(!c){L=1;Q=I;S=v;f[a+6168>>2]=2;f[a+6172>>2]=14;break a}else p=c}if(!(b[p+20>>0]|0))S7a(a+24|0,p,w,1);else T7a(a+24|0,p,w,1);d=f[I+8>>2]|0;m=p+8|0;c=f[m>>2]|0;if(!c)U=315;else if((f[c+4>>2]|0)==(d|0))o=c;else U=315;if((U|0)==315){U=0;o=f[T>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=d;f[o>>2]=f[m>>2];f[m>>2]=o}j=p+16|0;f[j>>2]=d;f[l>>2]=f[I+16>>2];k=p+4|0;d=f[k>>2]|0;d:do if(!d){i=p;d=0}else{c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)==(f[o+4>>2]|0))while(1){e=f[l>>2]|0;g=d+12|0;h=f[g>>2]|0;X=+n[c+16>>2];W=+n[c+20>>2];if((+n[e+16>>2]-X)*(+n[h+20>>2]-W)>=(+n[h+16>>2]-X)*(+n[e+20>>2]-W)){i=p;break d}f[l>>2]=h;f[g>>2]=e;c=(f[k>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[p>>2]|0;if(c|0)Q7a(a+24|0,p,c,0.0,9.999999974752427e-07);d=f[k>>2]|0;if(!d){i=p;d=0;break d}c=f[(f[d+8>>2]|0)+4>>2]|0;if((c|0)!=(f[(f[m>>2]|0)+4>>2]|0)){i=p;break}}else i=p}while(0);c=f[i>>2]|0;if(!c)c=0;else{while(1){d=f[(f[c+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[m>>2]|0)+4>>2]|0))break;e=f[l>>2]|0;g=c+12|0;h=f[g>>2]|0;W=+n[d+16>>2];X=+n[d+20>>2];if((+n[e+16>>2]-W)*(+n[h+20>>2]-X)<=(+n[h+16>>2]-W)*(+n[e+20>>2]-X))break;f[l>>2]=h;f[g>>2]=e;c=(f[i>>2]|0)+16|0;B=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=B;c=f[k>>2]|0;if(c|0)Q7a(a+24|0,c,p,0.0,9.999999974752427e-07);c=f[i>>2]|0;if(!c){c=0;break}}d=f[k>>2]|0}if(d){c=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,d,p,c?-9.999999974752427e-07:9.999999974752427e-07,c?-9.999999974752427e-07:0.0);c=f[i>>2]|0}if(!c){A=v;B=z}else{A=+n[(f[(f[m>>2]|0)+4>>2]|0)+16>>2]==+n[(f[(f[c+8>>2]|0)+4>>2]|0)+16>>2];Q7a(a+24|0,p,c,A?-9.999999974752427e-07:0.0,A?-9.999999974752427e-07:9.999999974752427e-07);A=v;B=z}break}default:V=1}}f[a+80>>2]=T;f[a+248>>2]=v;f[a+272>>2]=z;f[a+504>>2]=K;f[a+512>>2]=L;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+1944>>2]=C;f[a+2200>>2]=E;f[a+4904>>2]=F;f[a+4912>>2]=I;f[a+4928>>2]=J;f[a+4936>>2]=w;f[a+6072>>2]=U;f[a+6104>>2]=V;f[a+6112>>2]=q;f[a+6144>>2]=0;f[a+6148>>2]=0;obb(a);K=f[a+504>>2]|0;L=f[a+512>>2]|0;P=f[a+968>>2]|0;Q=f[a+984>>2]|0;A=f[a+992>>2]|0;R=f[a+1008>>2]|0;B=f[a+1024>>2]|0;S=f[a+1032>>2]|0;U=f[a+6072>>2]|0;V=f[a+6104>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1){f[a+6168>>2]=1;break a}if((G|0)==2)switch(D|0){case 13:{f[a+6168>>2]=2;f[a+6172>>2]=14;break a}case 8:{f[a+6168>>2]=2;f[a+6172>>2]=15;break a}}}f[a+504>>2]=K;f[a+512>>2]=L;f[a+816>>2]=M;f[a+824>>2]=N;f[a+944>>2]=O;f[a+968>>2]=P;f[a+984>>2]=Q;f[a+992>>2]=A;f[a+1008>>2]=R;f[a+1024>>2]=B;f[a+1032>>2]=S;f[a+6072>>2]=U;f[a+6104>>2]=V}function sbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0;pa=f[a+80>>2]|0;K=f[a+88>>2]|0;X=f[a+112>>2]|0;Y=f[a+152>>2]|0;Z=f[a+216>>2]|0;_=f[a+240>>2]|0;$=f[a+280>>2]|0;t=f[a+488>>2]|0;ca=f[a+520>>2]|0;da=f[a+528>>2]|0;na=f[a+1040>>2]|0;oa=f[a+1048>>2]|0;C=+n[a+1904>>2];E=+n[a+1912>>2];F=+n[a+1920>>2];qa=f[a+1944>>2]|0;ra=f[a+2200>>2]|0;sa=f[a+2640>>2]|0;L=f[a+2648>>2]|0;M=+n[a+3456>>2];N=+n[a+3464>>2];O=+n[a+3504>>2];P=+n[a+3536>>2];Q=+n[a+3592>>2];R=+n[a+3632>>2];S=+n[a+3872>>2];ta=f[a+6072>>2]|0;a:{b:while(1){c=$;while(1){r=f[c>>2]|0;r=(r|0)<0?0-r|0:r;s=c+(r<<2)|0;if((r|0)>=3)break;if((s+4|0|0)==(X|0)){d=Z;e=_;break b}else c=s+4|0}g=c+4|0;c=f[g>>2]|0;d=f[pa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,28)|0;if((c|0)>-1){f[d>>2]=f[(K+(c*12|0)|0)>>2];f[d+4>>2]=f[(K+(c*12|0)|0)+4>>2];f[d+8>>2]=f[(K+(c*12|0)|0)+8>>2]}else{f[d>>2]=f[K>>2];f[d+4>>2]=f[K+4>>2];f[d+8>>2]=f[K+8>>2]}f[d+12>>2]=c;h=C*(+n[d>>2]-(M+N)*.5);i=E*(+n[d+4>>2]-(O+P)*.5);l=F*(+n[d+8>>2]-(Q+R)*.5);switch(t&255&3){case 0:{A=l;I=i;ta=33;break}case 1:{A=h;I=l;ta=33;break}case 2:{A=i;I=h;ta=33;break}default:{}}if((ta|0)==33){ta=0;n[d+16>>2]=I;n[d+20>>2]=A}f[d+24>>2]=0;r=f[pa>>2]|0;r=Rg[f[f[r>>2]>>2]&255](r,8)|0;f[r+4>>2]=d;f[r>>2]=f[L>>2];f[L>>2]=r;r=0;e=_;p=f[sa>>2]|0;while(1){c=f[pa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=p;f[sa>>2]=c;q=e+1|0;r=(r|0)==0?c:r;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;p=c;do{j=1;if(j){j=0;if(k>>>0>s>>>0){v=d;w=k;x=d;W=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[pa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,28)|0;if((d|0)>-1){f[o>>2]=f[(K+(d*12|0)|0)>>2];f[o+4>>2]=f[(K+(d*12|0)|0)+4>>2];f[o+8>>2]=f[(K+(d*12|0)|0)+8>>2]}else{f[o>>2]=f[K>>2];f[o+4>>2]=f[K+4>>2];f[o+8>>2]=f[K+8>>2]}f[o+12>>2]=d;h=C*(+n[o>>2]-(M+N)*.5);i=E*(+n[(o+4|0)>>2]-(O+P)*.5);l=F*(+n[(o+8|0)>>2]-(Q+R)*.5);switch(t&255&3){case 0:{B=l;J=i;ta=44;break}case 1:{B=h;J=l;ta=44;break}case 2:{B=i;J=h;ta=44;break}default:{y=o+20|0;z=o+20|0}}if((ta|0)==44){ta=0;n[o+16>>2]=J;n[(o+20|0)>>2]=B;y=o+20|0;z=o+20|0}f[o+24>>2]=0;m=f[pa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[L>>2];f[L>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+20>>2];l=+n[z>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=s-k|0;g=g+8|0;c:do if((d|0)>0){h=+n[o>>2];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+n[K+(d*12|0)>>2]-h;if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+4>>2]-+n[(o+4|0)>>2];if(!((l<0.0?-l:l)<=S))break c;l=+n[K+(d*12|0)+8>>2]-+n[(o+8|0)>>2];if(!((l<0.0?-l:l)<=S))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>s>>>0){ta=59;break}d=f[g>>2]|0;U=f[(c+8|0)>>2]|0;l=+n[K+(d*12|0)>>2]-+n[U>>2];if(!((l<0.0?-l:l)<=S)){ta=58;break}l=+n[K+(d*12|0)+4>>2]-+n[U+4>>2];if(!((l<0.0?-l:l)<=S)){ta=60;break}l=+n[K+(d*12|0)+8>>2]-+n[U+8>>2];if(!((l<0.0?-l:l)<=S)){ta=61;break}else T=U}else{f[(c+8|0)>>2]=o;n[y>>2]=h;g=k;T=o}V=g+4|0;if(V>>>0>s>>>0){ta=62;break}else k=V}if((ta|0)==58){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==59){ta=0;v=o;w=k;x=m;W=f[(c+8|0)>>2]|0;break}else if((ta|0)==60){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==61){ta=0;v=o;w=k;x=m;W=U;break}else if((ta|0)==62){ta=0;v=o;w=V;x=m;W=T;break}}}while(0);g=x;l=+n[x+16>>2]-+n[W+16>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=x}else j=W;if(w>>>0>s>>>0)break;else{d=v;e=q;g=w}}if((r|0)==(c|0)){f[sa>>2]=f[c>>2];$zb(c);d=0}else{d=r+4|0;l=+n[j+20>>2]-+n[(f[d>>2]|0)+20>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;s=f[c>>2]|0;f[sa>>2]=s;$zb(c);c=s}else e=q;d=f[r>>2]|0;do{q=c;c=f[c>>2]|0;s=(c|0)==(d|0);r=s?f[sa>>2]|0:c;f[q+12>>2]=f[r+8>>2];f[r+16>>2]=f[q+4>>2]}while(!s);c=f[sa>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+4>>2]|0)+20>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+20>>2]>+n[(f[c+8>>2]|0)+20>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[sa>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+16>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+16>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){p=c+20|0;switch(f[p>>2]|0){case 3:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])>(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 0:{s=f[c+12>>2]|0;r=f[c+16>>2]|0;if((+n[s+16>>2]-h)*(+n[r+20>>2]-+n[o+20>>2])<(+n[r+16>>2]-i)*(+n[s+20>>2]-+n[k+20>>2])){ta=87;break d}else break d}case 2:case 1:{f[p>>2]=4;if(+n[(f[c+12>>2]|0)+20>>2]>+n[(f[c+16>>2]|0)+20>>2]){ta=87;break d}else break d}default:break d}}else if(h>i)ta=87;while(0);if((ta|0)==87){ta=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;q=c+16|0;s=c+12|0;r=f[q>>2]|0;f[q>>2]=f[s>>2];f[s>>2]=r;s=c+20|0;f[s>>2]=f[40212+(f[s>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((w|0)==(X|0))break;else{Z=d;_=e;$=w}}e:{c=1;if(c){c=0;if(!e){aa=0;ha=d;ka=0;ta=448}else c=1}if(c)if(1){g=f[pa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[sa>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;P7a(g,0,d,1024);if((d|0)>0){c=0;do{X=c;c=c+1|0;f[f[g+(X<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[sa>>2]=c;$zb(g);k=(a+24|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){ca=0;na=0;ta=450;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{h=-10.0;g=0;j=0}f:while(1){f[sa>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;i=+n[(e+20|0)>>2];if(i<h)n[(e+20|0)>>2]=h;else h=i;g:do{W=1;X=f[c+20>>2]|0;f[a+80>>2]=pa;f[a+248>>2]=g;f[a+272>>2]=j;f[a+504>>2]=aa;f[a+512>>2]=ba;f[a+816>>2]=ea;f[a+824>>2]=fa;f[a+944>>2]=ga;f[a+968>>2]=ha;f[a+984>>2]=ia;f[a+992>>2]=ja;f[a+1008>>2]=ka;f[a+1024>>2]=la;f[a+1032>>2]=ma;f[a+1944>>2]=qa;f[a+2200>>2]=ra;f[a+4904>>2]=k;f[a+4912>>2]=c;f[a+4928>>2]=d;f[a+4936>>2]=e;f[a+6072>>2]=ta;f[a+6104>>2]=W;f[a+6112>>2]=X;f[a+6168>>2]=0;f[a+6172>>2]=0;rbb(a);aa=f[a+504>>2]|0;ba=f[a+512>>2]|0;ea=f[a+816>>2]|0;fa=f[a+824>>2]|0;ga=f[a+944>>2]|0;ha=f[a+968>>2]|0;ia=f[a+984>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1008>>2]|0;la=f[a+1024>>2]|0;ma=f[a+1032>>2]|0;ta=f[a+6072>>2]|0;G=f[a+6168>>2]|0;D=f[a+6172>>2]|0;H=+n[a+6172>>2];f[a+6168>>2]=0;f[a+6172>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 15:break g;case 14:break e;case 11:break f}}while(0);$zb(c);c=f[sa>>2]|0;if(!c){da=la;oa=ja;f[a+6176>>2]=2;f[a+6180>>2]=8;break a}else{g=ja;j=la}}if((fa|0)==23){aa=ea;ha=c;ka=ga;ta=448}else{Y=0;u=a;f[a+6176>>2]=6;f[a+6180>>2]=Y|0;break a}}}if((ta|0)==448)if(!ha){ca=aa;na=ka;ta=450;f[a+6176>>2]=1;break a}else{ba=aa;ia=ha;ma=ka}$zb(ia);ca=ba;na=ma;ta=450}f[a+152>>2]=Y;f[a+216>>2]=Z;f[a+240>>2]=_;f[a+280>>2]=$;f[a+520>>2]=ca;f[a+528>>2]=da;f[a+1040>>2]=na;f[a+1048>>2]=oa;f[a+6072>>2]=ta}function tbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;P=f[a+96>>2]|0;Q=f[a+264>>2]|0;R=f[a+288>>2]|0;S=f[a+512>>2]|0;T=f[a+520>>2]|0;U=f[a+976>>2]|0;V=f[a+992>>2]|0;x=f[a+1e3>>2]|0;W=f[a+1016>>2]|0;y=f[a+1032>>2]|0;X=f[a+1040>>2]|0;B=f[a+1936>>2]|0;C=f[a+2192>>2]|0;D=f[a+4896>>2]|0;N=f[a+4912>>2]|0;M=f[a+4920>>2]|0;L=f[a+4928>>2]|0;O=f[a+6064>>2]|0;Y=f[a+6096>>2]|0;K=f[a+6104>>2]|0;a:{if(Y){Y=0;switch(K|0){case 1:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}i=f[N+8>>2]|0;h=Q;while(1){if((f[h+12>>2]|0)==(i|0))break;h=f[h>>2]|0;if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}w=N+12|0;n=i;v=h;while(1){o=v+4|0;if(!(f[o>>2]|0)){O=342;break}l=v+20|0;if(!(b[l>>0]|0))a8a(a+48|0,v,n,1);else b8a(a+48|0,v,n,1);u=v+8|0;h=f[u>>2]|0;if(!h)O=354;else if((f[h+4>>2]|0)==(n|0))g=h;else O=354;if((O|0)==354){O=0;g=f[P>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=n;f[g>>2]=f[u>>2];f[u>>2]=g}t=v+16|0;f[t>>2]=n;h=f[o>>2]|0;i=f[h+12>>2]|0;if(!i)i=n;else{e=f[M>>2]|0;h=f[(f[h+8>>2]|0)+4>>2]|0;if(!($7a(e,f[w>>2]|0,h,i,1)|0))break;i=c8a(a+48|0,h,i,N)|0;h=f[u>>2]|0;do if(!(b[l>>0]|0)){k=f[h+4>>2]|0;h=f[B>>2]|0;j=f[C>>2]|0;if(!(b[D>>0]|0))$h[h&3](j,0,k,i,n,f[k+24>>2]|0,f[i+24>>2]|0,f[n+24>>2]|0,f[k+36>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0);else $h[h&3](j,0,k,n,i,f[k+24>>2]|0,f[n+24>>2]|0,f[i+24>>2]|0,f[k+36>>2]|0,f[n+36>>2]|0,f[i+36>>2]|0);a8a(a+48|0,v,i,1);b8a(a+48|0,f[o>>2]|0,i,1);f[(f[u>>2]|0)+4>>2]=i;f[(f[(f[o>>2]|0)+8>>2]|0)+4>>2]=i}else{if(!h)O=377;else if((f[h+4>>2]|0)==(n|0)){m=h;O=378}else O=377;if((O|0)==377){O=0;h=f[P>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=n;f[h>>2]=f[u>>2];f[u>>2]=h;if(h|0){m=h;O=378}}if((O|0)==378){O=0;if((f[m+4>>2]|0)==(i|0))break}n=f[P>>2]|0;n=Rg[f[f[n>>2]>>2]&255](n,8)|0;f[n+4>>2]=i;f[n>>2]=f[u>>2];f[u>>2]=n}while(0);h=f[o>>2]|0;f[v+12>>2]=f[(h+12|0)>>2];f[t>>2]=f[h+16>>2];f[(h+12|0)>>2]=f[w>>2];j=f[v>>2]|0;if(j){_7a(a+48|0,v,j,9.999999974752427e-07,9.999999974752427e-07);h=f[o>>2]|0}}if(!h){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{n=i;v=h}}if((O|0)==342){b8a(a+48|0,v,n,1);e=v+8|0;c=f[e>>2]|0;if(!c)O=345;else if((f[c+4>>2]|0)==(n|0)){p=c;q=f[M>>2]|0;O=346}else O=345;if((O|0)==345){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=n;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[M>>2]|0;if(!d){r=c;O=347}else{p=d;q=c;O=346}}if((O|0)==346){O=0;if((f[p+4>>2]|0)==(q|0))s=q;else{r=q;O=347}}if((O|0)==347){O=0;s=f[P>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=r;f[s>>2]=f[e>>2];f[e>>2]=s;s=r}f[v+16>>2]=s;f[v+12>>2]=f[w>>2];_7a(a+48|0,v,f[v>>2]|0,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(!(b[l>>0]|0)){i=f[g+4>>2]|0;do if((i|0)!=(n|0)){g=f[B>>2]|0;h=f[C>>2]|0;if(!(b[D>>0]|0)){$h[g&3](h,0,i,e,n,f[i+24>>2]|0,f[e+24>>2]|0,f[n+24>>2]|0,f[i+36>>2]|0,f[e+36>>2]|0,f[n+36>>2]|0);break}else{$h[g&3](h,0,i,n,e,f[i+24>>2]|0,f[n+24>>2]|0,f[e+24>>2]|0,f[i+36>>2]|0,f[n+36>>2]|0,f[e+36>>2]|0);break}}while(0);a8a(a+48|0,v,f[M>>2]|0,1);g=f[u>>2]|0;e=f[M>>2]|0}if(!g)O=365;else if((f[g+4>>2]|0)!=(e|0))O=365;if((O|0)==365){O=0;y=f[P>>2]|0;y=Rg[f[f[y>>2]>>2]&255](y,8)|0;f[y+4>>2]=e;f[y>>2]=f[u>>2];f[u>>2]=y}f[t>>2]=e;f[v+12>>2]=f[w>>2];e=f[o>>2]|0;if(e|0)_7a(a+48|0,e,v,9.999999974752427e-07,0.0);e=f[v>>2]|0;if(!e){x=Q;y=R}else{_7a(a+48|0,v,e,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 2:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else e=Q;while(1){if((f[e+12>>2]|0)==(L|0))break;e=f[e>>2]|0;if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}k=N+8|0;m=N+16|0;j=L;l=e;while(1){if(!(f[l>>2]|0)){O=388;break}z=l+20|0;if(!(b[z>>0]|0))a8a(a+48|0,l,j,1);else b8a(a+48|0,l,j,1);J=l+8|0;e=f[J>>2]|0;if(!e)O=400;else if((f[e+4>>2]|0)==(j|0))d=e;else O=400;if((O|0)==400){O=0;d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[J>>2];f[J>>2]=d}I=l+16|0;f[I>>2]=j;e=f[l>>2]|0;g=f[e+12>>2]|0;if(!g)g=j;else{c=f[k>>2]|0;e=f[(f[e+8>>2]|0)+4>>2]|0;if($7a(c,f[m>>2]|0,e,g,1)|0)break;i=c8a(a+48|0,e,g,N)|0;e=f[J>>2]|0;do if(!(b[z>>0]|0)){if(!e)O=423;else if((f[e+4>>2]|0)==(j|0)){A=e;O=424}else O=423;if((O|0)==423){O=0;e=f[P>>2]|0;e=Rg[f[f[e>>2]>>2]&255](e,8)|0;f[e+4>>2]=j;f[e>>2]=f[J>>2];f[J>>2]=e;if(e|0){A=e;O=424}}if((O|0)==424){O=0;if((f[A+4>>2]|0)==(i|0))break}w=f[P>>2]|0;w=Rg[f[f[w>>2]>>2]&255](w,8)|0;f[w+4>>2]=i;f[w>>2]=f[J>>2];f[J>>2]=w}else{h=f[e+4>>2]|0;e=f[B>>2]|0;g=f[C>>2]|0;if(!(b[D>>0]|0))$h[e&3](g,0,h,j,i,f[h+24>>2]|0,f[j+24>>2]|0,f[i+24>>2]|0,f[h+36>>2]|0,f[j+36>>2]|0,f[i+36>>2]|0);else $h[e&3](g,0,h,i,j,f[h+24>>2]|0,f[i+24>>2]|0,f[j+24>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0,f[j+36>>2]|0);b8a(a+48|0,l,i,1);a8a(a+48|0,f[l>>2]|0,i,1);f[(f[J>>2]|0)+4>>2]=i;f[(f[(f[l>>2]|0)+8>>2]|0)+4>>2]=i}while(0);e=f[l>>2]|0;f[l+12>>2]=f[(e+12|0)>>2];f[I>>2]=f[e+16>>2];f[(e+12|0)>>2]=f[m>>2];g=f[l+4>>2]|0;if(!g)g=i;else{_7a(a+48|0,g,l,9.999999974752427e-07,9.999999974752427e-07);g=i;e=f[l>>2]|0}}if(!e){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else{j=g;l=e}}if((O|0)==388){a8a(a+48|0,l,j,1);e=l+8|0;c=f[e>>2]|0;if(!c)O=391;else if((f[c+4>>2]|0)==(j|0)){E=c;F=f[k>>2]|0;O=392}else O=391;if((O|0)==391){d=f[P>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=j;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){G=c;O=393}else{E=d;F=c;O=392}}if((O|0)==392){O=0;if((f[E+4>>2]|0)==(F|0))H=F;else{G=F;O=393}}if((O|0)==393){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=G;f[H>>2]=f[e>>2];f[e>>2]=H;H=G}f[l+16>>2]=H;f[l+12>>2]=f[m>>2];_7a(a+48|0,f[l+4>>2]|0,l,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R;f[a+6136>>2]=2;f[a+6140>>2]=8;break a}if(b[z>>0]|0){g=f[d+4>>2]|0;do if((g|0)!=(j|0)){e=f[B>>2]|0;d=f[C>>2]|0;if(!(b[D>>0]|0)){$h[e&3](d,0,g,j,c,f[g+24>>2]|0,f[j+24>>2]|0,f[c+24>>2]|0,f[g+36>>2]|0,f[j+36>>2]|0,f[c+36>>2]|0);break}else{$h[e&3](d,0,g,c,j,f[g+24>>2]|0,f[c+24>>2]|0,f[j+24>>2]|0,f[g+36>>2]|0,f[c+36>>2]|0,f[j+36>>2]|0);break}}while(0);b8a(a+48|0,l,f[k>>2]|0,1);d=f[J>>2]|0;c=f[k>>2]|0}if(!d)O=411;else if((f[d+4>>2]|0)!=(c|0))O=411;if((O|0)==411){O=0;H=f[P>>2]|0;H=Rg[f[f[H>>2]>>2]&255](H,8)|0;f[H+4>>2]=c;f[H>>2]=f[J>>2];f[J>>2]=H}f[I>>2]=c;f[l+12>>2]=f[m>>2];c=f[l+4>>2]|0;if(c|0)_7a(a+48|0,c,l,9.999999974752427e-07,0.0);c=f[l>>2]|0;if(!c){x=Q;y=R}else{_7a(a+48|0,l,c,0.0,9.999999974752427e-07);x=Q;y=R}break}default:Y=1}}if(Y){Y=0;switch(K|0){case 5:{if(!Q){T=1;V=N;X=0;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=Q;while(1){g=h+12|0;if((f[g>>2]|0)==(L|0))break;c=f[h>>2]|0;if(!c){S=1;U=N;W=Q;O=448;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}else h=c}c=(f[h>>2]|0)==0;do if(!(b[h+20>>0]|0)){if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}a8a(a+48|0,h,L,1);c=f[M>>2]|0;d=h+8|0;e=f[d>>2]|0;if(!e)O=438;else if((f[e+4>>2]|0)!=(c|0))O=438;if((O|0)==438){O=0;M=f[P>>2]|0;M=Rg[f[f[M>>2]>>2]&255](M,8)|0;f[M+4>>2]=c;f[M>>2]=f[d>>2];f[d>>2]=M}f[g>>2]=f[N+12>>2];d=N+8|0;b8a(a+48|0,f[h>>2]|0,f[d>>2]|0,1);c=f[h>>2]|0;d=f[d>>2]|0;e=f[(c+8|0)>>2]|0;if(e|0)if((f[e+4>>2]|0)==(d|0))break;P=f[P>>2]|0;P=Rg[f[f[P>>2]>>2]&255](P,8)|0;f[P+4>>2]=d;f[P>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=P;c=f[h>>2]|0}else{if(c){T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}b8a(a+48|0,h,L,1);P=N+8|0;a8a(a+48|0,f[h>>2]|0,f[P>>2]|0,1);f[(f[h+8>>2]|0)+4>>2]=f[M>>2];f[g>>2]=f[N+12>>2];c=f[h>>2]|0;f[(f[c+8>>2]|0)+4>>2]=f[P>>2]}while(0);f[c+12>>2]=f[N+16>>2];N=h+16|0;c=c+16|0;P=f[N>>2]|0;f[N>>2]=f[c>>2];f[c>>2]=P;c=f[h+4>>2]|0;if(c|0)_7a(a+48|0,c,h,9.999999974752427e-07,9.999999974752427e-07);c=f[h>>2]|0;d=f[c>>2]|0;if(!d){x=Q;y=R}else{_7a(a+48|0,c,d,9.999999974752427e-07,9.999999974752427e-07);x=Q;y=R}break}default:{T=1;V=N;X=Q;f[a+6136>>2]=2;f[a+6140>>2]=13;break a}}}}f[a+512>>2]=S;f[a+520>>2]=T;f[a+976>>2]=U;f[a+992>>2]=V;f[a+1e3>>2]=x;f[a+1016>>2]=W;f[a+1032>>2]=y;f[a+1040>>2]=X;f[a+6064>>2]=O;f[a+6096>>2]=Y}function ubb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;G=f[a+96>>2]|0;v=f[a+368>>2]|0;H=f[a+712>>2]|0;w=f[a+808>>2]|0;c=f[a+888>>2]|0;J=f[a+1632>>2]|0;C=f[a+1936>>2]|0;g=f[a+2032>>2]|0;D=f[a+2192>>2]|0;o=f[a+2240>>2]|0;E=f[a+4896>>2]|0;x=f[a+4912>>2]|0;t=f[a+4920>>2]|0;F=f[a+5848>>2]|0;i=f[a+5856>>2]|0;r=f[a+5872>>2]|0;m=f[a+5896>>2]|0;p=f[a+5904>>2]|0;q=f[a+5936>>2]|0;l=f[a+5960>>2]|0;I=f[a+6064>>2]|0;a:{if((J|0)==(q|0)){if(!(b[c+20>>0]|0)){a8a(a+48|0,c,g,1);h=f[t>>2]|0;i=c+8|0;e=f[i>>2]|0;if(!e)I=223;else if((f[e+4>>2]|0)==(h|0)){j=h;k=e}else I=223;if((I|0)==223){I=0;k=f[G>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=h;f[k>>2]=f[i>>2];f[i>>2]=k;j=f[t>>2]|0}g=c+16|0;f[g>>2]=h;e=f[F>>2]|0;if(+n[j+28>>2]!=+n[e+28>>2]){if(!k)I=227;else if((f[k+4>>2]|0)==(e|0))d=e;else I=227;if((I|0)==227){I=0;d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=e;f[d>>2]=f[i>>2];f[i>>2]=d;d=f[F>>2]|0}f[g>>2]=e}else d=e;f[r>>2]=0;c=f[c>>2]|0;b8a(a+48|0,c,d,1);d=f[F>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)I=231;else if((f[e+4>>2]|0)!=(d|0))I=231;if((I|0)==231){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=J}f[c+16>>2]=d;f[c+12>>2]=0;_7a(a+48|0,f[(f[c+4>>2]|0)+4>>2]|0,f[c>>2]|0,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=w;f[a+6144>>2]=1;break a}j=c+4|0;k=f[j>>2]|0;b8a(a+48|0,c,l,1);g=f[t>>2]|0;h=f[F>>2]|0;do if(+n[g+28>>2]!=+n[h+28>>2]){i=f[(f[c+8>>2]|0)+4>>2]|0;e=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0)){$h[e&3](d,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);break}else{$h[e&3](d,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);break}}while(0);a8a(a+48|0,f[c>>2]|0,f[F>>2]|0,1);e=f[j>>2]|0;if(e|0)f[e>>2]=f[f[c>>2]>>2];d=f[c>>2]|0;g=f[d>>2]|0;if(g|0)f[g+4>>2]=e;g=(w|0)==(c|0)?g:w;e=f[(d+8|0)>>2]|0;if(e){do{f[(d+8|0)>>2]=f[e>>2];$zb(e);e=f[(d+8|0)>>2]|0}while((e|0)!=0);d=f[c>>2]|0}$zb(d);e=c+8|0;d=f[e>>2]|0;if(d|0)do{f[e>>2]=f[d>>2];$zb(d);d=f[e>>2]|0}while((d|0)!=0);$zb(c);if(!k){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}d=f[k>>2]|0;if(!d){h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}_7a(a+48|0,k,d,9.999999974752427e-07,9.999999974752427e-07);h=H;i=47;e=v;d=g;f[a+6144>>2]=1;break a}i=f[i>>2]|0;d=f[p+12>>2]|0;if(!d){d=p;while(1){g=f[d>>2]|0;d=f[g+12>>2]|0;if(!d)d=g;else break}}else g=p;if($7a(q,i,f[(f[g+8>>2]|0)+4>>2]|0,d,0)|0){if((f[(f[c+8>>2]|0)+4>>2]|0)==(f[(f[p+8>>2]|0)+4>>2]|0)){f[r>>2]=f[(p+12|0)>>2];f[(p+12|0)>>2]=m;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}d=f[p>>2]|0;if(!d){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}e=f[(d+12|0)>>2]|0;if((q|0)!=(e|0)){h=1;i=23;e=v;d=w;f[a+6144>>2]=1;break a}h=f[(p+12|0)>>2]|0;f[(p+12|0)>>2]=e;f[(d+12|0)>>2]=h;h=H;i=46;e=v;d=w;f[a+6144>>2]=1;break a}do{d=1;if(d)if(!(b[c+20>>0]|0)){a8a(a+48|0,c,o,1);d=f[t>>2]|0;e=c+8|0;g=f[e>>2]|0;if(!g)I=247;else if((f[g+4>>2]|0)!=(d|0))I=247;if((I|0)==247){I=0;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=d;f[J>>2]=f[e>>2];f[e>>2]=J}f[c+16>>2]=d;i=f[c>>2]|0;h=c8a(a+48|0,f[(f[(i+8|0)>>2]|0)+4>>2]|0,f[(i+12|0)>>2]|0,x)|0;c=f[(i+4|0)>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)I=250;else if((f[d+4>>2]|0)==(h|0))s=c;else I=250;if((I|0)==250){I=0;s=f[G>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=h;f[s>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=s;s=f[(i+4|0)>>2]|0}f[s+12>>2]=f[(i+12|0)>>2];f[s+16>>2]=f[i+16>>2];c=f[i>>2]|0;d=f[c+12>>2]|0;if((d|0)!=(f[F>>2]|0)){if(!d)do{c=f[f[c>>2]>>2]|0;d=f[c+12>>2]|0}while((d|0)==0);d=c8a(a+48|0,f[(f[c+8>>2]|0)+4>>2]|0,d,x)|0}b8a(a+48|0,i,h,1);g=f[(f[(i+8|0)>>2]|0)+4>>2]|0;c=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[c&3](e,0,g,h,d,f[g+24>>2]|0,f[h+24>>2]|0,f[d+24>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0,f[d+36>>2]|0);h=d;e=0;u=i;break}else{$h[c&3](e,0,g,d,h,f[g+24>>2]|0,f[d+24>>2]|0,f[h+24>>2]|0,f[g+36>>2]|0,f[d+36>>2]|0,f[h+36>>2]|0);h=d;e=0;u=i;break}}else d=1;if(d)if(1){b8a(a+48|0,c,o,1);h=f[c>>2]|0;h=c8a(a+48|0,f[(f[h+8>>2]|0)+4>>2]|0,f[h+12>>2]|0,x)|0;i=f[(f[c+8>>2]|0)+4>>2]|0;g=f[t>>2]|0;d=f[C>>2]|0;e=f[D>>2]|0;if(!(b[E>>0]|0)){$h[d&3](e,0,i,g,h,f[i+24>>2]|0,f[g+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[g+36>>2]|0,f[h+36>>2]|0);e=v;u=c;break}else{$h[d&3](e,0,i,h,g,f[i+24>>2]|0,f[h+24>>2]|0,f[g+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[g+36>>2]|0);e=v;u=c;break}}}while(0);c=f[u>>2]|0;a8a(a+48|0,c,h,1);j=f[c+12>>2]|0;i=f[c+16>>2]|0;c=f[c>>2]|0;d=f[u+4>>2]|0;if(d|0)f[d>>2]=c;if(c)f[c+4>>2]=d;p=(w|0)==(u|0)?c:w;d=f[u>>2]|0;g=f[(d+8|0)>>2]|0;if(g){do{f[(d+8|0)>>2]=f[g>>2];$zb(g);g=f[(d+8|0)>>2]|0}while((g|0)!=0);d=f[u>>2]|0}$zb(d);g=u+8|0;d=f[g>>2]|0;if(d|0)do{f[g>>2]=f[d>>2];$zb(d);d=f[g>>2]|0}while((d|0)!=0);$zb(u);if((h|0)==(f[F>>2]|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=1;break a}else{o=i;m=j;l=h}while(1){k=c+12|0;d=f[k>>2]|0;if(!d){h=l;d=o;g=m}else{if((d|0)==(f[F>>2]|0))break;j=c+8|0;h=c8a(a+48|0,f[(f[j>>2]|0)+4>>2]|0,d,x)|0;do if(!(b[c+20>>0]|0)){a8a(a+48|0,c,f[F>>2]|0,1);i=f[(f[j>>2]|0)+4>>2]|0;d=f[C>>2]|0;g=f[D>>2]|0;if(!(b[E>>0]|0))$h[d&3](g,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[d&3](g,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);f[(f[j>>2]|0)+4>>2]=l;if(!e)break;d=(f[c+4>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=e;f[J>>2]=f[d>>2];f[d>>2]=J}else b8a(a+48|0,c,h,1);while(0);g=f[k>>2]|0;f[k>>2]=m;e=c+16|0;d=f[e>>2]|0;f[e>>2]=o;e=l}c=f[c>>2]|0;if(!c){h=1;i=23;d=p;c=0;f[a+6144>>2]=2;f[a+6148>>2]=1;break a}else{o=d;m=g;l=h}}if(b[c+20>>0]|0){b8a(a+48|0,c,d,1);h=f[F>>2]|0;i=c+8|0;d=f[i>>2]|0;do if(!d)I=278;else{if((f[d+4>>2]|0)!=(h|0)){I=278;break}A=c+16|0;f[A>>2]=h;y=d;I=279}while(0);if((I|0)==278){d=f[G>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[i>>2];f[i>>2]=d;g=c+16|0;f[g>>2]=h;if(!d){B=g;I=280}else{y=d;A=g;I=279}}if((I|0)==279){I=0;if((f[y+4>>2]|0)==(l|0))z=A;else{B=A;I=280}}if((I|0)==280){I=0;z=f[G>>2]|0;z=Rg[f[f[z>>2]>>2]&255](z,8)|0;f[z+4>>2]=l;f[z>>2]=f[i>>2];f[i>>2]=z;z=B}f[k>>2]=m;f[z>>2]=o;h=H;i=47;d=p;f[a+6144>>2]=1;break a}a8a(a+48|0,c,d,1);j=c+8|0;i=f[(f[j>>2]|0)+4>>2]|0;h=f[F>>2]|0;g=f[C>>2]|0;d=f[D>>2]|0;if(!(b[E>>0]|0))$h[g&3](d,0,i,l,h,f[i+24>>2]|0,f[l+24>>2]|0,f[h+24>>2]|0,f[i+36>>2]|0,f[l+36>>2]|0,f[h+36>>2]|0);else $h[g&3](d,0,i,h,l,f[i+24>>2]|0,f[h+24>>2]|0,f[l+24>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0,f[l+36>>2]|0);d=f[j>>2]|0;g=f[(d+4|0)>>2]|0;h=c+4|0;do if((g|0)==(f[(f[(f[h>>2]|0)+8>>2]|0)+4>>2]|0))f[(d+4|0)>>2]=l;else{if((d|0)!=0&(g|0)==(l|0))break;J=f[G>>2]|0;J=Rg[f[f[J>>2]>>2]&255](J,8)|0;f[J+4>>2]=l;f[J>>2]=f[j>>2];f[j>>2]=J}while(0);f[k>>2]=m;f[c+16>>2]=o;if(!e){h=H;i=47;e=0;d=p;f[a+6144>>2]=1;break a}d=(f[h>>2]|0)+8|0;J=f[d>>2]|0;f[J+4>>2]=l;if((J|0)!=0&(l|0)==(e|0)){h=H;i=47;d=p;f[a+6144>>2]=1;break a}h=f[G>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,8)|0;f[h+4>>2]=e;f[h>>2]=f[d>>2];f[d>>2]=h;h=H;i=47;d=p}f[a+824>>2]=h;f[a+832>>2]=i;f[a+936>>2]=e;f[a+952>>2]=d;f[a+984>>2]=c;f[a+6064>>2]=I}function vbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0;X=f[a+96>>2]|0;z=f[a+264>>2]|0;w=f[a+272>>2]|0;t=f[a+280>>2]|0;Y=f[a+288>>2]|0;Z=f[a+512>>2]|0;_=f[a+976>>2]|0;D=f[a+1e3>>2]|0;$=f[a+1016>>2]|0;E=f[a+1032>>2]|0;K=f[a+1936>>2]|0;L=f[a+2192>>2]|0;N=f[a+4896>>2]|0;M=f[a+4912>>2]|0;O=f[a+4920>>2]|0;A=f[a+4952>>2]|0;j=f[a+5e3>>2]|0;V=f[a+5016>>2]|0;W=f[a+6064>>2]|0;a:{if((W|0)==185){W=0;f[w>>2]=A;f[(A+4|0)>>2]=w;_7a(a+48|0,w,A,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(f[(A+8|0)>>2]|0)+4>>2]|0;e=f[(c+8|0)>>2]|0;if(!e)W=187;else if((f[e+4>>2]|0)!=(d|0))W=187;if((W|0)==187){W=0;V=f[X>>2]|0;V=Rg[f[f[V>>2]>>2]&255](V,8)|0;f[V+4>>2]=d;f[V>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=V}f[c+16>>2]=d;e=f[M+8>>2]|0;if(!(+n[(f[O>>2]|0)+28>>2]!=+n[e+28>>2])){D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)W=191;else if((f[d+4>>2]|0)==(e|0))g=c;else W=191;if((W|0)==191){W=0;g=f[X>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,8)|0;f[g+4>>2]=e;f[g>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=g;g=f[A>>2]|0}f[c+16>>2]=e;_7a(a+48|0,A,g,9.999999974752427e-07,9.999999974752427e-07);D=z;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}v=w+4|0;c=f[v>>2]|0;if(!c)y=0;else{_7a(a+48|0,c,A,9.999999974752427e-07,9.999999974752427e-07);y=f[v>>2]|0}do{u=1;if(u){u=0;if(!(b[w+20>>0]|0)){i=(f[A>>2]|0)+20|0;B=b[(A+20|0)>>0]|0;b[(A+20|0)>>0]=b[i>>0]|0;b[i>>0]=B;i=y+12|0;if(!(f[i>>2]|0)){c=y+4|0;a8a(a+48|0,f[c>>2]|0,f[O>>2]|0,1);d=f[c>>2]|0;e=f[O>>2]|0;g=f[(d+8|0)>>2]|0;if(!g)W=118;else if((f[g+4>>2]|0)==(e|0)){k=d;l=e}else W=118;if((W|0)==118){W=0;k=f[X>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=e;f[k>>2]=f[(d+8|0)>>2];f[(d+8|0)>>2]=k;k=f[c>>2]|0;l=f[O>>2]|0}f[d+16>>2]=e;f[k+12>>2]=f[j>>2];b8a(a+48|0,y,l,1);f[i>>2]=f[V>>2];c=f[c>>2]|0;_7a(a+48|0,f[c+4>>2]|0,c,9.999999974752427e-07,9.999999974752427e-07);c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d){do{f[(c+8|0)>>2]=f[d>>2];$zb(d);d=f[(c+8|0)>>2]|0}while((d|0)!=0);c=f[A>>2]|0}$zb(c);c=f[(A+8|0)>>2]|0;if(c|0)do{f[(A+8|0)>>2]=f[c>>2];$zb(c);c=f[(A+8|0)>>2]|0}while((c|0)!=0);$zb(A);B=z;d=y;break}c=y+8|0;e=f[(f[c>>2]|0)+4>>2]|0;g=f[(f[t>>2]|0)+4>>2]|0;b8a(a+48|0,y,f[O>>2]|0,0);a8a(a+48|0,w,f[O>>2]|0,0);d=f[c>>2]|0;do if(!(f[d>>2]|0)){f[d+4>>2]=e;f[y+16>>2]=e;c=f[A>>2]|0;d=f[(c+8|0)>>2]|0;if(d|0)if((f[d+4>>2]|0)==(g|0)){m=g;o=c;break}s=f[X>>2]|0;p=c;q=c+8|0;r=g;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}else{f[(f[A>>2]|0)+8>>2]=d;f[c>>2]=0;s=f[X>>2]|0;p=y;q=c;r=e;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;W=131}while(0);if((W|0)==131){W=0;f[s+4>>2]=r;f[s>>2]=f[q>>2];f[q>>2]=s;m=r;o=p}f[o+16>>2]=m;c=f[t>>2]|0;if(!(f[c>>2]|0)){B=f[(A+8|0)>>2]|0;f[B+4>>2]=e;f[(A+16|0)>>2]=e;e=B}else{e=f[(A+8|0)>>2]|0;f[(A+8|0)>>2]=c;f[t>>2]=e;c=e;e=f[(A+8|0)>>2]|0}f[c+4>>2]=g;f[w+16>>2]=g;c=f[v>>2]|0;f[(A+4|0)>>2]=c;f[f[A>>2]>>2]=w;f[c>>2]=A;c=f[A>>2]|0;f[v>>2]=c;d=f[O>>2]|0;if(!e)W=137;else if((f[e+4>>2]|0)==(d|0))x=c;else W=137;if((W|0)==137){W=0;x=f[X>>2]|0;x=Rg[f[f[x>>2]>>2]&255](x,8)|0;f[x+4>>2]=d;f[x>>2]=f[(A+8|0)>>2];f[(A+8|0)>>2]=x;x=f[A>>2]|0}f[(A+16|0)>>2]=d;B=z;d=x}else u=1}if(u)if(1){f[(A+4|0)>>2]=y;if(y|0)f[y>>2]=A;f[f[A>>2]>>2]=w;d=f[A>>2]|0;f[v>>2]=d;B=(z|0)==(w|0)?A:z}}while(0);k=M+8|0;i=f[O>>2]|0;j=d;while(1){c=f[j>>2]|0;d=f[c+12>>2]|0;if(!d){h=i;C=c}else{P=f[k>>2]|0;c=f[(f[c+8>>2]|0)+4>>2]|0;if($7a(P,f[V>>2]|0,c,d,1)|0)break;h=c8a(a+48|0,c,d,M)|0;g=j+8|0;c=f[g>>2]|0;do if(!(b[j+20>>0]|0)){do if(!c)W=167;else{if((f[c+4>>2]|0)!=(i|0)){W=167;break}F=j+16|0;f[F>>2]=i;H=c;W=168}while(0);if((W|0)==167){W=0;c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=i;f[c>>2]=f[g>>2];f[g>>2]=c;d=j+16|0;f[d>>2]=i;if(!c)G=d;else{F=d;H=c;W=168}}if((W|0)==168){W=0;if((f[H+4>>2]|0)==(h|0)){c=F;break}else G=F}c=f[X>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,8)|0;f[c+4>>2]=h;f[c>>2]=f[g>>2];f[g>>2]=c;c=G}else{e=f[c+4>>2]|0;c=f[K>>2]|0;d=f[L>>2]|0;if(!(b[N>>0]|0))$h[c&3](d,0,e,i,h,f[e+24>>2]|0,f[i+24>>2]|0,f[h+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[h+36>>2]|0);else $h[c&3](d,0,e,h,i,f[e+24>>2]|0,f[h+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[h+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,h,1);a8a(a+48|0,f[j>>2]|0,h,1);f[(f[g>>2]|0)+4>>2]=h;f[(f[(f[j>>2]|0)+8>>2]|0)+4>>2]=h;c=j+16|0}while(0);d=f[j>>2]|0;f[j+12>>2]=f[(d+12|0)>>2];f[c>>2]=f[d+16>>2];f[(d+12|0)>>2]=f[V>>2];c=f[j+4>>2]|0;if(!c)C=d;else{_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);C=f[j>>2]|0}}if(!C){Z=1;_=M;$=B;W=448;f[a+6152>>2]=2;f[a+6156>>2]=3;break a}if(!(f[C>>2]|0)){W=174;break}if(!(b[C+20>>0]|0)){a8a(a+48|0,C,h,1);i=h;j=C;continue}else{b8a(a+48|0,C,h,1);i=h;j=C;continue}}if((W|0)==174){e=C+8|0;c=f[e>>2]|0;if(!c)W=177;else if((f[c+4>>2]|0)==(h|0)){Q=c;R=f[k>>2]|0;W=178}else W=177;if((W|0)==177){d=f[X>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,8)|0;f[d+4>>2]=h;f[d>>2]=f[e>>2];f[e>>2]=d;c=f[k>>2]|0;if(!d){S=c;W=179}else{Q=d;R=c;W=178}}if((W|0)==178){W=0;if((f[Q+4>>2]|0)==(R|0))T=R;else{S=R;W=179}}if((W|0)==179){W=0;T=f[X>>2]|0;T=Rg[f[f[T>>2]>>2]&255](T,8)|0;f[T+4>>2]=S;f[T>>2]=f[e>>2];f[e>>2]=T;T=S}f[C+16>>2]=T;f[C+12>>2]=f[V>>2];_7a(a+48|0,f[C+4>>2]|0,C,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y;f[a+6152>>2]=2;f[a+6156>>2]=4;break a}if(!(b[j+20>>0]|0))W=148;else if(+n[(f[O>>2]|0)+28>>2]!=+n[P+28>>2]){g=j+8|0;e=f[(f[g>>2]|0)+4>>2]|0;d=f[K>>2]|0;c=f[L>>2]|0;if(!(b[N>>0]|0))$h[d&3](c,0,e,i,P,f[e+24>>2]|0,f[i+24>>2]|0,f[P+24>>2]|0,f[e+36>>2]|0,f[i+36>>2]|0,f[P+36>>2]|0);else $h[d&3](c,0,e,P,i,f[e+24>>2]|0,f[P+24>>2]|0,f[i+24>>2]|0,f[e+36>>2]|0,f[P+36>>2]|0,f[i+36>>2]|0);b8a(a+48|0,j,f[k>>2]|0,1);J=g;I=f[g>>2]|0}else W=148;if((W|0)==148){W=0;c=j+8|0;d=f[c>>2]|0;if(!d)W=150;else if((f[d+4>>2]|0)==(i|0))U=d;else W=150;if((W|0)==150){W=0;U=f[X>>2]|0;U=Rg[f[f[U>>2]>>2]&255](U,8)|0;f[U+4>>2]=i;f[U>>2]=f[c>>2];f[c>>2]=U}f[j+16>>2]=i;J=c;I=U}c=f[k>>2]|0;if(!I)W=154;else if((f[I+4>>2]|0)!=(c|0))W=154;if((W|0)==154){W=0;X=f[X>>2]|0;X=Rg[f[f[X>>2]>>2]&255](X,8)|0;f[X+4>>2]=c;f[X>>2]=f[J>>2];f[J>>2]=X}f[j+16>>2]=c;f[j+12>>2]=f[V>>2];c=f[j+4>>2]|0;if(c|0)_7a(a+48|0,c,j,9.999999974752427e-07,9.999999974752427e-07);c=f[j>>2]|0;if(!c){D=B;E=Y}else{_7a(a+48|0,j,c,9.999999974752427e-07,9.999999974752427e-07);D=B;E=Y}f[a+6152>>2]=1;break a}f[a+512>>2]=Z;f[a+976>>2]=_;f[a+1e3>>2]=D;f[a+1016>>2]=$;f[a+1032>>2]=E;f[a+6064>>2]=W}function wbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0.0,Z=0.0;C=f[a+96>>2]|0;F=+n[a+184>>2];I=f[a+264>>2]|0;J=f[a+288>>2]|0;K=f[a+512>>2]|0;L=f[a+520>>2]|0;M=f[a+536>>2]|0;N=f[a+824>>2]|0;O=f[a+832>>2]|0;P=f[a+952>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;S=f[a+1016>>2]|0;T=f[a+1040>>2]|0;U=f[a+1056>>2]|0;y=f[a+1936>>2]|0;z=f[a+2192>>2]|0;E=f[a+2632>>2]|0;V=+n[a+4136>>2];A=f[a+4896>>2]|0;W=f[a+4912>>2]|0;B=f[a+4920>>2]|0;v=f[a+4928>>2]|0;X=f[a+6064>>2]|0;a:{b:do{r=1;s=f[W+20>>2]|0;if(r){r=0;switch(s|0){case 3:{p=f[C>>2]|0;p=Rg[f[f[p>>2]>>2]&255](p,24)|0;h=f[C>>2]|0;h=Rg[f[f[h>>2]>>2]&255](h,24)|0;f[p>>2]=h;f[h+4>>2]=p;f[h>>2]=0;f[(p+4|0)>>2]=0;f[(f[p>>2]|0)+8>>2]=0;f[(p+8|0)>>2]=0;h=f[B>>2]|0;i=f[C>>2]|0;i=Rg[f[f[i>>2]>>2]&255](i,8)|0;f[i+4>>2]=h;f[i>>2]=f[(p+8|0)>>2];f[(p+8|0)>>2]=i;f[(p+16|0)>>2]=h;h=W+12|0;i=f[h>>2]|0;f[p+12>>2]=i;j=W+16|0;e=f[p>>2]|0;f[e+12>>2]=f[j>>2];b[(p+20|0)>>0]=1;b[e+20>>0]=0;if(!I){c=f[B>>2]|0;d=f[(e+8|0)>>2]|0;if(!d)X=101;else if((f[d+4>>2]|0)==(c|0))k=c;else X=101;if((X|0)==101){X=0;k=f[C>>2]|0;k=Rg[f[f[k>>2]>>2]&255](k,8)|0;f[k+4>>2]=c;f[k>>2]=f[(e+8|0)>>2];f[(e+8|0)>>2]=k;k=f[B>>2]|0}f[e+16>>2]=c;e=f[W+8>>2]|0;if(!(+n[k+28>>2]!=+n[e+28>>2])){l=p;m=J;break b}c=f[p>>2]|0;d=f[(c+8|0)>>2]|0;if(!d)X=105;else if((f[d+4>>2]|0)==(e|0))o=c;else X=105;if((X|0)==105){X=0;o=f[C>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,8)|0;f[o+4>>2]=e;f[o>>2]=f[(c+8|0)>>2];f[(c+8|0)>>2]=o;o=f[p>>2]|0}f[c+16>>2]=e;_7a(a+48|0,p,o,9.999999974752427e-07,9.999999974752427e-07);l=p;m=J;break b}else d=I;while(1){c=f[d+12>>2]|0;if(c|0){g=d+8|0;if($7a(f[B>>2]|0,i,f[(f[g>>2]|0)+4>>2]|0,c,0)|0)break}c=f[d>>2]|0;if(!c){X=185;break}else d=c}f[a+96>>2]=C;f[a+264>>2]=I;f[a+272>>2]=d;f[a+280>>2]=g;f[a+288>>2]=J;f[a+512>>2]=K;f[a+976>>2]=Q;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4952>>2]=p;f[a+5e3>>2]=h;f[a+5016>>2]=j;f[a+6064>>2]=X;f[a+6152>>2]=0;f[a+6156>>2]=0;vbb(a);K=f[a+512>>2]|0;Q=f[a+976>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;X=f[a+6064>>2]|0;G=f[a+6152>>2]|0;D=f[a+6156>>2]|0;H=+n[a+6156>>2];f[a+6152>>2]=0;f[a+6156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 3:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}}default:r=1}}if(r)switch(s|0){case 0:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}s=W+8|0;t=W+16|0;u=W+12|0;p=0;q=J;r=I;c=I;d=v;while(1){k=d;i=d;j=d;e=d;g=d;c:while(1){o=c+12|0;d=f[o>>2]|0;if((d|0)==(g|0))break;l=f[s>>2]|0;h=l;m=e;e=k;while(1){if((d|0)!=(h|0))break;f[s>>2]=m;f[B>>2]=l;e=f[t>>2]|0;f[t>>2]=f[u>>2];f[u>>2]=e;e=f[o>>2]|0;g=l;if((e|0)==(g|0)){d=e;k=e;j=e;i=e;break c}else{v=l;d=e;h=m;e=g;i=g;j=g;l=m;m=v}}c=f[c>>2]|0;if(!c){L=1;R=W;T=r;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else{k=e;e=m}}g=d;h=f[c>>2]|0;d:do{d=1;if(d){d=0;if(!h){N=1;O=23;w=p;P=r;x=c}else d=1}if(d)if(1){d=f[h+12>>2]|0;if(!d){e=h;do{e=f[e>>2]|0;d=f[e+12>>2]|0}while(!(d|0))}v=f[s>>2]|0;f[a+96>>2]=C;f[a+368>>2]=p;f[a+712>>2]=q;f[a+808>>2]=r;f[a+824>>2]=N;f[a+832>>2]=O;f[a+888>>2]=c;f[a+936>>2]=w;f[a+952>>2]=P;f[a+984>>2]=x;f[a+1632>>2]=d;f[a+1936>>2]=y;f[a+2032>>2]=k;f[a+2192>>2]=z;f[a+2240>>2]=j;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+5848>>2]=s;f[a+5856>>2]=t;f[a+5872>>2]=o;f[a+5896>>2]=g;f[a+5904>>2]=h;f[a+5936>>2]=v;f[a+5960>>2]=i;f[a+6064>>2]=X;f[a+6144>>2]=0;f[a+6148>>2]=0;ubb(a);N=f[a+824>>2]|0;O=f[a+832>>2]|0;w=f[a+936>>2]|0;P=f[a+952>>2]|0;x=f[a+984>>2]|0;X=f[a+6064>>2]|0;G=f[a+6144>>2]|0;D=f[a+6148>>2]|0;H=+n[a+6148>>2];f[a+6144>>2]=0;f[a+6148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break d}}}while(0);switch(O&63){case 47:{l=P;m=N;break b}case 46:break;default:{f[a+6160>>2]=2;f[a+6164>>2]=8;break a}}p=w;q=N;r=P;c=x;d=f[B>>2]|0}}default:r=1}if(r){r=0;switch(s|0){case 4:{if(!I){L=1;R=W;T=0;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}else c=I;while(1){m=c+12|0;if((f[m>>2]|0)==(v|0))break;c=f[c>>2]|0;if(!c){L=1;R=W;T=I;f[a+6160>>2]=2;f[a+6164>>2]=11;break a}}if(!(b[c+20>>0]|0))a8a(a+48|0,c,v,1);else b8a(a+48|0,c,v,1);e=f[W+8>>2]|0;o=c+8|0;d=f[o>>2]|0;if(!d)X=315;else if((f[d+4>>2]|0)==(e|0))q=d;else X=315;if((X|0)==315){X=0;q=f[C>>2]|0;q=Rg[f[f[q>>2]>>2]&255](q,8)|0;f[q+4>>2]=e;f[q>>2]=f[o>>2];f[o>>2]=q}k=c+16|0;f[k>>2]=e;f[m>>2]=f[W+16>>2];l=c+4|0;e=f[l>>2]|0;e:do if(!e){j=c;e=0}else{d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)==(f[q+4>>2]|0))while(1){g=f[m>>2]|0;h=e+12|0;i=f[h>>2]|0;Z=+n[d+28>>2];Y=+n[d+32>>2];if((+n[g+28>>2]-Z)*(+n[i+32>>2]-Y)>=(+n[i+28>>2]-Z)*(+n[g+32>>2]-Y)){j=c;break e}f[m>>2]=i;f[h>>2]=g;d=(f[l>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[c>>2]|0;if(d|0)_7a(a+48|0,c,d,0.0,9.999999974752427e-07);e=f[l>>2]|0;if(!e){j=c;e=0;break e}d=f[(f[e+8>>2]|0)+4>>2]|0;if((d|0)!=(f[(f[o>>2]|0)+4>>2]|0)){j=c;break}}else j=c}while(0);d=f[j>>2]|0;if(!d)d=0;else{while(1){e=f[(f[d+8>>2]|0)+4>>2]|0;if((e|0)!=(f[(f[o>>2]|0)+4>>2]|0))break;g=f[m>>2]|0;h=d+12|0;i=f[h>>2]|0;Y=+n[e+28>>2];Z=+n[e+32>>2];if((+n[g+28>>2]-Y)*(+n[i+32>>2]-Z)<=(+n[i+28>>2]-Y)*(+n[g+32>>2]-Z))break;f[m>>2]=i;f[h>>2]=g;d=(f[j>>2]|0)+16|0;x=f[k>>2]|0;f[k>>2]=f[d>>2];f[d>>2]=x;d=f[l>>2]|0;if(d|0)_7a(a+48|0,d,c,0.0,9.999999974752427e-07);d=f[j>>2]|0;if(!d){d=0;break}}e=f[l>>2]|0}if(e){d=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[e+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,e,c,d?-9.999999974752427e-07:9.999999974752427e-07,d?-9.999999974752427e-07:0.0);d=f[j>>2]|0}if(!d){l=I;m=J}else{l=+n[(f[(f[o>>2]|0)+4>>2]|0)+28>>2]==+n[(f[(f[d+8>>2]|0)+4>>2]|0)+28>>2];_7a(a+48|0,c,d,l?-9.999999974752427e-07:0.0,l?-9.999999974752427e-07:9.999999974752427e-07);l=I;m=J}break}default:r=1}}f[a+96>>2]=C;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1e3>>2]=l;f[a+1016>>2]=S;f[a+1032>>2]=m;f[a+1040>>2]=T;f[a+1936>>2]=y;f[a+2192>>2]=z;f[a+4896>>2]=A;f[a+4912>>2]=W;f[a+4920>>2]=B;f[a+4928>>2]=v;f[a+6064>>2]=X;f[a+6096>>2]=r;f[a+6104>>2]=s;f[a+6136>>2]=0;f[a+6140>>2]=0;tbb(a);K=f[a+512>>2]|0;L=f[a+520>>2]|0;Q=f[a+976>>2]|0;R=f[a+992>>2]|0;l=f[a+1e3>>2]|0;S=f[a+1016>>2]|0;m=f[a+1032>>2]|0;T=f[a+1040>>2]|0;X=f[a+6064>>2]|0;G=f[a+6136>>2]|0;D=f[a+6140>>2]|0;H=+n[a+6140>>2];f[a+6136>>2]=0;f[a+6140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 13:{f[a+6160>>2]=2;f[a+6164>>2]=11;break a}case 8:break b}}while(0);$zb(W);c=f[E>>2]|0;if(!c){M=m;U=l;f[a+6160>>2]=2;f[a+6164>>2]=12;break a}else{F=V;I=l;J=m;W=c}}n[a+184>>2]=F;f[a+264>>2]=I;f[a+288>>2]=J;f[a+512>>2]=K;f[a+520>>2]=L;f[a+536>>2]=M;f[a+824>>2]=N;f[a+832>>2]=O;f[a+952>>2]=P;f[a+976>>2]=Q;f[a+992>>2]=R;f[a+1016>>2]=S;f[a+1040>>2]=T;f[a+1056>>2]=U;f[a+4912>>2]=W;f[a+6064>>2]=X}function xbb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0;oa=f[a+96>>2]|0;L=f[a+104>>2]|0;Y=f[a+128>>2]|0;Z=f[a+168>>2]|0;_=f[a+232>>2]|0;$=f[a+256>>2]|0;aa=f[a+296>>2]|0;da=f[a+528>>2]|0;ea=f[a+536>>2]|0;v=f[a+688>>2]|0;ma=f[a+1048>>2]|0;na=f[a+1056>>2]|0;E=+n[a+1896>>2];F=+n[a+1904>>2];I=+n[a+1912>>2];pa=f[a+1936>>2]|0;qa=f[a+2192>>2]|0;ra=f[a+2632>>2]|0;M=f[a+2640>>2]|0;N=+n[a+3448>>2];O=+n[a+3456>>2];P=+n[a+3496>>2];Q=+n[a+3528>>2];R=+n[a+3584>>2];S=+n[a+3616>>2];T=+n[a+3856>>2];sa=f[a+6064>>2]|0;a:{b:while(1){c=aa;while(1){s=f[c>>2]|0;s=(s|0)<0?0-s|0:s;t=c+(s<<2)|0;if((s|0)>=3)break;if((t+4|0|0)==(Y|0)){d=_;e=$;break b}else c=t+4|0}g=c+4|0;c=f[g>>2]|0;d=f[oa>>2]|0;d=Rg[f[f[d>>2]>>2]&255](d,40)|0;if((c|0)>-1){f[d>>2]=f[(L+(c*24|0)|0)>>2];f[d+4>>2]=f[(L+(c*24|0)|0)+4>>2];f[d+8>>2]=f[(L+(c*24|0)|0)+8>>2];f[d+12>>2]=f[(L+(c*24|0)|0)+12>>2];f[d+16>>2]=f[(L+(c*24|0)|0)+16>>2];f[d+20>>2]=f[(L+(c*24|0)|0)+20>>2]}else{f[d>>2]=f[L>>2];f[d+4>>2]=f[L+4>>2];f[d+8>>2]=f[L+8>>2];f[d+12>>2]=f[L+12>>2];f[d+16>>2]=f[L+16>>2];f[d+20>>2]=f[L+20>>2]}f[d+24>>2]=c;h=E*(+p[d>>3]-(N+O)*.5);i=F*(+p[d+8>>3]-(P+Q)*.5);l=I*(+p[d+16>>3]-(R+S)*.5);switch(v|0){case 0:{B=l;J=i;sa=33;break}case 1:{B=h;J=l;sa=33;break}case 2:{B=i;J=h;sa=33;break}default:{}}if((sa|0)==33){sa=0;n[d+28>>2]=J;n[d+32>>2]=B}f[d+36>>2]=0;s=f[oa>>2]|0;s=Rg[f[f[s>>2]>>2]&255](s,8)|0;f[s+4>>2]=d;f[s>>2]=f[M>>2];f[M>>2]=s;s=0;e=$;q=f[ra>>2]|0;while(1){c=f[oa>>2]|0;c=Rg[f[f[c>>2]>>2]&255](c,28)|0;f[c>>2]=q;f[ra>>2]=c;r=e+1|0;s=(s|0)==0?c:s;f[(c+8|0)>>2]=d;f[(c+4|0)>>2]=d;k=g+4|0;q=c;do{j=1;if(j){j=0;if(k>>>0>t>>>0){w=d;x=k;y=d;X=d}else j=1}if(j)if(1){while(1){d=f[k>>2]|0;o=f[oa>>2]|0;o=Rg[f[f[o>>2]>>2]&255](o,40)|0;if((d|0)>-1){f[o>>2]=f[(L+(d*24|0)|0)>>2];f[o+4>>2]=f[(L+(d*24|0)|0)+4>>2];f[o+8>>2]=f[(L+(d*24|0)|0)+8>>2];f[o+12>>2]=f[(L+(d*24|0)|0)+12>>2];f[o+16>>2]=f[(L+(d*24|0)|0)+16>>2];f[o+20>>2]=f[(L+(d*24|0)|0)+20>>2]}else{f[o>>2]=f[L>>2];f[o+4>>2]=f[L+4>>2];f[o+8>>2]=f[L+8>>2];f[o+12>>2]=f[L+12>>2];f[o+16>>2]=f[L+16>>2];f[o+20>>2]=f[L+20>>2]}f[o+24>>2]=d;h=E*(+p[o>>3]-(N+O)*.5);i=F*(+p[(o+8|0)>>3]-(P+Q)*.5);l=I*(+p[(o+16|0)>>3]-(R+S)*.5);switch(v|0){case 0:{C=l;K=i;sa=44;break}case 1:{C=h;K=l;sa=44;break}case 2:{C=i;K=h;sa=44;break}default:{z=o+32|0;A=o+32|0}}if((sa|0)==44){sa=0;n[o+28>>2]=K;n[(o+32|0)>>2]=C;z=o+32|0;A=o+32|0}f[o+36>>2]=0;m=f[oa>>2]|0;m=Rg[f[f[m>>2]>>2]&255](m,8)|0;f[m+4>>2]=o;f[m>>2]=f[M>>2];f[M>>2]=m;m=f[(c+4|0)>>2]|0;h=+n[m+32>>2];l=+n[A>>2]-h;if(!((l<0.0?-l:l)<=1.0000000116860974e-07)){d=t-k|0;g=g+8|0;c:do if((d|0)>0){h=+p[o>>3];j=(d>>>2)+1|0;while(1){d=f[g>>2]|0;l=+p[L+(d*24|0)>>3]-h;if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+8>>3]-+p[(o+8|0)>>3];if(!((l<0.0?-l:l)<=T))break c;l=+p[L+(d*24|0)+16>>3]-+p[(o+16|0)>>3];if(!((l<0.0?-l:l)<=T))break c;g=g+4|0;if((j|0)>2)j=j+-1|0;else break}}while(0);if(g>>>0>t>>>0){sa=59;break}d=f[g>>2]|0;V=f[(c+8|0)>>2]|0;l=+p[L+(d*24|0)>>3]-+p[V>>3];if(!((l<0.0?-l:l)<=T)){sa=58;break}l=+p[L+(d*24|0)+8>>3]-+p[V+8>>3];if(!((l<0.0?-l:l)<=T)){sa=60;break}l=+p[L+(d*24|0)+16>>3]-+p[V+16>>3];if(!((l<0.0?-l:l)<=T)){sa=61;break}else U=V}else{f[(c+8|0)>>2]=o;n[z>>2]=h;g=k;U=o}W=g+4|0;if(W>>>0>t>>>0){sa=62;break}else k=W}if((sa|0)==58){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==59){sa=0;w=o;x=k;y=m;X=f[(c+8|0)>>2]|0;break}else if((sa|0)==60){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==61){sa=0;w=o;x=k;y=m;X=V;break}else if((sa|0)==62){sa=0;w=o;x=W;y=m;X=U;break}}}while(0);g=y;l=+n[y+28>>2]-+n[X+28>>2];if((l<0.0?-l:l)<9.999999974752427e-07){f[(c+8|0)>>2]=g;j=y}else j=X;if(x>>>0>t>>>0)break;else{d=w;e=r;g=x}}if((s|0)==(c|0)){f[ra>>2]=f[c>>2];$zb(c);d=0}else{d=s+4|0;l=+n[j+32>>2]-+n[(f[d>>2]|0)+32>>2];if((l<0.0?-l:l)<9.999999974752428e-08){f[d>>2]=g;t=f[c>>2]|0;f[ra>>2]=t;$zb(c);c=t}else e=r;d=f[s>>2]|0;do{r=c;c=f[c>>2]|0;t=(c|0)==(d|0);s=t?f[ra>>2]|0:c;f[r+12>>2]=f[s+8>>2];f[s+16>>2]=f[r+4>>2]}while(!t);c=f[ra>>2]|0;do{g=c+20|0;f[g>>2]=0;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+4>>2]|0)+32>>2]){f[g>>2]=1;j=3}else j=2;if(+n[(f[c+16>>2]|0)+32>>2]>+n[(f[c+8>>2]|0)+32>>2])f[g>>2]=j;c=f[c>>2]|0}while((c|0)!=(d|0));c=f[ra>>2]|0;do{g=c+24|0;b[g>>0]=1;j=c+4|0;k=f[j>>2]|0;h=+n[k+28>>2];m=c+8|0;o=f[m>>2]|0;i=+n[o+28>>2];d:do if((h-i<0.0?-(h-i):h-i)<9.999999974752427e-07){q=c+20|0;switch(f[q>>2]|0){case 3:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])>(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 0:{t=f[c+12>>2]|0;s=f[c+16>>2]|0;if((+n[t+28>>2]-h)*(+n[s+32>>2]-+n[o+32>>2])<(+n[s+28>>2]-i)*(+n[t+32>>2]-+n[k+32>>2])){sa=87;break d}else break d}case 2:case 1:{f[q>>2]=4;if(+n[(f[c+12>>2]|0)+32>>2]>+n[(f[c+16>>2]|0)+32>>2]){sa=87;break d}else break d}default:break d}}else if(h>i)sa=87;while(0);if((sa|0)==87){sa=0;b[g>>0]=0;f[m>>2]=k;f[j>>2]=o;r=c+16|0;t=c+12|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;t=c+20|0;f[t>>2]=f[40212+(f[t>>2]<<2)>>2]}c=f[c>>2]|0}while((c|0)!=(d|0))}if((x|0)==(Y|0))break;else{_=d;$=e;aa=x}}e:{c=1;if(c){c=0;if(!e){ba=0;ia=d;ka=0;sa=448}else c=1}if(c)if(1){g=f[oa>>2]|0;g=Rg[f[f[g>>2]>>2]&255](g,e<<2)|0;c=g;d=f[ra>>2]|0;while(1){f[c>>2]=d;d=f[d>>2]|0;if(!d)break;else c=c+4|0}d=e+-1|0;Z7a(g,0,d,1024);if((d|0)>0){c=0;do{Y=c;c=c+1|0;f[f[g+(Y<<2)>>2]>>2]=f[g+(c<<2)>>2]}while((c|0)!=(d|0))}f[f[g+(d<<2)>>2]>>2]=0;c=f[g>>2]|0;f[ra>>2]=c;$zb(g);k=(a+48|0)+28|0;b[k>>0]=b[c+24>>0]|0;if(!c){da=0;ma=0;sa=450;f[a+6168>>2]=2;f[a+6172>>2]=7;break a}else{i=-10.0;g=0;j=0}f:while(1){f[ra>>2]=f[c>>2];d=c+4|0;e=f[d>>2]|0;h=+n[(e+32|0)>>2];if(h<i){n[(e+32|0)>>2]=i;h=i}f[a+96>>2]=oa;n[a+184>>2]=i;f[a+264>>2]=g;f[a+288>>2]=j;f[a+512>>2]=ba;f[a+520>>2]=ca;f[a+536>>2]=ea;f[a+824>>2]=fa;f[a+832>>2]=ga;f[a+952>>2]=ha;f[a+976>>2]=ia;f[a+992>>2]=ja;f[a+1016>>2]=ka;f[a+1040>>2]=la;f[a+1056>>2]=na;f[a+1936>>2]=pa;f[a+2192>>2]=qa;f[a+2632>>2]=ra;n[a+4136>>2]=h;f[a+4896>>2]=k;f[a+4912>>2]=c;f[a+4920>>2]=d;f[a+4928>>2]=e;f[a+6064>>2]=sa;f[a+6160>>2]=0;f[a+6164>>2]=0;wbb(a);i=+n[a+184>>2];g=f[a+264>>2]|0;j=f[a+288>>2]|0;ba=f[a+512>>2]|0;ca=f[a+520>>2]|0;ea=f[a+536>>2]|0;fa=f[a+824>>2]|0;ga=f[a+832>>2]|0;ha=f[a+952>>2]|0;ia=f[a+976>>2]|0;ja=f[a+992>>2]|0;ka=f[a+1016>>2]|0;la=f[a+1040>>2]|0;na=f[a+1056>>2]|0;c=f[a+4912>>2]|0;sa=f[a+6064>>2]|0;G=f[a+6160>>2]|0;D=f[a+6164>>2]|0;H=+n[a+6164>>2];f[a+6160>>2]=0;f[a+6164>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break e;case 8:break f;case 12:{f[a+6168>>2]=2;f[a+6172>>2]=7;break a}}}if((ga|0)==23){ba=fa;ia=c;ka=ha;sa=448}else{Z=0;u=a;f[a+6168>>2]=6;f[a+6172>>2]=Z|0;break a}}}if((sa|0)==448)if(!ia){da=ba;ma=ka;sa=450;f[a+6168>>2]=1;break a}else{ca=ba;ja=ia;la=ka}$zb(ja);da=ca;ma=la;sa=450}f[a+168>>2]=Z;f[a+232>>2]=_;f[a+256>>2]=$;f[a+296>>2]=aa;f[a+528>>2]=da;f[a+536>>2]=ea;f[a+1048>>2]=ma;f[a+1056>>2]=na;f[a+6064>>2]=sa}function ybb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0;m=f[a+1264>>2]|0;R=f[a+1272>>2]|0;o=f[a+1280>>2]|0;Q=f[a+1296>>2]|0;q=f[a+1352>>2]|0;k=f[a+1376>>2]|0;l=f[a+1392>>2]|0;O=f[a+1416>>2]|0;P=f[a+1824>>2]|0;T=f[a+2672>>2]|0;U=f[a+2688>>2]|0;a:{if(U){U=0;if(1){c=1;if(c){c=0;if((b[(R+226|0)>>0]|0)==2)O=k;else c=1}if(c)if(1){c=f[(R+60|0)>>2]|0;i=1;if(i){i=0;if((f[c+1896>>2]|0)==(f[c+1900>>2]|0)){if(sSa(f[R+64>>2]|0)|0)c=b[(a+1244|0)>>0]|0;else{N=f[(R+60|0)>>2]|0;c=(b[N+224>>0]|0)==0?a+64|0:N+280|0;I=+p[N+256>>3]-+p[c>>3];J=+p[N+264>>3]-+p[c+8>>3];K=+p[N+272>>3]-+p[c+16>>3];M=+L(+(I*I+(J*J+K*K)));M=+p[(a+40|0)>>3]*(I/M)+(J/M*+p[(a+40|0)+8>>3]+K/M*+p[(a+40|0)+16>>3]);p[a>>3]=M;b[(a+1244|0)>>0]=M>0.0&1;c=M>0.0&1}d=1;if(d){d=0;if(!(c<<24>>24))O=k;else d=1}if(d)if(1){c=f[(R+60|0)>>2]|0;b[(a+280|0)>>0]=b[c+224>>0]|0;p[(a+280|0)+8>>3]=+p[c+232>>3];p[(a+280|0)+16>>3]=+p[c+240>>3];p[(a+280|0)+24>>3]=+p[c+248>>3];p[(a+280|0)+32>>3]=+p[c+256>>3];p[(a+280|0)+40>>3]=+p[c+264>>3];p[(a+280|0)+48>>3]=+p[c+272>>3];p[(a+280|0)+56>>3]=+p[c+280>>3];p[(a+280|0)+64>>3]=+p[c+288>>3];p[(a+280|0)+72>>3]=+p[c+296>>3];p[(a+280|0)+80>>3]=+p[c+304>>3];p[(a+280|0)+88>>3]=+p[c+312>>3];p[(a+280|0)+96>>3]=+p[c+320>>3];p[(a+280|0)+104>>3]=+p[c+328>>3];p[(a+280|0)+112>>3]=+p[c+336>>3];p[(a+280|0)+120>>3]=+p[c+344>>3];p[(a+280|0)+128>>3]=+p[c+352>>3];p[(a+280|0)+136>>3]=+p[c+360>>3];p[(a+280|0)+144>>3]=+p[c+368>>3];p[(a+280|0)+152>>3]=+p[c+376>>3];p[(a+280|0)+160>>3]=+p[c+384>>3];p[(a+280|0)+168>>3]=+p[c+392>>3];p[(a+280|0)+176>>3]=+p[c+400>>3];p[(a+280|0)+184>>3]=+p[c+408>>3];p[(a+280|0)+192>>3]=+p[c+416>>3];p[(a+280|0)+200>>3]=+p[c+424>>3];d=(a+280|0)+208|0;e=c+432|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[(a+280|0)+248>>3]=+p[c+472>>3];p[(a+280|0)+256>>3]=+p[c+480>>3];p[(a+280|0)+264>>3]=+p[c+488>>3];p[(a+280|0)+272>>3]=+p[c+496>>3];p[(a+280|0)+280>>3]=+p[c+504>>3];p[(a+280|0)+288>>3]=+p[c+512>>3];p[(a+280|0)+296>>3]=+p[c+520>>3];p[(a+280|0)+304>>3]=+p[c+528>>3];p[(a+280|0)+312>>3]=+p[c+536>>3];p[(a+280|0)+320>>3]=+p[c+544>>3];p[(a+280|0)+328>>3]=+p[c+552>>3];p[(a+280|0)+336>>3]=+p[c+560>>3];p[(a+280|0)+344>>3]=+p[c+568>>3];p[(a+280|0)+352>>3]=+p[c+576>>3];p[(a+280|0)+360>>3]=+p[c+584>>3];p[(a+280|0)+368>>3]=+p[c+592>>3];f[(a+280|0)+376>>2]=f[c+600>>2];f[(a+280|0)+380>>2]=f[c+604>>2];f[(a+280|0)+384>>2]=f[c+608>>2];f[(a+280|0)+388>>2]=f[c+612>>2];f[(a+280|0)+392>>2]=f[c+616>>2];f[(a+280|0)+396>>2]=f[c+620>>2];f[(a+280|0)+400>>2]=f[c+624>>2];f[(a+280|0)+404>>2]=f[c+628>>2];f[(a+280|0)+408>>2]=f[c+632>>2];f[(a+280|0)+412>>2]=f[c+636>>2];f[(a+280|0)+416>>2]=f[c+640>>2];f[(a+280|0)+420>>2]=f[c+644>>2];f[(a+280|0)+424>>2]=f[c+648>>2];f[(a+280|0)+428>>2]=f[c+652>>2];f[(a+280|0)+432>>2]=f[c+656>>2];f[(a+280|0)+436>>2]=f[c+660>>2];p[(a+280|0)+440>>3]=+p[c+664>>3];p[(a+280|0)+448>>3]=+p[c+672>>3];p[(a+280|0)+456>>3]=+p[c+680>>3];p[(a+280|0)+464>>3]=+p[c+688>>3];p[(a+280|0)+472>>3]=+p[c+696>>3];p[(a+280|0)+480>>3]=+p[c+704>>3];p[(a+280|0)+488>>3]=+p[c+712>>3];p[(a+280|0)+496>>3]=+p[c+720>>3];p[(a+280|0)+504>>3]=+p[c+728>>3];p[(a+280|0)+512>>3]=+p[c+736>>3];p[(a+280|0)+520>>3]=+p[c+744>>3];p[(a+280|0)+528>>3]=+p[c+752>>3];p[(a+280|0)+536>>3]=+p[c+760>>3];p[(a+280|0)+544>>3]=+p[c+768>>3];p[(a+280|0)+552>>3]=+p[c+776>>3];p[(a+280|0)+560>>3]=+p[c+784>>3];p[(a+280|0)+568>>3]=+p[c+792>>3];p[(a+280|0)+576>>3]=+p[c+800>>3];p[(a+280|0)+584>>3]=+p[c+808>>3];p[(a+280|0)+592>>3]=+p[c+816>>3];p[(a+280|0)+600>>3]=+p[c+824>>3];p[(a+280|0)+608>>3]=+p[c+832>>3];p[(a+280|0)+616>>3]=+p[c+840>>3];p[(a+280|0)+624>>3]=+p[c+848>>3];p[(a+280|0)+632>>3]=+p[c+856>>3];p[(a+280|0)+640>>3]=+p[c+864>>3];p[(a+280|0)+648>>3]=+p[c+872>>3];p[(a+280|0)+656>>3]=+p[c+880>>3];p[(a+280|0)+664>>3]=+p[c+888>>3];p[(a+280|0)+672>>3]=+p[c+896>>3];p[(a+280|0)+680>>3]=+p[c+904>>3];p[(a+280|0)+688>>3]=+p[c+912>>3];f[(a+280|0)+696>>2]=f[c+920>>2];f[(a+280|0)+700>>2]=f[c+924>>2];f[(a+280|0)+704>>2]=f[c+928>>2];f[(a+280|0)+708>>2]=f[c+932>>2];f[(a+280|0)+712>>2]=f[c+936>>2];f[(a+280|0)+716>>2]=f[c+940>>2];f[(a+280|0)+720>>2]=f[c+944>>2];f[(a+280|0)+724>>2]=f[c+948>>2];f[(a+280|0)+728>>2]=f[c+952>>2];f[((a+280|0)+732|0)>>2]=f[(c+956|0)>>2];f[((a+280|0)+732|0)+4>>2]=f[(c+956|0)+4>>2];f[((a+280|0)+732|0)+8>>2]=f[(c+956|0)+8>>2];b[((a+280|0)+732|0)+12>>0]=b[(c+956|0)+12>>0]|0;Fgb(a+152|0,a+64|0,a+40|0);UAa(a+280|0,a+152|0);H=(o|1)<<24>>24==3?4:o;N=f[(f[(R+60|0)>>2]|0)+1912>>2]|0;O=Rhb(N,H,a+280|0,0,l,0,P)|0;n[(a+152|0)>>2]=0.0;n[(a+1168|0)>>2]=0.0;Q8a(R,a+88|0,a+8|0,a+152|0,a+1168|0);Bdb((f[(f[(R+60|0)>>2]|0)+1912>>2]|0)+840|0,0,H,N+324|0,a+280|0,a+8|0,+n[(a+152|0)>>2],+n[(a+1168|0)>>2],P,f[(R+108|0)>>2]|0,Q);O=k<<24>>24==0?O:k}}else i=1}if(i)if(1)O=k}}else U=1}b[m>>0]=O<<24>>24!=0&1;if(O<<24>>24==1){N=(j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&65536;b[m+1>>0]=N>>>16;if(!N){u=a;f[a+2720>>2]=5;break a}}else b[m+1>>0]=1;i=f[(R+60|0)>>2]|0;H=h[(i+77|0)>>0]|h[(i+77|0)+1>>0]<<8;b[(a+1168|0)>>0]=(H&65535)>>>7&1;b[(a+1243|0)>>0]=(H&65535)>>>8&1;b[(a+1242|0)>>0]=(H&65535)>>>9&1;b[(a+1241|0)>>0]=(H&65535)>>>10&1;b[(a+1240|0)>>0]=(H&65535)>>>11&1;g=f[(f[(i+24|0)>>2]|0)+4>>2]|0;f[(a+1160|0)>>2]=0;N=(a+1160|0)+4|0;f[N>>2]=0;do if(((H&65535)>>>8&1)<<24>>24){d=f[i+40>>2]|0;e=f[i+44>>2]|0;if(!e){f[(a+1160|0)>>2]=d;f[N>>2]=e;break}gOb(e);c=f[N>>2]|0;f[(a+1160|0)>>2]=d;f[N>>2]=e;if(c|0)iOb(c)}while(0);E=f[64773]|0;F=f[64775]|0;G=f[64774]|0;H=f[64776]|0;pwb(258928,1,771)|0;I=+n[64765];J=+n[64766];K=+n[64767];M=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);zhb((f[(R+60|0)>>2]|0)+2256|0);D=h[R+225>>0]|0;f[(a+1144|0)>>2]=((D&2)>>>1)+1;f[(a+1144|0)+4>>2]=((D&2)<<1)+4;f[(a+1144|0)+8>>2]=2-(D&1);f[(a+1144|0)+12>>2]=((D&1)<<2^4)+4;f[(a+1108|0)>>2]=R;f[(a+1108|0)+4>>2]=i+24|0;f[(a+1108|0)+8>>2]=a+1160|0;f[(a+1108|0)+12>>2]=a+1144|0;f[(a+1108|0)+16>>2]=a+1168|0;f[(a+1108|0)+20>>2]=a+1243|0;f[(a+1108|0)+24>>2]=a+1242|0;f[(a+1108|0)+28>>2]=a+1240|0;f[(a+1108|0)+32>>2]=a+1241|0;Chb(a+1088|0);do if((j[(R+230|0)>>1]|j[(R+230|0)+2>>1]<<16)&64|0)if(!(qfb((f[(R+60|0)>>2]|0)+3472|0)|0))if((b[(R+226|0)>>0]|0)!=2){z=f[(f[(i+24|0)>>2]|0)+4>>2]|0;d=(f[(R+60|0)>>2]|0)+2256|0;c=uub(z)|0;Bhb(a+280|0,d,c,vub(z)|0);Ehb(a+1088|0,a+280|0)|0;Ghb(a+280|0);z=Hhb(a+1088|0)|0;c=f[64758]|0;d=f[64759]|0;dwb(258928,f[f[z>>2]>>2]|0)|0;z=f[(a+1088|0)>>2]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;Tvb(258928,0,0,f[z+16>>2]|0,f[z+20>>2]|0)|0;Y=+n[64765];X=+n[64766];W=+n[64767];V=+n[64768];mwb(258928,0.0,0.0,0.0,0.0)|0;Vd(16384);R8a(a+1108|0);mwb(258928,Y,X,W,V)|0;Tvb(258928,A,B,C,D)|0;if((c|0)==(d|0)){dwb(258928,c)|0;break}else{ewb(258928,c)|0;fwb(258928,d)|0;break}}while(0);f[(a+1056|0)>>2]=R;f[(a+1056|0)+4>>2]=a+1244|0;f[(a+1056|0)+8>>2]=a+40|0;f[(a+1056|0)+12>>2]=a;f[(a+1056|0)+16>>2]=a+1176|0;f[(a+1056|0)+20>>2]=a+1245|0;f[(a+1056|0)+24>>2]=a+1088|0;f[(a+1056|0)+28>>2]=a+1108|0;if(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0){D=(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0)^1;c=(q|0)!=0;if(c|(b[(R+227|0)>>0]|0)==1|D){S=R+227|0;r=c;T=80}else{tgb((f[(R+60|0)>>2]|0)+2512|0);S8a(a+1056|0)}}else{S=R+227|0;r=(q|0)!=0;T=80}if((T|0)==80){x=f[(R+60|0)>>2]|0;w=f[g+8>>2]|0;v=f[w+16>>2]|0;w=f[w+20>>2]|0;Bhb(a+1032|0,x+2256|0,v,w);y=f[64758]|0;z=f[64759]|0;A=f[64743]|0;B=f[64744]|0;C=f[64745]|0;D=f[64746]|0;xgb(x+2512|0,Hhb(a+1032|0)|0);S8a(a+1056|0);wgb(x+2512|0,i+24|0);if(f[(x+2528|0)>>2]|0)ygb(x+2512|0,x+2528|0,a+1032|0);if(!(Gqb((f[(R+60|0)>>2]|0)+2112|0)|0))Lqb((f[(R+60|0)>>2]|0)+2112|0,a+1176|0,1);if(!(Gqb((f[(R+60|0)>>2]|0)+2044|0)|0))Lqb((f[(R+60|0)>>2]|0)+2044|0,a+1176|0,1);do if(r){ugb(x+2512|0,v,w);ygb(x+2512|0,x+2536|0,a+1032|0);m=f[64770]|0;nwb(258928,0)|0;Vd(1280);o=f[64783]|0;q=f[64784]|0;r=f[64785]|0;s=f[64786]|0;t=b[259211]|0;Jwb(258928,1)|0;kdb((f[(R+60|0)>>2]|0)+112|0);c=f[(R+60|0)>>2]|0;d=f[c+1884>>2]|0;if((d|0)!=(c+1888|0|0)){l=0;do{e=d+24|0;do if(b[d+836>>0]|0){if((f[e>>2]|0)==(f[d+28>>2]|0))break;peb(a+280|0,e);i=f[64743]|0;k=f[64744]|0;e=f[64745]|0;g=f[64746]|0;Tvb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;twb(258928,f[(a+280|0)>>2]|0,f[((a+280|0)+4|0)>>2]|0,f[((a+280|0)+8|0)>>2]|0,f[((a+280|0)+12|0)>>2]|0)|0;if(l)Vd(256);Zdb((f[(R+60|0)>>2]|0)+112|0,0,4,d+840|0,d+40|0,P,f[(R+108|0)>>2]|0,Q);Tvb(258928,i,k,e,g)|0;l=1}while(0);e=f[d+4>>2]|0;do if(!e){e=d+8|0;g=f[e>>2]|0;if((f[g>>2]|0)==(d|0)){d=g;break}do{k=f[e>>2]|0;e=k+8|0;d=f[e>>2]|0}while((f[d>>2]|0)!=(k|0))}else{d=e;while(1){e=f[d>>2]|0;if(!e)break;else d=e}}while(0)}while((d|0)!=(c+1888|0|0));c=f[(R+60|0)>>2]|0}Q=c+189|0;Q=((h[Q>>0]|h[Q+1>>0]<<8)&128)==0;Jwb(258928,t<<24>>24!=0)|0;twb(258928,o,q,r,s)|0;nwb(258928,m)|0;if(Q)break;Bhb(a+280|0,x+2256|0,v,w);xgb(x+2512|0,Hhb(a+280|0)|0);f[(a+152|0)>>2]=0;f[((a+152|0)+4|0)>>2]=0;qgb(x+2548|0,x+2536|0,a+152|0,a+1144|0,x+2256|0,1);c=f[((a+152|0)+4|0)>>2]|0;if(c|0)iOb(c);Ehb(a+1032|0,a+280|0)|0;Ghb(a+280|0)}else vgb(x+2512|0);while(0);Tvb(258928,A,B,C,D)|0;if((y|0)==(z|0))dwb(258928,y)|0;else{ewb(258928,y)|0;fwb(258928,z)|0}if((b[S>>0]|0)==1){S=f[(R+60|0)>>2]|0;if(!(Wgb(S+2260|0,a+1032|0,S+2256|0,heb(S+1916|0)|0)|0))T=111}else T=111;if((T|0)==111)Dfb((f[(R+60|0)>>2]|0)+3452|0,f[(a+1032|0)>>2]|0);Ghb(a+1032|0)}Ahb((f[(R+60|0)>>2]|0)+2256|0);Ghb(a+1088|0);mwb(258928,I,J,K,M)|0;owb(258928,E,F,G,H)|0;c=f[N>>2]|0;if(c|0)iOb(c);u=a;f[a+2720>>2]=5;break a}f[a+1416>>2]=O;f[a+2672>>2]=T;f[a+2688>>2]=U}function zbb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0;C=f[a+1272>>2]|0;v=f[a+1280>>2]|0;B=f[a+1296>>2]|0;s=f[a+1344>>2]|0;i=f[a+1352>>2]|0;z=f[a+1376>>2]|0;e=f[a+1392>>2]|0;q=f[a+1408>>2]|0;D=f[a+1416>>2]|0;r=f[a+1632>>2]|0;c=f[a+1640>>2]|0;A=f[a+1824>>2]|0;y=f[a+2672>>2]|0;E=f[a+2680>>2]|0;if(E){E=0;if(1){o=0;while(1){h=c+24|0;l=c+840|0;_bb(l);if(b[c+836>>0]|0){i=c+28|0;if((f[h>>2]|0)!=(f[i>>2]|0)){peb(a+152|0,h);m=c+40|0;g=JAa(m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0)|0;n[(a+88|0)>>2]=+p[g>>3];n[((a+88|0)+4|0)>>2]=+p[g+8>>3];n[((a+88|0)+8|0)>>2]=+p[g+16>>3];n[((a+88|0)+12|0)>>2]=+p[g+24>>3];n[((a+88|0)+16|0)>>2]=+p[g+32>>3];n[((a+88|0)+20|0)>>2]=+p[g+40>>3];n[((a+88|0)+24|0)>>2]=+p[g+48>>3];n[((a+88|0)+28|0)>>2]=+p[g+56>>3];n[((a+88|0)+32|0)>>2]=+p[g+64>>3];n[((a+88|0)+36|0)>>2]=+p[g+72>>3];n[((a+88|0)+40|0)>>2]=+p[g+80>>3];n[((a+88|0)+44|0)>>2]=+p[g+88>>3];n[((a+88|0)+48|0)>>2]=+p[g+96>>3];n[((a+88|0)+52|0)>>2]=+p[g+104>>3];n[((a+88|0)+56|0)>>2]=+p[g+112>>3];n[((a+88|0)+60|0)>>2]=+p[g+120>>3];g=c+1344|0;f[(a+280|0)>>2]=a+88|0;f[((a+280|0)+4|0)>>2]=g;if(N8a(a+280|0)|0){f[g>>2]=f[(a+88|0)>>2];f[c+1348>>2]=f[((a+88|0)+4|0)>>2];f[c+1352>>2]=f[((a+88|0)+8|0)>>2];f[c+1356>>2]=f[((a+88|0)+12|0)>>2];f[c+1360>>2]=f[((a+88|0)+16|0)>>2];f[c+1364>>2]=f[((a+88|0)+20|0)>>2];f[c+1368>>2]=f[((a+88|0)+24|0)>>2];f[c+1372>>2]=f[((a+88|0)+28|0)>>2];f[c+1376>>2]=f[((a+88|0)+32|0)>>2];f[c+1380>>2]=f[((a+88|0)+36|0)>>2];f[c+1384>>2]=f[((a+88|0)+40|0)>>2];f[c+1388>>2]=f[((a+88|0)+44|0)>>2];f[c+1392>>2]=f[((a+88|0)+48|0)>>2];f[c+1396>>2]=f[((a+88|0)+52|0)>>2];f[c+1400>>2]=f[((a+88|0)+56|0)>>2];f[c+1404>>2]=f[((a+88|0)+60|0)>>2];k=1}else k=0;g=f[h>>2]|0;h=f[i>>2]|0;if((g|0)!=(h|0))do{i=f[g>>2]|0;eLa(i,k,m,f[((a+152|0)+8|0)>>2]|0,f[((a+152|0)+12|0)>>2]|0);lcb(l,C,i,0,0,7,4196130,0,0,A);g=g+4|0}while((g|0)!=(h|0))}}i=(f[l>>2]|0)+o|0;g=f[c+4>>2]|0;if(!g){g=c+8|0;h=f[g>>2]|0;if((f[h>>2]|0)==(c|0))c=h;else do{o=f[g>>2]|0;g=o+8|0;c=f[g>>2]|0}while((f[c>>2]|0)!=(o|0))}else{c=g;while(1){g=f[c>>2]|0;if(!g)break;else c=g}}if((c|0)==(r+1888|0|0))break;else o=i}}else E=1}h=q>>>0>i>>>0?q-i|0:1;c=b[(C+226|0)>>0]|0;if(c<<24>>24==3)y=26;else if((b[C+229>>0]|0)==1)if(Yub()|0)if(avb()|0)y=26;else t=0;else t=0;else t=0;if((y|0)==26){t=f[(C+60|0)>>2]|0;t=(f[t+1896>>2]|0)==(f[t+1900>>2]|0)}l=f[(C+60|0)>>2]|0;l=Rhb(l+1048|0,v,l+224|0,s,h,v<<24>>24==0?0:c<<24>>24==2?2:(t^1)&1,A)|0;g=f[(C+60|0)>>2]|0;Zdb(g,c<<24>>24==2&1,v,g+1372|0,g+224|0,A,f[(C+108|0)>>2]|0,B);g=f[(C+60|0)>>2]|0;k=f[g+1372>>2]|0;k=h-(k>>>0<h>>>0?k:h)|0;c=f[g+1896>>2]|0;h=f[g+1900>>2]|0;a:do if((c|0)!=(h|0))while(1){y=Ohb(g+1048|0,f[c+112>>2]|0)|0;Zdb(c,0,v,y,(f[(C+60|0)>>2]|0)+224|0,A,f[(C+108|0)>>2]|0,B);c=c+120|0;if((c|0)==(h|0))break a;g=f[(C+60|0)>>2]|0}while(0);p[(a+88|0)>>3]=1.0;p[(a+88|0)+8>>3]=1.0;p[(a+88|0)+16>>3]=1.0;c=(a+88|0)+24|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[(a+8|0)>>2]=0;f[(a+8|0)+4>>2]=0;f[(a+8|0)+8>>2]=0;f[(a+8|0)+12>>2]=0;f[(a+8|0)+16>>2]=0;f[(a+8|0)+20>>2]=0;f[(a+8|0)+24>>2]=0;f[(a+8|0)+28>>2]=0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(!(c&2048)){w=c;y=35}else if((b[(C+226|0)>>0]|0)==2){w=c;y=35}else{y=f[(C+60|0)>>2]|0;if((f[y+1896>>2]|0)==(f[y+1900>>2]|0))if(sSa(f[(C+64|0)>>2]|0)|0){w=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;y=35}else{u=C+64|0;y=39}else{w=c;y=35}}if((y|0)==35)if(w&1024|0)if((b[(C+226|0)>>0]|0)!=2){w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(!(sSa(f[(C+64|0)>>2]|0)|0)){u=C+64|0;y=39}}if((y|0)==39){CEa(f[u>>2]|0,a+88|0)|0;O8a(C,a+88|0,a+64|0,a+40|0);I=+p[(a+40|0)>>3];H=+p[(a+40|0)+8>>3];G=+p[(a+40|0)+16>>3];F=-(I*+p[(a+64|0)>>3]+(H*+p[(a+64|0)+8>>3]+G*+p[(a+64|0)+16>>3]));p[(a+8|0)>>3]=I;p[((a+8|0)+8|0)>>3]=H;p[((a+8|0)+16|0)>>3]=G;p[((a+8|0)+24|0)>>3]=F}b[(a+1245|0)>>0]=0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&2048))y=54;else if((b[(C+226|0)>>0]|0)==2)y=54;else{w=f[(C+60|0)>>2]|0;if((f[w+1896>>2]|0)==(f[w+1900>>2]|0))if(sSa(f[C+64>>2]|0)|0)y=54;else{do if(!k){c=1;e=0}else{if(!(v<<24>>24))if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&4096)){c=1;e=k;break}z=P8a(C,a+88|0,a+64|0,a+40|0)|0;c=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16;if(z){d[(C+230|0)>>1]=c|16384;d[(C+230|0)+2>>1]=(c|16384)>>>16;c=c|16384}e=c&16384|0?1:4;g=f[(f[(C+60|0)>>2]|0)+1908>>2]|0;c=Rhb(g,e,g+1e3|0,0,k,0,A)|0;if(!((j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&16384)){if(f[(g+324|0)>>2]|0)y=51}else y=51;if((y|0)==51)b[(a+1245|0)>>0]=1;u=f[C+368>>2]|0;v=f[64743]|0;w=f[64744]|0;x=f[64745]|0;z=f[64746]|0;Tvb(258928,0,0,u,u)|0;Zdb((f[(f[(C+60|0)>>2]|0)+1908>>2]|0)+840|0,0,e,g+324|0,g+1e3|0,A,f[(C+108|0)>>2]|0,B);e=(j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16)&-16385;d[(C+230|0)>>1]=e;d[(C+230|0)+2>>1]=e>>>16;e=f[(g+324|0)>>2]|0;Tvb(258928,v,w,x,z)|0;e=k-(e>>>0<k>>>0?e:k)|0}while(0);z=l<<24>>24==0?c:l;x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16}else y=54}if((y|0)==54){Qgb((f[(C+60|0)>>2]|0)+3624|0);x=j[(C+230|0)>>1]|j[(C+230|0)+2>>1]<<16|24576;d[(C+230|0)>>1]=x;d[(C+230|0)+2>>1]=x>>>16;z=l;e=k}b[(a+1244|0)>>0]=0;c=1;if(c){c=0;if(!(x&1024))D=z;else c=1}f[a+1352>>2]=i;f[a+1376>>2]=z;f[a+1392>>2]=e;f[a+1416>>2]=D;f[a+2672>>2]=y;f[a+2680>>2]=E;f[a+2688>>2]=c}
+function PBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0,w=0.0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0,S=0,T=0;R=0;S=u;u=u+2048|0;Vib(S+152|0,f[a>>2]|0,0,c,S+192|0);w=+p[(S+192|0)>>3];z=+p[(S+192|0)+8>>3];A=+p[(S+192|0)+16>>3];B=+p[(S+192|0)+32>>3];C=+p[(S+192|0)+40>>3];D=+p[(S+192|0)+48>>3];E=+p[(S+192|0)+64>>3];F=+p[(S+192|0)+72>>3];G=+p[(S+192|0)+80>>3];H=1.0/(w*(C*G-D*F)+(A*(B*F-C*E)+z*(D*E-B*G)));I=(C*G-D*F)*H;J=(D*E-B*G)*H;K=(B*F-C*E)*H;M=+p[(S+192|0)+96>>3];N=+p[(S+192|0)+104>>3];O=+p[(S+192|0)+112>>3];P=-(N*((w*G-A*E)*H))-M*((A*F-z*G)*H)-O*((z*E-w*F)*H);Q=-(N*((A*B-w*D)*H))-M*((z*D-A*C)*H)-O*((w*C-z*B)*H);d=(f[c+4>>2]|0)+44|0;jEa(S+424|0,f[d>>2]|0);b[(S+508|0)>>0]=(f[(f[d>>2]|0)+52>>2]|0)>>>16&1;d=f[(a+1064|0)>>2]|0;v=f[(a+1068|0)>>2]|0;if((d|0)!=(v|0)){x=(S+368|0)+4|0;y=(S+368|0)+8|0;do{e=f[d>>2]|0;t=f[d+4>>2]|0;a:do if((e|0)!=(t|0)){i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3];g=2;h=e;do{s=+p[h+24>>3]+(i*+p[h>>3]+(j*+p[h+8>>3]+k*+p[h+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;h=h+32|0}while((h|0)!=(t|0));if((g|0)==1)while(1){m=+p[e>>3];g=e+8|0;o=+p[g>>3];h=e+16|0;q=+p[h>>3];r=e+24|0;s=+p[r>>3];k=s+(m*i+(o*j+q*k));if(!(k*k>=l)){p[(S+48|0)>>3]=m;p[((S+48|0)+8|0)>>3]=o;p[((S+48|0)+16|0)>>3]=q;p[((S+48|0)+24|0)>>3]=s;p[((S+48|0)+32|0)>>3]=m*-s;p[((S+48|0)+40|0)>>3]=o*-s;p[((S+48|0)+48|0)>>3]=q*-s;l=!(o*o+q*q+0.0>=.001)?-q:0.0;k=!(o*o+q*q+0.0>=.001)?0.0:q;j=!(o*o+q*q+0.0>=.001)?m:-o;s=+L(+(l*l+(k*k+j*j)));p[((S+48|0)+56|0)>>3]=l/s;p[((S+48|0)+64|0)>>3]=k/s;p[((S+48|0)+72|0)>>3]=j/s;p[((S+48|0)+80|0)>>3]=o*(j/s)-q*(k/s);p[((S+48|0)+88|0)>>3]=q*(l/s)-m*(j/s);p[((S+48|0)+96|0)>>3]=m*(k/s)-o*(l/s);rEa(S+408|0,S+424|0);T=uEa(S+408|0)|0;f[(S+384|0)>>2]=S+408|0;f[((S+384|0)+4|0)>>2]=a;f[((S+384|0)+8|0)>>2]=S+192|0;f[((S+384|0)+12|0)>>2]=e;f[((S+384|0)+16|0)>>2]=S+48|0;f[((S+384|0)+20|0)>>2]=S+508|0;b:do if(T)while(1){T=wEa(S+408|0)|0;m=+n[T+4>>2];q=+n[T+8>>2];l=+n[T+12>>2];o=+n[T+16>>2];k=+n[T+20>>2];p[S>>3]=+n[T>>2];p[(S+8|0)>>3]=m;p[(S+16|0)>>3]=q;p[(S+24|0)>>3]=l;p[(S+32|0)>>3]=o;p[(S+40|0)>>3]=k;UBa(S+320|0,S,S+192|0);k=+p[(S+320|0)>>3];o=(+p[((S+320|0)+24|0)>>3]-k)*.5;l=+p[((S+320|0)+8|0)>>3];q=(+p[((S+320|0)+32|0)>>3]-l)*.5;m=+p[((S+320|0)+16|0)>>3];s=(+p[((S+320|0)+40|0)>>3]-m)*.5;m=+p[r>>3]+((k+o)*+p[e>>3]+((l+q)*+p[g>>3]+(m+s)*+p[h>>3]));if(!(m*m>=o*o+(q*q+s*s)))TBa(S+384|0);if(!(uEa(S+408|0)|0))break b;vEa(S+408|0)}else TBa(S+384|0);while(0);n[S>>2]=+p[e>>3];n[(S+4|0)>>2]=+p[g>>3];n[(S+8|0)>>2]=+p[h>>3];VBa(a,S,S+48|0);g=f[(a+1064|0)>>2]|0;if(((f[(a+1068|0)>>2]|0)-g|0)==16){if(((f[g+4>>2]|0)-(f[g>>2]|0)|0)!=32)R=29}else R=29;if((R|0)==29){R=0;WBa(a,d);XBa(a,e,d)}o=+n[S>>2];q=+n[(S+4|0)>>2];s=+n[(S+8|0)>>2];n[(S+368|0)>>2]=o*w+q*z+s*A;n[x>>2]=o*B+q*C+s*D;n[y>>2]=o*E+q*F+s*G;r=f[(a+1144|0)>>2]|0;T=(f[(a+1148|0)>>2]|0)-r|0;f[S+528>>2]=a;n[S+688>>2]=w;f[S+696>>2]=x;f[S+704>>2]=y;n[S+712>>2]=z;n[S+720>>2]=A;n[S+768>>2]=B;n[S+816>>2]=C;n[S+864>>2]=D;n[S+936>>2]=E;n[S+952>>2]=F;n[S+1008>>2]=G;f[S+1112>>2]=r;f[S+1120>>2]=T;n[S+1360>>2]=H;n[S+1368>>2]=I;n[S+1392>>2]=J;n[S+1464>>2]=K;n[S+1920>>2]=M;n[S+1928>>2]=N;n[S+1936>>2]=O;n[S+1944>>2]=P;n[S+1952>>2]=Q;f[S+1976>>2]=R;f[S+1984>>2]=0;f[S+1988>>2]=0;gFa(S);R=f[S+1976>>2]|0}e=e+32|0;if((e|0)==(t|0))break a;i=+p[(S+152|0)>>3];j=+p[((S+152|0)+8|0)>>3];k=+p[((S+152|0)+16|0)>>3];l=+p[((S+152|0)+24|0)>>3]}}while(0);d=d+16|0}while((d|0)!=(v|0))}QBa(a,c);d=f[(S+424|0)+60>>2]|0;if(d|0)RBa(d,(S+424|0)+48|0);d=f[((S+424|0)+48|0)>>2]|0;if(d|0){e=f[((S+424|0)+52|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+52|0)>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[(S+424|0)+44>>2]|0;if(d|0)SBa(d,(S+424|0)+32|0);d=f[((S+424|0)+32|0)>>2]|0;if(!d){u=S;return}e=f[((S+424|0)+36|0)>>2]|0;if((e|0)!=(d|0))f[((S+424|0)+36|0)>>2]=e+(~((e+-2-d|0)>>>1)<<1);sOb(d);u=S;return}function QBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;if(!(f[a+12>>2]|0)){c=f[a+1216>>2]|0;d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}if(!(f[a+4>>2]|0)){c=f[a+1204>>2]|0;d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2)}q=a+1216|0;r=a+1220|0;if((f[q>>2]|0)==(f[r>>2]|0))if((f[a+1204>>2]|0)==(f[a+1208>>2]|0)){u=w;return}s=a+1204|0;LDa(v,f[a>>2]|0,b,q,s);jJa(b,v);U8a(AQa(f[a>>2]|0)|0,b,0,0);p=a+1340|0;j=b;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+1344|0;l=f[k>>2]|0;m=(l|0)==0;a:do if(m){c=0;t=25}else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(!d)t=25;else{if(e)while(1){d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0))){t=25;break a}if((f[d+8>>2]|0)==(b|0))break a}do{d=f[d>>2]|0;if(!d){t=25;break a}e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0)){t=25;break a}}}while((f[d+8>>2]|0)!=(b|0))}}while(0);if((t|0)==25){b=pOb(12)|0;f[b+8>>2]=j;f[b+4>>2]=o;f[b>>2]=0;i=a+1352|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+1356>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+1348|0;f[b>>2]=f[c>>2];f[c>>2]=b;f[d>>2]=c;c=f[b>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;t=38}}else{f[b>>2]=f[c>>2];t=38}if((t|0)==38)f[c>>2]=b;f[i>>2]=(f[i>>2]|0)+1}c=f[q>>2]|0;d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=f[s>>2]|0;c=a+1208|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);c=f[v+4>>2]|0;if(c|0)iOb(c);u=w;return}function RBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}a=f[64648]|0;if(a>>>0<(f[64649]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64648]=a+12;return}else{VCa(258588,c);return}}function SBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-2-a|0)>>>1)<<1);if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}a=f[64645]|0;if(a>>>0<(f[64646]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64645]=a+12;return}else{UCa(258576,c);return}}function TBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0.0,P=0,Q=0.0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;E=u;u=u+80|0;n=E;C=f[a+4>>2]|0;D=C+1076|0;nEa(f[a>>2]|0,D);c=f[D>>2]|0;B=(f[C+1080>>2]|0)-c|0;o=(B|0)/24|0;if(!B){u=E;return}q=n+8|0;r=n+16|0;s=n+24|0;t=n+32|0;v=n+40|0;w=n+48|0;x=n+56|0;y=n+64|0;z=a+8|0;A=a+12|0;B=a+16|0;d=a+20|0;e=n+8|0;g=n+16|0;h=n+24|0;i=n+32|0;j=n+40|0;k=n+48|0;l=n+56|0;m=n+64|0;a=0;while(1){aa=+p[c+(a*24|0)>>3];p[n>>3]=aa;$=+p[c+(a*24|0)+8>>3];p[q>>3]=$;_=+p[c+(a*24|0)+16>>3];p[r>>3]=_;M=a+1|0;Y=+p[c+(M*24|0)>>3];p[s>>3]=Y;W=+p[c+(M*24|0)+8>>3];p[t>>3]=W;V=+p[c+(M*24|0)+16>>3];p[v>>3]=V;M=a+2|0;L=+p[c+(M*24|0)>>3];p[w>>3]=L;K=+p[c+(M*24|0)+8>>3];p[x>>3]=K;I=+p[c+(M*24|0)+16>>3];p[y>>3]=I;M=f[z>>2]|0;c=M+32|0;X=+p[c>>3];J=+p[M+64>>3];S=M+8|0;R=M+40|0;U=+p[R>>3];Q=+p[M+72>>3];P=M+16|0;O=+p[M+48>>3];N=+p[M+80>>3];H=+p[M+96>>3];G=+p[M+104>>3];Z=aa*+p[S>>3]+$*U+_*Q+G;F=+p[M+112>>3];T=aa*+p[P>>3]+$*O+_*N+F;p[n>>3]=+p[M>>3]*aa+X*$+J*_+H;p[e>>3]=Z;p[g>>3]=T;U=Y*+p[S>>3]+W*U+V*Q+G;T=Y*+p[P>>3]+W*O+V*N+F;p[h>>3]=+p[M>>3]*Y+X*W+J*V+H;p[i>>3]=U;p[j>>3]=T;G=L*+p[S>>3]+K*+p[R>>3]+I*Q+G;F=L*+p[P>>3]+K*O+I*N+F;p[k>>3]=+p[M>>3]*L+ +p[c>>3]*K+J*I+H;p[l>>3]=G;p[m>>3]=F;OCa(C,f[A>>2]|0,f[B>>2]|0,n,(b[f[d>>2]>>0]|0)!=0);a=a+3|0;if(a>>>0>=o>>>0)break;c=f[D>>2]|0}u=E;return}function UBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0,M=0,N=0.0;G=u;u=u+240|0;e=G+40|0;C=G;J=+p[b>>3];K=+p[b+8>>3];d=+p[b+16>>3];p[e>>3]=J;D=e+8|0;p[D>>3]=K;E=e+16|0;p[E>>3]=d;I=+p[b+24>>3];p[e+24>>3]=I;p[e+32>>3]=K;p[e+40>>3]=d;H=+p[b+32>>3];p[e+48>>3]=J;p[e+56>>3]=H;p[e+64>>3]=d;p[e+72>>3]=I;p[e+80>>3]=H;p[e+88>>3]=d;d=+p[b+40>>3];p[e+96>>3]=J;p[e+104>>3]=K;p[e+112>>3]=d;p[e+120>>3]=I;p[e+128>>3]=K;p[e+136>>3]=d;p[e+144>>3]=J;p[e+152>>3]=H;p[e+160>>3]=d;p[e+168>>3]=I;p[e+176>>3]=H;p[e+184>>3]=d;g=e+192|0;h=c+32|0;i=c+64|0;j=c+8|0;k=c+40|0;l=c+72|0;m=c+16|0;n=c+48|0;o=c+80|0;q=c+24|0;r=c+56|0;s=c+88|0;t=C+8|0;v=C+16|0;w=C+24|0;x=c+96|0;y=c+104|0;z=c+112|0;A=c+120|0;B=C+32|0;b=e;do{N=+p[b>>3];M=b+8|0;d=+p[M>>3];L=b+16|0;J=+p[L>>3];K=N*+p[j>>3]+d*+p[k>>3]+J*+p[l>>3];H=N*+p[m>>3]+d*+p[n>>3]+J*+p[o>>3];I=N*+p[q>>3]+d*+p[r>>3]+J*+p[s>>3];J=+p[c>>3]*N+ +p[h>>3]*d+ +p[i>>3]*J+ +p[x>>3];p[C>>3]=J;K=K+ +p[y>>3];p[t>>3]=K;p[v>>3]=H+ +p[z>>3];p[w>>3]=I+ +p[A>>3];f[B>>2]=0;p[b>>3]=J;p[M>>3]=K;p[L>>3]=+p[v>>3];b=b+24|0}while((b|0)!=(g|0));l=e+168|0;m=a+24|0;K=+p[e>>3];p[m>>3]=K;N=+p[D>>3];k=a+32|0;p[k>>3]=N;d=+p[E>>3];h=a+40|0;p[h>>3]=d;p[a>>3]=K;i=a+8|0;p[i>>3]=N;j=a+16|0;b=a;a:while(1){p[b+16>>3]=d;while(1){if((e|0)==(l|0))break a;g=e+24|0;d=+p[g>>3];if(d<+p[a>>3]){b=a;F=7}else if(d>+p[m>>3]){b=m;F=7}if((F|0)==7){F=0;p[b>>3]=d}d=+p[e+32>>3];if(d<+p[i>>3]){b=a;F=10}else if(d>+p[k>>3]){b=m;F=10}if((F|0)==10){F=0;p[b+8>>3]=d}d=+p[e+40>>3];if(d<+p[j>>3]){e=g;b=a;continue a}if(d>+p[h>>3]){e=g;b=m;continue a}else e=g}}u=G;return}function VBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;t=0;z=u;u=u+2800|0;if((f[(a+1120|0)>>2]|0)==(f[a+1124>>2]|0)){u=z;return}e=(f[a+1092>>2]|0)-(f[a+1088>>2]|0)>>4;if(e>>>0<3){u=z;return}aBa(z+304|0,f[64606]|0);y=(z+304|0)+4|0;h=f[y>>2]|0;i=f[(z+304|0)>>2]|0;f[z+432>>2]=a;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+976>>2]=x;f[z+1112>>2]=e;f[z+1168>>2]=y;f[z+1200>>2]=h;f[z+1224>>2]=i;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+2664>>2]=t;f[z+2680>>2]=0;f[z+2684>>2]=0;iFa(z);j=f[z+640>>2]|0;k=f[z+872>>2]|0;w=f[z+880>>2]|0;v=f[z+888>>2]|0;x=f[z+976>>2]|0;l=f[z+1296>>2]|0;m=f[z+1304>>2]|0;o=f[z+1312>>2]|0;q=f[z+1320>>2]|0;r=f[z+1328>>2]|0;s=f[z+1336>>2]|0;t=f[z+2664>>2]|0;a:do if((f[k>>2]|0)!=1){b:while(1){aBa(z+320|0,f[64606]|0);fCa((z+320|0)+16|0,f[64606]|0);aBa(z+32|0,f[64606]|0);g=(f[k>>2]|0)-(f[l>>2]|0)|0;h=f[m>>2]|0;i=f[(z+32|0)>>2]|0;if(g>>>0>h-i>>2>>>0){eCa(z+32|0,g-(h-i>>2)|0);e=f[(z+32|0)>>2]|0;h=f[m>>2]|0}else if(g>>>0<h-i>>2>>>0)if((i+(g<<2)|0|0)==(h|0))e=i;else{f[m>>2]=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0;e=i;h=h+(~((h+-4-(i+(g<<2)|0)|0)>>>2)<<2)|0}else e=i;if((e|0)!=(h|0)){g=f[l>>2]|0;while(1){f[e>>2]=g;e=e+4|0;if((e|0)==(h|0))break;else g=g+1|0}}mCa(z,z+132|0,z+32|0);e=f[o>>2]|0;if(e|0)tBa(e,z+320|0);e=f[(z+320|0)>>2]|0;if(e|0){g=f[j>>2]|0;if((g|0)!=(e|0))f[j>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);f[((z+320|0)+8|0)>>2]=0;f[j>>2]=0;f[(z+320|0)>>2]=0}f[(z+320|0)>>2]=f[z>>2];f[j>>2]=f[(z+4|0)>>2];f[((z+320|0)+8|0)>>2]=f[(z+8|0)>>2];f[(z+8|0)>>2]=0;f[(z+4|0)>>2]=0;f[z>>2]=0;f[o>>2]=f[(z+12|0)>>2];f[(z+12|0)>>2]=0;nCa((z+320|0)+16|0,z+16|0);oCa(z+16|0);e=f[(z+12|0)>>2]|0;if(e|0)tBa(e,z);e=f[z>>2]|0;if(e|0){g=f[(z+4|0)>>2]|0;if((g|0)!=(e|0))f[(z+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+352|0)>>2]=z+320|0;f[((z+352|0)+4|0)>>2]=(z+320|0)+16|0;f[((z+352|0)+8|0)>>2]=0;aBa((z+352|0)+12|0,f[64606]|0);e=f[64606]|0;do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);i=f[64633]|0;f[z+640>>2]=j;f[z+872>>2]=k;f[z+880>>2]=w;f[z+888>>2]=v;f[z+1296>>2]=l;f[z+1304>>2]=m;f[z+1312>>2]=o;f[z+1320>>2]=q;f[z+1328>>2]=r;f[z+1336>>2]=s;f[z+1440>>2]=e;f[z+1448>>2]=i;f[z+2664>>2]=t;f[z+2672>>2]=0;f[z+2676>>2]=0;hFa(z);t=f[z+2664>>2]|0;G=f[z+2672>>2]|0;D=f[z+2676>>2]|0;H=+n[z+2676>>2];f[z+2672>>2]=0;f[z+2676>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b;case 6:break a}}if((t|0)==117)AMb(q);else if((t|0)==120)vd();else if((t|0)==145)AMb(258528);else if((t|0)==148)vd()}while(0);f[(z+240|0)>>2]=f[((z+132|0)+88|0)>>2];f[((z+240|0)+4|0)>>2]=f[((z+132|0)+92|0)>>2];f[(z+240|0)+8>>2]=f[((z+132|0)+96|0)>>2];f[((z+132|0)+96|0)>>2]=0;f[((z+132|0)+92|0)>>2]=0;f[((z+132|0)+88|0)>>2]=0;f[(z+240|0)+12>>2]=f[((z+132|0)+100|0)>>2];f[((z+132|0)+100|0)>>2]=0;oCa((z+132|0)+88|0);e=f[(z+132|0)+84>>2]|0;if(e|0)tBa(e,(z+132|0)+72|0);e=f[((z+132|0)+72|0)>>2]|0;if(e|0){g=f[((z+132|0)+76|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+76|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}e=f[((z+132|0)+68|0)>>2]|0;if(e|0)rCa(e,v);e=f[v>>2]|0;if(e|0)sOb(e);e=f[(z+132|0)+52>>2]|0;if(e|0)sCa(e,w);e=f[w>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0)){do{i=g+-24|0;f[x>>2]=i;h=f[g+-4>>2]|0;if(h|0)jCa(h,i);g=f[g+-16>>2]|0;if(g|0)do{v=g;g=f[g>>2]|0;sOb(v)}while((g|0)!=0);g=f[i>>2]|0;f[i>>2]=0;if(g|0)sOb(g);g=f[x>>2]|0}while((g|0)!=(e|0));e=f[w>>2]|0}sOb(e)}oCa((z+132|0)+16|0);e=f[((z+132|0)+12|0)>>2]|0;if(e|0)tBa(e,z+132|0);e=f[(z+132|0)>>2]|0;if(e|0){g=f[((z+132|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+132|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}f[(z+32|0)>>2]=-1;WAa((z+32|0)+4|0,f[64605]|0);$Aa((z+32|0)+20|0,f[64607]|0);aBa((z+32|0)+36|0,f[64607]|0);bBa((z+32|0)+52|0,f[64607]|0);cBa((z+32|0)+68|0,f[64607]|0);dBa((z+32|0)+84|0,f[64607]|0);e=f[(z+240|0)>>2]|0;l=f[((z+240|0)+4|0)>>2]|0;if((e|0)!=(l|0))do{j=f[e>>2]|0;k=(f[e+4>>2]|0)-j>>2;g=f[(a+1132|0)>>2]|0;h=f[(a+1136|0)>>2]|0;if((h|0)==(g|0))i=g;else{f[(a+1136|0)>>2]=h+(~((h+-16-g|0)>>>4)<<4)|0;i=h+(~((h+-16-g|0)>>>4)<<4)|0}if(!(k+-1|0))g=i;else{g=0;h=j;j=i;while(1){h=f[h+(g<<2)>>2]|0;i=f[(a+1088|0)>>2]|0;if((j|0)==(f[(a+1140|0)>>2]|0))iBa(a+1132|0,i+(h<<4)|0);else{p[j>>3]=+p[(i+(h<<4)|0)>>3];p[j+8>>3]=+p[i+(h<<4)+8>>3];f[(a+1136|0)>>2]=j+16}g=g+1|0;if((g|0)==(k+-1|0|0))break;h=f[e>>2]|0;j=f[(a+1136|0)>>2]|0}g=f[(a+1136|0)>>2]|0}eBa(z+32|0,g+(1-k<<4)|0,k+-1|0);e=e+16|0}while((e|0)!=(l|0));e=f[((z+32|0)+68|0)>>2]|0;g=f[((z+32|0)+72|0)>>2]|0;if((g|0)!=(e|0))f[((z+32|0)+72|0)>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);i=f[((z+32|0)+84|0)>>2]|0;e=f[((z+32|0)+88|0)>>2]|0;if((e|0)==(i|0))g=i;else{f[((z+32|0)+88|0)>>2]=e+(~((e+-4-i|0)>>>2)<<2)|0;g=e+(~((e+-4-i|0)>>>2)<<2)|0}e=f[(z+32|0)+4>>2]|0;h=f[(z+32|0)+8>>2]|0;if((e|0)==(h|0)){h=i;e=i}else{do{mBa(z+32|0,d,e,0,a+1156|0);e=e+20|0}while((e|0)!=(h|0));e=f[((z+32|0)+84|0)>>2]|0;g=f[((z+32|0)+88|0)>>2]|0;h=e}if((h|0)!=(g|0))h8a(f[((z+32|0)+68|0)>>2]|0,h,g-e>>2,c,2,a+1156|0)|0;vCa(z+32|0);oCa(z+240|0);oCa((z+256|0)+16|0);e=f[((z+256|0)+12|0)>>2]|0;if(e|0)tBa(e,z+256|0);e=f[(z+256|0)>>2]|0;if(e|0){g=f[((z+256|0)+4|0)>>2]|0;if((g|0)!=(e|0))f[((z+256|0)+4|0)>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}oCa(z+288|0);e=f[((z+304|0)+12|0)>>2]|0;if(e|0)tBa(e,z+304|0);e=f[(z+304|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e)}u=z;return}function WBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+112|0;h=s+108|0;n=s;o=s+104|0;p=s+100|0;q=s+96|0;r=a+1168|0;c=f[a+1064>>2]|0;j=f[a+1068>>2]|0;if((c|0)==(j|0)){u=s;return}k=a+1144|0;l=a+1148|0;i=a+1152|0;m=a+1172|0;e=a+1176|0;g=b+4|0;a=f[k>>2]|0;d=f[l>>2]|0;do{t=d-a|0;d=a+(((t|0)/24|0)*24|0)|0;a:do if(t|0){if((c|0)!=(b|0))while(1){t=dCa(c,a,n)|0;f[q>>2]=f[m>>2];f[h>>2]=f[q>>2];YBa(r,h,n,n+((t<<1)*24|0)|0)|0;a=a+48|0;if((a|0)==(d|0))break a}do do if(((f[g>>2]|0)-(f[b>>2]|0)|0)==32){f[o>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[o>>2];YBa(r,h,a,t)|0;a=t}else if(zib(b,a)|0){f[p>>2]=f[m>>2];t=a+48|0;f[h>>2]=f[p>>2];YBa(r,h,a,t)|0;a=t;break}else{a=a+48|0;break}while(0);while((a|0)!=(d|0))}while(0);a=f[k>>2]|0;if(a|0){d=f[l>>2]|0;if((d|0)!=(a|0))f[l>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[i>>2]=0;f[l>>2]=0;f[k>>2]=0}a=f[r>>2]|0;f[k>>2]=a;d=f[m>>2]|0;f[l>>2]=d;f[i>>2]=f[e>>2];f[e>>2]=0;f[m>>2]=0;f[r>>2]=0;c=c+16|0}while((c|0)!=(j|0));u=s;return}function XBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;A=u;u=u+400|0;j=A+388|0;i=A+384|0;h=A+380|0;s=A;t=A+376|0;v=A+372|0;w=A+368|0;x=A+364|0;y=A+360|0;z=a+1180|0;l=a+1192|0;d=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((d|0)==(m|0)){u=A;return}n=a+1156|0;o=a+1160|0;k=a+1164|0;p=a+1184|0;q=a+1188|0;r=c+4|0;g=a+1196|0;a=f[n>>2]|0;e=f[o>>2]|0;do{B=e-a|0;e=a+(((B|0)/24|0)*24|0)|0;a:do if(B|0){if((d|0)!=(c|0))while(1){_Ba(d,a,b,l,1);f[w>>2]=f[p>>2];f[x>>2]=f[l>>2];f[y>>2]=f[g>>2];f[h>>2]=f[w>>2];f[i>>2]=f[x>>2];f[j>>2]=f[y>>2];$Ba(z,h,i,j)|0;a=a+72|0;if((a|0)==(e|0))break a}do if(((f[r>>2]|0)-(f[c>>2]|0)|0)==32){f[t>>2]=f[p>>2];B=a+72|0;f[j>>2]=f[t>>2];ZBa(z,j,a,B)|0;a=B}else{B=Aib(c,a,b,s)|0;f[v>>2]=f[p>>2];f[j>>2]=f[v>>2];YBa(z,j,s,s+(B*24|0)|0)|0;a=a+72|0}while((a|0)!=(e|0))}while(0);a=f[n>>2]|0;if(a|0){e=f[o>>2]|0;if((e|0)!=(a|0))f[o>>2]=e+(~(((e+-24-a|0)>>>0)/24|0)*24|0);sOb(a);f[k>>2]=0;f[o>>2]=0;f[n>>2]=0}a=f[z>>2]|0;f[n>>2]=a;e=f[p>>2]|0;f[o>>2]=e;f[k>>2]=f[q>>2];f[q>>2]=0;f[p>>2]=0;f[z>>2]=0;d=d+16|0}while((d|0)!=(m|0));u=A;return}function YBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function ZBa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0;m=f[a>>2]|0;h=m;k=(f[b>>2]|0)-h|0;b=m+(((k|0)/24|0)*24|0)|0;o=d-c|0;j=(o|0)/24|0;if((o|0)<=0){o=b;return o|0}l=a+8|0;g=f[l>>2]|0;o=a+4|0;n=f[o>>2]|0;e=n;if((j|0)<=((g-e|0)/24|0|0)){i=e-b|0;e=(i|0)/24|0;if((j|0)>(e|0)){h=c+(e*24|0)|0;if((h|0)==(d|0))e=n;else{g=h;e=n;do{p[e>>3]=+p[g>>3];p[e+8>>3]=+p[g+8>>3];p[e+16>>3]=+p[g+16>>3];g=g+24|0;e=e+24|0}while((g|0)!=(d|0));f[o>>2]=e}if((i|0)>0)d=h;else{o=b;return o|0}}else e=n;i=e-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<n>>>0){h=g;j=e;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[o>>2]|0)+24|0;f[o>>2]=j}while(h>>>0<n>>>0)}if(i|0)do{n=g;g=g+-24|0;o=e;e=e+-24|0;q=+p[g>>3];p[g>>3]=+p[e>>3];p[e>>3]=q;a=n+-16|0;q=+p[a>>3];m=o+-16|0;p[a>>3]=+p[m>>3];p[m>>3]=q;n=n+-8|0;q=+p[n>>3];o=o+-8|0;p[n>>3]=+p[o>>3];p[o>>3]=q}while((g|0)!=(b|0));if((d|0)==(c|0)){o=b;return o|0}else e=b;while(1){p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(d|0))break;else e=e+24|0}return b|0}e=((e-h|0)/24|0)+j|0;if(e>>>0>178956970)AMb(a);j=(g-h|0)/24|0;g=j<<1;g=j>>>0<89478485?(g>>>0<e>>>0?e:g):178956970;e=(k|0)/24|0;do if(!g)i=0;else if(g>>>0>178956970)vd();else{i=pOb(g*24|0)|0;break}while(0);j=i+(e*24|0)|0;h=i+(g*24|0)|0;if((c|0)==(d|0))e=j;else{e=j;do{p[e>>3]=+p[c>>3];p[e+8>>3]=+p[c+8>>3];p[e+16>>3]=+p[c+16>>3];e=e+24|0;c=c+24|0}while((c|0)!=(d|0))}if(!k)c=j;else{g=b;c=j;do{k=g;g=g+-24|0;p[c+-24>>3]=+p[g>>3];p[c+-16>>3]=+p[k+-16>>3];p[c+-8>>3]=+p[k+-8>>3];c=c+-24|0}while((g|0)!=(m|0))}if((n|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(n|0));b=e}f[a>>2]=c;f[o>>2]=b;f[l>>2]=h;if(!m){o=j;return o|0}sOb(m);o=j;return o|0}function _Ba(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;if(e){c=f[d>>2]|0;e=d+4|0;g=f[e>>2]|0;if((g|0)==(c|0))k=e;else{f[e>>2]=g+(~(((g+-24-c|0)>>>0)/24|0)*24|0);k=e}}else k=d+4|0;j=f[a>>2]|0;e=j;if(((f[a+4>>2]|0)-j|0)!=32){c=f[k>>2]|0;h=d+8|0;e=f[h>>2]|0;if(c>>>0<e>>>0){p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];g=c+24|0;f[k>>2]=g}else{oBa(d,b);g=f[k>>2]|0;e=f[h>>2]|0}c=b+24|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+32>>3];p[g+16>>3]=+p[b+40>>3];g=g+24|0;f[k>>2]=g}else{oBa(d,c);g=f[k>>2]|0;e=f[h>>2]|0}c=b+48|0;if(g>>>0<e>>>0){p[g>>3]=+p[c>>3];p[g+8>>3]=+p[b+56>>3];p[g+16>>3]=+p[b+64>>3];f[k>>2]=g+24;return}else{oBa(d,c);return}}j=f[k>>2]|0;c=f[d>>2]|0;g=j-c|0;h=(g|0)/24|0;i=c;if(h>>>0<6){aCa(d,6-h|0);e=f[a>>2]|0;c=f[d>>2]|0}else if((g|0)!=144){g=i+144|0;if((g|0)!=(j|0))f[k>>2]=j+(~(((j+-24-g|0)>>>0)/24|0)*24|0)}c=bCa(e,b,c)|0;h=f[k>>2]|0;e=f[d>>2]|0;g=(h-e|0)/24|0;if(c>>>0>g>>>0){aCa(d,c-g|0);return}if(c>>>0>=g>>>0)return;c=e+(c*24|0)|0;if((c|0)==(h|0))return;f[k>>2]=h+(~(((h+-24-c|0)>>>0)/24|0)*24|0);return}function $Ba(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0;n=f[a>>2]|0;h=n;k=(f[b>>2]|0)-h|0;b=n+(((k|0)/24|0)*24|0)|0;c=f[c>>2]|0;e=f[d>>2]|0;q=e-c|0;j=(q|0)/24|0;l=e;if((q|0)<=0){q=b;return q|0}m=a+8|0;g=f[m>>2]|0;q=a+4|0;o=f[q>>2]|0;d=o;if((j|0)<=((g-d|0)/24|0|0)){h=d-b|0;d=(h|0)/24|0;if((j|0)>(d|0)){d=c+(d*24|0)|0;e=d;if((d|0)==(l|0))d=o;else{g=d;d=o;do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(l|0));f[q>>2]=d}if((h|0)<=0){q=b;return q|0}}else d=o;i=d-(b+(j*24|0))|0;g=b+(((i|0)/24|0)*24|0)|0;if(g>>>0<o>>>0){h=g;j=d;do{f[j>>2]=f[h>>2];f[j+4>>2]=f[h+4>>2];f[j+8>>2]=f[h+8>>2];f[j+12>>2]=f[h+12>>2];f[j+16>>2]=f[h+16>>2];f[j+20>>2]=f[h+20>>2];p[j>>3]=+p[h>>3];p[j+8>>3]=+p[h+8>>3];p[j+16>>3]=+p[h+16>>3];h=h+24|0;j=(f[q>>2]|0)+24|0;f[q>>2]=j}while(h>>>0<o>>>0)}if(i|0)do{o=g;g=g+-24|0;q=d;d=d+-24|0;r=+p[g>>3];p[g>>3]=+p[d>>3];p[d>>3]=r;a=o+-16|0;r=+p[a>>3];n=q+-16|0;p[a>>3]=+p[n>>3];p[n>>3]=r;o=o+-8|0;r=+p[o>>3];q=q+-8|0;p[o>>3]=+p[q>>3];p[q>>3]=r}while((g|0)!=(b|0));if((c|0)==(e|0)){q=b;return q|0}else d=b;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];c=c+24|0;if((c|0)==(e|0))break;else d=d+24|0}return b|0}d=((d-h|0)/24|0)+j|0;if(d>>>0>178956970)AMb(a);j=(g-h|0)/24|0;e=j<<1;e=j>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;d=(k|0)/24|0;do if(!e)i=0;else if(e>>>0>178956970)vd();else{i=pOb(e*24|0)|0;break}while(0);h=i+(d*24|0)|0;g=i+(e*24|0)|0;if((c|0)==(l|0))d=h;else{d=h;do{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];d=d+24|0;c=c+24|0}while((c|0)!=(l|0))}if(!k)c=h;else{e=b;c=h;do{l=e;e=e+-24|0;p[c+-24>>3]=+p[e>>3];p[c+-16>>3]=+p[l+-16>>3];p[c+-8>>3]=+p[l+-8>>3];c=c+-24|0}while((e|0)!=(n|0))}if((o|0)==(b|0))b=d;else{do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(o|0));b=d}f[a>>2]=c;f[q>>2]=b;f[m>>2]=g;if(!n){q=h;return q|0}sOb(n);q=h;return q|0}function aCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/24|0)>>>0>=b>>>0){f[l>>2]=i+(b*24|0);return}c=f[a>>2]|0;g=(d-c|0)/24|0;d=g+b|0;j=c;if(d>>>0>178956970)AMb(a);m=(e-c|0)/24|0;e=m<<1;e=m>>>0<89478485?(e>>>0<d>>>0?d:e):178956970;do if(!e)h=0;else if(e>>>0>178956970)vd();else{h=pOb(e*24|0)|0;break}while(0);d=h+(g*24|0)|0;g=h+(e*24|0)|0;e=d+(b*24|0)|0;if((i|0)!=(j|0)){c=i;do{m=c;c=c+-24|0;p[d+-24>>3]=+p[c>>3];p[d+-16>>3]=+p[m+-16>>3];p[d+-8>>3]=+p[m+-8>>3];d=d+-24|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function bCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0.0;J=u;u=u+144|0;q=J+120|0;g=J+72|0;e=J+24|0;d=J;K=+p[a>>3];o=+p[b>>3];A=b+8|0;y=+p[a+8>>3];h=+p[A>>3];B=b+16|0;z=+p[a+16>>3];i=+p[B>>3];L=+p[a+24>>3];H=b+24|0;j=+p[H>>3];C=b+32|0;k=+p[C>>3];D=b+40|0;l=+p[D>>3];I=b+48|0;m=+p[I>>3];E=b+56|0;n=+p[E>>3];F=b+64|0;r=L+(K*o+(y*h+z*i))>=0.0;s=L+(K*j+(y*k+z*l))>=0.0;t=L+(K*m+(y*n+z*+p[F>>3]))>=0.0;switch(((r&1)+(s&1)<<24>>24)+(t&1)&7){case 0:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));I=3;u=J;return I|0}case 1:{v=g+24|0;x=r?q:g;w=r?g:v;p[x>>3]=o;p[x+8>>3]=h;p[x+16>>3]=i;x=s?q:w;p[x>>3]=j;p[x+8>>3]=k;p[x+16>>3]=l;w=t?q:s?w:w+24|0;p[w>>3]=m;p[w+8>>3]=n;p[w+16>>3]=+p[F>>3];w=d+8|0;t=d+16|0;cCa(d,a,q,g);K=+p[d>>3];p[e>>3]=K;L=+p[w>>3];p[e+8>>3]=L;h=+p[t>>3];p[e+16>>3]=h;cCa(d,a,q,v);z=+p[d>>3];v=e+24|0;p[d>>3]=+p[v>>3];p[v>>3]=z;o=+p[w>>3];v=e+32|0;p[w>>3]=+p[v>>3];p[v>>3]=o;y=+p[t>>3];p[e+40>>3]=y;j=+p[g>>3];p[c>>3]=j;k=+p[g+8>>3];t=c+8|0;p[t>>3]=k;l=+p[g+16>>3];v=c+16|0;p[v>>3]=l;m=+p[g+24>>3];w=c+24|0;p[w>>3]=m;n=+p[g+32>>3];x=c+32|0;p[x>>3]=n;i=+p[g+40>>3];q=c+40|0;p[q>>3]=i;p[c+48>>3]=K;p[c+56>>3]=L;p[c+64>>3]=h;r=c+72|0;p[r>>3]=m;s=c+80|0;p[s>>3]=n;d=c+88|0;p[d>>3]=i;e=c+96|0;p[e>>3]=z;g=c+104|0;p[g>>3]=o;a=c+112|0;p[a>>3]=y;p[c+120>>3]=K;p[c+128>>3]=L;p[c+136>>3]=h;h=+p[b>>3];if(j==h)if(k==+p[A>>3])if(l==+p[B>>3])if(m==+p[H>>3])if(n==+p[C>>3]){if(!(i==+p[D>>3]))G=9}else G=9;else G=9;else G=9;else G=9;else G=9;do if((G|0)==9){if(j==+p[H>>3])if(k==+p[C>>3])if(l==+p[D>>3])if(m==+p[I>>3])if(n==+p[E>>3])if(i==+p[F>>3])break;if(j==+p[I>>3])if(k==+p[E>>3])if(m==h?l==+p[F>>3]:0)if(n==+p[A>>3])if(i==+p[B>>3])break;p[c>>3]=m;p[t>>3]=n;p[v>>3]=i;p[w>>3]=j;p[x>>3]=k;p[q>>3]=l;p[r>>3]=z;p[s>>3]=o;p[d>>3]=y;p[e>>3]=m;p[g>>3]=n;p[a>>3]=i}while(0);I=6;u=J;return I|0}case 2:{d=c;e=b;g=d+72|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));d=b+((s&t?0:s?2:1)*24|0)|0;e=q+8|0;g=q+16|0;if(r){cCa(q,a,d,b);L=+p[q>>3];p[q>>3]=+p[c>>3];p[c>>3]=L;L=+p[e>>3];b=c+8|0;p[e>>3]=+p[b>>3];p[b>>3]=L;p[c+16>>3]=+p[g>>3]}if(s){cCa(q,a,d,H);L=+p[q>>3];H=c+24|0;p[q>>3]=+p[H>>3];p[H>>3]=L;L=+p[e>>3];H=c+32|0;p[e>>3]=+p[H>>3];p[H>>3]=L;p[c+40>>3]=+p[g>>3]}if(!t){I=3;u=J;return I|0}cCa(q,a,d,I);L=+p[q>>3];I=c+48|0;p[q>>3]=+p[I>>3];p[I>>3]=L;L=+p[e>>3];I=c+56|0;p[e>>3]=+p[I>>3];p[I>>3]=L;p[c+64>>3]=+p[g>>3];I=3;u=J;return I|0}default:{I=0;u=J;return I|0}}return 0}function cCa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0;g=c;h=d;v=+p[c>>3];w=+p[d>>3];if(v<w)i=6;else if(v>w)j=h;else{e=+p[c+8>>3];f=+p[d+8>>3];if(e<f)i=6;else if(e>f)j=h;else if(+p[c+16>>3]<+p[d+16>>3])i=6;else j=h}if((i|0)==6){j=g;g=h}s=+p[b+24>>3];t=+p[b>>3];u=+p[b+8>>3];r=+p[b+16>>3];q=-s/(t*t+(u*u+r*r));b=j;h=g;l=+p[h>>3];m=+p[b>>3]-l;g=h+8|0;e=+p[g>>3];n=+p[b+8>>3]-e;h=h+16|0;f=+p[h>>3];o=+p[b+16>>3]-f;k=t*m+(u*n+r*o);if(!(k==0.0)){e=(t*(t*q-l)+(u*(u*q-e)+r*(r*q-f)))/k;if(e>=-1.0e-07&e<=1.0000001){p[a>>3]=l+m*e;p[a+8>>3]=n*e+ +p[g>>3];w=o*e+ +p[h>>3];d=a+16|0;p[d>>3]=w;return}}l=w-v;m=+p[c+8>>3];n=+p[d+8>>3]-m;o=+p[c+16>>3];w=+p[d+16>>3]-o;q=+L(+(l*l+(n*n+w*w)));l=l/q;n=n/q;q=w/q;w=-(s+(v*t+(m*u+o*r)))/(l*t+(n*u+q*r));p[a>>3]=v+l*w;p[a+8>>3]=m+n*w;w=o+q*w;d=a+16|0;p[d>>3]=w;return}function dCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0;D=u;u=u+80|0;o=D+48|0;q=D;g=+p[b>>3];p[q>>3]=g;A=b+8|0;k=+p[A>>3];B=q+8|0;p[B>>3]=k;C=b+16|0;i=+p[C>>3];t=q+16|0;p[t>>3]=i;s=q+24|0;v=b+24|0;j=+p[v>>3];p[s>>3]=j;w=b+32|0;h=+p[w>>3];x=q+32|0;p[x>>3]=h;y=b+40|0;d=+p[y>>3];z=q+40|0;p[z>>3]=d;e=f[a>>2]|0;l=f[a+4>>2]|0;do if((e|0)==(l|0))h=g;else{m=o+8|0;n=o+16|0;while(1){G=+p[e>>3];F=+p[e+8>>3];E=+p[e+16>>3];H=+p[e+24>>3];a=H+(G*g+(F*k+E*i))<0.0;if(a^H+(G*j+(F*h+E*d))<0.0){cCa(o,e,q,s);a=(a^1)&1;H=+p[o>>3];I=q+(a*24|0)|0;p[o>>3]=+p[I>>3];p[I>>3]=H;H=+p[m>>3];I=q+(a*24|0)+8|0;p[m>>3]=+p[I>>3];p[I>>3]=H;p[q+(a*24|0)+16>>3]=+p[n>>3]}else if(a)break;e=e+32|0;g=+p[q>>3];if((e|0)==(l|0)){r=9;break}k=+p[B>>3];i=+p[t>>3];j=+p[s>>3];h=+p[x>>3];d=+p[z>>3]}if((r|0)==9){h=+p[b>>3];break}p[c>>3]=+p[b>>3];p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}while(0);if(g==h){if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3])if(+p[s>>3]==+p[v>>3])if(+p[x>>3]==+p[w>>3])if(+p[z>>3]==+p[y>>3]){I=0;u=D;return I|0}if(+p[B>>3]==+p[A>>3])if(+p[t>>3]==+p[C>>3]){p[c>>3]=+p[s>>3];p[c+8>>3]=+p[x>>3];p[c+16>>3]=+p[z>>3];p[c+24>>3]=+p[v>>3];p[c+32>>3]=+p[w>>3];p[c+40>>3]=+p[y>>3];I=1;u=D;return I|0}}d=+p[s>>3];if(d==+p[v>>3])if(+p[x>>3]==+p[w>>3])e=+p[z>>3]==+p[y>>3];else e=0;else e=0;p[c>>3]=h;p[c+8>>3]=+p[A>>3];p[c+16>>3]=+p[C>>3];p[c+24>>3]=g;p[c+32>>3]=+p[B>>3];p[c+40>>3]=+p[t>>3];if(e){I=1;u=D;return I|0}p[c+48>>3]=d;p[c+56>>3]=+p[x>>3];p[c+64>>3]=+p[z>>3];p[c+72>>3]=+p[v>>3];p[c+80>>3]=+p[w>>3];p[c+88>>3]=+p[y>>3];I=2;u=D;return I|0}function eCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function fCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}e=f[64639]|0;if((f[64638]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64639]|0;m=h+-12|0;while(1){e=h+-12|0;f[64639]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{i=h+-16|0;f[k>>2]=i;j=f[h+-4>>2]|0;if(j|0)tBa(j,i);j=f[i>>2]|0;if(j|0){h=h+-12|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);sOb(j)}h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64639]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function gCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}e=f[64636]|0;if((f[64635]|0)==(e|0)){m=0;l=0;k=0;n=a+4|0;f[a>>2]=k;f[n>>2]=l;n=a+8|0;f[n>>2]=m;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;m=e+-8|0;n=f[m>>2]|0;l=e+-4|0;g=f[l>>2]|0;f[l>>2]=0;f[m>>2]=0;f[h>>2]=0;h=f[64636]|0;m=h+-12|0;while(1){e=h+-12|0;f[64636]=e;l=f[e>>2]|0;if(l){k=h+-8|0;h=f[k>>2]|0;if((h|0)==(l|0))e=l;else{do{j=h+-24|0;f[k>>2]=j;i=f[h+-4>>2]|0;if(i|0)jCa(i,j);h=f[h+-16>>2]|0;if(h|0)do{i=h;h=f[h>>2]|0;sOb(i)}while((h|0)!=0);h=f[j>>2]|0;f[j>>2]=0;if(h|0)sOb(h);h=f[k>>2]|0}while((h|0)!=(l|0));e=f[e>>2]|0}sOb(e);e=f[64636]|0}if((e|0)==(m|0)){e=n;break}else h=e}n=a+4|0;f[a>>2]=d;f[n>>2]=e;n=a+8|0;f[n>>2]=g;a=a+12|0;f[a>>2]=c;return}function hCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}d=f[64642]|0;if((f[64641]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64642]|0;e=d+-20|0;do{g=d+-20|0;f[64642]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64642]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function iCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=a+4|0;c=f[a>>2]|0;l=((f[r>>2]|0)-c|0)/24|0;d=l+1|0;if(d>>>0>178956970)AMb(a);s=a+8|0;q=((f[s>>2]|0)-c|0)/24|0;c=q<<1;c=q>>>0<89478485?(c>>>0<d>>>0?d:c):178956970;do if(!c)k=0;else if(c>>>0>178956970)vd();else{k=pOb(c*24|0)|0;break}while(0);n=k+(l*24|0)|0;m=n;q=k+(c*24|0)|0;j=f[b>>2]|0;f[b>>2]=0;g=b+4|0;e=f[g>>2]|0;f[g>>2]=0;f[n>>2]=j;f[k+(l*24|0)+4>>2]=e;g=k+(l*24|0)+8|0;h=b+8|0;c=f[h>>2]|0;f[g>>2]=c;i=b+12|0;p=f[i>>2]|0;f[k+(l*24|0)+12>>2]=p;f[k+(l*24|0)+16>>2]=f[b+16>>2];if(p|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;f[j+(c<<2)>>2]=g;f[h>>2]=0;f[i>>2]=0}p=b+20|0;f[k+(l*24|0)+20>>2]=f[p>>2];f[p>>2]=0;p=n+24|0;o=f[a>>2]|0;c=f[r>>2]|0;if((c|0)==(o|0)){c=m;h=o;e=o}else{i=n;do{h=c;c=c+-24|0;l=f[c>>2]|0;f[c>>2]=0;j=h+-20|0;g=f[j>>2]|0;f[j>>2]=0;f[i+-24>>2]=l;f[i+-20>>2]=g;j=i+-16|0;b=h+-16|0;d=f[b>>2]|0;f[j>>2]=d;k=h+-12|0;n=f[k>>2]|0;f[i+-12>>2]=n;f[i+-8>>2]=f[h+-8>>2];if(n|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[l+(d<<2)>>2]=j;f[b>>2]=0;f[k>>2]=0}n=h+-4|0;f[i+-4>>2]=f[n>>2];f[n>>2]=0;i=m+-24|0;m=i}while((c|0)!=(o|0));c=m;h=f[a>>2]|0;e=f[r>>2]|0}f[a>>2]=c;f[r>>2]=p;f[s>>2]=q;g=h;if((e|0)!=(g|0))do{c=e;e=e+-24|0;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257264]|0))if(MPb(257264)|0){f[64641]=0;f[64642]=0;f[64643]=0}a=f[64642]|0;if(a>>>0>=(f[64643]|0)>>>0){NCa(258564,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64642]=(f[64642]|0)+20;return}function kCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;m=p+8|0;j=p;n=a+4|0;e=f[n>>2]|0;if(e>>>0>=b>>>0){f[n>>2]=b;u=p;return}o=a+8|0;h=f[o>>2]|0;g=h<<5;d=b-e|0;if(g>>>0<d>>>0|e>>>0>(g-d|0)>>>0){f[m>>2]=0;k=m+4|0;f[k>>2]=0;l=m+8|0;f[l>>2]=0;if((b|0)<0)AMb(a);e=h<<6;h=b+31&-32;oB(m,g>>>0<1073741823?(e>>>0<h>>>0?h:e):2147483647);g=f[n>>2]|0;f[k>>2]=g+d;e=f[a>>2]|0;h=e;b=f[m>>2]|0;g=(h+(g>>>5<<2)-e<<3)+(g&31)|0;if((g|0)>0){i=g>>>5;cQb(b|0,e|0,i<<2|0)|0;e=g&31;g=b+(i<<2)|0;b=g;if(!e)e=0;else{q=-1>>>(32-e|0);f[g>>2]=f[g>>2]&~q|f[h+(i<<2)>>2]&q}}else e=0;f[j>>2]=b;f[j+4>>2]=e;g=j;b=f[g>>2]|0;g=f[g+4>>2]|0;e=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=e;q=f[n>>2]|0;f[n>>2]=f[k>>2];f[k>>2]=q;q=f[o>>2]|0;f[o>>2]=f[l>>2];f[l>>2]=q;if(e|0)sOb(e)}else{g=(f[a>>2]|0)+(e>>>5<<2)|0;f[n>>2]=b;b=g;g=e&31}if(!d){u=p;return}h=(g|0)==0;e=b;if(c){if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]|-1>>>(q-b|0)&-1<<g;e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,-1,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]|-1>>>(32-d|0);u=p;return}else{if(!h){q=32-g|0;b=q>>>0>d>>>0?d:q;f[e>>2]=f[e>>2]&~(-1>>>(q-b|0)&-1<<g);e=e+4|0;d=d-b|0;b=e}q=d>>>5;dQb(b|0,0,q<<2|0)|0;d=d&31;b=e+(q<<2)|0;if(!d){u=p;return}f[b>>2]=f[b>>2]&~(-1>>>(32-d|0));u=p;return}}function lCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;aBa(n,f[64606]|0);b=a+72|0;if((n|0)!=(b|0))uCa(n,f[b>>2]|0,f[a+76>>2]|0);c=a+104|0;o=n+4|0;b=f[o>>2]|0;m=n+8|0;if((b|0)==(f[m>>2]|0)){fBa(n,c);l=o;b=f[o>>2]|0}else{f[b>>2]=f[c>>2];b=b+4|0;f[o>>2]=b;l=o}c=f[n>>2]|0;j=(b-c>>2)+-1|0;a:do if(j|0){k=a+16|0;b=0;while(1){i=f[c+(b<<2)>>2]|0;b=b+1|0;e=f[c+(b<<2)>>2]|0;d=f[k>>2]|0;c=f[d+(i<<4)>>2]|0;i=d+(i<<4)+4|0;d=f[i>>2]|0;h=d;b:do if((c|0)!=(d|0))while(1){if((f[c>>2]|0)==(e|0))break b;c=c+4|0;if((c|0)==(d|0)){c=d;break}}while(0);g=c+4|0;e=h-g|0;h=e>>2;if(h){cQb(c|0,g|0,e|0)|0;d=f[i>>2]|0}c=c+(h<<2)|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);if((b|0)==(j|0))break a;c=f[n>>2]|0}}while(0);b=a+92|0;c=f[b>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=0;a=c+4|0;f[a>>2]=0;f[c+8>>2]=0;f[c>>2]=f[n>>2];f[a>>2]=f[l>>2];f[c+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;a=n+12|0;f[c+12>>2]=f[a>>2];f[a>>2]=0;f[b>>2]=(f[b>>2]|0)+16}else{tCa(a+88|0,n);b=f[n+12>>2]|0;if(b|0)tBa(b,n)}b=f[n>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b);u=p;return}function mCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;t=w+16|0;s=w;fCa(t,f[64606]|0);v=c+4|0;d=f[v>>2]|0;g=f[c>>2]|0;a:do if((d-g|0)==((f[b+4>>2]|0)-(f[b>>2]|0)|0)){n=b+16|0;h=(f[b+20>>2]|0)-(f[n>>2]|0)>>4;if(!h){d=t+4|0;break}d=t+4|0;i=t+8|0;j=s+4|0;k=s+8|0;l=s+12|0;m=0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){f[e>>2]=0;r=e+4|0;f[r>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[r>>2]=f[j>>2];f[e+8>>2]=f[k>>2];f[k>>2]=0;f[j>>2]=0;f[s>>2]=0;f[e+12>>2]=f[l>>2];f[l>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[l>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[j>>2]|0;if((b|0)!=(e|0))f[j>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}e=f[n>>2]|0;b=e+(m<<4)|0;g=(f[d>>2]|0)+-16|0;if((g|0)!=(b|0))uCa(g,f[b>>2]|0,f[e+(m<<4)+4>>2]|0);m=m+1|0}while((m|0)!=(h|0))}else{h=d;e=g;d=t+4|0;r=b+16|0;k=b+20|0;b=f[r>>2]|0;if(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0){g=t+8|0;h=s+4|0;i=s+8|0;j=s+12|0;do{aBa(s,f[64606]|0);e=f[d>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=0;q=e+4|0;f[q>>2]=0;f[e+8>>2]=0;f[e>>2]=f[s>>2];f[q>>2]=f[h>>2];f[e+8>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[s>>2]=0;f[e+12>>2]=f[j>>2];f[j>>2]=0;f[d>>2]=e+16}else{tCa(t,s);e=f[j>>2]|0;if(e|0)tBa(e,s)}e=f[s>>2]|0;if(e|0){b=f[h>>2]|0;if((b|0)!=(e|0))f[h>>2]=b+(~((b+-4-e|0)>>>2)<<2);sOb(e)}b=f[r>>2]|0}while(((f[d>>2]|0)-(f[t>>2]|0)|0)>>>0<((f[k>>2]|0)-b|0)>>>0);g=f[c>>2]|0;e=g;h=f[v>>2]|0}if((e|0)!=(h|0)){q=h;while(1){o=f[e>>2]|0;p=q;i=f[b+(o<<4)>>2]|0;n=f[b+(o<<4)+4>>2]|0;b:do if((i|0)!=(n|0))while(1){m=f[i>>2]|0;f[s>>2]=m;b=p-g>>2;if(!b)b=g;else{l=b;b=g;while(1){x=(l|0)/2|0;k=g+(x<<2)|0;j=(f[k>>2]|0)>>>0<m>>>0;k=k+4|0;b=j?k:b;l=j?l+-1-x|0:x;if(!l)break;else g=j?k:g}}g=b;if((b|0)==(q|0))break;do if((m|0)==(f[b>>2]|0)){b=f[t>>2]|0;j=b+(o<<4)+4|0;k=f[j>>2]|0;if((k|0)==(f[b+(o<<4)+8>>2]|0)){fBa(b+(o<<4)|0,s);break}else{f[k>>2]=m;f[j>>2]=k+4;break}}while(0);i=i+4|0;if((i|0)==(n|0))break b}while(0);e=e+4|0;if((e|0)==(h|0))break a;q=f[v>>2]|0;b=f[r>>2]|0;g=f[c>>2]|0}}}while(0);f[a>>2]=f[c>>2];f[a+4>>2]=f[v>>2];x=c+8|0;f[a+8>>2]=f[x>>2];f[x>>2]=0;f[v>>2]=0;f[c>>2]=0;x=c+12|0;f[a+12>>2]=f[x>>2];f[x>>2]=0;f[a+16>>2]=f[t>>2];f[a+20>>2]=f[d>>2];x=t+8|0;f[a+24>>2]=f[x>>2];f[x>>2]=0;f[d>>2]=0;f[t>>2]=0;x=t+12|0;f[a+28>>2]=f[x>>2];f[x>>2]=0;oCa(t);u=w;return}function nCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=a+12|0;c=f[i>>2]|0;if(c|0)KCa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-16|0;f[c>>2]=g;h=f[e+-4>>2]|0;if(h|0)tBa(h,g);h=f[g>>2]|0;if(h|0){e=e+-12|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];h=b+8|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[i>>2]=f[b>>2];f[b>>2]=0;return}function oCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+12>>2]|0;if(b|0)KCa(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{e=c+-16|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)tBa(d,e);e=f[e>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function pCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r;n=r+8|0;q=r+16|0;o=r+4|0;f[n>>2]=c;p=a+16|0;d=f[p>>2]|0;if((d|0)==(f[a+20>>2]|0))fBa(a+12|0,n);else{f[d>>2]=c;f[p>>2]=d+4}g=f[n>>2]|0;l=a+28|0;d=f[l>>2]|0;i=a+8|0;c=f[i>>2]|0;h=d+(g*12|0)|0;f[h>>2]=c;j=d+(g*12|0)+4|0;f[j>>2]=c;b[d+(g*12|0)+8>>0]=1;f[i>>2]=c+1;i=f[n>>2]|0;g=f[f[a+4>>2]>>2]|0;e=f[g+(i<<4)>>2]|0;i=f[g+(i<<4)+4>>2]|0;if((e|0)!=(i|0)){while(1){g=f[e>>2]|0;c=f[d+(g*12|0)>>2]|0;if((c|0)==-1){pCa(a,g);c=f[d+(g*12|0)+4>>2]|0;k=10}else if(b[d+(g*12|0)+8>>0]|0)k=10;if((k|0)==10){k=0;g=f[j>>2]|0;f[j>>2]=c>>>0<g>>>0?c:g}c=e+4|0;if((c|0)==(i|0))break;d=f[l>>2]|0;e=c}c=f[h>>2]|0}if((f[j>>2]|0)!=(c|0)){u=r;return}aBa(q,f[64606]|0);g=q+4|0;e=q+8|0;do{d=(f[p>>2]|0)+-4|0;c=f[d>>2]|0;f[o>>2]=c;f[p>>2]=d;b[(f[l>>2]|0)+(c*12|0)+8>>0]=0;d=f[g>>2]|0;if((d|0)==(f[e>>2]|0))fBa(q,o);else{f[d>>2]=c;f[g>>2]=d+4}}while((f[o>>2]|0)!=(f[n>>2]|0));aDb(f[q>>2]|0,f[g>>2]|0,m);c=a+48|0;d=f[c>>2]|0;if(d>>>0<(f[a+52>>2]|0)>>>0){f[d>>2]=0;a=d+4|0;f[a>>2]=0;f[d+8>>2]=0;f[d>>2]=f[q>>2];f[a>>2]=f[g>>2];f[d+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[q>>2]=0;a=q+12|0;f[d+12>>2]=f[a>>2];f[a>>2]=0;f[c>>2]=(f[c>>2]|0)+16}else{tCa(a+44|0,q);c=f[q+12>>2]|0;if(c|0)tBa(c,q)}c=f[q>>2]|0;if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}u=r;return}function qCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x;f[v>>2]=b;if((c|0)==1024){w=0;u=x;return w|0}o=a+72|0;w=a+76|0;d=f[w>>2]|0;if((d|0)==(f[a+80>>2]|0))fBa(o,v);else{f[d>>2]=b;f[w>>2]=d+4}h=f[v>>2]|0;g=a+56|0;m=(f[g>>2]|0)+(h>>>5<<2)|0;f[m>>2]=f[m>>2]|1<<(h&31);m=f[v>>2]|0;h=f[f[a+36>>2]>>2]|0;j=h+(m<<4)|0;d=f[j>>2]|0;m=h+(m<<4)+4|0;h=f[m>>2]|0;do if((d|0)==(h|0))t=17;else{i=a+104|0;e=c+1|0;b=0;a:while(1){c=f[d>>2]|0;b:do if((c|0)==(f[i>>2]|0))if((f[w>>2]|0)-(f[o>>2]|0)>>2>>>0<3)b=1;else{t=9;break a}else if(!(f[(f[g>>2]|0)+(c>>>5<<2)>>2]&1<<(c&31))){switch(qCa(a,c,e)|0){case 2:{b=2;t=52;break a}case 1:break;default:break b}b=1}while(0);d=d+4|0;if((d|0)==(h|0)){t=15;break}}if((t|0)==9){lCa(a);b=f[o>>2]|0;d=f[w>>2]|0;if((d|0)==(b|0)){w=2;u=x;return w|0}f[w>>2]=d+(~((d+-4-b|0)>>>2)<<2);w=2;u=x;return w|0}else if((t|0)==15){if(!b){t=17;break}HCa(a,f[v>>2]|0);b=1;break}else if((t|0)==52){u=x;return b|0}}while(0);if((t|0)==17){b=f[j>>2]|0;s=f[m>>2]|0;if((b|0)==(s|0))b=0;else{r=a+40|0;while(1){a=f[b>>2]|0;p=f[r>>2]|0;q=p+(a*24|0)|0;o=f[v>>2]|0;h=p+(a*24|0)+4|0;i=f[h>>2]|0;j=(i|0)==0;c:do if(j){d=0;t=35}else{g=i+-1|0;e=(g&i|0)==0;if(e)d=g&o;else if(o>>>0<i>>>0)d=o;else d=(o>>>0)%(i>>>0)|0;c=f[(f[q>>2]|0)+(d<<2)>>2]|0;if(!c)t=35;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=35;break c}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&g|0)==(d|0))){t=35;break c}if((f[c+8>>2]|0)==(o|0))break c}do{c=f[c>>2]|0;if(!c){t=35;break c}e=f[c+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(d|0)){t=35;break c}}}while((f[c+8>>2]|0)!=(o|0))}}while(0);if((t|0)==35){t=0;g=pOb(12)|0;f[g+8>>2]=o;f[g+4>>2]=o;f[g>>2]=0;m=p+(a*24|0)+12|0;k=+(((f[m>>2]|0)+1|0)>>>0);l=+n[p+(a*24|0)+16>>2];do if(j|l*+(i>>>0)<k){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;c=~~+W(+(k/l))>>>0;ICa(q,d>>>0<c>>>0?c:d);d=f[h>>2]|0;c=d+-1|0;if(!(c&d)){e=d;d=c&o;break}if(o>>>0<d>>>0){e=d;d=o}else{e=d;d=(o>>>0)%(d>>>0)|0}}else e=i;while(0);c=(f[q>>2]|0)+(d<<2)|0;d=f[c>>2]|0;if(!d){d=p+(a*24|0)+8|0;f[g>>2]=f[d>>2];f[d>>2]=g;f[c>>2]=d;d=f[g>>2]|0;if(d|0){d=f[d+4>>2]|0;c=e+-1|0;if(!(c&e))d=d&c;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;d=(f[q>>2]|0)+(d<<2)|0;t=48}}else{f[g>>2]=f[d>>2];t=48}if((t|0)==48){t=0;f[d>>2]=g}f[m>>2]=(f[m>>2]|0)+1}b=b+4|0;if((b|0)==(s|0)){b=0;break}}}}f[w>>2]=(f[w>>2]|0)+-4;w=b;u=x;return w|0}function rCa(a,c){a=a|0;c=c|0;var d=0,e=0;d=c+8|0;if(!(f[d>>2]&134217727))return;e=c+4|0;f[e>>2]=0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}a=f[64630]|0;if(a>>>0<(f[64631]|0)>>>0){f[a>>2]=f[c>>2];f[a+4>>2]=f[e>>2];f[a+8>>2]=f[d>>2];f[c>>2]=0;f[e>>2]=0;f[d>>2]=0;f[64630]=a+12;return}else{GCa(258516,c);return}}function sCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{e=a+-24|0;f[i>>2]=e;d=f[a+-4>>2]|0;if(d|0)jCa(d,e);a=f[a+-16>>2]|0;if(a|0)do{d=a;a=f[a>>2]|0;sOb(d)}while((a|0)!=0);a=f[e>>2]|0;f[e>>2]=0;if(a|0)sOb(a);a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257248]|0))if(MPb(257248)|0){f[64635]=0;f[64636]=0;f[64637]=0}a=f[64636]|0;if(a>>>0<(f[64637]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64636]=a+12;return}else{ECa(258540,c);return}}function tCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)tBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function uCa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function vCa(a){a=a|0;var b=0,c=0,d=0;b=a+84|0;c=f[a+96>>2]|0;if(c|0)wCa(c,b);b=f[b>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+68|0;c=f[a+80>>2]|0;if(c|0)xCa(c,b);b=f[b>>2]|0;if(b|0){c=a+72|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}b=a+52|0;c=f[a+64>>2]|0;if(c|0)yCa(c,b);b=f[b>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=a+36|0;c=f[a+48>>2]|0;if(c|0)tBa(c,b);b=f[b>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=a+20|0;c=f[a+32>>2]|0;if(c|0)zCa(c,b);b=f[b>>2]|0;if(b|0){c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}c=a+4|0;b=f[a+16>>2]|0;if(b|0)YAa(b,c);if(!(f[c>>2]|0))return;XAa(c);sOb(f[c>>2]|0);return}function wCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}a=f[64612]|0;if(a>>>0<(f[64613]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64612]=a+12;return}else{DCa(258444,c);return}}function xCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}a=f[64615]|0;if(a>>>0<(f[64616]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64615]=a+12;return}else{CCa(258456,c);return}}function yCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}a=f[64618]|0;if(a>>>0<(f[64619]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64618]=a+12;return}else{BCa(258468,c);return}}function zCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-16-a|0)>>>4)<<4);if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}a=f[64624]|0;if(a>>>0<(f[64625]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64624]=a+12;return}else{ACa(258492,c);return}}function ACa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function BCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function CCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function DCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ECa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;FCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;FCa(m);u=o;return}function FCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{e=c+-24|0;f[g>>2]=e;d=f[c+-4>>2]|0;if(d|0)jCa(d,e);c=f[c+-16>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function GCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=(e-g|0)/12|0;c=j+1|0;k=g;if(c>>>0>357913941)AMb(a);m=a+8|0;l=((f[m>>2]|0)-g|0)/12|0;h=l<<1;h=l>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)i=0;else if(h>>>0>357913941)vd();else{i=pOb(h*12|0)|0;break}while(0);d=i+(j*12|0)|0;c=d;l=i+(h*12|0)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j*12|0)+4>>2]=f[o>>2];h=b+8|0;f[i+(j*12|0)+8>>2]=f[h>>2];f[b>>2]=0;f[o>>2]=0;f[h>>2]=0;h=d+12|0;if((e|0)!=(k|0)){do{o=e;e=e+-12|0;f[d+-12>>2]=f[e>>2];j=o+-8|0;f[d+-8>>2]=f[j>>2];o=o+-4|0;f[d+-4>>2]=f[o>>2];f[e>>2]=0;f[j>>2]=0;f[o>>2]=0;d=c+-12|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{c=c+-12|0;d=f[c>>2]|0;if(d|0)sOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function HCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+56|0;c=(f[t>>2]|0)+(b>>>5<<2)|0;f[c>>2]=f[c>>2]&~(1<<(b&31));c=f[a+40>>2]|0;p=c+(b*24|0)+12|0;d=f[p>>2]|0;if(!d)return;q=c+(b*24|0)+8|0;r=c+(b*24|0)+4|0;s=c+(b*24|0)|0;o=c+(b*24|0)+8|0;do{m=f[q>>2]|0;n=f[m+8>>2]|0;j=f[r>>2]|0;b=f[m+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)b=k&b;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;e=(f[s>>2]|0)+(b<<2)|0;i=f[e>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(m|0))break;else i=c}if((i|0)==(o|0))h=16;else{c=f[i+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))e=m;else h=16}do if((h|0)==16){c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0)){e=m;break}}f[e>>2]=0;e=m}while(0);c=f[e>>2]|0;g=c;if(!c)h=30;else{c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)==(b|0))h=30;else{f[(f[s>>2]|0)+(c<<2)>>2]=i;f[i>>2]=f[m>>2];f[e>>2]=0;f[p>>2]=d+-1;h=31}}if((h|0)==30){h=0;f[i>>2]=g;f[e>>2]=0;f[p>>2]=d+-1;if(m|0)h=31}if((h|0)==31){h=0;sOb(m)}if(f[(f[t>>2]|0)+(n>>>5<<2)>>2]&1<<(n&31)|0)HCa(a,n);d=f[p>>2]|0}while((d|0)!=0);return}function ICa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){JCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;JCa(a,b);return}function JCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function KCa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0))do{d=a+-16|0;f[i>>2]=d;e=f[a+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){a=a+-12|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}a=f[i>>2]|0}while((a|0)!=(g|0));if(!(b[257256]|0))if(MPb(257256)|0){f[64638]=0;f[64639]=0;f[64640]=0}a=f[64639]|0;if(a>>>0<(f[64640]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64639]=a+12;return}else{LCa(258552,c);return}}function LCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;m=o;n=a+4|0;c=f[a>>2]|0;h=((f[n>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);l=a+8|0;j=((f[l>>2]|0)-c|0)/12|0;k=j<<1;d=j>>>0<178956970?(k>>>0<d>>>0?d:k):357913941;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)e=0;else if(d>>>0>357913941)vd();else{e=pOb(d*12|0)|0;break}while(0);f[m>>2]=e;c=e+(h*12|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=c;g=e+(d*12|0)|0;i=m+12|0;f[i>>2]=g;f[e+(h*12|0)+8>>2]=0;f[c>>2]=f[b>>2];d=b+4|0;f[e+(h*12|0)+4>>2]=f[d>>2];p=b+8|0;f[e+(h*12|0)+8>>2]=f[p>>2];f[p>>2]=0;f[d>>2]=0;f[b>>2]=0;b=c+12|0;f[j>>2]=b;e=f[a>>2]|0;d=f[n>>2]|0;if((d|0)==(e|0)){h=j;p=e;e=d;j=g;g=c;f[a>>2]=g;f[k>>2]=p;f[n>>2]=b;f[h>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[i>>2]=n;f[m>>2]=p;MCa(m);u=o;return}do{p=c+-12|0;h=d;d=d+-12|0;f[p>>2]=0;g=c+-8|0;f[g>>2]=0;f[c+-4>>2]=0;f[p>>2]=f[d>>2];p=h+-8|0;f[g>>2]=f[p>>2];h=h+-4|0;f[c+-4>>2]=f[h>>2];f[h>>2]=0;f[p>>2]=0;f[d>>2]=0;c=(f[k>>2]|0)+-12|0;f[k>>2]=c}while((d|0)!=(e|0));d=c;h=i;g=j;p=f[a>>2]|0;b=f[j>>2]|0;e=f[n>>2]|0;j=f[i>>2]|0;i=d;f[a>>2]=i;f[k>>2]=p;f[n>>2]=b;f[g>>2]=e;n=f[l>>2]|0;f[l>>2]=j;f[h>>2]=n;f[m>>2]=p;MCa(m);u=o;return}function MCa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a+4>>2]|0;j=a+8|0;b=f[j>>2]|0;if((b|0)!=(i|0)){c=b;while(1){b=c+-12|0;f[j>>2]=b;h=f[b>>2]|0;if(h){g=c+-8|0;c=f[g>>2]|0;if((c|0)==(h|0))b=h;else{do{d=c+-16|0;f[g>>2]=d;e=f[c+-4>>2]|0;if(e|0)tBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[g>>2]|0}while((c|0)!=(h|0));b=f[b>>2]|0}sOb(b);b=f[j>>2]|0}if((b|0)==(i|0))break;else c=b}}b=f[a>>2]|0;if(!b)return;sOb(b);return}function NCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function OCa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0,o=0.0,q=0,r=0.0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0.0,Ba=0.0,Ca=0.0,Da=0.0,Ea=0.0,Fa=0.0,Ga=0.0,Ha=0.0,Ia=0.0,Ja=0.0,Ka=0.0,La=0.0,Ma=0.0,Na=0.0;za=u;u=u+208|0;ta=za+56|0;ua=za+24|0;va=za+200|0;wa=za;xa=e+24|0;h=+p[e>>3];i=+p[xa>>3];if(h==i)if(+p[e+8>>3]==+p[e+32>>3])if(+p[e+16>>3]==+p[e+40>>3]){u=za;return}sa=e+48|0;j=+p[sa>>3];if(h==j)if(+p[e+8>>3]==+p[e+56>>3])if(+p[e+16>>3]==+p[e+64>>3]){u=za;return}if(i==j)if(+p[e+32>>3]==+p[e+56>>3])if(+p[e+40>>3]==+p[e+64>>3]){u=za;return}F=Iib(c,e,ta)|0;switch(F|0){case 0:case 3:break;default:{G=d+32|0;H=d+40|0;I=d+48|0;J=d+56|0;L=d+64|0;M=d+72|0;N=d+80|0;O=d+88|0;P=d+96|0;Q=e+32|0;R=e+8|0;S=e+64|0;T=e+16|0;U=e+40|0;V=e+56|0;W=d+8|0;X=d+16|0;Y=d+24|0;Z=ua+16|0;_=ua+24|0;$=ua+8|0;aa=a+1040|0;ba=wa+4|0;ca=wa+8|0;da=a+1100|0;ea=a+1088|0;fa=a+1092|0;ga=a+1096|0;ha=a+1056|0;ia=a+1048|0;ja=va+4|0;ka=a+1088|0;la=wa+8|0;ma=wa+16|0;na=a+1148|0;oa=a+1152|0;pa=a+1144|0;qa=a+1120|0;ra=a+1124|0;y=a+1128|0;z=wa+4|0;A=wa+8|0;B=wa+12|0;C=c+8|0;D=c+16|0;E=ua+16|0;x=0;do{k=x<<1;m=ta+(k*24|0)|0;j=+p[m>>3];l=+p[m+24>>3];a=ta+(k*24|0)+8|0;if(j==l){h=+p[a>>3];i=+p[m+32>>3];if(h==i){if(!(+p[ta+(k*24|0)+16>>3]==+p[m+40>>3]))ya=16}else ya=16}else{h=+p[a>>3];i=+p[m+32>>3];ya=16}if((ya|0)==16){ya=0;Ea=+p[G>>3];Ca=+p[H>>3];Aa=+p[I>>3];Ja=+p[J>>3];Ia=+p[L>>3];r=+p[M>>3];Da=+p[N>>3];Ba=+p[O>>3];s=+p[P>>3];Ka=j-Ea;La=h-Ca;Na=+p[ta+(k*24|0)+16>>3]-Aa;p[ua>>3]=Ka*Ja+(La*Ia+Na*r);p[$>>3]=Ka*Da+(La*Ba+Na*s);Na=l-Ea;La=i-Ca;i=+p[m+40>>3]-Aa;h=Na*Ja+(La*Ia+i*r);i=Na*Da+(La*Ba+i*s);p[Z>>3]=h;p[_>>3]=i;La=+p[R>>3];Na=+p[Q>>3]-La;Ka=+p[T>>3];l=+p[S>>3]-Ka;Ka=+p[U>>3]-Ka;La=+p[V>>3]-La;j=Na*l-Ka*La;Ma=+p[e>>3];o=+p[sa>>3]-Ma;Ma=+p[xa>>3]-Ma;l=Ka*o-l*Ma;o=La*Ma-Na*o;Na=+p[d>>3];Ma=+p[W>>3];La=+p[X>>3];Ka=+p[Y>>3];Fa=Ka+(j*Na+(Ma*l+La*o));Ha=j-Na*Fa-Ea;Ga=l-Ma*Fa-Ca;Fa=o-La*Fa-Aa;Ka=Ka+(Na*0.0+(Ma*0.0+La*0.0));Ea=0.0-Na*Ka-Ea;Ca=0.0-Ma*Ka-Ca;Aa=0.0-La*Ka-Aa;r=Ja*Ha+(Ia*Ga+Fa*r)-(Ja*Ea+(Ia*Ca+Aa*r));s=Ha*Da+(Ga*Ba+Fa*s)-(Ea*Da+(Ca*Ba+Aa*s));do if(!(+K(+r)<=1.0e-12)|!(+K(+s)<=1.0e-12)){l=+p[ua>>3];j=+p[$>>3];if(s*(h-l)-r*(i-j)<0.0)ya=21;else{h=l;i=j}}else if(j*+p[c>>3]+(l*+p[C>>3]+o*+p[D>>3])<0.0){l=+p[ua>>3];j=+p[$>>3];ya=21;break}else{h=+p[ua>>3];i=+p[$>>3];break}while(0);if((ya|0)==21){ya=0;p[ua>>3]=h;p[$>>3]=i;p[Z>>3]=l;p[_>>3]=j}if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[va>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,ua);break}else{p[a>>3]=+p[ua>>3];p[a+8>>3]=+p[$>>3];f[fa>>2]=a+16;break}}else f[va>>2]=f[a+20>>2];while(0);h=+p[E>>3];i=+p[_>>3];if(!(b[aa>>0]|0))j=1.0;else{Ma=+p[ha>>3];Na=(+p[H>>3]+h*+p[L>>3]+i*+p[O>>3])*Ma;j=Ma*(+p[I>>3]+h*+p[M>>3]+i*+p[P>>3]);h=+aQb(+((+p[G>>3]+h*+p[J>>3]+i*+p[N>>3])*Ma));i=+aQb(+Na);j=+aQb(+j);Na=+p[ia>>3];j=Na*j;i=Na*i;h=Na*h}n[wa>>2]=h;n[ba>>2]=i;n[ca>>2]=j;a=PCa(da,wa)|0;do if(!a){w=(f[fa>>2]|0)-(f[ea>>2]|0)>>4;f[ja>>2]=w;a=QCa(da,wa)|0;f[a>>2]=w;a=f[fa>>2]|0;if((a|0)==(f[ga>>2]|0)){iBa(ea,E);break}else{p[a>>3]=+p[E>>3];p[a+8>>3]=+p[_>>3];f[fa>>2]=a+16;break}}else f[ja>>2]=f[a+20>>2];while(0);a=f[va>>2]|0;k=f[ja>>2]|0;do if((a|0)!=(k|0)){w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];a=f[na>>2]|0;if(a>>>0<(f[oa>>2]|0)>>>0){f[a>>2]=f[wa>>2];f[a+4>>2]=f[wa+4>>2];f[a+8>>2]=f[wa+8>>2];f[a+12>>2]=f[wa+12>>2];f[a+16>>2]=f[wa+16>>2];f[a+20>>2]=f[wa+20>>2];p[a>>3]=h;p[a+8>>3]=+p[la>>3];p[a+16>>3]=+p[ma>>3];w=(f[na>>2]|0)+24|0;f[na>>2]=w;a=k;k=w}else{RCa(pa,wa);a=f[ja>>2]|0;k=f[na>>2]|0}w=f[ka>>2]|0;Ma=+p[w+(a<<4)>>3];Na=+p[w+(a<<4)+8>>3];h=+p[G>>3]+Ma*+p[J>>3]+Na*+p[N>>3];p[wa>>3]=h;p[la>>3]=+p[H>>3]+Ma*+p[L>>3]+Na*+p[O>>3];p[ma>>3]=+p[I>>3]+Ma*+p[M>>3]+Na*+p[P>>3];if(k>>>0<(f[oa>>2]|0)>>>0){f[k>>2]=f[wa>>2];f[k+4>>2]=f[wa+4>>2];f[k+8>>2]=f[wa+8>>2];f[k+12>>2]=f[wa+12>>2];f[k+16>>2]=f[wa+16>>2];f[k+20>>2]=f[wa+20>>2];p[k>>3]=h;p[k+8>>3]=+p[la>>3];p[k+16>>3]=+p[ma>>3];f[na>>2]=(f[na>>2]|0)+24}else RCa(pa,wa);if(g){k=f[va>>2]|0;m=f[ja>>2]|0;m=(k>>>0<m>>>0?m:k)+1|0;a=f[qa>>2]|0;if((f[ra>>2]|0)-a>>4>>>0<m>>>0){do{aBa(wa,f[64606]|0);a=f[ra>>2]|0;do if(a>>>0<(f[y>>2]|0)>>>0){f[a>>2]=0;w=a+4|0;f[w>>2]=0;f[a+8>>2]=0;f[a>>2]=f[wa>>2];f[w>>2]=f[z>>2];f[a+8>>2]=f[A>>2];f[A>>2]=0;f[z>>2]=0;f[wa>>2]=0;f[a+12>>2]=f[B>>2];f[B>>2]=0;f[ra>>2]=(f[ra>>2]|0)+16}else{tCa(qa,wa);a=f[B>>2]|0;if(!a)break;tBa(a,wa)}while(0);a=f[wa>>2]|0;if(a|0){k=f[z>>2]|0;if((k|0)!=(a|0))f[z>>2]=k+(~((k+-4-a|0)>>>2)<<2);sOb(a)}a=f[qa>>2]|0}while((f[ra>>2]|0)-a>>4>>>0<m>>>0);k=f[va>>2]|0}t=a+(k<<4)|0;m=f[t>>2]|0;v=a+(k<<4)+4|0;w=f[v>>2]|0;a:do if((m|0)==(w|0))ya=49;else{q=f[ja>>2]|0;do{if((f[m>>2]|0)==(q|0)){ya=49;break a}m=m+4|0}while((m|0)!=(w|0))}while(0);if((ya|0)==49){ya=0;if((m|0)!=(w|0))break}if((w|0)==(f[a+(k<<4)+8>>2]|0)){fBa(t,ja);break}else{f[w>>2]=f[ja>>2];f[v>>2]=w+4;break}}}while(0)}x=x+1|0}while((x|0)!=(F|0))}}u=za;return}function PCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];c=k==0.0?0:(n[s>>2]=k,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;i=+n[b+8>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;b=(d&g|0)==0;if(b)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!c){j=0;return j|0}c=f[c>>2]|0;if(!c){j=0;return j|0}if(b){while(1){a=f[c+4>>2]|0;b=(a|0)==(e|0);if(!(b|(a&d|0)==(h|0))){c=0;b=23;break}if(b)if(+n[c+8>>2]==k)if(+n[c+12>>2]==l)if(+n[c+16>>2]==i){b=23;break}c=f[c>>2]|0;if(!c){c=0;b=23;break}}if((b|0)==23)return c|0}else j=c;while(1){c=f[j+4>>2]|0;if((c|0)==(e|0)){if(+n[j+8>>2]==k)if(+n[j+12>>2]==l)if(+n[j+16>>2]==i){c=j;b=23;break}}else{if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(h|0)){c=0;b=23;break}}j=f[j>>2]|0;if(!j){c=0;b=23;break}}if((b|0)==23)return c|0;return 0}function QCa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0;e=+n[b>>2];c=e==0.0?0:(n[s>>2]=e,f[s>>2]|0);l=+n[b+4>>2];c=(c>>>2)+(c<<6)+(l==0.0?-1640531527:(n[s>>2]=l,f[s>>2]|0)+-1640531527|0)^c;d=+n[b+8>>2];m=(c<<6)+(d==0.0?-1640531527:(n[s>>2]=d,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;j=a+4|0;g=f[j>>2]|0;k=(g|0)==0;a:do if(k)c=0;else{h=g+-1|0;b=(h&g|0)==0;if(b)i=m&h;else if(m>>>0<g>>>0)i=m;else i=(m>>>0)%(g>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{if(b){while(1){b=f[c+4>>2]|0;if(!((b|0)==(m|0)|(b&h|0)==(i|0))){c=i;break a}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}while(1){b=f[c+4>>2]|0;if((b|0)!=(m|0)){if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){c=i;break a}}if(+n[c+8>>2]==e)if(+n[c+12>>2]==l)if(+n[c+16>>2]==d)break;c=f[c>>2]|0;if(!c){c=i;break a}}a=c+20|0;return a|0}}}while(0);i=pOb(24)|0;n[i+8>>2]=e;n[i+12>>2]=l;n[i+16>>2]=d;f[i+20>>2]=0;f[i+4>>2]=m;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(g>>>0)<d){b=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;c=~~+W(+(d/e))>>>0;SCa(a,b>>>0<c>>>0?c:b);b=f[j>>2]|0;c=b+-1|0;if(!(c&b)){g=b;c=c&m;break}if(m>>>0<b>>>0){g=b;c=m}else{g=b;c=(m>>>0)%(b>>>0)|0}}while(0);b=(f[a>>2]|0)+(c<<2)|0;c=f[b>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;b=g+-1|0;if(!(b&g))c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;o=35}}else{f[i>>2]=f[c>>2];o=35}if((o|0)==35)f[c>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+20|0;return a|0}function RCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function SCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){TCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;TCa(a,b);return}function TCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();p=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=p;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;o=b+-1|0;p=(o&b|0)==0;if(p)c=c&o;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(p){d=e;while(1){l=f[d+4>>2]&o;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break d;if(!(+n[j>>2]==+n[h+12>>2]))break d;if(!(+n[k>>2]==+n[h+16>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=+n[d+8>>2];e=d;while(1){if(!(i==+n[h+8>>2]))break e;if(!(+n[j>>2]==+n[h+12>>2]))break e;if(!(+n[k>>2]==+n[h+16>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{q=h;h=e;e=q}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function UCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-2-b|0)>>>1)<<1);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function VCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function WCa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XCa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XCa(a,b);return}function XCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YCa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;r=a+1236|0;v=b+8|0;c=f[v>>2]|0;if(c|0){s=a+1240|0;t=a+1248|0;u=a+1252|0;q=a+1244|0;d=c;o=c;c=f[s>>2]|0;while(1){k=f[d+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){a=0;p=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)a=m&i;else if(m>>>0<c>>>0)a=m;else a=(m>>>0)%(c>>>0)|0;d=f[(f[r>>2]|0)+(a<<2)>>2]|0;if(!d)p=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(a|0))){p=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){p=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(a|0)){p=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[t>>2]|0)+1|0)>>>0);g=+n[u>>2];do if(l|g*+(c>>>0)<e){a=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(r,a>>>0<d>>>0?d:a);a=f[s>>2]|0;d=a+-1|0;if(!(d&a)){c=a;a=d&m;break}if(m>>>0<a>>>0){c=a;a=m}else{c=a;a=(m>>>0)%(a>>>0)|0}}while(0);d=(f[r>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[h>>2]=f[q>>2];f[q>>2]=h;f[d>>2]=q;a=f[h>>2]|0;if(a|0){a=f[a+4>>2]|0;d=c+-1|0;if(!(d&c))a=a&d;else if(a>>>0>=c>>>0)a=(a>>>0)%(c>>>0)|0;a=(f[r>>2]|0)+(a<<2)|0;p=32}}else{f[h>>2]=f[a>>2];p=32}if((p|0)==32){p=0;f[a>>2]=h}f[t>>2]=(f[t>>2]|0)+1}a=f[o>>2]|0;if(!a)break;else{d=a;o=a}}}d=b+12|0;if(!(f[d>>2]|0))return;a=f[v>>2]|0;if(a|0)do{u=a;a=f[a>>2]|0;sOb(u)}while((a|0)!=0);f[v>>2]=0;c=f[b+4>>2]|0;if(c|0){a=0;do{f[(f[b>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(c|0))}f[d>>2]=0;return}function ZCa(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+n[b>>2];g=+n[b+4>>2];e=+n[b+8>>2];d=+n[a>>2]*f+(+n[a+4>>2]*g+ +n[a+8>>2]*e)-+n[a+12>>2];if(d<0.0)if(d*d*+n[a+240>>2]>=c){a=0;return a|0}d=+n[a+16>>2]*f+(+n[a+20>>2]*g+ +n[a+24>>2]*e)-+n[a+28>>2];if(d<0.0)if(d*d*+n[a+244>>2]>=c){a=0;return a|0}d=+n[a+32>>2]*f+(+n[a+36>>2]*g+ +n[a+40>>2]*e)-+n[a+44>>2];if(d<0.0)if(d*d*+n[a+248>>2]>=c){a=0;return a|0}d=+n[a+48>>2]*f+(+n[a+52>>2]*g+ +n[a+56>>2]*e)-+n[a+60>>2];if(d<0.0)if(d*d*+n[a+252>>2]>=c){a=0;return a|0}d=+n[a+64>>2]*f+(+n[a+68>>2]*g+ +n[a+72>>2]*e)-+n[a+76>>2];if(d<0.0)if(d*d*+n[a+256>>2]>=c){a=0;return a|0}d=+n[a+80>>2]*f+(+n[a+84>>2]*g+ +n[a+88>>2]*e)-+n[a+92>>2];if(d<0.0)if(d*d*+n[a+260>>2]>=c){a=0;return a|0}a=1;return a|0}function _Ca(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Ca(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,n=0,o=0,q=0.0;n=u;u=u+48|0;g=n;m=c+196|0;d=f[m>>2]|0;if(d&1048576|0){m=0;u=n;return m|0}e=f[c+4>>2]|0;if((d&131074|0)!=0|(e|0)==0){m=0;u=n;return m|0}if(!(b[c+192>>0]&1)){m=0;u=n;return m|0}i=c+200|0;if(!((f[i>>2]&-268435456|0)==0&0==0)){m=0;u=n;return m|0}if(!(b[(f[e+44>>2]|0)+148>>0]&2)){m=0;u=n;return m|0}Vib(g,f[a>>2]|0,0,c,0);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;a:do if((d|0)==(i|0))c=0;else{j=+p[g>>3];k=+p[g+8>>3];l=+p[g+16>>3];h=+p[g+24>>3];c=0;do{e=f[d>>2]|0;g=f[d+4>>2]|0;b:do if((e|0)!=(g|0)){a=2;do{q=+p[e+24>>3]+(j*+p[e>>3]+(k*+p[e+8>>3]+l*+p[e+16>>3]));o=!(q*q>=h)?1:q<0.0?0:2;a=(o|0)<(a|0)?o:a;e=e+32|0}while((e|0)!=(g|0));switch(a|0){case 2:{c=0;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if(c)c=(f[m>>2]&33554456|0)==0;else c=0}while(0);o=c;u=n;return o|0}function aDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function bDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function cDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=f[b>>2]|0;a:do if((c|0)!=(e|0)){do{d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))break a;c=c+4|0}while((c|0)!=(e|0));f[a>>2]=e;j=e;return j|0}while(0);f[a>>2]=c;if((c|0)==(e|0)){j=e;return j|0}d=c+4|0;if((d|0)==(e|0)){j=c;return j|0}do{g=f[d>>2]|0;h=g;if((f[g+24>>2]|0)==(f[g+28>>2]|0)){if(f[g+36>>2]|0)j=10}else j=10;if((j|0)==10){j=0;f[d>>2]=0;i=f[c>>2]|0;f[c>>2]=h;if(i|0){h=i+36|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[i+24>>2]|0;if(c|0){e=i+28|0;g=f[e>>2]|0;if((g|0)!=(c|0))f[e>>2]=g+(~((g+-4-c|0)>>>2)<<2);sOb(c)}sOb(i)}c=(f[a>>2]|0)+4|0;f[a>>2]=c;e=f[b>>2]|0}d=d+4|0}while((d|0)!=(e|0));return c|0}function dDa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=f[a>>2]|0;d=f[b>>2]|0;j=j+(d-j>>2<<2)|0;b=f[c>>2]|0;if((b|0)==(d|0))return j|0;b=j+(b-d>>2<<2)|0;i=a+4|0;h=f[i>>2]|0;if((b|0)==(h|0))e=j;else{e=j;do{a=f[b>>2]|0;f[b>>2]=0;g=f[e>>2]|0;f[e>>2]=a;if(g|0){a=g+36|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}b=b+4|0;e=e+4|0}while((b|0)!=(h|0));b=f[i>>2]|0}if((b|0)==(e|0))return j|0;do{h=b+-4|0;f[i>>2]=h;a=f[h>>2]|0;f[h>>2]=0;if(a|0){h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(a)}b=f[i>>2]|0}while((b|0)!=(e|0));return j|0}function eDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,Y=0,Z=0,_=0,$=0.0;_=u;u=u+192|0;Y=_;G=+n[c>>2];V=+n[c+4>>2];i=+n[c+8>>2];z=+n[c+12>>2];A=+n[c+16>>2];B=+n[c+20>>2];e=f[a+1064>>2]|0;m=f[a+1068>>2]|0;if((e|0)==(m|0)){u=_;return}$=(z-G)*.5;h=(A-V)*.5;F=(B-i)*.5;C=$+G;D=h+V;E=F+i;F=$*$+(h*h+F*F);o=Y+8|0;q=Y+16|0;r=Y+24|0;s=Y+32|0;t=Y+40|0;v=Y+48|0;w=Y+56|0;x=Y+64|0;y=Y+72|0;H=Y+80|0;I=Y+88|0;J=Y+96|0;K=Y+104|0;L=Y+112|0;M=Y+120|0;N=Y+128|0;O=Y+136|0;P=Y+144|0;Q=Y+152|0;R=Y+160|0;S=Y+168|0;T=Y+176|0;U=Y+184|0;d=0;a:do{g=f[e>>2]|0;l=f[e+4>>2]|0;b:do if((g|0)!=(l|0)){k=2;do{h=+p[g+24>>3]+(C*+p[g>>3]+(D*+p[g+8>>3]+E*+p[g+16>>3]));if(!(h*h>=F)){p[Y>>3]=G;p[o>>3]=V;p[q>>3]=i;p[r>>3]=z;p[s>>3]=V;p[t>>3]=i;p[v>>3]=G;p[w>>3]=A;p[x>>3]=i;p[y>>3]=z;p[H>>3]=A;p[I>>3]=i;p[J>>3]=G;p[K>>3]=V;p[L>>3]=B;p[M>>3]=z;p[N>>3]=V;p[O>>3]=B;p[P>>3]=G;p[Q>>3]=A;p[R>>3]=B;p[S>>3]=z;p[T>>3]=A;p[U>>3]=B;j=gDa(g,Y)|0}else j=h<0.0?0:2;k=(j|0)<(k|0)?j:k;g=g+32|0}while((g|0)!=(l|0));switch(k|0){case 2:{Z=49;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(m|0));if((Z|0)==49){u=_;return}if(!d){u=_;return}d=c+36|0;if(f[d>>2]|0){xib(Y,c,b[c+48>>0]|0,+n[c+44>>2]);U=f[d>>2]|0;f[U>>2]=f[Y>>2];f[U+4>>2]=f[Y+4>>2];f[U+8>>2]=f[Y+8>>2];f[U+12>>2]=f[Y+12>>2];f[U+16>>2]=f[Y+16>>2];f[U+20>>2]=f[Y+20>>2];f[U+52>>2]=f[Y+24>>2];f[U+56>>2]=f[Y+28>>2];f[U+60>>2]=f[Y+32>>2];f[U+64>>2]=f[Y+36>>2];f[U+68>>2]=f[Y+40>>2];f[U+72>>2]=f[Y+44>>2];eDa(a,U);eDa(a,U+52|0)}d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=_;return}t=a+1236|0;v=a+1240|0;w=a+1248|0;x=a+1252|0;y=a+1244|0;do{l=f[d>>2]|0;m=l;c:do if($Ca(a,l)|0){r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[v>>2]|0;q=(o|0)==0;d:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=k&r;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[t>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break d;c=f[g+4>>2]|0;if(!((c|0)==(r|0)|(c&k|0)==(e|0)))break d;if((f[g+8>>2]|0)==(l|0))break c}while(1){g=f[g>>2]|0;if(!g)break d;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break d}if((f[g+8>>2]|0)==(l|0))break c}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[w>>2]|0)+1|0)>>>0);i=+n[x>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(t,e>>>0<g>>>0?g:e);e=f[v>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[t>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[y>>2];f[y>>2]=k;f[g>>2]=y;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[t>>2]|0)+(e<<2)|0;Z=46}}else{f[k>>2]=f[e>>2];Z=46}if((Z|0)==46){Z=0;f[e>>2]=k}f[w>>2]=(f[w>>2]|0)+1}while(0);d=d+4|0}while((d|0)!=(s|0));u=_;return}function fDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0,X=0,Y=0,Z=0.0;Y=u;u=u+192|0;X=Y;C=+n[c>>2];V=+n[c+4>>2];m=+n[c+8>>2];o=+n[c+12>>2];q=+n[c+16>>2];r=+n[c+20>>2];e=f[a+1064>>2]|0;k=f[a+1068>>2]|0;if((e|0)==(k|0)){u=Y;return}Z=(o-C)*.5;l=(q-V)*.5;w=(r-m)*.5;s=Z+C;t=l+V;v=w+m;w=Z*Z+(l*l+w*w);x=X+8|0;y=X+16|0;z=X+24|0;A=X+32|0;B=X+40|0;D=X+48|0;E=X+56|0;F=X+64|0;G=X+72|0;H=X+80|0;I=X+88|0;J=X+96|0;K=X+104|0;L=X+112|0;M=X+120|0;N=X+128|0;O=X+136|0;P=X+144|0;Q=X+152|0;R=X+160|0;S=X+168|0;T=X+176|0;U=X+184|0;d=0;a:do{g=f[e>>2]|0;j=f[e+4>>2]|0;b:do if((g|0)!=(j|0)){i=2;do{l=+p[g+24>>3]+(s*+p[g>>3]+(t*+p[g+8>>3]+v*+p[g+16>>3]));if(!(l*l>=w)){p[X>>3]=C;p[x>>3]=V;p[y>>3]=m;p[z>>3]=o;p[A>>3]=V;p[B>>3]=m;p[D>>3]=C;p[E>>3]=q;p[F>>3]=m;p[G>>3]=o;p[H>>3]=q;p[I>>3]=m;p[J>>3]=C;p[K>>3]=V;p[L>>3]=r;p[M>>3]=o;p[N>>3]=V;p[O>>3]=r;p[P>>3]=C;p[Q>>3]=q;p[R>>3]=r;p[S>>3]=o;p[T>>3]=q;p[U>>3]=r;h=gDa(g,X)|0}else h=l<0.0?0:2;i=(h|0)<(i|0)?h:i;g=g+32|0}while((g|0)!=(j|0));switch(i|0){case 2:{W=20;break a}case 1:break;default:break b}d=1}while(0);e=e+16|0}while((e|0)!=(k|0));if((W|0)==20){u=Y;return}if(!d){u=Y;return}d=c+36|0;if(f[d>>2]|0){xib(X,c,b[c+48>>0]|0,+n[c+44>>2]);W=f[d>>2]|0;f[W>>2]=f[X>>2];f[W+4>>2]=f[X+4>>2];f[W+8>>2]=f[X+8>>2];f[W+12>>2]=f[X+12>>2];f[W+16>>2]=f[X+16>>2];f[W+20>>2]=f[X+20>>2];f[W+52>>2]=f[X+24>>2];f[W+56>>2]=f[X+28>>2];f[W+60>>2]=f[X+32>>2];f[W+64>>2]=f[X+36>>2];f[W+68>>2]=f[X+40>>2];f[W+72>>2]=f[X+44>>2];fDa(a,W);fDa(a,W+52|0)}d=f[c+24>>2]|0;i=f[c+28>>2]|0;if((d|0)==(i|0)){u=Y;return}j=a+1312|0;k=a+1316|0;h=a+1308|0;do{e=f[d>>2]|0;f[X>>2]=e;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=e;f[j>>2]=(f[j>>2]|0)+4}else hDa(h,X);d=d+4|0}while((d|0)!=(i|0));u=Y;return}function gDa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0;d=+p[a>>3];e=+p[a+8>>3];f=+p[a+16>>3];c=+p[a+24>>3];a=!(c+(d*+p[b>>3]+(e*+p[b+8>>3]+f*+p[b+16>>3]))<0.0);if(!(c+(d*+p[b+24>>3]+(e*+p[b+32>>3]+f*+p[b+40>>3]))<0.0))a=a?2:1;else if(a){b=1;return b|0}else a=0;if(!(c+(d*+p[b+48>>3]+(e*+p[b+56>>3]+f*+p[b+64>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+72>>3]+(e*+p[b+80>>3]+f*+p[b+88>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+96>>3]+(e*+p[b+104>>3]+f*+p[b+112>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+120>>3]+(e*+p[b+128>>3]+f*+p[b+136>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+144>>3]+(e*+p[b+152>>3]+f*+p[b+160>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}if(!(c+(d*+p[b+168>>3]+(e*+p[b+176>>3]+f*+p[b+184>>3]))<0.0))a=a+1|0;else if(!a)a=0;else{b=1;return b|0}b=(a|0)==0?0:(a|0)==8?2:1;return b|0}function hDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function iDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function jDa(a){a=a|0;var b=0,c=0,d=0;d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[a+76>>2]|0;if(b|0){c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}d=f[a+24>>2]|0;if(!d)return;b=a+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function kDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;d=a+1234|0;if((h[d>>0]|0)==(c&1|0))d=a+1235|0;else{b[d>>0]=c&1;d=a+1235|0;g=b[d>>0]|0;e=g<<24>>24!=0;i=e^1;b[d>>0]=i&1;if((i&1|0)!=(g&255|0)){b[d>>0]=g;if(c){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,e,f[a+1352>>2]|0)}}}return (b[d>>0]|0)!=0|0}function lDa(a){a=a|0;var c=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=1;c=a+1235|0;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,1,f[a+1352>>2]|0);return}function mDa(a){a=a|0;var c=0,d=0;c=a+1228|0;if(!(f[c>>2]|0))return;f[c>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,0,f[a+1352>>2]|0)}}if(b[a+1232>>0]|0)return;if((b[c>>0]|0)==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return}function nDa(a,b){a=a|0;b=b|0;b=f[b>>2]|0;if((b|0)==(f[a+4>>2]|0)){a=1;return a|0}a=(b|0)==(f[a+12>>2]|0);return a|0}function oDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function pDa(a){a=a|0;var c=0,d=0,e=0;d=a+1228|0;e=(f[d>>2]|0)==1;rBa(a)|0;f[d>>2]=2;c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){c=(zQa(f[a>>2]|0)|0)+140|0;sBa(c,0,f[a+1352>>2]|0)}}c=a+1232|0;if(!(b[c>>0]|0)){b[c>>0]=1;Hha(939,a,4)}if(!e)return;f[d>>2]=1;return}function qDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;if(!(f[a+1228>>2]|0))return;if(!(b[c+192>>0]&1))return;if(f[c+196>>2]&2|0)return;r=a+1320|0;k=c;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=a+1324|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o){d=0;q=20}else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=20;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=20;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=20;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=20;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==20){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=33}}else{f[c>>2]=f[d>>2];q=33}if((q|0)==33)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0)return;b[d>>0]=1;Hha(939,a,4);return}function rDa(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;if(!(f[a+1228>>2]|0)){u=d;return}f[c>>2]=b;sDa(a+1320|0,c)|0;f[c>>2]=b;sDa(a+1340|0,c)|0;f[c>>2]=b;sDa(a+1236|0,c)|0;f[c>>2]=b;sDa(a+1256|0,c)|0;f[c>>2]=b;sDa(a+1276|0,c)|0;kJa(b);u=d;return}function sDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=tDa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else 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d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(!e)q=18;else{if(g)while(1){e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if(!((g|0)==(p|0)|(g&j|0)==(d|0))){q=18;break a}if((f[e+8>>2]|0)==(c|0))break a}do{e=f[e>>2]|0;if(!e){q=18;break a}g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0)){q=18;break a}}}while((f[e+8>>2]|0)!=(c|0))}}while(0);if((q|0)==18){c=pOb(12)|0;f[c+8>>2]=k;f[c+4>>2]=p;f[c>>2]=0;j=a+1332|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[a+1336>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+1328|0;f[c>>2]=f[d>>2];f[d>>2]=c;f[e>>2]=d;d=f[c>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;q=31}}else{f[c>>2]=f[d>>2];q=31}if((q|0)==31)f[d>>2]=c;f[j>>2]=(f[j>>2]|0)+1}d=a+1235|0;if(b[d>>0]|0){b[d>>0]=0;if(b[a+1234>>0]|0){r=(zQa(f[a>>2]|0)|0)+140|0;sBa(r,0,f[a+1352>>2]|0)}}d=a+1232|0;if(b[d>>0]|0){u=s;return}b[d>>0]=1;Hha(939,a,4);u=s;return}function xDa(a,b){a=a|0;b=b|0;wDa(a,b);return}function yDa(a,b){a=a|0;b=b|0;if(!(f[b+196>>2]&2)){qDa(a,b);return}else{rDa(a,b);return}}function zDa(a,c){a=a|0;c=c|0;if(!(b[c+192>>0]&1)){rDa(a,c);return}else{qDa(a,c);return}}function ADa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function BDa(a){a=a|0;if(!(f[a+1228>>2]|0))return;pDa(a);return}function CDa(){if(!(b[257144]|0))MPb(257144)|0;f[64650]=262921;return}function DDa(a,b){a=a|0;b=b|0;f[a>>2]=b&15;f[a+4>>2]=b>>>4&15;f[a+8>>2]=b>>>8&15;f[a+12>>2]=b>>>12&15;f[a+16>>2]=b>>>16&15;return}function EDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return b<<4|a|c<<8|d<<12|e<<16|0}function FDa(a,b){a=a|0;b=b|0;var c=0,d=0;if((f[a>>2]|0)==1)Mwb(b,33071,0);else Mwb(b,10497,0);c=a+8|0;d=(f[c>>2]|0)==0;do if(!(f[a+4>>2]|0))if(d){Nwb(b,9729,9987);break}else{Nwb(b,9729,9729);break}else if(d){Nwb(b,9728,9986);break}else{Nwb(b,9728,9728);break}while(0);if(f[c>>2]|0)return;Owb(b,8.0);return}function GDa(a,b,c){a=a|0;b=b|0;c=c|0;return $Ka(b,c,(f[a+16>>2]|0)==1&1)|0}function HDa(a,c,d,e,g,h,i,j,k,l,m,o,p){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;o=o|0;p=p|0;var q=0,r=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0;M=u;u=u+32|0;B=M+20|0;C=M+8|0;K=M;I=(f[(f[c>>2]|0)+44>>2]|0)+68|0;H=zLa(I)|0;I=ALa(I)|0;D=f[c>>2]|0;J=(b[(f[D+44>>2]|0)+148>>0]&8)==0;FMa(D,a);D=lMa(d)|0;E=g+e|0;F=E+h|0;w=B+4|0;y=B+8|0;z=C+4|0;A=C+8|0;t=f[i>>2]|0;f[B>>2]=t;r=f[i+4>>2]|0;f[w>>2]=r;G=f[i+8>>2]|0;f[y>>2]=G;f[C>>2]=t;f[z>>2]=r;f[A>>2]=G;G=X(D,F)|0;v=(f[s>>2]=t,+n[s>>2]);a:do if(G|0){t=0;x=v;while(1){r=i+(t<<2)|0;if(v<x){q=B;L=5}else if(v>+n[C>>2]){q=C;L=5}if((L|0)==5){L=0;n[q>>2]=v}v=+n[r+4>>2];if(v<+n[w>>2]){q=B;L=8}else if(v>+n[z>>2]){q=C;L=8}if((L|0)==8){L=0;n[q+4>>2]=v}v=+n[r+8>>2];if(v<+n[y>>2]){q=B;L=11}else if(v>+n[A>>2]){q=C;L=11}if((L|0)==11){L=0;n[q+8>>2]=v}q=t+D|0;if(q>>>0>=G>>>0)break a;t=q;x=+n[B>>2];v=+n[i+(q<<2)>>2]}}while(0);c=f[c>>2]|0;w=c+44|0;KMa(f[w>>2]|0,B,C);C=f[w>>2]|0;f[C+52>>2]=f[d>>2];d=C+148|0;b[d>>0]=b[d>>0]|8;if(!(xLa((f[w>>2]|0)+68|0,G,0)|0)){L=0;u=M;return L|0}iub(K,34962);nub(f[K>>2]|0,X(F<<2,D)|0,0,35044);rMa(f[w>>2]|0,K,0);BLa((f[w>>2]|0)+68|0,0,G,i)|0;t=f[w>>2]|0;r=f[t>>2]|0;ELa(t+68|0,f[r+8>>2]|0,r)|0;r=f[w>>2]|0;f[r+108>>2]=F;pMa(r,0,e);pMa(f[w>>2]|0,1,g);pMa(f[w>>2]|0,2,h);qMa(f[w>>2]|0,0,0);qMa(f[w>>2]|0,1,e);qMa(f[w>>2]|0,2,E);IDa(f[w>>2]|0,0,j,k);IDa(f[w>>2]|0,1,l,m);IDa(f[w>>2]|0,2,o,p);LMa(f[w>>2]|0,0,0,0)|0;r=ySa(a)|0;t=f[w>>2]|0;q=f[t+112>>2]|0;t=f[t+116>>2]|0;if((q|0)!=(t|0))do{xDa(r,f[q>>2]|0);q=q+4|0}while((q|0)!=(t|0));r=c+28|0;if(!(f[r>>2]|0)){if((f[c+32>>2]|0)!=-1)L=19}else L=19;if((L|0)==19){q=NRa(a)|0;if(J){if(!(f[r>>2]|0))L=21}else L=21;if((L|0)==21)q=(X(H,-4)|0)+-152+(X(I,-2)|0)+q|0;L=(f[w>>2]|0)+68|0;J=(zLa(L)|0)<<2;PRa(a,q+152+J+((ALa(L)|0)<<1)|0)}q=f[K+4>>2]|0;if(q|0)iOb(q);L=1;u=M;return L|0}function IDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;l=n;k=c+(d*12|0)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;e=d*12|0;g=(e|0)/12|0;if(!e){h=l+8|0;d=0;c=0;e=0}else{if(g>>>0>357913941)AMb(l);i=pOb(e)|0;f[m>>2]=i;f[l>>2]=i;e=i+(g*12|0)|0;h=l+8|0;f[h>>2]=e;j=i;if(!d){d=j;c=j}else{g=c;d=i;c=i;while(1){f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];g=g+12|0;c=c+12|0;if((g|0)==(k|0))break;else d=c}f[m>>2]=c;d=j}}b=b&255;k=a+72+(b*12|0)|0;g=f[k>>2]|0;f[l>>2]=g;f[k>>2]=d;k=a+72+(b*12|0)+4|0;l=f[k>>2]|0;f[m>>2]=l;f[k>>2]=c;a=a+72+(b*12|0)+8|0;f[h>>2]=f[a>>2];f[a>>2]=e;e=l;if(!g){u=n;return}if((e|0)!=(g|0))f[m>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);u=n;return}function JDa(a,b,c,d,e,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0;r=u;u=u+48|0;s=r+32|0;o=r+24|0;t=r+16|0;q=r+8|0;p=r;c=f[c>>2]|0;tMa(o);f[t>>2]=c;f[s>>2]=f[t>>2];if(HDa(b,o,s,d,e,g,h,i,j,k,l,m,n)|0){f[q>>2]=f[o>>2];m=o+4|0;f[q+4>>2]=f[m>>2];f[o>>2]=0;l=m}else{f[q>>2]=0;l=o+4|0;m=q+4|0}f[m>>2]=0;l=f[l>>2]|0;if(l|0)iOb(l);RQa(p,b,q);m=(f[p>>2]|0)==0;l=f[p+4>>2]|0;if(l|0)iOb(l);if(m){f[a>>2]=0;m=q+4|0;l=a+4|0}else{f[a>>2]=f[q>>2];l=q+4|0;f[a+4>>2]=f[l>>2];f[q>>2]=0;m=l}f[l>>2]=0;l=f[m>>2]|0;if(!l){u=r;return}iOb(l);u=r;return}function KDa(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+16|0;k=j;UIa(k,b);l=f[k>>2]|0;eJa(l,c);pJa(l,0,d);hJa(l,0,e);hJa(l,1,g);hJa(l,2,h);HJa(l,1,(i&1|0)!=0,1)|0;HJa(l,2,(i&2|0)!=0,1)|0;HJa(l,4,(i&4|0)!=0,1)|0;SQa(a,b,k);a=f[k+4>>2]|0;if(!a){u=j;return}iOb(a);u=j;return}function LDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;y=F+80|0;x=F+72|0;w=F+64|0;D=F+24|0;r=F+60|0;s=F+56|0;t=F+52|0;v=F+48|0;o=F+44|0;p=F+40|0;z=F+12|0;A=F;n=d+4|0;B=((f[n>>2]|0)-(f[d>>2]|0)>>2>>>0)/6|0;q=e+4|0;C=((f[q>>2]|0)-(f[e>>2]|0)>>2>>>0)/6|0;MDa(D,f[64650]|0);g=f[n>>2]|0;h=f[d>>2]|0;i=((f[q>>2]|0)-(f[e>>2]|0)>>2)+(g-h>>2)|0;j=D+8|0;k=f[D>>2]|0;E=D+4|0;if((f[j>>2]|0)-k>>2>>>0<i>>>0){if(i>>>0>1073741823)vd();l=(f[E>>2]|0)-k|0;m=pOb(i<<2)|0;if((l|0)>0)bQb(m|0,k|0,l|0)|0;f[D>>2]=m;f[E>>2]=m+(l>>2<<2);f[j>>2]=m+(i<<2);if(k){sOb(k);h=f[d>>2]|0;g=f[n>>2]|0}}f[r>>2]=f[E>>2];f[s>>2]=h;f[t>>2]=g;f[w>>2]=f[r>>2];f[x>>2]=f[s>>2];f[y>>2]=f[t>>2];NDa(D,w,x,y)|0;f[v>>2]=f[E>>2];f[o>>2]=f[e>>2];f[p>>2]=f[q>>2];f[w>>2]=f[v>>2];f[x>>2]=f[o>>2];f[y>>2]=f[p>>2];NDa(D,w,x,y)|0;f[z>>2]=0;f[z+4>>2]=B;i=z+8|0;j=f[(f[c+4>>2]|0)+44>>2]|0;h=f[j+72>>2]|0;d=f[j+76>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;f[A>>2]=0;f[A+4>>2]=C;i=A+8|0;h=f[j+84>>2]|0;d=f[j+88>>2]|0;if((h|0)==(d|0))g=0;else{g=-1;do{g=f[h+8>>2]&g;h=h+12|0}while((h|0)!=(d|0))}f[i>>2]=g;c=f[D>>2]|0;tMa(x);f[w>>2]=4681;f[y>>2]=f[w>>2];if(HDa(b,x,y,B,C,0,c,z,1,A,1,0,0)|0){f[a>>2]=f[x>>2];g=x+4|0;f[a+4>>2]=f[g>>2];f[x>>2]=0;h=g}else{f[a>>2]=0;h=x+4|0;g=a+4|0}f[g>>2]=0;g=f[h>>2]|0;if(g|0)iOb(g);g=f[D+12>>2]|0;if(g|0)RBa(g,D);g=f[D>>2]|0;if(!g){u=F;return}h=f[E>>2]|0;if((h|0)!=(g|0))f[E>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g);u=F;return}function MDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257280]|0))if(MPb(257280)|0){f[64647]=0;f[64648]=0;f[64649]=0}e=f[64648]|0;if((f[64647]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64648]|0;j=h+-12|0;while(1){e=h+-12|0;f[64648]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64648]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;q=f[a>>2]|0;v=q;n=(f[b>>2]|0)-v|0;r=n>>2;b=q+(r<<2)|0;k=f[c>>2]|0;g=f[d>>2]|0;w=g-k|0;m=w>>2;d=k;t=g;if((w|0)<=0){w=b;return w|0}p=a+8|0;h=f[p>>2]|0;w=a+4|0;u=f[w>>2]|0;l=u;if((m|0)<=(h-l>>2|0)){j=l-b|0;e=j>>2;if((m|0)>(e|0)){e=d+(e<<2)|0;g=e;if((e|0)==(t|0))e=u;else{i=((t+-4-g|0)>>>2)+1|0;h=u;while(1){f[h>>2]=f[e>>2];e=e+4|0;if((e|0)==(t|0))break;else h=h+4|0}e=u+(i<<2)|0;f[w>>2]=e}if((j|0)>0)l=e;else{w=b;return w|0}}else l=u;j=l-(b+(m<<2))|0;k=j>>2;e=b+(k<<2)|0;if(e>>>0<u>>>0){i=((u+(0-k-r<<2)+~v|0)>>>2)+1|0;h=l;while(1){f[h>>2]=f[e>>2];e=e+4|0;if(e>>>0>=u>>>0)break;else h=h+4|0}f[w>>2]=l+(i<<2)}if(k){cQb(l+(0-k<<2)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){w=b;return w|0}else e=b;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(g|0))break;else e=e+4|0}return b|0}e=(l-v>>2)+m|0;if(e>>>0>1073741823)AMb(a);g=h-v|0;h=g>>1;e=g>>2>>>0<536870911?(h>>>0<e>>>0?e:h):1073741823;h=b;g=n>>2;do if(!e){o=0;s=0}else if(e>>>0>1073741823)vd();else{s=pOb(e<<2)|0;o=s;break}while(0);j=s+(g<<2)|0;i=s+(e<<2)|0;if((t|0)==(d|0))e=j;else{g=g+((t+-4+(0-k)|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[d>>2];d=d+4|0;if((d|0)==(t|0))break;else e=e+4|0}e=s+(g<<2)|0}if((n|0)>0)bQb(o|0,q|0,n|0)|0;d=l-h|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;b=e+(d>>>2<<2)|0}else b=e;f[a>>2]=s;f[w>>2]=b;f[p>>2]=i;if(!q){w=j;return w|0}sOb(q);w=j;return w|0}function ODa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+20|0;k=l;if((e|0)==0|(g|0)==0){k=1;u=l;return k|0}if(!h){k=2;u=l;return k|0}b=(b|0)==0?i:b;switch(a|0){case 3:case 2:case 0:case 1:{switch(a|0){case 2:{b=6409;break}case 1:{b=6407;break}case 3:{b=6410;break}default:b=6408}mvb(k,e,g,b,5121,h);lvb(c,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 4:{if((b|0)==(i|0))f[i>>2]=1;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,0,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}case 5:{if((b|0)==(i|0))f[i>>2]=0;b=(f[b>>2]|0)+-1|0;if(b>>>0<4)b=50462979>>>(b<<3)&255;else b=4;jvb(k,h,e,1,b);ivb(d,k)|0;b=f[k>>2]|0;f[k>>2]=0;if(b|0)tOb(b);j=25;break}default:b=3}do if((j|0)==25){if(!(f[c>>2]|0))if(!(f[d>>2]|0)){b=4;break}b=0}while(0);k=b;u=l;return k|0}function PDa(){if(!(b[257144]|0))MPb(257144)|0;f[64651]=262921;return}function QDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;a=tSa(a)|0;e=c+196|0;g=f[e>>2]|0;if(!((g&32|0)!=0|(g&2048|0)==0&(a^1))){g=d+48|0;n[g>>2]=+n[c+156>>2]+ +n[g>>2];g=d+52|0;n[g>>2]=+n[c+160>>2]+ +n[g>>2];g=d+56|0;n[g>>2]=+n[c+164>>2]+ +n[g>>2]}if(!b)return;a=f[e>>2]|0;if(!(a&33554456))return;if(a&8){PAa(b,d);a=f[e>>2]|0}if(a&16){MAa(b,d);a=f[e>>2]|0}if(!(a&33554432))return;SAa(b,d);return}function RDa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;f[a>>2]=e;l=a+4|0;f[l>>2]=g;n=lMa(c+52|0)|0;f[a+8>>2]=n;n=a+12|0;a:do switch(d<<24>>24){case 2:if(!(b[c+148>>0]&2)){d=f[c+44>>2]|0;break a}else{d=(f[c+28>>2]|0)+(f[c+24>>2]|0)|0;break a}case 1:{d=f[((b[c+148>>0]&2)==0?c+40|0:c+24|0)>>2]|0;break}default:d=0}while(0);f[n>>2]=d;i=f[l>>2]|0;k=i+4|0;if((f[i>>2]|0)==(f[k>>2]|0)){m=c+68|0;d=zLa(m)|0;j=f[k>>2]|0;h=f[i>>2]|0;c=j-h>>2;if(d>>>0>c>>>0)Sqa(i,d-c|0);else if(d>>>0<c>>>0){d=h+(d<<2)|0;if((d|0)!=(j|0))f[k>>2]=j+(~((j+-4-d|0)>>>2)<<2)}CLa(m,f[f[l>>2]>>2]|0)|0;d=f[a>>2]|0;c=ALa(m)|0;j=d+4|0;k=f[j>>2]|0;i=f[d>>2]|0;h=k-i>>1;if(c>>>0>h>>>0)Tqa(d,c-h|0);else if(c>>>0<h>>>0){d=i+(c<<1)|0;if((d|0)!=(k|0))f[j>>2]=k+(~((k+-2-d|0)>>>1)<<1)}DLa(m,f[f[a>>2]>>2]|0)|0}m=f[a>>2]|0;if((f[m>>2]|0)==(f[m+4>>2]|0)){e=0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}e=(f[e>>2]|0)+(f[n>>2]<<1)|0;n=a+16|0;f[n>>2]=e;g=f[g>>2]|0;n=a+20|0;f[n>>2]=g;return}function SDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0;P=u;u=u+144|0;O=P+128|0;N=P+112|0;M=P+56|0;F=P;e=f[(f[c+4>>2]|0)+44>>2]|0;e=(f[e+76>>2]|0)-(f[e+72>>2]|0)|0;J=(e|0)/12|0;g=f[(f[d+4>>2]|0)+44>>2]|0;g=(f[g+76>>2]|0)-(f[g+72>>2]|0)|0;D=(g|0)/12|0;if(J>>>0>D>>>0){SDa(a,b,d,c);O=a+8|0;K=a+16|0;n=+p[a>>3];o=+p[O>>3];q=+p[K>>3];M=a+24|0;p[a>>3]=+p[M>>3];N=a+32|0;p[O>>3]=+p[N>>3];O=a+40|0;p[K>>3]=+p[O>>3];p[M>>3]=n;p[N>>3]=o;p[O>>3]=q;u=P;return}cBa(O,f[64651]|0);cBa(N,f[64651]|0);E=M+48|0;p[E>>3]=C;a:do if(!e){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0}else{I=O+4|0;s=F+48|0;t=F+8|0;G=M+8|0;v=F+16|0;H=M+16|0;w=F+24|0;x=M+24|0;y=F+32|0;K=M+32|0;z=F+40|0;A=M+40|0;B=N+4|0;if(!g){h=f[O>>2]|0;i=h;g=0;e=f[I>>2]|0;while(1){if((e|0)==(h|0))e=h;else{e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[I>>2]=e}g=g+1|0;if(g>>>0>=J>>>0){q=0.0;n=C;o=0.0;m=0.0;l=0.0;k=0.0;j=0.0;break a}}}else{r=0;e=0}do{i=0;do{TDa(F,e,b,c,r,d,i,O,N);n=+p[s>>3];j=+p[E>>3];if(n<j){p[M>>3]=+p[F>>3];p[G>>3]=+p[t>>3];p[H>>3]=+p[v>>3];p[x>>3]=+p[w>>3];p[K>>3]=+p[y>>3];p[A>>3]=+p[z>>3];p[E>>3]=n;e=M}else n=j;g=f[N>>2]|0;h=f[B>>2]|0;if((h|0)!=(g|0))f[B>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);i=i+1|0}while(i>>>0<D>>>0);h=f[O>>2]|0;g=f[I>>2]|0;if((g|0)!=(h|0))f[I>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);r=r+1|0}while(r>>>0<J>>>0);q=+p[A>>3];o=+p[M>>3];m=+p[G>>3];l=+p[H>>3];k=+p[M+24>>3];j=+p[K>>3]}while(0);n=+L(+n);p[a>>3]=o;p[a+8>>3]=m;p[a+16>>3]=l;p[a+24>>3]=k;p[a+32>>3]=j;p[a+40>>3]=q;p[a+48>>3]=n;e=f[N+12>>2]|0;if(e|0)xCa(e,N);h=f[N>>2]|0;if(h|0){e=N+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}e=f[O+12>>2]|0;if(e|0)xCa(e,O);h=f[O>>2]|0;if(h|0){e=O+4|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}u=P;return}function TDa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0.0,l=0.0,m=0.0,o=0,q=0,r=0.0,s=0.0,t=0.0,v=0.0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,E=0,F=0,I=0,J=0.0,K=0.0,M=0,N=0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;M=0;N=u;u=u+1200|0;o=a;q=o+48|0;do{f[o>>2]=0;o=o+4|0}while((o|0)<(q|0));p[(a+48|0)>>3]=C;if((f[i>>2]|0)==(f[(i+4|0)>>2]|0))if(!(UDa(c,d,e,i)|0)){u=N;return}if(!(UDa(c,g,h,j)|0)){u=N;return}F=f[i>>2]|0;I=f[j>>2]|0;E=(f[(i+4|0)>>2]|0)-F|0;j=(f[j+4>>2]|0)-I|0;c=1;if(c){c=0;if(!b){if(!E){u=N;return}}else c=1}if(c)if(1){e=(N+24|0)+24|0;t=+p[F>>3];p[e>>3]=t;v=+p[F+8>>3];p[((N+24|0)+32|0)>>3]=v;k=+p[F+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=t;p[((N+24|0)+8|0)>>3]=v;d=F;c=N+24|0;a:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(F+(((E|0)/24|0)*24|0)+-24|0|0))break a;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){x=N+24|0;M=10}else if(k>+p[e>>3]){x=e;M=10}if((M|0)==10){M=0;p[x>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){w=N+24|0;M=13}else if(k>+p[((N+24|0)+32|0)>>3]){w=e;M=13}if((M|0)==13){M=0;p[w+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue a}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue a}else c=d}}l=+p[(N+24|0)>>3];m=(+p[(N+24|0)+24>>3]-l)*.5;r=+p[((N+24|0)+8|0)>>3];s=(+p[((N+24|0)+32|0)>>3]-r)*.5;t=+p[((N+24|0)+16|0)>>3];v=(+p[((N+24|0)+40|0)>>3]-t)*.5;e=(N+24|0)+24|0;P=+p[I>>3];p[e>>3]=P;O=+p[I+8>>3];p[((N+24|0)+32|0)>>3]=O;k=+p[I+16>>3];p[((N+24|0)+40|0)>>3]=k;p[(N+24|0)>>3]=P;p[((N+24|0)+8|0)>>3]=O;d=I;c=N+24|0;b:while(1){p[c+16>>3]=k;c=d;while(1){if((c|0)==(I+(((j|0)/24|0)*24|0)+-24|0|0))break b;d=c+24|0;k=+p[d>>3];if(k<+p[(N+24|0)>>3]){z=N+24|0;M=21}else if(k>+p[e>>3]){z=e;M=21}if((M|0)==21){M=0;p[z>>3]=k}k=+p[c+32>>3];if(k<+p[((N+24|0)+8|0)>>3]){y=N+24|0;M=24}else if(k>+p[((N+24|0)+32|0)>>3]){y=e;M=24}if((M|0)==24){M=0;p[y+8>>3]=k}k=+p[c+40>>3];if(k<+p[((N+24|0)+16|0)>>3]){c=N+24|0;continue b}if(k>+p[((N+24|0)+40|0)>>3]){c=e;continue b}else c=d}}S=+p[(N+24|0)>>3];k=(+p[(N+24|0)+24>>3]-S)*.5;R=+p[((N+24|0)+8|0)>>3];O=(+p[((N+24|0)+32|0)>>3]-R)*.5;Q=+p[((N+24|0)+16|0)>>3];P=(+p[((N+24|0)+40|0)>>3]-Q)*.5;P=+L(+((l+m-(S+k))*(l+m-(S+k))+((r+s-(R+O))*(r+s-(R+O))+(t+v-(Q+P))*(t+v-(Q+P)))))-+L(+(m*m+(s*s+v*v)))-+L(+(k*k+(O*O+P*P)));P=P>0.0?P:0.0;if(!(E|0?!(P*P>=+p[b+48>>3]):0)){u=N;return}}o=(N+24|0)+8|0;q=(N+24|0)+16|0;h=0;r=0.0;s=0.0;c:while(1){i=F+(h*24|0)|0;k=+p[i>>3];l=+p[i+24>>3];if(k==l)if(+p[F+(h*24|0)+8>>3]==+p[i+32>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+40>>3]){A=r;B=s}else M=33;else M=33;else M=33;do if((M|0)==33){M=0;m=+p[i+48>>3];if(k==m)if(+p[F+(h*24|0)+8>>3]==+p[i+56>>3])if(+p[F+(h*24|0)+16>>3]==+p[i+64>>3]){A=r;B=s;break}if(l==m)if(+p[i+32>>3]==+p[i+56>>3])if(+p[i+40>>3]==+p[i+64>>3]){A=r;B=s;break}c=1;if(c){c=0;if(!j){A=r;B=s}else c=1}if(c)if(1){e=F+(h*24|0)+8|0;g=F+(h*24|0)+16|0;d=0;while(1){c=I+(d*24|0)|0;k=+p[c>>3];l=+p[c+24>>3];if(k==l)if(+p[I+(d*24|0)+8>>3]==+p[c+32>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+40>>3]){J=r;K=s}else M=44;else M=44;else M=44;do if((M|0)==44){M=0;m=+p[c+48>>3];if(k==m)if(+p[I+(d*24|0)+8>>3]==+p[c+56>>3])if(+p[I+(d*24|0)+16>>3]==+p[c+64>>3]){J=r;K=s;break}if(l==m)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3]){J=r;K=s;break}Kib(N+24|0,i,c,c+24|0,c+48|0);v=+p[(N+24|0)>>3];p[(N+24|0)>>3]=r;t=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=s;k=+p[((N+24|0)+16|0)>>3];l=+p[i>>3]-v;m=+p[e>>3]-t;r=+p[g>>3]-k;if(l*l+(m*m+r*r)<+p[(a+48|0)>>3]){p[(a+48|0)>>3]=l*l+(m*m+r*r);p[a>>3]=+p[i>>3];p[(a+8|0)>>3]=+p[e>>3];p[(a+16|0)>>3]=+p[g>>3];p[(a+24|0)>>3]=v;p[(a+32|0)>>3]=t;p[(a+40|0)>>3]=k}if(l*l+(m*m+r*r)==0.0){M=98;break c}Kib(N+24|0,i+24|0,c,c+24|0,c+48|0);B=+p[(N+24|0)>>3];p[(N+24|0)>>3]=v;O=+p[((N+24|0)+8|0)>>3];p[((N+24|0)+8|0)>>3]=t;P=+p[((N+24|0)+16|0)>>3];Q=+p[(i+24|0)>>3]-B;R=+p[((i+24|0)+8|0)>>3]-O;S=+p[((i+24|0)+16|0)>>3]-P;f[N+96>>2]=a;f[N+208>>2]=d;n[N+296>>2]=J;n[N+328>>2]=K;f[N+432>>2]=o;f[N+440>>2]=q;f[N+448>>2]=i;f[N+496>>2]=c;f[N+528>>2]=I;n[N+600>>2]=B;n[N+608>>2]=O;n[N+616>>2]=P;n[N+624>>2]=Q;n[N+632>>2]=R;n[N+640>>2]=S;f[N+1112>>2]=M;f[N+1136>>2]=0;f[N+1140>>2]=0;jFa(N);J=+n[N+296>>2];K=+n[N+328>>2];M=f[N+1112>>2]|0;G=f[N+1136>>2]|0;D=f[N+1140>>2]|0;H=+n[N+1140>>2];f[N+1136>>2]=0;f[N+1140>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 14:break c}}while(0);d=d+3|0;if(d>>>0>=((j|0)/24|0)>>>0){A=J;B=K;break}else{r=J;s=K}}}}while(0);h=h+3|0;if(h>>>0>=((E|0)/24|0)>>>0){M=98;break}else{r=A;s=B}}if((M|0)==94){u=N;return}else if((M|0)==98){u=N;return}}function UDa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0.0,I=0.0,J=0.0,K=0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0.0,S=0.0,T=0.0;Q=u;u=u+112|0;M=Q;N=Q+88|0;P=Q+72|0;O=Q+56|0;K=Q+32|0;VDa(P,f[64651]|0);MDa(O,f[64651]|0);r=(f[b+4>>2]|0)+44|0;y=f[r>>2]|0;G=f[y+72>>2]|0;t=G;if((((f[y+76>>2]|0)-G|0)/12|0)>>>0>c>>>0){v=t+(c*12|0)+4|0;if(!(f[v>>2]|0))b=0;else{G=f[b+96>>2]|0;i=+n[G>>2];k=+n[G+4>>2];l=+n[G+8>>2];m=+n[G+12>>2];o=+n[G+16>>2];q=+n[G+20>>2];z=+n[G+24>>2];A=+n[G+28>>2];B=+n[G+32>>2];C=+n[G+36>>2];D=+n[G+40>>2];E=+n[G+44>>2];e=f[G+48>>2]|0;g=f[G+52>>2]|0;h=f[G+56>>2]|0;F=+n[G+60>>2];G=tSa(a)|0;y=f[b+196>>2]|0;if(!((y&32|0)!=0|(y&2048|0)==0&(G^1))){e=(n[s>>2]=+n[b+156>>2]+(f[s>>2]=e,+n[s>>2]),f[s>>2]|0);g=(n[s>>2]=+n[b+160>>2]+(f[s>>2]=g,+n[s>>2]),f[s>>2]|0);h=(n[s>>2]=+n[b+164>>2]+(f[s>>2]=h,+n[s>>2]),f[s>>2]|0)}L=o;J=(f[s>>2]=e,+n[s>>2]);I=(f[s>>2]=g,+n[s>>2]);H=(f[s>>2]=h,+n[s>>2]);RDa(K,f[r>>2]|0,0,P,O);a=f[t+(c*12|0)>>2]|0;G=(f[v>>2]|0)+a|0;y=f[K>>2]|0;if((f[y>>2]|0)==(f[y+4>>2]|0)){r=f[K+12>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,a+r|0)|0)<<2)|0;T=+n[e>>2];S=+n[e+4>>2];R=+n[e+8>>2];o=i*T+L*S+B*R+J;p[M>>3]=o;p[c>>3]=k*T+q*S+C*R+I;p[t>>3]=l*T+z*S+D*R+H;p[v>>3]=m*T+A*S+E*R+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}else{r=f[K+16>>2]|0;if(G>>>0>a>>>0){c=M+8|0;t=M+16|0;v=M+24|0;w=N+8|0;x=N+12|0;y=f[K+20>>2]|0;g=f[K+8>>2]|0;b=d+4|0;h=d+8|0;do{e=y+((X(g,j[r+(a<<1)>>1]|0)|0)<<2)|0;R=+n[e>>2];S=+n[e+4>>2];T=+n[e+8>>2];o=i*R+L*S+B*T+J;p[M>>3]=o;p[c>>3]=k*R+q*S+C*T+I;p[t>>3]=l*R+z*S+D*T+H;p[v>>3]=m*R+A*S+E*T+F;f[N>>2]=M;f[w>>2]=M;f[x>>2]=4;e=f[b>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){p[e>>3]=o;p[e+8>>3]=+p[c>>3];p[e+16>>3]=+p[t>>3];f[b>>2]=e+24}else WDa(d,N);a=a+1|0}while((a|0)!=(G|0))}}b=(f[d>>2]|0)!=(f[d+4>>2]|0)}}else b=0;a=f[O+12>>2]|0;if(a|0)RBa(a,O);g=f[O>>2]|0;if(g|0){a=O+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}a=f[P+12>>2]|0;if(a|0)SBa(a,P);g=f[P>>2]|0;if(!g){u=Q;return b|0}a=P+4|0;e=f[a>>2]|0;if((e|0)!=(g|0))f[a>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=Q;return b|0}function VDa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257272]|0))if(MPb(257272)|0){f[64644]=0;f[64645]=0;f[64646]=0}e=f[64645]|0;if((f[64644]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64645]|0;j=h+-12|0;while(1){e=h+-12|0;f[64645]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-2-i|0)>>>1)<<1);sOb(i);e=f[64645]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function WDa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;e=f[b>>2]|0;p[c>>3]=+p[e>>3];p[g+(h*24|0)+8>>3]=+p[e+8>>3];p[g+(h*24|0)+16>>3]=+p[e+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function XDa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0;j=u;u=u+32|0;i=j+16|0;h=j;cBa(i,f[64651]|0);cBa(h,f[64651]|0);TDa(a,0,b,c,d,e,g,i,h);a=a+48|0;k=+L(+(+p[a>>3]));p[a>>3]=k;a=f[h+12>>2]|0;if(a|0)xCa(a,h);c=f[h>>2]|0;if(c|0){a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}a=f[i+12>>2]|0;if(a|0)xCa(a,i);c=f[i>>2]|0;if(!c){u=j;return}a=i+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-24-c|0)>>>0)/24|0)*24|0);sOb(c);u=j;return}function YDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;w=x+48|0;r=x+24|0;s=x;cBa(w,f[64651]|0);t=a+8|0;m=a+16|0;n=a+24|0;o=a+32|0;q=a+40|0;v=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[v>>3]=C;if(UDa(b,c,d,w)|0){c=f[w>>2]|0;l=(f[w+4>>2]|0)-c|0;d=(l|0)/24|0;if(!l)g=C;else{h=s+8|0;i=s+16|0;k=r+8|0;l=r+16|0;b=0;j=C;while(1){g=+Oib(e,c+(b*24|0)|0,r,s);if(g<j){p[v>>3]=g;p[a>>3]=+p[s>>3];p[t>>3]=+p[h>>3];p[m>>3]=+p[i>>3];p[n>>3]=+p[r>>3];p[o>>3]=+p[k>>3];p[q>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=d>>>0)break;else j=g}}j=+L(+g);p[v>>3]=j}b=f[w+12>>2]|0;if(b|0)xCa(b,w);d=f[w>>2]|0;if(!d){u=x;return}b=w+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=x;return}function ZDa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0,D=0.0;y=u;u=u+160|0;x=y+144|0;m=y+48|0;t=y+24|0;v=y;cBa(x,f[64651]|0);n=a+8|0;o=a+16|0;q=a+24|0;r=a+32|0;s=a+40|0;w=a+48|0;h=a;i=h+48|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));p[w>>3]=C;if(UDa(b,c,d,x)|0){D=+p[e>>3];p[m>>3]=D;B=+p[e+8>>3];p[m+8>>3]=B;A=+p[e+16>>3];p[m+16>>3]=A;z=+p[e+24>>3];p[m+24>>3]=z;g=+p[e+32>>3];p[m+32>>3]=g;j=+p[e+40>>3];p[m+40>>3]=j;p[m+48>>3]=D;p[m+56>>3]=B;p[m+64>>3]=A;p[m+72>>3]=-z;p[m+80>>3]=-g;p[m+88>>3]=-j;d=f[x>>2]|0;c=(f[x+4>>2]|0)-d|0;e=(c|0)/24|0;h=v+8|0;i=v+16|0;k=t+8|0;l=t+16|0;if(!c)g=C;else{b=0;j=C;while(1){g=+Oib(m,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}c=m+48|0;b=0;j=g;while(1){g=+Oib(c,d+(b*24|0)|0,t,v);if(g<j){p[w>>3]=g;p[a>>3]=+p[v>>3];p[n>>3]=+p[h>>3];p[o>>3]=+p[i>>3];p[q>>3]=+p[t>>3];p[r>>3]=+p[k>>3];p[s>>3]=+p[l>>3]}else g=j;b=b+3|0;if(b>>>0>=e>>>0)break;else j=g}}D=+L(+g);p[w>>3]=D}b=f[x+12>>2]|0;if(b|0)xCa(b,x);d=f[x>>2]|0;if(!d){u=y;return}b=x+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=y;return}function _Da(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;s=u;u=u+64|0;r=s+40|0;q=s+24|0;n=s;d=f[c>>2]|0;p=c+4|0;e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~(((e+-12-d|0)>>>0)/12|0)*12|0);VDa(r,f[64651]|0);MDa(q,f[64651]|0);o=f[a+84>>2]|0;i=o;if((((f[a+88>>2]|0)-o|0)/12|0)>>>0>b>>>0){m=i+(b*12|0)+4|0;e=f[m>>2]|0;o=c+8|0;k=f[c>>2]|0;g=k;if((((f[o>>2]|0)-k|0)/12|0)>>>0<e>>>0){if(e>>>0>357913941)vd();t=f[p>>2]|0;h=pOb(e*12|0)|0;d=h+(((t-k|0)/12|0)*12|0)|0;l=d;h=h+(e*12|0)|0;e=t;if((e|0)==(g|0))d=l;else do{t=d;d=d+-12|0;v=e;e=e+-12|0;f[d>>2]=f[e>>2];f[t+-8>>2]=f[v+-8>>2];f[t+-4>>2]=f[v+-4>>2]}while((e|0)!=(g|0));f[c>>2]=d;f[p>>2]=l;f[o>>2]=h;if(k|0)sOb(k)}RDa(n,a,1,r,q);d=f[i+(b*12|0)>>2]|0;a=(f[m>>2]|0)+d|0;v=f[n>>2]|0;if((f[v>>2]|0)==(f[v+4>>2]|0)){l=f[n+12>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,d+l|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}else{l=f[n+16>>2]|0;if(a>>>0>d>>>0){m=f[n+20>>2]|0;k=f[n+8>>2]|0;do{e=m+((X(k,j[l+(d<<1)>>1]|0)|0)<<2)|0;g=e+4|0;h=e+8|0;i=f[p>>2]|0;if(i>>>0<(f[o>>2]|0)>>>0){f[i>>2]=f[e>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[p>>2]=i+12}else $Da(c,e,g,h);d=d+1|0}while((d|0)!=(a|0))}}}d=f[q+12>>2]|0;if(d|0)RBa(d,q);g=f[q>>2]|0;if(g|0){d=q+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[r+12>>2]|0;if(d|0)SBa(d,r);g=f[r>>2]|0;if(!g){u=s;return}d=r+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=s;return}function $Da(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;h=f[n>>2]|0;o=f[a>>2]|0;j=(h-o|0)/12|0;e=j+1|0;l=o;if(e>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-o|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<e>>>0?e:g):357913941;do if(!g)i=0;else if(g>>>0>357913941)vd();else{i=pOb(g*12|0)|0;break}while(0);e=i+(j*12|0)|0;k=i+(g*12|0)|0;f[e>>2]=f[b>>2];f[i+(j*12|0)+4>>2]=f[c>>2];f[i+(j*12|0)+8>>2]=f[d>>2];b=e+12|0;if((h|0)!=(l|0))while(1){g=e+-12|0;j=h;h=h+-12|0;f[g>>2]=f[h>>2];f[e+-8>>2]=f[j+-8>>2];f[e+-4>>2]=f[j+-4>>2];if((h|0)==(l|0)){e=g;break}else e=g}f[a>>2]=e;f[n>>2]=b;f[m>>2]=k;if(!o)return;sOb(o);return}function aEa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0.0,q=0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0;ha=u;u=u+160|0;ga=ha+144|0;fa=ha+128|0;$=ha;f[a>>2]=1065353216;aa=a+4|0;f[aa>>2]=1065353216;ba=a+8|0;f[ba>>2]=1065353216;ca=a+12|0;f[ca>>2]=0;da=a+16|0;f[da>>2]=0;_=a+20|0;f[_>>2]=0;VDa(ga,f[64651]|0);MDa(fa,f[64651]|0);if(c)Z=(GJa(d)|0)&255;else Z=7;N=d+4|0;O=$+4|0;P=$+8|0;Q=$+72|0;R=$+76|0;S=$+80|0;T=$+104|0;U=$+108|0;V=$+112|0;W=$+116|0;X=$+120|0;Y=$+124|0;w=d+96|0;x=$+12|0;y=$+16|0;z=$+20|0;A=$+24|0;B=$+28|0;C=$+32|0;D=$+36|0;E=$+40|0;F=$+44|0;G=$+48|0;H=$+52|0;I=$+56|0;J=$+60|0;K=$+64|0;L=$+68|0;M=a+12|0;v=188454;do{c=b[v>>0]|0;d=c&255;if(1<<d&Z|0){t=f[N>>2]|0;f[$>>2]=t;t=t+44|0;f[O>>2]=(f[t>>2]|0)+72+(d*12|0);f[Q>>2]=ga;f[R>>2]=fa;RDa(S,f[t>>2]|0,c,ga,fa);f[T>>2]=1065353216;f[U>>2]=1065353216;f[V>>2]=1065353216;f[W>>2]=0;f[X>>2]=0;f[Y>>2]=0;d=f[w>>2]|0;f[P>>2]=f[d>>2];f[x>>2]=f[d+4>>2];f[y>>2]=f[d+8>>2];f[z>>2]=f[d+12>>2];f[A>>2]=f[d+16>>2];f[B>>2]=f[d+20>>2];f[C>>2]=f[d+24>>2];f[D>>2]=f[d+28>>2];f[E>>2]=f[d+32>>2];f[F>>2]=f[d+36>>2];f[G>>2]=f[d+40>>2];f[H>>2]=f[d+44>>2];f[I>>2]=f[d+48>>2];f[J>>2]=f[d+52>>2];f[K>>2]=f[d+56>>2];f[L>>2]=f[d+60>>2];d=f[O>>2]|0;c=f[d>>2]|0;d=f[d+4>>2]|0;if((c|0)==(d|0)){l=0.0;i=1.0;d=1065353216;j=1.0;e=1065353216;k=1.0;m=1065353216;o=0;p=0.0;q=0;r=0.0;t=0}else{do{bEa($,c);c=c+12|0}while((c|0)!=(d|0));d=f[T>>2]|0;i=(f[s>>2]=d,+n[s>>2]);e=f[U>>2]|0;j=(f[s>>2]=e,+n[s>>2]);m=f[V>>2]|0;k=(f[s>>2]=m,+n[s>>2]);o=f[W>>2]|0;l=(f[s>>2]=o,+n[s>>2]);q=f[X>>2]|0;p=(f[s>>2]=q,+n[s>>2]);t=f[Y>>2]|0;r=(f[s>>2]=t,+n[s>>2])}g=+n[a>>2];h=+n[M>>2];do if(!(g<=h)){n[a>>2]=i;n[aa>>2]=j;n[ba>>2]=k;n[ca>>2]=l;n[da>>2]=p;n[_>>2]=r}else if(i<=l){if(g>i){c=a;ea=25}else if(h<i){c=ca;ea=25}if((ea|0)==25){ea=0;f[c>>2]=d}if(+n[aa>>2]>j){c=a;ea=28}else if(+n[da>>2]<j){c=ca;ea=28}if((ea|0)==28){ea=0;f[c+4>>2]=e}if(+n[ba>>2]>k){c=a;ea=31}else if(+n[_>>2]<k){c=ca;ea=31}if((ea|0)==31){ea=0;f[c+8>>2]=m}if(+n[a>>2]>l){c=a;ea=34}else if(+n[ca>>2]<l){c=ca;ea=34}if((ea|0)==34){ea=0;f[c>>2]=o}if(+n[aa>>2]>p){c=a;ea=37}else if(+n[da>>2]<p){c=ca;ea=37}if((ea|0)==37){ea=0;f[c+4>>2]=q}if(+n[ba>>2]>r)c=a;else if(+n[_>>2]<r)c=ca;else break;f[c+8>>2]=t}while(0)}v=v+1|0}while((v|0)!=188457);c=f[fa+12>>2]|0;if(c|0)RBa(c,fa);e=f[fa>>2]|0;if(e|0){c=fa+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}c=f[ga+12>>2]|0;if(c|0)SBa(c,ga);e=f[ga>>2]|0;if(!e){u=ha;return}c=ga+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-2-e|0)>>>1)<<1);sOb(e);u=ha;return}function bEa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,k=0.0,l=0,m=0,o=0,p=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;q=f[b>>2]|0;b=f[b+4>>2]|0;if(!b)return;H=b+q|0;G=q+1|0;r=a+80|0;F=f[r>>2]|0;b=(q|0)==-1;do if((f[F>>2]|0)==(f[F+4>>2]|0)){if(!b){l=a+104|0;c=a+116|0;h=a+108|0;m=a+112|0;i=a+120|0;b=a+124|0;o=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,q+(f[a+92>>2]|0)|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[l>>2];e=+n[c>>2];if(!(d<=e)){n[l>>2]=g;n[h>>2]=k;n[m>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=l;I=7}else if(g>e){c=o;I=7}if((I|0)==7)n[c>>2]=g;if(k<+n[h>>2]){c=l;I=10}else if(k>+n[i>>2]){c=o;I=10}if((I|0)==10)n[c+4>>2]=k;if(p<+n[m>>2])b=l;else if(p>+n[b>>2])b=o;else break;b=b+8|0}n[b>>2]=p}}else if(!b){o=a+104|0;c=a+116|0;h=a+108|0;l=a+112|0;i=a+120|0;b=a+124|0;m=a+116|0;F=(f[a+100>>2]|0)+((X(f[a+88>>2]|0,j[(f[a+96>>2]|0)+(q<<1)>>1]|0)|0)<<2)|0;e=+n[F>>2];d=+n[F+4>>2];p=+n[F+8>>2];g=+n[a+56>>2]+(e*+n[a+8>>2]+d*+n[a+24>>2]+p*+n[a+40>>2]);k=+n[a+60>>2]+(e*+n[a+12>>2]+d*+n[a+28>>2]+p*+n[a+44>>2]);p=+n[a+64>>2]+(e*+n[a+16>>2]+d*+n[a+32>>2]+p*+n[a+48>>2]);d=+n[o>>2];e=+n[c>>2];if(!(d<=e)){n[o>>2]=g;n[h>>2]=k;n[l>>2]=p;n[c>>2]=g;n[i>>2]=k}else{if(g<d){c=o;I=20}else if(g>e){c=m;I=20}if((I|0)==20)n[c>>2]=g;if(k<+n[h>>2]){c=o;I=23}else if(k>+n[i>>2]){c=m;I=23}if((I|0)==23)n[c+4>>2]=k;if(p<+n[l>>2])b=o;else if(p>+n[b>>2])b=m;else break;b=b+8|0}n[b>>2]=p}while(0);F=f[r>>2]|0;if((f[F>>2]|0)==(f[F+4>>2]|0)){i=f[a+92>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,c+i|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=34}else if(d>+n[E>>2]){b=E;I=34}if((I|0)==34){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=37}else if(e>+n[h>>2]){b=E;I=37}if((I|0)==37){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=40}else if(g>+n[F>>2]){b=E;I=40}if((I|0)==40){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}else{i=f[a+96>>2]|0;if(G>>>0>=H>>>0)return;l=f[a+100>>2]|0;m=f[a+88>>2]|0;o=a+104|0;q=a+8|0;r=a+24|0;s=a+40|0;t=a+56|0;u=a+12|0;v=a+28|0;w=a+44|0;x=a+60|0;y=a+16|0;z=a+32|0;A=a+48|0;B=a+64|0;C=a+108|0;D=a+112|0;E=a+116|0;F=a+124|0;h=a+120|0;c=G;do{G=l+((X(m,j[i+(c<<1)>>1]|0)|0)<<2)|0;k=+n[G>>2];p=+n[G+4>>2];g=+n[G+8>>2];d=+n[t>>2]+(k*+n[q>>2]+p*+n[r>>2]+g*+n[s>>2]);e=+n[x>>2]+(k*+n[u>>2]+p*+n[v>>2]+g*+n[w>>2]);g=+n[B>>2]+(k*+n[y>>2]+p*+n[z>>2]+g*+n[A>>2]);if(d<+n[o>>2]){b=o;I=46}else if(d>+n[E>>2]){b=E;I=46}if((I|0)==46){I=0;n[b>>2]=d}if(e<+n[C>>2]){b=o;I=49}else if(e>+n[h>>2]){b=E;I=49}if((I|0)==49){I=0;n[b+4>>2]=e}if(g<+n[D>>2]){b=o;I=52}else if(g>+n[F>>2]){b=E;I=52}if((I|0)==52){I=0;n[b+8>>2]=g}c=c+1|0}while((c|0)!=(H|0));return}}function cEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+160|0;q=r+144|0;p=r+128|0;j=r;VDa(q,f[64651]|0);MDa(p,f[64651]|0);k=f[b+4>>2]|0;f[j>>2]=k;h=j+4|0;k=k+44|0;f[h>>2]=(f[k>>2]|0)+72+((c&255)*12|0);f[j+72>>2]=q;f[j+76>>2]=p;RDa(j+80|0,f[k>>2]|0,c,q,p);k=j+104|0;f[k>>2]=1065353216;l=j+108|0;f[l>>2]=1065353216;m=j+112|0;f[m>>2]=1065353216;n=j+116|0;f[n>>2]=0;o=j+120|0;f[o>>2]=0;i=j+124|0;f[i>>2]=0;g=f[b+96>>2]|0;f[j+8>>2]=f[g>>2];f[j+12>>2]=f[g+4>>2];f[j+16>>2]=f[g+8>>2];f[j+20>>2]=f[g+12>>2];f[j+24>>2]=f[g+16>>2];f[j+28>>2]=f[g+20>>2];f[j+32>>2]=f[g+24>>2];f[j+36>>2]=f[g+28>>2];f[j+40>>2]=f[g+32>>2];f[j+44>>2]=f[g+36>>2];f[j+48>>2]=f[g+40>>2];f[j+52>>2]=f[g+44>>2];f[j+56>>2]=f[g+48>>2];f[j+60>>2]=f[g+52>>2];f[j+64>>2]=f[g+56>>2];f[j+68>>2]=f[g+60>>2];do if(!e){c=0;g=6}else{c=0;while(1){b=f[d+(c<<2)>>2]|0;s=f[h>>2]|0;g=f[s>>2]|0;if(b>>>0>=(((f[s+4>>2]|0)-g|0)/12|0)>>>0){g=4;break}bEa(j,g+(b*12|0)|0);c=c+1|0;if(c>>>0>=e>>>0){g=5;break}}if((g|0)==4){f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;f[a+12>>2]=0;b=0;c=0;break}else if((g|0)==5){c=f[i>>2]|0;g=6;break}}while(0);if((g|0)==6){f[a>>2]=f[k>>2];f[a+4>>2]=f[l>>2];f[a+8>>2]=f[m>>2];f[a+12>>2]=f[n>>2];b=f[o>>2]|0}f[a+16>>2]=b;f[a+20>>2]=c;c=f[p+12>>2]|0;if(c|0)RBa(c,p);g=f[p>>2]|0;if(g|0){c=p+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-4-g|0)>>>2)<<2);sOb(g)}c=f[q+12>>2]|0;if(c|0)SBa(c,q);g=f[q>>2]|0;if(!g){u=r;return}c=q+4|0;b=f[c>>2]|0;if((b|0)!=(g|0))f[c>>2]=b+(~((b+-2-g|0)>>>1)<<1);sOb(g);u=r;return}function dEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0;S=u;u=u+144|0;L=S+8|0;K=S;R=S+120|0;Q=S+104|0;P=S+88|0;O=S+72|0;J=S+48|0;I=S+24|0;M=S+12|0;VDa(R,f[64651]|0);MDa(Q,f[64651]|0);eEa(P,f[64651]|0);eEa(O,f[64651]|0);N=b+44|0;b=f[N>>2]|0;RDa(J,b,0,R,Q);RDa(I,f[N>>2]|0,1,R,Q);f[M>>2]=0;N=M+4|0;f[N>>2]=0;f[M+8>>2]=0;do if(!d){b=0;e=0;k=68}else{A=b+84|0;B=b+72|0;C=b+88|0;D=P+4|0;E=P+8|0;F=f[I+12>>2]|0;G=f[I+20>>2]|0;H=f[I+8>>2]|0;q=b+76|0;r=O+4|0;s=O+8|0;t=f[J+12>>2]|0;v=f[J+20>>2]|0;w=f[J+8>>2]|0;x=M+8|0;y=f[J+16>>2]|0;z=f[I+16>>2]|0;p=0;a:while(1){k=f[c+(p<<2)>>2]|0;o=f[A>>2]|0;l=o;if(k>>>0>=(((f[C>>2]|0)-o|0)/12|0)>>>0){k=83;break}n=l+(k*12|0)+4|0;h=f[n>>2]|0;if(h|0){m=f[P>>2]|0;b=f[D>>2]|0;g=m;if((b|0)!=(m|0)){b=b+(~(((b+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}e=b;if((((f[E>>2]|0)-g|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){k=9;break}o=pOb(h*12|0)|0;e=o+(((e-g|0)/12|0)*12|0)|0;i=e;g=o+(h*12|0)|0;if((b|0)==(m|0))b=i;else{do{o=e;e=e+-12|0;h=b;b=b+-12|0;f[e>>2]=f[b>>2];f[o+-8>>2]=f[h+-8>>2];f[o+-4>>2]=f[h+-4>>2]}while((b|0)!=(m|0));b=e}f[P>>2]=b;f[D>>2]=i;f[E>>2]=g;if(m|0)sOb(m)}e=f[l+(k*12|0)>>2]|0;k=(f[n>>2]|0)+e|0;o=f[I>>2]|0;b=k>>>0>e>>>0;if((f[o>>2]|0)==(f[o+4>>2]|0)){if(b)do{b=G+((X(H,e+F|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=G+((X(H,j[z+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[D>>2]|0;if(i>>>0<(f[E>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[D>>2]=i+12}else $Da(P,b,g,h);e=e+1|0}while((e|0)!=(k|0));b=f[D>>2]|0;e=f[P>>2]|0;k=(b-e|0)/12|0;l=e;if(k>>>0>2){h=2;i=2;while(1){o=l+(h*12|0)+12|0;g=i+1|0;f[l+(i*12|0)>>2]=f[o>>2];f[l+(i*12|0)+4>>2]=f[o+4>>2];f[l+(i*12|0)+8>>2]=f[o+8>>2];h=h+2|0;if(h>>>0>=k>>>0)break;else i=g}}else g=2;h=b;if(g>>>0>k>>>0){fEa(P,g-k|0);e=f[P>>2]|0;b=f[D>>2]|0}else if(g>>>0<k>>>0){g=l+(g*12|0)|0;if((g|0)!=(h|0)){b=h+(~(((h+-12-g|0)>>>0)/12|0)*12|0)|0;f[D>>2]=b}}o=(b-e|0)/12|0;b=f[B>>2]|0;if((f[q>>2]|0)!=(b|0)){n=0;do{m=b+(n*12|0)+4|0;i=f[m>>2]|0;do if(i>>>0>=o>>>0){l=f[O>>2]|0;e=f[r>>2]|0;h=l;if((e|0)!=(l|0)){e=e+(~(((e+-12-h|0)>>>0)/12|0)*12|0)|0;f[r>>2]=e}g=e;do if((((f[s>>2]|0)-h|0)/12|0)>>>0<i>>>0){if(i>>>0>357913941){k=39;break a}T=pOb(i*12|0)|0;g=T+(((g-h|0)/12|0)*12|0)|0;k=g;h=T+(i*12|0)|0;if((e|0)==(l|0))e=k;else{do{T=g;g=g+-12|0;i=e;e=e+-12|0;f[g>>2]=f[e>>2];f[T+-8>>2]=f[i+-8>>2];f[T+-4>>2]=f[i+-4>>2]}while((e|0)!=(l|0));e=g}f[O>>2]=e;f[r>>2]=k;f[s>>2]=h;if(!l)break;sOb(l)}while(0);e=f[b+(n*12|0)>>2]|0;k=(f[m>>2]|0)+e|0;T=f[J>>2]|0;b=k>>>0>e>>>0;if((f[T>>2]|0)==(f[T+4>>2]|0)){if(b)do{b=v+((X(w,e+t|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0))}else if(b)do{b=v+((X(w,j[y+(e<<1)>>1]|0)|0)<<2)|0;g=b+4|0;h=b+8|0;i=f[r>>2]|0;if(i>>>0<(f[s>>2]|0)>>>0){f[i>>2]=f[b>>2];f[i+4>>2]=f[g>>2];f[i+8>>2]=f[h>>2];f[r>>2]=i+12}else $Da(O,b,g,h);e=e+1|0}while((e|0)!=(k|0));if(!(gEa(P,O)|0)){e=f[P>>2]|0;b=f[D>>2]|0;do if((e|0)!=(b|0)){b=b+-12|0;if(e>>>0>=b>>>0)break;do{T=e+4|0;h=e+8|0;i=f[e>>2]|0;k=f[T>>2]|0;m=f[h>>2]|0;f[e>>2]=f[b>>2];l=b+4|0;f[T>>2]=f[l>>2];T=b+8|0;f[h>>2]=f[T>>2];f[b>>2]=i;f[l>>2]=k;f[T>>2]=m;e=e+12|0;b=b+-12|0}while(e>>>0<b>>>0)}while(0);if(!(gEa(P,O)|0))break}f[L>>2]=n;b=f[N>>2]|0;if(b>>>0<(f[x>>2]|0)>>>0){f[b>>2]=n;f[N>>2]=b+4}else aK(M,L)}while(0);n=n+1|0;b=f[B>>2]|0}while(n>>>0<(((f[q>>2]|0)-b|0)/12|0)>>>0)}}p=p+1|0;if(p>>>0>=d>>>0){k=67;break}}if((k|0)==9)vd();else if((k|0)==39)vd();else if((k|0)==67){b=f[M>>2]|0;e=f[N>>2]|0;k=68;break}else if((k|0)==83){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;b=f[M>>2]|0;if(!b)break;e=f[N>>2]|0;if((e|0)!=(b|0))f[N>>2]=e+(~((e+-4-b|0)>>>2)<<2);sOb(b);break}}while(0);if((k|0)==68){aDb(b,e,L);T=f[M>>2]|0;b=f[N>>2]|0;i=T;f[K>>2]=i;do if((b|0)==(T|0))k=73;else{e=L;g=K;while(1){f[e>>2]=f[g>>2];g=(f[L>>2]|0)+4|0;f[L>>2]=g;if((g|0)==(b|0)){k=71;break}e=f[K>>2]|0;h=f[e>>2]|0;if((h|0)==(f[g>>2]|0))break;else{e=K;g=L}}if((k|0)==71){k=73;break}if((e|0)==(b|0))e=b;else{g=e+8|0;if((g|0)!=(b|0))do{T=h;h=f[g>>2]|0;if((T|0)!=(h|0)){e=e+4|0;f[e>>2]=h}g=g+4|0}while((g|0)!=(b|0));e=e+4|0}}while(0);if((k|0)==73)e=b;if((b|0)!=(e|0)){b=b+(~((b+-4-e|0)>>>2)<<2)|0;f[N>>2]=b}f[a>>2]=i;f[a+4>>2]=b;T=M+8|0;f[a+8>>2]=f[T>>2];f[T>>2]=0;f[N>>2]=0;f[M>>2]=0}b=f[O+12>>2]|0;if(b|0)hEa(b,O);g=f[O>>2]|0;if(g|0){b=O+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[P+12>>2]|0;if(b|0)hEa(b,P);g=f[P>>2]|0;if(g|0){b=P+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g)}b=f[Q+12>>2]|0;if(b|0)RBa(b,Q);g=f[Q>>2]|0;if(g|0){b=Q+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}b=f[R+12>>2]|0;if(b|0)SBa(b,R);g=f[R>>2]|0;if(!g){u=S;return}b=R+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~((e+-2-g|0)>>>1)<<1);sOb(g);u=S;return}function eEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}e=f[64653]|0;if((f[64652]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64653]|0;j=h+-12|0;while(1){e=h+-12|0;f[64653]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-12-i|0)>>>0)/12|0)*12|0);sOb(i);e=f[64653]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function fEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;e=f[k>>2]|0;l=a+4|0;d=f[l>>2]|0;i=d;if(((e-d|0)/12|0)>>>0>=b>>>0){f[l>>2]=i+(b*12|0);return}c=f[a>>2]|0;g=(d-c|0)/12|0;d=g+b|0;j=c;if(d>>>0>357913941)AMb(a);m=(e-c|0)/12|0;e=m<<1;e=m>>>0<178956970?(e>>>0<d>>>0?d:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(g*12|0)|0;g=h+(e*12|0)|0;e=d+(b*12|0)|0;if((i|0)!=(j|0)){c=i;do{m=d;d=d+-12|0;i=c;c=c+-12|0;f[d>>2]=f[c>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=d;f[l>>2]=e;f[k>>2]=g;if(!c)return;sOb(c);return}function gEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[a>>2]|0;e=(f[a+4>>2]|0)-i|0;j=(e|0)/12|0;h=f[b>>2]|0;d=((f[b+4>>2]|0)-h|0)/12|0;g=d-j|0;c=h+(g*12|0)|0;a:do if((g|0)<0)a=h;else{if(!e){j=1;return j|0}else a=h;b:while(1){b=0;while(1){if(+n[i+(b*12|0)>>2]!=+n[a+(b*12|0)>>2])break;if(+n[i+(b*12|0)+4>>2]!=+n[a+(b*12|0)+4>>2])break;if(+n[i+(b*12|0)+8>>2]!=+n[a+(b*12|0)+8>>2])break;b=b+1|0;if(b>>>0>=j>>>0){a=1;break b}}a=a+12|0;if(a>>>0>c>>>0)break a}return a|0}while(0);g=h+(d*12|0)|0;if(a>>>0>=g>>>0){j=0;return j|0}if(!e){j=1;return j|0}c:while(1){b=0;e=0;while(1){c=a+(e*12|0)|0;d=i+(e*12|0)|0;if(c>>>0<g>>>0){if(+n[d>>2]!=+n[c>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[a+(e*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[a+(e*12|0)+8>>2])break}else{if(+n[d>>2]!=+n[h+(b*12|0)>>2])break;if(+n[i+(e*12|0)+4>>2]!=+n[h+(b*12|0)+4>>2])break;if(+n[i+(e*12|0)+8>>2]!=+n[h+(b*12|0)+8>>2])break;else b=b+1|0}e=e+1|0;if(e>>>0>=j>>>0){a=1;b=21;break c}}a=a+12|0;if(a>>>0>=g>>>0){a=0;b=21;break}}if((b|0)==21)return a|0;return 0}function hEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-12-a|0)>>>0)/12|0)*12|0);if(!(b[257288]|0))if(MPb(257288)|0){f[64652]=0;f[64653]=0;f[64654]=0}a=f[64653]|0;if(a>>>0<(f[64654]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64653]=a+12;return}else{iEa(258608,c);return}}function iEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function jEa(a,c){a=a|0;c=c|0;var d=0,e=0;e=c+148|0;d=b[e>>0]|0;b[e>>0]=d<<1&4|d&-5;kEa(a,c,c+56|0,(d&4)==0);return}function kEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0;f[a>>2]=c;k=a+4|0;f[k>>2]=d;VDa(a+32|0,f[64651]|0);MDa(a+48|0,f[64651]|0);d=lMa((f[a>>2]|0)+52|0)|0;f[a+64>>2]=d;d=a+80|0;g=f[a>>2]|0;c=f[g+24>>2]|0;if(c>>>0<1537)if((f[g+28>>2]|0)>>>0<1025){j=(f[g+32>>2]|0)>>>0<513;b[d>>0]=j&1;if(j){r=+n[g+124>>2];q=+n[g+136>>2];p=+n[g+128>>2];o=+n[g+140>>2];m=+n[g+132>>2];l=+n[g+144>>2];n[a+8>>2]=r-q;n[a+12>>2]=p-o;n[a+16>>2]=m-l;n[a+20>>2]=r+q;n[a+24>>2]=p+o;n[a+28>>2]=m+l;return}}else h=3;else h=3;if((h|0)==3)b[d>>0]=0;if(!(b[g+148>>0]&2)){d=f[g+40>>2]|0;j=f[g+44>>2]|0;c=d-(f[g+36>>2]|0)|0;d=j-d|0;j=(f[g+108>>2]|0)-j|0}else{d=f[g+28>>2]|0;j=f[g+32>>2]|0}c=((c>>>0)/1536|0)+(((c>>>0)%1536|0|0)!=0&1)|0;f[a+68>>2]=0;f[a+72>>2]=c;c=(d>>>10)+((d&1023|0)!=0&1)+c|0;f[a+76>>2]=c;if(!e)return;h=f[k>>2]|0;e=f[h>>2]|0;i=h+4|0;g=f[i>>2]|0;if((e|0)==(g|0)){d=(j>>>9)+((j&511|0)!=0&1)+c|0;c=(g-e|0)/24|0;if(d>>>0>c>>>0)lEa(h,d-c|0);else if(!(d>>>0>=c>>>0|(d|0)==0)){j=e+(~((((X(d,-24)|0)+-24|0)>>>0)/24|0)*24|0)|0;f[i>>2]=j}c=f[k>>2]|0;g=f[c>>2]|0;c=(f[c+4>>2]|0)-g|0;if((c|0)>0){d=(c>>>0)/24|0;c=g;while(1){f[c>>2]=1065353216;f[c+4>>2]=1065353216;f[c+8>>2]=1065353216;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;if((d|0)>1){d=d+-1|0;c=c+24|0}else break}}}mEa(a,0,1536);mEa(a,1,1024);mEa(a,2,512);return}function lEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/24|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=(f[k>>2]|0)+24|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/24|0;c=e+b|0;if(c>>>0>178956970)AMb(a);g=(g-d|0)/24|0;i=g<<1;c=g>>>0<89478485?(i>>>0<c>>>0?c:i):178956970;do if(!c)h=0;else if(c>>>0>178956970)vd();else{h=pOb(c*24|0)|0;break}while(0);i=h+(e*24|0)|0;g=i;d=h+(c*24|0)|0;c=i;h=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;c=h+24|0;h=c;b=b+-1|0}while((b|0)!=0);e=d;c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-24|0;g=d;d=d+-24|0;f[b>>2]=f[d>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function mEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;E=u;u=u+48|0;m=E+24|0;B=E;d=f[a>>2]|0;e=b&255;C=f[d+24+(e<<2)>>2]|0;if(!C){u=E;return}RDa(m,d,b,a+32|0,a+48|0);b=f[a+68+(e<<2)>>2]|0;e=b+1|0;A=a+4|0;a=f[A>>2]|0;g=f[a>>2]|0;a=((f[a+4>>2]|0)-g|0)/24|0;a:do if(e>>>0<a>>>0){d=0;while(1){if(!(+n[g+(e*24|0)>>2]<=+n[g+(e*24|0)+12>>2]))break a;d=d+c|0;b=e+1|0;if(b>>>0<a>>>0){z=e;e=b;b=z}else{b=e;break}}}else d=0;while(0);if(d>>>0<C>>>0){t=B+4|0;v=B+8|0;w=B+12|0;x=B+16|0;y=B+20|0;p=f[m>>2]|0;z=f[m+12>>2]|0;q=f[m+20>>2]|0;r=f[m+8>>2]|0;o=f[m+16>>2]|0;p=(f[p>>2]|0)==(f[p+4>>2]|0);while(1){m=d+c|0;a=d;d=C>>>0<m>>>0?C:m;f[B>>2]=1065353216;f[t>>2]=1065353216;f[v>>2]=1065353216;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;e=a+1|0;g=(a|0)==-1;b:do if(p){if(g)h=1.0;else{a=q+((X(a+z|0,r)|0)<<2)|0;g=f[a>>2]|0;F=f[a+4>>2]|0;a=f[a+8>>2]|0;f[B>>2]=g;f[t>>2]=F;f[v>>2]=a;f[w>>2]=g;f[x>>2]=F;f[y>>2]=a;h=(f[s>>2]=g,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(e+z|0,r)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=15}else if(i>+n[w>>2]){a=w;D=15}if((D|0)==15){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=18}else if(k>+n[x>>2]){a=w;D=18}if((D|0)==18){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=21}else if(l>+n[y>>2]){a=w;D=21}if((D|0)==21){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}else{if(g)h=1.0;else{g=q+((X(r,j[o+(a<<1)>>1]|0)|0)<<2)|0;F=f[g>>2]|0;a=f[g+4>>2]|0;g=f[g+8>>2]|0;f[B>>2]=F;f[t>>2]=a;f[v>>2]=g;f[w>>2]=F;f[x>>2]=a;f[y>>2]=g;h=(f[s>>2]=F,+n[s>>2])}if(e>>>0<d>>>0)while(1){F=q+((X(r,j[o+(e<<1)>>1]|0)|0)<<2)|0;i=+n[F>>2];k=+n[F+4>>2];l=+n[F+8>>2];if(i<h){a=B;D=27}else if(i>+n[w>>2]){a=w;D=27}if((D|0)==27){D=0;n[a>>2]=i}if(k<+n[t>>2]){a=B;D=30}else if(k>+n[x>>2]){a=w;D=30}if((D|0)==30){D=0;n[a+4>>2]=k}if(l<+n[v>>2]){a=B;D=33}else if(l>+n[y>>2]){a=w;D=33}if((D|0)==33){D=0;n[a+8>>2]=l}e=e+1|0;if((e|0)==(d|0))break b;h=+n[B>>2]}}while(0);F=f[f[A>>2]>>2]|0;f[F+(b*24|0)>>2]=f[B>>2];f[F+(b*24|0)+4>>2]=f[t>>2];f[F+(b*24|0)+8>>2]=f[v>>2];f[F+(b*24|0)+12>>2]=f[w>>2];f[F+(b*24|0)+16>>2]=f[x>>2];f[F+(b*24|0)+20>>2]=f[y>>2];if(C>>>0<=m>>>0)break;else b=b+1|0}}u=E;return}function nEa(a,b){a=a|0;b=b|0;oEa(a,b);return}function oEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;o=u;u=u+32|0;m=o+8|0;n=o;e=f[a>>2]|0;g=f[e>>2]|0;if(!(b[e+80>>0]|0)){l=b[a+12>>0]|0;d=l;a=(f[a+4>>2]|0)-(f[e+68+((l&255)<<2)>>2]|0)|0}else{d=b[a+12>>0]|0;a=0}switch(d<<24>>24){case 0:{l=a*1536|0;j=l+1536|0;k=f[g+24>>2]|0;j=k>>>0<j>>>0?k:j;k=l;l=j-(((j-l|0)>>>0)%3|0)|0;break}case 1:{k=a<<10;l=k+1024|0;j=f[g+28>>2]|0;l=(j>>>0<l>>>0?j:l)&-2;break}case 2:{k=a<<9;l=k+512|0;j=f[g+32>>2]|0;l=j>>>0<l>>>0?j:l;break}default:{u=o;return}}RDa(m,g,d,e+32|0,e+48|0);i=f[c>>2]|0;j=c+4|0;a=f[j>>2]|0;d=i;if((a|0)!=(i|0)){a=a+(~(((a+-24-d|0)>>>0)/24|0)*24|0)|0;f[j>>2]=a}h=c+8|0;if((((f[h>>2]|0)-d|0)/24|0)>>>0<1536){g=pOb(36864)|0;d=g+(((a-d|0)/24|0)*24|0)|0;e=d;g=g+36864|0;if((a|0)==(i|0))a=e;else{do{q=a;a=a+-24|0;p[d+-24>>3]=+p[a>>3];p[d+-16>>3]=+p[q+-16>>3];p[d+-8>>3]=+p[q+-8>>3];d=d+-24|0}while((a|0)!=(i|0));a=d}f[c>>2]=a;f[j>>2]=e;f[h>>2]=g;if(i|0)sOb(i)}f[n>>2]=c;pEa(m,k,l,n);u=o;return}function pEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,q=0.0,r=0.0;o=f[a>>2]|0;if((f[o>>2]|0)==(f[o+4>>2]|0)){m=f[a+12>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,b+m|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){r=+n[g>>2];q=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=r;p[k+16>>3]=q;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}else{m=f[a+16>>2]|0;if(b>>>0>=c>>>0)return;o=a+20|0;l=a+8|0;do{a=(f[o>>2]|0)+((X(f[l>>2]|0,j[m+(b<<1)>>1]|0)|0)<<2)|0;e=f[d>>2]|0;g=a+4|0;h=a+8|0;i=e+4|0;k=f[i>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){q=+n[g>>2];r=+n[h>>2];p[k>>3]=+n[a>>2];p[k+8>>3]=q;p[k+16>>3]=r;f[i>>2]=k+24}else qEa(e,a,g,h);b=b+1|0}while((b|0)!=(c|0));return}}function qEa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0;o=a+4|0;g=f[o>>2]|0;q=f[a>>2]|0;j=(g-q|0)/24|0;e=j+1|0;l=q;if(e>>>0>178956970)AMb(a);m=a+8|0;k=((f[m>>2]|0)-q|0)/24|0;h=k<<1;h=k>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)i=0;else if(h>>>0>178956970)vd();else{i=pOb(h*24|0)|0;break}while(0);e=i+(j*24|0)|0;k=i+(h*24|0)|0;s=+n[c>>2];r=+n[d>>2];p[e>>3]=+n[b>>2];p[i+(j*24|0)+8>>3]=s;p[i+(j*24|0)+16>>3]=r;h=e+24|0;if((g|0)!=(l|0))do{j=g;g=g+-24|0;p[e+-24>>3]=+p[g>>3];p[e+-16>>3]=+p[j+-16>>3];p[e+-8>>3]=+p[j+-8>>3];e=e+-24|0}while((g|0)!=(l|0));f[a>>2]=e;f[o>>2]=h;f[m>>2]=k;if(!q)return;sOb(q);return}function rEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+72>>2]|0;e=f[c+68>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=0;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function sEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+76>>2]|0;e=f[c+72>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=1;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function tEa(a,c){a=a|0;c=c|0;var d=0,e=0;if(!(b[c+80>>0]|0)){d=f[c+4>>2]|0;d=((f[d+4>>2]|0)-(f[d>>2]|0)|0)/24|0;e=f[c+76>>2]|0}else{d=0;e=0}f[a>>2]=c;f[a+4>>2]=e;f[a+8>>2]=d;b[a+12>>0]=2;b[a+13>>0]=(h[(f[c>>2]|0)+148>>0]|0)>>>1&1;return}function uEa(a){a=a|0;var c=0;c=(f[a+4>>2]|0)+1|0;if(c>>>0>=(f[a+8>>2]|0)>>>0){c=0;return c|0}if(b[a+13>>0]|0){c=1;return c|0}a=f[f[(f[a>>2]|0)+4>>2]>>2]|0;c=+n[a+(c*24|0)>>2]<=+n[a+(c*24|0)+12>>2];return c|0}function vEa(a){a=a|0;a=a+4|0;f[a>>2]=(f[a>>2]|0)+1;return}function wEa(a){a=a|0;var c=0;c=f[a>>2]|0;if(!(b[c+80>>0]|0)){c=(f[f[c+4>>2]>>2]|0)+((f[a+4>>2]|0)*24|0)|0;return c|0}else{c=c+8|0;return c|0}return 0}function xEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;D=u;u=u+32|0;A=D+24|0;B=D;f[A>>2]=0;f[A+4>>2]=-1;a=(IRa(a)|0)+8|0;a=f[a>>2]|0;a:do if(!a){g=0;a=0}else{g=f[(f[a+12>>2]|0)+56>>2]|0;if(!g)do{a=f[a>>2]|0;if(!a){g=0;a=0;break a}g=f[(f[a+12>>2]|0)+56>>2]|0}while((g|0)==0)}while(0);m=e+12|0;o=B+4|0;p=e+4|0;q=B+8|0;r=e+8|0;s=e+12|0;t=B+12|0;v=B+16|0;w=e+16|0;x=B+20|0;y=e+20|0;z=B+12|0;if(!a){u=D;return}b:while(1){do{h=f[g+12>>2]|0;do if(h|0){E=h+200|0;if((f[E>>2]&-268435456|0)==0&0==0)if(yEa(h,A,b,c,d,B)|0){i=+n[e>>2];j=+n[m>>2];if(!(i<=j)){f[e>>2]=f[B>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[s>>2]=f[t>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];break}k=+n[B>>2];l=+n[z>>2];if(k<=l){if(k<i){h=e;C=15}else if(k>j){h=s;C=15}if((C|0)==15){C=0;n[h>>2]=k}i=+n[o>>2];if(i<+n[p>>2]){h=e;C=18}else if(i>+n[w>>2]){h=s;C=18}if((C|0)==18){C=0;n[h+4>>2]=i}i=+n[q>>2];if(i<+n[r>>2]){h=e;C=21}else if(i>+n[y>>2]){h=s;C=21}if((C|0)==21){C=0;n[h+8>>2]=i}if(l<+n[e>>2]){h=e;C=24}else if(l>+n[s>>2]){h=s;C=24}if((C|0)==24){C=0;n[h>>2]=l}i=+n[v>>2];if(i<+n[p>>2]){h=e;C=27}else if(i>+n[w>>2]){h=s;C=27}if((C|0)==27){C=0;n[h+4>>2]=i}i=+n[x>>2];if(i<+n[r>>2])h=e;else if(i>+n[y>>2])h=s;else break;n[h+8>>2]=i}}}while(0);g=f[g>>2]|0}while((g|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;g=f[(f[a+12>>2]|0)+56>>2]|0;if(g)continue b}}u=D;return}function yEa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0.0;j=u;u=u+32|0;i=j;if(!e)if(f[a+196>>2]&65536|0){i=0;u=j;return i|0}e=f[a+4>>2]|0;if(!e){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}if(g)if(!(b[(f[e+44>>2]|0)+148>>0]&2)){g=a+116|0;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;i=0;u=j;return i|0}else{aEa(i,d,a);d=f[i>>2]|0;f[i>>2]=f[h>>2];f[h>>2]=d;e=i+4|0;a=f[e>>2]|0;g=h+4|0;f[e>>2]=f[g>>2];f[g>>2]=a;g=i+8|0;a=f[g>>2]|0;e=h+8|0;f[g>>2]=f[e>>2];f[e>>2]=a;e=h+12|0;a=i+12|0;g=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=i+16|0;a=f[e>>2]|0;c=h+16|0;f[e>>2]=f[c>>2];f[c>>2]=a;f[h+20>>2]=f[i+20>>2];k=(f[s>>2]=d,+n[s>>2]);i=k<=(f[s>>2]=g,+n[s>>2]);u=j;return i|0}else{if(d)if(!((GJa(a)|0)<<24>>24)){i=0;u=j;return i|0}JJa(a,h,h+12|0);i=1;u=j;return i|0}return 0}function zEa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;l=o+20|0;m=o+8|0;k=o;f[m>>2]=0;n=m+4|0;f[n>>2]=0;f[m+8>>2]=0;f[l>>2]=f[64655];IQa(k,a,l);g=f[(f[k>>2]|0)+56>>2]|0;if(!g){g=0;h=0}else{j=m+8|0;do{h=g;i=(f[h+12>>2]|0)+200|0;if((f[i>>2]&-268435456|0)==0&0==0){h=f[h+8>>2]|0;f[l>>2]=h;i=f[n>>2]|0;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=0;f[i+4>>2]=h;f[n>>2]=i+8}else BEa(m,258620,l)}g=f[g>>2]|0}while((g|0)!=0);g=f[m>>2]|0;h=f[n>>2]|0}f[l>>2]=h-g>>3;AEa(a,g,l,b,c,d,e);g=f[k+4>>2]|0;if(g|0)iOb(g);g=f[m>>2]|0;if(!g){u=o;return}h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=o;return}function AEa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+32|0;z=D+24|0;A=D;B=f[c>>2]|0;if(!B){u=D;return}k=z+4|0;l=B;do{i=l+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)j=0;else{y=i;f[y>>2]=0;f[y+4>>2]=-1;j=yEa(j,i,d,e,g,h)|0}i=f[k>>2]|0;if(i|0)iOb(i);l=f[c>>2]|0;i=(l|0)==0;if(j){C=9;break}}while(!i);if((C|0)==9)if(!i){k=z+4|0;o=A+4|0;p=h+4|0;q=A+8|0;r=h+8|0;s=A+12|0;t=A+16|0;v=A+20|0;w=h+12|0;x=h+20|0;y=h+16|0;i=l;do{i=i+-1|0;f[c>>2]=i;i=b+(i<<3)|0;ARa(z,a,i);j=f[z>>2]|0;if(!j)i=0;else{l=i;f[l>>2]=0;f[l+4>>2]=-1;i=yEa(j,i,d,e,g,A)|0}j=f[k>>2]|0;if(j|0)iOb(j);do if(i){m=+n[A>>2];if(m<+n[h>>2]){i=h;C=18}else if(m>+n[w>>2]){i=w;C=18}if((C|0)==18){C=0;n[i>>2]=m}m=+n[o>>2];if(m<+n[p>>2]){i=h;C=21}else if(m>+n[y>>2]){i=w;C=21}if((C|0)==21){C=0;n[i+4>>2]=m}m=+n[q>>2];if(m<+n[r>>2]){i=h;C=24}else if(m>+n[x>>2]){i=w;C=24}if((C|0)==24){C=0;n[i+8>>2]=m}m=+n[s>>2];if(m<+n[h>>2]){i=h;C=27}else if(m>+n[w>>2]){i=w;C=27}if((C|0)==27){C=0;n[i>>2]=m}m=+n[t>>2];if(m<+n[p>>2]){i=h;C=30}else if(m>+n[y>>2]){i=w;C=30}if((C|0)==30){C=0;n[i+4>>2]=m}m=+n[v>>2];if(m<+n[r>>2])i=h;else if(m>+n[x>>2])i=w;else break;n[i+8>>2]=m}while(0);i=f[c>>2]|0}while((i|0)!=0)}l=b+(B<<3)|0;i=b;while(1){if(!(f[i>>2]|0))if((f[i+4>>2]|0)==-1){C=39;break}i=i+8|0;if((i|0)==(l|0)){i=l;break}}a:do if((C|0)==39)if((i|0)==(l|0))i=l;else{j=i;while(1){do{k=j;j=j+8|0;if((j|0)==(l|0))break a;if(f[j>>2]|0)break}while((f[k+12>>2]|0)==-1);A=j;B=f[A+4>>2]|0;C=i;f[C>>2]=f[A>>2];f[C+4>>2]=B;i=i+8|0}}while(0);f[c>>2]=i-b>>3;u=D;return}function BEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function CEa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;G=u;u=u+64|0;o=G+48|0;m=G+44|0;l=G+40|0;q=G+36|0;r=G+32|0;t=G+52|0;v=G+28|0;w=G+24|0;d=G;f[d>>2]=1065353216;E=d+4|0;f[E>>2]=1065353216;F=d+8|0;f[F>>2]=1065353216;i=d+12|0;f[i>>2]=0;C=d+16|0;f[C>>2]=0;D=d+20|0;f[D>>2]=0;j=gSa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;H=aDa(l,m,o)|0;f[v>>2]=H;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];bDa(j,m,o)|0}if((f[j>>2]|0)==(f[h>>2]|0)){e=1.0;x=0.0;y=1.0;z=1.0;A=0.0}else{K=DEa(gSa(a)|0)|0;J=f[K>>2]|0;f[d>>2]=J;h=f[K+4>>2]|0;f[E>>2]=h;H=f[K+8>>2]|0;f[F>>2]=H;I=f[K+12>>2]|0;f[i>>2]=I;j=f[K+16>>2]|0;f[C>>2]=j;f[D>>2]=f[K+20>>2];y=(f[s>>2]=J,+n[s>>2]);x=(f[s>>2]=I,+n[s>>2]);z=(f[s>>2]=h,+n[s>>2]);A=(f[s>>2]=j,+n[s>>2]);e=(f[s>>2]=H,+n[s>>2])}j=FQa(a)|0;h=j+40|0;if(!(b[h>>0]|0))h=j+4|0;else{b[h>>0]=0;f[q>>2]=f[j>>2];h=j+4|0;f[r>>2]=f[h>>2];f[l>>2]=f[q>>2];f[m>>2]=f[r>>2];b[o>>0]=b[t>>0]|0;K=cDa(l,m,o)|0;f[v>>2]=K;f[w>>2]=f[h>>2];f[m>>2]=f[v>>2];f[o>>2]=f[w>>2];dDa(j,m,o)|0}do if((f[j>>2]|0)==(f[h>>2]|0))h=d+12|0;else{l=EEa(FQa(a)|0)|0;h=d+12|0;if(!(y<=x)){f[d>>2]=f[l>>2];f[E>>2]=f[l+4>>2];f[F>>2]=f[l+8>>2];f[i>>2]=f[l+12>>2];f[C>>2]=f[l+16>>2];f[D>>2]=f[l+20>>2];break}g=+n[l>>2];k=+n[l+12>>2];if(g<=k){if(g<y){j=d;B=15}else if(g>x){j=i;B=15}if((B|0)==15)n[j>>2]=g;g=+n[l+4>>2];if(g<z){j=d;B=18}else if(g>A){j=i;B=18}if((B|0)==18){n[j+4>>2]=g;e=+n[F>>2]}g=+n[l+8>>2];if(g<e){j=d;B=21}else if(g>+n[D>>2]){j=i;B=21}if((B|0)==21)n[j+8>>2]=g;if(k<+n[d>>2]){j=d;B=24}else if(k>+n[i>>2]){j=i;B=24}if((B|0)==24)n[j>>2]=k;e=+n[l+16>>2];if(e<+n[E>>2]){j=d;B=27}else if(e>+n[C>>2]){j=i;B=27}if((B|0)==27)n[j+4>>2]=e;e=+n[l+20>>2];if(e<+n[F>>2])i=d;else if(!(e>+n[D>>2]))break;n[i+8>>2]=e}}while(0);g=+n[d>>2];e=+n[h>>2];if(!(g<=e)){K=0;u=G;return K|0}x=+n[E>>2];y=+n[F>>2];z=+n[C>>2];A=+n[D>>2];p[c>>3]=g;p[c+8>>3]=x;p[c+16>>3]=y;p[c+24>>3]=e;p[c+32>>3]=z;p[c+40>>3]=A;K=1;u=G;return K|0}function DEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=aDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function EEa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,t=0,v=0;v=u;u=u+32|0;e=v+24|0;d=v+20|0;c=v+16|0;g=v+12|0;h=v+8|0;i=v+4|0;j=v;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];r=a+4|0;f[h>>2]=f[r>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[v+28>>0]|0;q=cDa(c,d,e)|0;f[i>>2]=q;f[j>>2]=f[r>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0))d=a+12|0;else{b[c>>0]=0;d=a+12|0;f[d>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;e=f[a+4>>2]|0;if((c|0)!=(e|0)){g=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[g>>0]=1;c=c+4|0}while((c|0)!=(e|0))}}i=a+12|0;if(+n[i>>2]<=+n[a+24>>2])if(+n[a+16>>2]<=+n[a+28>>2])if(+n[a+20>>2]<=+n[a+32>>2]){u=v;return d|0}c=f[a>>2]|0;j=f[a+4>>2]|0;if((c|0)==(j|0)){u=v;return d|0}h=f[c>>2]|0;e=f[h>>2]|0;f[d>>2]=e;k=a+16|0;f[k>>2]=f[h+4>>2];o=a+20|0;f[o>>2]=f[h+8>>2];p=a+24|0;f[p>>2]=f[h+12>>2];q=a+28|0;f[q>>2]=f[h+16>>2];r=a+32|0;f[r>>2]=f[h+20>>2];c=c+4|0;if((c|0)==(j|0)){u=v;return d|0}h=a+12|0;l=(f[s>>2]=e,+n[s>>2]);while(1){g=f[c>>2]|0;m=+n[g>>2];if(m<l){e=h;t=18}else if(m>+n[p>>2]){e=p;t=18}if((t|0)==18){t=0;n[e>>2]=m}l=+n[g+4>>2];if(l<+n[k>>2]){e=h;t=21}else if(l>+n[q>>2]){e=p;t=21}if((t|0)==21){t=0;n[e+4>>2]=l}l=+n[g+8>>2];if(l<+n[o>>2]){e=h;t=24}else if(l>+n[r>>2]){e=p;t=24}if((t|0)==24){t=0;n[e+8>>2]=l}l=+n[g+12>>2];if(l<+n[i>>2]){e=h;t=27}else if(l>+n[p>>2]){e=p;t=27}if((t|0)==27){t=0;n[e>>2]=l}l=+n[g+16>>2];if(l<+n[k>>2]){e=h;t=30}else if(l>+n[q>>2]){e=p;t=30}if((t|0)==30){t=0;n[e+4>>2]=l}l=+n[g+20>>2];if(l<+n[o>>2]){e=h;t=35}else if(l>+n[r>>2]){e=p;t=35}if((t|0)==35){t=0;n[e+8>>2]=l}c=c+4|0;if((c|0)==(j|0))break;l=+n[i>>2]}u=v;return d|0}function FEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;cGa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{cGa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function GEa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;s=v;c=a+49|0;if(b[c>>0]|0){t=1;u=v;return t|0}if(f[a+36>>2]|0){t=0;u=v;return t|0}e=f[a+24>>2]|0;d=a+28|0;if((e|0)==(f[d>>2]|0)){t=0;u=v;return t|0}b[c>>0]=1;UNa(s,f[e>>2]|0);p=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=p;p=s+4|0;r=f[p>>2]|0;m=a+4|0;f[p>>2]=f[m>>2];f[m>>2]=r;r=s+8|0;p=f[r>>2]|0;o=a+8|0;f[r>>2]=f[o>>2];f[o>>2]=p;p=a+12|0;r=s+12|0;l=f[r>>2]|0;f[r>>2]=f[p>>2];f[p>>2]=l;l=s+16|0;r=f[l>>2]|0;q=a+16|0;f[l>>2]=f[q>>2];f[q>>2]=r;r=a+20|0;f[r>>2]=f[s+20>>2];l=f[d>>2]|0;c=e+4|0;if((c|0)==(l|0)){t=1;u=v;return t|0}e=s+4|0;h=s+8|0;i=s+12|0;j=s+16|0;k=s+20|0;do{UNa(s,f[c>>2]|0);g=+n[s>>2];if(g<+n[a>>2]){d=a;t=8}else if(g>+n[p>>2]){d=p;t=8}if((t|0)==8){t=0;n[d>>2]=g}g=+n[e>>2];if(g<+n[m>>2]){d=a;t=11}else if(g>+n[q>>2]){d=p;t=11}if((t|0)==11){t=0;n[d+4>>2]=g}g=+n[h>>2];if(g<+n[o>>2]){d=a;t=14}else if(g>+n[r>>2]){d=p;t=14}if((t|0)==14){t=0;n[d+8>>2]=g}g=+n[i>>2];if(g<+n[a>>2]){d=a;t=17}else if(g>+n[p>>2]){d=p;t=17}if((t|0)==17){t=0;n[d>>2]=g}g=+n[j>>2];if(g<+n[m>>2]){d=a;t=20}else if(g>+n[q>>2]){d=p;t=20}if((t|0)==20){t=0;n[d+4>>2]=g}g=+n[k>>2];if(g<+n[o>>2]){d=a;t=23}else if(g>+n[r>>2]){d=p;t=23}if((t|0)==23){t=0;n[d+8>>2]=g}c=c+4|0}while((c|0)!=(l|0));c=1;u=v;return c|0}function HEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b*3|0;a=f[d+76>>2]|0;b=f[d+72>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function IEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[a+44>>2]|0;e=b<<1;a=f[d+88>>2]|0;b=f[d+84>>2]|0;d=b;if((a|0)==(b|0)){e=0;return e|0}b=(a-b|0)/12|0;a=0;while(1){c=f[d+(a*12|0)>>2]|0;if(e>>>0>=c>>>0)if(e>>>0<((f[d+(a*12|0)+4>>2]|0)+c|0)>>>0){b=6;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=6;break}}if((b|0)==6)return a|0;return 0}function JEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[a+44>>2]|0;a=f[c+100>>2]|0;c=f[c+96>>2]|0;e=c;if((a|0)==(c|0)){b=0;return b|0}c=(a-c|0)/12|0;a=0;while(1){d=f[e+(a*12|0)>>2]|0;if(d>>>0<=b>>>0)if(((f[e+(a*12|0)+4>>2]|0)+d|0)>>>0>b>>>0){c=6;break}a=a+1|0;if(a>>>0>=c>>>0){a=0;c=6;break}}if((c|0)==6)return a|0;return 0}function KEa(){if(!(b[257144]|0))MPb(257144)|0;f[64656]=262921;return}function LEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}d=f[64664]|0;if((f[64663]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64664]|0;e=d+-20|0;do{g=d+-20|0;f[64664]=g;d=f[d+-12>>2]|0;if(d|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)sOb(d);d=f[64664]|0}while((d|0)!=(e|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{q=d;d=f[d>>2]|0;sOb(q)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function MEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}e=f[64661]|0;if((f[64660]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64661]|0;j=h+-12|0;while(1){e=h+-12|0;f[64661]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64661]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function NEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}e=f[64658]|0;if((f[64657]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64658]|0;j=h+-12|0;while(1){e=h+-12|0;f[64658]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(i);e=f[64658]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function OEa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=e+(d<<2)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;l=e;g=d<<2;h=g>>2;if(h|0){if(h>>>0>1073741823)AMb(a);i=pOb(g)|0;f[k>>2]=i;f[a>>2]=i;f[a+8>>2]=i+(h<<2);if(d|0){d=j+-4|0;g=i;while(1){f[g>>2]=f[e>>2];e=e+4|0;if((e|0)==(j|0))break;else g=g+4|0}f[k>>2]=i+(((d-l|0)>>>2)+1<<2)}}j=c;k=f[j+4>>2]|0;l=a+12|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;b[a+20>>0]=0;return}function PEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function QEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function REa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+64|0;h=i;f[h>>2]=b;g=h+4|0;LEa(g,f[64656]|0);MEa(h+28|0,f[64656]|0);NEa(h+44|0,f[64656]|0);e=h+16|0;if(f[e>>2]|0){d=h+12|0;b=f[d>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0}b=f[c>>2]|0;d=c+4|0;e=f[d>>2]|0;if((e|0)==(b|0)){SEa(a,h,c);TEa(h);u=i;return}f[d>>2]=e+(~((e+-8-b|0)>>>3)<<3);SEa(a,h,c);TEa(h);u=i;return}function SEa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;v=x+8|0;t=x;w=b+4|0;m=a+12|0;i=f[m>>2]|0;j=f[a+16>>2]|0;r=j+-1640531527+(i<<6)+(i>>>2)^i;o=b+8|0;p=f[o>>2]|0;q=(p|0)==0;a:do if(q){d=0;s=20}else{h=p+-1|0;g=(h&p|0)==0;if(g)d=r&h;else if(r>>>0<p>>>0)d=r;else d=(r>>>0)%(p>>>0)|0;e=f[(f[w>>2]|0)+(d<<2)>>2]|0;if(!e)s=20;else{e=f[e>>2]|0;if(!e)s=20;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(r|0)|(g&h|0)==(d|0))){s=20;break a}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(r|0)){if(g>>>0>=p>>>0)g=(g>>>0)%(p>>>0)|0;if((g|0)!=(d|0)){s=20;break a}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){s=20;break}}}}}while(0);if((s|0)==20){i=pOb(16)|0;j=m;m=f[j+4>>2]|0;h=i+8|0;f[h>>2]=f[j>>2];f[h+4>>2]=m;f[i+4>>2]=r;f[i>>2]=0;h=b+16|0;k=+(((f[h>>2]|0)+1|0)>>>0);l=+n[b+20>>2];do if(q|l*+(p>>>0)<k){d=p<<1|(p>>>0<3|(p+-1&p|0)!=0)&1;e=~~+W(+(k/l))>>>0;_Ea(w,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&r;break}if(r>>>0<d>>>0){g=d;d=r}else{g=d;d=(r>>>0)%(d>>>0)|0}}else g=p;while(0);e=(f[w>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=b+12|0;f[i>>2]=f[d>>2];f[d>>2]=i;f[e>>2]=d;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[w>>2]|0)+(d<<2)|0;s=33}}else{f[i>>2]=f[d>>2];s=33}if((s|0)==33)f[d>>2]=i;f[h>>2]=(f[h>>2]|0)+1}p=c+4|0;h=f[p>>2]|0;g=f[c>>2]|0;d=h-g>>3;i=f[a>>2]|0;j=(f[a+4>>2]|0)-i>>2;m=h;e=g;if(j>>>0>1){s=f[i+4>>2]|0;i=i+8+(s<<2)|0;if((j+-2-s|0)>>>0>1){o=f[i>>2]|0;j=i+4|0;f[v>>2]=f[a+12>>2];if(!o)e=h;else{i=c+8|0;e=0;h=m;while(1){g=f[j+(e<<2)>>2]|0;f[t>>2]=g;if(h>>>0<(f[i>>2]|0)>>>0){f[h>>2]=f[v>>2];f[h+4>>2]=g;f[p>>2]=h+8}else PEa(c,v,t);e=e+1|0;if((e|0)==(o|0))break;h=f[p>>2]|0}e=f[p>>2]|0;g=f[c>>2]|0}i=g;h=e;e=g}else i=g}else i=g;g=h-i>>3;if(d>>>0>=g>>>0){u=x;return}h=v+4|0;while(1){e=e+(d<<3)|0;if(!($Ea(w,e)|0)){CRa(v,f[b>>2]|0,e);SEa(f[v>>2]|0,b,c);e=f[h>>2]|0;if(e|0)iOb(e)}d=d+1|0;if((d|0)==(g|0))break;e=f[c>>2]|0}u=x;return}function TEa(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;c=f[a+56>>2]|0;if(c|0)UEa(c,b);b=f[b>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=a+28|0;c=f[a+40>>2]|0;if(c|0)VEa(c,b);b=f[b>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}c=a+4|0;b=f[a+24>>2]|0;if(b|0)WEa(b,c);b=f[a+12>>2]|0;if(b|0)do{a=b;b=f[b>>2]|0;sOb(a)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function UEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257296]|0))if(MPb(257296)|0){f[64657]=0;f[64658]=0;f[64659]=0}a=f[64658]|0;if(a>>>0<(f[64659]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64658]=a+12;return}else{ZEa(258628,c);return}}function VEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);if(!(b[257304]|0))if(MPb(257304)|0){f[64660]=0;f[64661]=0;f[64662]=0}a=f[64661]|0;if(a>>>0<(f[64662]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64661]=a+12;return}else{YEa(258640,c);return}}function WEa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257312]|0))if(MPb(257312)|0){f[64663]=0;f[64664]=0;f[64665]=0}a=f[64664]|0;if(a>>>0>=(f[64665]|0)>>>0){XEa(258652,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64664]=(f[64664]|0)+20;return}function XEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function YEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function ZEa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function _Ea(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){aFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;aFa(a,b);return}function $Ea(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function aFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function bFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+96|0;m=t+8|0;n=t+84|0;s=t+24|0;o=t;p=t+16|0;f[s>>2]=b;LEa(s+4|0,f[64656]|0);h=s+28|0;MEa(h,f[64656]|0);NEa(s+44|0,f[64656]|0);d=f[c>>2]|0;r=c+4|0;e=f[r>>2]|0;if((e|0)!=(d|0))f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);d=f[h>>2]|0;g=s+32|0;e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);REa(a,b,h);d=f[h>>2]|0;j=f[g>>2]|0;if((d|0)!=(j|0)){k=c+8|0;l=p+4|0;i=d;do{d=i;h=f[d+4>>2]|0;e=o;f[e>>2]=f[d>>2];f[e+4>>2]=h;CRa(p,b,o);e=f[p>>2]|0;h=f[e>>2]|0;d=h;if((f[e+4>>2]|0)-h>>2>>>0>1){h=f[d+4>>2]|0;a=d+8|0;f[m>>2]=f[e+12>>2];if(h|0){d=0;do{e=f[a+(d<<2)>>2]|0;f[n>>2]=e;g=f[r>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){f[g>>2]=f[m>>2];f[g+4>>2]=e;f[r>>2]=g+8}else QEa(c,m,n);d=d+1|0}while((d|0)!=(h|0))}}d=f[l>>2]|0;if(d|0)iOb(d);i=i+8|0}while((i|0)!=(j|0))}cFa(f[c>>2]|0,f[r>>2]|0,m);d=f[c>>2]|0;e=f[r>>2]|0;a:do if((d|0)==(e|0))g=d;else{g=d+8|0;if((g|0)==(e|0)){TEa(s);u=t;return}while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;break a}d=g+8|0;if((d|0)==(e|0))break;else{p=g;g=d;d=p}}TEa(s);u=t;return}while(0);if((g|0)==(e|0)){TEa(s);u=t;return}d=g+16|0;if((d|0)==(e|0))d=g;else{a=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[a>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))q=17}else q=17;if((q|0)==17){q=0;d=d+8|0;n=a;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o}g=a+8|0;if((g|0)==(e|0))break;else{p=a;a=g;g=p}}e=f[r>>2]|0}d=d+8|0;if((e|0)==(d|0)){TEa(s);u=t;return}f[r>>2]=e+(~((e+-8-d|0)>>>3)<<3);TEa(s);u=t;return}function cFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=eFa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=kFa(a,i,c)|0;e=i+8|0;if(kFa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}cFa(a,i,c);a=i+8|0}if((q|0)==105){q=0;cFa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){dFa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){eFa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){fFa(a,b,c);return}else if((q|0)==107)return}function dFa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function eFa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=dFa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function fFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function gFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0.0,q=0.0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0,L=0;K=f[a+528>>2]|0;q=+n[a+688>>2];r=f[a+696>>2]|0;s=f[a+704>>2]|0;t=+n[a+712>>2];u=+n[a+720>>2];v=+n[a+768>>2];w=+n[a+816>>2];x=+n[a+864>>2];y=+n[a+936>>2];z=+n[a+952>>2];A=+n[a+1008>>2];k=f[a+1112>>2]|0;l=f[a+1120>>2]|0;B=+n[a+1360>>2];C=+n[a+1368>>2];D=+n[a+1392>>2];E=+n[a+1464>>2];F=+n[a+1920>>2];G=+n[a+1928>>2];H=+n[a+1936>>2];I=+n[a+1944>>2];J=+n[a+1952>>2];L=f[a+1976>>2]|0;if(l|0){e=0;do{d=k+(e*24|0)|0;i=+p[d>>3];b=k+(e*24|0)+8|0;if(i==+p[d+24>>3]){g=+p[b>>3];if(g==+p[d+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[d+40>>3])){o=g;L=35}}else{o=g;L=35}}else{o=+p[b>>3];L=35}do if((L|0)==35){L=0;h=+p[k+(e*24|0)+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*o+E*h);n[(a+320|0)>>2]=g;c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1208|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*o+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*o+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[s>>2];c=c+4|0;f[(K+1208|0)>>2]=c}i=+p[(d+24|0)>>3];j=+p[(d+24|0)+8>>3];h=+p[(d+24|0)+16>>3];n[(a+320|0)>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);if(c>>>0<b>>>0){n[c>>2]=-(G*D)-F*C-H*E+(C*i+D*j+E*h);c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*j+(t*y-q*z)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*j+(q*w-t*v)*B*h);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1208|0)>>2]=c}else{LB(K+1204|0,a+320|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1204|0,a+368|0);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,r);c=f[(K+1208|0)>>2]|0;b=f[(K+1212|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1208|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1204|0,s);break}else{f[c>>2]=f[s>>2];f[(K+1208|0)>>2]=c+4;break}}while(0);e=e+2|0}while(e>>>0<((l|0)/24|0)>>>0)}k=f[(K+1156|0)>>2]|0;l=(f[(K+1160|0)>>2]|0)-k|0;if(l|0){e=0;do{m=k+(e*24|0)|0;i=+p[m>>3];g=+p[m+24>>3];if(i==g)if(+p[k+(e*24|0)+8>>3]==+p[m+32>>3]){if(!(+p[k+(e*24|0)+16>>3]==+p[m+40>>3]))L=76}else L=76;else L=76;a:do if((L|0)==76){L=0;h=+p[m+48>>3];if(i==h)if(+p[k+(e*24|0)+8>>3]==+p[m+56>>3])if(+p[k+(e*24|0)+16>>3]==+p[m+64>>3])break;do if(g==h){if(!(+p[m+32>>3]==+p[m+56>>3])){d=0;break}if(+p[m+40>>3]==+p[m+64>>3])break a;else d=0}else d=0;while(0);while(1){c=m+(d*24|0)|0;h=+p[c+8>>3];j=+p[c+16>>3];g=-(G*D)-F*C-H*E+(C*i+D*h+E*j);n[(a+320|0)>>2]=g;c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0;if(c>>>0<b>>>0){n[c>>2]=g;f[(K+1220|0)>>2]=c+4|0;c=c+4|0}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=I+((u*z-t*A)*B*i+(q*A-u*y)*B*h+(t*y-q*z)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}g=J+((t*x-u*w)*B*i+(u*v-q*x)*B*h+(q*w-t*v)*B*j);n[(a+320|0)>>2]=g;if(c>>>0<b>>>0){n[c>>2]=g;c=c+4|0;f[(K+1220|0)>>2]=c}else{LB(K+1216|0,a+320|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}if((c|0)==(b|0)){Tna(K+1216|0,a+368|0);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[(a+368|0)>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0)){Tna(K+1216|0,r);c=f[(K+1220|0)>>2]|0;b=f[(K+1224|0)>>2]|0}else{f[c>>2]=f[r>>2];c=c+4|0;f[(K+1220|0)>>2]=c}if((c|0)==(b|0))Tna(K+1216|0,s);else{f[c>>2]=f[s>>2];f[(K+1220|0)>>2]=c+4}b=d+1|0;if((b|0)==3)break a;d=b;i=+p[m+(b*24|0)>>3]}}while(0);e=e+3|0}while(e>>>0<((l|0)/24|0)>>>0)}b=f[(K+1144|0)>>2]|0;c=f[(K+1148|0)>>2]|0;if((c|0)!=(b|0))f[(K+1148|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);b=f[(K+1156|0)>>2]|0;c=f[(K+1160|0)>>2]|0;if((c|0)!=(b|0))f[(K+1160|0)>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);e=f[(K+1120|0)>>2]|0;b=f[(K+1124|0)>>2]|0;if((b|0)!=(e|0))do{c=b+-16|0;f[(K+1124|0)>>2]=c;d=f[b+-4>>2]|0;if(d|0)tBa(d,c);d=f[c>>2]|0;if(d|0){b=b+-12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d)}b=f[(K+1124|0)>>2]|0}while((b|0)!=(e|0));b=f[(K+1088|0)>>2]|0;c=f[(K+1092|0)>>2]|0;if((c|0)!=(b|0))f[(K+1092|0)>>2]=c+(~((c+-16-b|0)>>>4)<<4);if(f[(K+1112|0)>>2]|0){b=f[(K+1108|0)>>2]|0;if(b|0)do{s=b;b=f[b>>2]|0;sOb(s)}while((b|0)!=0);f[(K+1108|0)>>2]=0;c=f[(K+1104|0)>>2]|0;if(c|0){b=0;do{f[(f[(K+1100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(K+1112|0)>>2]=0}f[a+1976>>2]=L}function hFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;v=f[a+640>>2]|0;w=f[a+872>>2]|0;s=f[a+880>>2]|0;t=f[a+888>>2]|0;x=f[a+1296>>2]|0;r=f[a+1304>>2]|0;u=f[a+1312>>2]|0;n=f[a+1320>>2]|0;o=f[a+1328>>2]|0;m=f[a+1336>>2]|0;k=f[a+1440>>2]|0;e=f[a+1448>>2]|0;q=f[a+2664>>2]|0;a:{if((f[64632]|0)==(e|0)){e=0;d=0;c=0}else{c=f[(e+-12|0)>>2]|0;d=f[(e+-8|0)>>2]|0;j=f[(e+-4|0)>>2]|0;f[(e+-4|0)>>2]=0;f[(e+-8|0)>>2]=0;f[(e+-12|0)>>2]=0;i=f[64633]|0;g=i;while(1){e=g+-12|0;f[64633]=e;h=f[e>>2]|0;if(h){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[64633]|0}if((e|0)==(i+-12|0|0)){e=j;break}else g=e}}f[n>>2]=c;f[o>>2]=d;f[m>>2]=e;f[((a+352|0)+40|0)>>2]=k;fCa((a+352|0)+44|0,f[64606]|0);i=(f[(f[(f[(a+352|0)>>2]|0)+4>>2]|0)+-4>>2]|0)+1|0;l=f[o>>2]|0;j=f[n>>2]|0;do if(i>>>0>((l-j|0|0)/12|0)>>>0){k=i-((l-j|0|0)/12|0)|0;c=f[m>>2]|0;if(((c-l|0)/12|0)>>>0>=k>>>0){c=k;d=l;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}f[o>>2]=l+(k*12|0);break}if(i>>>0>357913941){q=117;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}e=((c-j|0)/12|0)>>>0<178956970?(((c-j|0)/12|0)<<1>>>0<i>>>0?i:((c-j|0)/12|0)<<1):357913941;if(!e)h=0;else{if(e>>>0>357913941){q=120;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}h=pOb(e*12|0)|0}g=h+(((l-j|0|0)/12|0)*12|0)|0;c=k;d=g;while(1){f[d>>2]=-1;b[d+8>>0]=0;c=c+-1|0;if(!c)break;else d=d+12|0}if((l-j|0|0)>0)bQb(g+(((l-j|0|0)/-12|0)*12|0)|0|0,j|0,l-j|0|0)|0;f[n>>2]=g+(((l-j|0|0)/-12|0)*12|0)|0;f[o>>2]=h+(i*12|0);f[m>>2]=h+(e*12|0);if(!j)break;sOb(j)}else{if(i>>>0>=((l-j|0|0)/12|0)>>>0)break;if((j+(i*12|0)|0|0)==(l|0))break;f[o>>2]=l+(~(((l+-12-(j+(i*12|0)|0)|0)>>>0)/12|0)*12|0)}while(0);e=f[(a+352|0)>>2]|0;c=f[e>>2]|0;e=f[e+4>>2]|0;if((c|0)!=(e|0))do{d=f[c>>2]|0;if((f[(f[n>>2]|0)+(d*12|0)>>2]|0)==-1)pCa(a+352|0,d);c=c+4|0}while((c|0)!=(e|0));f[a>>2]=f[((a+352|0)+44|0)>>2];f[(a+4|0)>>2]=f[((a+352|0)+48|0)>>2];f[(a+8|0)>>2]=f[((a+352|0)+52|0)>>2];f[((a+352|0)+52|0)>>2]=0;f[((a+352|0)+48|0)>>2]=0;f[((a+352|0)+44|0)>>2]=0;f[(a+12|0)>>2]=f[((a+352|0)+56|0)>>2];f[((a+352|0)+56|0)>>2]=0;oCa((a+352|0)+44|0);do if(!(f[((a+352|0)+40|0)>>2]|0))q=161;else{c=f[n>>2]|0;if((f[m>>2]|0)==(c|0)){p=c;q=162;break}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);do if(!(b[257240]|0)){if(!(MPb(257240)|0))break;f[64632]=0;f[64633]=0;f[64634]=0}while(0);e=f[64633]|0;d=f[64634]|0;if(e>>>0<d>>>0){f[e>>2]=0;f[(e+4|0)>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];f[(e+4|0)>>2]=f[o>>2];f[e+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;f[64633]=e+12;break}i=f[64632]|0;c=((e-i|0)/12|0)+1|0;if(c>>>0>357913941){q=145;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}c=((d-i|0)/12|0)>>>0<178956970?(((d-i|0)/12|0)<<1>>>0<c>>>0?c:((d-i|0)/12|0)<<1):357913941;if(!c)d=0;else{if(c>>>0>357913941){q=148;f[a+2672>>2]=2;f[a+2676>>2]=4;break a}d=pOb(c*12|0)|0}h=d+(((e-i|0)/12|0)*12|0)|0;g=d+(c*12|0)|0;f[d+(((e-i|0)/12|0)*12|0)+8>>2]=0;f[h>>2]=f[n>>2];f[d+(((e-i|0)/12|0)*12|0)+4>>2]=f[o>>2];f[d+(((e-i|0)/12|0)*12|0)+8>>2]=f[m>>2];f[m>>2]=0;f[o>>2]=0;f[n>>2]=0;if((e|0)==(i|0)){d=h;c=e}else{c=e;d=h;e=h;do{l=e+-12|0;q=c;c=c+-12|0;f[l>>2]=0;m=e+-8|0;f[m>>2]=0;f[e+-4>>2]=0;f[l>>2]=f[c>>2];f[m>>2]=f[(q+-8|0)>>2];f[e+-4>>2]=f[(q+-4|0)>>2];f[(q+-4|0)>>2]=0;f[(q+-8|0)>>2]=0;f[c>>2]=0;e=d+-12|0;d=e}while((c|0)!=(i|0));i=f[64632]|0;c=f[64633]|0}f[64632]=d;f[64633]=h+12|0;f[64634]=g;h=i;if((c|0)!=(h|0))do{d=c;c=c+-12|0;e=f[c>>2]|0;if(e|0){g=f[(d+-8|0)>>2]|0;if((g|0)!=(e|0))f[(d+-8|0)>>2]=g+(~(((g+-12-e|0)>>>0)/12|0)*12|0);sOb(e)}}while((c|0)!=(h|0));if(!i){q=161;break}sOb(i);q=161}while(0);if((q|0)==161){p=f[n>>2]|0;q=162}do if((q|0)==162){q=0;if(!p)break;c=f[o>>2]|0;if((c|0)!=(p|0))f[o>>2]=c+(~(((c+-12-p|0)>>>0)/12|0)*12|0);sOb(p)}while(0);c=f[((a+352|0)+24|0)>>2]|0;if(c|0)tBa(c,(a+352|0)+12|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0){d=f[((a+352|0)+16|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+16|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}g=f[a>>2]|0;h=(f[(a+4|0)>>2]|0)-g>>4;do if(!h)e=0;else{c=-1;d=-1;i=0;do{e=f[g+(i<<4)>>2]|0;if((f[g+(i<<4)+4>>2]|0)-e>>2>>>0>2){o=f[e>>2]|0;p=o>>>0<c>>>0;c=p?o:c;d=p?i:d}i=i+1|0}while((i|0)!=(h|0));if((c|0)==-1){e=0;break}mCa(a+352|0,a+320|0,g+(d<<4)|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);f[((a+320|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+320|0)>>2]=0}f[(a+320|0)>>2]=f[(a+352|0)>>2];f[v>>2]=f[((a+352|0)+4|0)>>2];f[((a+320|0)+8|0)>>2]=f[((a+352|0)+8|0)>>2];f[((a+352|0)+8|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)>>2]=0;f[u>>2]=f[((a+352|0)+12|0)>>2];f[((a+352|0)+12|0)>>2]=0;nCa((a+320|0)+16|0,(a+352|0)+16|0);oCa((a+352|0)+16|0);c=f[((a+352|0)+12|0)>>2]|0;if(c|0)tBa(c,a+352|0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}e=1}while(0);oCa(a);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0);c=f[(a+32|0)>>2]|0;if(c|0){d=f[r>>2]|0;if((d|0)!=(c|0))f[r>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}do if(e){f[((a+132|0)+36|0)>>2]=(a+320|0)+16|0;d=f[(a+320|0)>>2]|0;c=f[d>>2]|0;f[x>>2]=c;i=f[v>>2]|0;if((d|0)!=(i|0)){do{g=f[d>>2]|0;h=(f[t>>2]|0)+(g>>>5<<2)|0;f[h>>2]=f[h>>2]&~(1<<(g&31));h=f[s>>2]|0;if(f[(h+(g*24|0)+12|0)>>2]|0){c=f[(h+(g*24|0)+8|0)>>2]|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);f[(h+(g*24|0)+8|0)>>2]=0;e=f[h+(g*24|0)+4>>2]|0;if(e|0){c=0;do{f[(f[(h+(g*24|0)|0)>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[(h+(g*24|0)+12|0)>>2]=0}d=d+4|0}while((d|0)!=(i|0));c=f[x>>2]|0}if((qCa(a+132|0,c,0)|0)==2){e=6;break}f[x>>2]=(f[x>>2]|0)+1;e=0}else e=7;while(0);oCa((a+320|0)+16|0);c=f[u>>2]|0;if(c|0)tBa(c,a+320|0);c=f[(a+320|0)>>2]|0;if(c|0){d=f[v>>2]|0;if((d|0)!=(c|0))f[v>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}if((e|0)==7){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}if((f[x>>2]|0)>>>0>=((f[w>>2]|0)+-1|0)>>>0){f[a+2672>>2]=2;f[a+2676>>2]=6;break a}}f[a+2664>>2]=q}function iFa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=f[a+432>>2]|0;n=f[a+1112>>2]|0;o=f[a+1168>>2]|0;c=f[a+1200>>2]|0;d=f[a+1224>>2]|0;p=f[a+2664>>2]|0;if(n>>>0>c-d>>2>>>0){eCa(a+304|0,n-(c-d>>2)|0);g=f[(a+304|0)>>2]|0;c=f[o>>2]|0}else if(n>>>0<c-d>>2>>>0)if((d+(n<<2)|0|0)==(c|0))g=d;else{f[o>>2]=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0;g=d;c=c+(~((c+-4-(d+(n<<2)|0)|0)>>>2)<<2)|0}else g=d;if((g|0)==(c|0))p=11;else{e=0;d=g;while(1){f[d>>2]=e;d=d+4|0;if((d|0)==(c|0))break;else e=e+1|0}if(!n)h=1;else p=11}if((p|0)==11){g=0;do{h=f[(m+1120|0)>>2]|0;e=h+(g<<4)|0;h=h+(g<<4)+4|0;aDb(f[e>>2]|0,f[h>>2]|0,a+32|0);e=f[e>>2]|0;i=f[h>>2]|0;f[a>>2]=e;do if((i|0)==(e|0))p=20;else{c=a+32|0;d=a;while(1){f[c>>2]=f[d>>2];c=(f[(a+32|0)>>2]|0)+4|0;f[(a+32|0)>>2]=c;if((c|0)==(i|0)){p=18;break}k=f[a>>2]|0;l=f[k>>2]|0;if((l|0)==(f[c>>2]|0))break;else{c=a;d=a+32|0}}if((p|0)==18){p=20;break}if((k|0)==(i|0))j=i;else{if((k+8|0|0)==(i|0))c=k;else{d=k+8|0;e=l;c=k;do{j=e;e=f[d>>2]|0;if((j|0)!=(e|0)){c=c+4|0;f[c>>2]=e}d=d+4|0}while((d|0)!=(i|0))}j=c+4|0}}while(0);if((p|0)==20){p=0;j=i}if((i|0)!=(j|0))f[h>>2]=i+(~((i+-4-j|0)>>>2)<<2);g=g+1|0}while((g|0)!=(n|0));h=0}fCa(a+288|0,f[64606]|0);if(h){c=(a+288|0)+8|0;d=(a+288|0)+4|0}else{g=0;do{aBa(a+32|0,f[64606]|0);c=f[((a+288|0)+4|0)>>2]|0;if(c>>>0<(f[((a+288|0)+8|0)>>2]|0)>>>0){f[c>>2]=0;f[(c+4|0)>>2]=0;f[c+8>>2]=0;f[c>>2]=f[(a+32|0)>>2];f[(c+4|0)>>2]=f[((a+32|0)+4|0)>>2];f[c+8>>2]=f[((a+32|0)+8|0)>>2];f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+4|0)>>2]=0;f[(a+32|0)>>2]=0;f[c+12>>2]=f[((a+32|0)+12|0)>>2];f[((a+32|0)+12|0)>>2]=0;f[((a+288|0)+4|0)>>2]=c+16}else{tCa(a+288|0,a+32|0);c=f[((a+32|0)+12|0)>>2]|0;if(c|0)tBa(c,a+32|0)}c=f[(a+32|0)>>2]|0;if(c|0){d=f[((a+32|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+32|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(m+1120|0)>>2]|0;d=c+(g<<4)|0;e=(f[((a+288|0)+4|0)>>2]|0)+-16|0;if((e|0)!=(d|0))uCa(e,f[d>>2]|0,f[c+(g<<4)+4>>2]|0);g=g+1|0}while((g|0)!=(n|0));c=(a+288|0)+8|0;d=(a+288|0)+4|0}m=f[(a+304|0)>>2]|0;n=f[o>>2]|0;h=f[((a+304|0)+8|0)>>2]|0;f[((a+304|0)+8|0)>>2]=0;f[o>>2]=0;f[(a+304|0)>>2]=0;i=f[((a+304|0)+12|0)>>2]|0;f[((a+304|0)+12|0)>>2]=0;j=f[(a+288|0)>>2]|0;o=f[d>>2]|0;k=f[c>>2]|0;f[c>>2]=0;f[d>>2]=0;f[(a+288|0)>>2]=0;l=f[((a+288|0)+12|0)>>2]|0;f[((a+288|0)+12|0)>>2]=0;f[(a+132|0)>>2]=m;f[((a+132|0)+4|0)>>2]=n;f[(a+132|0)+8>>2]=h;f[(a+256|0)+8>>2]=0;f[((a+256|0)+4|0)>>2]=0;f[(a+256|0)>>2]=0;f[((a+132|0)+12|0)>>2]=i;f[((a+256|0)+12|0)>>2]=0;f[((a+132|0)+16|0)>>2]=j;f[(a+132|0)+20>>2]=o;f[(a+132|0)+24>>2]=k;f[(a+256|0)+24>>2]=0;f[(a+256|0)+20>>2]=0;f[((a+256|0)+16|0)>>2]=0;f[(a+132|0)+28>>2]=l;f[(a+256|0)+28>>2]=0;l=(a+132|0)+32|0;f[l>>2]=n-m>>2;m=(a+132|0)+40|0;gCa(m,f[64606]|0);n=(a+132|0)+56|0;k=f[64606]|0;if(!(b[257232]|0))if(MPb(257232)|0){f[64629]=0;f[64630]=0;f[64631]=0}j=f[64630]|0;a:do if((f[64629]|0)==(j|0)){e=0;d=0;c=0}else{c=f[(j+-12|0)>>2]|0;d=f[(j+-8|0)>>2]|0;e=f[(j+-4|0)>>2]|0;f[(j+-12|0)>>2]=0;f[(j+-8|0)>>2]=0;f[(j+-4|0)>>2]=0;g=j;h=0;i=0;while(1){g=g+-12|0;f[64630]=g;if(h){sOb(i);g=f[64630]|0}if((g|0)==(j+-12|0|0))break a;i=f[g+-12>>2]|0;h=i}}while(0);f[n>>2]=c;f[((a+132|0)+60|0)>>2]=d;f[(a+132|0)+64>>2]=e;f[((a+132|0)+68|0)>>2]=k;aBa((a+132|0)+72|0,f[64606]|0);fCa((a+132|0)+88|0,f[64606]|0);k=(a+132|0)+44|0;c=f[l>>2]|0;if((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0)do{hCa(a+32|0,f[64606]|0);e=f[k>>2]|0;if(e>>>0<(f[((a+132|0)+48|0)>>2]|0)>>>0){g=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;d=f[((a+32|0)+4|0)>>2]|0;f[((a+32|0)+4|0)>>2]=0;f[e>>2]=g;f[e+4>>2]=d;c=f[((a+32|0)+8|0)>>2]|0;f[(e+8|0)>>2]=c;o=f[((a+32|0)+12|0)>>2]|0;f[e+12>>2]=o;f[e+16>>2]=f[((a+32|0)+16|0)>>2];if(o|0){c=f[c+4>>2]|0;if(!((d+-1|0)&d))c=c&(d+-1|0);else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[g+(c<<2)>>2]=e+8|0;f[((a+32|0)+8|0)>>2]=0;f[((a+32|0)+12|0)>>2]=0}f[e+20>>2]=f[((a+32|0)+20|0)>>2];f[((a+32|0)+20|0)>>2]=0;f[k>>2]=(f[k>>2]|0)+24}else{iCa(m,a+32|0);c=f[((a+32|0)+20|0)>>2]|0;if(c|0)jCa(c,a+32|0)}c=f[((a+32|0)+8|0)>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);c=f[(a+32|0)>>2]|0;f[(a+32|0)>>2]=0;if(c|0)sOb(c);c=f[l>>2]|0}while((((f[k>>2]|0)-(f[m>>2]|0)|0)/24|0)>>>0<c>>>0);kCa(n,c,0);c=f[(a+132|0)>>2]|0;i=f[((a+132|0)+4|0)>>2]|0;if((c|0)!=(i|0)){j=(a+132|0)+76|0;do{d=f[c>>2]|0;f[((a+132|0)+104|0)>>2]=d;f[(a+32|0)>>2]=d;e=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;g=f[e>>2]|0;if(!(g&1<<(d&31))){f[e>>2]=g|1<<(d&31);d=f[((a+132|0)+72|0)>>2]|0;e=f[j>>2]|0;if((e|0)!=(d|0)){f[j>>2]=e+(~((e+-4-d|0)>>>2)<<2)|0;d=e+(~((e+-4-d|0)>>>2)<<2)|0}if((d|0)==(f[((a+132|0)+80|0)>>2]|0))fBa((a+132|0)+72|0,a+32|0);else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4}d=f[(a+32|0)>>2]|0;e=f[((a+132|0)+16|0)>>2]|0;b:do if(((f[e+(d<<4)+4>>2]|0)-(f[(e+(d<<4)|0)>>2]|0)|0)==4){g=e+(d<<4)|0;while(1){d=f[f[g>>2]>>2]|0;f[(a+32|0)>>2]=d;if((d|0)==(f[((a+132|0)+104|0)>>2]|0))break;g=(f[((a+132|0)+56|0)>>2]|0)+(d>>>5<<2)|0;h=f[g>>2]|0;if(h&1<<(d&31)|0)break b;f[g>>2]=h|1<<(d&31);d=f[j>>2]|0;if((d|0)==(f[((a+132|0)+80|0)>>2]|0)){fBa((a+132|0)+72|0,a+32|0);d=f[((a+132|0)+16|0)>>2]|0}else{f[d>>2]=f[(a+32|0)>>2];f[j>>2]=d+4;d=e}o=f[(a+32|0)>>2]|0;g=d+(o<<4)|0;if(((f[d+(o<<4)+4>>2]|0)-(f[g>>2]|0)|0)!=4)break b;else e=d}if((f[j>>2]|0)-(f[((a+132|0)+72|0)>>2]|0)>>2>>>0>2)lCa(a+132|0)}while(0)}c=c+4|0}while((c|0)!=(i|0))}d=f[(a+132|0)+56>>2]|0;c=f[((a+132|0)+60|0)>>2]|0;if((d+(c>>>5<<2)-d<<3)+(c&31)|0|0){e=((d+(c>>>5<<2)-d<<3)+(c&31)|0)>>>5;dQb(d|0,0,e<<2|0)|0;c=((d+(c>>>5<<2)-d<<3)+(c&31)|0)&31;if(c|0)f[(d+(e<<2)|0)>>2]=f[(d+(e<<2)|0)>>2]&~(-1>>>(32-c|0))}c=f[(a+132|0)+72>>2]|0;d=f[((a+132|0)+76|0)>>2]|0;if((d|0)!=(c|0))f[((a+132|0)+76|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);e=(a+132|0)+104|0;f[e>>2]=0;g=(a+32|0)+4|0;h=(a+320|0)+12|0;d=(a+320|0)+4|0;i=(a+352|0)+28|0;j=(a+352|0)+32|0;o=(a+352|0)+36|0;f[a+640>>2]=d;f[a+872>>2]=l;f[a+880>>2]=m;f[a+888>>2]=n;f[a+976>>2]=k;f[a+1296>>2]=e;f[a+1304>>2]=g;f[a+1312>>2]=h;f[a+1320>>2]=i;f[a+1328>>2]=j;f[a+1336>>2]=o;f[a+2664>>2]=p}function jFa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,u=0,v=0;s=f[a+96>>2]|0;g=f[a+208>>2]|0;q=+n[a+296>>2];r=+n[a+328>>2];t=f[a+432>>2]|0;u=f[a+440>>2]|0;m=f[a+448>>2]|0;o=f[a+496>>2]|0;l=f[a+528>>2]|0;h=+n[a+600>>2];i=+n[a+608>>2];b=+n[a+616>>2];c=+n[a+624>>2];d=+n[a+632>>2];e=+n[a+640>>2];v=f[a+1112>>2]|0;a:{if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+24|0)>>3];p[(s+8|0)>>3]=+p[((m+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,m+48|0,o,o+24|0,o+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(m+48|0)>>3]-k;d=+p[((m+48|0)+8|0)>>3]-h;e=+p[((m+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(m+48|0)>>3];p[(s+8|0)>>3]=+p[((m+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((m+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o,m,m+24|0,m+48|0);i=+p[(a+24|0)>>3];p[(a+24|0)>>3]=k;k=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=h;c=+p[((a+24|0)+16|0)>>3];d=+p[o>>3]-i;j=l+(g*24|0)+8|0;e=+p[j>>3]-k;g=l+(g*24|0)+16|0;b=+p[g>>3]-c;if(d*d+(e*e+b*b)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=d*d+(e*e+b*b);p[s>>3]=+p[o>>3];p[(s+8|0)>>3]=+p[j>>3];p[(s+16|0)>>3]=+p[g>>3];p[(s+24|0)>>3]=i;p[(s+32|0)>>3]=k;p[(s+40|0)>>3]=c}if(d*d+(e*e+b*b)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+24|0,m,m+24|0,m+48|0);h=+p[(a+24|0)>>3];p[(a+24|0)>>3]=i;i=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=k;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+24|0)>>3]-h;d=+p[((o+24|0)+8|0)>>3]-i;e=+p[((o+24|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+24|0)>>3];p[(s+8|0)>>3]=+p[((o+24|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+24|0)+16|0)>>3];p[(s+24|0)>>3]=h;p[(s+32|0)>>3]=i;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}Kib(a+24|0,o+48|0,m,m+24|0,m+48|0);k=+p[(a+24|0)>>3];p[(a+24|0)>>3]=h;h=+p[((a+24|0)+8|0)>>3];p[((a+24|0)+8|0)>>3]=i;b=+p[((a+24|0)+16|0)>>3];c=+p[(o+48|0)>>3]-k;d=+p[((o+48|0)+8|0)>>3]-h;e=+p[((o+48|0)+16|0)>>3]-b;if(c*c+(d*d+e*e)<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=c*c+(d*d+e*e);p[s>>3]=+p[(o+48|0)>>3];p[(s+8|0)>>3]=+p[((o+48|0)+8|0)>>3];p[(s+16|0)>>3]=+p[((o+48|0)+16|0)>>3];p[(s+24|0)>>3]=k;p[(s+32|0)>>3]=h;p[(s+40|0)>>3]=b}if(c*c+(d*d+e*e)==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o,o+24|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+24|0,o+48|0,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m,m+24|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+24|0,m+48|0,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=94;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}b=+Jib(m+48|0,m,o+48|0,o,a+24|0,a);if(b<+p[(s+48|0)>>3]){p[(s+48|0)>>3]=b;p[s>>3]=+p[(a+24|0)>>3];p[(s+8|0)>>3]=+p[t>>3];p[(s+16|0)>>3]=+p[u>>3];p[(s+24|0)>>3]=+p[a>>3];p[(s+32|0)>>3]=+p[(a+8|0)>>3];p[(s+40|0)>>3]=+p[(a+16|0)>>3]}if(b==0.0){v=98;f[a+1136>>2]=2;f[a+1140>>2]=14;break a}else{q=k;r=h}}n[a+296>>2]=q;n[a+328>>2]=r;f[a+1112>>2]=v}
+function kFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{dFa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{eFa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function lFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+64|0;e=g;f[e>>2]=b;LEa(e+4|0,f[64656]|0);MEa(e+28|0,f[64656]|0);NEa(e+44|0,f[64656]|0);switch(c|0){case 0:{d=mFa(a,e,d)|0;TEa(e);u=g;return d|0}case 1:{d=nFa(a,e,d)|0;TEa(e);u=g;return d|0}default:{d=0;TEa(e);u=g;return d|0}}return 0}function mFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;o=p+8|0;if(!d){o=1;u=p;return o|0}m=a+20|0;if(b[m>>0]&2){o=1;u=p;return o|0}k=c+44|0;e=f[k>>2]|0;l=c+48|0;d=f[l>>2]|0;if((d|0)==(e|0))d=e;else{d=d+(~((d+-8-e|0)>>>3)<<3)|0;f[l>>2]=d}j=f[a>>2]|0;g=j;if((f[a+4>>2]|0)-j>>2>>>0>1){j=f[g+4>>2]|0;i=g+8|0;f[n>>2]=f[a+12>>2];if(j){a=c+52|0;g=0;while(1){e=f[i+(g<<2)>>2]|0;f[o>>2]=e;if(d>>>0<(f[a>>2]|0)>>>0){f[d>>2]=f[n>>2];f[d+4>>2]=e;f[l>>2]=d+8}else QEa(k,n,o);d=g+1|0;if((d|0)==(j|0))break;g=d;d=f[l>>2]|0}e=f[k>>2]|0;d=f[l>>2]|0}}a:do if((e|0)!=(d|0)){i=o+4|0;while(1){k=e;l=f[k+4>>2]|0;g=n;f[g>>2]=f[k>>2];f[g+4>>2]=l;BRa(o,f[c>>2]|0,n);g=f[o>>2]|0;if(!g)g=1;else{g=f[g+4>>2]|0;if(!g)g=1;else g=((h[(f[g+44>>2]|0)+148>>0]|0)>>>1&1^1)&255}a=f[i>>2]|0;if(a|0)iOb(a);e=e+8|0;if(g|0){d=0;break}if((e|0)==(d|0))break a}u=p;return d|0}while(0);b[m>>0]=b[m>>0]|2;o=1;u=p;return o|0}function nFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0;j=c+16|0;if(f[j>>2]|0){g=c+12|0;e=f[g>>2]|0;if(e|0)do{i=e;e=f[e>>2]|0;sOb(i)}while((e|0)!=0);f[g>>2]=0;g=f[c+8>>2]|0;if(g|0){i=c+4|0;e=0;do{f[(f[i>>2]|0)+(e<<2)>>2]=0;e=e+1|0}while((e|0)!=(g|0))}f[j>>2]=0}e=f[c+28>>2]|0;g=c+32|0;i=f[g>>2]|0;if((i|0)!=(e|0))f[g>>2]=i+(~((i+-8-e|0)>>>3)<<3);e=a+20|0;g=h[e>>0]|0;if(!(g&1))k=12;else if((g&4|0)==0&d)k=12;a:do if((k|0)==12){switch(oFa(a,c,d)|0){case 1:break a;case 2:break;default:{k=0;return k|0}}b[e>>0]=b[e>>0]|(d?5:1);k=1;return k|0}while(0);k=1;return k|0}function oFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;v=y;w=y+8|0;if(!(mFa(a,c,d)|0)){x=0;u=y;return x|0}x=c+4|0;o=a+12|0;k=f[o>>2]|0;j=f[a+16>>2]|0;s=j+-1640531527+(k<<6)+(k>>>2)^k;p=c+8|0;q=f[p>>2]|0;r=(q|0)==0;a:do if(r){e=0;t=21}else{i=q+-1|0;h=(i&q|0)==0;if(h)e=s&i;else if(s>>>0<q>>>0)e=s;else e=(s>>>0)%(q>>>0)|0;g=f[(f[x>>2]|0)+(e<<2)>>2]|0;if(!g)t=21;else{g=f[g>>2]|0;if(!g)t=21;else{if(h)while(1){h=f[g+4>>2]|0;if(!((h|0)==(s|0)|(h&i|0)==(e|0))){t=21;break a}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break a}}while(1){h=f[g+4>>2]|0;if((h|0)!=(s|0)){if(h>>>0>=q>>>0)h=(h>>>0)%(q>>>0)|0;if((h|0)!=(e|0)){t=21;break a}}if((f[g+8>>2]|0)==(k|0))if((f[g+12>>2]|0)==(j|0))break a;g=f[g>>2]|0;if(!g){t=21;break}}}}}while(0);if((t|0)==21){j=pOb(16)|0;k=o;o=f[k+4>>2]|0;i=j+8|0;f[i>>2]=f[k>>2];f[i+4>>2]=o;f[j+4>>2]=s;f[j>>2]=0;i=c+16|0;l=+(((f[i>>2]|0)+1|0)>>>0);m=+n[c+20>>2];do if(r|m*+(q>>>0)<l){e=q<<1|(q>>>0<3|(q+-1&q|0)!=0)&1;g=~~+W(+(l/m))>>>0;_Ea(x,e>>>0<g>>>0?g:e);e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&s;break}if(s>>>0<e>>>0){h=e;e=s}else{h=e;e=(s>>>0)%(e>>>0)|0}}else h=q;while(0);g=(f[x>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=c+12|0;f[j>>2]=f[e>>2];f[e>>2]=j;f[g>>2]=e;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[x>>2]|0)+(e<<2)|0;t=34}}else{f[j>>2]=f[e>>2];t=34}if((t|0)==34)f[e>>2]=j;f[i>>2]=(f[i>>2]|0)+1}q=c+28|0;p=c+32|0;e=f[p>>2]|0;g=f[q>>2]|0;h=e-g>>3;j=f[a>>2]|0;k=(f[a+4>>2]|0)-j>>2;i=e;o=g;if(k>>>0>1){t=f[j+4>>2]|0;j=j+8+(t<<2)|0;if((k+-2-t|0)>>>0>1){o=f[j>>2]|0;k=j+4|0;f[v>>2]=f[a+12>>2];if(o){j=c+36|0;e=0;while(1){g=f[k+(e<<2)>>2]|0;f[w>>2]=g;if(i>>>0<(f[j>>2]|0)>>>0){f[i>>2]=f[v>>2];f[i+4>>2]=g;f[p>>2]=i+8}else PEa(q,v,w);e=e+1|0;if((e|0)==(o|0))break;i=f[p>>2]|0}e=f[p>>2]|0;g=f[q>>2]|0}i=g}else{i=g;g=o}}else{i=g;g=o}i=e-i>>3;if(h>>>0>=i>>>0){x=2;u=y;return x|0}j=w+4|0;b:do if(d){while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if((b[e+20>>0]&5)==5)e=1;else e=oFa(e,c,1)|0;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}else{while(1){t=g+(h<<3)|0;a=f[t+4>>2]|0;d=v;f[d>>2]=f[t>>2];f[d+4>>2]=a;if(!($Ea(x,v)|0)){CRa(w,f[c>>2]|0,v);e=f[w>>2]|0;if(!e)e=1;else{if(!(b[e+20>>0]&1))e=oFa(e,c,0)|0;else e=1;e=(e|0)==0&1}g=f[j>>2]|0;if(g|0)iOb(g);if(e|0)break b}e=h+1|0;if(e>>>0>=i>>>0){e=2;break}g=f[q>>2]|0;h=e}u=y;return e|0}while(0);x=0;u=y;return x|0}function pFa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;k=l;switch(c|0){case 0:{bFa(a,b,d);u=l;return}case 1:{b=f[d>>2]|0;i=d+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){b=c+(~((c+-8-b|0)>>>3)<<3)|0;f[i>>2]=b}h=f[a>>2]|0;c=h;if((f[a+4>>2]|0)-h>>2>>>0<=1){u=l;return}h=f[c+4>>2]|0;g=c+8|0;f[j>>2]=f[a+12>>2];a:do if(h|0){e=d+8|0;a=0;while(1){c=f[g+(a<<2)>>2]|0;f[k>>2]=c;if(b>>>0<(f[e>>2]|0)>>>0){f[b>>2]=f[j>>2];f[b+4>>2]=c;f[i>>2]=b+8}else QEa(d,j,k);b=a+1|0;if((b|0)==(h|0))break a;a=b;b=f[i>>2]|0}}while(0);u=l;return}default:{u=l;return}}}function qFa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=pOb(88)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=36308;e=d+12|0;f[d+16>>2]=0;f[d+20>>2]=-1;g=d+24|0;f[g>>2]=0;f[e>>2]=36336;h=d+28|0;kvb(h);hvb(d+48|0);i=d+60|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[d+76>>2]=1.0;f[d+80>>2]=c;b[d+84>>0]=0;f[g>>2]=h;f[a>>2]=e;f[a+4>>2]=d;gOb(d);iOb(d);return}function rFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;tOb(b);return}function sFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36336;b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+16|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){sOb(a);return}tOb(b);sOb(a);return}function tFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);return}tOb(b);aOb(a);return}function uFa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=36308;f[a+12>>2]=36336;b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+32>>2]|0;if(d|0)jOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)tOb(b);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(!b){aOb(a);sOb(a);return}tOb(b);aOb(a);sOb(a);return}function vFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function wFa(a){a=a|0;sOb(a);return}function xFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=36352;h=g+12|0;f[g+16>>2]=0;f[g+20>>2]=-1;e=g+24|0;f[e>>2]=0;f[h>>2]=36380;f[g+28>>2]=c;d=f[b+4>>2]|0;f[g+32>>2]=d;if(d){gOb(d);c=f[b>>2]|0}f[e>>2]=f[c+12>>2];f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function yFa(a){a=a|0;f[a>>2]=36380;a=f[a+20>>2]|0;if(!a)return;iOb(a);return}function zFa(a){a=a|0;var b=0;f[a>>2]=36380;b=f[a+20>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function AFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function BFa(a){a=a|0;var b=0;f[a>>2]=36352;f[a+12>>2]=36380;b=f[a+32>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function CFa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function DFa(a){a=a|0;sOb(a);return}function EFa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=b;b=f[d+4>>2]|0;c=a+4|0;f[c>>2]=f[d>>2];f[c+4>>2]=b;return}function FFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;c=f[a+40>>2]|0;if(!c)return;u=a+36|0;v=a+32|0;w=a+40|0;x=a+44|0;r=(b&1|0)==0;s=a+20|0;t=a+52|0;b=c;do{m=b;e=b;d=e+28|0;q=e+32|0;c=f[q>>2]|0;if(!c){c=0;p=7}else{c=kOb(c)|0;if(!c){c=0;p=7}else{p=f[d>>2]|0;g=p;if(!p)p=7;else{e=e+8|0;b=f[b>>2]|0;if(!r)if(f[a>>2]|0)cxb(g,a,e);if(!(f[s>>2]|0))p=47;else{d=f[t>>2]|0;if(!d)d=0;else{ASa(d,1);d=f[t>>2]|0}dxb(g,s,e,d,1642,1642);p=47}}}}if((p|0)==7){p=0;n=b;o=f[n>>2]|0;h=f[u>>2]|0;d=f[m+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&d;else if(d>>>0<h>>>0)k=d;else k=(d>>>0)%(h>>>0)|0;e=(f[v>>2]|0)+(k<<2)|0;l=f[e>>2]|0;while(1){d=f[l>>2]|0;if((d|0)==(m|0))break;else l=d}if((l|0)==(w|0))p=20;else{d=f[l+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0))g=m;else p=20}do if((p|0)==20){p=0;d=f[m>>2]|0;if(d|0){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)==(k|0)){g=m;break}}f[e>>2]=0;g=m}while(0);e=f[g>>2]|0;d=e;if(e){e=f[e+4>>2]|0;if(j)e=e&i;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(k|0)){f[(f[v>>2]|0)+(e<<2)>>2]=l;d=f[n>>2]|0}}f[l>>2]=d;f[g>>2]=0;f[x>>2]=(f[x>>2]|0)+-1;if(b|0){d=f[q>>2]|0;if(d|0)jOb(d);sOb(b)}if(!c)b=o;else{b=o;p=47}}if((p|0)==47)iOb(c)}while((b|0)!=0);return}function GFa(a){a=a|0;if(!a)return;ASa(a,-1);return}function HFa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+16|0;y=B;f[a>>2]=0;k=a+4|0;f[k>>2]=0;A=c+32|0;v=IFa(A,d)|0;if(!v){j=k;e=0}else{j=v+28|0;t=v+32|0;e=f[t>>2]|0;if(!e){e=0;z=5}else{g=kOb(e)|0;e=g;if(!g)z=5;else{x=f[j>>2]|0;f[a>>2]=x;f[k>>2]=e;if(!x){e=g;j=k;r=a}else{u=B;return}}}if((z|0)==5){f[a>>2]=0;f[k>>2]=e;j=k;r=a}l=f[c+36>>2]|0;a=f[v+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)p=m&a;else if(a>>>0<l>>>0)p=a;else p=(a>>>0)%(l>>>0)|0;g=(f[A>>2]|0)+(p<<2)|0;q=f[g>>2]|0;while(1){a=f[q>>2]|0;if((a|0)==(v|0))break;else q=a}if((q|0)==(c+40|0))z=20;else{a=f[q+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0))k=v;else z=20}do if((z|0)==20){a=f[v>>2]|0;if(a|0){a=f[a+4>>2]|0;if(o)a=a&m;else if(a>>>0>=l>>>0)a=(a>>>0)%(l>>>0)|0;if((a|0)==(p|0)){k=v;break}}f[g>>2]=0;k=v}while(0);g=f[k>>2]|0;a=g;if(g){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(p|0)){f[(f[A>>2]|0)+(g<<2)>>2]=q;a=f[v>>2]|0}}f[q>>2]=a;f[k>>2]=0;a=c+44|0;f[a>>2]=(f[a>>2]|0)+-1;a=f[t>>2]|0;if(a|0)jOb(a);sOb(v);a=r}Twb(y);w=f[y>>2]|0;g=y+4|0;x=f[g>>2]|0;f[y>>2]=0;f[g>>2]=0;f[a>>2]=w;f[j>>2]=x;j=w;v=x;if(e|0){iOb(e);e=f[g>>2]|0;if(e|0)iOb(e)}if(!(f[c>>2]|0))_wb(j,b[c+28>>0]|0);else cxb(j,c,d);g=c+20|0;if(f[g>>2]|0){a=c+52|0;e=f[a>>2]|0;if(e){ASa(e,1);e=f[a>>2]|0}dxb(j,g,d,e,1642,1642)}m=f[d>>2]|0;o=f[d+4>>2]|0;e=o+-1640531527+(m<<6)+(m>>>2)^m;p=f[d+8>>2]|0;e=p+-1640531527+(e<<6)+(e>>>2)^e;l=f[d+12>>2]|0;e=l+-1640531527+(e<<6)+(e>>>2)^e;h=+n[d+16>>2];t=(e<<6)+(h==0.0?-1640531527:(n[s>>2]=h,f[s>>2]|0)+-1640531527|0)+(e>>>2)^e;q=c+36|0;g=f[q>>2]|0;r=(g|0)==0;a:do if(r)e=0;else{k=g+-1|0;j=(k&g|0)==0;if(j)e=t&k;else if(t>>>0<g>>>0)e=t;else e=(t>>>0)%(g>>>0)|0;a=f[(f[A>>2]|0)+(e<<2)>>2]|0;if(a){a=f[a>>2]|0;if(a){if(j){while(1){y=f[a+4>>2]|0;if(!((y|0)==(t|0)|(y&k|0)==(e|0)))break a;if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}while(1){j=f[a+4>>2]|0;if((j|0)!=(t|0)){if(j>>>0>=g>>>0)j=(j>>>0)%(g>>>0)|0;if((j|0)!=(e|0))break a}if((f[a+8>>2]|0)==(m|0))if((f[a+12>>2]|0)==(o|0))if((f[a+16>>2]|0)==(p|0))if((f[a+20>>2]|0)==(l|0))if(+n[a+24>>2]==h)break;a=f[a>>2]|0;if(!a)break a}u=B;return}}}while(0);k=pOb(36)|0;y=k+8|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];f[y+12>>2]=f[d+12>>2];f[y+16>>2]=f[d+16>>2];f[k+28>>2]=w;f[k+32>>2]=v;if(x|0)hOb(v);f[k+4>>2]=t;f[k>>2]=0;j=c+44|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[c+48>>2];do if(r|i*+(g>>>0)<h){e=g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1;a=~~+W(+(h/i))>>>0;JFa(A,e>>>0<a>>>0?a:e);e=f[q>>2]|0;a=e+-1|0;if(!(a&e)){g=e;e=a&t;break}if(t>>>0<e>>>0){g=e;e=t}else{g=e;e=(t>>>0)%(e>>>0)|0}}while(0);a=(f[A>>2]|0)+(e<<2)|0;e=f[a>>2]|0;if(!e){e=c+40|0;f[k>>2]=f[e>>2];f[e>>2]=k;f[a>>2]=e;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;a=g+-1|0;if(!(a&g))e=e&a;else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;e=(f[A>>2]|0)+(e<<2)|0;z=88}}else{f[k>>2]=f[e>>2];z=88}if((z|0)==88)f[e>>2]=k;f[j>>2]=(f[j>>2]|0)+1;u=B;return}function IFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0;l=f[b>>2]|0;o=f[b+4>>2]|0;c=o+-1640531527+(l<<6)+(l>>>2)^l;k=f[b+8>>2]|0;c=k+-1640531527+(c<<6)+(c>>>2)^c;m=f[b+12>>2]|0;c=m+-1640531527+(c<<6)+(c>>>2)^c;i=+n[b+16>>2];e=(c<<6)+(i==0.0?-1640531527:(n[s>>2]=i,f[s>>2]|0)+-1640531527|0)+(c>>>2)^c;g=f[a+4>>2]|0;if(!g){o=0;return o|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){o=0;return o|0}b=f[b>>2]|0;if(!b){o=0;return o|0}if(c){while(1){a=f[b+4>>2]|0;c=(a|0)==(e|0);if(!(c|(a&d|0)==(h|0))){b=0;c=27;break}if(c)if((f[b+8>>2]|0)==(l|0))if((f[b+12>>2]|0)==(o|0))if((f[b+16>>2]|0)==(k|0))if((f[b+20>>2]|0)==(m|0))if(+n[b+24>>2]==i){c=27;break}b=f[b>>2]|0;if(!b){b=0;c=27;break}}if((c|0)==27)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(l|0))if((f[j+12>>2]|0)==(o|0))if((f[j+16>>2]|0)==(k|0))if((f[j+20>>2]|0)==(m|0))if(+n[j+24>>2]==i){b=j;c=27;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;c=27;break}}j=f[j>>2]|0;if(!j){b=0;c=27;break}}if((c|0)==27)return b|0;return 0}function JFa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){KFa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;KFa(a,b);return}function KFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();r=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=r;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;q=b+-1|0;r=(q&b|0)==0;if(r)c=c&q;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){p=d;b:while(1){c:do if(r){d=e;while(1){o=f[d+4>>2]&q;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}j=d+12|0;k=d+16|0;l=d+20|0;m=d+24|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;if((f[l>>2]|0)!=(f[h+20>>2]|0))break d;if(!(+n[m>>2]==+n[h+24>>2]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)o=e;else o=(e>>>0)%(b>>>0)|0;if((o|0)==(c|0))break c;e=(f[a>>2]|0)+(o<<2)|0;if(!(f[e>>2]|0)){c=o;break b}i=d+12|0;j=d+16|0;k=d+20|0;l=d+24|0;h=f[d>>2]|0;e:do if(!h)e=d;else{m=f[d+8>>2]|0;e=d;while(1){if((m|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;if((f[k>>2]|0)!=(f[h+20>>2]|0))break e;if(!(+n[l>>2]==+n[h+24>>2]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{s=h;h=e;e=s}}}while(0);f[p>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(o<<2)>>2]>>2];f[f[(f[a>>2]|0)+(o<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=45;break a}}}while(0);e=f[d>>2]|0;if(!e){c=45;break a}else{g=d;p=d}}f[e>>2]=p;e=f[d>>2]|0;if(!e){c=45;break}else g=d}if((c|0)==45)return}function LFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;a=f[a+12>>2]|0;if(!(f[b>>2]|0)){u=e;return}hvb(d);ivb(a+20|0,d)|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)tOb(c);lvb(a,b)|0;FFa(a,1);u=e;return}function MFa(a,b){a=a|0;b=b|0;a=f[a+12>>2]|0;if(!(f[b>>2]|0))return;ivb(a+20|0,b)|0;FFa(a,2);return}function NFa(a){a=a|0;return (b[(f[a+12>>2]|0)+56>>0]|0)!=0|0}function OFa(a,c){a=a|0;c=c|0;b[(f[a+12>>2]|0)+56>>0]=c&1;return}function PFa(a,b,c){a=a|0;b=b|0;c=c|0;HFa(a,f[b+12>>2]|0,c);return}function QFa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;b=f[b+12>>2]|0;Lwb(d);Nwb(d,9729,9987);Owb(d,8.0);HFa(a,b,d);u=c;return}function RFa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;f[a>>2]=c;f[a+4>>2]=f[d>>2];f[a+8>>2]=f[e>>2];f[a+12>>2]=f[g>>2];c=f[g+4>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);g=a+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;n[a+44>>2]=1.0;g=a+48|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+64>>2]=1.0;g=a+68|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+84>>2]=1.0;g=a+88|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+104>>2]=1.0;g=a+108|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[a+124>>2]=1.0;b[a+128>>0]=h;return}function SFa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=u;u=u+16|0;c=d;wpb(c,b,a);b=a+20|0;e=f[c>>2]|0;f[c>>2]=0;a=f[b>>2]|0;f[b>>2]=e;if(!a){f[c>>2]=0;u=d;return}TFa(a);sOb(a);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}TFa(a);sOb(a);u=d;return}function TFa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=a+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){b=f[c+8>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);sOb(c)}d=a+24|0;b=f[d>>2]|0;if(b|0){e=a+28|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-20|0;f[e>>2]=g;UFa(g);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-72|0;f[d>>2]=g;TFa(g);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function UFa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+4>>2]|0;if(b|0){c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=f[a>>2]|0;f[a>>2]=0;if(!e)return;b=f[e+56>>2]|0;if(b|0){c=e+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[e+16>>2]|0;if(b|0)iOb(b);b=f[e>>2]|0;if(b|0){a=e+4|0;c=f[a>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[a>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[a>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}sOb(e);return}function VFa(a){a=a|0;return (f[a+4>>2]|0)==0|0}function WFa(a){a=a|0;return f[a+20>>2]|0}function XFa(a){a=a|0;return f[a+20>>2]|0}function YFa(a,b,c){a=a|0;b=b|0;c=c|0;b=ZFa(a+28|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];return}function ZFa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(28)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;_Fa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function _Fa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){$Fa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;$Fa(a,b);return}function $Fa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function aGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function bGa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+32>>2]|0;if(!e){i=0;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;b=f[(f[a+28>>2]|0)+(g<<2)>>2]|0;if(!b){i=0;return i|0}b=f[b>>2]|0;if(!b){i=0;return i|0}a:do if(c){while(1){e=f[b+4>>2]|0;a=(h|0)==(e|0);if(!(a|(e&d|0)==(g|0))){b=0;a=20;break}if(a)if((f[b+8>>2]|0)==(h|0)){i=b;break a}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}else{while(1){a=f[b+4>>2]|0;if((h|0)==(a|0)){if((f[b+8>>2]|0)==(h|0)){i=b;break a}}else{if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;if((a|0)!=(g|0)){b=0;a=20;break}}b=f[b>>2]|0;if(!b){b=0;a=20;break}}if((a|0)==20)return b|0}while(0);i=i+12|0;return i|0}function cGa(a,b){a=a|0;b=b|0;Wib(a,f[b+20>>2]|0);return}function dGa(a){a=a|0;return f[a+24>>2]|0}function eGa(a,b){a=a|0;b=b|0;f[a+24>>2]=b;return}function fGa(){return}function gGa(){Iha();beb();return}function hGa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;f[a>>2]=0;i=c+152|0;if(+n[i>>2]==1.0)if(+n[c+156>>2]==1.0)if(+n[c+160>>2]==1.0)if(+n[c+164>>2]!=1.0)k=5;else e=0;else k=5;else k=5;else k=5;a:do if((k|0)==5){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e;while(1){b:while(1)switch(Rg[f[(f[g>>2]|0)+104>>2]&255](g,i)|0){case 1:case 0:break a;case 2:break b;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+184>>2];c:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){d:while(1)switch(Qg[f[(f[g>>2]|0)+108>>2]&15](g,j)|0){case 1:case 0:break c;case 2:break d;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+180>>2];e:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){f:while(1)switch(Qg[f[(f[g>>2]|0)+112>>2]&15](g,j)|0){case 1:case 0:break e;case 2:break f;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);j=+n[c+188>>2];g:do if(j!=-1.0){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;h=e}else h=e;g=e;e=h;while(1){h:while(1)switch(Qg[f[(f[g>>2]|0)+116>>2]&15](g,j)|0){case 1:case 0:break g;case 2:break h;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+120|0;i:do if(!(f[i>>2]|0))g=e;else{if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){j:while(1)switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,i)|0){case 1:case 0:break i;case 2:break j;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=c+88|0;k:do if(!(f[i>>2]|0))e=g;else{if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[a>>2]=g;e=g}else e=g;while(1){l:while(1)switch(Rg[f[(f[g>>2]|0)+136>>2]&255](g,i)|0){case 1:case 0:break k;case 2:break l;default:g=e}oh[f[(f[e>>2]|0)+100>>2]&1023](l,e);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!e)f[l>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}g=h;e=h}}while(0);i=c+96|0;if(+n[i>>2]!=1.0)k=74;else if(+n[c+100>>2]!=0.0)k=74;else if(+n[c+104>>2]!=0.0)k=74;else if(+n[c+108>>2]!=1.0)k=74;else if(+n[c+112>>2]!=0.0)k=74;else if(+n[c+116>>2]!=0.0)k=74;m:do if((k|0)==74){if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;while(1){n:while(1)switch(Rg[f[(f[e>>2]|0)+140>>2]&255](e,i)|0){case 1:case 0:{e=g;break m}case 2:break n;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}}while(0);i=b[c+213>>0]|0;if(!(i<<24>>24)){u=m;return}if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[a>>2]=e;g=e}else g=e;o:while(1){p:while(1)switch(Rg[f[(f[e>>2]|0)+144>>2]&255](e,i)|0){case 1:case 0:break o;case 2:break p;default:e=g}oh[f[(f[g>>2]|0)+100>>2]&1023](l,g);h=f[l>>2]|0;f[l>>2]=0;f[a>>2]=h;if(!g)f[l>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);e=f[l>>2]|0;f[l>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}e=h;g=h}u=m;return}function iGa(a){a=a|0;return}function jGa(a){a=a|0;sOb(a);return}function kGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(24)|0;d[c+4>>1]=d[b+4>>1]|0;f[c>>2]=36396;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[a>>2]=c;return}function lGa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&1)){b=0;return b|0}d[a>>1]=b&-2;b=1;return b|0}function mGa(a){a=a|0;return (d[a+4>>1]&1?a+8|0:0)|0}function nGa(a){a=a|0;return 0}function oGa(a){a=a|0;return 0}function pGa(a){a=a|0;return 0}function qGa(a){a=a|0;return 0}function rGa(a){a=a|0;return 0}function sGa(a){a=a|0;return 0}function tGa(a){a=a|0;return 0}function uGa(a){a=a|0;return 0}function vGa(a){a=a|0;return 0}function wGa(a){a=a|0;return 0}function xGa(a){a=a|0;return 0}function yGa(a){a=a|0;return 0}function zGa(a){a=a|0;return 0}function AGa(a){a=a|0;return 0}function BGa(a){a=a|0;return 0}function CGa(a){a=a|0;return 0}function DGa(a){a=a|0;return 0}function EGa(a){a=a|0;return 0}function FGa(a){a=a|0;return 0}function GGa(a){a=a|0;return 0}function HGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;e=c+8|0;b=b+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[c>>2]=36552;f[a>>2]=c;return}function IGa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&1)if(+n[a+8>>2]==+n[b>>2])if(+n[a+12>>2]==+n[b+4>>2])if(+n[a+16>>2]==+n[b+8>>2])if(+n[a+20>>2]==+n[b+12>>2]){e=0;return e|0}d[c>>1]=e|1;e=a+8|0;f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];e=1;return e|0}function JGa(a,b){a=a|0;b=+b;return 2}function KGa(a,b){a=a|0;b=+b;return 2}function LGa(a,b){a=a|0;b=+b;return 2}function MGa(a,b){a=a|0;b=b|0;return 2}function NGa(a,b){a=a|0;b=b|0;return 2}function OGa(a,b){a=a|0;b=+b;return 2}function PGa(a,b){a=a|0;b=b|0;return 2}function QGa(a,b){a=a|0;b=b|0;return 2}function RGa(a,b){a=a|0;b=b|0;return 2}function SGa(a,b){a=a|0;b=b|0;return 2}function TGa(a){a=a|0;sOb(a);return}function UGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(32)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];f[c>>2]=36552;g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[a>>2]=c;return}function VGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&2)){c=0;return c|0}d[b>>1]=c&-3;n[a+24>>2]=0.0;c=1;return c|0}function WGa(a){a=a|0;return (d[a+4>>1]&2?a+24|0:0)|0}function XGa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&4)){c=0;return c|0}d[b>>1]=c&-5;n[a+28>>2]=0.0;c=1;return c|0}function YGa(a){a=a|0;return (d[a+4>>1]&4?a+28|0:0)|0}function ZGa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;g=c+8|0;e=b+8|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];f[g+12>>2]=f[e+12>>2];g=b+24|0;e=f[g+4>>2]|0;b=c+24|0;f[b>>2]=f[g>>2];f[b+4>>2]=e;f[c>>2]=36708;f[c+36>>2]=0;f[c+40>>2]=0;f[a>>2]=c;return}function _Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+24|0;if(e&2)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|2;n[a>>2]=b;e=1;return e|0}function $Ga(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+28|0;if(e&4)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|4;n[a>>2]=b;e=1;return e|0}function aHa(a){a=a|0;f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function bHa(a){a=a|0;var b=0;f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function cHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(44)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c>>2]=36708;f[c+32>>2]=f[b+32>>2];f[c+36>>2]=f[b+36>>2];b=f[b+40>>2]|0;f[c+40>>2]=b;if(!b){h=c;f[a>>2]=h;return}gOb(b);h=c;f[a>>2]=h;return}function dHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&8)){c=0;return c|0}d[b>>1]=c&-9;n[a+32>>2]=0.0;c=1;return c|0}function eHa(a){a=a|0;return (d[a+4>>1]&8?a+32|0:0)|0}function fHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&16)){c=0;return c|0}d[b>>1]=c&-17;f[a+36>>2]=0;c=a+40|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function gHa(a){a=a|0;return (d[a+4>>1]&16?a+36|0:0)|0}function hHa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0;c=pOb(64)|0;d[c+4>>1]=d[b+4>>1]|0;h=c+8|0;g=b+8|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[h+12>>2]=f[g+12>>2];h=b+24|0;g=f[h+4>>2]|0;e=c+24|0;f[e>>2]=f[h>>2];f[e+4>>2]=g;f[c+32>>2]=f[b+32>>2];e=b+36|0;f[c+36>>2]=f[e>>2];b=b+40|0;f[c+40>>2]=f[b>>2];f[e>>2]=0;f[b>>2]=0;f[c>>2]=36864;f[c+44>>2]=0;f[c+48>>2]=0;f[c+52>>2]=0;f[a>>2]=c;return}function iHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+32|0;if(e&8)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|8;n[a>>2]=b;e=1;return e|0}function jHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&16)if((f[a+36>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|16;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+36>>2]=c;a=a+40|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function kHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;a=f[a+40>>2]|0;if(!a)return;iOb(a);return}function lHa(a){a=a|0;var b=0,c=0;f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function mHa(a,b){a=a|0;b=b|0;var c=0;c=pOb(64)|0;KHa(c,b);f[a>>2]=c;return}function nHa(a){a=a|0;var b=0,c=0,e=0;b=a+4|0;c=d[b>>1]|0;if(!(c&32)){a=0;return a|0}d[b>>1]=c&-33;e=a+44|0;b=f[e>>2]|0;c=a+48|0;if(!b)b=a+52|0;else{if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);b=a+52|0;f[b>>2]=0;f[c>>2]=0;f[e>>2]=0}f[e>>2]=0;f[c>>2]=0;f[b>>2]=0;a=1;return a|0}function oHa(a){a=a|0;return (d[a+4>>1]&32?a+44|0:0)|0}function pHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&64)){c=0;return c|0}d[b>>1]=c&-65;n[a+56>>2]=0.0;c=1;return c|0}function qHa(a){a=a|0;return (d[a+4>>1]&64?a+56|0:0)|0}function rHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&128)){e=0;return e|0}d[c>>1]=e&-129;b[a+60>>0]=0;e=1;return e|0}function sHa(a){a=a|0;return (d[a+4>>1]&128?a+60|0:0)|0}function tHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0;e=pOb(100)|0;d[e+4>>1]=d[c+4>>1]|0;i=e+8|0;g=c+8|0;f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[i+12>>2]=f[g+12>>2];i=c+24|0;g=f[i+4>>2]|0;h=e+24|0;f[h>>2]=f[i>>2];f[h+4>>2]=g;f[e+32>>2]=f[c+32>>2];h=c+36|0;f[e+36>>2]=f[h>>2];g=c+40|0;f[e+40>>2]=f[g>>2];f[h>>2]=0;f[g>>2]=0;g=c+44|0;f[e+44>>2]=f[g>>2];h=c+48|0;f[e+48>>2]=f[h>>2];i=c+52|0;f[e+52>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[g>>2]=0;g=e+56|0;c=c+56|0;f[g>>2]=f[c>>2];b[g+4>>0]=b[c+4>>0]|0;f[e>>2]=37020;f[e+64>>2]=0;f[e+68>>2]=0;f[a>>2]=e;return}function uHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;k=a+4|0;l=d[k>>1]|0;m=a+44|0;a:do if(!(l&32)){h=a+48|0;g=f[m>>2]|0}else{h=a+48|0;n=f[h>>2]|0;j=f[m>>2]|0;e=f[c>>2]|0;g=j;i=n;if((n-j|0)==((f[c+4>>2]|0)-e|0)){if((g|0)==(i|0)){n=0;return n|0}j=g;while(1){if((b[j>>0]|0)!=(b[e>>0]|0))break a;j=j+1|0;if((j|0)==(i|0)){e=0;break}else e=e+1|0}return e|0}}while(0);d[k>>1]=l|32;e=a+44|0;if(!g)e=a+52|0;else{if((f[h>>2]|0)!=(g|0))f[h>>2]=g;sOb(g);n=a+52|0;f[n>>2]=0;f[h>>2]=0;f[e>>2]=0;e=n}f[m>>2]=f[c>>2];n=c+4|0;f[h>>2]=f[n>>2];m=c+8|0;f[e>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[c>>2]=0;n=1;return n|0}function vHa(a,b){a=a|0;b=+b;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;a=a+56|0;if(e&64)if(+n[a>>2]==b){e=0;return e|0}d[c>>1]=e|64;n[a>>2]=b;e=1;return e|0}function wHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+60|0;if(f&128)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|128;b[a>>0]=c;f=1;return f|0}function xHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b)return;iOb(b);return}function yHa(a){a=a|0;var b=0,c=0;f[a>>2]=37020;b=f[a+68>>2]|0;if(b|0)iOb(b);f[a>>2]=36864;b=f[a+44>>2]|0;if(b|0){c=a+48|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}f[a>>2]=36708;b=f[a+40>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function zHa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(100)|0;KHa(d,c);f[d>>2]=37020;f[d+64>>2]=f[c+64>>2];e=f[c+68>>2]|0;f[d+68>>2]=e;if(e|0)gOb(e);f[d+72>>2]=f[c+72>>2];f[d+76>>2]=f[c+76>>2];f[d+80>>2]=f[c+80>>2];f[d+84>>2]=f[c+84>>2];f[d+88>>2]=f[c+88>>2];f[d+92>>2]=f[c+92>>2];b[d+96>>0]=b[c+96>>0]|0;f[a>>2]=d;return}function AHa(a){a=a|0;var b=0,c=0;b=a+4|0;c=d[b>>1]|0;if(!(c&256)){c=0;return c|0}d[b>>1]=c&-257;f[a+64>>2]=0;c=a+68|0;a=f[c>>2]|0;f[c>>2]=0;if(!a){c=1;return c|0}iOb(a);c=1;return c|0}function BHa(a){a=a|0;return (d[a+4>>1]&256?a+64|0:0)|0}function CHa(a){a=a|0;var b=0;a=a+4|0;b=d[a>>1]|0;if(!(b&512)){b=0;return b|0}d[a>>1]=b&-513;b=1;return b|0}function DHa(a){a=a|0;return (d[a+4>>1]&512?a+72|0:0)|0}function EHa(a){a=a|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(!(e&1024)){e=0;return e|0}d[c>>1]=e&-1025;b[a+96>>0]=0;e=1;return e|0}function FHa(a){a=a|0;return (d[a+4>>1]&1024?a+96|0:0)|0}function GHa(a,b){a=a|0;b=b|0;oh[f[(f[b>>2]|0)+8>>2]&1023](a,b);return}function HHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&256)if((f[a+64>>2]|0)==(f[b>>2]|0)){a=0;return a|0}d[c>>1]=e|256;c=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[a+64>>2]=c;a=a+68|0;c=f[a>>2]|0;f[a>>2]=e;if(!c){a=1;return a|0}iOb(c);a=1;return a|0}function IHa(a,b){a=a|0;b=b|0;var c=0,e=0;c=a+4|0;e=d[c>>1]|0;if(e&512)if(+n[a+72>>2]==+n[b>>2])if(+n[a+76>>2]==+n[b+4>>2])if(+n[a+80>>2]==+n[b+8>>2])if(+n[a+84>>2]==+n[b+12>>2])if(+n[a+88>>2]==+n[b+16>>2])if(+n[a+92>>2]==+n[b+20>>2]){e=0;return e|0}d[c>>1]=e|512;f[a+72>>2]=f[b>>2];f[a+76>>2]=f[b+4>>2];f[a+80>>2]=f[b+8>>2];f[a+84>>2]=f[b+12>>2];f[a+88>>2]=f[b+16>>2];f[a+92>>2]=f[b+20>>2];e=1;return e|0}function JHa(a,c){a=a|0;c=c|0;var e=0,f=0;e=a+4|0;f=d[e>>1]|0;a=a+96|0;if(f&1024)if((b[a>>0]|0)==c<<24>>24){f=0;return f|0}d[e>>1]=f|1024;b[a>>0]=c;f=1;return f|0}function KHa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0;f[a>>2]=37176;d[a+4>>1]=d[c+4>>1]|0;f[a>>2]=36396;j=a+8|0;k=c+8|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[j+12>>2]=f[k+12>>2];f[a>>2]=36552;j=c+24|0;k=f[j+4>>2]|0;e=a+24|0;f[e>>2]=f[j>>2];f[e+4>>2]=k;f[a>>2]=36708;f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];e=f[c+40>>2]|0;f[a+40>>2]=e;if(e|0)gOb(e);f[a>>2]=36864;e=a+44|0;g=c+44|0;f[e>>2]=0;j=a+48|0;f[j>>2]=0;f[a+52>>2]=0;i=c+48|0;h=(f[i>>2]|0)-(f[g>>2]|0)|0;if(!h){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}if((h|0)<0)AMb(e);k=pOb(h)|0;f[j>>2]=k;f[e>>2]=k;f[a+52>>2]=k+h;g=f[g>>2]|0;e=(f[i>>2]|0)-g|0;if((e|0)<=0){a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}bQb(k|0,g|0,e|0)|0;f[j>>2]=k+e;a=a+56|0;c=c+56|0;f[a>>2]=f[c>>2];b[a+4>>0]=b[c+4>>0]|0;return}function LHa(a){a=a|0;yf()}function MHa(a){a=a|0;return 0}function NHa(a){a=a|0;return 0}function OHa(a,b){a=a|0;b=b|0;return 2}function PHa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;d=pOb(228)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37332;e=d+12|0;c=d+108|0;g=e;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+112>>2]=0.0;n[d+116>>2]=0.0;n[d+120>>2]=1.0;c=d+164|0;g=d+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;n[d+168>>2]=1.0;n[d+172>>2]=1.0;n[d+176>>2]=1.0;n[d+180>>2]=0.0;n[d+184>>2]=0.0;n[d+188>>2]=0.0;n[d+192>>2]=-1.0;n[d+196>>2]=-1.0;n[d+200>>2]=-1.0;n[d+204>>2]=1.0;n[d+208>>2]=1.0;n[d+212>>2]=1.0;f[d+216>>2]=0;f[d+220>>2]=-1;b[d+224>>0]=0;b[d+225>>0]=0;b[d+226>>0]=0;b[d+227>>0]=2;f[a>>2]=e;f[a+4>>2]=d;return}function QHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);return}function RHa(a){a=a|0;f[a>>2]=37332;UHa(a+12|0);aOb(a);sOb(a);return}function SHa(a){a=a|0;UHa(a+12|0);return}function THa(a){a=a|0;sOb(a);return}function UHa(a){a=a|0;var b=0,c=0;b=f[a>>2]|0;if(b|0){c=a+4|0;if(f[c>>2]|0)o9a(b,c)}b=f[a+148>>2]|0;if(b|0)iOb(b);b=f[a+140>>2]|0;if(b|0)iOb(b);b=f[a+132>>2]|0;if(b|0)iOb(b);b=f[a+124>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+72>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0)iOb(b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function VHa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0;j=pOb(228)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37332;k=j+12|0;d=j+108|0;g=k;h=g+96|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+112>>2]=0.0;n[j+116>>2]=0.0;n[j+120>>2]=1.0;d=j+164|0;g=j+124|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;n[j+168>>2]=1.0;n[j+172>>2]=1.0;n[j+176>>2]=1.0;n[j+180>>2]=0.0;n[j+184>>2]=0.0;n[j+188>>2]=0.0;n[j+192>>2]=-1.0;n[j+196>>2]=-1.0;n[j+200>>2]=-1.0;n[j+204>>2]=1.0;n[j+208>>2]=1.0;n[j+212>>2]=1.0;f[j+216>>2]=0;f[j+220>>2]=-1;b[j+224>>0]=0;b[j+225>>0]=0;b[j+226>>0]=0;b[j+227>>0]=2;f[a>>2]=k;f[a+4>>2]=j;a=j+16|0;g=f[c>>2]|0;d=f[c+4>>2]|0;h=d;if(!d){f[a>>2]=g;f[j+20>>2]=h}else{gOb(d);l=j+20|0;d=f[l>>2]|0;f[a>>2]=g;f[l>>2]=h;if(d|0)iOb(d)}d=f[c>>2]|0;if(!d)return;d=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;do if(d|0){a=j+164|0;if(+n[a>>2]==+n[d>>2])if(+n[j+168>>2]==+n[d+4>>2])if(+n[j+172>>2]==+n[d+8>>2])if(+n[j+176>>2]==+n[d+12>>2])break;f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[a+12>>2]=f[d+12>>2];l=j+227|0;b[l>>0]=b[l>>0]|2;if(f[j+100>>2]|0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}while(0);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+24>>2]&1023](d)|0;if(d|0)f[j+196>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+32>>2]&1023](d)|0;if(d|0)f[j+192>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+40>>2]&1023](d)|0;if(d|0){i=+n[d>>2];a=j+200|0;e=+n[a>>2];if(!(e==i)){d=f[j+132>>2]|0;if(d|0)if(f[d+8>>2]|0)if(i>0.0^e>0.0){f[j+24>>2]=0;l=j+28|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+40>>2]=0;l=j+44|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}n[a>>2]=i}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+48>>2]&1023](d)|0;if(d|0)WHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+64>>2]&1023](d)|0;if(d|0)f[j+212>>2]=f[d>>2];d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+72>>2]&1023](d)|0;if(d|0){d=b[d>>0]|0;a=j+226|0;if((b[a>>0]|0)!=d<<24>>24){b[a>>0]=d;f[j+56>>2]=0;l=j+60|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d);f[j+64>>2]=0;l=j+68|0;d=f[l>>2]|0;f[l>>2]=0;if(d|0)iOb(d)}}d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+80>>2]&1023](d)|0;if(d|0)XHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+88>>2]&1023](d)|0;if(d|0)YHa(k,d);d=f[c>>2]|0;d=Pg[f[(f[d>>2]|0)+96>>2]&1023](d)|0;if(!d)return;ZHa(k,b[d>>0]|0);return}function WHa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+120|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+124|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function XHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=a+88|0;e=f[h>>2]|0;d=f[c>>2]|0;if((e|0)==(d|0))return;if(!d)d=0;else d=(f[d+8>>2]|0)!=0;if(!e){if(d)g=7}else if(d^(f[e+8>>2]|0)!=0)g=7;if((g|0)==7){f[a+12>>2]=0;g=a+16|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;g=a+32|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)iOb(d)}d=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[h>>2]=d;h=a+92|0;e=f[h>>2]|0;f[h>>2]=g;if(e){iOb(e);d=f[a+88>>2]|0}h=a+215|0;b[h>>0]=b[h>>0]|2;if(!d)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;a=a+32|0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;iOb(d);return}function YHa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0;h=a+96|0;d=+n[h>>2];e=+n[b>>2];if(d==e)if(+n[a+100>>2]==+n[b+4>>2])if(+n[a+104>>2]==+n[b+8>>2])if(+n[a+108>>2]==+n[b+12>>2])if(+n[a+112>>2]==+n[b+16>>2])if(+n[a+116>>2]==+n[b+20>>2])return;if(d!=1.0)c=1;else if(+n[a+100>>2]!=0.0)c=1;else if(+n[a+104>>2]!=0.0)c=1;else if(+n[a+108>>2]!=1.0)c=1;else if(+n[a+112>>2]!=0.0)c=1;else c=+n[a+116>>2]!=0.0;if(e!=1.0)g=18;else if(+n[b+4>>2]!=0.0)g=18;else if(+n[b+8>>2]!=0.0)g=18;else if(+n[b+12>>2]!=1.0)g=18;else if(+n[b+16>>2]!=0.0)g=18;else if(c^+n[b+20>>2]!=0.0)g=20;if((g|0)==18)if(!c)g=20;if((g|0)==20){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}f[h>>2]=f[b>>2];f[a+100>>2]=f[b+4>>2];f[a+104>>2]=f[b+8>>2];f[a+108>>2]=f[b+12>>2];f[a+112>>2]=f[b+16>>2];f[a+116>>2]=f[b+20>>2];return}function ZHa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+213|0;if((b[e>>0]|0)==c<<24>>24)return;g=a+88|0;d=f[g>>2]|0;if(!d){b[e>>0]=c;a=a+215|0;b[a>>0]=b[a>>0]|2;return}if(f[d+8>>2]|0){f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d)}h=f[g>>2]|0;b[e>>0]=c;g=a+215|0;b[g>>0]=b[g>>0]|2;if(!h)return;f[a+12>>2]=0;h=a+16|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)iOb(d);f[a+28>>2]=0;h=a+32|0;d=f[h>>2]|0;f[h>>2]=0;if(!d)return;iOb(d);return}function _Ha(a,c){a=a|0;c=c|0;var d=0;d=a+152|0;if(+n[d>>2]==+n[c>>2])if(+n[a+156>>2]==+n[c+4>>2])if(+n[a+160>>2]==+n[c+8>>2])if(+n[a+164>>2]==+n[c+12>>2])return;f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];d=a+215|0;b[d>>0]=b[d>>0]|2;if(!(f[a+88>>2]|0))return;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function $Ha(a,b){a=a|0;b=+b;n[a+184>>2]=b;return}function aIa(a,b){a=a|0;b=+b;n[a+180>>2]=b;return}function bIa(a,b){a=a|0;b=+b;var c=0,d=0.0,e=0,g=0;e=a+188|0;d=+n[e>>2];if(d==b)return;c=f[a+120>>2]|0;if(c|0)if(f[c+8>>2]|0)if(b>0.0^d>0.0){f[a+12>>2]=0;g=a+16|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;g=a+32|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)iOb(c)}n[e>>2]=b;return}function cIa(a,b,c){a=a|0;b=b|0;c=c|0;VHa(a,c);f[f[a>>2]>>2]=b;return}function dIa(a){a=a|0;var b=0,c=0;f[a+44>>2]=0;c=a+48|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+52>>2]=0;c=a+56|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+60>>2]=0;c=a+64|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+68>>2]=0;c=a+72|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;c=a+24|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+28>>2]=0;c=a+32|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(!b)return;iOb(b);return}function eIa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;if(!(b[a+215>>0]&1)){g=f[a+88>>2]|0;if(g|0)if(f[g+8>>2]|0)if((f[g+24>>2]|0)==10497)if(!(Zwb(g)|0)){f[a+12>>2]=0;h=a+16|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+20>>2]=0;h=a+24|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+28>>2]=0;h=a+32|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g);f[a+36>>2]=0;h=a+40|0;g=f[h>>2]|0;f[h>>2]=0;if(g|0)iOb(g)}}g=a+76|0;if((f[g>>2]|0)==(c|0)){e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}f[g>>2]=c;dIa(a);e=e&255;h=d&255;h=a+12+(e<<4)+(h<<3)|0;return h|0}function fIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+44+((c&255)<<3)|0}function gIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+76|0;if((f[d>>2]|0)!=(b|0)){f[d>>2]=b;dIa(a)}return a+60+((c&255)<<3)|0}function hIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+180>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&4){e=+n[a+780>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&4)){e=0.0;return +e}e=+n[a+780>>2];return +e}function iIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+184>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&8){e=+n[a+784>>2];return +e}a=f[d>>2]|0;if(!a){e=1.0;return +e}if(!(b[a+788>>0]&8)){e=1.0;return +e}e=+n[a+784>>2];return +e}function jIa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0;e=+n[a+188>>2];if(e>=0.0)return +e;a=f[c>>2]|0;if(a|0)if(b[a+788>>0]&2){e=+n[a+776>>2];return +e}a=f[d>>2]|0;if(!a){e=0.0;return +e}if(!(b[a+788>>0]&2)){e=0.0;return +e}e=+n[a+776>>2];return +e}function kIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=a+120|0;if(f[d>>2]|0)return d|0;a=f[b>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}a=f[c>>2]|0;if(a|0){a=a+760|0;if(f[a>>2]|0){d=a;return d|0}}return d|0}function lIa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var o=0,p=0.0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;o=c+76|0;if((f[o>>2]|0)!=(d|0)){f[o>>2]=d;dIa(c)}if((e&255)<3)b[m>>0]=256>>>((e&255)<<3&16777215);b[m+1>>0]=b[c+212>>0]|0;r=m+4|0;s=g&255;o=s<<3&8;d=o|1;o=o|2049;g=l?o:d;w=g|16;g=k?w:g;f[r>>2]=k?w:l?o:d;k=c+88|0;d=f[k>>2]|0;if(d|0)if(f[d+8>>2]|0){o=g|32;f[r>>2]=o;l=c+213|0;if((b[l>>0]|0)==1){o=g|96;f[r>>2]=o}if(+n[c+96>>2]!=1.0)q=15;else if(+n[c+100>>2]!=0.0)q=15;else if(+n[c+104>>2]!=0.0)q=15;else if(+n[c+108>>2]!=1.0)q=15;else if(+n[c+112>>2]!=0.0)q=15;else if(+n[c+116>>2]!=0.0)q=15;if((q|0)==15)f[r>>2]=o|256;if((f[d+24>>2]|0)==10497)if(Zwb(d)|0)q=19;else{f[r>>2]=f[r>>2]|128;w=c+215|0;o=b[w>>0]|1;b[w>>0]=o}else q=19;if((q|0)==19){w=c+215|0;o=b[w>>0]&-2;b[w>>0]=o}if(j<<24>>24==1){g=c+215|0;if(o&2){d=f[k>>2]|0;a:do if(!d){d=+n[c+164>>2]<1.0;q=29}else switch(b[l>>0]|0){case 0:{if(+n[c+164>>2]<1.0){d=1;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}case 1:{if(!(+n[c+164>>2]<1.0)){d=0;q=29;break a}d=(f[d+12>>2]|2|0)==6410;q=29;break a}default:break a}while(0);if((q|0)==29){o=(d&1)<<2&255|o&-5;b[g>>0]=o}o=o&-3;b[g>>0]=o}if(o&4)f[r>>2]=f[r>>2]|1024}}p=+n[c+188>>2];do if(!(p>=0.0)){o=f[h>>2]|0;if(!o)q=36;else if(!(b[o+788>>0]&2))q=36;if((q|0)==36){o=f[i>>2]|0;if(!o)break;if(!(b[o+788>>0]&2))break}p=+n[o+776>>2];q=39}else q=39;while(0);b:do if((q|0)==39)if(p>0.0){o=f[c+120>>2]|0;do if(!o){o=f[h>>2]|0;if(o|0){o=f[o+760>>2]|0;if(o|0)break}o=f[i>>2]|0;if(!o)break b;o=f[o+760>>2]|0;if(!o)break b}while(0);if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|512}while(0);o=f[c+128>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|131072;o=f[c+136>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|262144;o=f[c+144>>2]|0;if(o|0)if(f[o+8>>2]|0)f[r>>2]=f[r>>2]|524288;qhb(t,jhb()|0,m,1);w=f[t>>2]|0;d=w;if(!w){f[a>>2]=0;d=t+4|0;o=a+4|0}else{o=e&255;k=t+4|0;g=f[k>>2]|0;if(g|0)gOb(g);f[c+12+(s<<4)+(o<<3)>>2]=d;w=c+12+(s<<4)+(o<<3)+4|0;o=f[w>>2]|0;f[w>>2]=g;if(o|0)iOb(o);f[a>>2]=f[t>>2];f[a+4>>2]=f[k>>2];f[t>>2]=0;d=k;o=k}f[o>>2]=0;o=f[d>>2]|0;if(!o){u=v;return}iOb(o);u=v;return}function mIa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;i=c+76|0;if((f[i>>2]|0)!=(d|0)){f[i>>2]=d;dIa(c)}b[h>>0]=0;b[h+1>>0]=0;i=h+4|0;j=e&255;e=j<<3&8;m=e|2048;d=g?m:e;f[i>>2]=g?m:e;if(f[c+80>>2]|0){f[i>>2]=d|32768;if((b[c+214>>0]&-2)<<24>>24==2)f[i>>2]=d|98304}m=h+16|0;d=f[m>>2]|0;f[m>>2]=0;qhb(k,jhb()|0,h,1);f[m>>2]=d>>>0<4?d:4;m=f[k>>2]|0;d=m;if(!m){f[a>>2]=0;i=k+4|0;d=a+4|0}else{e=k+4|0;i=f[e>>2]|0;if(i|0)gOb(i);f[c+44+(j<<3)>>2]=d;m=c+44+(j<<3)+4|0;d=f[m>>2]|0;f[m>>2]=i;if(d|0)iOb(d);f[a>>2]=f[k>>2];f[a+4>>2]=f[e>>2];f[k>>2]=0;i=e;d=e}f[d>>2]=0;d=f[i>>2]|0;if(!d){u=l;return}iOb(d);u=l;return}function nIa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o;k=c+76|0;if((f[k>>2]|0)!=(d|0)){f[k>>2]=d;dIa(c)}b[j>>0]=0;b[j+1>>0]=0;k=j+4|0;l=e&255;p=l<<3&8;e=p|2;p=p|2050;d=i?p:e;f[k>>2]=i?p:e;switch(g<<24>>24){case 2:case 5:{d=d|4096;f[k>>2]=d;break}default:{}}switch(h<<24>>24){case 1:{f[k>>2]=d|8192;n=8;break}case 2:{f[k>>2]=d|16384;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;break}default:n=8}if((n|0)==8){p=j+16|0;n=f[p>>2]|0;f[p>>2]=0;qhb(m,jhb()|0,j,1);e=f[m>>2]|0;k=f[m+4>>2]|0;f[p>>2]=n>>>0<4?n:4}if(!e){f[a>>2]=0;f[a+4>>2]=0;if(!k){u=o;return}iOb(k);u=o;return}if(k|0)gOb(k);f[c+60+(l<<3)>>2]=e;p=c+60+(l<<3)+4|0;d=f[p>>2]|0;f[p>>2]=k;if(d|0)iOb(d);f[a>>2]=e;f[a+4>>2]=k;u=o;return}function oIa(a,c){a=a|0;c=c|0;var d=0;d=a+212|0;if((b[d>>0]|0)==c<<24>>24)return;b[d>>0]=c;f[a+12>>2]=0;d=a+16|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;a=a+32|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;iOb(c);return}function pIa(a,b){a=a|0;b=b|0;a=a+168|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];return}function qIa(a,b){a=a|0;b=+b;n[a+192>>2]=b;return}function rIa(a,b){a=a|0;b=+b;n[a+196>>2]=b;return}function sIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+80|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+44>>2]=0;e=a+48|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+52>>2]=0;e=a+56|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+84|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function tIa(a){a=a|0;var c=0;c=f[a+88>>2]|0;a:do if(!c)c=+n[a+164>>2]<1.0;else switch(b[a+213>>0]|0){case 0:{if(+n[a+164>>2]<1.0){c=1;break a}c=(f[c+12>>2]|2|0)==6410;break a}case 1:{if(!(+n[a+164>>2]<1.0)){c=0;break a}c=(f[c+12>>2]|2|0)==6410;break a}default:{c=a+215|0;a=c;c=b[c>>0]|0;c=c&-3;b[a>>0]=c;return}}while(0);a=a+215|0;c=b[a>>0]&-5|(c&1)<<2&255;b[a>>0]=c;c=c&-3;b[a>>0]=c;return}function uIa(a,b){a=a|0;b=b|0;switch(b|0){case 0:{ZHa(a,0);return}case 1:{ZHa(a,1);return}default:return}}function vIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;d=c;Twb(a);Lwb(d);Nwb(d,9728,0);Mwb(d,10497,0);e=f[b>>2]|0;$wb(f[a>>2]|0,6409,(f[b+4>>2]|0)-e|0,1,6409,5121,e,d);u=c;return}function wIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+128|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+20>>2]=0;e=a+24|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+36>>2]=0;e=a+40|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+132|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function xIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+136|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+140|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function yIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=a+144|0;d=f[g>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0))return;if(!c)c=0;else c=(f[c+8>>2]|0)!=0;if(!d){if(c)e=7}else if(c^(f[d+8>>2]|0)!=0)e=7;if((e|0)==7){f[a+12>>2]=0;e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c);f[a+28>>2]=0;e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)iOb(c)}c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[g>>2]=c;g=a+148|0;c=f[g>>2]|0;f[g>>2]=d;if(!c)return;iOb(c);return}function zIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;i=u;u=u+64|0;g=i;f[g>>2]=f[a>>2];w=a+4|0;f[g+4>>2]=f[w>>2];v=a+8|0;f[g+8>>2]=f[v>>2];t=a+12|0;f[g+12>>2]=f[t>>2];s=a+16|0;f[g+16>>2]=f[s>>2];r=a+20|0;f[g+20>>2]=f[r>>2];q=a+24|0;f[g+24>>2]=f[q>>2];p=a+28|0;f[g+28>>2]=f[p>>2];o=a+32|0;f[g+32>>2]=f[o>>2];n=a+36|0;f[g+36>>2]=f[n>>2];m=a+40|0;f[g+40>>2]=f[m>>2];l=a+44|0;f[g+44>>2]=f[l>>2];k=a+48|0;f[g+48>>2]=f[k>>2];j=a+52|0;f[g+52>>2]=f[j>>2];d=a+56|0;f[g+56>>2]=f[d>>2];e=a+60|0;f[g+60>>2]=f[e>>2];f[a>>2]=f[c>>2];f[w>>2]=f[c+4>>2];f[v>>2]=f[c+8>>2];f[t>>2]=f[c+12>>2];f[s>>2]=f[c+16>>2];f[r>>2]=f[c+20>>2];f[q>>2]=f[c+24>>2];f[p>>2]=f[c+28>>2];f[o>>2]=f[c+32>>2];f[n>>2]=f[c+36>>2];f[m>>2]=f[c+40>>2];f[l>>2]=f[c+44>>2];f[k>>2]=f[c+48>>2];f[j>>2]=f[c+52>>2];f[d>>2]=f[c+56>>2];f[e>>2]=f[c+60>>2];c=a+120|0;b[c>>0]=b[c>>0]|28;c=f[a+64>>2]|0;e=f[a+68>>2]|0;if((c|0)==(e|0)){u=i;return}do{d=f[c>>2]|0;w=d+200|0;w=ZPb(f[w>>2]|0,(h[w+4>>0]|0)&255|0,26)|0;if((f[d+72+((w&3)<<3)>>2]|0)==(a|0))nJa(d,g,a);c=c+4|0}while((c|0)!=(e|0));u=i;return}function AIa(a){a=a|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0;g=+n[a>>2];e=+n[a+4>>2];i=+n[a+8>>2];d=+n[a+16>>2];f=+n[a+20>>2];h=+n[a+24>>2];k=+n[a+32>>2];j=+n[a+36>>2];l=+n[a+40>>2];p=f*l-h*j;o=h*k-d*l;m=d*j-f*k;c=1.0/(g*p+(i*m+e*o));n[a+76>>2]=p*c;n[a+80>>2]=o*c;n[a+84>>2]=m*c;n[a+88>>2]=(i*j-e*l)*c;n[a+92>>2]=(g*l-i*k)*c;n[a+96>>2]=(e*k-g*j)*c;n[a+100>>2]=(e*h-i*f)*c;n[a+104>>2]=(i*d-g*h)*c;n[a+108>>2]=(g*f-e*d)*c;a=a+120|0;b[a>>0]=b[a>>0]&-5;return}function BIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0;i=+n[a+20>>2];g=+n[a+40>>2];e=+n[a+36>>2];h=+n[a+24>>2];f=+n[a+4>>2];d=+n[a+8>>2];c=a+120|0;b[c>>0]=b[c>>0]&-10|+n[a+32>>2]*(h*f-i*d)+(+n[a>>2]*(i*g-e*h)-+n[a+16>>2]*(g*f-e*d))<0.0;return}function CIa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;g=+n[a>>2];f=+n[a+4>>2];h=+n[a+8>>2];h=g*g+(f*f+h*h);f=+n[a+16>>2];g=+n[a+20>>2];d=+n[a+24>>2];d=f*f+(g*g+d*d);g=+n[a+32>>2];f=+n[a+36>>2];e=+n[a+40>>2];e=g*g+(f*f+e*e);f=(h+0.0+d+e)*.3333333432674408;g=f*9.999999747378752e-05;if(+K(+(h-f))>g)c=2;else if(+K(+(d-f))>g)c=2;else if(+K(+(e-f))>g)c=2;else c=0;a=a+120|0;b[a>>0]=b[a>>0]&-19|c;return}function DIa(a){a=a|0;var b=0;b=pOb(136)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37360;f[b+76>>2]=0;f[b+80>>2]=0;f[b+84>>2]=0;f[b+124>>2]=0;f[b+128>>2]=-1;f[a>>2]=b+12;f[a+4>>2]=b;return}function EIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function FIa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37360;b=f[a+76>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+80|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function GIa(a){a=a|0;var b=0,c=0;c=f[a+76>>2]|0;if(!c)return;a=a+80|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function HIa(a){a=a|0;sOb(a);return}function IIa(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(136)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37360;e=d+12|0;f[e>>2]=f[c>>2];f[d+16>>2]=f[c+4>>2];f[d+20>>2]=f[c+8>>2];f[d+24>>2]=f[c+12>>2];f[d+28>>2]=f[c+16>>2];f[d+32>>2]=f[c+20>>2];f[d+36>>2]=f[c+24>>2];f[d+40>>2]=f[c+28>>2];f[d+44>>2]=f[c+32>>2];f[d+48>>2]=f[c+36>>2];f[d+52>>2]=f[c+40>>2];f[d+56>>2]=f[c+44>>2];f[d+60>>2]=f[c+48>>2];f[d+64>>2]=f[c+52>>2];f[d+68>>2]=f[c+56>>2];f[d+72>>2]=f[c+60>>2];f[d+76>>2]=0;f[d+80>>2]=0;f[d+84>>2]=0;f[d+124>>2]=0;f[d+128>>2]=-1;c=d+132|0;b[c>>0]=b[c>>0]|28;f[a>>2]=e;f[a+4>>2]=d;return}function JIa(a){a=a|0;var c=0,d=0,e=0;if(!(b[257320]|0))if(MPb(257320)|0){c=pOb(136)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37360;d=c+12|0;f[d>>2]=1065353216;e=c+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+32>>2]=1065353216;e=c+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+52>>2]=1065353216;e=c+56|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[c+72>>2]=1065353216;f[c+76>>2]=0;f[c+80>>2]=0;f[c+84>>2]=0;f[c+124>>2]=0;f[c+128>>2]=-1;b[c+132>>0]=-1;f[64666]=d;f[64667]=c}f[a>>2]=f[64666];c=f[64667]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}function KIa(a){a=a|0;var b=0,c=0;b=f[a+64>>2]|0;c=f[a+68>>2]|0;if((b|0)==(c|0)){c=0;return c|0}else a=b;while(1){b=f[a>>2]|0;if(f[b+196>>2]&524288|0){b=b+200|0;if((f[b>>2]&-268435456|0)==0&0==0){a=1;b=5;break}}a=a+4|0;if((a|0)==(c|0)){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function LIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;c=i;f[c>>2]=b;d=a+64|0;e=a+68|0;g=f[e>>2]|0;h=g-(f[d>>2]|0)>>2;if((f[a+72>>2]|0)>>>0>g>>>0){f[g>>2]=b;f[e>>2]=(f[e>>2]|0)+4;u=i;return h|0}else{MIa(d,c);u=i;return h|0}return 0}function MIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function NIa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=c;f[d>>2]=a;OIa(a+64|0,b,d);u=c;return}function OIa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=a+4|0;d=f[h>>2]|0;g=f[a>>2]|0;e=d-g>>2;if(e>>>0<=b>>>0)return;if((b+1|0)>>>0<e>>>0){gJa(f[d+-4>>2]|0,b,e+-1|0,f[c>>2]|0);g=(f[h>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;d=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=d;e=f[a>>2]|0;d=f[h>>2]|0;b=e}else{b=g;e=g}d=d+-4|0;f[h>>2]=d;if((b|0)!=(d|0))return;c=a+8|0;b=d-e|0;d=b>>2;if((f[c>>2]|0)-e>>2>>>0<=d>>>0)return;do if(!d){i=0;j=0}else if(d>>>0>1073741823)vd();else{j=pOb(b)|0;i=j;break}while(0);d=i+(d<<2)|0;if((b|0)>0)bQb(j|0,e|0,b|0)|0;f[a>>2]=i;f[h>>2]=d;f[c>>2]=d;if(!e)return;sOb(e);return}function PIa(a){a=a|0;var b=0,c=0,d=0;d=a+196|0;b=a+72|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+132>>2]|0);f[b>>2]=0;c=a+76|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}b=a+80|0;c=f[b>>2]|0;if(c|0){NIa(c,f[a+136>>2]|0);f[b>>2]=0;c=a+84|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b)}c=a+88|0;b=f[c>>2]|0;if(b|0){NIa(b,f[a+140>>2]|0);b=f[c>>2]|0;if((f[b+64>>2]|0)==(f[b+68>>2]|0))if((f[b+112>>2]|0)==-1){if(!(f[d>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;wSa(f[b>>2]|0,c)}f[c>>2]=0;d=a+92|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}c=a+4|0;b=f[c>>2]|0;if(b|0){QIa((f[b+44>>2]|0)+112|0,f[a+128>>2]|0);f[c>>2]=0;d=a+8|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)iOb(b)}b=f[a+112>>2]|0;if(b|0)iOb(b);d=a+104|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){RIa(b);sOb(b)}b=f[a+100>>2]|0;if(b|0)iOb(b);b=f[a+92>>2]|0;if(b|0)iOb(b);b=f[a+84>>2]|0;if(b|0)iOb(b);b=f[a+76>>2]|0;if(b|0)iOb(b);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+64|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+56>>2]|0;if(b|0)iOb(b);b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+32>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function QIa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){IMa(f[d+-4>>2]|0,b,c+-1|0);c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function RIa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+296>>2]|0;if(b|0)iOb(b);e=a+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}SIa(a+240|0);SIa(a+192|0);SIa(a+144|0);TIa(a+96|0);TIa(a+48|0);TIa(a);return}function SIa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[e>>2]=d;c=f[c+-12>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TIa(a){a=a|0;var b=0,c=0,d=0;b=f[a+36>>2]|0;if(b|0){c=a+40|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-20-b|0)>>>0)/20|0)*20|0);sOb(b)}b=f[a+12>>2]|0;if(b|0){c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}d=f[a>>2]|0;if(!d)return;b=a+4|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function UIa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=pOb(220)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=37388;i=h+12|0;d=h+132|0;e=h+16|0;g=e+116|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=-1;f[h+136>>2]=0;f[h+140>>2]=-1;f[h+168>>2]=0;f[h+172>>2]=0;f[h+176>>2]=0;b[h+204>>0]=7;b[h+205>>0]=0;f[h+208>>2]=393472;g=h+212|0;f[g>>2]=50331648;b[g+4>>0]=1;f[i>>2]=c;n[h+192>>2]=1.0;n[h+196>>2]=1.0;n[h+200>>2]=1.0;g=h+144|0;f[g>>2]=-1;f[g+4>>2]=-1;f[g+8>>2]=-1;f[a>>2]=i;f[a+4>>2]=h;return}function VIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);return}function WIa(a){a=a|0;f[a>>2]=37388;PIa(a+12|0);aOb(a);sOb(a);return}function XIa(a){a=a|0;PIa(a+12|0);return}function YIa(a){a=a|0;sOb(a);return}function ZIa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;d=o;j=a+196|0;b=f[j>>2]|0;c=b&2;k=(c|0)!=0;l=(b&4|0)!=0;m=(b&1|0)!=0;i=a+200|0;i=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,28)|0;i=i&15;if(m){e=+n[a+148>>2];g=+n[a+144>>2]}else{e=0.0;g=0.0}if(c){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=cSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-259|256;f[j>>2]=b}if(b&4){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=bSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}b=b&-261|256;f[j>>2]=b}if(b&1|0){if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[d>>2]=a;sDa(b,d)|0;b=f[j>>2]|0}f[j>>2]=b&-258|256}_Ia(a,0)|0;f[j>>2]=f[j>>2]|524288;$Ia(a);aJa(a,k);bJa(a,l);if(!m){_Ia(a,i)|0;u=o;return}cJa(a,g,e);_Ia(a,i)|0;u=o;return}function _Ia(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;e=f[a+196>>2]|0;g=(e&524288|0)!=0;i=(c+-1|0)>>>0>12&g?((e&100663296|0)==0?0:14):c;j=a+200|0;c=f[j>>2]|0;d=h[j+4>>0]|0;k=ZPb(c|0,d&255|0,28)|0;if((k&15|0)==(i|0)|i>>>0>15){k=0;return k|0}do if(g){if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)break;if(!(e&262144))c=(f[a>>2]|0)+8|0;else c=a;d=AQa(f[c>>2]|0)|0;c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=c&15;if(c|0){c=W9a(d,c,0)|0;if(c|0)leb(c,a)|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455|i<<28;b[j+4>>0]=k;$Ia(a);if(!i){k=1;return k|0}c=ZPb(f[j>>2]|0,(h[j+4>>0]|0)&255|0,28)|0;c=W9a(d,c&15,1)|0;if(c|0)if(keb(c,a)|0){k=1;return k|0}k=(h[j+4>>0]|0)&255;f[j>>2]=f[j>>2]&268435455;b[j+4>>0]=k;$Ia(a);k=0;return k|0}while(0);f[j>>2]=c&268435455|i<<28;b[j+4>>0]=d;k=1;return k|0}function $Ia(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;k=f[a+196>>2]|0;if(!(k&524288))return;if(!(f[a+116>>2]|0))if((f[a+120>>2]|0)==-1)return;l=a+200|0;d=f[l>>2]|0;g=h[l+4>>0]|0;m=g&255;j=m&3;do if((d&-268435456|0)==0&0==0){if(k&33556504|0){c=g&252;break}if((d&201326592|0)!=0|0!=0|(k&262144|0)!=0)e=10;else if(!(b[(f[(f[a+4>>2]|0)+44>>2]|0)+148>>0]&8)){c=0;i=1}else e=10;if((e|0)==10){c=0;i=2}d=d|c;c=g&252|i}else c=g|3;while(0);f[l>>2]=d;b[l+4>>0]=c;i=c&3;if((i|0)!=2&(i|0)==(j|0))return;if(!(k&262144))c=(f[a>>2]|0)+8|0;else c=a;c=f[c>>2]|0;switch(m&3){case 0:{eSa(c,f[a+124>>2]|0);break}case 2:{iSa(c,a);break}default:{}}switch((h[l+4>>0]|0)&3){case 0:{m=dSa(c,a)|0;f[a+124>>2]=m;return}case 2:{hSa(c,a);return}default:return}}function aJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&2|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=cSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<1|q&134217469|q&-134217728|256;u=s;return}function bJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;d=s;r=a+196|0;c=f[r>>2]|0;if(!((c&4|0)!=0^b)){u=s;return}a:do if(c&524288|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;p=bSa(f[c>>2]|0)|0;if(!b){f[d>>2]=a;sDa(p,d)|0;break}j=a;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=p+4|0;l=f[k>>2]|0;m=(l|0)==0;b:do if(m)c=0;else{i=l+-1|0;e=(i&l|0)==0;if(e)c=i&o;else if(o>>>0<l>>>0)c=o;else c=(o>>>0)%(l>>>0)|0;d=f[(f[p>>2]|0)+(c<<2)>>2]|0;if(d){if(e)while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if(!((e|0)==(o|0)|(e&i|0)==(c|0)))break b;if((f[d+8>>2]|0)==(a|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)!=(c|0))break b}if((f[d+8>>2]|0)==(a|0))break a}}}while(0);a=pOb(12)|0;f[a+8>>2]=j;f[a+4>>2]=o;f[a>>2]=0;i=p+12|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[p+16>>2];do if(m|h*+(l>>>0)<g){c=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;WCa(p,c>>>0<d>>>0?d:c);c=f[k>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(o>>>0<c>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=l;while(0);d=(f[p>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=p+8|0;f[a>>2]=f[c>>2];f[c>>2]=a;f[d>>2]=c;c=f[a>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[p>>2]|0)+(c<<2)|0;q=36}}else{f[a>>2]=f[c>>2];q=36}if((q|0)==36)f[c>>2]=a;f[i>>2]=(f[i>>2]|0)+1}while(0);q=f[r>>2]|0;f[r>>2]=(b&1)<<2|q&134217467|q&-134217728|256;u=s;return}function cJa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=a+196|0;d=f[t>>2]|0;if(d&1|0){s=d;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}a:do if(d&524288|0){if(!(d&262144))d=(f[a>>2]|0)+8|0;else d=a;r=aSa(f[d>>2]|0)|0;k=a;p=X(k,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;l=r+4|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&p;else if(p>>>0<m>>>0)d=p;else d=(p>>>0)%(m>>>0)|0;e=f[(f[r>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break b;q=f[e+4>>2]|0;if(!((q|0)==(p|0)|(q&j|0)==(d|0)))break b;if((f[e+8>>2]|0)==(a|0))break a}while(1){e=f[e>>2]|0;if(!e)break b;g=f[e+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break b}if((f[e+8>>2]|0)==(a|0))break a}}}while(0);q=pOb(12)|0;f[q+8>>2]=k;f[q+4>>2]=p;f[q>>2]=0;j=r+12|0;h=+(((f[j>>2]|0)+1|0)>>>0);i=+n[r+16>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(r,d>>>0<e>>>0?e:d);d=f[l>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&p;break}if(p>>>0<d>>>0){g=d;d=p}else{g=d;d=(p>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[r>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=r+8|0;f[q>>2]=f[d>>2];f[d>>2]=q;f[e>>2]=d;d=f[q>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[r>>2]|0)+(d<<2)|0;s=35}}else{f[q>>2]=f[d>>2];s=35}if((s|0)==35)f[d>>2]=q;f[j>>2]=(f[j>>2]|0)+1}while(0);s=f[t>>2]|1;f[t>>2]=s;r=a+144|0;n[r>>2]=b;a=a+148|0;n[a>>2]=c;a=s|256;f[t>>2]=a;return}function dJa(a){a=a|0;var b=0,c=0,d=0,e=0;e=u;u=u+16|0;c=e;d=a+196|0;b=f[d>>2]|0;if(!(b&1)){u=e;return}if(b&524288){if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=aSa(f[b>>2]|0)|0;f[c>>2]=a;sDa(b,c)|0;b=f[d>>2]|0}f[d>>2]=b&-258|256;u=e;return}function eJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+80|0;i=l+72|0;j=l;k=a+4|0;d=f[k>>2]|0;c=f[b>>2]|0;if((d|0)==(c|0)){u=l;return}if(d){QIa((f[d+44>>2]|0)+112|0,f[a+128>>2]|0);c=f[b>>2]|0}if(c){m=f[c+44>>2]|0;f[i>>2]=a;c=m+112|0;d=m+116|0;e=f[d>>2]|0;g=e-(f[c>>2]|0)>>2;if((f[m+120>>2]|0)>>>0>e>>>0){f[e>>2]=a;f[d>>2]=(f[d>>2]|0)+4}else MIa(c,i);f[a+128>>2]=g;c=f[b>>2]|0}d=f[b+4>>2]|0;if(d|0)gOb(d);f[k>>2]=c;m=a+8|0;e=f[m>>2]|0;f[m>>2]=d;if(e){iOb(e);c=f[k>>2]|0}m=a+196|0;f[m>>2]=f[m>>2]|256;if(c|0)if(f[c+36>>2]|0){g=a+96|0;e=a+200|0;b=f[e>>2]|0;c=h[e+4>>0]|0;m=ZPb(b|0,c&255|0,26)|0;m=(f[g>>2]|0)==(f[a+72+((m&3)<<3)>>2]|0);c=ZPb(b|0,c&255|0,26)|0;if(m){DIa(i);m=f[i>>2]|0;d=i+4|0;b=f[d>>2]|0;f[i>>2]=0;f[d>>2]=0;f[g>>2]=m;m=a+100|0;c=f[m>>2]|0;f[m>>2]=b;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}c=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,26)|0}c=f[a+72+((c&3)<<3)>>2]|0;if(c|0){i=f[g>>2]|0;m=f[(f[k>>2]|0)+36>>2]|0;f[j>>2]=c;f[j+4>>2]=m;m=j+8|0;gma(m,j)|0;zIa(i,m)}fJa(a);u=l;return}d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,26)|0;d=d&3;c=f[a+72+(d<<3)>>2]|0;d=f[a+72+(d<<3)+4>>2]|0;if(d|0)gOb(d);f[a+96>>2]=c;m=a+100|0;c=f[m>>2]|0;f[m>>2]=d;if(!c){u=l;return}iOb(c);u=l;return}function fJa(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;if(!(f[a+196>>2]&134217728))return;d=a+104|0;c=f[d>>2]|0;if(b[c+364>>0]&1)return;a=f[a+96>>2]|0;if(b[a+120>>0]&4){AIa(a);c=f[d>>2]|0}j=+n[c+300>>2];e=+n[c+304>>2];g=+n[c+308>>2];i=+n[a+76>>2]*j+ +n[a+88>>2]*e+ +n[a+100>>2]*g;h=j*+n[a+80>>2]+e*+n[a+92>>2]+g*+n[a+104>>2];g=j*+n[a+84>>2]+e*+n[a+96>>2]+g*+n[a+108>>2];e=+L(+(i*i+(h*h+g*g)));n[c+312>>2]=i/e;n[c+316>>2]=h/e;n[c+320>>2]=g/e;return}function gJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=a+132|0;if((f[e>>2]|0)==(c|0)){if((f[a+72>>2]|0)!=(d|0))g=4}else g=4;do if((g|0)==4){e=a+136|0;if((f[e>>2]|0)==(c|0))if((f[a+80>>2]|0)==(d|0))break;e=a+140|0;if((f[e>>2]|0)!=(c|0))return;if((f[a+88>>2]|0)!=(d|0))return}while(0);f[e>>2]=b;return}function hJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=b&255;d=f[c>>2]|0;c=f[c+4>>2]|0;if(c|0)gOb(c);f[a+36+(b<<3)>>2]=d;a=a+36+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(!b)return;iOb(b);return}function iJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+80|0;d=g;c=f[b+4>>2]|0;if(!c)e=4;else{c=f[c+36>>2]|0;if(!c)e=4;else{f[d>>2]=f[b+72>>2];f[d+4>>2]=c;c=d+8|0;gma(c,d)|0}}if((e|0)==4)c=f[b+72>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];u=g;return}function jJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=a+104|0;c=f[d>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[d>>2]=c}e=f[b>>2]|0;g=b+4|0;d=f[g>>2]|0;f[b>>2]=0;f[g>>2]=0;f[c+292>>2]=e;b=c+296|0;c=f[b>>2]|0;f[b>>2]=d;if(!c){g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}iOb(c);g=a+196|0;e=f[g>>2]|0;e=e|1049600;f[g>>2]=e;return}function kJa(a){a=a|0;var b=0,c=0,d=0;d=a+104|0;b=f[d>>2]|0;if(!b)return;f[b+292>>2]=0;c=b+296|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);b=a+196|0;c=f[b>>2]|0;f[b>>2]=c&-1048577;b=f[d>>2]|0;if(!b)return;a=a+200|0;if(!((c&679477248|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[d>>2]=0;RIa(b);sOb(b);return}function lJa(a){a=a|0;return (f[a+104>>2]|0)+292|0}function mJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;i=l+16|0;j=l+8|0;k=l;g=a+200|0;e=(h[g+4>>0]|0)&255;f[g>>2]=f[g>>2]&-16773121;b[g+4>>0]=e;g=a+196|0;e=f[g>>2]|0;f[g>>2]=e|256;if(!(e&524288)){u=l;return}if(!(e&262144))e=(f[a>>2]|0)+8|0;else e=a;U8a(AQa(f[e>>2]|0)|0,a,c,d);if(!(f[g>>2]&262144)){e=f[(f[a>>2]|0)+8>>2]|0;f[k>>2]=f[a+116>>2];f[i>>2]=f[k>>2];IQa(j,e,i);if(f[j>>2]|0){k=f[a>>2]|0;hpb(k,j,BSa(e)|0)}e=f[j+4>>2]|0;if(e|0)iOb(e)}$Ia(a);u=l;return}function nJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0.0,p=0.0,q=0.0,r=0.0;m=u;u=u+80|0;k=m;e=a+200|0;g=f[e>>2]|0;j=h[e+4>>0]|0;f[e>>2]=g|50331648;b[e+4>>0]=j;e=f[a+4>>2]|0;if(!e)l=5;else{i=f[e+36>>2]|0;if(!i)l=5;else{e=ZPb(g|0,j&255|0,26)|0;e=f[a+72+((e&3)<<3)>>2]|0;if(e|0){g=f[a+96>>2]|0;f[k>>2]=e;f[k+4>>2]=i;j=k+8|0;gma(j,k)|0;zIa(g,j)}}}if((l|0)==5){g=ZPb(g|0,j&255|0,26)|0;g=g&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;if(g|0)gOb(g);f[a+96>>2]=e;l=a+100|0;e=f[l>>2]|0;f[l>>2]=g;if(e|0)iOb(e)}e=a+196|0;if(!(f[e>>2]&268435456)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}if(!((c|0)==0|(d|0)==0)){q=+n[c>>2];r=+n[c+4>>2];o=+n[c+8>>2];o=+L(+(q*q+(r*r+o*o)));r=+n[d>>2];q=+n[d+4>>2];p=+n[d+8>>2];if(!(o==0.0?1:+K(+(1.0-+L(+(r*r+(q*q+p*p)))/o))>9.999999747378752e-05)){p=+n[c+16>>2];o=+n[c+20>>2];r=+n[c+24>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+16>>2];p=+n[d+20>>2];q=+n[d+24>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){p=+n[c+32>>2];o=+n[c+36>>2];r=+n[c+40>>2];r=+L(+(p*p+(o*o+r*r)));o=+n[d+32>>2];p=+n[d+36>>2];q=+n[d+40>>2];if(!(r==0.0?1:+K(+(1.0-+L(+(o*o+(p*p+q*q)))/r))>9.999999747378752e-05)){fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}}}}oJa(a);fJa(a);d=f[e>>2]|0;d=d|256;f[e>>2]=d;$Ia(a);u=m;return}function oJa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=a+196|0;if(!(f[h>>2]&536870912))return;i=a+104|0;e=(f[i>>2]|0)+288|0;g=f[e>>2]|0;f[e>>2]=0;if(g|0){b=f[g+16>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=g+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}sOb(g)}c=f[h>>2]|0;f[h>>2]=c&-536870913;b=f[i>>2]|0;if(!b)return;a=a+200|0;if(!((c&143654912|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[i>>2]=0;RIa(b);sOb(b);return}function pJa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;o=p;j=a+72+(c<<3)|0;e=f[j>>2]|0;if((e|0)==(f[d>>2]|0)){u=p;return}k=a+200|0;g=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,26)|0;g=g&3;l=f[a+72+(g<<3)>>2]|0;f[o>>2]=l;n=o+4|0;g=f[a+72+(g<<3)+4>>2]|0;f[n>>2]=g;m=l;if(g){gOb(g);e=f[j>>2]|0}if(e|0)NIa(e,f[a+132+(c<<2)>>2]|0);e=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[j>>2]=e;q=a+72+(c<<3)+4|0;i=f[q>>2]|0;f[q>>2]=g;if(i){iOb(i);e=f[j>>2]|0}if(e|0){q=LIa(e,a)|0;f[a+132+(c<<2)>>2]=q}q=(f[d>>2]|0)==0;j=f[k>>2]|0;i=h[k+4>>0]|0;g=ZPb(j|0,i&255|0,26)|0;g=g&3;a:do if(q){e=ZPb(j|0,i&255|0,26)|0;if((g|0)==(c|0)){e=ZPb(j|0,i&255|0,26)|0;if(!((j&201326592|0)==0&0==0)){g=j;do{q=ZPb(g|0,i&255|0,26)|0;q=(f[a+72+((q&3)<<3)>>2]|0)==0;e=ZPb(g|0,i&255|0,26)|0;if(!q)break a;q=g+201326592&201326592;i=i&255;g=g&-201326593|q;f[k>>2]=g;b[k+4>>0]=i;e=ZPb(g|0,i|0,26)|0}while((q|0)!=0)}}}else if(g>>>0<c>>>0){e=i&255;q=j&-201326593|c<<26&201326592;f[k>>2]=q;b[k+4>>0]=e;e=ZPb(q|0,e|0,26)|0;break}else{e=ZPb(j|0,i&255|0,26)|0;break}while(0);g=e&3;e=f[a+72+(g<<3)>>2]|0;g=f[a+72+(g<<3)+4>>2]|0;i=(g|0)==0;if(!i)gOb(g);if((e|0)!=(m|0)){nJa(a,m,e);if(!((c|0)!=2|(l|0)==0))if((f[m+64>>2]|0)==(f[m+68>>2]|0))if((f[m+112>>2]|0)==-1){if(!(f[a+196>>2]&262144))a=(f[a>>2]|0)+8|0;wSa(f[a>>2]|0,o)}}if(!i)iOb(g);a=f[n>>2]|0;if(a|0)iOb(a);u=p;return}function qJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;c=a+196|0;d=f[c>>2]|0;if(!(d&262144))if((f[a>>2]|0)==(b|0))return;f[a>>2]=b;f[c>>2]=d&-262145;return}function rJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&8|0)!=0^b))return;f[c>>2]=d&134217719|(b&1)<<3|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function sJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&16|0)!=0^b))return;f[c>>2]=d&134217711|(b&1)<<4|d&-134217728;$Ia(a);f[c>>2]=f[c>>2]|256;return}function tJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&33554432|0)!=0^b))return;f[c>>2]=d&100663295|(b&1)<<25|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function uJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&67108864|0)!=0^b))return;f[c>>2]=d&67108863|(b&1)<<26|d&-134217728;d=a+200|0;d=ZPb(f[d>>2]|0,(h[d+4>>0]|0)&255|0,28)|0;_Ia(a,d&15)|0;return}function vJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=a+196|0;c=f[d>>2]|0;if(!((c&32|0)!=0^b))return;if(b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}else if(f[a+4>>2]|0){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;e=tSa(f[c>>2]|0)|0;c=f[d>>2]|0;if(!((c&32|0)!=0|(c&2048|0)==0&(e^1))){if(!(c&262144))c=(f[a>>2]|0)+8|0;else c=a;qSa(f[c>>2]|0,a);c=f[d>>2]|0}}f[d>>2]=(b&1)<<5|c&134217439|c&-134217728|256;return}function wJa(a,b){a=a|0;b=b|0;f[a+156>>2]=f[b>>2];f[a+160>>2]=f[b+4>>2];f[a+164>>2]=f[b+8>>2];return}function xJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134217663|(b&1)<<6|c&-134217728;return}function yJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&8192|0)!=0^b))return;f[a>>2]=(b&1)<<13|c&134209279|c&-134217728|256;return}function zJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&16384|0)!=0^b))return;f[a>>2]=(b&1)<<14|c&134200831|c&-134217728|512;return}function AJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&32768|0)!=0^b))return;f[a>>2]=(b&1)<<15|c&134184703|c&-134217728|256;return}function BJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;f[a>>2]=c&134152191|(b&1)<<16|c&-134217728;return}function CJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&2097152|0)!=0^b))return;f[a>>2]=(b&1)<<21|c&132120319|c&-134217728|256;return}function DJa(a,b){a=a|0;b=b|0;var c=0;a=a+196|0;c=f[a>>2]|0;if(!((c&4194304|0)!=0^b))return;f[a>>2]=(b&1)<<22|c&130023167|c&-134217728|256;return}function EJa(a){a=a|0;a=a+196|0;f[a>>2]=f[a>>2]|16777216;return}function FJa(a,b){a=a|0;b=b|0;var c=0,d=0;c=a+196|0;d=f[c>>2]|0;if(!((d&2048|0)!=0^b))return;f[c>>2]=d&134215679|(b&1)<<11|d&-134217728;if(!(d&524288))return;if(!b){f[a+156>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0}$Ia(a);return}function GJa(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;k=n+16|0;d=n+12|0;g=n+8|0;j=n;e=a+196|0;if(!(f[e>>2]&262144))c=(f[a>>2]|0)+8|0;else c=a;l=f[c>>2]|0;c=(zQa(l)|0)+229|0;if(!(b[c>>0]|0))m=6;else if(!(f[e>>2]&16777216)){f[d>>2]=f[a+116>>2];f[i>>2]=f[d>>2];IQa(k,l,i);c=f[k>>2]|0;d=a+120|0;f[g>>2]=f[d>>2];f[i>>2]=f[g>>2];c=aGa(c,i)|0;if(!c)m=10;else{c=f[c+12>>2]|0;if((c|0)==-1)m=10;else d=c&255}if((m|0)==10){d=f[d>>2]|0;f[i>>2]=f[(f[k>>2]|0)+8>>2];f[i+4>>2]=d;BRa(j,l,i);d=b[(f[j>>2]|0)+192>>0]&7;c=f[j+4>>2]|0;if(c|0)iOb(c)}c=f[k+4>>2]|0;if(c|0)iOb(c)}else m=6;if((m|0)==6)d=b[a+192>>0]&7;c=AQa(l)|0;m=a+200|0;if(!((f[m>>2]&-268435456|0)==0&0==0)){a=d&255;a=a&255;u=n;return a|0}a=((h[a+192>>0]|0)>>>3&7|b[c+224>>0])&d&255;a=a&255;u=n;return a|0}function HJa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=a+193|0;h=c&7;if(e)b[g>>0]=b[g>>0]|h;c=a+192|0;e=b[c>>0]|0;if(!((e&h)<<24>>24!=0^d)){d=0;return d|0}b[c>>0]=e^h;d=a+196|0;f[d>>2]=f[d>>2]|256;d=1;return d|0}function IJa(a,c){a=a|0;c=c|0;var d=0,e=0;d=a+192|0;e=b[d>>0]|0;if(((e&255)>>>3&7)==c<<24>>24)return;b[d>>0]=e&-57|c<<3&56;e=a+196|0;f[e>>2]=f[e>>2]|256;return}function JJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0;d=u;u=u+32|0;g=d+12|0;e=d;o=f[(f[a+4>>2]|0)+44>>2]|0;m=+n[o+124>>2];l=+n[o+136>>2];n[g>>2]=m-l;k=+n[o+128>>2];j=+n[o+140>>2];n[g+4>>2]=k-j;i=+n[o+132>>2];h=+n[o+144>>2];n[g+8>>2]=i-h;n[e>>2]=m+l;n[e+4>>2]=k+j;n[e+8>>2]=i+h;KJa(g,e,f[a+96>>2]|0,b,c);u=d;return}function KJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0;E=u;u=u+32|0;C=E;k=f[a>>2]|0;f[C>>2]=k;l=f[a+4>>2]|0;f[C+4>>2]=l;m=f[a+8>>2]|0;f[C+8>>2]=m;f[C+12>>2]=f[b>>2];f[C+16>>2]=f[b+4>>2];f[C+20>>2]=f[b+8>>2];F=(f[s>>2]=k,+n[s>>2]);k=c+16|0;h=(f[s>>2]=l,+n[s>>2]);l=c+32|0;j=(f[s>>2]=m,+n[s>>2]);m=c+4|0;o=c+20|0;p=c+36|0;q=c+8|0;r=c+24|0;t=c+40|0;v=c+48|0;g=+n[c>>2]*F+ +n[k>>2]*h+ +n[l>>2]*j+ +n[v>>2];w=c+52|0;i=+n[m>>2]*F+ +n[o>>2]*h+ +n[p>>2]*j+ +n[w>>2];x=c+56|0;j=+n[q>>2]*F+ +n[r>>2]*h+ +n[t>>2]*j+ +n[x>>2];n[e>>2]=g;y=e+4|0;n[y>>2]=i;z=e+8|0;n[z>>2]=j;n[d>>2]=g;A=d+4|0;f[A>>2]=f[y>>2];B=d+8|0;f[B>>2]=f[z>>2];a=1;while(1){G=+n[C+((a&1)*12|0)>>2];F=+n[C+((a>>>1&1)*12|0)+4>>2];j=+n[C+((a>>>2&1)*12|0)+8>>2];h=+n[v>>2]+(G*+n[c>>2]+F*+n[k>>2]+j*+n[l>>2]);i=+n[w>>2]+(G*+n[m>>2]+F*+n[o>>2]+j*+n[p>>2]);j=+n[x>>2]+(G*+n[q>>2]+F*+n[r>>2]+j*+n[t>>2]);if(h<g){b=d;D=5}else if(h>+n[e>>2]){b=e;D=5}if((D|0)==5){D=0;n[b>>2]=h}if(i<+n[A>>2]){b=d;D=8}else if(i>+n[y>>2]){b=e;D=8}if((D|0)==8){D=0;n[b+4>>2]=i}if(j<+n[B>>2]){b=d;D=11}else if(j>+n[z>>2]){b=e;D=11}if((D|0)==11){D=0;n[b+8>>2]=j}a=a+1|0;if((a|0)==8)break;g=+n[d>>2]}u=E;return}function LJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+124>>2];i=+n[k+128>>2];g=+n[k+132>>2];e=j*+n[c+4>>2]+i*+n[c+20>>2]+g*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+g*+n[c+40>>2];n[a+168>>2]=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*g+ +n[c+48>>2];n[a+172>>2]=e+ +n[c+52>>2];n[a+176>>2]=d+ +n[c+56>>2];a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-33554433;b[a+4>>0]=c;return}function MJa(a){a=a|0;var c=0,d=0.0,e=0.0,g=0.0,i=0.0,j=0.0,k=0;c=f[a+96>>2]|0;k=f[(f[a+4>>2]|0)+44>>2]|0;j=+n[k+136>>2];i=+n[k+140>>2];d=+n[k+144>>2];g=+n[c>>2]*j+ +n[c+16>>2]*i+ +n[c+32>>2]*d;e=j*+n[c+4>>2]+i*+n[c+20>>2]+d*+n[c+36>>2];d=j*+n[c+8>>2]+i*+n[c+24>>2]+d*+n[c+40>>2];n[a+152>>2]=g*g+(e*e+d*d);a=a+200|0;c=(h[a+4>>0]|0)&255;f[a>>2]=f[a>>2]&-16777217;b[a+4>>0]=c;return}function NJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;e=h;g=b+88|0;d=f[g>>2]|0;if(!d){f[a>>2]=0;f[a+4>>2]=-1;u=h;return}if((f[d+112>>2]|0)==-1){xSa(e,c,g);pJa(b,2,e);d=f[e+4>>2]|0;if(d|0)iOb(d);d=f[g>>2]|0}e=d+112|0;g=f[e+4>>2]|0;f[a>>2]=f[e>>2];f[a+4>>2]=g;u=h;return}function OJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;PJa(a,b,c,d,e)|0;return}function PJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+12|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,3)|0;l=ZPb(c|0,d&255|0,15)|0;f[e>>2]=c&-229433|(k|j)<<3&56|((k^7)&l)<<15&229376;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|512;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+12|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+16>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,3)|0;i=i&255;c=e&-57|(g&c)<<3&56;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,15)|0;f[k>>2]=c&-229377|(g&e)<<15&229376;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|512;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function QJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;r=w+12|0;v=w+8|0;s=w+4|0;c=w;p=b+4|0;j=f[p>>2]|0;if(!j){v=0;u=w;return v|0}i=f[a>>2]|0;t=a+4|0;o=f[t>>2]|0;d=o-i>>3;n=f[b>>2]|0;do if(!d){d=i;k=i;i=d;m=j+n|0;j=n}else{k=i;e=i;while(1){m=(d|0)/2|0;h=e+(m<<3)|0;g=(f[h>>2]|0)>>>0<n>>>0;h=h+8|0;k=g?h:k;d=g?d+-1-m|0:m;if(!d)break;else e=g?h:e}l=k;g=j+n|0;if((k|0)==(i|0)){i=l;m=g;j=n;d=l}else{h=k+-8|0;e=h;h=f[h>>2]|0;d=(f[k+-4>>2]|0)+h|0;if(n>>>0>d>>>0){i=l;m=g;j=n;d=l}else if(d>>>0<g>>>0){f[b>>2]=h;f[p>>2]=g-h;i=e;m=g;j=h;d=l;break}else{v=0;u=w;return v|0}}}while(0);a:do if((k|0)==(o|0)){h=d;g=d}else{h=d;g=d;e=k;while(1){d=f[e>>2]|0;if(m>>>0<=d>>>0)break;d=(f[e+4>>2]|0)+d|0;g=g+8|0;if(d>>>0>m>>>0){q=14;break}d=e+8|0;h=d;if((d|0)==(o|0))break a;else e=d}if((q|0)==14){f[p>>2]=d-j;break}if((m|0)==(d|0)){f[p>>2]=(f[e+4>>2]|0)+m-j;g=g+8|0}}while(0);e=i;d=g;if((e|0)==(d|0)){f[s>>2]=h;f[r>>2]=f[s>>2];d=SJa(a,r,b)|0}else{s=f[b+4>>2]|0;h=i;f[h>>2]=f[b>>2];f[h+4>>2]=s;h=e+8|0;if((h|0)==(d|0))c=v;else{c=h+(g-h>>3<<3)|0;d=f[t>>2]|0;e=d-c|0;g=e>>3;if(g){cQb(h|0,c|0,e|0)|0;d=f[t>>2]|0}c=h+(g<<3)|0;if((d|0)==(c|0)){d=h;c=v}else{f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3);d=h;c=v}}}f[c>>2]=d;v=1;u=w;return v|0}function RJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;m=r+12|0;n=r;o=r+8|0;if(!c){q=0;u=r;return q|0}l=f[a>>2]|0;q=a+4|0;p=f[q>>2]|0;d=p-l>>3;e=p;if(!d){k=l;c=c+b|0;j=l}else{k=l;g=l;while(1){j=(d|0)/2|0;i=g+(j<<3)|0;h=(f[i>>2]|0)>>>0<b>>>0;i=i+8|0;k=h?i:k;d=h?d+-1-j|0:j;if(!d)break;else g=h?i:g}j=k;c=c+b|0;if((k|0)!=(l|0)){d=f[k+-8>>2]|0;g=k+-4|0;h=(f[g>>2]|0)+d|0;if(h>>>0>=b>>>0){f[g>>2]=b-d;if(h>>>0>c>>>0){f[n>>2]=c;f[n+4>>2]=h-c;f[o>>2]=j;f[m>>2]=f[o>>2];SJa(a,m,n)|0;q=1;u=r;return q|0}}}}a:do if((k|0)==(e|0)){g=0;d=j}else{d=j;g=k;while(1){h=f[g>>2]|0;if(c>>>0<=h>>>0){g=0;break a}i=g+4|0;h=(f[i>>2]|0)+h|0;if(h>>>0>c>>>0)break;d=d+8|0;g=g+8|0;if((g|0)==(e|0)){g=0;break a}}f[g>>2]=c;f[i>>2]=h-c;g=1}while(0);if((k|0)==(d|0)){q=g;u=r;return q|0}g=k+(d-j>>3<<3)|0;d=p-g|0;h=d>>3;if(h){cQb(k|0,g|0,d|0)|0;e=f[q>>2]|0}d=k+(h<<3)|0;if((e|0)==(d|0)){q=1;u=r;return q|0}f[q>>2]=e+(~((e+-8-d|0)>>>3)<<3);q=1;u=r;return q|0}function SJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;o=g+(j>>3<<3)|0;p=a+4|0;h=f[p>>2]|0;n=a+8|0;m=f[n>>2]|0;b=h;d=m;if(h>>>0<m>>>0){if((o|0)==(h|0)){n=f[c+4>>2]|0;a=o;f[a>>2]=f[c>>2];f[a+4>>2]=n;f[p>>2]=(f[p>>2]|0)+8;p=o;return p|0}e=b-(o+8)|0;g=e>>3;b=o+(g<<3)|0;if(b>>>0<h>>>0){d=h;do{m=b;n=f[m+4>>2]|0;a=d;f[a>>2]=f[m>>2];f[a+4>>2]=n;b=b+8|0;d=(f[p>>2]|0)+8|0;f[p>>2]=d}while(b>>>0<h>>>0)}if(g|0)cQb(h+(0-g<<3)|0,o|0,e|0)|0;n=c;a=f[n+4>>2]|0;p=o;f[p>>2]=f[n>>2];f[p+4>>2]=a;p=o;return p|0}b=(b-e>>3)+1|0;if(b>>>0>536870911)AMb(a);m=d-e|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;m=o;h=j>>3;do if(!d){k=0;l=0}else if(d>>>0>536870911)vd();else{l=pOb(d<<3)|0;k=l;break}while(0);b=k+(h<<3)|0;e=b;i=k+(d<<3)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)<<3)|0;e=b;break}d=d<<3>>2;d=(d|0)==0?1:d;if(d>>>0>536870911)vd();j=pOb(d<<3)|0;b=j+(d>>>2<<3)|0;e=b;d=j+(d<<3)|0;if(!k)i=d;else{sOb(l);i=d;g=f[a>>2]|0}}while(0);h=c;d=f[h+4>>2]|0;f[b>>2]=f[h>>2];f[b+4>>2]=d;b=e+8|0;d=m-g|0;h=e+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[p>>2]|0)-m|0;if((d|0)>0){bQb(b|0,o|0,d|0)|0;b=b+(d>>>3<<3)|0}d=f[a>>2]|0;f[a>>2]=h;f[p>>2]=b;f[n>>2]=i;if(!d){p=e;return p|0}sOb(d);p=e;return p|0}function TJa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;UJa(a,b,c,d,e)|0;return}function UJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;if(g){g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[j>>2]=d;f[j+4>>2]=e;if(!(QJa(i+144+(g*48|0)+36|0,j)|0)){a=0;u=m;return a|0}k=1<<g;e=a+200|0;c=f[e>>2]|0;d=h[e+4>>0]|0;j=ZPb(c|0,d&255|0,9)|0;l=ZPb(c|0,d&255|0,21)|0;f[e>>2]=c&-14683649|(k|j)<<9&3584|((k^7)&l)<<21&14680064;b[e+4>>0]=d;a=a+196|0;f[a>>2]=f[a>>2]|256;a=1;u=m;return a|0}k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;g=c&255;i=1<<g;if(!(i&7&l)){a=0;u=m;return a|0}l=a+104|0;c=f[l>>2]|0;j=c+144+(g*48|0)+36|0;if(!(RJa(j,d,e)|0)){a=0;u=m;return a|0}if((f[j>>2]|0)==(f[c+144+(g*48|0)+40>>2]|0)){g=i^7;e=f[k>>2]|0;i=h[k+4>>0]|0;c=ZPb(e|0,i&255|0,9)|0;i=i&255;c=e&-3585|(g&c)<<9&3584;f[k>>2]=c;b[k+4>>0]=i}else{g=i^7;i=h[k+4>>0]|0;c=f[k>>2]|0}e=ZPb(c|0,i&255|0,21)|0;f[k>>2]=c&-14680065|(g&e)<<21&14680064;b[k+4>>0]=i;i=a+196|0;g=f[i>>2]|0;f[i>>2]=g|256;i=f[l>>2]|0;if(!i){a=1;u=m;return a|0}if(!((g&680525824|0)==0&((c&4095|0)==0&0==0))){a=1;u=m;return a|0}f[l>>2]=0;RIa(i);sOb(i);a=1;u=m;return a|0}function VJa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;l=o+8|0;k=o+4|0;j=o;n[l>>2]=0.0;n[k>>2]=0.0;n[j>>2]=0.0;m=f[(+n[g>>2]>0.0?g:l)>>2]|0;i=g+4|0;k=f[(+n[i>>2]>0.0?i:k)>>2]|0;g=g+8|0;j=f[(+n[g>>2]>0.0?g:j)>>2]|0;g=a+104|0;i=f[g>>2]|0;if(!i){i=pOb(368)|0;dQb(i|0,0,300)|0;n[i+328>>2]=-1.0;n[i+332>>2]=-1.0;n[i+336>>2]=-1.0;n[i+340>>2]=-1.0;n[i+344>>2]=-1.0;n[i+348>>2]=-1.0;n[i+352>>2]=-1.0;n[i+356>>2]=-1.0;n[i+360>>2]=-1.0;f[g>>2]=i}g=c&255;f[l>>2]=m;f[l+4>>2]=k;f[l+8>>2]=j;f[l+12>>2]=d;f[l+16>>2]=e;if(!(WJa(i+144+(g*48|0)+24|0,l)|0)){m=0;u=o;return m|0}d=1<<g;m=a+200|0;j=f[m>>2]|0;l=h[m+4>>0]|0;k=ZPb(j|0,l&255|0,6)|0;e=ZPb(j|0,l&255|0,18)|0;f[m>>2]=j&-1835457|(d|k)<<6&448|((d^7)&e)<<18&1835008;b[m+4>>0]=l;m=a+196|0;f[m>>2]=f[m>>2]|256;m=1;u=o;return m|0}function WJa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;x=B+60|0;p=B+16|0;r=B+56|0;A=B+8|0;y=B+4|0;c=B;v=b+16|0;l=f[v>>2]|0;if(!l){A=0;u=B;return A|0}k=f[a>>2]|0;z=a+4|0;t=f[z>>2]|0;s=b+12|0;d=t-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[s>>2]|0)|0}else{i=f[s>>2]|0;e=(d|0)/20|0;d=k;g=k;while(1){q=(e|0)/2|0;h=(f[g+(q*20|0)+12>>2]|0)>>>0<i>>>0;j=g+(q*20|0)+20|0;d=h?j:d;e=h?e+-1-q|0:q;if(!e)break;else g=h?j:g}q=d;e=l+i|0;if((d|0)==(k|0)){k=q;h=q}else{g=d+-20|0;h=g;o=f[d+-8>>2]|0;k=d+-4|0;l=(f[k>>2]|0)+o|0;if(i>>>0>l>>>0){k=q;h=q}else{m=l>>>0<e>>>0;if(+n[b>>2]==+n[g>>2])if(+n[b+4>>2]==+n[d+-16>>2])j=+n[b+8>>2]==+n[d+-12>>2];else j=0;else j=0;if(m){if(j){f[s>>2]=o;i=e;g=b}else h=q;f[g+16>>2]=i-o;k=h;h=q;break}if(j){A=0;u=B;return A|0}f[k>>2]=i-o;if(l>>>0>e>>>0){f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2];f[p+12>>2]=f[b+12>>2];f[p+16>>2]=f[b+16>>2];A=p+20|0;f[A>>2]=f[g>>2];f[A+4>>2]=f[g+4>>2];f[A+8>>2]=f[g+8>>2];f[p+32>>2]=e;f[p+36>>2]=l-e;f[r>>2]=q;f[x>>2]=f[r>>2];XJa(a,x,p,p+40|0)|0;A=1;u=B;return A|0}else{k=q;h=q}}}}while(0);a:do if((d|0)==(t|0))g=h;else{g=h;while(1){j=d+12|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){w=20;break}i=(f[d+16>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+20|0;d=d+20|0;g=d;if((d|0)==(t|0))break a}if((w|0)==20){if((e|0)!=(i|0))break;if(!(+n[b>>2]==+n[d>>2]))break;if(!(+n[b+4>>2]==+n[d+4>>2]))break;if(!(+n[b+8>>2]==+n[d+8>>2]))break;f[v>>2]=(f[d+16>>2]|0)+e-(f[s>>2]|0);h=h+20|0;break}if(+n[b>>2]==+n[d>>2])if(+n[b+4>>2]==+n[d+4>>2])if(+n[b+8>>2]==+n[d+8>>2]){e=f[s>>2]|0;d=b;h=h+20|0}else w=30;else w=30;else w=30;if((w|0)==30)f[j>>2]=e;f[d+16>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[y>>2]=g;f[x>>2]=f[y>>2];d=YJa(a,x,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;if((g|0)==(d|0))c=A;else{c=g+(((h-g|0)/20|0)*20|0)|0;d=f[z>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[z>>2]|0}c=g+(((e|0)/20|0)*20|0)|0;if((d|0)==(c|0)){d=g;c=A}else{f[z>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);d=g;c=A}}}f[c>>2]=d;A=1;u=B;return A|0}function XJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/20|0)*20|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/20|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/20|0|0)){g=b-p|0;b=(g|0)/20|0;if((j|0)>(b|0)){e=c+(b*20|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/20|0)*20|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*20|0))|0;b=p+(((g|0)/20|0)*20|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];f[e+12>>2]=f[b+12>>2];f[e+16>>2]=f[b+16>>2];b=b+20|0;e=(f[q>>2]|0)+20|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-20|0)*20|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/20|0)+j|0;if(b>>>0>214748364)AMb(a);j=(e-g|0)/20|0;g=j<<1;g=j>>>0<107374182?(g>>>0<b>>>0?b:g):214748364;j=p;b=(i|0)/20|0;do if(!g)l=0;else if(g>>>0>214748364)vd();else{l=pOb(g*20|0)|0;break}while(0);k=l+(b*20|0)|0;e=k;i=l+(g*20|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[b+12>>2];f[g+16>>2]=f[b+16>>2];g=e+20|0;e=g;b=b+20|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-20|0)*20|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/20|0)*20|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function YJa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/20|0)*20|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[p+12>>2]=f[c+12>>2];f[p+16>>2]=f[c+16>>2];f[q>>2]=(f[q>>2]|0)+20;q=p;return q|0}e=b-(p+20)|0;b=p+(((e|0)/20|0)*20|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];f[d+12>>2]=f[b+12>>2];f[d+16>>2]=f[b+16>>2];b=b+20|0;d=(f[q>>2]|0)+20|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-20|0)*20|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];q=p;return q|0}b=((b-e|0)/20|0)+1|0;if(b>>>0>214748364)AMb(a);n=(d-e|0)/20|0;d=n<<1;d=n>>>0<107374182?(d>>>0<b>>>0?b:d):214748364;n=p;h=(j|0)/20|0;do if(!d){l=0;m=0}else if(d>>>0>214748364)vd();else{m=pOb(d*20|0)|0;l=m;break}while(0);b=l+(h*20|0)|0;e=b;i=l+(d*20|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*20|0)|0;e=b;break}d=d*20|0;d=(d|0)==0?1:((d|0)/20|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>214748364)vd();else{k=pOb(d*20|0)|0;break}while(0);b=k+(b*20|0)|0;e=b;d=k+(d*20|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];b=e+20|0;d=n-g|0;h=e+(((d|0)/-20|0)*20|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/20|0)*20|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function ZJa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return _Ja(a,b,c,d)|0}function _Ja(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0;k=a+200|0;l=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,6)|0;j=c&255;c=1<<j;if(!(c&7&l)){l=0;return l|0}l=a+104|0;g=f[l>>2]|0;i=g+144+(j*48|0)+24|0;if(!($Ja(i,d,e)|0)){l=0;return l|0}if((f[i>>2]|0)==(f[g+144+(j*48|0)+28>>2]|0)){c=c^7;e=f[k>>2]|0;g=h[k+4>>0]|0;i=ZPb(e|0,g&255|0,6)|0;g=g&255;i=e&-449|(c&i)<<6&448;f[k>>2]=i;b[k+4>>0]=g}else{c=c^7;g=h[k+4>>0]|0;i=f[k>>2]|0}e=ZPb(i|0,g&255|0,18)|0;f[k>>2]=i&-1835009|(c&e)<<18&1835008;b[k+4>>0]=g;g=a+196|0;c=f[g>>2]|0;f[g>>2]=c|256;g=f[l>>2]|0;if(!g){l=1;return l|0}if(!((c&680525824|0)==0&((i&4095|0)==0&0==0))){l=1;return l|0}f[l>>2]=0;RIa(g);sOb(g);l=1;return l|0}function $Ja(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+24|0;o=s+4|0;p=s;if(!c){r=0;u=s;return r|0}l=f[a>>2]|0;r=a+4|0;q=f[r>>2]|0;d=q-l|0;e=q;if(!d){m=l;j=c+b|0;k=l}else{d=(d|0)/20|0;m=l;g=l;while(1){k=(d|0)/2|0;h=(f[g+(k*20|0)+12>>2]|0)>>>0<b>>>0;i=g+(k*20|0)+20|0;m=h?i:m;d=h?d+-1-k|0:k;if(!d)break;else g=h?i:g}k=m;j=c+b|0;if((m|0)!=(l|0)){d=m+-20|0;g=f[m+-8>>2]|0;h=m+-4|0;i=(f[h>>2]|0)+g|0;if(i>>>0>=b>>>0){f[h>>2]=b-g;if(i>>>0>j>>>0){f[o>>2]=f[d>>2];f[o+4>>2]=f[d+4>>2];f[o+8>>2]=f[d+8>>2];f[o+12>>2]=j;f[o+16>>2]=i-j;f[p>>2]=k;f[n>>2]=f[p>>2];YJa(a,n,o)|0;r=1;u=s;return r|0}}}}a:do if((m|0)==(e|0)){g=0;d=k}else{d=k;c=m;while(1){h=c+12|0;g=f[h>>2]|0;if(j>>>0<=g>>>0){g=0;break a}i=c+16|0;g=(f[i>>2]|0)+g|0;if(g>>>0>j>>>0)break;d=d+20|0;c=c+20|0;if((c|0)==(e|0)){g=0;break a}}f[h>>2]=j;f[i>>2]=g-j;g=1}while(0);if((m|0)==(d|0)){r=g;u=s;return r|0}d=m+(((d-k|0)/20|0)*20|0)|0;g=q-d|0;if(g){cQb(m|0,d|0,g|0)|0;e=f[r>>2]|0}d=m+(((g|0)/20|0)*20|0)|0;if((e|0)==(d|0)){r=1;u=s;return r|0}f[r>>2]=e+(~(((e+-20-d|0)>>>0)/20|0)*20|0);r=1;u=s;return r|0}function aKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,3)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+12>>2]|0;k=f[k+144+(b*48|0)+16>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function bKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;d=n+4|0;l=n;k=a+200|0;k=ZPb(f[k>>2]|0,(h[k+4>>0]|0)&255|0,9)|0;b=b&255;if(!(1<<b&7&k)){m=0;u=n;return m|0}k=f[a+104>>2]|0;j=f[k+144+(b*48|0)+36>>2]|0;k=f[k+144+(b*48|0)+40>>2]|0;f[l>>2]=k;b=k-j>>3;if(!b)b=j;else{a=b;b=j;e=j;while(1){o=(a|0)/2|0;i=e+(o<<3)|0;g=(f[i>>2]|0)>>>0<c>>>0;i=i+8|0;b=g?i:b;a=g?a+-1-o|0:o;if(!a)break;else e=g?i:e}}f[d>>2]=b;if((b|0)==(k|0))m=6;else if((f[b>>2]|0)!=(c|0))m=6;if((m|0)==6)if((b|0)==(j|0))d=l;else{o=b+-8|0;f[d>>2]=o;d=((f[b+-4>>2]|0)+(f[o>>2]|0)|0)>>>0>c>>>0?d:l}o=(f[d>>2]|0)!=(k|0);u=n;return o|0}function cKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=u;u=u+16|0;e=p+4|0;m=p;l=b+200|0;l=ZPb(f[l>>2]|0,(h[l+4>>0]|0)&255|0,6)|0;c=c&255;if(1<<c&7&l|0){l=f[b+104>>2]|0;k=f[l+144+(c*48|0)+24>>2]|0;l=f[l+144+(c*48|0)+28>>2]|0;f[m>>2]=l;c=l-k|0;if(!c)c=k;else{b=(c|0)/20|0;c=k;g=k;while(1){q=(b|0)/2|0;i=(f[g+(q*20|0)+12>>2]|0)>>>0<d>>>0;j=g+(q*20|0)+20|0;c=i?j:c;b=i?b+-1-q|0:q;if(!b)break;else g=i?j:g}}f[e>>2]=c;if((c|0)==(l|0))o=7;else if((f[c+12>>2]|0)!=(d|0))o=7;if((o|0)==7)if((c|0)==(k|0))e=m;else{f[e>>2]=c+-20;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:m}e=f[e>>2]|0;if(!((e|0)==(l|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=p;return}}n[a>>2]=-1.0;n[a+4>>2]=-1.0;n[a+8>>2]=-1.0;u=p;return}function dKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;e=n+4|0;l=n;k=b+200|0;c=c&255;if(1<<c&7&f[k>>2]|0){k=f[b+104>>2]|0;j=f[k+144+(c*48|0)>>2]|0;k=f[k+144+(c*48|0)+4>>2]|0;f[l>>2]=k;c=k-j>>4;if(!c)c=j;else{b=c;c=j;g=j;while(1){o=(b|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<d>>>0;i=g+(o<<4)+16|0;c=h?i:c;b=h?b+-1-o|0:o;if(!b)break;else g=h?i:g}}f[e>>2]=c;if((c|0)==(k|0))m=6;else if((f[c+8>>2]|0)!=(d|0))m=6;if((m|0)==6)if((c|0)==(j|0))e=l;else{f[e>>2]=c+-16;e=((f[c+-4>>2]|0)+(f[c+-8>>2]|0)|0)>>>0>d>>>0?e:l}e=f[e>>2]|0;if(!((e|0)==(k|0)|(e|0)==0)){f[a>>2]=f[e>>2];e=f[e+4>>2]|0;f[a+4>>2]=e;if(!e){u=n;return}gOb(e);u=n;return}}f[a>>2]=0;f[a+4>>2]=0;u=n;return}function eKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;e=v+12|0;o=v+8|0;t=v;r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,6)|0;s=c&255;if(1<<s&7&r|0){r=f[b+104>>2]|0;p=f[r+144+(s*48|0)+24>>2]|0;r=f[r+144+(s*48|0)+28>>2]|0;f[o>>2]=r;g=r-p|0;if(!g)g=p;else{j=(g|0)/20|0;g=p;k=p;while(1){w=(j|0)/2|0;l=(f[k+(w*20|0)+12>>2]|0)>>>0<d>>>0;m=k+(w*20|0)+20|0;g=l?m:g;j=l?j+-1-w|0:w;if(!j)break;else k=l?m:k}}f[e>>2]=g;if((g|0)==(r|0))q=7;else if((f[g+12>>2]|0)!=(d|0))q=7;if((q|0)==7)if((g|0)==(p|0))e=o;else{f[e>>2]=g+-20;e=((f[g+-4>>2]|0)+(f[g+-8>>2]|0)|0)>>>0>d>>>0?e:o}e=f[e>>2]|0;if(!((e|0)==(r|0)|(e|0)==0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];u=v;return}}if(f[b+196>>2]&8388608|0){e=f[b+104>>2]|0;i=+n[e+328+(s*12|0)>>2];if(i>=0.0){w=f[e+328+(s*12|0)+8>>2]|0;t=f[e+328+(s*12|0)+4>>2]|0;n[a>>2]=i;f[a+4>>2]=t;f[a+8>>2]=w;u=v;return}}dKa(t,b,c,d);e=f[t>>2]|0;j=t+4|0;g=f[j>>2]|0;if(!e){if(g|0)iOb(g);g=b+12+(s<<3)|0;e=f[g>>2]|0;if(!e){fKa(b,c);e=f[g>>2]|0}f[t>>2]=e;g=f[b+12+(s<<3)+4>>2]|0;f[j>>2]=g;if(!g)g=0;else gOb(g)}f[a>>2]=f[e+152>>2];f[a+4>>2]=f[e+156>>2];f[a+8>>2]=f[e+160>>2];if(!g){u=v;return}iOb(g);u=v;return}function fKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;j=k+16|0;h=k+8|0;g=k;i=b&255;c=a+36+(i<<3)|0;d=f[c>>2]|0;e=d;if(!d){u=k;return}b=a+60+(i<<2)|0;if(!(f[b>>2]|0)){c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=e;j=a+12+(i<<3)+4|0;b=f[j>>2]|0;f[j>>2]=c;if(!b){u=k;return}iOb(b);u=k;return}hGa(j,d);if(gKa(f[b>>2]|0,j)|0){if(!(f[a+196>>2]&262144))b=(f[a>>2]|0)+8|0;else b=a;b=AQa(f[b>>2]|0)|0;d=f[j>>2]|0;f[j>>2]=0;f[g>>2]=d;c=pOb(16)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37416;f[c+12>>2]=d;d=g+4|0;f[d>>2]=c;i9a(h,b,g);b=f[h>>2]|0;c=h+4|0;g=f[c>>2]|0;f[h>>2]=0;f[c>>2]=0;f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=g;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if(b|0)iOb(b)}else{b=f[c>>2]|0;c=f[a+36+(i<<3)+4>>2]|0;if(c|0)gOb(c);f[a+12+(i<<3)>>2]=b;a=a+12+(i<<3)+4|0;b=f[a>>2]|0;f[a>>2]=c;if(b|0)iOb(b)}b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=k;return}function gKa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;m=0;o=u;u=u+1248|0;g=Pg[f[(f[a>>2]|0)+16>>2]&1023](a)|0;a:do if(!g)c=0;else{c=f[b>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[b>>2]=c;e=b}else e=b;b:while(1){switch(Rg[f[(f[c>>2]|0)+104>>2]&255](c,g)|0){case 1:{c=1;break a}case 0:break b;case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;c=f[b>>2]|0;f[e>>2]=p;if(!c)f[(o+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[b>>2]|0}c=0}while(0);e=Pg[f[(f[a>>2]|0)+24>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;c:while(1){switch(Qg[f[(f[e>>2]|0)+108>>2]&15](e,i)|0){case 0:{m=26;break c}case 1:{h=1;break c}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==26)h=0;c=c|h}e=Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;d:while(1){switch(Qg[f[(f[e>>2]|0)+112>>2]&15](e,i)|0){case 0:{m=40;break d}case 1:{j=1;break d}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==40)j=0;c=c|j}e=Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0;if(e){i=+n[e>>2];e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;e:while(1){switch(Qg[f[(f[e>>2]|0)+116>>2]&15](e,i)|0){case 0:{m=54;break e}case 1:{k=1;break e}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==54)k=0;c=c|k}h=Pg[f[(f[a>>2]|0)+48>>2]&1023](a)|0;if(h){e=f[b>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[b>>2]=e;g=b}else g=b;f:while(1){switch(Rg[f[(f[e>>2]|0)+120>>2]&255](e,h)|0){case 0:{m=68;break f}case 1:{l=1;break f}case 2:{p=f[b>>2]|0;oh[f[(f[p>>2]|0)+100>>2]&1023](o+12|0,p);p=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;e=f[b>>2]|0;f[g>>2]=p;if(!e)f[(o+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(o+12|0)>>2]|0;f[(o+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[b>>2]|0}if((m|0)==68)l=0;c=c|l}p=Pg[f[(f[a>>2]|0)+56>>2]&1023](a)|0;f[o+32>>2]=a;f[o+40>>2]=b;f[o+168>>2]=c;f[o+520>>2]=p;f[o+1192>>2]=m;f[o+1200>>2]=0;f[o+1204>>2]=0;YMa(o);G=f[o+1200>>2]|0;D=f[o+1204>>2]|0;H=+n[o+1204>>2];f[o+1200>>2]=0;f[o+1204>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function hKa(a){a=a|0;aOb(a);sOb(a);return}function iKa(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jKa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189081?a+12|0:0)|0}function kKa(a){a=a|0;sOb(a);return}function lKa(a,b){a=a|0;b=b|0;return mKa(a,b)|0}function mKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,3)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+12>>2]|0;c=e+144+(c*48|0)+16|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,3)|0;k=ZPb(c|0,g&255|0,15)|0;d=c&-229433|(j&d)<<3&56;f[m>>2]=d|(j&k)<<15&229376;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|512;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function nKa(a,b){a=a|0;b=b|0;return oKa(a,b)|0}function oKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,9)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+36>>2]|0;c=e+144+(c*48|0)+40|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~((d+-8-i|0)>>>3)<<3);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,9)|0;k=ZPb(c|0,g&255|0,21)|0;d=c&-14683649|(j&d)<<9&3584;f[m>>2]=d|(j&k)<<21&14680064;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function pKa(a,b){a=a|0;b=b|0;return qKa(a,b)|0}function qKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;m=a+200|0;j=f[m>>2]|0;g=h[m+4>>0]|0;l=ZPb(j|0,g&255|0,6)|0;c=c&255;k=1<<c;if(!(k&7&l)){m=0;return m|0}l=a+104|0;e=f[l>>2]|0;i=f[e+144+(c*48|0)+24>>2]|0;c=e+144+(c*48|0)+28|0;d=f[c>>2]|0;if((d|0)==(i|0))c=j;else{f[c>>2]=d+(~(((d+-20-i|0)>>>0)/20|0)*20|0);g=h[m+4>>0]|0;c=f[m>>2]|0;e=f[l>>2]|0}j=k^7;d=ZPb(c|0,g&255|0,6)|0;k=ZPb(c|0,g&255|0,18)|0;d=c&-1835457|(j&d)<<6&448;f[m>>2]=d|(j&k)<<18&1835008;b[m+4>>0]=g;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!e){m=1;return m|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){m=1;return m|0}f[l>>2]=0;RIa(e);sOb(e);m=1;return m|0}function rKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+200|0;e=f[m>>2]|0;c=c&255;l=1<<c;k=l&7;if(!(k&e)){n=0;return n|0}n=a+104|0;g=f[n>>2]|0;j=f[g+144+(c*48|0)>>2]|0;i=g+144+(c*48|0)+4|0;d=f[i>>2]|0;if((d|0)==(j|0)){c=e;e=h[m+4>>0]|0}else{while(1){c=d+-16|0;f[i>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[i>>2]|0}if((c|0)==(j|0))break;else d=c}c=f[m>>2]|0;e=h[m+4>>0]|0;g=f[n>>2]|0}j=ZPb(c|0,e&255|0,12)|0;d=c&-28680|(k^7)&c;f[m>>2]=d|((l^7)&j)<<12&28672;b[m+4>>0]=e;m=a+196|0;c=f[m>>2]|0;f[m>>2]=c|256;if(!g){n=1;return n|0}if(!((c&680525824|0)==0&((d&4095|0)==0&0==0))){n=1;return n|0}f[n>>2]=0;RIa(g);sOb(g);n=1;return n|0}function sKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&56|0)==0&0==0){b=0;return b|0}mKa(a,0)|0;mKa(a,1)|0;mKa(a,2)|0;b=1;return b|0}function tKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&3584|0)==0&0==0){b=0;return b|0}oKa(a,0)|0;oKa(a,1)|0;oKa(a,2)|0;b=1;return b|0}function uKa(a){a=a|0;var b=0;b=a+200|0;if((f[b>>2]&448|0)==0&0==0){b=0;return b|0}qKa(a,0)|0;qKa(a,1)|0;qKa(a,2)|0;b=1;return b|0}function vKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+40|0;l=p+36|0;n=p+32|0;o=p+28|0;i=p+16|0;j=p+8|0;k=p;if(!(f[a+196>>2]&262144))e=(f[a>>2]|0)+8|0;else e=a;h=f[e>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=f[c+4>>2];f[i+8>>2]=f[c+8>>2];e=f[b>>2]|0;if(e|0)f[i>>2]=e;e=f[b+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[b+8>>2]|0;if(e|0)f[i+8>>2]=e;e=f[d>>2]|0;if(e|0)f[i>>2]=e;e=f[d+4>>2]|0;if(e|0)f[i+4>>2]=e;e=f[d+8>>2]|0;if(e|0)f[i+8>>2]=e;b=a+4|0;d=j+4|0;g=k+4|0;e=f[i>>2]|0;if(!e)rKa(a,0)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,0,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+4>>2]|0;if(!e)rKa(a,1)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)e=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,1,l,m);e=0}c=f[g>>2]|0;if(c|0)iOb(c);if(e|0){o=0;u=p;return o|0}}e=f[i+8>>2]|0;if(!e)rKa(a,2)|0;else{f[j>>2]=f[(f[b>>2]|0)+28>>2];f[d>>2]=e;wRa(k,h,j);e=f[k>>2]|0;if(!e)c=1;else{f[n>>2]=f[e>>2];f[o>>2]=f[e+4>>2];f[l>>2]=f[n>>2];f[m>>2]=f[o>>2];wKa(a,2,l,m);c=0}e=f[g>>2]|0;if(e|0)iOb(e);if(c|0){o=0;u=p;return o|0}}o=1;u=p;return o|0}function wKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function xKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+8|0;d=f[a>>2]|0;c=d;if((f[k>>2]|0)-d>>4>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>268435455)vd();g=f[l>>2]|0;i=pOb(b<<4)|0;h=i+(g-d>>4<<4)|0;j=h;i=i+(b<<4)|0;d=g;if((d|0)==(c|0))e=j;else{e=j;b=h;do{m=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];g=m+-12|0;f[b+-12>>2]=f[g>>2];f[d>>2]=0;f[g>>2]=0;m=m+-8|0;g=f[m+4>>2]|0;h=b+-8|0;f[h>>2]=f[m>>2];f[h+4>>2]=g;b=e+-16|0;e=b}while((d|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function yKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;g=f[n>>2]|0;c=f[a>>2]|0;j=g-c>>4;d=j+1|0;l=c;e=g;if(d>>>0>268435455)AMb(a);m=a+8|0;k=(f[m>>2]|0)-c|0;h=k>>3;h=k>>4>>>0<134217727?(h>>>0<d>>>0?d:h):268435455;do if(!h)i=0;else if(h>>>0>268435455)vd();else{i=pOb(h<<4)|0;break}while(0);d=i+(j<<4)|0;c=d;k=i+(h<<4)|0;f[d>>2]=f[b>>2];o=b+4|0;f[i+(j<<4)+4>>2]=f[o>>2];f[b>>2]=0;f[o>>2]=0;o=b+8|0;b=f[o+4>>2]|0;h=i+(j<<4)+8|0;f[h>>2]=f[o>>2];f[h+4>>2]=b;h=d+16|0;if((e|0)!=(l|0)){do{i=e;e=e+-16|0;f[d+-16>>2]=f[e>>2];j=i+-12|0;f[d+-12>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;i=i+-8|0;j=f[i+4>>2]|0;o=d+-8|0;f[o>>2]=f[i>>2];f[o+4>>2]=j;d=c+-16|0;c=d}while((e|0)!=(l|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-12>>2]|0;c=c+-16|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function zKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=u;u=u+16|0;e=d+12|0;g=d+8|0;i=d+4|0;h=d;f[i>>2]=f[c>>2];f[h>>2]=f[c+4>>2];f[g>>2]=f[i>>2];f[e>>2]=f[h>>2];wKa(a,b,g,e);u=d;return}function AKa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+64|0;j=q+56|0;m=q+48|0;k=q+44|0;l=q+40|0;e=q;p=q+32|0;o=q+24|0;n=q+8|0;g=a+196|0;d=f[g>>2]|0;h=a+116|0;c=h;b=f[c>>2]|0;c=f[c+4>>2]|0;if(!(d&131072)){f[e>>2]=f[(f[a+4>>2]|0)+28>>2];f[e+4>>2]=c}else{i=e;f[i>>2]=b;f[i+4>>2]=c}if(!(d&262144))b=(f[a>>2]|0)+8|0;else b=a;i=f[b>>2]|0;yRa(p,i,e);e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](j,e);xRa(o,i,j);e=f[o>>2]|0;e=e|0?e:258672;i=f[p>>2]|0;i=i|0?i:258672;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;b=f[g>>2]|0;if(!(b&131072)){c=h;d=f[c+4>>2]|0;if(!(b&262144))b=(f[a>>2]|0)+8|0;else b=a;b=f[b>>2]|0;f[k>>2]=f[c>>2];f[j>>2]=f[k>>2];IQa(m,b,j);b=f[m>>2]|0;f[l>>2]=d;f[j>>2]=f[l>>2];b=aGa(b,j)|0;if(b|0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2]}b=f[m+4>>2]|0;if(b|0)iOb(b)}c=vKa(a,i,e,n)|0;b=f[o+4>>2]|0;if(b|0)iOb(b);b=f[p+4>>2]|0;if(!b){u=q;return c|0}iOb(b);u=q;return c|0}function BKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+12|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,15)|0;f[c>>2]=i&-229377|(1<<j|k)<<15&229376;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+12>>2]|0;a=f[a+144+(j*48|0)+16>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function CKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;j=c&255;l=d+(j*48|0)+36|0;c=a+200|0;i=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(i|0,e&255|0,21)|0;f[c>>2]=i&-14680065|(1<<j|k)<<21&14680064;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(j*48|0)+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(j*12|0)>>2]|0;c=f[c+72+(j*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;i=(c-k|0)/12|0;c=f[a+144+(j*48|0)+36>>2]|0;a=f[a+144+(j*48|0)+40>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;while(1){d=f[c>>2]|0;if(d>>>0>=i>>>0){c=10;break}e=(f[c+4>>2]|0)+d|0;e=i>>>0<e>>>0?i:e;if(d>>>0<e>>>0)do{j=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[k+(d*12|0)>>2];f[g>>2]=j;QJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+8|0;if((c|0)==(a|0)){c=10;break}}if((c|0)==10){u=n;return}}function DKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)+24|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,18)|0;f[c>>2]=j&-1835009|(1<<i|k)<<18&1835008;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-20-c|0)>>>0)/20|0)*20|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)+24>>2]|0;a=f[a+144+(i*48|0)+28>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+12|0;i=m+16|0;while(1){d=f[c+12>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+16>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[m+4>>2]=f[c+4>>2];f[m+8>>2]=f[c+8>>2];f[g>>2]=p;f[i>>2]=o;WJa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+20|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function EKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n;g=a+104|0;d=f[g>>2]|0;i=c&255;l=d+(i*48|0)|0;c=a+200|0;j=f[c>>2]|0;e=h[c+4>>0]|0;k=ZPb(j|0,e&255|0,12)|0;f[c>>2]=j&-28673|(1<<i|k)<<12&28672;b[c+4>>0]=e;c=f[l>>2]|0;d=d+(i*48|0)+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-12-c|0)>>>0)/12|0)*12|0);c=f[(f[a+4>>2]|0)+44>>2]|0;k=f[c+72+(i*12|0)>>2]|0;c=f[c+72+(i*12|0)+4>>2]|0;if((k|0)==(c|0)){u=n;return}a=f[g>>2]|0;j=(c-k|0)/12|0;c=f[a+144+(i*48|0)>>2]|0;a=f[a+144+(i*48|0)+4>>2]|0;if((c|0)==(a|0)){u=n;return}g=m+4|0;i=m+8|0;while(1){d=f[c+8>>2]|0;if(d>>>0>=j>>>0){c=11;break}e=(f[c+12>>2]|0)+d|0;e=j>>>0<e>>>0?j:e;if(d>>>0<e>>>0)do{p=f[k+(d*12|0)>>2]|0;o=f[k+(d*12|0)+4>>2]|0;f[m>>2]=f[c>>2];f[g>>2]=p;f[i>>2]=o;FKa(l,m)|0;d=d+1|0}while(d>>>0<e>>>0);c=c+16|0;if((c|0)==(a|0)){c=11;break}}if((c|0)==11){u=n;return}}function FKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;v=z+44|0;n=z+16|0;p=z+40|0;y=z+8|0;w=z+4|0;c=z;s=b+8|0;l=f[s>>2]|0;if(!l){y=0;u=z;return y|0}k=f[a>>2]|0;x=a+4|0;r=f[x>>2]|0;q=b+4|0;d=r-k|0;do if(!d){h=k;d=k;k=h;e=l+(f[q>>2]|0)|0}else{i=f[q>>2]|0;e=(d|0)/12|0;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o*12|0)+4>>2]|0)>>>0<i>>>0;j=g+(o*12|0)+12|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;e=l+i|0;if((d|0)==(k|0)){k=o;h=o}else{g=d+-12|0;h=g;m=f[d+-8>>2]|0;j=d+-4|0;k=(f[j>>2]|0)+m|0;if(i>>>0>k>>>0){k=o;h=o}else{l=(f[b>>2]|0)==(f[g>>2]|0);if(k>>>0<e>>>0){if(l){f[q>>2]=m;i=e;g=b}else h=o;f[g+8>>2]=i-m;k=h;h=o;break}if(l){y=0;u=z;return y|0}f[j>>2]=i-m;if(k>>>0>e>>>0){f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];f[n+12>>2]=f[g>>2];f[n+16>>2]=e;f[n+20>>2]=k-e;f[p>>2]=o;f[v>>2]=f[p>>2];GKa(a,v,n,n+24|0)|0;y=1;u=z;return y|0}else{k=o;h=o}}}}while(0);a:do if((d|0)==(r|0))g=h;else{g=h;while(1){j=d+4|0;i=f[j>>2]|0;if(e>>>0<=i>>>0){t=17;break}i=(f[d+8>>2]|0)+i|0;if(i>>>0>e>>>0)break;h=h+12|0;d=d+12|0;g=d;if((d|0)==(r|0))break a}if((t|0)==17){if((e|0)!=(i|0))break;if((f[b>>2]|0)!=(f[d>>2]|0))break;f[s>>2]=(f[d+8>>2]|0)+e-(f[q>>2]|0);h=h+12|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){e=f[q>>2]|0;d=b;h=h+12|0}else f[j>>2]=e;f[d+8>>2]=i-e}while(0);e=k;d=h;if((e|0)==(d|0)){f[w>>2]=g;f[v>>2]=f[w>>2];d=HKa(a,v,b)|0}else{g=k;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;if((g|0)==(d|0))c=y;else{c=g+(((h-g|0)/12|0)*12|0)|0;d=f[x>>2]|0;e=d-c|0;if(e){cQb(g|0,c|0,e|0)|0;d=f[x>>2]|0}c=g+(((e|0)/12|0)*12|0)|0;if((d|0)==(c|0)){d=g;c=y}else{f[x>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);d=g;c=y}}}f[c>>2]=d;y=1;u=z;return y|0}function GKa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;g=m;i=(f[b>>2]|0)-g|0;p=m+(((i|0)/12|0)*12|0)|0;h=d;k=c;q=h-k|0;j=(q|0)/12|0;if((q|0)<=0){q=p;return q|0}o=a+8|0;e=f[o>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((j|0)<=((e-b|0)/12|0|0)){g=b-p|0;b=(g|0)/12|0;if((j|0)>(b|0)){e=c+(b*12|0)|0;b=h-e|0;if((b|0)>0){bQb(n|0,e|0,b|0)|0;b=(f[q>>2]|0)+(((b>>>0)/12|0)*12|0)|0;f[q>>2]=b}else b=n;if((g|0)>0){d=e;h=b}else{q=p;return q|0}}else h=n;g=h-(p+(j*12|0))|0;b=p+(((g|0)/12|0)*12|0)|0;if(b>>>0<n>>>0){e=h;do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=(f[q>>2]|0)+12|0;f[q>>2]=e}while(b>>>0<n>>>0)}if(g|0)cQb(h+(((g|0)/-12|0)*12|0)|0,p|0,g|0)|0;b=d-k|0;if(!b){q=p;return q|0}cQb(p|0,c|0,b|0)|0;q=p;return q|0}b=((b-g|0)/12|0)+j|0;if(b>>>0>357913941)AMb(a);j=(e-g|0)/12|0;g=j<<1;g=j>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;j=p;b=(i|0)/12|0;do if(!g)l=0;else if(g>>>0>357913941)vd();else{l=pOb(g*12|0)|0;break}while(0);k=l+(b*12|0)|0;e=k;i=l+(g*12|0)|0;if((c|0)==(d|0))b=m;else{b=c;g=k;do{f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];g=e+12|0;e=g;b=b+12|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(((g|0)/-12|0)*12|0)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[q>>2]|0)-j|0;if((g|0)>0){bQb(e|0,p|0,g|0)|0;e=e+(((g>>>0)/12|0)*12|0)|0;b=f[a>>2]|0}f[a>>2]=h;f[q>>2]=e;f[o>>2]=i;if(!b){q=k;return q|0}sOb(b);q=k;return q|0}function HKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;g=f[a>>2]|0;e=g;j=(f[b>>2]|0)-e|0;p=g+(((j|0)/12|0)*12|0)|0;q=a+4|0;h=f[q>>2]|0;o=a+8|0;n=f[o>>2]|0;b=h;d=n;if(h>>>0<n>>>0){if((p|0)==(h|0)){f[p>>2]=f[c>>2];f[p+4>>2]=f[c+4>>2];f[p+8>>2]=f[c+8>>2];f[q>>2]=(f[q>>2]|0)+12;q=p;return q|0}e=b-(p+12)|0;b=p+(((e|0)/12|0)*12|0)|0;if(b>>>0<h>>>0){d=h;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=(f[q>>2]|0)+12|0;f[q>>2]=d}while(b>>>0<h>>>0)}if(!e)b=p;else{cQb(h+(((e|0)/-12|0)*12|0)|0,p|0,e|0)|0;b=p};f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];q=p;return q|0}b=((b-e|0)/12|0)+1|0;if(b>>>0>357913941)AMb(a);n=(d-e|0)/12|0;d=n<<1;d=n>>>0<178956970?(d>>>0<b>>>0?b:d):357913941;n=p;h=(j|0)/12|0;do if(!d){l=0;m=0}else if(d>>>0>357913941)vd();else{m=pOb(d*12|0)|0;l=m;break}while(0);b=l+(h*12|0)|0;e=b;i=l+(d*12|0)|0;do if((h|0)==(d|0)){if((j|0)>0){b=b+(((d+1|0)/-2|0)*12|0)|0;e=b;break}d=d*12|0;d=(d|0)==0?1:((d|0)/12|0)<<1;b=d>>>2;do if(!d)k=0;else if(d>>>0>357913941)vd();else{k=pOb(d*12|0)|0;break}while(0);b=k+(b*12|0)|0;e=b;d=k+(d*12|0)|0;if(!l)i=d;else{sOb(m);i=d;g=f[a>>2]|0}}while(0);f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];b=e+12|0;d=n-g|0;h=e+(((d|0)/-12|0)*12|0)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[q>>2]|0)-n|0;if((d|0)>0){bQb(b|0,p|0,d|0)|0;b=b+(((d>>>0)/12|0)*12|0)|0}d=f[a>>2]|0;f[a>>2]=h;f[q>>2]=b;f[o>>2]=i;if(!d){q=e;return q|0}sOb(d);q=e;return q|0}function IKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,15)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{BKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+12|0;return e|0}function JKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,21)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{CKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+36|0;return e|0}function KKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=a+200|0;e=ZPb(f[e>>2]|0,(h[e+4>>0]|0)&255|0,18)|0;d=b&255;c=a+104|0;do if(!(1<<d&7&e))if(!(f[c>>2]|0)){e=0;return e|0}else{DKa(a,b);break}while(0);e=(f[c>>2]|0)+(d*48|0)+24|0;return e|0}function LKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0;e=a+200|0;d=f[e>>2]|0;g=h[e+4>>0]|0;i=ZPb(d|0,g&255|0,12)|0;m=c&255;j=1<<m;l=a+104|0;do if(!(j&7&i)){k=f[l>>2]|0;if(!k){m=0;return m|0}if(!(f[a+60+(m<<2)>>2]|0)){EKa(a,c);break}f[e>>2]=d&-28673|(j|i)<<12&28672;b[e+4>>0]=g;c=f[k+(m*48|0)>>2]|0;d=k+(m*48|0)+4|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~(((a+-12-c|0)>>>0)/12|0)*12|0)}while(0);m=(f[l>>2]|0)+(m*48|0)|0;return m|0}function MKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;e=i+12|0;d=i+8|0;g=i+4|0;h=i;j=c+200|0;if((f[j>>2]&7|0)==0&0==0){rKa(a,b)|0;u=i;return}else{c=f[c+104>>2]|0;j=b&255;f[g>>2]=f[c+144+(j*48|0)>>2];f[h>>2]=f[c+144+(j*48|0)+4>>2];f[d>>2]=f[g>>2];f[e>>2]=f[h>>2];NKa(a,b,d,e);u=i;return}}function NKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=u;u=u+16|0;t=v;p=f[d>>2]|0;s=f[e>>2]|0;j=p;k=s;if((p|0)==(s|0)){rKa(a,c)|0;u=v;return}g=c&255;q=1<<g;r=a+200|0;c=f[r>>2]|0;e=(h[r+4>>0]|0)&255;f[r>>2]=c&-8|(q|c)&7;b[r+4>>0]=e;e=a+104|0;c=f[e>>2]|0;if(!c){c=pOb(368)|0;dQb(c|0,0,300)|0;n[c+328>>2]=-1.0;n[c+332>>2]=-1.0;n[c+336>>2]=-1.0;n[c+340>>2]=-1.0;n[c+344>>2]=-1.0;n[c+348>>2]=-1.0;n[c+352>>2]=-1.0;n[c+356>>2]=-1.0;n[c+360>>2]=-1.0;f[e>>2]=c}m=c+144+(g*48|0)|0;i=f[m>>2]|0;f[m>>2]=0;o=c+144+(g*48|0)+4|0;e=f[o>>2]|0;f[o>>2]=0;l=c+144+(g*48|0)+8|0;f[l>>2]=0;g=i;if(i|0){if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-16|0;if(c|0)iOb(c)}while((e|0)!=(g|0));sOb(i)}xKa(m,k-j>>4);g=t+4|0;i=t+8|0;j=t+12|0;c=p;do{f[t>>2]=f[c>>2];e=f[c+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[i>>2]=f[c+8>>2];f[j>>2]=f[c+12>>2];e=f[o>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){f[e>>2]=f[t>>2];f[e+4>>2]=f[g>>2];f[t>>2]=0;f[g>>2]=0;w=i;k=f[w+4>>2]|0;p=e+8|0;f[p>>2]=f[w>>2];f[p+4>>2]=k;f[o>>2]=(f[o>>2]|0)+16}else{yKa(m,t);e=f[g>>2]|0;if(e|0)iOb(e)}c=c+16|0;f[d>>2]=c}while((c|0)!=(s|0));d=f[r>>2]|0;w=h[r+4>>0]|0;t=ZPb(d|0,w&255|0,12)|0;f[r>>2]=d&-28673|((q^7)&t)<<12&28672;b[r+4>>0]=w;w=a+196|0;f[w>>2]=f[w>>2]|256;u=v;return}function OKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=a+108|0;c=f[b>>2]|0;if((f[e>>2]|0)==(c|0))return;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=c;g=a+112|0;b=f[g>>2]|0;f[g>>2]=d;if(b){iOb(b);c=f[e>>2]|0}g=a+196|0;f[g>>2]=f[g>>2]&-4353|((c|0)!=0&1)<<12|256;return}function PKa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,g=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j+4|0;g=j+8|0;k=j;n[i>>2]=d;n[g>>2]=0.0;n[k>>2]=1.0;k=d<1.0?i:k;g=f[(+n[k>>2]>0.0?k:g)>>2]|0;f[i>>2]=g;i=a+200|0;k=ZPb(f[i>>2]|0,(h[i+4>>0]|0)&255|0,34)|0;c=c&255;e=1<<c;if(!(e&7&k))c=a+180+(c<<2)|0;else{c=a+180+(c<<2)|0;if(+n[c>>2]==(f[s>>2]=g,+n[s>>2])){k=0;u=j;return k|0}}f[c>>2]=g;g=f[i>>2]|0;k=h[i+4>>0]|0;c=ZPb(g|0,k&255|0,34)|0;e=_Pb((e|c)&7|0,0,34)|0;f[i>>2]=e|g;b[i+4>>0]=I|k&227;k=a+196|0;f[k>>2]=f[k>>2]|256;k=1;u=j;return k|0}function QKa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;j=a+200|0;d=f[j>>2]|0;g=h[j+4>>0]|0;k=ZPb(d|0,g&255|0,34)|0;c=c&255;e=1<<c;i=e&7;if(!(i&k)){k=0;return k|0}c=a+180+(c<<2)|0;if(+n[c>>2]==1.0)c=g;else{f[c>>2]=1065353216;d=f[j>>2]|0;c=h[j+4>>0]|0;k=ZPb(d|0,c&255|0,34)|0;k=_Pb((e|k)&7|0,0,34)|0;d=k|d;c=I|c&227;f[j>>2]=d;b[j+4>>0]=c;k=a+196|0;f[k>>2]=f[k>>2]|256}k=ZPb(d|0,c&255|0,34)|0;k=_Pb((i^7)&k|0,0,34)|0;f[j>>2]=k|d;b[j+4>>0]=I|c&227;k=1;return k|0}function RKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0;d=b&255;e=+n[a+180+(d<<2)>>2];d=a+12+(d<<3)|0;c=f[d>>2]|0;if(!c){fKa(a,b);c=f[d>>2]|0}return +(e*+n[c+164>>2])}function SKa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;g=l+8|0;h=l+4|0;j=l;d=a+104|0;e=f[d>>2]|0;if(!e){k=pOb(368)|0;dQb(k|0,0,300)|0;n[k+328>>2]=-1.0;n[k+332>>2]=-1.0;n[k+336>>2]=-1.0;n[k+340>>2]=-1.0;n[k+344>>2]=-1.0;n[k+348>>2]=-1.0;n[k+352>>2]=-1.0;n[k+356>>2]=-1.0;n[k+360>>2]=-1.0;f[d>>2]=k}else k=e;n[g>>2]=0.0;n[h>>2]=0.0;n[j>>2]=0.0;i=f[(+n[c>>2]>0.0?c:g)>>2]|0;g=c+4|0;g=f[(+n[g>>2]>0.0?g:h)>>2]|0;e=c+8|0;e=f[(+n[e>>2]>0.0?e:j)>>2]|0;d=b&255;if(+n[k+328+(d*12|0)>>2]==(f[s>>2]=i,+n[s>>2]))if(+n[k+328+(d*12|0)+4>>2]==(f[s>>2]=g,+n[s>>2]))if(!(+n[k+328+(d*12|0)+8>>2]!=(f[s>>2]=e,+n[s>>2]))){a=0;u=l;return a|0}f[k+328+(d*12|0)>>2]=i;f[k+328+(d*12|0)+4>>2]=g;f[k+328+(d*12|0)+8>>2]=e;a=a+196|0;f[a>>2]=f[a>>2]|8388864;a=1;u=l;return a|0}function TKa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=a+196|0;if(!(f[g>>2]&8388608)){h=0;return h|0}h=a+104|0;c=f[h>>2]|0;e=b&255;b=c+328+(e*12|0)|0;if(!(+n[b>>2]>=0.0)){h=0;return h|0}n[b>>2]=-1.0;n[c+328+(e*12|0)+4>>2]=-1.0;n[c+328+(e*12|0)+8>>2]=-1.0;b=f[g>>2]|0;c=b|256;f[g>>2]=c;d=f[h>>2]|0;if(+n[d+328+(e*12|0)>>2]>=0.0){h=1;return h|0}f[g>>2]=c&-8388609;if(!d){h=1;return h|0}g=a+200|0;if(!((b&672137216|0)==0&((f[g>>2]&4095|0)==0&0==0))){h=1;return h|0}f[h>>2]=0;RIa(d);sOb(d);h=1;return h|0}function UKa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0;if(+n[d>>2]==0.0)if(+n[d+4>>2]==0.0)if(+n[d+8>>2]==0.0)return;h=a+104|0;g=f[h>>2]|0;if(!g){g=pOb(368)|0;dQb(g|0,0,300)|0;n[g+328>>2]=-1.0;n[g+332>>2]=-1.0;n[g+336>>2]=-1.0;n[g+340>>2]=-1.0;n[g+344>>2]=-1.0;n[g+348>>2]=-1.0;n[g+352>>2]=-1.0;n[g+356>>2]=-1.0;n[g+360>>2]=-1.0;f[h>>2]=g}m=a+196|0;f[m>>2]=f[m>>2]|134217728;g=g+364|0;b[g>>0]=b[g>>0]&-2|c&1;k=+n[d>>2];j=+n[d+4>>2];l=+n[d+8>>2];i=+L(+(k*k+(j*j+l*l)));k=k/i;j=j/i;i=l/i;d=f[h>>2]|0;n[d+312>>2]=k;n[d+316>>2]=j;n[d+320>>2]=i;n[d+300>>2]=k;n[d+304>>2]=j;n[d+308>>2]=i;e=+N(+(e*.01745329238474369));n[d+324>>2]=e;fJa(a);return}function VKa(a){a=a|0;var b=0,c=0,d=0;c=a+196|0;b=f[c>>2]|0;f[c>>2]=b&-134217729;c=a+104|0;d=f[c>>2]|0;if(!d)return;a=a+200|0;if(!((b&546308096|0)==0&((f[a>>2]&4095|0)==0&0==0)))return;f[c>>2]=0;RIa(d);sOb(d);return}function WKa(a){a=a|0;return +(+Q(+(+n[(f[a+104>>2]|0)+324>>2]))*57.295780181884766)}function XKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+136>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function YKa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+76>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function ZKa(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+140>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function _Ka(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+84>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function $Ka(a,b,c){a=a|0;b=b|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;i=k;g=b&255;h=a+60+(g<<2)|0;b=f[h>>2]|0;if(!b){b=pOb(24)|0;d[b+4>>1]=0;f[b>>2]=36396;f[h>>2]=b;e=h}else e=h;a:while(1){switch(Rg[f[(f[b>>2]|0)+144>>2]&255](b,c)|0){case 1:break a;case 0:{b=0;j=14;break a}case 2:{l=f[h>>2]|0;oh[f[(f[l>>2]|0)+100>>2]&1023](i,l);l=f[i>>2]|0;f[i>>2]=0;b=f[h>>2]|0;f[e>>2]=l;if(!b)f[i>>2]=0;else{gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}break}default:{}}b=f[h>>2]|0}if((j|0)==14){u=k;return b|0}f[a+12+(g<<3)>>2]=0;l=a+12+(g<<3)+4|0;b=f[l>>2]|0;f[l>>2]=0;if(!b){l=1;u=k;return l|0}iOb(b);l=1;u=k;return l|0}function aLa(a,b){a=a|0;b=b|0;var c=0,e=0;b=b&255;e=a+60+(b<<2)|0;c=f[e>>2]|0;if(!c){e=0;return e|0}if(!(Pg[f[(f[c>>2]|0)+92>>2]&1023](c)|0)){e=0;return e|0}f[a+12+(b<<3)>>2]=0;a=a+12+(b<<3)+4|0;b=f[a>>2]|0;f[a>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(d[b+4>>1]&2047){e=1;return e|0}f[e>>2]=0;if(!b){e=1;return e|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=1;return e|0}function bLa(a,b,c,e){a=a|0;b=b|0;c=+c;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m;l=a+64|0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;a:while(1){switch(Rg[f[(f[g>>2]|0)+124>>2]&255](g,b)|0){case 0:{j=12;break a}case 1:{i=1;break a}case 2:{i=f[l>>2]|0;oh[f[(f[i>>2]|0)+100>>2]&1023](k,i);i=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=i;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==12)i=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;b:while(1){switch(Qg[f[(f[g>>2]|0)+128>>2]&15](g,c)|0){case 0:{j=24;break b}case 1:{b=1;break b}case 2:{b=f[l>>2]|0;oh[f[(f[b>>2]|0)+100>>2]&1023](k,b);b=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=b;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==24)b=0;g=f[l>>2]|0;if(!g){g=pOb(24)|0;d[g+4>>1]=0;f[g>>2]=36396;f[l>>2]=g;h=l}else h=l;c:while(1){switch(Rg[f[(f[g>>2]|0)+132>>2]&255](g,e)|0){case 0:{j=37;break c}case 1:{j=36;break c}case 2:{j=f[l>>2]|0;oh[f[(f[j>>2]|0)+100>>2]&1023](k,j);j=f[k>>2]|0;f[k>>2]=0;g=f[l>>2]|0;f[h>>2]=j;if(!g)f[k>>2]=0;else{gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[k>>2]|0;f[k>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g)}break}default:{}}g=f[l>>2]|0}if((j|0)==36){l=a+196|0;f[l>>2]=f[l>>2]|268435456;oJa(a)}else if((j|0)==37){l=a+196|0;f[l>>2]=f[l>>2]|268435456;if(!(i|b)){l=0;u=m;return l|0}}f[a+20>>2]=0;l=a+24|0;g=f[l>>2]|0;f[l>>2]=0;if(!g){l=1;u=m;return l|0}iOb(g);l=1;u=m;return l|0}function cLa(a){a=a|0;var b=0,c=0,e=0,g=0;c=a+196|0;if(!(f[c>>2]&268435456)){e=0;return e|0}e=a+64|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+52>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+60>>2]&1023](g)|0;g=f[e>>2]|0;Pg[f[(f[g>>2]|0)+68>>2]&1023](g)|0;f[c>>2]=f[c>>2]&-268435457;f[a+20>>2]=0;g=a+24|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)iOb(b);b=f[e>>2]|0;if(!(d[b+4>>1]&2047)){f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}if((f[c>>2]&805306368|0)!=536870912){g=1;return g|0}oJa(a);g=1;return g|0}function dLa(a){a=a|0;if(!(f[a+196>>2]&536870912)){a=f[(f[a+4>>2]|0)+44>>2]|0;return a|0}else{a=f[(f[a+104>>2]|0)+288>>2]|0;return a|0}return 0}function eLa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+640|0;s=y+528|0;t=y+136|0;v=y;w=y+400|0;x=y+272|0;o=a+196|0;h=f[o>>2]|0;if(!(h&268435456)){u=y;return}q=(f[a+4>>2]|0)+44|0;i=f[q>>2]|0;if(!(f[i+28>>2]|0)){u=y;return}if(!(b[i+148>>0]&2)){u=y;return}r=(h&536870912|0)!=0;if(!r){m=a+104|0;h=f[m>>2]|0;if(!h){h=pOb(368)|0;dQb(h|0,0,300)|0;n[h+328>>2]=-1.0;n[h+332>>2]=-1.0;n[h+336>>2]=-1.0;n[h+340>>2]=-1.0;n[h+344>>2]=-1.0;n[h+348>>2]=-1.0;n[h+352>>2]=-1.0;n[h+356>>2]=-1.0;n[h+360>>2]=-1.0;f[m>>2]=h}j=pOb(56)|0;mMa(j);k=h+288|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){h=f[l+16>>2]|0;if(h|0)iOb(h);h=f[l>>2]|0;if(h|0){k=l+4|0;i=f[k>>2]|0;if((i|0)!=(h|0)){do{j=i+-28|0;f[k>>2]=j;i=f[i+-24>>2]|0;if(!i)i=j;else{iOb(i);i=f[k>>2]|0}}while((i|0)!=(h|0));h=f[l>>2]|0}sOb(h)}sOb(l)}f[o>>2]=f[o>>2]|536870912;l=f[(f[m>>2]|0)+288>>2]|0;k=f[q>>2]|0;f[l+52>>2]=f[k+52>>2];pMa(l,0,f[k+24>>2]|0);pMa(l,1,f[(f[q>>2]|0)+28>>2]|0);pMa(l,2,f[(f[q>>2]|0)+32>>2]|0);qMa(l,0,0);qMa(l,1,(f[l+24>>2]|0)+(f[l+36>>2]|0)|0);qMa(l,2,(f[l+28>>2]|0)+(f[l+40>>2]|0)|0);iub(s,34962);rMa(l,s,0);k=f[(f[l>>2]|0)+20>>2]|0;q=k+4|0;m=l+4|0;h=f[m>>2]|0;if(h>>>0<(f[l+8>>2]|0)>>>0){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;i=(f[m>>2]|0)+28|0;f[m>>2]=i}else{fLa(l);i=f[m>>2]|0}h=f[s>>2]|0;o=s+4|0;j=f[o>>2]|0;if(j|0)gOb(j);f[i+-28>>2]=h;z=i+-24|0;h=f[z>>2]|0;f[z>>2]=j;if(h|0)iOb(h);f[i+-20>>2]=k;f[i+-16>>2]=8;f[i+-12>>2]=5126;f[i+-8>>2]=q;b[i+-4>>0]=1;b[i+-3>>0]=1;h=f[l>>2]|0;i=f[m>>2]|0;if((h|0)!=(i|0))do{f[h+20>>2]=q;h=h+28|0}while((h|0)!=(i|0));h=f[o>>2]|0;if(h|0)iOb(h)}i=a+20|0;h=f[i>>2]|0;if(!h){fKa(a,1);h=f[i>>2]|0}switch(b[h+214>>0]|0){case 0:{if(r){u=y;return}z=s+8|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+36>>2]=1.0;n[s+40>>2]=0.0;gLa(a,0,s);u=y;return}case 1:{if(r){u=y;return}j=f[a+96>>2]|0;k=f[j+4>>2]|0;l=f[j+8>>2]|0;m=f[j+12>>2]|0;o=f[j+16>>2]|0;q=f[j+20>>2]|0;r=f[j+24>>2]|0;c=f[j+28>>2]|0;d=f[j+32>>2]|0;e=f[j+36>>2]|0;g=f[j+40>>2]|0;t=f[j+44>>2]|0;v=f[j+48>>2]|0;w=f[j+52>>2]|0;x=f[j+56>>2]|0;z=f[j+60>>2]|0;f[s>>2]=f[j>>2];f[s+4>>2]=k;f[s+8>>2]=l;f[s+12>>2]=m;f[s+16>>2]=o;f[s+20>>2]=q;f[s+24>>2]=r;f[s+28>>2]=c;f[s+32>>2]=d;f[s+36>>2]=e;f[s+40>>2]=g;f[s+44>>2]=t;f[s+48>>2]=v;f[s+52>>2]=w;f[s+56>>2]=x;f[s+60>>2]=z;z=s+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;f[z+20>>2]=0;f[z+24>>2]=0;n[s+92>>2]=1.0;n[s+96>>2]=0.0;hLa(a,0,s);u=y;return}case 2:{if(!(r^1|c)){u=y;return}TAa(w,1.0,+(g|0)/+(e|0));k=JAa(d,e,g)|0;f[v>>2]=w;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}case 3:{if(!(r^1|c)){u=y;return}TAa(x,+(e|0)/+(g|0),1.0);k=JAa(d,e,g)|0;f[v>>2]=x;f[v+4>>2]=k;k=v+8|0;yAa(k,v)|0;j=f[a+96>>2]|0;n[t>>2]=+p[k>>3];n[t+4>>2]=+p[v+16>>3];n[t+8>>2]=+p[v+24>>3];n[t+12>>2]=+p[v+32>>3];n[t+16>>2]=+p[v+40>>3];n[t+20>>2]=+p[v+48>>3];n[t+24>>2]=+p[v+56>>3];n[t+28>>2]=+p[v+64>>3];n[t+32>>2]=+p[v+72>>3];n[t+36>>2]=+p[v+80>>3];n[t+40>>2]=+p[v+88>>3];n[t+44>>2]=+p[v+96>>3];n[t+48>>2]=+p[v+104>>3];n[t+52>>2]=+p[v+112>>3];n[t+56>>2]=+p[v+120>>3];n[t+60>>2]=+p[v+128>>3];f[t+64>>2]=j;iLa(s,t)|0;j=f[s+4>>2]|0;k=f[s+8>>2]|0;l=f[s+12>>2]|0;m=f[s+16>>2]|0;o=f[s+20>>2]|0;q=f[s+24>>2]|0;r=f[s+28>>2]|0;c=f[s+32>>2]|0;d=f[s+36>>2]|0;e=f[s+40>>2]|0;g=f[s+44>>2]|0;v=f[s+48>>2]|0;w=f[s+52>>2]|0;x=f[s+56>>2]|0;z=f[s+60>>2]|0;f[t>>2]=f[s>>2];f[t+4>>2]=j;f[t+8>>2]=k;f[t+12>>2]=l;f[t+16>>2]=m;f[t+20>>2]=o;f[t+24>>2]=q;f[t+28>>2]=r;f[t+32>>2]=c;f[t+36>>2]=d;f[t+40>>2]=e;f[t+44>>2]=g;f[t+48>>2]=v;f[t+52>>2]=w;f[t+56>>2]=x;f[t+60>>2]=z;z=t+64|0;f[z>>2]=0;f[z+4>>2]=0;f[z+8>>2]=0;f[z+12>>2]=0;f[z+16>>2]=0;n[t+84>>2]=1.0;n[t+88>>2]=0.0;jLa(a,1,t);u=y;return}default:{u=y;return}}}function fLa(a){a=a|0;var b=0,c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;c=f[a>>2]|0;i=(k-c|0)/28|0;e=i+1|0;b=c;g=k;if(e>>>0>153391689)AMb(a);m=a+8|0;c=((f[m>>2]|0)-c|0)/28|0;h=c<<1;h=c>>>0<76695844?(h>>>0<e>>>0?e:h):153391689;do if(!h)j=0;else if(h>>>0>153391689)vd();else{j=pOb(h*28|0)|0;break}while(0);c=j+(i*28|0)|0;e=c;h=j+(h*28|0)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;i=c+28|0;if((g|0)==(b|0))g=k;else{do{j=g;g=g+-28|0;f[c+-28>>2]=f[g>>2];k=j+-24|0;f[c+-24>>2]=f[k>>2];f[g>>2]=0;f[k>>2]=0;k=c+-20|0;j=j+-20|0;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];d[k+16>>1]=d[j+16>>1]|0;c=e+-28|0;e=c}while((g|0)!=(b|0));g=f[a>>2]|0;b=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((b|0)!=(e|0))do{c=f[b+-24>>2]|0;b=b+-28|0;if(c|0)iOb(c)}while((b|0)!=(e|0));if(!g)return;sOb(g);return}function gLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0,G=0.0,H=0;x=(f[a+4>>2]|0)+44|0;D=f[x>>2]|0;d=D+68|0;y=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[y+20>>2]|0;z=a>>>2;A=z+-1|0;B=A<<2;D=X((f[D+28>>2]|0)+(f[D+24>>2]|0)+(f[D+32>>2]|0)|0,z)|0;C=D<<2;D=qOb(D>>>0>1073741823?-1:D<<2)|0;E=zLa(d)|0;E=qOb(E>>>0>1073741823?-1:E<<2)|0;CLa(d,E)|0;if(!(ALa(d)|0)){s=c+8|0;t=c+16|0;u=c+24|0;v=c+36|0;r=c+32|0;k=a+-4&-4;a=f[x>>2]|0;g=f[a+24>>2]|0;if(!g){d=E;g=D}else{d=E+(A<<2)+(X(k,g+-1|0)|0)|0;h=X(z,g)|0;a=0;c=E;e=D;while(1){bQb(e|0,c|0,B|0)|0;n[e+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(g|0))break;else{c=c+(A<<2)|0;e=e+(z<<2)|0}}g=D+(h<<2)|0;a=f[x>>2]|0}q=f[a+28>>2]|0;if(q){e=d+(A<<2)+(X(k,q+-1|0)|0)|0;h=X(z,q)|0;c=0;a=g;while(1){bQb(a|0,d|0,B|0)|0;l=+n[d>>2];m=+n[d+4>>2];o=+n[d+8>>2];i=+p[s>>3];if(i==l)if(+p[t>>3]==m)if(+p[u>>3]==o){n[v>>2]=0.0;i=+n[r>>2]}else w=16;else w=16;else w=16;do if((w|0)==16){w=0;if(+n[v>>2]==0.0){G=l-i;F=m-+p[t>>3];i=o-+p[u>>3];i=+L(+(G*G+(F*F+i*i)));n[v>>2]=i;i=+n[r>>2]+i;n[r>>2]=i;break}else{n[r>>2]=0.0;n[v>>2]=0.0;i=0.0;break}}while(0);p[s>>3]=l;p[t>>3]=m;p[u>>3]=o;n[a+(A<<2)>>2]=i;c=c+1|0;if((c|0)==(q|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}d=e;g=g+(h<<2)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(!e){B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{c=0;a=g}while(1){bQb(a|0,d|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+(A<<2)|0;a=a+(z<<2)|0}}B=f[y>>2]|0;b=b?35040:35044;nub(B,C,D,b);tOb(E);tOb(D);return}else{v=ALa(d)|0;v=qOb(v>>>0>2147483647?-1:v<<1)|0;DLa(d,v)|0;r=c+8|0;s=c+16|0;t=c+24|0;u=c+36|0;q=c+32|0;a=f[x>>2]|0;h=f[a+24>>2]|0;if(!h){g=D;d=v}else{e=X(z,h)|0;a=0;d=v;c=D;while(1){bQb(c|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[c+(A<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;c=c+(z<<2)|0}}g=D+(e<<2)|0;d=v+(h<<1)|0;a=f[x>>2]|0}k=f[a+28>>2]|0;if(k){h=X(z,k)|0;a=0;c=d;e=g;while(1){H=E+((X(A,j[c>>1]|0)|0)<<2)|0;bQb(e|0,H|0,B|0)|0;l=+n[H>>2];m=+n[H+4>>2];o=+n[H+8>>2];i=+p[r>>3];if(i==l)if(+p[s>>3]==m)if(+p[t>>3]==o){n[u>>2]=0.0;i=+n[q>>2]}else w=29;else w=29;else w=29;do if((w|0)==29){w=0;if(+n[u>>2]==0.0){F=l-i;G=m-+p[s>>3];i=o-+p[t>>3];i=+L(+(F*F+(G*G+i*i)));n[u>>2]=i;i=+n[q>>2]+i;n[q>>2]=i;break}else{n[q>>2]=0.0;n[u>>2]=0.0;i=0.0;break}}while(0);p[r>>3]=l;p[s>>3]=m;p[t>>3]=o;n[e+(A<<2)>>2]=i;a=a+1|0;if((a|0)==(k|0))break;else{c=c+2|0;e=e+(z<<2)|0}}g=g+(h<<2)|0;d=d+(k<<1)|0;a=f[x>>2]|0}e=f[a+32>>2]|0;if(e|0){c=0;a=g;while(1){bQb(a|0,E+((X(A,j[d>>1]|0)|0)<<2)|0,B|0)|0;n[a+(A<<2)>>2]=0.0;c=c+1|0;if((c|0)==(e|0))break;else{d=d+2|0;a=a+(z<<2)|0}}}tOb(v);B=f[y>>2]|0;H=b?35040:35044;nub(B,C,D,H);tOb(E);tOb(D);return}}function hLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+lLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+lLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function iLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+64|0;r=f[h>>2]|0;u=b+16|0;t=b+32|0;s=b+48|0;n[a>>2]=+n[b>>2]*+n[r>>2]+ +n[u>>2]*+n[r+4>>2]+ +n[t>>2]*+n[r+8>>2]+ +n[s>>2]*+n[r+12>>2];r=f[h>>2]|0;q=b+4|0;p=b+20|0;o=b+36|0;m=b+52|0;n[a+4>>2]=+n[q>>2]*+n[r>>2]+ +n[p>>2]*+n[r+4>>2]+ +n[o>>2]*+n[r+8>>2]+ +n[m>>2]*+n[r+12>>2];r=f[h>>2]|0;l=b+8|0;k=b+24|0;j=b+40|0;i=b+56|0;n[a+8>>2]=+n[l>>2]*+n[r>>2]+ +n[k>>2]*+n[r+4>>2]+ +n[j>>2]*+n[r+8>>2]+ +n[i>>2]*+n[r+12>>2];r=f[h>>2]|0;g=b+12|0;e=b+28|0;d=b+44|0;c=b+60|0;n[a+12>>2]=+n[g>>2]*+n[r>>2]+ +n[e>>2]*+n[r+4>>2]+ +n[d>>2]*+n[r+8>>2]+ +n[c>>2]*+n[r+12>>2];r=f[h>>2]|0;n[a+16>>2]=+n[b>>2]*+n[r+16>>2]+ +n[u>>2]*+n[r+20>>2]+ +n[t>>2]*+n[r+24>>2]+ +n[s>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+20>>2]=+n[q>>2]*+n[r+16>>2]+ +n[p>>2]*+n[r+20>>2]+ +n[o>>2]*+n[r+24>>2]+ +n[m>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+24>>2]=+n[l>>2]*+n[r+16>>2]+ +n[k>>2]*+n[r+20>>2]+ +n[j>>2]*+n[r+24>>2]+ +n[i>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+28>>2]=+n[g>>2]*+n[r+16>>2]+ +n[e>>2]*+n[r+20>>2]+ +n[d>>2]*+n[r+24>>2]+ +n[c>>2]*+n[r+28>>2];r=f[h>>2]|0;n[a+32>>2]=+n[b>>2]*+n[r+32>>2]+ +n[u>>2]*+n[r+36>>2]+ +n[t>>2]*+n[r+40>>2]+ +n[s>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+36>>2]=+n[q>>2]*+n[r+32>>2]+ +n[p>>2]*+n[r+36>>2]+ +n[o>>2]*+n[r+40>>2]+ +n[m>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+40>>2]=+n[l>>2]*+n[r+32>>2]+ +n[k>>2]*+n[r+36>>2]+ +n[j>>2]*+n[r+40>>2]+ +n[i>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+44>>2]=+n[g>>2]*+n[r+32>>2]+ +n[e>>2]*+n[r+36>>2]+ +n[d>>2]*+n[r+40>>2]+ +n[c>>2]*+n[r+44>>2];r=f[h>>2]|0;n[a+48>>2]=+n[b>>2]*+n[r+48>>2]+ +n[u>>2]*+n[r+52>>2]+ +n[t>>2]*+n[r+56>>2]+ +n[s>>2]*+n[r+60>>2];b=f[h>>2]|0;n[a+52>>2]=+n[q>>2]*+n[b+48>>2]+ +n[p>>2]*+n[b+52>>2]+ +n[o>>2]*+n[b+56>>2]+ +n[m>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+56>>2]=+n[l>>2]*+n[b+48>>2]+ +n[k>>2]*+n[b+52>>2]+ +n[j>>2]*+n[b+56>>2]+ +n[i>>2]*+n[b+60>>2];b=f[h>>2]|0;n[a+60>>2]=+n[g>>2]*+n[b+48>>2]+ +n[e>>2]*+n[b+52>>2]+ +n[d>>2]*+n[b+56>>2]+ +n[c>>2]*+n[b+60>>2];return a|0}function jLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0.0,w=0;m=(f[a+4>>2]|0)+44|0;t=f[m>>2]|0;d=t+68|0;o=f[f[(f[a+104>>2]|0)+288>>2]>>2]|0;a=f[o+20>>2]|0;p=a>>>2;q=p+-1|0;r=q<<2;t=X((f[t+28>>2]|0)+(f[t+24>>2]|0)+(f[t+32>>2]|0)|0,p)|0;s=t<<2;t=qOb(t>>>0>1073741823?-1:t<<2)|0;u=zLa(d)|0;u=qOb(u>>>0>1073741823?-1:u<<2)|0;CLa(d,u)|0;if(!(ALa(d)|0)){l=a+-4&-4;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){d=u;h=t}else{d=u+(q<<2)+(X(l,h+-1|0)|0)|0;i=X(p,h)|0;a=0;e=u;g=t;while(1){bQb(g|0,e|0,r|0)|0;n[g+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{e=e+(q<<2)|0;g=g+(p<<2)|0}}h=t+(i<<2)|0;a=f[m>>2]|0}k=f[a+28>>2]|0;if(k){g=d+(q<<2)+(X(l,k+-1|0)|0)|0;i=X(p,k)|0;e=0;a=h;while(1){bQb(a|0,d|0,r|0)|0;v=+kLa(c,d);n[a+(q<<2)>>2]=v;e=e+1|0;if((e|0)==(k|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}d=g;h=h+(i<<2)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(!g){r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{e=0;a=h}while(1){bQb(a|0,d|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+(q<<2)|0;a=a+(p<<2)|0}}r=f[o>>2]|0;b=b?35040:35044;nub(r,s,t,b);tOb(u);tOb(t);return}else{l=ALa(d)|0;l=qOb(l>>>0>2147483647?-1:l<<1)|0;DLa(d,l)|0;a=f[m>>2]|0;h=f[a+24>>2]|0;if(!h){k=t;d=l}else{g=X(p,h)|0;a=0;d=l;e=t;while(1){bQb(e|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[e+(q<<2)>>2]=0.0;a=a+1|0;if((a|0)==(h|0))break;else{d=d+2|0;e=e+(p<<2)|0}}k=t+(g<<2)|0;d=l+(h<<1)|0;a=f[m>>2]|0}i=f[a+28>>2]|0;if(!i)h=k;else{h=X(p,i)|0;a=0;e=d;g=k;while(1){w=u+((X(q,j[e>>1]|0)|0)<<2)|0;bQb(g|0,w|0,r|0)|0;v=+kLa(c,w);n[g+(q<<2)>>2]=v;a=a+1|0;if((a|0)==(i|0))break;else{e=e+2|0;g=g+(p<<2)|0}}h=k+(h<<2)|0;d=d+(i<<1)|0;a=f[m>>2]|0}g=f[a+32>>2]|0;if(g|0){e=0;a=h;while(1){bQb(a|0,u+((X(q,j[d>>1]|0)|0)<<2)|0,r|0)|0;n[a+(q<<2)>>2]=0.0;e=e+1|0;if((e|0)==(g|0))break;else{d=d+2|0;a=a+(p<<2)|0}}}tOb(l);r=f[o>>2]|0;w=b?35040:35044;nub(r,s,t,w);tOb(u);tOb(t);return}}function kLa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0;i=+n[b>>2];h=+n[b+4>>2];g=+n[b+8>>2];e=+n[a+60>>2]+(i*+n[a+12>>2]+h*+n[a+28>>2]+g*+n[a+44>>2]);e=1.0/(e<9.999999747378752e-06?9.999999747378752e-06:e);d=(+n[a+48>>2]+(i*+n[a>>2]+h*+n[a+16>>2]+g*+n[a+32>>2]))*e;e=(+n[a+52>>2]+(i*+n[a+4>>2]+h*+n[a+20>>2]+g*+n[a+36>>2]))*e;f=a+64|0;g=+p[f>>3];if(g==d){c=a+72|0;b=a+84|0;if(+p[c>>3]==e){n[b>>2]=0.0;i=+n[a+80>>2];a=c;p[f>>3]=d;p[a>>3]=e;return +i}}else b=a+84|0;if(+n[b>>2]==0.0){h=d-g;c=a+72|0;i=e-+p[c>>3];i=+L(+(h*h+i*i));n[b>>2]=i;a=a+80|0;i=+n[a>>2]+i;n[a>>2]=i;a=c;p[f>>3]=d;p[a>>3]=e;return +i}else{n[a+80>>2]=0.0;n[b>>2]=0.0;i=0.0;a=a+72|0;p[f>>3]=d;p[a>>3]=e;return +i}return 0.0}function lLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0;k=+n[b>>2];i=+n[b+4>>2];g=+n[b+8>>2];e=+n[a>>2]*k+ +n[a+16>>2]*i+ +n[a+32>>2]*g+ +n[a+48>>2];f=+n[a+4>>2]*k+ +n[a+20>>2]*i+ +n[a+36>>2]*g+ +n[a+52>>2];g=+n[a+8>>2]*k+ +n[a+24>>2]*i+ +n[a+40>>2]*g+ +n[a+56>>2];h=a+64|0;i=+p[h>>3];if(i==e){c=a+72|0;if(+p[c>>3]==f){d=a+80|0;b=a+92|0;if(+p[d>>3]==g){n[b>>2]=0.0;k=+n[a+88>>2];j=d;a=c;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}}else j=3}else j=3;if((j|0)==3)b=a+92|0;if(+n[b>>2]==0.0){l=e-i;d=a+72|0;i=f-+p[d>>3];j=a+80|0;k=g-+p[j>>3];k=+L(+(l*l+(i*i+k*k)));n[b>>2]=k;a=a+88|0;k=+n[a>>2]+k;n[a>>2]=k;a=d;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +k}else{n[a+88>>2]=0.0;n[b>>2]=0.0;l=0.0;j=a+80|0;a=a+72|0;p[h>>3]=e;p[a>>3]=f;p[j>>3]=g;return +l}return 0.0}function mLa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}function nLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;j=f[d>>2]|0;k=j;if(!j){pLa(a,b,c)|0;u=n;return}l=a+4|0;g=f[l>>2]|0;if((f[a>>2]|0)!=(g|0)){e=g+-4|0;h=f[e>>2]|0;i=h+(f[g+-8>>2]|0)|0;if(i>>>0>=b>>>0){if((i|0)!=(b|0)){f[m>>2]=k;g=m+4|0;e=f[d+4>>2]|0;f[g>>2]=e;if(e|0)gOb(e);f[m+8>>2]=b;f[m+12>>2]=c;oLa(a,m)|0;e=f[g>>2]|0;if(e|0)iOb(e);u=n;return}if((f[g+-16>>2]|0)==(j|0)){f[e>>2]=h+c;u=n;return}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}}f[m>>2]=k;i=m+4|0;h=f[d+4>>2]|0;f[i>>2]=h;if(h){gOb(h);g=f[l>>2]|0}e=m+8|0;f[e>>2]=b;f[m+12>>2]=c;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=k;f[g+4>>2]=h;f[m>>2]=0;f[i>>2]=0;b=e;c=f[b+4>>2]|0;m=g+8|0;f[m>>2]=f[b>>2];f[m+4>>2]=c;f[l>>2]=(f[l>>2]|0)+16}else{yKa(a,m);e=f[i>>2]|0;if(e|0)iOb(e)}u=n;return}function oLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+52|0;q=A+16|0;p=A+48|0;z=A+8|0;v=A+4|0;c=A;s=b+12|0;l=f[s>>2]|0;if(!l){z=0;u=A;return z|0}k=f[a>>2]|0;y=a+4|0;r=f[y>>2]|0;x=b+8|0;d=r-k>>4;i=f[x>>2]|0;do if(!d){e=k;d=k;k=e;g=l+i|0}else{e=d;d=k;g=k;while(1){o=(e|0)/2|0;h=(f[g+(o<<4)+8>>2]|0)>>>0<i>>>0;j=g+(o<<4)+16|0;d=h?j:d;e=h?e+-1-o|0:o;if(!e)break;else g=h?j:g}o=d;g=l+i|0;if((d|0)==(k|0)){k=o;e=o}else{e=d+-16|0;h=e;n=f[d+-8>>2]|0;j=d+-4|0;m=(f[j>>2]|0)+n|0;if(i>>>0>m>>>0){k=o;e=o}else{l=f[b>>2]|0;k=(l|0)==(f[e>>2]|0);if(m>>>0<g>>>0){if(k){f[x>>2]=n;i=g;e=b}else h=o;f[e+12>>2]=i-n;k=h;e=o;break}if(k){z=0;u=A;return z|0}f[j>>2]=i-n;if(m>>>0>g>>>0){f[q>>2]=l;y=b+4|0;f[q+4>>2]=f[y>>2];f[b>>2]=0;f[y>>2]=0;y=x;z=f[y+4>>2]|0;c=q+8|0;f[c>>2]=f[y>>2];f[c+4>>2]=z;f[q+16>>2]=f[e>>2];c=f[d+-12>>2]|0;f[q+20>>2]=c;if(c|0)gOb(c);f[q+24>>2]=g;f[q+28>>2]=m-g;f[p>>2]=o;f[w>>2]=f[p>>2];sLa(a,w,q,q+32|0)|0;c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c);z=1;u=A;return z|0}else{k=o;e=o}}}}while(0);a:do if((d|0)==(r|0)){h=e;g=e}else{h=e;while(1){j=d+8|0;i=f[j>>2]|0;if(g>>>0<=i>>>0){t=20;break}i=(f[d+12>>2]|0)+i|0;if(i>>>0>g>>>0)break;e=e+16|0;d=d+16|0;h=d;if((d|0)==(r|0)){g=e;break a}}if((t|0)==20){if((g|0)!=(i|0)){g=e;break}if((f[b>>2]|0)!=(f[d>>2]|0)){g=e;break}f[s>>2]=(f[d+12>>2]|0)+g-(f[x>>2]|0);g=e+16|0;break}if((f[b>>2]|0)==(f[d>>2]|0)){g=f[x>>2]|0;d=b;e=e+16|0}else f[j>>2]=g;f[d+12>>2]=i-g;g=e}while(0);e=k;d=g;if((e|0)==(d|0)){f[v>>2]=h;f[w>>2]=f[v>>2];d=qLa(a,w,b)|0}else{a=f[b>>2]|0;c=b+4|0;w=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[k>>2]=a;a=e+4|0;c=f[a>>2]|0;f[a>>2]=w;if(c|0)iOb(c);a=x;x=f[a+4>>2]|0;h=e+8|0;f[h>>2]=f[a>>2];f[h+4>>2]=x;h=e+16|0;if((h|0)==(d|0))c=z;else{c=h+(g-h>>4<<4)|0;g=f[y>>2]|0;if((c|0)==(g|0))d=h;else{d=h;do{x=f[c>>2]|0;e=c+4|0;a=f[e>>2]|0;f[c>>2]=0;f[e>>2]=0;f[d>>2]=x;x=d+4|0;e=f[x>>2]|0;f[x>>2]=a;if(e|0)iOb(e);w=c+8|0;a=f[w+4>>2]|0;x=d+8|0;f[x>>2]=f[w>>2];f[x+4>>2]=a;c=c+16|0;d=d+16|0}while((c|0)!=(g|0));c=f[y>>2]|0}if((c|0)==(d|0)){d=h;c=z}else{do{e=c+-16|0;f[y>>2]=e;c=f[c+-12>>2]|0;if(!c)c=e;else{iOb(c);c=f[y>>2]|0}}while((c|0)!=(d|0));d=h;c=z}}}f[c>>2]=d;z=1;u=A;return z|0}function pLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;n=r+24|0;o=r+8|0;p=r;if(!c){q=0;u=r;return q|0}m=f[a>>2]|0;q=a+4|0;d=f[q>>2]|0;e=d-m>>4;if(!e){g=m;k=c+b|0;l=m}else{g=m;h=m;while(1){l=(e|0)/2|0;i=(f[h+(l<<4)+8>>2]|0)>>>0<b>>>0;j=h+(l<<4)+16|0;g=i?j:g;e=i?e+-1-l|0:l;if(!e)break;else h=i?j:h}l=g;k=c+b|0;if((g|0)!=(m|0)){e=g+-16|0;h=f[g+-8>>2]|0;i=g+-4|0;j=(f[i>>2]|0)+h|0;if(j>>>0>=b>>>0){f[i>>2]=b-h;if(j>>>0>k>>>0){f[o>>2]=f[e>>2];e=o+4|0;d=f[g+-12>>2]|0;f[e>>2]=d;if(d|0)gOb(d);f[o+8>>2]=k;f[o+12>>2]=j-k;f[p>>2]=l;f[n>>2]=f[p>>2];qLa(a,n,o)|0;d=f[e>>2]|0;if(d|0)iOb(d);q=1;u=r;return q|0}}}}a:do if((g|0)==(d|0)){h=0;e=l}else{e=l;c=g;while(1){i=c+8|0;h=f[i>>2]|0;if(k>>>0<=h>>>0){h=0;break a}j=c+12|0;h=(f[j>>2]|0)+h|0;if(h>>>0>k>>>0)break;e=e+16|0;c=c+16|0;if((c|0)==(d|0)){h=0;break a}}f[i>>2]=k;f[j>>2]=h-k;h=1}while(0);if((g|0)==(e|0)){q=h;u=r;return q|0}e=g+(e-l>>4<<4)|0;if((e|0)!=(d|0)){do{p=f[e>>2]|0;h=e+4|0;o=f[h>>2]|0;f[e>>2]=0;f[h>>2]=0;f[g>>2]=p;p=g+4|0;h=f[p>>2]|0;f[p>>2]=o;if(h|0)iOb(h);a=e+8|0;o=f[a+4>>2]|0;p=g+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;e=e+16|0;g=g+16|0}while((e|0)!=(d|0));d=f[q>>2]|0}if((d|0)==(g|0)){q=1;u=r;return q|0}do{e=d+-16|0;f[q>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[q>>2]|0}}while((d|0)!=(g|0));d=1;u=r;return d|0}function qLa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;p=q;k=f[a>>2]|0;g=k;h=(f[b>>2]|0)-g|0;j=h>>4;n=k+(j<<4)|0;o=a+4|0;d=f[o>>2]|0;m=a+8|0;l=f[m>>2]|0;b=d;e=l;if(d>>>0<l>>>0){if((n|0)==(d|0)){f[n>>2]=f[c>>2];m=c+4|0;f[k+(j<<4)+4>>2]=f[m>>2];f[c>>2]=0;f[m>>2]=0;m=c+8|0;a=f[m+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;f[o>>2]=(f[o>>2]|0)+16;p=n;u=q;return p|0}e=b-(n+16)>>4;h=n+(e<<4)|0;if(h>>>0<d>>>0){b=h;g=d;do{f[g>>2]=f[b>>2];m=b+4|0;f[g+4>>2]=f[m>>2];f[b>>2]=0;f[m>>2]=0;m=b+8|0;a=f[m+4>>2]|0;p=g+8|0;f[p>>2]=f[m>>2];f[p+4>>2]=a;b=b+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while(b>>>0<d>>>0)}if(e|0)do{b=h;h=h+-16|0;e=d;d=d+-16|0;p=f[h>>2]|0;g=b+-12|0;o=f[g>>2]|0;f[h>>2]=0;f[g>>2]=0;f[d>>2]=p;p=e+-12|0;g=f[p>>2]|0;f[p>>2]=o;if(g|0)iOb(g);a=b+-8|0;o=f[a+4>>2]|0;p=e+-8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o}while((h|0)!=(n|0));p=f[c>>2]|0;b=c+4|0;o=f[b>>2]|0;f[c>>2]=0;f[b>>2]=0;f[n>>2]=p;p=k+(j<<4)+4|0;b=f[p>>2]|0;f[p>>2]=o;if(b|0)iOb(b);a=c+8|0;o=f[a+4>>2]|0;p=k+(j<<4)+8|0;f[p>>2]=f[a>>2];f[p+4>>2]=o;p=n;u=q;return p|0}b=(b-g>>4)+1|0;if(b>>>0>268435455)AMb(a);l=e-g|0;d=l>>3;d=l>>4>>>0<134217727?(d>>>0<b>>>0?b:d):268435455;b=h>>4;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!d)i=0;else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;break}while(0);f[p>>2]=i;k=i+(b<<4)|0;l=p+8|0;f[l>>2]=k;j=p+4|0;f[j>>2]=k;k=p+12|0;f[k>>2]=i+(d<<4);rLa(p,c);i=f[j>>2]|0;e=f[a>>2]|0;if((e|0)==(n|0))b=i;else{d=n;b=i;do{h=d;d=d+-16|0;f[b+-16>>2]=f[d>>2];c=h+-12|0;f[b+-12>>2]=f[c>>2];f[d>>2]=0;f[c>>2]=0;h=h+-8|0;c=f[h+4>>2]|0;b=b+-8|0;f[b>>2]=f[h>>2];f[b+4>>2]=c;b=(f[j>>2]|0)+-16|0;f[j>>2]=b}while((d|0)!=(e|0))}d=f[o>>2]|0;if((d|0)==(n|0)){g=j;h=l;e=f[l>>2]|0}else{b=n;e=f[l>>2]|0;do{f[e>>2]=f[b>>2];h=b+4|0;f[e+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=b+8|0;c=f[h+4>>2]|0;n=e+8|0;f[n>>2]=f[h>>2];f[n+4>>2]=c;b=b+16|0;e=(f[l>>2]|0)+16|0;f[l>>2]=e}while((b|0)!=(d|0));g=j;h=l;b=f[j>>2]|0;d=f[o>>2]|0}n=f[a>>2]|0;f[a>>2]=b;f[g>>2]=n;f[o>>2]=e;f[h>>2]=d;b=f[m>>2]|0;f[m>>2]=f[k>>2];f[k>>2]=b;f[p>>2]=n;b=n;if((d|0)!=(b|0)){do{e=d+-16|0;f[l>>2]=e;d=f[d+-12>>2]|0;if(!d)d=e;else{iOb(d);d=f[l>>2]|0}}while((d|0)!=(b|0));b=f[p>>2]|0}if(b|0)sOb(b);p=i;u=q;return p|0}function rLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=a+8|0;m=f[o>>2]|0;l=a+12|0;n=f[l>>2]|0;g=n;do if((m|0)==(n|0)){n=a+4|0;e=f[n>>2]|0;c=f[a>>2]|0;d=c;if(e>>>0>c>>>0){g=((e-d>>4)+1|0)/-2|0;d=e+(g<<4)|0;if((e|0)==(m|0))c=m;else{do{l=f[e>>2]|0;c=e+4|0;a=f[c>>2]|0;f[e>>2]=0;f[c>>2]=0;f[d>>2]=l;l=d+4|0;c=f[l>>2]|0;f[l>>2]=a;if(c|0)iOb(c);k=e+8|0;a=f[k+4>>2]|0;l=d+8|0;f[l>>2]=f[k>>2];f[l+4>>2]=a;e=e+16|0;d=d+16|0}while((e|0)!=(m|0));c=f[n>>2]|0}f[o>>2]=d;f[n>>2]=c+(g<<4);break}d=g-d>>3;d=(d|0)==0?1:d;if(d>>>0>268435455)vd();i=pOb(d<<4)|0;j=i;g=i+(d>>>2<<4)|0;k=g;i=i+(d<<4)|0;if((e|0)==(m|0)){f[a>>2]=j;f[n>>2]=k;f[o>>2]=k;f[l>>2]=i}else{h=k;c=g;do{f[c>>2]=f[e>>2];p=e+4|0;f[c+4>>2]=f[p>>2];f[e>>2]=0;f[p>>2]=0;p=e+8|0;d=f[p+4>>2]|0;g=c+8|0;f[g>>2]=f[p>>2];f[g+4>>2]=d;c=h+16|0;h=c;e=e+16|0}while((e|0)!=(m|0));c=f[a>>2]|0;g=f[n>>2]|0;d=f[o>>2]|0;f[a>>2]=j;f[n>>2]=k;f[o>>2]=h;f[l>>2]=i;if((d|0)!=(g|0))do{e=f[d+-12>>2]|0;d=d+-16|0;if(e|0)iOb(e)}while((d|0)!=(g|0))}if(c|0)sOb(c)}while(0);p=f[o>>2]|0;f[p>>2]=f[b>>2];n=b+4|0;f[p+4>>2]=f[n>>2];f[b>>2]=0;f[n>>2]=0;n=b+8|0;b=f[n+4>>2]|0;p=p+8|0;f[p>>2]=f[n>>2];f[p+4>>2]=b;f[o>>2]=(f[o>>2]|0)+16;return}function sLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;i=h;j=(f[b>>2]|0)-i|0;b=h+(j>>4<<4)|0;o=d-c|0;l=o>>4;if((o|0)<=0){o=b;return o|0}n=a+8|0;g=f[n>>2]|0;o=a+4|0;m=f[o>>2]|0;e=m;if((l|0)<=(g-e>>4|0)){j=e-b|0;e=j>>4;if((l|0)>(e|0)){i=c+(e<<4)|0;if((i|0)==(d|0))g=m;else{h=i;g=m;do{f[g>>2]=f[h>>2];e=f[h+4>>2]|0;f[g+4>>2]=e;if(e|0)gOb(e);n=h+8|0;a=f[n+4>>2]|0;g=g+8|0;f[g>>2]=f[n>>2];f[g+4>>2]=a;h=h+16|0;g=(f[o>>2]|0)+16|0;f[o>>2]=g}while((h|0)!=(d|0))}if((j|0)>0)k=i;else{o=b;return o|0}}else{k=d;g=m}h=g-(b+(l<<4))>>4;j=b+(h<<4)|0;if(j>>>0<m>>>0){e=j;i=g;do{f[i>>2]=f[e>>2];d=e+4|0;f[i+4>>2]=f[d>>2];f[e>>2]=0;f[d>>2]=0;d=e+8|0;n=f[d+4>>2]|0;a=i+8|0;f[a>>2]=f[d>>2];f[a+4>>2]=n;e=e+16|0;i=(f[o>>2]|0)+16|0;f[o>>2]=i}while(e>>>0<m>>>0)}if(h|0)do{e=j;j=j+-16|0;h=g;g=g+-16|0;o=f[j>>2]|0;i=e+-12|0;a=f[i>>2]|0;f[j>>2]=0;f[i>>2]=0;f[g>>2]=o;o=h+-12|0;i=f[o>>2]|0;f[o>>2]=a;if(i|0)iOb(i);n=e+-8|0;a=f[n+4>>2]|0;o=h+-8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a}while((j|0)!=(b|0));if((k|0)==(c|0)){o=b;return o|0}else g=b;while(1){e=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0)gOb(h);f[g>>2]=e;o=g+4|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);n=c+8|0;a=f[n+4>>2]|0;o=g+8|0;f[o>>2]=f[n>>2];f[o+4>>2]=a;c=c+16|0;if((c|0)==(k|0))break;else g=g+16|0}return b|0}e=(e-i>>4)+l|0;if(e>>>0>268435455)AMb(a);m=g-i|0;g=m>>3;g=m>>4>>>0<134217727?(g>>>0<e>>>0?e:g):268435455;e=j>>4;do if(!g)k=0;else if(g>>>0>268435455)vd();else{k=pOb(g<<4)|0;break}while(0);l=k+(e<<4)|0;j=l;k=k+(g<<4)|0;if((c|0)==(d|0))i=j;else{e=j;g=l;do{f[g>>2]=f[c>>2];h=f[c+4>>2]|0;f[g+4>>2]=h;if(h|0)gOb(h);h=c+8|0;i=f[h+4>>2]|0;m=g+8|0;f[m>>2]=f[h>>2];f[m+4>>2]=i;g=e+16|0;e=g;c=c+16|0}while((c|0)!=(d|0));i=e;h=f[a>>2]|0}if((h|0)==(b|0)){e=l;h=j}else{g=b;c=j;e=l;do{m=g;g=g+-16|0;f[e+-16>>2]=f[g>>2];d=m+-12|0;f[e+-12>>2]=f[d>>2];f[g>>2]=0;f[d>>2]=0;m=m+-8|0;d=f[m+4>>2]|0;e=e+-8|0;f[e>>2]=f[m>>2];f[e+4>>2]=d;e=c+-16|0;c=e}while((g|0)!=(h|0));h=c}g=f[o>>2]|0;if((g|0)==(b|0))c=i;else{c=i;e=i;do{f[e>>2]=f[b>>2];j=b+4|0;f[e+4>>2]=f[j>>2];f[b>>2]=0;f[j>>2]=0;j=b+8|0;m=f[j+4>>2]|0;d=e+8|0;f[d>>2]=f[j>>2];f[d+4>>2]=m;b=b+16|0;e=c+16|0;c=e}while((b|0)!=(g|0));e=h;b=f[o>>2]|0}g=f[a>>2]|0;f[a>>2]=e;f[o>>2]=c;f[n>>2]=k;if((b|0)!=(g|0))do{e=f[b+-12>>2]|0;b=b+-16|0;if(e|0)iOb(e)}while((b|0)!=(g|0));if(!g){o=l;return o|0}sOb(g);o=l;return o|0}function tLa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=a+4|0;c=b+4|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+8|0;b=b+8|0;a=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=a;return}function uLa(a){a=a|0;var b=0;b=Qb()|0;f[a>>2]=b;return}function vLa(a){a=a|0;Rb(f[a>>2]|0);return}function wLa(a){a=a|0;Pb(f[a>>2]|0);return}function xLa(a,b,c){a=a|0;b=b|0;c=c|0;return (Nb(f[a>>2]|0,b|0,c|0)|0)!=0|0}function yLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return (Ob(f[a>>2]|0,b|0,c|0,d|0,e|0)|0)!=0|0}function zLa(a){a=a|0;return _b(f[a>>2]|0)|0}function ALa(a){a=a|0;return Ub(f[a>>2]|0)|0}function BLa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return (Zb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0|0}function CLa(a,b){a=a|0;b=b|0;return (Tb(f[a>>2]|0,b|0)|0)!=0|0}function DLa(a,b){a=a|0;b=b|0;return (Sb(f[a>>2]|0,b|0)|0)!=0|0}function ELa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=f[c>>2]|0;if(!c){b=0;return b|0}switch(f[c+4>>2]|0){case 34962:{d=f[64754]|0;Yvb(258928,f[c>>2]|0)|0;b=(Xb(f[a>>2]|0,b|0)|0)!=0;Yvb(258928,d)|0;return b|0}case 34963:{e=f[64755]|0;Zvb(258928,f[c>>2]|0)|0;d=(Vb(f[a>>2]|0,b|0)|0)!=0;Zvb(258928,e)|0;return d|0}default:{e=0;return e|0}}return 0}function FLa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;e=f[e>>2]|0;if(!e){d=0;return d|0}switch(f[e+4>>2]|0){case 34962:{g=f[64754]|0;Yvb(258928,f[e>>2]|0)|0;d=(Yb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Yvb(258928,g)|0;return d|0}case 34963:{h=f[64755]|0;Zvb(258928,f[e>>2]|0)|0;g=(Wb(f[a>>2]|0,b|0,c|0,d|0)|0)!=0;Zvb(258928,h)|0;return g|0}default:{h=0;return h|0}}return 0}function GLa(a){a=a|0;var b=0;f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function HLa(a){a=a|0;yf()}function ILa(a,b){a=a|0;b=b|0;var c=0,d=0;d=b+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function JLa(a){a=a|0;return 0}function KLa(a){a=a|0;return 1}function LLa(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function MLa(a){a=a|0;return 0}function NLa(a){a=a|0;return f[a+44>>2]|0}function OLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function PLa(a){a=a|0;var b=0;f[a>>2]=37492;b=f[a+204>>2]|0;if(b|0)iOb(b);ZLa(a+48|0);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function QLa(a){a=a|0;return 0}function RLa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;k=a+200|0;if(f[k>>2]|0){m=0;u=n;return m|0}if(!(f[a+28>>2]|0)){m=0;u=n;return m|0}if(c){ULa(m,a);d=m+4|0;e=d;c=f[m>>2]|0;d=f[d>>2]|0}else{d=pOb(220)|0;f[d+4>>2]=0;f[d+8>>2]=0;f[d>>2]=37540;c=d+12|0;e=d+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[d+44>>2]=-1;f[d+48>>2]=0;f[d+52>>2]=0;e=d+56|0;f[e>>2]=0;f[c>>2]=37492;g=d+60|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[d+108>>2]=5123;h=d+112|0;i=d+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;uLa(d+128|0);h=d+208|0;i=d+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[h>>0]=b[h>>0]&-16|2;f[d+212>>2]=0;f[d+216>>2]=0;f[e>>2]=g;f[m>>2]=c;e=m+4|0;f[e>>2]=d;gOb(d);iOb(d)}f[m>>2]=0;f[e>>2]=0;f[k>>2]=c;l=a+204|0;c=f[l>>2]|0;f[l>>2]=d;if(c|0)iOb(c);c=f[(f[k>>2]|0)+44>>2]|0;i=a+164|0;e=f[i>>2]|0;j=a+160|0;d=f[j>>2]|0;f[a+44>>2]=c;if((e|0)==(d|0)){m=1;u=n;return m|0}k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;a:while(1){while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[m>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,m);f[e+128>>2]=d;QIa(j,g);d=f[i>>2]|0;c=f[j>>2]|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break a}}g=g+1|0;if(g>>>0>=d-c>>2>>>0){c=1;d=17;break}}if((d|0)==17){u=n;return c|0}return 0}function SLa(a){a=a|0;return 1}function TLa(a){a=a|0;return a+48|0}function ULa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=pOb(220)|0;f[k+4>>2]=0;f[k+8>>2]=0;f[k>>2]=37540;h=k+12|0;d=k+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[k+44>>2]=-1;f[k+48>>2]=0;f[k+52>>2]=0;d=k+56|0;f[d>>2]=0;f[h>>2]=37492;e=k+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[k+108>>2]=5123;g=k+112|0;i=k+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(k+128|0);g=k+208|0;i=k+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[g>>0]=b[g>>0]&-16|2;f[k+212>>2]=0;f[k+216>>2]=0;f[d>>2]=e;f[a>>2]=h;f[a+4>>2]=k;gOb(k);iOb(k);a=f[c+36>>2]|0;d=f[c+40>>2]|0;if(d|0)gOb(d);f[k+48>>2]=a;j=k+52|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+4>>2]|0;d=f[c+8>>2]|0;if(d|0)gOb(d);f[k+16>>2]=a;j=k+20|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+12>>2]|0;d=f[c+16>>2]|0;if(d|0)gOb(d);f[k+24>>2]=a;j=k+28|0;a=f[j>>2]|0;f[j>>2]=d;if(a|0)iOb(a);a=f[c+20>>2]|0;d=f[c+24>>2]|0;if(d|0)gOb(d);f[k+32>>2]=a;k=k+36|0;a=f[k>>2]|0;f[k>>2]=d;if(!a)return;iOb(a);return}function VLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function WLa(a){a=a|0;var b=0,c=0;f[a>>2]=37540;b=a+12|0;f[b>>2]=37492;c=f[a+216>>2]|0;if(c|0)iOb(c);ZLa(a+60|0);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function XLa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function YLa(a){a=a|0;sOb(a);return}function ZLa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+96>>2]|0;if(b|0){c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+84>>2]|0;if(b|0){c=a+88|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+72>>2]|0;if(b|0){c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}vLa(a+68|0);d=f[a+56>>2]|0;if(d|0){b=a+60|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a>>2]|0;if(!b)return;e=a+4|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[e>>2]=d;c=f[c+-24>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function _La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function $La(a){a=a|0;var b=0;f[a>>2]=37568;b=f[a+52>>2]|0;if(b|0)iOb(b);f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function aMa(a){a=a|0;return 0}function bMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;p=s+8|0;k=s;m=a+48|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){r=0;u=s;return r|0}l=a+52|0;q=f[l>>2]|0;r=(q|0)==0;if(!r)gOb(q);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;g=f[d>>2]|0;e=g;if(!g)o=d;else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(g);o=d}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;e=f[j>>2]|0;d=f[i>>2]|0;a:do if((e|0)!=(d|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=d;d=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);c=f[o>>2]|0;if(c|0)iOb(c);if(r){r=1;u=s;return r|0}iOb(q);r=1;u=s;return r|0}function cMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function dMa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37616;b=f[a+68>>2]|0;if(b|0)iOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=37444;b=f[a+40>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0)iOb(b);b=f[a+16>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function eMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2>>>0>1|0}function fMa(a,b){a=a|0;b=b|0;var c=0,d=0;d=(f[b+64>>2]|0)+28|0;c=f[d+4>>2]|0;b=a;f[b>>2]=f[d>>2];f[b+4>>2]=c;return}function gMa(a){a=a|0;var b=0,c=0,d=0;d=f[(f[a+64>>2]|0)+32>>2]|0;b=f[a+56>>2]|0;a=f[a+52>>2]|0;c=a;if((b|0)==(a|0)){d=0;return d|0}b=b-a>>2;a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0)){b=5;break}a=a+1|0;if(a>>>0>=b>>>0){a=0;b=5;break}}if((b|0)==5)return a|0;return 0}function hMa(a){a=a|0;return (f[a+56>>2]|0)-(f[a+52>>2]|0)>>2|0}function iMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;p=w+16|0;v=w+8|0;q=w;e=f[a+52>>2]|0;if((f[a+56>>2]|0)-e>>2>>>0<=c>>>0){v=0;u=w;return v|0}r=a+48|0;t=f[r>>2]|0;c=f[e+(c<<2)>>2]|0;f[p>>2]=f[a+28>>2];f[p+4>>2]=c;zRa(v,t,p);c=f[v>>2]|0;do if(!c)e=0;else{g=a+64|0;h=f[g>>2]|0;if((c|0)==(h|0))e=0;else{if(!d){t=f[c+44>>2]|0;if((f[t+32>>2]|0)==(0-((f[t+24>>2]|0)+(f[t+28>>2]|0))|0)){e=0;break}}d=a+68|0;s=f[d>>2]|0;t=(s|0)==0;if(!t){gOb(s);c=f[v>>2]|0}i=f[c+44>>2]|0;n=v+4|0;e=f[n>>2]|0;if(e|0)gOb(e);f[g>>2]=c;c=f[d>>2]|0;f[d>>2]=e;if(c|0)iOb(c);o=a+44|0;a:do if((f[o>>2]|0)!=(i|0)){f[o>>2]=i;k=f[h+44>>2]|0;j=k+112|0;k=k+116|0;e=f[k>>2]|0;c=f[j>>2]|0;if((e|0)!=(c|0)){l=i+112|0;m=i+116|0;h=i+120|0;g=0;do{while(1){d=f[c+(g<<2)>>2]|0;if((f[d+4>>2]|0)!=(a|0))break;f[p>>2]=d;c=f[m>>2]|0;e=c-(f[l>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=d;f[m>>2]=(f[m>>2]|0)+4}else MIa(l,p);f[d+128>>2]=e;QIa(j,g);e=f[k>>2]|0;c=f[j>>2]|0;if(g>>>0>=e-c>>2>>>0)break a}g=g+1|0}while(g>>>0<e-c>>2>>>0)}}while(0);f[q>>2]=f[v>>2];c=f[n>>2]|0;f[q+4>>2]=c;if(!c)kMa(a,q);else{gOb(c);kMa(a,q);iOb(c)}c=f[o>>2]|0;e=f[c+112>>2]|0;d=f[c+116>>2]|0;if((e|0)!=(d|0)){c=e;do{q=f[c>>2]|0;mJa(q,0,0);nJa(q,0,0);c=c+4|0}while((c|0)!=(d|0));c=f[o>>2]|0}if(b[c+148>>0]&2){d=ySa(f[r>>2]|0)|0;e=f[o>>2]|0;c=f[e+112>>2]|0;e=f[e+116>>2]|0;if((c|0)!=(e|0))do{xDa(d,f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0))}if(t)e=1;else{iOb(s);e=1}}}while(0);c=f[v+4>>2]|0;if(c|0)iOb(c);v=e;u=w;return v|0}function jMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;k=v;m=a+64|0;n=f[m>>2]|0;if(!(f[n+28>>2]|0))if((f[n+32>>2]|0)==-1){t=0;u=v;return t|0}l=a+68|0;s=f[l>>2]|0;t=(s|0)==0;if(!t)gOb(s);if(c){ULa(k,a);c=f[k>>2]|0;d=k+4|0;e=f[d>>2]|0;g=e;if(!e){o=d;e=g}else h=8}else{j=pOb(220)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=37540;c=j+12|0;d=j+16|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[d+24>>2]=0;f[j+44>>2]=-1;f[j+48>>2]=0;f[j+52>>2]=0;d=j+56|0;f[d>>2]=0;f[c>>2]=37492;e=j+60|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[j+108>>2]=5123;g=j+112|0;h=j+84|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;uLa(j+128|0);g=j+208|0;h=j+132|0;i=h+76|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=b[g>>0]&-16|2;f[j+212>>2]=0;f[j+216>>2]=0;f[d>>2]=e;f[k>>2]=c;d=k+4|0;f[d>>2]=j;gOb(j);iOb(j);g=j;e=j;h=8}if((h|0)==8){gOb(e);o=d;e=g}f[m>>2]=c;d=f[l>>2]|0;f[l>>2]=e;if(d){iOb(d);c=f[m>>2]|0}c=f[c+44>>2]|0;f[a+44>>2]=c;j=f[n+44>>2]|0;i=j+112|0;j=j+116|0;d=f[j>>2]|0;e=f[i>>2]|0;a:do if((d|0)!=(e|0)){k=c+112|0;l=c+116|0;h=c+120|0;g=0;c=e;do{while(1){e=f[c+(g<<2)>>2]|0;if((f[e+4>>2]|0)!=(a|0))break;f[p>>2]=e;c=f[l>>2]|0;d=c-(f[k>>2]|0)>>2;if((f[h>>2]|0)>>>0>c>>>0){f[c>>2]=e;f[l>>2]=(f[l>>2]|0)+4}else MIa(k,p);f[e+128>>2]=d;QIa(i,g);d=f[j>>2]|0;c=f[i>>2]|0;if(g>>>0>=d-c>>2>>>0)break a}g=g+1|0}while(g>>>0<d-c>>2>>>0)}while(0);h=a+52|0;i=f[h>>2]|0;j=a+56|0;c=f[j>>2]|0;g=i;if((c|0)!=(i|0)){c=c+(~((c+-4-g|0)>>>2)<<2)|0;f[j>>2]=c}e=a+60|0;d=c-g|0;c=d>>2;if((f[e>>2]|0)-g>>2>>>0>c>>>0){do if(!c){q=0;r=0}else if(c>>>0>1073741823)vd();else{r=pOb(d)|0;q=r;break}while(0);c=q+(c<<2)|0;if((d|0)>0)bQb(r|0,i|0,d|0)|0;f[h>>2]=q;f[j>>2]=c;f[e>>2]=c;if(i|0)sOb(i)}c=f[o>>2]|0;if(c|0)iOb(c);if(t){t=1;u=v;return t|0}iOb(s);t=1;u=v;return t|0}function kMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=f[b>>2]|0;c=f[d+36>>2]|0;d=f[d+40>>2]|0;if(d|0)gOb(d);f[a+36>>2]=c;e=a+40|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+4>>2]|0;d=f[d+8>>2]|0;if(d|0)gOb(d);f[a+4>>2]=c;e=a+8|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;e=a+16|0;c=f[e>>2]|0;f[e>>2]=d;if(c|0)iOb(c);d=f[b>>2]|0;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if(d|0)gOb(d);f[a+20>>2]=c;e=a+24|0;c=f[e>>2]|0;f[e>>2]=d;if(!c)return;iOb(c);return}function lMa(a){a=a|0;var b=0;b=f[a>>2]|0;a=(b&4096|0)==0?3:6;return (b>>>14&1)+((b&8192|0)==0?a:a+2|0)|0}function mMa(a){a=a|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+48>>2]=5123;f[a+52>>2]=0;a=a+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;return}function nMa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[a+12>>2]=c;c=a+16|0;b=f[c>>2]|0;f[c>>2]=d;if(!b)return;iOb(b);return}function oMa(a,b){a=a|0;b=b|0;f[a+20>>2]=b;return}function pMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+24+((b&255)<<2)>>2]=c;return}function qMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+36+((b&255)<<2)>>2]=c;return}function rMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;h=f[a>>2]|0;n=a+4|0;e=f[n>>2]|0;if((e|0)!=(h|0)){g=e;while(1){e=g+-28|0;f[n>>2]=e;g=f[g+-24>>2]|0;if(g){iOb(g);e=f[n>>2]|0}if((e|0)==(h|0))break;else g=e}}j=a+52|0;m=f[j>>2]|0;e=m>>>12&1;sMa(a,((m&8192|0)==0?e+1|0:e|2)+(m>>>14&1)|0);m=f[j>>2]|0;e=(m&4096|0)==0?3:6;m=((m&8192|0)==0?e:e+2|0)+(m>>>14&1)<<2;e=f[n>>2]|0;k=a+8|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;l=c+4|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=0;e=f[j>>2]|0;if(!(e&4096))i=3;else{e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;i=g+-24|0;e=f[i>>2]|0;f[i>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=d+12;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=3;f[g+-16>>2]=1;i=6;e=f[j>>2]|0}if(e&8192){e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;g=(f[n>>2]|0)+28|0;f[n>>2]=g}else{fLa(a);g=f[n>>2]|0}e=f[c>>2]|0;h=f[l>>2]|0;if(h|0)gOb(h);f[g+-28>>2]=e;o=g+-24|0;e=f[o>>2]|0;f[o>>2]=h;if(e|0)iOb(e);f[g+-20>>2]=(i<<2)+d;f[g+-12>>2]=5126;f[g+-8>>2]=m;b[g+-4>>0]=1;b[g+-3>>0]=2;f[g+-16>>2]=4;i=i+2|0;e=f[j>>2]|0}if(!(e&16384))return;e=f[n>>2]|0;if(e>>>0<(f[k>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;h=(f[n>>2]|0)+28|0;f[n>>2]=h}else{fLa(a);h=f[n>>2]|0}e=f[c>>2]|0;g=f[l>>2]|0;if(g|0)gOb(g);f[h+-28>>2]=e;o=h+-24|0;e=f[o>>2]|0;f[o>>2]=g;if(e|0)iOb(e);f[h+-20>>2]=(i<<2)+d;f[h+-8>>2]=m;b[h+-4>>0]=1;f[h+-16>>2]=3;b[h+-3>>0]=4;f[h+-12>>2]=5121;return}function sMa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+8|0;e=f[a>>2]|0;c=e;if((((f[l>>2]|0)-e|0)/28|0)>>>0>=b>>>0)return;m=a+4|0;if(b>>>0>153391689)vd();h=f[m>>2]|0;j=pOb(b*28|0)|0;i=j+(((h-e|0)/28|0)*28|0)|0;k=i;j=j+(b*28|0)|0;e=h;if((e|0)==(c|0))g=k;else{g=k;b=i;do{h=e;e=e+-28|0;f[b+-28>>2]=f[e>>2];i=h+-24|0;f[b+-24>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=b+-20|0;h=h+-20|0;f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[i+12>>2]=f[h+12>>2];d[i+16>>1]=d[h+16>>1]|0;b=g+-28|0;g=b}while((e|0)!=(c|0));h=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=g;f[m>>2]=k;f[l>>2]=j;b=h;if((c|0)!=(b|0))do{e=f[c+-24>>2]|0;c=c+-28|0;if(e|0)iOb(e)}while((c|0)!=(b|0));if(!h)return;sOb(h);return}function tMa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=pOb(220)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=37540;g=c+12|0;h=c+16|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+24>>2]=0;f[c+44>>2]=-1;f[c+48>>2]=0;f[c+52>>2]=0;h=c+56|0;f[h>>2]=0;f[g>>2]=37492;d=c+60|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;f[c+108>>2]=5123;e=c+112|0;i=c+84|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;uLa(c+128|0);e=c+208|0;i=c+132|0;j=i+76|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));b[e>>0]=b[e>>0]&-16|2;f[c+212>>2]=0;f[c+216>>2]=0;f[h>>2]=d;f[a>>2]=g;f[a+4>>2]=c;gOb(c);iOb(c);return}function uMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=f[b>>2]|0;if(!c){f[a>>2]=0;f[a+4>>2]=0;return}g=pOb(68)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37664;h=g+12|0;e=g+16|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[g+44>>2]=-1;f[g+48>>2]=0;f[g+52>>2]=0;e=g+56|0;f[e>>2]=0;f[h>>2]=37568;d=g+60|0;f[d>>2]=c;b=f[b+4>>2]|0;f[g+64>>2]=b;if(b){gOb(b);c=f[d>>2]|0}d=Pg[f[(f[c>>2]|0)+36>>2]&1023](c)|0;f[e>>2]=d;f[a>>2]=h;f[a+4>>2]=g;gOb(g);iOb(g);return}function vMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function wMa(a){a=a|0;var b=0,c=0;f[a>>2]=37664;b=a+12|0;f[b>>2]=37568;c=f[a+64>>2]|0;if(c|0)iOb(c);f[b>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);sOb(a);return}iOb(b);aOb(a);sOb(a);return}function xMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function yMa(a){a=a|0;sOb(a);return}function zMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;if(f[d>>2]|0)if((f[c>>2]|0)!=(f[c+4>>2]|0)){e=pOb(84)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=37692;g=e+12|0;AMa(g,b,c,d);f[a>>2]=g;f[a+4>>2]=e;gOb(e);iOb(e);return}f[a>>2]=0;f[a+4>>2]=0;return}function AMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=a+4|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;f[a+32>>2]=-1;f[a+36>>2]=0;f[a+40>>2]=0;i=a+44|0;f[i>>2]=0;f[a>>2]=37616;f[a+48>>2]=b;e=a+52|0;f[e>>2]=0;g=a+56|0;f[g>>2]=0;f[a+60>>2]=0;f[e>>2]=f[c>>2];e=c+4|0;f[g>>2]=f[e>>2];g=c+8|0;f[a+60>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[c>>2]=0;c=a+64|0;e=f[d>>2]|0;f[c>>2]=e;g=a+68|0;b=f[d+4>>2]|0;f[g>>2]=b;if(!b){d=e;c=e;b=0}else{gOb(b);c=f[c>>2]|0;d=c;b=f[g>>2]|0}f[i>>2]=f[d+44>>2];f[h>>2]=c;f[h+4>>2]=b;if(!b){kMa(a,h);u=j;return}else{gOb(b);kMa(a,h);iOb(b);u=j;return}}function BMa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=37692;e=a+12|0;f[e>>2]=37616;b=f[a+80>>2]|0;if(b|0)iOb(b);b=f[a+64>>2]|0;if(b|0){c=a+68|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[e>>2]=37444;b=f[a+52>>2]|0;if(b|0)iOb(b);b=f[a+36>>2]|0;if(b|0)iOb(b);b=f[a+28>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(!b){aOb(a);return}iOb(b);aOb(a);return}function CMa(a){a=a|0;BMa(a);sOb(a);return}function DMa(a){a=a|0;a=a+12|0;gh[f[f[a>>2]>>2]&2047](a);return}function EMa(a){a=a|0;sOb(a);return}function FMa(a,b){a=a|0;b=b|0;var c=0;Rg[f[(f[a>>2]|0)+28>>2]&255](a,0)|0;GMa(a,b,1)|0;b=f[a+44>>2]|0;a=f[b+112>>2]|0;b=f[b+116>>2]|0;if((a|0)==(b|0))return;do{c=f[a>>2]|0;mJa(c,0,0);nJa(c,0,0);a=a+4|0}while((a|0)!=(b|0));return}function GMa(a,b,c){a=a|0;b=b|0;c=c|0;if(!c)if(!(f[a+28>>2]|0)){a=0;return a|0}b=HMa(f[a+44>>2]|0,b,c)|0;if(!(b&c)){a=b;return a|0}f[a+36>>2]=0;c=a+40|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+4>>2]=0;c=a+8|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+12>>2]=0;c=a+16|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)iOb(b);f[a+20>>2]=0;a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b){a=1;return a|0}iOb(b);a=1;return a|0}function HMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+112|0;a:do if(d)g=a+116|0;else{e=f[j>>2]|0;g=a+116|0;i=f[g>>2]|0;if((e|0)!=(i|0)){while(1){h=f[e>>2]|0;if(f[h+196>>2]&131072|0)if(!(f[h+116>>2]|0)){e=0;break}e=e+4|0;if((e|0)==(i|0))break a}return e|0}}while(0);i=ySa(c)|0;e=f[j>>2]|0;h=f[g>>2]|0;if((e|0)!=(h|0))do{g=f[e>>2]|0;if(!(f[g+196>>2]&131072))rDa(i,g);e=e+4|0}while((e|0)!=(h|0));j=a+56|0;k=f[j>>2]|0;l=a+60|0;e=f[l>>2]|0;i=k;if((e|0)!=(k|0)){e=e+(~(((e+-24-i|0)>>>0)/24|0)*24|0)|0;f[l>>2]=e}c=a+64|0;g=e-i|0;h=(g|0)/24|0;if((((f[c>>2]|0)-i|0)/24|0)>>>0>h>>>0){do if(!g)m=0;else if(h>>>0>178956970)vd();else{m=pOb(g)|0;break}while(0);g=m+(h*24|0)|0;h=g;if((e|0)==(k|0))e=h;else{do{m=g;g=g+-24|0;i=e;e=e+-24|0;f[g>>2]=f[e>>2];f[m+-20>>2]=f[i+-20>>2];f[m+-16>>2]=f[i+-16>>2];f[m+-12>>2]=f[i+-12>>2];f[m+-8>>2]=f[i+-8>>2];f[m+-4>>2]=f[i+-4>>2]}while((e|0)!=(k|0));e=g}f[j>>2]=e;f[l>>2]=h;f[c>>2]=h;if(k|0)sOb(k)}m=a+148|0;b[m>>0]=b[m>>0]&-5;j=a+72|0;k=f[j>>2]|0;l=a+76|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+80|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+84|0;k=f[j>>2]|0;l=a+88|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+92|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}j=a+96|0;k=f[j>>2]|0;l=a+100|0;e=f[l>>2]|0;g=k;if((e|0)!=(k|0)){e=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=e}c=a+104|0;i=e-g|0;e=(i|0)/12|0;if((((f[c>>2]|0)-g|0)/12|0)>>>0>e>>>0){if(!i){e=0+(e*12|0)|0;g=e}else{if(e>>>0>357913941)vd();h=(pOb(i)|0)+(e*12|0)|0;e=h;h=h+(((i|0)/-12|0)*12|0)|0;g=h;if((i|0)>0)bQb(h|0,k|0,i|0)|0}f[j>>2]=g;f[l>>2]=e;f[c>>2]=e;if(k|0)sOb(k)}wLa(a+68|0);b[m>>0]=b[m>>0]|2;f[a+108>>2]=0;i=f[a>>2]|0;h=a+4|0;e=f[h>>2]|0;if((e|0)!=(i|0))do{g=e+-28|0;f[h>>2]=g;e=f[e+-24>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(i|0));f[a+12>>2]=0;l=a+16|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);l=a+20|0;f[a+52>>2]=0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;if(!d){d=1;return d|0}b[m>>0]=b[m>>0]&-10|8;d=a+124|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;d=1;return d|0}function IMa(a,b,c){a=a|0;b=b|0;c=c|0;f[a+128>>2]=b;return}function JMa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=d&1;h=a+148|0;if(!((b[h>>0]&2)!=0|d^1)){e=ySa(c)|0;c=f[a+112>>2]|0;a=f[a+116>>2]|0;if((c|0)!=(a|0))do{d=f[c>>2]|0;if(!(f[d+196>>2]&131072))qDa(e,d);c=c+4|0}while((c|0)!=(a|0))}b[h>>0]=b[h>>0]&-3|g<<1&255;return}function KMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,f=0,g=0.0,h=0.0;h=+n[b>>2]*.5+ +n[c>>2]*.5;n[a+124>>2]=h;f=b+4|0;g=+n[f>>2]*.5+ +n[c+4>>2]*.5;n[a+128>>2]=g;d=b+8|0;e=+n[d>>2]*.5+ +n[c+8>>2]*.5;n[a+132>>2]=e;n[a+136>>2]=h-+n[b>>2];n[a+140>>2]=g-+n[f>>2];n[a+144>>2]=e-+n[d>>2];return}function LMa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[a+112>>2]|0;a=f[a+116>>2]|0;if((e|0)==(a|0)){c=0;return c|0}if(d){do{d=f[e>>2]|0;mJa(d,b,c);nJa(d,0,0);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}else{do{mJa(f[e>>2]|0,b,c);e=e+4|0}while((e|0)!=(a|0));e=1;return e|0}return 0}function MMa(a){a=a|0;switch(a|0){case 2:case 3:{a=5;break}case 0:{a=10;break}case 4:{a=3;break}case 6:{a=4;break}case 8:{a=1;break}case 7:{a=7;break}case 1:{a=8;break}default:a=6}return a|0}function NMa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;g=k+12|0;h=k+8|0;d=k;e=pOb(2624)|0;f[e>>2]=a;c=e+8|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;n[e+28>>2]=1.0;c=e+32|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+48>>2]=1.0;c=e+52|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+76>>2]=1065353216;f[e+80>>2]=1065353216;f[e+84>>2]=1065353216;c=e+88|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;f[e+120>>2]=1065353216;f[e+124>>2]=1065353216;f[e+128>>2]=1065353216;c=e+180|0;i=e+132|0;j=i+48|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+184|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+200>>2]=1.0;c=e+204|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+220>>2]=1.0;c=e+224|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[e+240>>2]=1.0;f[e+244>>2]=-1;f[e+248>>2]=1;f[e+252>>2]=1;f[e+256>>2]=1;f[e+260>>2]=1;f[e+264>>2]=1;c=e+364|0;i=e+268|0;j=i+96|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(j|0));n[c>>2]=1.0;c=e+368|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[e+392>>2]=1065353216;f[e+396>>2]=1065353216;f[e+400>>2]=1065353216;f[e+404>>2]=0;f[e+408>>2]=0;f[e+412>>2]=0;b[e+416>>0]=6;c=e+420|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;n[e+448>>2]=1.0;n[e+452>>2]=0.0;f[e+456>>2]=0;f[e+460>>2]=0;zBa(e+464|0,a);c=e+1840|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;n[e+1864>>2]=1.0;eAa(e+1872|0);f[a>>2]=e;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;JIa(d);f[h>>2]=f[64671];f[g>>2]=f[64672];OMa(e,0,h,g,d,2)|0;c=f[d+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function OMa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;w=z+16|0;h=z+12|0;i=z+8|0;j=z;x=z+4|0;y=PMa(a+32|0,c)|0;if(f[y>>2]|0){y=0;u=z;return y|0}s=pOb(144)|0;f[s+4>>2]=0;f[s+8>>2]=0;f[s>>2]=37720;v=s+12|0;f[i>>2]=f[c>>2];f[j>>2]=f[d>>2];f[h>>2]=f[i>>2];f[w>>2]=f[j>>2];RFa(v,b,h,w,e,g);f[y>>2]=v;v=y+4|0;h=f[v>>2]|0;f[v>>2]=s;if(h|0)iOb(h);i=a+52|0;j=a+56|0;h=f[i>>2]|0;do if((((f[j>>2]|0)-h|0)/20|0)>>>0<=b>>>0){g=b+1|0;h=((f[a+60>>2]|0)-h|0)/20|0;h=h>>>0>4?h:4;a:do if(h>>>0<g>>>0)do{if(h>>>0>2147483646){h=g;break a}h=h<<1}while(h>>>0<g>>>0);while(0);QMa(i,h);h=f[j>>2]|0;c=f[i>>2]|0;e=(h-c|0)/20|0;if(g>>>0>e>>>0){RMa(i,g-e|0);break}if(g>>>0<e>>>0){e=c+(g*20|0)|0;if((e|0)!=(h|0))do{c=h+-20|0;f[j>>2]=c;h=f[h+-12>>2]|0;if(h|0)do{s=h;h=f[h>>2]|0;sOb(s)}while((h|0)!=0);h=f[c>>2]|0;f[c>>2]=0;if(h|0)sOb(h);h=f[j>>2]|0}while((h|0)!=(e|0))}}while(0);r=f[i>>2]|0;s=r+(b*20|0)|0;i=f[y>>2]|0;j=i;q=X(j,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=r+(b*20|0)+4|0;o=f[m>>2]|0;p=(o|0)==0;b:do if(p){h=0;t=33}else{g=o+-1|0;e=(g&o|0)==0;if(e)h=q&g;else if(q>>>0<o>>>0)h=q;else h=(q>>>0)%(o>>>0)|0;c=f[(f[s>>2]|0)+(h<<2)>>2]|0;if(!c)t=33;else{if(e)while(1){c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if(!((e|0)==(q|0)|(e&g|0)==(h|0))){t=33;break b}if((f[c+8>>2]|0)==(i|0))break b}do{c=f[c>>2]|0;if(!c){t=33;break b}e=f[c+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=o>>>0)e=(e>>>0)%(o>>>0)|0;if((e|0)!=(h|0)){t=33;break b}}}while((f[c+8>>2]|0)!=(i|0))}}while(0);if((t|0)==33){i=pOb(12)|0;f[i+8>>2]=j;f[i+4>>2]=q;f[i>>2]=0;g=r+(b*20|0)+12|0;k=+(((f[g>>2]|0)+1|0)>>>0);l=+n[r+(b*20|0)+16>>2];do if(p|l*+(o>>>0)<k){h=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;c=~~+W(+(k/l))>>>0;SMa(s,h>>>0<c>>>0?c:h);h=f[m>>2]|0;c=h+-1|0;if(!(c&h)){e=h;h=c&q;break}if(q>>>0<h>>>0){e=h;h=q}else{e=h;h=(q>>>0)%(h>>>0)|0}}else e=o;while(0);c=(f[s>>2]|0)+(h<<2)|0;h=f[c>>2]|0;if(!h){h=r+(b*20|0)+8|0;f[i>>2]=f[h>>2];f[h>>2]=i;f[c>>2]=h;h=f[i>>2]|0;if(h|0){h=f[h+4>>2]|0;c=e+-1|0;if(!(c&e))h=h&c;else if(h>>>0>=e>>>0)h=(h>>>0)%(e>>>0)|0;h=(f[s>>2]|0)+(h<<2)|0;t=46}}else{f[i>>2]=f[h>>2];t=46}if((t|0)==46)f[h>>2]=i;f[g>>2]=(f[g>>2]|0)+1}i=f[d>>2]|0;f[x>>2]=i;f[w>>2]=f[x>>2];g=TMa(a,w)|0;e=g+12|0;h=f[e>>2]|0;if((h|0)==(f[g+16>>2]|0))UMa(g+8|0,y);else{f[h>>2]=f[y>>2];c=f[v>>2]|0;f[h+4>>2]=c;if(c){gOb(c);h=f[e>>2]|0}f[e>>2]=h+8}c=f[y>>2]|0;h=f[g+68>>2]|0;if(h|0)do{VMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+228>>2]|0;if(h|0)do{WMa(0,c,f[h+12>>2]|0);h=f[h>>2]|0}while((h|0)!=0);h=f[g+4>>2]|0;if(h|0){SFa(c,h);XMa(a+64|0,c);uDa(a+464|0,c)}h=f[g+28>>2]|0;if(!h){y=1;u=z;return y|0}if(!i){do{ZMa(a,y,f[h+16>>2]|0,0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}else{do{x=h;ZMa(a,y,f[x+16>>2]|0,x+24|0);h=f[h>>2]|0}while((h|0)!=0);h=1;u=z;return h|0}return 0}function PMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;FNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function QMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;o=a+8|0;c=f[a>>2]|0;d=c;if((((f[o>>2]|0)-c|0)/20|0)>>>0>=b>>>0)return;p=a+4|0;if(b>>>0>214748364)vd();e=f[p>>2]|0;m=pOb(b*20|0)|0;g=m+(((e-c|0)/20|0)*20|0)|0;n=g;m=m+(b*20|0)|0;c=e;if((c|0)==(d|0))c=n;else{l=n;do{r=c;c=c+-20|0;q=f[c>>2]|0;f[c>>2]=0;i=r+-16|0;h=f[i>>2]|0;f[i>>2]=0;f[g+-20>>2]=q;f[g+-16>>2]=h;i=g+-12|0;j=r+-12|0;b=f[j>>2]|0;f[i>>2]=b;k=r+-8|0;e=f[k>>2]|0;f[g+-8>>2]=e;f[g+-4>>2]=f[r+-4>>2];g=q;if(e|0){b=f[b+4>>2]|0;e=h+-1|0;if(!(e&h))b=b&e;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;f[g+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}g=l+-20|0;l=g}while((c|0)!=(d|0));c=l;e=f[a>>2]|0;d=f[p>>2]|0}f[a>>2]=c;f[p>>2]=n;f[o>>2]=m;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function RMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;p=a+8|0;g=f[p>>2]|0;q=a+4|0;c=f[q>>2]|0;if(((g-c|0)/20|0)>>>0>=b>>>0){do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=(f[q>>2]|0)+20|0;f[q>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/20|0;c=e+b|0;if(c>>>0>214748364)AMb(a);m=(g-d|0)/20|0;o=m<<1;c=m>>>0<107374182?(o>>>0<c>>>0?c:o):214748364;do if(!c)h=0;else if(c>>>0>214748364)vd();else{h=pOb(c*20|0)|0;break}while(0);g=h+(e*20|0)|0;e=g;d=h+(c*20|0)|0;o=e;c=g;do{f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[c+16>>2]=1.0;c=o+20|0;o=c;b=b+-1|0}while((b|0)!=0);m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=e;e=m;b=m}else{l=e;b=g;do{s=c;c=c+-20|0;h=f[c>>2]|0;f[c>>2]=0;i=s+-16|0;g=f[i>>2]|0;f[i>>2]=0;f[b+-20>>2]=h;f[b+-16>>2]=g;i=b+-12|0;j=s+-12|0;e=f[j>>2]|0;f[i>>2]=e;k=s+-8|0;r=f[k>>2]|0;f[b+-8>>2]=r;f[b+-4>>2]=f[s+-4>>2];if(r|0){b=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))b=b&e;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;f[h+(b<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}b=l+-20|0;l=b}while((c|0)!=(m|0));c=l;e=f[a>>2]|0;b=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[p>>2]=d;d=e;if((b|0)!=(d|0))do{c=f[b+-12>>2]|0;b=b+-20|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);c=f[b>>2]|0;f[b>>2]=0;if(c|0)sOb(c)}while((b|0)!=(d|0));if(!e)return;sOb(e);return}function SMa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){zNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;zNa(a,b);return}function TMa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;p=a+12|0;m=f[b>>2]|0;l=a+16|0;k=f[l>>2]|0;a:do if(!k){b=0;c=0;e=1;g=p}else{j=k+-1|0;i=(j&k|0)==0;if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;g=f[p>>2]|0;b=f[g+(e<<2)>>2]|0;b:do if(b|0){b=f[b>>2]|0;if(b|0){if(i){while(1){q=f[b+4>>2]|0;c=(q|0)==(m|0);if(!(c|(q&j|0)==(e|0)))break b;if(c)if((f[b+8>>2]|0)==(m|0))break;b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}while(1){c=f[b+4>>2]|0;if((c|0)==(m|0)){if((f[b+8>>2]|0)==(m|0))break}else{if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0))break b}b=f[b>>2]|0;if(!b)break b}q=b+12|0;return q|0}}while(0);if(i)e=j&m;else if(m>>>0<k>>>0)e=m;else e=(m>>>0)%(k>>>0)|0;b=f[g+(e<<2)>>2]|0;if(!b){b=e;c=k;e=0;g=p}else{if(i){do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}q=f[b+4>>2]|0;if(!((q|0)==(m|0)|(q&j|0)==(e|0))){b=e;c=k;e=0;g=p;break a}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}do{b=f[b>>2]|0;if(!b){b=e;c=k;e=0;g=p;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)!=(e|0)){b=e;c=k;e=0;g=p;break a}}}while((f[b+8>>2]|0)!=(m|0));q=b+12|0;return q|0}}while(0);i=pOb(292)|0;f[i+8>>2]=m;f[i+12>>2]=m;j=i+16|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;n[i+48>>2]=1.0;j=i+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+68>>2]=1.0;j=i+72|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+88>>2]=1.0;j=i+92|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+108>>2]=1.0;j=i+112|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+128>>2]=1.0;j=i+132|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+148>>2]=1.0;j=i+152|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+168>>2]=1.0;j=i+172|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+188>>2]=1.0;j=i+192|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+208>>2]=1.0;j=i+212|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+228>>2]=1.0;j=i+232|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+248>>2]=1.0;j=i+252|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+268>>2]=1.0;j=i+272|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;n[i+288>>2]=1.0;f[i+4>>2]=m;f[i>>2]=0;j=a+24|0;h=+(((f[j>>2]|0)+1|0)>>>0);d=+n[a+28>>2];do if(e|d*+(c>>>0)<h){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;c=~~+W(+(h/d))>>>0;xNa(g,b>>>0<c>>>0?c:b);b=f[l>>2]|0;c=b+-1|0;if(!(c&b)){e=b;b=c&m;break}if(m>>>0<b>>>0){e=b;b=m}else{e=b;b=(m>>>0)%(b>>>0)|0}}else e=c;while(0);c=(f[p>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+20|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=e+-1|0;if(!(c&e))b=b&c;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;b=(f[p>>2]|0)+(b<<2)|0;o=48}}else{f[i>>2]=f[b>>2];o=48}if((o|0)==48)f[b>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=i;q=q+12|0;return q|0}function UMa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=a+4|0;c=f[m>>2]|0;d=f[a>>2]|0;i=c-d>>3;e=i+1|0;j=d;if(e>>>0>536870911)AMb(a);l=a+8|0;k=(f[l>>2]|0)-d|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!g)h=0;else if(g>>>0>536870911)vd();else{h=pOb(g<<3)|0;break}while(0);d=h+(i<<3)|0;e=d;k=h+(g<<3)|0;f[d>>2]=f[b>>2];g=f[b+4>>2]|0;f[h+(i<<3)+4>>2]=g;if(!g)g=j;else{gOb(g);c=f[m>>2]|0;g=f[a>>2]|0}b=d+8|0;if((c|0)!=(g|0)){do{j=c;c=c+-8|0;f[d+-8>>2]=f[c>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[c>>2]=0;f[j>>2]=0;d=e+-8|0;e=d}while((c|0)!=(g|0));g=f[a>>2]|0;c=f[m>>2]|0}f[a>>2]=e;f[m>>2]=b;f[l>>2]=k;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function VMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+96|0;g=d+80|0;e=d+8|0;a=d;f[e>>2]=f[b+12>>2];f[e+4>>2]=c;h=e+8|0;gma(h,e)|0;IIa(g,h);h=f[c+116>>2]|0;f[a>>2]=f[b+4>>2];f[a+4>>2]=h;h=a;e=f[h+4>>2]|0;c=(f[g>>2]|0)+112|0;f[c>>2]=f[h>>2];f[c+4>>2]=e;c=$Ma(b+88|0,a+4|0)|0;b=f[g>>2]|0;a=g+4|0;e=f[a>>2]|0;f[g>>2]=0;f[a>>2]=0;f[c>>2]=b;c=c+4|0;b=f[c>>2]|0;f[c>>2]=e;if(b|0)iOb(b);a=f[a>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function WMa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;e=i+8|0;g=i;Rpb(h);f[e>>2]=b;f[e+4>>2]=h;a=f[c+24>>2]|0;d=f[c+28>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c>>2]|0;d=f[c+4>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));a=f[c+12>>2]|0;d=f[c+16>>2]|0;if((a|0)!=(d|0))do{vNa(e,a);a=a+36|0}while((a|0)!=(d|0));c=f[c+40>>2]|0;f[g>>2]=f[b+4>>2];f[g+4>>2]=c;c=g;d=f[c+4>>2]|0;a=(f[h>>2]|0)+36|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;a=aNa(b+108|0,g+4|0)|0;b=f[h>>2]|0;d=h+4|0;c=f[d>>2]|0;f[h>>2]=0;f[d>>2]=0;f[a>>2]=b;h=a+4|0;a=f[h>>2]|0;f[h>>2]=c;if(a|0)iOb(a);a=f[d>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function XMa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+32|0;j=o+24|0;m=o;cGa(m,c);k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))l=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(jNa(g,m)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){l=5;break a}}if(!g)l=5}while(0);if((l|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{kNa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2]}e=+n[m>>2];if(e<+n[g>>2]){d=g;l=11}else{d=g+12|0;if(e>+n[d>>2])l=11}if((l|0)==11)n[d>>2]=e;e=+n[m+4>>2];h=g+4|0;if(e<+n[h>>2]){d=g;l=14}else if(e>+n[g+16>>2]){d=g+12|0;l=14}if((l|0)==14)n[d+4>>2]=e;e=+n[m+8>>2];i=g+8|0;if(e<+n[i>>2]){d=g;l=17}else if(e>+n[g+20>>2]){d=g+12|0;l=17}if((l|0)==17)n[d+8>>2]=e;e=+n[m+12>>2];if(e<+n[g>>2]){d=g;l=20}else{d=g+12|0;if(e>+n[d>>2])l=20}if((l|0)==20)n[d>>2]=e;e=+n[m+16>>2];if(e<+n[h>>2]){d=g;l=23}else if(e>+n[g+16>>2]){d=g+12|0;l=23}if((l|0)==23)n[d+4>>2]=e;e=+n[m+20>>2];if(e<+n[i>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}n[d+8>>2]=e;l=a+12|0;f[l>>2]=1065353216;l=a+16|0;f[l>>2]=1065353216;l=a+20|0;f[l>>2]=1065353216;l=a+24|0;f[l>>2]=0;l=a+28|0;f[l>>2]=0;a=a+32|0;f[a>>2]=0;lNa(g,m,c);u=o;return}function YMa(a){a=a|0;var c=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;o=f[a+32>>2]|0;q=f[a+40>>2]|0;c=f[a+168>>2]|0;e=f[a+520>>2]|0;r=f[a+1192>>2]|0;a:{if(e){f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;g=f[e>>2]|0;e=(f[e+4>>2]|0)-g|0;do if(e|0)if((e|0)<0)AMb(a);else{s=pOb(e)|0;f[(a+4|0)>>2]=s;f[a>>2]=s;f[a+8>>2]=s+e|0;bQb(s|0,g|0,e|0)|0;f[(a+4|0)>>2]=s+e|0;break}while(0);e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;b:while(1){switch(Rg[f[(f[e>>2]|0)+124>>2]&255](e,a)|0){case 0:{r=86;break b}case 1:{h=1;break b}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==86)h=0;c=c|h;e=f[a>>2]|0;if(e|0){if((f[(a+4|0)>>2]|0)!=(e|0))f[(a+4|0)>>2]=e;sOb(e)}}e=Pg[f[(f[o>>2]|0)+64>>2]&1023](o)|0;if(!e)e=c;else{i=+n[e>>2];e=f[q>>2]|0;if(!e){e=pOb(24)|0;d[e+4>>1]=0;f[e>>2]=36396;f[q>>2]=e;g=q}else g=q;c:while(1){switch(Qg[f[(f[e>>2]|0)+128>>2]&15](e,i)|0){case 0:{r=104;break c}case 1:{j=1;break c}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;e=f[q>>2]|0;f[g>>2]=s;if(!e)f[(a+12|0)>>2]=0;else{gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e)}break}default:{}}e=f[q>>2]|0}if((r|0)==104)j=0;e=c|j}c=Pg[f[(f[o>>2]|0)+72>>2]&1023](o)|0;if(c){h=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;d:while(1){switch(Rg[f[(f[c>>2]|0)+132>>2]&255](c,h)|0){case 0:{r=118;break d}case 1:{k=1;break d}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==118)k=0;e=e|k}h=Pg[f[(f[o>>2]|0)+80>>2]&1023](o)|0;if(h){c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;e:while(1){switch(Rg[f[(f[c>>2]|0)+136>>2]&255](c,h)|0){case 0:{r=132;break e}case 1:{l=1;break e}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==132)l=0;e=e|l}h=Pg[f[(f[o>>2]|0)+88>>2]&1023](o)|0;if(!h)h=e;else{c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;g=q}else g=q;f:while(1){switch(Rg[f[(f[c>>2]|0)+140>>2]&255](c,h)|0){case 0:{r=146;break f}case 1:{m=1;break f}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[g>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==146)m=0;h=e|m}c=Pg[f[(f[o>>2]|0)+96>>2]&1023](o)|0;if(!c){s=h;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}g=b[c>>0]|0;c=f[q>>2]|0;if(!c){c=pOb(24)|0;d[c+4>>1]=0;f[c>>2]=36396;f[q>>2]=c;e=q}else e=q;g:while(1){switch(Rg[f[(f[c>>2]|0)+144>>2]&255](c,g)|0){case 0:{r=160;break g}case 1:{p=1;break g}case 2:{s=f[q>>2]|0;oh[f[(f[s>>2]|0)+100>>2]&1023](a+12|0,s);s=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;c=f[q>>2]|0;f[e>>2]=s;if(!c)f[(a+12|0)>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+12|0)>>2]|0;f[(a+12|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}break}default:{}}c=f[q>>2]|0}if((r|0)==160)p=0;s=h|p;u=a;f[a+1200>>2]=6;f[a+1204>>2]=s|0;break a}f[a+1192>>2]=r}
+function dqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){d=c;do{h=d+-36|0;f[i>>2]=h;c=f[d+-12>>2]|0;if(c|0)iOb(c);c=f[d+-20>>2]|0;if(c|0)iOb(c);c=f[h>>2]|0;if(c|0){g=d+-32|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}d=f[i>>2]|0}while((d|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function eqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;a:do switch(b[c+32>>0]|0){case 1:{d=b[c+33>>0]|0;e=d&255;g=a+(e*12|0)+4|0;h=f[g>>2]|0;if(h>>>0<(f[a+(e*12|0)+8>>2]|0)>>>0){f[h>>2]=0;i=h+4|0;f[i>>2]=0;f[h+8>>2]=0;f[h>>2]=f[c>>2];e=c+4|0;f[i>>2]=f[e>>2];i=c+8|0;f[h+8>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[c>>2]=0;e=c+12|0;f[h+12>>2]=f[e>>2];i=c+16|0;f[h+16>>2]=f[i>>2];f[e>>2]=0;f[i>>2]=0;i=c+20|0;f[h+20>>2]=f[i>>2];e=c+24|0;f[h+24>>2]=f[e>>2];f[i>>2]=0;f[e>>2]=0;f[h+28>>2]=f[c+28>>2];b[h+32>>0]=1;b[h+33>>0]=d;f[g>>2]=(f[g>>2]|0)+36;break a}else{fqb(a+(e*12|0)|0,c);break a}}case 0:{d=a+28|0;e=f[d>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=0;h=e+4|0;f[h>>2]=0;f[e+8>>2]=0;f[e>>2]=f[c>>2];i=c+4|0;f[h>>2]=f[i>>2];h=c+8|0;f[e+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;i=c+12|0;f[e+12>>2]=f[i>>2];h=c+16|0;f[e+16>>2]=f[h>>2];f[i>>2]=0;f[h>>2]=0;h=c+20|0;f[e+20>>2]=f[h>>2];i=c+24|0;f[e+24>>2]=f[i>>2];f[h>>2]=0;f[i>>2]=0;f[e+28>>2]=f[c+28>>2];b[e+32>>0]=0;b[e+33>>0]=b[c+33>>0]|0;f[d>>2]=(f[d>>2]|0)+36;break a}else{fqb(a+24|0,c);break a}}default:{}}while(0);e=a+68|0;if(b[e>>0]&1)return;f[a+44>>2]=0;i=a+48|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+60>>2]=0;f[a+52>>2]=0;i=a+56|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)iOb(d);f[a+64>>2]=0;b[e>>0]=b[e>>0]|1;return}function fqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;m=o;n=a+4|0;d=f[a>>2]|0;h=((f[n>>2]|0)-d|0)/36|0;e=h+1|0;if(e>>>0>119304647)AMb(a);l=a+8|0;k=((f[l>>2]|0)-d|0)/36|0;d=k<<1;d=k>>>0<59652323?(d>>>0<e>>>0?e:d):119304647;f[m+12>>2]=0;f[m+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>119304647)vd();else{g=pOb(d*36|0)|0;break}while(0);f[m>>2]=g;e=g+(h*36|0)|0;j=m+8|0;k=m+4|0;f[k>>2]=e;p=g+(d*36|0)|0;i=m+12|0;f[i>>2]=p;f[g+(h*36|0)+8>>2]=0;f[e>>2]=f[c>>2];d=c+4|0;f[g+(h*36|0)+4>>2]=f[d>>2];q=c+8|0;f[g+(h*36|0)+8>>2]=f[q>>2];f[q>>2]=0;f[d>>2]=0;f[c>>2]=0;d=c+12|0;f[g+(h*36|0)+12>>2]=f[d>>2];q=c+16|0;f[g+(h*36|0)+16>>2]=f[q>>2];f[d>>2]=0;f[q>>2]=0;q=c+20|0;f[g+(h*36|0)+20>>2]=f[q>>2];d=c+24|0;f[g+(h*36|0)+24>>2]=f[d>>2];f[q>>2]=0;f[d>>2]=0;f[g+(h*36|0)+28>>2]=f[c+28>>2];b[g+(h*36|0)+32>>0]=b[c+32>>0]|0;b[g+(h*36|0)+33>>0]=b[c+33>>0]|0;g=e+36|0;f[j>>2]=g;c=f[a>>2]|0;d=f[n>>2]|0;h=p;if((d|0)==(c|0)){q=c;p=d;c=e;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}do{e=e+-36|0;d=d+-36|0;wNa(e,d)}while((d|0)!=(c|0));f[k>>2]=e;c=e;q=f[a>>2]|0;p=f[n>>2]|0;f[a>>2]=c;f[k>>2]=q;f[n>>2]=g;f[j>>2]=p;p=f[l>>2]|0;f[l>>2]=h;f[i>>2]=p;f[m>>2]=q;gqb(m);u=o;return}function gqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+4>>2]|0;i=a+8|0;b=f[i>>2]|0;if((b|0)!=(h|0)){c=b;do{g=c+-36|0;f[i>>2]=g;b=f[c+-12>>2]|0;if(b|0)iOb(b);b=f[c+-20>>2]|0;if(b|0)iOb(b);b=f[g>>2]|0;if(b|0){e=c+-32|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[e>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[e>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}c=f[i>>2]|0}while((c|0)!=(h|0))}b=f[a>>2]|0;if(!b)return;sOb(b);return}function hqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0;W=u;u=u+48|0;K=W+32|0;N=W+24|0;O=W;P=K+4|0;Q=K+8|0;R=N+4|0;S=K+8|0;T=O+4|0;U=O+8|0;L=O+12|0;M=O+16|0;J=0;a:while(1){m=a+(J*12|0)|0;p=a+(J*12|0)+4|0;if((((f[p>>2]|0)-(f[m>>2]|0)|0)/36|0)>>>0>=2){f[K>>2]=0;f[P>>2]=0;f[Q>>2]=0;iub(N,34962);I=f[64754]|0;Yvb(258928,f[f[N>>2]>>2]|0)|0;c=f[m>>2]|0;o=f[p>>2]|0;if((c|0)!=(o|0)){d=0;while(1){e=f[c>>2]|0;l=f[c+4>>2]|0;if((e|0)==(l|0))H=d;else{do{i=f[e>>2]|0;j=i+40|0;h=f[j>>2]|0;k=i+44|0;g=f[k>>2]|0;if((h|0)==(g|0)){Npb(i);h=f[j>>2]|0;g=f[k>>2]|0}d=((g-h|0)/12|0)+d|0;e=e+8|0}while((e|0)!=(l|0));H=d}c=c+36|0;if((c|0)==(o|0))break;else d=H}if(H|0){nub(f[N>>2]|0,H*12|0,0,35044);d=f[m>>2]|0;G=f[p>>2]|0;if((d|0)!=(G|0)){c=0;do{e=d+12|0;g=f[e>>2]|0;if(!g)V=20;else{n[O>>2]=9.999999747378752e-06;if(BWa(g,O)|0)V=20;else{C=f[e>>2]|0;e=f[d>>2]|0;D=f[d+4>>2]|0;if((e|0)!=(D|0)){E=C+16|0;F=C+32|0;m=C+4|0;o=C+20|0;p=C+36|0;r=C+8|0;s=C+24|0;t=C+40|0;v=C+12|0;w=C+28|0;x=C+44|0;y=C+48|0;z=C+52|0;A=C+56|0;B=C+60|0;do{k=f[K>>2]|0;g=f[P>>2]|0;l=k;if((g|0)!=(k|0))f[P>>2]=g+(~(((g+-12-l|0)>>>0)/12|0)*12|0);h=f[e>>2]|0;i=h+40|0;j=f[i>>2]|0;k=h+44|0;g=f[k>>2]|0;if((j|0)==(g|0)){Npb(h);j=f[i>>2]|0;g=f[k>>2]|0;l=f[K>>2]|0}g=g-j|0;h=(g|0)/12|0;j=l;do if((((f[S>>2]|0)-l|0)/12|0)>>>0<h>>>0){if(h>>>0>357913941){V=37;break a}X=f[P>>2]|0;i=pOb(g)|0;g=i+(((X-l|0)/12|0)*12|0)|0;k=g;i=i+(h*12|0)|0;h=X;if((h|0)==(j|0))g=k;else do{X=g;g=g+-12|0;Y=h;h=h+-12|0;f[g>>2]=f[h>>2];f[X+-8>>2]=f[Y+-8>>2];f[X+-4>>2]=f[Y+-4>>2]}while((h|0)!=(j|0));f[K>>2]=g;f[P>>2]=k;f[S>>2]=i;if(!l)break;sOb(l)}while(0);h=f[e>>2]|0;i=h+40|0;g=f[i>>2]|0;j=h+44|0;k=f[j>>2]|0;if((g|0)==(k|0)){Npb(h);g=f[i>>2]|0;i=f[j>>2]|0}else i=k;if((g|0)!=(i|0))do{ba=+n[g>>2];aa=+n[g+4>>2];q=+n[g+8>>2];$=ba*+n[m>>2]+aa*+n[o>>2]+q*+n[p>>2];_=ba*+n[r>>2]+aa*+n[s>>2]+q*+n[t>>2];Z=ba*+n[v>>2]+aa*+n[w>>2]+q*+n[x>>2];q=+n[C>>2]*ba+ +n[E>>2]*aa+ +n[F>>2]*q+ +n[y>>2];n[O>>2]=q;n[T>>2]=$+ +n[z>>2];n[U>>2]=_+ +n[A>>2];n[L>>2]=Z+ +n[B>>2];f[M>>2]=0;h=f[P>>2]|0;if(h>>>0<(f[S>>2]|0)>>>0){n[h>>2]=q;f[h+4>>2]=f[T>>2];f[h+8>>2]=f[U>>2];f[P>>2]=h+12}else iqb(K,O);g=g+12|0}while((g|0)!=(i|0));X=f[K>>2]|0;Y=(f[P>>2]|0)-X|0;oub(f[N>>2]|0,c,Y,X);c=Y+c|0;e=e+8|0}while((e|0)!=(D|0))}}}if((V|0)==20){V=0;e=f[d>>2]|0;m=f[d+4>>2]|0;if((e|0)!=(m|0))do{j=f[e>>2]|0;g=j+40|0;h=f[g>>2]|0;i=j+44|0;k=f[i>>2]|0;if((h|0)==(k|0)){Npb(j);l=f[e>>2]|0;h=f[g>>2]|0;g=f[i>>2]|0;j=l;l=f[l+44>>2]|0}else{g=k;l=k}i=g-h|0;k=f[N>>2]|0;h=j+40|0;g=f[h>>2]|0;if((g|0)==(l|0)){Npb(j);g=f[h>>2]|0}oub(k,c,i,g);c=i+c|0;e=e+8|0}while((e|0)!=(m|0))}d=d+36|0}while((d|0)!=(G|0))}c=f[N>>2]|0;d=f[R>>2]|0;if(d|0)gOb(d);f[a+44+(J<<3)>>2]=c;Y=a+44+(J<<3)+4|0;c=f[Y>>2]|0;f[Y>>2]=d;if(c|0)iOb(c);f[a+60+(J<<2)>>2]=H}}Yvb(258928,I)|0;c=f[R>>2]|0;if(c|0)iOb(c);c=f[K>>2]|0;if(c|0){d=f[P>>2]|0;if((d|0)!=(c|0))f[P>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c)}}J=J+1|0;if(J>>>0>=2){V=2;break}}if((V|0)==2){Y=a+68|0;b[Y>>0]=b[Y>>0]&-2;u=W;return}else if((V|0)==37)vd()}function iqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;d=f[b+16>>2]|0;f[c>>2]=f[b+(d<<2)>>2];f[g+(h*12|0)+4>>2]=f[b+(d+1<<2)>>2];f[g+(h*12|0)+8>>2]=f[b+(d+2<<2)>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function jqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=pOb(68)|0;f[e+4>>2]=0;f[e+8>>2]=0;f[e>>2]=42088;g=e+12|0;f[g>>2]=f[c>>2];h=c+4|0;f[e+16>>2]=f[h>>2];i=c+8|0;f[e+20>>2]=f[i>>2];f[i>>2]=0;f[h>>2]=0;f[c>>2]=0;f[e+24>>2]=f[d>>2];c=d+4|0;f[e+28>>2]=f[c>>2];h=d+8|0;f[e+32>>2]=f[h>>2];f[h>>2]=0;f[c>>2]=0;f[d>>2]=0;f[e+36>>2]=0;f[e+40>>2]=-1;d=e+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;b[d+20>>0]=0;f[a>>2]=g;f[a+4>>2]=e;return}function kqb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42088;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b);aOb(a);return}function lqb(a){a=a|0;kqb(a);sOb(a);return}function mqb(a){a=a|0;var b=0,c=0,d=0;b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+48>>2]|0;if(b|0)iOb(b);b=f[a+24>>2]|0;if(b|0){c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+12>>2]|0;if(!d)return;b=a+16|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);sOb(d);return}function nqb(a){a=a|0;sOb(a);return}function oqb(){var a=0,b=0;b=pOb(128)|0;f[64722]=b;a=b+128|0;f[64724]=a;p[b>>3]=-1.0;p[b+8>>3]=-0.0;p[b+16>>3]=0.0;p[b+24>>3]=-1.0;p[b+32>>3]=1.0;p[b+40>>3]=-0.0;p[b+48>>3]=0.0;p[b+56>>3]=-1.0;p[b+64>>3]=0.0;p[b+72>>3]=-1.0;p[b+80>>3]=0.0;p[b+88>>3]=-1.0;p[b+96>>3]=0.0;p[b+104>>3]=1.0;p[b+112>>3]=0.0;p[b+120>>3]=-1.0;f[64723]=a;p[32183]=-1.0;p[32184]=-1.0;p[32185]=1.0;p[32186]=1.0;return}function pqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[b>>2]|0;h=f[b+4>>2]|0;if((c|0)==(h|0)){e=-2147483648;d=2147483647;c=-2147483648;b=2147483647}else{e=-2147483648;d=2147483647;g=-2147483648;b=2147483647;do{i=f[c>>2]|0;d=(d|0)>(i|0)?i:d;e=(e|0)<(i|0)?i:e;i=f[c+4>>2]|0;b=(b|0)>(i|0)?i:b;g=(g|0)<(i|0)?i:g;c=c+12|0}while((c|0)!=(h|0));c=g}f[a>>2]=d;f[a+4>>2]=b;f[a+8>>2]=e;f[a+12>>2]=c;return}function qqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0.0;if(!c){g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284}else{h=0;g=-1797693134862315708145274.0e284;f=1797693134862315708145274.0e284;e=-1797693134862315708145274.0e284;d=1797693134862315708145274.0e284;do{i=+p[b+(h*24|0)>>3];f=f>i?i:f;g=g<i?i:g;i=+p[b+(h*24|0)+8>>3];d=d>i?i:d;e=e<i?i:e;h=h+1|0}while((h|0)!=(c|0))}p[a>>3]=f;p[a+8>>3]=d;p[a+16>>3]=g;p[a+24>>3]=e;return}function rqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+32|0;c=l+24|0;d=l+16|0;g=l+8|0;i=l;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;k=b+4|0;h=f[k>>2]|0;f[c>>2]=f[b>>2];f[c+4>>2]=h;h=a+8|0;T6a(a,c);c=f[j>>2]|0;m=f[h>>2]|0;e=b+12|0;n=f[e>>2]|0;f[d>>2]=f[b>>2];f[d+4>>2]=n;if((c|0)==(m|0)){T6a(a,d);c=f[j>>2]|0}else{m=d;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}d=b+8|0;n=f[e>>2]|0;f[g>>2]=f[d>>2];f[g+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,g);c=f[j>>2]|0}else{m=g;n=f[m+4>>2]|0;f[c>>2]=f[m>>2];f[c+4>>2]=n;c=(f[j>>2]|0)+8|0;f[j>>2]=c}n=f[k>>2]|0;f[i>>2]=f[d>>2];f[i+4>>2]=n;if((c|0)==(f[h>>2]|0)){T6a(a,i);u=l;return}else{k=i;m=f[k+4>>2]|0;n=c;f[n>>2]=f[k>>2];f[n+4>>2]=m;f[j>>2]=(f[j>>2]|0)+8;u=l;return}}function sqb(a){a=a|0;return +((+p[a+16>>3]+ +p[a+40>>3]+ +p[a+64>>3])*.3333333333333333)}function tqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+176|0;s=w+160|0;t=w;g=w+156|0;o=w+152|0;r=w+148|0;v=w+144|0;i=+p[a>>3];h=i<1797693134862315708145274.0e284?i:1797693134862315708145274.0e284;i=i>-1797693134862315708145274.0e284?i:-1797693134862315708145274.0e284;j=+p[a+8>>3];k=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;j=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;l=+p[a+24>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+32>>3];k=k>l?l:k;j=j<l?l:j;l=+p[a+48>>3];h=h>l?l:h;i=i<l?l:i;l=+p[a+56>>3];k=k>l?l:k;j=j<l?l:j;l=+p[32183];if(h>=l){m=+p[32184];if(k>=m){n=+p[32185];if(h<=n){h=+p[32186];if(!(!(i>=l)|!(k<=h)))if(j>=m&i<=n&j<=h){v=0;u=w;return v|0}}}}d=f[c>>2]|0;q=c+4|0;e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);d=bCa(f[64722]|0,a,t)|0;f[g>>2]=f[q>>2];f[s>>2]=f[g>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;d=f[q>>2]|0;g=f[c>>2]|0;e=g;if((d|0)!=(g|0)){g=b+4|0;a=0;do{d=bCa((f[64722]|0)+32|0,e+(a*24|0)|0,t)|0;f[o>>2]=f[g>>2];f[s>>2]=f[o>>2];ZBa(b,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[q>>2]|0;x=f[c>>2]|0;e=x}while(a>>>0<((d-x|0)/24|0)>>>0)}if((e|0)!=(d|0))f[q>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);g=b+4|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if((d|0)!=(x|0)){a=0;d=e;while(1){d=bCa((f[64722]|0)+64|0,d+(a*24|0)|0,t)|0;f[r>>2]=f[q>>2];f[s>>2]=f[r>>2];ZBa(c,s,t,t+(d*24|0)|0)|0;a=a+3|0;d=f[g>>2]|0;x=f[b>>2]|0;e=x;if(a>>>0>=((d-x|0)/24|0)>>>0)break;else d=e}}if((e|0)!=(d|0))f[g>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);d=f[c>>2]|0;if((f[q>>2]|0)!=(d|0)){e=0;do{x=bCa((f[64722]|0)+96|0,d+(e*24|0)|0,t)|0;f[v>>2]=f[g>>2];f[s>>2]=f[v>>2];ZBa(b,s,t,t+(x*24|0)|0)|0;e=e+3|0;d=f[c>>2]|0}while(e>>>0<(((f[q>>2]|0)-d|0)/24|0)>>>0)}x=1;u=w;return x|0}function uqb(a,b){a=a|0;b=b|0;return vqb(a,258888,257464,b)|0}function vqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0,w=0;w=u;u=u+32|0;v=w;j=+p[a>>3];q=j<1797693134862315708145274.0e284?j:1797693134862315708145274.0e284;r=j>-1797693134862315708145274.0e284?j:-1797693134862315708145274.0e284;h=a+8|0;s=+p[h>>3];t=s<1797693134862315708145274.0e284?s:1797693134862315708145274.0e284;s=s>-1797693134862315708145274.0e284?s:-1797693134862315708145274.0e284;o=+p[a+24>>3];q=q>o?o:q;r=r<o?o:r;k=a+32|0;o=+p[k>>3];t=t>o?o:t;s=s<o?o:s;l=d+4|0;e=f[l>>2]|0;i=d+8|0;g=f[i>>2]|0;if((e|0)==(g|0)){jlb(d,a);h=f[l>>2]|0;g=f[i>>2]|0}else{p[e>>3]=j;p[e+8>>3]=+p[h>>3];p[e+16>>3]=+p[a+16>>3];h=e+24|0;f[l>>2]=h}e=a+24|0;if((h|0)==(g|0))jlb(d,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[k>>3];p[h+16>>3]=+p[a+40>>3];f[l>>2]=h+24}m=+p[c>>3];if(q>=m){n=+p[c+8>>3];if(t>=n){o=+p[c+16>>3];if(q<=o){j=+p[c+24>>3];if(!(!(r>=m)|!(t<=j)))if(s>=n&r<=o&s<=j){v=0;u=w;return v|0}}}}e=f[b>>2]|0;a=f[b+4>>2]|0;if((e|0)==(a|0)){v=0;u=w;return v|0}k=v+8|0;l=v+16|0;while(1){g=f[d>>2]|0;r=+p[e>>3];s=+p[e+8>>3];t=+p[e+16>>3];q=+p[e+24>>3];h=g+24|0;i=q+(r*+p[g>>3]+(s*+p[g+8>>3]+t*+p[g+16>>3]))>=0.0;if(i^q+(r*+p[h>>3]+(s*+p[g+32>>3]+t*+p[g+40>>3]))>=0.0){cCa(v,e,g,h);b=(i^1)&1;t=+p[v>>3];c=g+(b*24|0)|0;p[v>>3]=+p[c>>3];p[c>>3]=t;t=+p[k>>3];c=g+(b*24|0)+8|0;p[k>>3]=+p[c>>3];p[c>>3]=t;p[g+(b*24|0)+16>>3]=+p[l>>3]}else if(i){e=1;g=18;break}e=e+32|0;if((e|0)==(a|0)){e=0;g=18;break}}if((g|0)==18){u=w;return e|0}return 0}function wqb(a){a=a|0;var b=0,c=0.0,d=0.0,e=0;b=u;u=u+32|0;e=b;Kha(e);d=+(f[e>>2]|0);c=+(f[e+4>>2]|0);f[a>>2]=0;f[a+4>>2]=0;n[a+8>>2]=d;n[a+12>>2]=c;u=b;return}function xqb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+160|0;d=j+136|0;g=j;h=g+4|0;f[g>>2]=15100;i=g+56|0;f[i>>2]=15120;tEb(g+56|0,h);f[g+128>>2]=0;f[g+132>>2]=-1;f[g>>2]=39656;f[g+56>>2]=39676;xEb(h);f[h>>2]=39692;e=g+36|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[g+52>>2]=16;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;k3a(h,d);if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);f[g+(f[(f[g>>2]|0)+-12>>2]|0)+76>>2]=48;d=g+(f[(f[g>>2]|0)+-12>>2]|0)+4|0;f[d>>2]=f[d>>2]&-75|8;d=m3a(g,240469,1)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;d=LEb(d,$Cb(+n[c+4>>2]*255.0)|0)|0;f[d+(f[(f[d>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(d,$Cb(+n[c+8>>2]*255.0)|0)|0;c=$Cb(+n[c+12>>2]*255.0)|0;if((c|0)<255){f[g+(f[(f[g>>2]|0)+-12>>2]|0)+12>>2]=2;LEb(g,c)|0}l3a(a,h);f[g>>2]=39656;f[i>>2]=39676;f[h>>2]=39692;if((b[e+11>>0]|0)>=0){oDb(h);kEb(g,39752);jDb(i);u=j;return}sOb(f[e>>2]|0);oDb(h);kEb(g,39752);jDb(i);u=j;return}function yqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if(!b){n[a>>2]=1.0;n[a+4>>2]=0.0;n[a+8>>2]=1.0;d=a+12|0;n[d>>2]=1.0;u=e;return}else{eKa(d,b,0,c);f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];d=a+12|0;n[d>>2]=1.0;u=e;return}}function zqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+16|0;i=k;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;c=f[b>>2]|0;g=f[b+4>>2]|0;if((c|0)==(g|0)){u=k;return}h=i+4|0;e=a+8|0;b=c;c=0;d=0;while(1){l=f[b+4>>2]|0;f[i>>2]=f[b>>2];f[h>>2]=l;if((c|0)==(d|0))T6a(a,i);else{m=i;d=f[m+4>>2]|0;l=c;f[l>>2]=f[m>>2];f[l+4>>2]=d;f[j>>2]=(f[j>>2]|0)+8}b=b+12|0;if((b|0)==(g|0))break;c=f[j>>2]|0;d=f[e>>2]|0}u=k;return}function Aqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,t=0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0.0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0;B=u;u=u+144|0;y=B;f[d>>2]=0;z=a+16|0;U=+p[z>>3];A=+p[a>>3];w=U-A;t=a+24|0;r=a+8|0;G=+p[t>>3];v=+p[r>>3];J=G-v;I=+L(+(w*w+J*J));w=w/I;x=J/I;I=-J/I;J=A*I+v*w;k=b+16|0;P=+p[k>>3];q=+p[b>>3];g=P-q;j=b+24|0;S=+p[j>>3];l=b+8|0;h=+p[l>>3];O=S-h;Q=+L(+(g*g+O*O));O=O/Q;M=O*.5;F=q+M;D=-g/Q*.5;R=h+D;D=S+D-R;M=P+M-F;H=+L(+(M*M+D*D));D=-D/H;H=M/H;F=R*H+F*D;R=A*D+v*H-F;M=+p[b+32>>3];K=+p[b+40>>3];p[y>>3]=-R/(w*D+x*H);p[y+8>>3]=-(I*q+w*h-J)/(I*(g/Q)+w*O);p[y+16>>3]=Q;e=y+24|0;p[e>>3]=D*M+H*K-F;C=y+32|0;p[C>>3]=R;n=y+40|0;p[n>>3]=U*D+H*G-F;F=M-P;G=K-S;H=+L(+(F*F+G*G));G=G/H;D=G*.5;U=P+D;R=-F/H*.5;Q=S+R;R=K+R-Q;D=M+D-U;O=+L(+(D*D+R*R));R=-R/O;O=D/O;U=Q*O+U*R;Q=+p[a>>3];D=+p[r>>3];g=Q*R+D*O-U;h=+p[z>>3];q=+p[t>>3];i=h*R+O*q-U;N=+p[b>>3];T=+p[l>>3];E=R*N+O*T-U;p[y+48>>3]=-(A*R+v*O-U)/(w*R+x*O);p[y+56>>3]=-(I*P+w*S-J)/(I*(F/H)+w*G);p[y+64>>3]=H;p[y+72>>3]=E;p[y+80>>3]=g;p[y+88>>3]=i;H=N-M;G=T-K;F=+L(+(H*H+G*G));G=G/F;S=G*.5;P=M+S;O=-H/F*.5;R=K+O;O=T+O-R;S=N+S-P;N=+L(+(S*S+O*O));O=-O/N;N=S/N;P=R*N+P*O;D=Q*O+D*N-P;q=h*O+N*q-P;h=O*+p[k>>3]+N*+p[j>>3]-P;p[y+96>>3]=-(A*O+v*N-P)/(w*O+x*N);p[y+104>>3]=-(I*M+w*K-J)/(I*(H/F)+w*G);p[y+112>>3]=F;p[y+120>>3]=h;p[y+128>>3]=D;p[y+136>>3]=q;e=(f[e+4>>2]|0)<0;p[s>>3]=E;j=f[s+4>>2]|0;p[s>>3]=D;b=f[s+4>>2]|0;p[s>>3]=h;k=f[s+4>>2]|0;p[s>>3]=i;l=f[s+4>>2]|0;p[s>>3]=q;m=f[s+4>>2]|0;if((f[C+4>>2]|0)<0^e)b=0;else{p[s>>3]=g;if((f[s+4>>2]|0)<0^(j|0)<0)b=0;else b=((b|0)<0^(k|0)<0^1)&1}if((f[n+4>>2]|0)<0^e)o=6;else if((l|0)<0^(j|0)<0)o=6;else{e=(m|0)<0^(k|0)<0;b=b<<24>>24==0;if(b|e)k=e;else{C=1;u=B;return C|0}}if((o|0)==6){b=b<<24>>24==0;k=1}U=+p[z>>3]-+p[a>>3];q=+p[t>>3]-+p[r>>3];q=+L(+(U*U+q*q));if(b){b=0;e=0;j=0;do{h=+p[y+(j*48|0)>>3];do if(!(!(h>=0.0)|!(h<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){i=A+w*h;g=v+x*h;e=(f[y+(j*48|0)+24+4>>2]|0)<0;if(e^(f[y+(j*48|0)+32+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=+p[a>>3];p[c+(b<<4)+8>>3]=+p[r>>3];p[c+(e<<4)>>3]=i;p[c+(e<<4)+8>>3]=g;e=1;b=b+2|0;break}if(k)if(e^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=i;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}while(0);j=j+1|0}while((b|0)!=4&j>>>0<3)}else{b=0;e=0;j=0;do{i=+p[y+(j*48|0)>>3];if(!(!(i>=0.0)|!(i<=q))){g=+p[y+(j*48|0)+8>>3];if(g>=0.0)if(g<=+p[y+(j*48|0)+16>>3]){h=A+w*i;g=v+x*i;if(k)if((f[y+(j*48|0)+24+4>>2]|0)<0^(f[y+(j*48|0)+40+4>>2]|0)<0){e=b+1|0;p[c+(b<<4)>>3]=h;p[c+(b<<4)+8>>3]=g;p[c+(e<<4)>>3]=+p[z>>3];p[c+(e<<4)+8>>3]=+p[t>>3];e=1;b=b+2|0}else e=1;else e=1}}j=j+1|0}while((b|0)!=4&j>>>0<3)}f[d>>2]=b>>>1;C=e;u=B;return C|0}function Bqb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,M=0,N=0,O=0.0,P=0.0,Q=0;N=u;u=u+608|0;M=N+544|0;J=N+80|0;G=N+48|0;H=N;f[h>>2]=0;if(!(+p[c+16>>3]>=+p[e>>3])){h=0;u=N;return h|0}if(!(+p[c>>3]<=+p[e+16>>3])){h=0;u=N;return h|0}if(!(+p[c+24>>3]>=+p[e+8>>3])){h=0;u=N;return h|0}if(!(+p[c+8>>3]<=+p[e+24>>3])){h=0;u=N;return h|0}r=a+32|0;C=a+8|0;w=+p[r>>3];z=+p[C>>3];o=w-z;l=+p[a+64>>3];x=+p[a+16>>3];n=l-x;q=+p[a+40>>3];P=q-x;D=a+56|0;k=+p[D>>3];O=k-z;m=o*n-P*O;E=a+48|0;v=+p[E>>3];y=+p[a>>3];B=v-y;F=a+24|0;t=+p[F>>3];A=t-y;n=P*B-n*A;B=O*A-o*B;o=+L(+(m*m+(n*n+B*B)));m=m/o*j;y=y+m;n=n/o*j;z=z+n;o=B/o*j;x=x+o;j=v+m-y;k=k+n-z;l=l+o-x;m=t+m-y;n=w+n-z;o=q+o-x;q=k*o-l*n;w=m*l-j*o;t=j*n-m*k;v=+L(+(q*q+(t*t+w*w)));if(!(v<=+L(+(j*j+(k*k+l*l)))*+L(+(m*m+(n*n+o*o)))*2.220446049250313e-16)){B=q/v;A=t/v;v=w/v}else{p[M>>3]=j;p[M+16>>3]=k;p[M+32>>3]=l;p[M+8>>3]=m;p[M+24>>3]=n;p[M+40>>3]=o;b[J+152>>0]=0;b[J+153>>0]=0;b[J+154>>0]=0;f[J+160>>2]=0;f[J+168>>2]=-1;f[J+172>>2]=-1;b[J+304>>0]=0;b[J+305>>0]=0;g7a(J,M,16)|0;B=+p[J+80>>3];A=+p[J+96>>3];v=+p[J+88>>3]}l=y*B+(x*A+z*v);if(+K(+(0.0-v))<1.0e-12)if(+K(+(0.0-A))<1.0e-12){h=0;u=N;return h|0}q=+p[d>>3];t=+p[d+8>>3];j=+p[d+24>>3];k=+p[d+32>>3];w=+p[d+16>>3]-i;x=+p[d+40>>3]-i;o=B*q+(v*t+A*w)-l;p[s>>3]=o;e=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;Q=I;p[s>>3]=B*j+(v*k+A*x)-l;c=ZPb(f[s>>2]|0,f[s+4>>2]|0,63)|0;d=(e|0)==0;if((c|e|0)==0&(I|Q|0)==0){Q=0;u=N;return Q|0}l=j-q;m=k-t;P=x-w;n=+L(+(l*l+(m*m+P*P)));l=l/n;m=m/n;n=P/n;if((e|0)==(c|0)){c=0;A=q;z=t;y=w}else{P=-o/(B*l+(v*m+A*n));i=q+l*P;O=t+m*P;P=w+n*P;p[g>>3]=d?q:i;p[g+8>>3]=d?t:O;p[g+16>>3]=d?w:P;p[g+24>>3]=d?i:j;p[g+32>>3]=d?O:k;p[g+40>>3]=d?P:x;c=2;A=d?i:q;z=d?O:t;y=d?P:w;j=d?j:i;k=d?k:O;x=d?x:P}p[G>>3]=A;p[G+8>>3]=z;p[G+16>>3]=j;p[G+24>>3]=k;p[H>>3]=+p[a>>3];p[H+8>>3]=+p[C>>3];p[H+16>>3]=+p[F>>3];p[H+24>>3]=+p[r>>3];p[H+32>>3]=+p[E>>3];p[H+40>>3]=+p[D>>3];if(Aqb(G,H,M,J)|0){e=f[J>>2]|0;if(e&2147483647){w=j-A;t=k-z;v=t*t+w*w;d=e<<1;q=x-y;r=c+((d>>>0>2?d:2)+-1&-2)|0;e=0;while(1){n=+p[M+(e<<4)>>3];o=+p[M+(e<<4)+8>>3];j=(w*(n-A)+t*(o-z))/v;if(j<0.0|+K(+j)<1.0e-10)k=y;else if(j>1.0)k=x;else if(+K(+(j+-1.0))<1.0e-10)k=x;else k=y+q*j;Q=e|1;l=+p[M+(Q<<4)>>3];m=+p[M+(Q<<4)+8>>3];j=(w*(l-A)+t*(m-z))/v;if(j<0.0|+K(+j)<1.0e-10)j=y;else if(j>1.0)j=x;else if(+K(+(j+-1.0))<1.0e-10)j=x;else j=y+q*j;Q=c|1;p[g+(c*24|0)>>3]=n;p[g+(c*24|0)+8>>3]=o;p[g+(c*24|0)+16>>3]=k;p[g+(Q*24|0)>>3]=l;p[g+(Q*24|0)+8>>3]=m;p[g+(Q*24|0)+16>>3]=j;e=e+2|0;if(e>>>0>=d>>>0)break;else c=c+2|0}c=r+2|0}f[h>>2]=c>>>1;c=1}else{Q=c|1;p[g+(c*24|0)>>3]=A;p[g+(c*24|0)+8>>3]=z;p[g+(c*24|0)+16>>3]=y;p[g+(Q*24|0)>>3]=j;p[g+(Q*24|0)+8>>3]=k;p[g+(Q*24|0)+16>>3]=x;c=0}Q=c;u=N;return Q|0}function Cqb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;w=0;E=u;u=u+1664|0;A=(E+44|0)+4|0;f[A>>2]=0;B=(E+44|0)+8|0;f[B>>2]=0;C=(E+44|0)+4|0;f[(E+44|0)>>2]=C;d=f[b>>2]|0;p=f[b+4>>2]|0;do if((d|0)==(p|0)){v=C;t=C;z=E+44|0}else{a:while(1){b=f[d>>2]|0;o=f[d+4>>2]|0;if((b|0)!=(o|0))do{e=f[b>>2]|0;l=f[e>>2]|0;m=f[e+4>>2]|0;f[E>>2]=l;f[E+4>>2]=m;f[(E+8|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+16|0)>>2]=0;g=(f[b+4>>2]|0)-e|0;if(!(g>>3)){j=0;k=0;g=0}else{if(g>>3>>>0>536870911){w=11;break a}h=pOb(g)|0;f[(E+12|0)>>2]=h;f[(E+8|0)>>2]=h;f[(E+16|0)>>2]=h+(g>>3<<3)|0;if((g|0)>0){bQb(h|0,e|0,g|0)|0;f[(E+12|0)>>2]=h+(g>>>3<<3)|0;j=h;k=h+(g>>>3<<3)|0;g=h+(g>>3<<3)|0}else{j=h;k=h;g=h+(g>>3<<3)|0}}e=pOb(36)|0;f[(e+16|0)>>2]=l;f[(e+16|0)+4>>2]=m;f[e+24>>2]=j;f[e+28>>2]=k;f[e+32>>2]=g;f[(E+16|0)>>2]=0;f[(E+12|0)>>2]=0;f[(E+8|0)>>2]=0;g=f[C>>2]|0;do if(!g){q=C;r=C}else{while(1){w=f[g+16>>2]|0;if((w|0)==(l|0)?(f[g+20>>2]|0)>(m|0):(w|0)>(l|0)){h=f[g>>2]|0;if(!h){w=17;break}else g=h}else{s=g+4|0;h=f[s>>2]|0;if(!h){w=20;break}else g=h}}if((w|0)==17){q=g;r=g;break}else if((w|0)==20){q=g;r=s;break}}while(0);f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=q;f[r>>2]=e;g=f[f[(E+44|0)>>2]>>2]|0;if(g){f[(E+44|0)>>2]=g;e=f[r>>2]|0}r_a(f[A>>2]|0,e);f[B>>2]=(f[B>>2]|0)+1;e=f[(E+8|0)>>2]|0;if(e|0){g=f[(E+12|0)>>2]|0;if((g|0)!=(e|0))f[(E+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}b=b+12|0}while((b|0)!=(o|0));d=d+12|0;if((d|0)==(p|0)){w=4;break}}if((w|0)==4){t=f[(E+44|0)>>2]|0;v=t;z=E+44|0;break}else if((w|0)==11)AMb(E+8|0)}while(0);do{b=1;if(b){b=0;if((C|0)==(v|0))i=t;else b=1}if(b)if(1){o=(E+28|0)+4|0;k=v;b:while(1){l=k;m=f[(l+28|0)>>2]|0;h=f[m+-8>>2]|0;j=f[m+-4>>2]|0;d=f[C>>2]|0;c:do if(!d){y=C;w=45}else{b=C;d:while(1){g=d;while(1){d=f[g+16>>2]|0;e=f[g+20>>2]|0;if((d|0)==(h|0)?(e|0)>(j|0):(d|0)>(h|0))break;if(!((d|0)==(h|0)?(e|0)<(j|0):(d|0)<(h|0)))break d;d=f[g+4>>2]|0;if(!d){y=b;w=45;break c}else g=d}d=f[g>>2]|0;if(!d){y=g;w=45;break c}else b=g}d=f[g>>2]|0;e:do if(!d)c=g;else{c=g;while(1){e=d;while(1){x=f[e+16>>2]|0;if(!((x|0)==(h|0)?(f[e+20>>2]|0)<(j|0):(x|0)<(h|0)))break;d=f[e+4>>2]|0;if(!d)break e;else e=d}d=f[e>>2]|0;if(!d){c=e;break}else c=e}}while(0);e=f[g+4>>2]|0;f:do if(e)while(1){d=e;while(1){x=f[d+16>>2]|0;if((x|0)==(h|0)?(f[d+20>>2]|0)>(j|0):(x|0)>(h|0))break;d=f[d+4>>2]|0;if(!d)break f}e=f[d>>2]|0;if(!e){b=d;break}else b=d}while(0);x=b}while(0);if((w|0)==45){w=0;x=y;c=x}t=c;v=x;f[E+464>>2]=z;f[E+488>>2]=c;f[E+544>>2]=k;f[E+576>>2]=l;f[E+584>>2]=m;f[E+672>>2]=t;f[E+680>>2]=v;f[E+896>>2]=o;f[E+1456>>2]=A;f[E+1496>>2]=B;f[E+1536>>2]=C;f[E+1576>>2]=w;f[E+1600>>2]=0;f[E+1604>>2]=0;$rb(E);k=f[E+544>>2]|0;w=f[E+1576>>2]|0;G=f[E+1600>>2]|0;D=f[E+1604>>2]|0;H=+n[E+1604>>2];f[E+1600>>2]=0;f[E+1604>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}if((w|0)==55)AMb(E+28|0);else if((w|0)==82)AMb(E+8|0);else if((w|0)==123){i=f[(E+44|0)>>2]|0;break}}}while(0);f[a>>2]=0;f[(a+4|0)>>2]=0;f[a+8>>2]=0;if((i|0)==(C|0)){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}d=0;b=0;j=0;while(1){c=i+24|0;if((d|0)==(b|0))H7a(a,c);else{f[d>>2]=0;g=d+4|0;f[g>>2]=0;f[d+8>>2]=0;e=i+28|0;b=(f[e>>2]|0)-(f[c>>2]|0)|0;if(b>>3|0){if(b>>3>>>0>536870911){w=130;break}h=pOb(b)|0;f[g>>2]=h;f[d>>2]=h;f[d+8>>2]=h+(b>>3<<3);c=f[c>>2]|0;b=(f[e>>2]|0)-c|0;if((b|0)>0){bQb(h|0,c|0,b|0)|0;f[g>>2]=h+(b>>>3<<3)}}f[(a+4|0)>>2]=(f[(a+4|0)>>2]|0)+12}b=f[i+4>>2]|0;if(!b){c=i+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(i|0))do{B=f[c>>2]|0;c=B+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(B|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(C|0)){w=126;break}j=f[(a+4|0)>>2]|0;i=b;d=j;b=f[(a+8|0)>>2]|0}if((w|0)==126){C=f[C>>2]|0;Eqb(E+44|0,C);u=E;return}else if((w|0)==130)AMb(j)}function Dqb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;m=f[a>>2]|0;i=m;j=(f[b>>2]|0)-i|0;b=m+(j>>3<<3)|0;o=f[c>>2]|0;g=f[d>>2]|0;q=g-o|0;k=q>>3;d=o;o=g;if((q|0)<=0){q=b;return q|0}p=a+8|0;h=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;e=n;if((k|0)<=(h-e>>3|0)){i=e-b|0;e=i>>3;if((k|0)>(e|0)){h=d+(e<<3)|0;g=h;if((h|0)==(o|0))e=n;else{e=n;do{p=h;a=f[p+4>>2]|0;f[e>>2]=f[p>>2];f[e+4>>2]=a;h=h+8|0;e=(f[q>>2]|0)+8|0;f[q>>2]=e}while((h|0)!=(o|0))}if((i|0)<=0){q=b;return q|0}}else e=n;j=e-(b+(k<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<n>>>0){i=e;do{o=h;p=f[o+4>>2]|0;a=i;f[a>>2]=f[o>>2];f[a+4>>2]=p;h=h+8|0;i=(f[q>>2]|0)+8|0;f[q>>2]=i}while(h>>>0<n>>>0)}if(k){cQb(e+(0-k<<3)|0,b|0,j|0)|0;d=f[c>>2]|0}if((d|0)==(g|0)){q=b;return q|0}else e=b;while(1){c=d;a=f[c+4>>2]|0;q=e;f[q>>2]=f[c>>2];f[q+4>>2]=a;d=d+8|0;if((d|0)==(g|0))break;else e=e+8|0}return b|0}e=(e-i>>3)+k|0;if(e>>>0>536870911)AMb(a);k=h-i|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;k=b;e=j>>3;do if(!g)l=0;else if(g>>>0>536870911)vd();else{l=pOb(g<<3)|0;break}while(0);j=l+(e<<3)|0;e=j;i=l+(g<<3)|0;if((o|0)==(d|0)){d=e;g=m}else{g=j;do{m=d;n=f[m+4>>2]|0;c=g;f[c>>2]=f[m>>2];f[c+4>>2]=n;g=e+8|0;e=g;d=d+8|0}while((d|0)!=(o|0));d=e;g=f[a>>2]|0}e=k-g|0;h=j+(0-(e>>3)<<3)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[q>>2]|0)-k|0;if((e|0)>0){bQb(d|0,b|0,e|0)|0;d=d+(e>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[q>>2]=d;f[p>>2]=i;if(!b){q=j;return q|0}sOb(b);q=j;return q|0}function Eqb(a,b){a=a|0;b=b|0;var c=0,d=0;if(!b)return;Eqb(a,f[b>>2]|0);Eqb(a,f[b+4>>2]|0);c=f[b+24>>2]|0;if(c|0){d=b+28|0;a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c)}sOb(b);return}function Fqb(a){a=a|0;var c=0,d=0,e=0;c=a+48|0;d=a;e=d+48|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=.20000000298023224;e=a+64|0;b[e>>0]=b[e>>0]|1;return}function Gqb(a){a=a|0;return (f[a+24>>2]|0)==(f[a+28>>2]|0)|0}function Hqb(a,b){a=a|0;b=b|0;a=a+36|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Iqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c|0){e=a+64|0;if(!d)return;Jqb(a+24|0,d,d+((c<<1)*12|0)|0);b[e>>0]=b[e>>0]|1;return}j=a+24|0;k=f[j>>2]|0;l=a+28|0;e=f[l>>2]|0;g=k;if((e|0)==(k|0))c=e;else{c=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0)|0;f[l>>2]=c}i=a+32|0;e=c-g|0;d=(e|0)/12|0;if((((f[i>>2]|0)-g|0)/12|0)>>>0>d>>>0){do if(!e)h=0;else if(d>>>0>357913941)vd();else{h=pOb(e)|0;break}while(0);e=h+(d*12|0)|0;d=e;if((c|0)==(k|0))e=d;else do{h=e;e=e+-12|0;g=c;c=c+-12|0;f[e>>2]=f[c>>2];f[h+-8>>2]=f[g+-8>>2];f[h+-4>>2]=f[g+-4>>2]}while((c|0)!=(k|0));f[j>>2]=e;f[l>>2]=d;f[i>>2]=d;if(k|0)sOb(k)}f[a+8>>2]=0;l=a+12|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)iOb(e);f[a+16>>2]=0;a=a+20|0;e=f[a>>2]|0;f[a>>2]=0;if(!e)return;iOb(e);return}function Jqb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/12|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/12|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>357913941)AMb(a);i=(d|0)/12|0;e=i<<1;e=i>>>0<178956970?(e>>>0<j>>>0?j:e):357913941;if(e>>>0>357913941)AMb(a);d=pOb(e*12|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*12|0);if((b|0)==(c|0))return;do{f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];b=b+12|0;d=d+12|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/12|0;h=j>>>0>d>>>0;d=b+(d*12|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];f[e+8>>2]=f[b+8>>2];b=b+12|0;e=e+12|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-12-b|0)>>>0)/12|0)*12|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];d=d+12|0;b=b+12|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function Kqb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;b=g+24|0;e=g;if(f[a>>2]|0){u=g;return}d=e+16|0;f[e>>2]=40500;f[e+4>>2]=162;f[d>>2]=e;Evb(b,240471,240505,e,1);h=f[b>>2]|0;c=b+4|0;i=f[c>>2]|0;f[b>>2]=0;f[c>>2]=0;f[a>>2]=h;h=a+4|0;b=f[h>>2]|0;f[h>>2]=i;if(b|0){iOb(b);b=f[c>>2]|0;if(b|0)iOb(b)}b=f[d>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);i=Jvb(f[a>>2]|0,240539)|0;f[a+52>>2]=i;i=Kvb(f[a>>2]|0,240548)|0;f[a+56>>2]=i;i=Kvb(f[a>>2]|0,240573)|0;f[a+60>>2]=i;u=g;return}function Lqb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0;v=u;u=u+16|0;q=v;r=a+48|0;if(+n[r>>2]<=0.0){u=v;return}s=a+24|0;t=a+28|0;if(((f[t>>2]|0)-(f[s>>2]|0)|0)>>>0>65536)if(fvb()|0){Mqb(a);p=5125}else e=5;else e=5;if((e|0)==5){Nqb(a);p=5123}e=a+8|0;if(!(f[e>>2]|0)){u=v;return}Kqb(a);o=f[64754]|0;Yvb(258928,f[f[e>>2]>>2]|0)|0;k=f[64755]|0;Zvb(258928,f[f[a+16>>2]>>2]|0)|0;l=f[64756]|0;bwb(258928,f[f[a>>2]>>2]|0)|0;m=b[259206]|0;Hwb(258928,d)|0;e=b[259052]|0;kwb(258928,0)|0;d=b[259204]|0;g=f[64773]|0;h=f[64775]|0;i=f[64774]|0;j=f[64776]|0;if(+n[r>>2]<1.0){pwb(258928,1,771)|0;Fwb(258928,1)|0}nf(f[a+56>>2]|0,1,0,c|0);c=f[a+60>>2]|0;w=+n[r>>2];y=w*+n[a+40>>2];x=w*+n[a+44>>2];n[q>>2]=+n[a+36>>2]*w;n[q+4>>2]=y;n[q+8>>2]=x;n[q+12>>2]=w;lf(c|0,1,q|0);r=a+52|0;sf(f[r>>2]|0,3,5126,0,0,0);r=f[r>>2]|0;re(r|0);oe(1,(f[t>>2]|0)-(f[s>>2]|0)|0,p|0,0);ke(r|0);owb(258928,g,h,i,j)|0;Fwb(258928,d<<24>>24!=0)|0;kwb(258928,e<<24>>24!=0)|0;Hwb(258928,m<<24>>24!=0)|0;bwb(258928,l)|0;Zvb(258928,k)|0;Yvb(258928,o)|0;u=v;return}function Mqb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=u;u=u+16|0;j=o;n=a+64|0;if(!(b[n>>0]&1)){u=o;return}g=a+24|0;e=f[g>>2]|0;i=a+28|0;h=f[i>>2]|0;c=h;d=e;if((e|0)==(h|0)){u=o;return}k=c-d|0;m=k>>>0>1073741823?-1:k<<2;l=qOb(m)|0;m=qOb(m)|0;if(k){d=l;c=e;while(1){f[d>>2]=f[c>>2];r=c+4|0;f[d+4>>2]=f[r>>2];e=c+8|0;f[d+8>>2]=f[e>>2];q=c+12|0;f[d+12>>2]=f[q>>2];f[d+16>>2]=f[r>>2];f[d+20>>2]=f[e>>2];f[d+24>>2]=f[c>>2];p=c+16|0;f[d+28>>2]=f[p>>2];f[d+32>>2]=f[e>>2];f[d+36>>2]=f[q>>2];f[d+40>>2]=f[p>>2];f[d+44>>2]=f[e>>2];f[d+48>>2]=f[c>>2];f[d+52>>2]=f[r>>2];e=c+20|0;f[d+56>>2]=f[e>>2];f[d+60>>2]=f[q>>2];f[d+64>>2]=f[r>>2];f[d+68>>2]=f[e>>2];f[d+72>>2]=f[c>>2];f[d+76>>2]=f[p>>2];f[d+80>>2]=f[e>>2];f[d+84>>2]=f[q>>2];f[d+88>>2]=f[p>>2];f[d+92>>2]=f[e>>2];c=c+24|0;if((c|0)==(h|0))break;else d=d+96|0}d=f[g>>2]|0;c=f[i>>2]|0}g=((c-d|0)/12|0)>>>1;if(g|0){c=0;d=0;e=m;while(1){f[e>>2]=d;s=d|1;f[e+4>>2]=s;f[e+8>>2]=s;i=d|5;f[e+12>>2]=i;f[e+16>>2]=i;q=d|4;f[e+20>>2]=q;f[e+24>>2]=q;f[e+28>>2]=d;t=d|2;f[e+32>>2]=t;h=d|3;f[e+36>>2]=h;f[e+40>>2]=h;p=d|7;f[e+44>>2]=p;f[e+48>>2]=p;r=d|6;f[e+52>>2]=r;f[e+56>>2]=r;f[e+60>>2]=t;f[e+64>>2]=d;f[e+68>>2]=t;f[e+72>>2]=s;f[e+76>>2]=h;f[e+80>>2]=i;f[e+84>>2]=p;f[e+88>>2]=q;f[e+92>>2]=r;c=c+1|0;if((c|0)==(g|0))break;else{d=d+8|0;e=e+96|0}}}g=a+8|0;if(!(f[g>>2]|0)){iub(j,34962);t=f[j>>2]|0;c=j+4|0;s=f[c>>2]|0;f[j>>2]=0;f[c>>2]=0;f[g>>2]=t;t=a+12|0;d=f[t>>2]|0;f[t>>2]=s;if(d|0){iOb(d);c=f[c>>2]|0;if(c|0)iOb(c)}}e=a+16|0;if(!(f[e>>2]|0)){iub(j,34963);t=f[j>>2]|0;d=j+4|0;s=f[d>>2]|0;f[j>>2]=0;f[d>>2]=0;f[e>>2]=t;t=a+20|0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){iOb(c);c=f[d>>2]|0;if(c|0)iOb(c)}}t=k<<2;nub(f[g>>2]|0,t,l,35048);nub(f[e>>2]|0,t,m,35048);b[n>>0]=b[n>>0]&-2;tOb(m);tOb(l);u=o;return}function Nqb(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;p=u;u=u+16|0;k=p;o=a+64|0;if(!(b[o>>0]&1)){u=p;return}h=a+24|0;g=f[h>>2]|0;j=a+28|0;i=f[j>>2]|0;c=i;e=g;if((g|0)==(i|0)){u=p;return}l=c-e|0;m=qOb(l>>>0>1073741823?-1:l<<2)|0;n=qOb(l>>>0>2147483647?-1:l<<1)|0;if(l){e=m;c=g;while(1){f[e>>2]=f[c>>2];s=c+4|0;f[e+4>>2]=f[s>>2];g=c+8|0;f[e+8>>2]=f[g>>2];r=c+12|0;f[e+12>>2]=f[r>>2];f[e+16>>2]=f[s>>2];f[e+20>>2]=f[g>>2];f[e+24>>2]=f[c>>2];q=c+16|0;f[e+28>>2]=f[q>>2];f[e+32>>2]=f[g>>2];f[e+36>>2]=f[r>>2];f[e+40>>2]=f[q>>2];f[e+44>>2]=f[g>>2];f[e+48>>2]=f[c>>2];f[e+52>>2]=f[s>>2];g=c+20|0;f[e+56>>2]=f[g>>2];f[e+60>>2]=f[r>>2];f[e+64>>2]=f[s>>2];f[e+68>>2]=f[g>>2];f[e+72>>2]=f[c>>2];f[e+76>>2]=f[q>>2];f[e+80>>2]=f[g>>2];f[e+84>>2]=f[r>>2];f[e+88>>2]=f[q>>2];f[e+92>>2]=f[g>>2];c=c+24|0;if((c|0)==(i|0))break;else e=e+96|0}e=f[h>>2]|0;c=f[j>>2]|0}h=((c-e|0)/12|0)>>>1;if(h|0){c=0;e=0;g=n;while(1){i=e&65535;d[g>>1]=e;v=i+1&65535;d[g+2>>1]=v;d[g+4>>1]=v;j=i+5&65535;d[g+6>>1]=j;d[g+8>>1]=j;r=i+4&65535;d[g+10>>1]=r;d[g+12>>1]=r;d[g+14>>1]=e;w=i+2&65535;d[g+16>>1]=w;t=i+3&65535;d[g+18>>1]=t;d[g+20>>1]=t;q=i+7&65535;d[g+22>>1]=q;d[g+24>>1]=q;s=i+6&65535;d[g+26>>1]=s;d[g+28>>1]=s;d[g+30>>1]=w;d[g+32>>1]=e;d[g+34>>1]=w;d[g+36>>1]=v;d[g+38>>1]=t;d[g+40>>1]=j;d[g+42>>1]=q;d[g+44>>1]=r;d[g+46>>1]=s;c=c+1|0;if((c|0)==(h|0))break;else{e=i+8&65535;g=g+48|0}}}h=a+8|0;if(!(f[h>>2]|0)){iub(k,34962);w=f[k>>2]|0;c=k+4|0;v=f[c>>2]|0;f[k>>2]=0;f[c>>2]=0;f[h>>2]=w;w=a+12|0;e=f[w>>2]|0;f[w>>2]=v;if(e|0){iOb(e);c=f[c>>2]|0;if(c|0)iOb(c)}}g=a+16|0;if(!(f[g>>2]|0)){iub(k,34963);w=f[k>>2]|0;e=k+4|0;v=f[e>>2]|0;f[k>>2]=0;f[e>>2]=0;f[g>>2]=w;w=a+20|0;c=f[w>>2]|0;f[w>>2]=v;if(c|0){iOb(c);c=f[e>>2]|0;if(c|0)iOb(c)}}nub(f[h>>2]|0,l<<2,m,35048);nub(f[g>>2]|0,l<<1,n,35048);b[o>>0]=b[o>>0]&-2;tOb(n);tOb(m);u=p;return}function Oqb(a){a=a|0;var c=0,d=0;c=pOb(224)|0;f[c+4>>2]=0;f[c+8>>2]=0;f[c>>2]=42116;d=c+12|0;f[c+212>>2]=0;f[c+216>>2]=0;b[c+220>>0]=0;dQb(d|0,-1,200)|0;f[a>>2]=d;f[a+4>>2]=c;return}function Pqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);return}function Qqb(a){a=a|0;var b=0;f[a>>2]=42116;b=f[a+216>>2]|0;if(b|0)iOb(b);aOb(a);sOb(a);return}function Rqb(a){a=a|0;a=f[a+216>>2]|0;if(!a)return;iOb(a);return}function Sqb(a){a=a|0;sOb(a);return}function Tqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=0;return}function Uqb(a,c,d){a=a|0;c=+c;d=d|0;p[a>>3]=c;f[a+8>>2]=d;b[a+12>>0]=1;return}function Vqb(a,b){a=a|0;b=b|0;return +p[a>>3]<+p[b>>3]|0}function Wqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;d=+W(+c);p[a+400>>3]=d;Xqb(a,d-b,d-c);return}function Xqb(a,b,c){a=a|0;b=+b;c=+c;var d=0.0;if(c==0.0)if(b<2.2250738585072014e-308){b=2.2250738585072014e-308;c=2.2250738585072014e-308}else c=2.2250738585072014e-308;d=+U(+((+V(+b)-+V(+c))/31.0));p[a+16>>3]=c;c=d*(d*(d*c));p[a+40>>3]=c;c=d*c;p[a+64>>3]=c;c=d*c;p[a+88>>3]=c;c=d*c;p[a+112>>3]=c;c=d*c;p[a+136>>3]=c;c=d*c;p[a+160>>3]=c;c=d*c;p[a+184>>3]=c;c=d*c;p[a+208>>3]=c;c=d*c;p[a+232>>3]=c;c=d*c;p[a+256>>3]=c;c=d*c;p[a+280>>3]=c;c=d*c;p[a+304>>3]=c;c=d*c;p[a+328>>3]=c;p[a+352>>3]=d*c;p[a+376>>3]=b;return}function Yqb(a){a=a|0;return (f[a>>2]|0)==0|0}function Zqb(a){a=a|0;_qb(a);return}function _qb(a){a=a|0;var b=0,c=0,d=0;b=f[a+24>>2]|0;c=a+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+48>>2]|0;c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+72>>2]|0;c=a+76|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+96>>2]|0;c=a+100|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+120>>2]|0;c=a+124|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+144>>2]|0;c=a+148|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+168>>2]|0;c=a+172|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+192>>2]|0;c=a+196|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+216>>2]|0;c=a+220|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+240>>2]|0;c=a+244|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+264>>2]|0;c=a+268|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+288>>2]|0;c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+312>>2]|0;c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+336>>2]|0;c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+360>>2]|0;c=a+364|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);b=f[a+384>>2]|0;c=a+388|0;d=f[c>>2]|0;if((d|0)==(b|0)){d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);d=a+4|0;f[d>>2]=0;f[a>>2]=0;a=a+8|0;f[a>>2]=0;return}function $qb(a,b){a=a|0;b=b|0;arb(a,b);return}function arb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;v=w;f[c>>2]=(f[c>>2]|0)+-1;t=c+4|0;d=f[t>>2]|0;a:do if(d|0){g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0;if((g|0)==(e|0)){do{d=d+-1|0;f[t>>2]=d;if(!d)break a;g=f[c+16+(d*24|0)+8>>2]|0;e=f[c+16+(d*24|0)+12>>2]|0}while((g|0)==(e|0));h=e-g|0;r=h>>4;if((h|0)>16){s=(r+-2|0)/2|0;if((h|0)>=32){q=s;while(1){l=g+(q<<4)|0;d=q<<4;if((s|0)>=(d>>4|0)){d=d>>3|1;e=g+(d<<4)|0;i=e;h=d+1|0;if((h|0)<(r|0)){j=e+16|0;if(+p[e>>3]<+p[j>>3]){d=h;e=j}else e=i}else e=i;o=+p[l>>3];if(!(+p[e>>3]<o)){n=g+(q<<4)+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;while(1){k=l;l=e;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];b[k+12>>0]=b[l+12>>0]|0;if((s|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}l=e;p[l>>3]=o;l=l+8|0;f[l>>2]=m;b[l+4>>0]=n}}if((q|0)>0)q=q+-1|0;else break}g=f[t>>2]|0;d=g;e=f[c+16+(g*24|0)+12>>2]|0;g=f[c+16+(g*24|0)+8>>2]|0}}}s=c+16+(d*24|0)+12|0;i=e-g|0;d=i>>4;if((i|0)>16){r=e+-16|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[g>>2]=f[r>>2];f[g+4>>2]=f[r+4>>2];f[g+8>>2]=f[r+8>>2];b[g+12>>0]=b[r+12>>0]|0;f[r>>2]=f[v>>2];f[r+4>>2]=f[v+4>>2];f[r+8>>2]=f[v+8>>2];b[r+12>>0]=b[v+12>>0]|0;r=d+-1|0;if((d|0)!=2){q=(d+-3|0)/2|0;d=g+16|0;h=d;if((i|0)>48){e=g+32|0;if(+p[d>>3]<+p[e>>3])d=2;else{d=1;e=h}}else{d=1;e=h}o=+p[g>>3];if(!(+p[e>>3]<o)){n=g+8|0;m=f[n>>2]|0;n=f[n+4>>2]|0;l=g;while(1){v=l;l=e;f[v>>2]=f[l>>2];f[v+4>>2]=f[l+4>>2];f[v+8>>2]=f[l+8>>2];b[v+12>>0]=b[l+12>>0]|0;if((q|0)<(d|0))break;d=d<<1|1;i=g+(d<<4)|0;h=i;j=d+1|0;if((j|0)<(r|0)){k=i+16|0;if(+p[i>>3]<+p[k>>3]){d=j;h=k}}if(+p[h>>3]<o)break;else e=h}v=e;p[v>>3]=o;v=v+8|0;f[v>>2]=m;b[v+4>>0]=n}}}v=(f[s>>2]|0)+-16|0;f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];f[s>>2]=v;u=w;return}while(0);h=c+8|0;t=f[h>>2]|0;i=f[c+24>>2]|0;d=i+(t<<4)|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];t=t+1|0;f[h>>2]=t;d=c+28|0;c=f[d>>2]|0;e=i;g=c;if((t|0)==(c-e>>4|0)){f[h>>2]=0;if((i|0)!=(g|0))f[d>>2]=g+(~((g+-16-e|0)>>>4)<<4)};f[a>>2]=f[v>>2];f[a+4>>2]=f[v+4>>2];f[a+8>>2]=f[v+8>>2];f[a+12>>2]=f[v+12>>2];u=w;return}function brb(a,b){a=a|0;b=b|0;return +(+p[a+400>>3]-+p[b>>3])}function crb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=42144;lSa(f[a+8>>2]|0);b=f[a+472>>2]|0;if(b|0){c=a+476|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}Mjb(a+80|0);return}function drb(a){a=a|0;yf()}function erb(){f[64725]=0;f[64726]=0;f[64727]=0;return}function frb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0;f[a>>2]=42144;b[a+4>>0]=b[c>>0]|0;j=a+8|0;f[j>>2]=d;c=a+12|0;f[c>>2]=e;i=a+16|0;f[i>>2]=0;d=a+20|0;f[d>>2]=0;h=a+24|0;f[h>>2]=0;f[a+28>>2]=g;b[a+57>>0]=0;b[a+58>>0]=0;f[a+64>>2]=0;f[a+68>>2]=0;f[a+72>>2]=0;f[a+88>>2]=0;f[a+92>>2]=0;f[a+96>>2]=0;f[a+112>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;f[a+144>>2]=0;f[a+160>>2]=0;f[a+164>>2]=0;f[a+168>>2]=0;f[a+184>>2]=0;f[a+188>>2]=0;f[a+192>>2]=0;f[a+208>>2]=0;f[a+212>>2]=0;f[a+216>>2]=0;f[a+232>>2]=0;f[a+236>>2]=0;f[a+240>>2]=0;f[a+256>>2]=0;f[a+260>>2]=0;f[a+264>>2]=0;f[a+280>>2]=0;f[a+284>>2]=0;f[a+288>>2]=0;f[a+304>>2]=0;f[a+308>>2]=0;f[a+312>>2]=0;f[a+328>>2]=0;f[a+332>>2]=0;f[a+336>>2]=0;f[a+352>>2]=0;f[a+356>>2]=0;f[a+360>>2]=0;f[a+376>>2]=0;f[a+380>>2]=0;f[a+384>>2]=0;f[a+400>>2]=0;f[a+404>>2]=0;f[a+408>>2]=0;f[a+424>>2]=0;f[a+428>>2]=0;f[a+432>>2]=0;f[a+448>>2]=0;f[a+452>>2]=0;f[a+456>>2]=0;p[a+80>>3]=2.2250738585072014e-308;p[a+104>>3]=8.938889586303288e-249;p[a+128>>3]=6.5957363400673356e-229;p[a+152>>3]=4.8667944097154903e-209;p[a+176>>3]=3.5910604374152623e-189;p[a+200>>3]=2.6497349136888998e-169;p[a+224>>3]=1.9551592726396706e-149;p[a+248>>3]=1.4426529090289578e-129;p[a+272>>3]=1.0644899600019857e-109;p[a+296>>3]=7.85454954447594e-90;p[a+320>>3]=5.795634610448756e-70;p[a+344>>3]=4.2764235361472415e-50;p[a+368>>3]=3.1554436208838314e-30;p[a+392>>3]=2.3283064365385257e-10;p[a+416>>3]=17179869183.998657;p[a+440>>3]=1797693134862315708145274.0e284;g=a+472|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;kSa(f[j>>2]|0);c=f[c>>2]|0;if(!c){j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}o=+p[e+32>>3]-+p[c+56>>3];m=+p[e+40>>3]-+p[c+64>>3];l=+p[e+48>>3]-+p[c+72>>3];k=+L(+(o*o+(m*m+l*l)));n[i>>2]=o/k;n[d>>2]=m/k;n[h>>2]=l/k;j=a+32|0;f[j>>2]=0;j=a+40|0;p[j>>3]=-1.0;return}function grb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;h=n+20|0;g=n+16|0;e=n+12|0;i=n+8|0;k=n+4|0;l=n;m=aSa(f[a+8>>2]|0)|0;if(!(b[a+4>>0]|0)){b[a+56>>0]=0;c=0}else{d=(f[m+12>>2]|0)!=0;j=a+56|0;c=d&1;b[j>>0]=c;if(d){c=f[64725]|0;o=f[64726]|0;d=o+(~((o+-4-c|0)>>>2)<<2)|0;if((o|0)!=(c|0)){f[64726]=d;c=d}f[i>>2]=c;f[k>>2]=f[m+8>>2];f[l>>2]=0;f[e>>2]=f[i>>2];f[g>>2]=f[k>>2];f[h>>2]=f[l>>2];hrb(258900,e,g,h)|0;irb(f[64725]|0,f[64726]|0);f[a+60>>2]=f[64725];c=b[j>>0]|0}}f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(c<<24>>24)){krb(a);u=n;return}else{jrb(a,0);u=n;return}}function hrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;n=f[a>>2]|0;j=n;k=(f[b>>2]|0)-j|0;b=n+(k>>2<<2)|0;n=f[c>>2]|0;q=f[d>>2]|0;i=q;g=n;if((n|0)==(q|0)){r=b;return r|0}h=0;d=n;while(1){l=h+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else h=l}if((h|0)<=-1){r=b;return r|0}p=a+8|0;e=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((h|0)<(e-d>>2|0)){e=d-b|0;d=e>>2;if((h|0)<(d|0)){g=i;d=o}else{h=(e|0)>0;if(h)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{e=g;d=o;do{f[d>>2]=f[e+8>>2];e=f[e>>2]|0;d=(f[r>>2]|0)+4|0;f[r>>2]=d}while((q|0)!=(e|0))}if(!h){r=b;return r|0}}i=d-(b+(l<<2))|0;j=i>>2;e=b+(j<<2)|0;if(e>>>0<o>>>0){h=d;do{f[h>>2]=f[e>>2];e=e+4|0;h=(f[r>>2]|0)+4|0;f[r>>2]=h}while(e>>>0<o>>>0)}if(j|0)cQb(d+(0-j<<2)|0,b|0,i|0)|0;d=f[c>>2]|0;if((g|0)==(d|0)){r=b;return r|0}else e=b;while(1){f[e>>2]=f[d+8>>2];d=f[d>>2]|0;if((g|0)==(d|0))break;else e=e+4|0}return b|0}d=(d-j>>2)+l|0;if(d>>>0>1073741823)AMb(a);l=e-j|0;e=l>>1;e=l>>2>>>0<536870911?(e>>>0<d>>>0?d:e):1073741823;l=b;d=k>>2;do if(!e)m=0;else if(e>>>0>1073741823)vd();else{m=pOb(e<<2)|0;break}while(0);k=m+(d<<2)|0;j=m+(e<<2)|0;g=k;d=k;h=n;e=n;while(1){f[g>>2]=f[e+8>>2];i=d+4|0;d=i;e=f[h>>2]|0;if((q|0)==(e|0))break;else{g=i;h=e}}g=f[a>>2]|0;e=l-g|0;h=k+(0-(e>>2)<<2)|0;if((e|0)>0)bQb(h|0,g|0,e|0)|0;e=(f[r>>2]|0)-l|0;if((e|0)>0){bQb(i|0,b|0,e|0)|0;d=i+(e>>>2<<2)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=d;f[p>>2]=j;if(!b){r=k;return r|0}sOb(b);r=k;return r|0}function irb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0.0;a:while(1){p=b;r=b+-4|0;q=b+-8|0;while(1){b:while(1){o=a;c=p-o|0;d=c>>2;switch(d|0){case 2:{s=5;break a}case 3:{s=9;break a}case 4:{s=10;break a}case 5:{s=11;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<124){s=13;break a}l=a+(((d|0)/2|0)<<2)|0;if((c|0)>3996){c=(d|0)/4|0;c=Jrb(a,a+(c<<2)|0,l,l+(c<<2)|0,r)|0}else c=Hrb(a,l,r)|0;j=f[a>>2]|0;d=f[l>>2]|0;m=+n[j+144>>2];m=!(m<=4.827976454180316e-07)?m:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;if(m<g){d=r;break}if(!(m>g)){t=+n[j+148>>2];e=+n[d+148>>2];if((!(t>=.9999995231628418)?t:1.0)<(!(e>=.9999995231628418)?e:1.0)){d=r;break}}if((a|0)!=(q|0)){i=d+148|0;d=q;do{h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(e<g){s=59;break b}if(!(e>g)){e=+n[h+148>>2];t=+n[i>>2];if((!(e>=.9999995231628418)?e:1.0)<(!(t>=.9999995231628418)?t:1.0)){s=59;break b}}d=d+-4|0}while((a|0)!=(d|0))}c=a+4|0;d=f[r>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=d;do if(!(m<e)){if(!(m>e)){g=+n[j+148>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}if((c|0)==(r|0)){s=84;break a}h=j+148|0;while(1){d=f[c>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(m<e)break;if(!(m>e)){g=+n[h>>2];t=+n[d+148>>2];if((!(g>=.9999995231628418)?g:1.0)<(!(t>=.9999995231628418)?t:1.0))break}c=c+4|0;if((c|0)==(r|0)){s=84;break a}}f[c>>2]=i;f[r>>2]=d;c=c+4|0}while(0);if((c|0)==(r|0)){s=84;break a}else d=r;while(1){j=f[a>>2]|0;h=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;c:do if(!(g<e)){i=j+148|0;do{if(!(g>e)){m=+n[i>>2];t=+n[h+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break c}c=c+4|0;h=f[c>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(g<e))}while(0);i=j+148|0;while(1){d=d+-4|0;h=f[d>>2]|0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(g<e)continue;if(g>e)break;m=+n[i>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}if(c>>>0>=d>>>0){a=c;continue b}o=f[c>>2]|0;f[c>>2]=h;f[d>>2]=o;c=c+4|0}}if((s|0)==59){s=0;f[a>>2]=h;f[d>>2]=j;c=c+1|0}h=a+4|0;d:do if(h>>>0<d>>>0)while(1){k=f[l>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=k+148|0;while(1){i=f[h>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;if(!(e<g)){if(e>g)break;m=+n[i+148>>2];t=+n[k>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}h=h+4|0}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;e:do if(!(e<g))do{if(!(e>g)){m=+n[j+148>>2];t=+n[k>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))break e}d=d+-4|0;j=f[d>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0}while(!(e<g));while(0);if(h>>>0>d>>>0)break d;f[h>>2]=f[d>>2];f[d>>2]=i;l=(l|0)==(h|0)?d:l;h=h+4|0;c=c+1|0}while(0);do if((h|0)!=(l|0)){d=f[l>>2]|0;i=f[h>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=i;k=d;if(!(e<g)){if(e>g)break;m=+n[d+148>>2];t=+n[i+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break}f[h>>2]=k;f[l>>2]=j;c=c+1|0}while(0);if(!c){c=Krb(a,h)|0;d=h+4|0;if(Krb(d,b)|0){s=83;break}if(c){a=d;continue}}l=h;if((l-o|0)>=(p-l|0)){s=82;break}irb(a,h);a=h+4|0}if((s|0)==82){s=0;irb(h+4|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){d=f[r>>2]|0;h=f[a>>2]|0;e=+n[d+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;b=h;c=d;if(!(e<g)){if(e>g)return;m=+n[d+148>>2];t=+n[h+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))return}f[a>>2]=c;f[r>>2]=b;return}else if((s|0)==9){Hrb(a,a+4|0,r)|0;return}else if((s|0)==10){Irb(a,a+4|0,a+8|0,r)|0;return}else if((s|0)==11){Jrb(a,a+4|0,a+8|0,a+12|0,r)|0;return}else if((s|0)==13){d=a+8|0;Hrb(a,a+4|0,d)|0;c=a+12|0;if((c|0)==(b|0))return;while(1){h=f[c>>2]|0;i=f[d>>2]|0;g=+n[h+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;l=h;j=i;if(g<e){h=h+148|0;s=18}else if(!(g>e)){h=h+148|0;m=+n[h>>2];t=+n[i+148>>2];if((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0))s=18}if((s|0)==18){s=0;f[c>>2]=j;f:do if((d|0)!=(a|0))while(1){i=d+-4|0;j=f[i>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;k=j;if(!(g<e)){if(g>e)break f;m=+n[h>>2];t=+n[j+148>>2];if(!((!(m>=.9999995231628418)?m:1.0)<(!(t>=.9999995231628418)?t:1.0)))break f}f[d>>2]=k;if((i|0)==(a|0)){d=i;break}else d=i}while(0);f[d>>2]=l}d=c+4|0;if((d|0)==(b|0))break;else{r=c;c=d;d=r}}return}else if((s|0)==84)return}function jrb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0.0,r=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0.0,Q=0.0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0.0;X=u;u=u+48|0;y=X;E=X+40|0;N=a+8|0;O=(AQa(f[N>>2]|0)|0)+112|0;P=+p[O>>3];P=!(P<=4.827976454180316e-07)?P:0.0;O=(n[s>>2]=P,f[s>>2]|0);e=(AQa(f[N>>2]|0)|0)+120|0;Q=+p[e>>3];Q=!(Q>=.9999995231628418)?Q:1.0;e=(n[s>>2]=Q,f[s>>2]|0);x=f[64726]|0;R=a+58|0;z=a+472|0;A=a+476|0;B=a+60|0;S=a+57|0;T=a+484|0;U=a+488|0;V=a+32|0;w=a+60|0;C=a+472|0;D=a+12|0;F=a+28|0;G=y+8|0;H=y+16|0;I=y+24|0;J=a+480|0;K=a+32|0;L=a+40|0;M=a+48|0;while(1){if(b[R>>0]|0)if(!(b[S>>0]|0)){yrb(a);if(f[V>>2]|0){W=52;break}b[S>>0]=1}h=f[z>>2]|0;g=f[A>>2]|0;if((h|0)==(g|0)){g=f[B>>2]|0;if((g|0)!=(x|0)){v=f[g>>2]|0;d=+n[v+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;j=+n[v+148>>2];j=!(j>=.9999995231628418)?j:1.0;r=P-d+(Q-j);v=r+9.999999747378752e-06<0.0?1:r+-9.999999747378752e-06>0.0?2:0;g=(v|0)!=0;if((b[S>>0]|0)==0&(v|0)!=2){if(!(b[R>>0]|0)){if(!(g&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=12}}else W=12;if((W|0)==12){W=0;yrb(a);if(f[V>>2]|0){W=52;break}}b[S>>0]=1}if(g&c){W=52;break}g=f[w>>2]|0;v=g;while(1){h=v+4|0;f[B>>2]=h;if((h|0)==(x|0))break;t=f[h>>2]|0;q=+n[t+144>>2];r=+n[t+148>>2];r=(!(q<=4.827976454180316e-07)?q:0.0)-d+((!(r>=.9999995231628418)?r:1.0)-j);if(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0))v=h;else break}b[U>>0]=0;if((g|0)!=(h|0))while(1){t=f[g>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,t)|0){h=t+196|0;if(!(f[h>>2]&64)){i=f[(f[t+4>>2]|0)+44>>2]|0;if((f[i+32>>2]|0)!=(0-((f[i+24>>2]|0)+(f[i+28>>2]|0))|0))if(zLa(i+68|0)|0){Vib(y,f[N>>2]|0,f[D>>2]|0,t,0);a:do if(!(f[h>>2]&2)){o=f[F>>2]|0;i=f[o>>2]|0;o=f[o+4>>2]|0;if((i|0)==(o|0))W=32;else{d=+p[y>>3];j=+p[G>>3];q=+p[H>>3];r=+p[I>>3];h=0;do{k=f[i>>2]|0;m=f[i+4>>2]|0;if((k|0)==(m|0))h=(h|0)>0?h:0;else{l=2;do{Z=+p[k+24>>3]+(d*+p[k>>3]+(j*+p[k+8>>3]+q*+p[k+16>>3]));Y=!(Z*Z>=r)?1:Z<0.0?0:2;l=(Y|0)<(l|0)?Y:l;k=k+32|0}while((k|0)!=(m|0));if((l|0)==2)break a;else h=(h|0)<(l|0)?l:h}i=i+12|0}while((i|0)!=(o|0));if((h|0)!=2)W=32}}else W=32;while(0);if((W|0)==32){W=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,y);if(d>=0.0){p[y>>3]=d;f[E>>2]=t;h=f[A>>2]|0;if(h>>>0<(f[J>>2]|0)>>>0){p[h>>3]=d;f[h+8>>2]=t;f[A>>2]=h+16}else lrb(z,y,E);break}}}}}while(0);if((g|0)==(v|0))break;else g=g+4|0}zrb(f[C>>2]|0,f[A>>2]|0);f[T>>2]=3;b[U>>0]=1;h=f[z>>2]|0;g=f[A>>2]|0;W=40}}else W=40;if((W|0)==40){W=0;if((h|0)!=(g|0)){f[K>>2]=f[g+-8>>2];p[L>>3]=+p[g+-16>>3];f[M>>2]=f[T>>2];f[A>>2]=g+-16;if(f[V>>2]|0){W=52;break}}}if((f[w>>2]|0)==(x|0)){W=43;break}}if((W|0)==43){if(!(b[S>>0]|0)){g=f[64726]|0;if((f[64725]|0)==(g|0))g=O;else{e=f[g+-4>>2]|0;d=+n[e+144>>2];g=!(d<=4.827976454180316e-07)?(n[s>>2]=d,f[s>>2]|0):0;d=+n[e+148>>2];e=!(d>=.9999995231628418)?(n[s>>2]=d,f[s>>2]|0):1065353216}d=(f[s>>2]=g,+n[s>>2]);d=P-d+(Q-(f[s>>2]=e,+n[s>>2]));if(!(b[R>>0]|0)){if(!((d+9.999999747378752e-06<0.0|d+-9.999999747378752e-06>0.0)&c)){f[T>>2]=0;b[R>>0]=1;b[U>>0]=0;W=49}}else W=49;if((W|0)==49){yrb(a);if(f[V>>2]|0){u=X;return}}b[S>>0]=1}f[T>>2]=4;u=X;return}else if((W|0)==52){u=X;return}}function krb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=0;z=u;u=u+1792|0;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);b:do if(c|0)c:while(1){do{s=f[d+12>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);d:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0))y=22;else{g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));x=!(A*A>=r)?1:A<0.0?0:2;k=(x|0)<(k|0)?x:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break d;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=22}}else y=22;while(0);if((y|0)==22){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(g>=0.0){p[(z+16|0)>>3]=g;f[z>>2]=s;e=f[(a+476|0)>>2]|0;if(e>>>0<(f[(a+480|0)>>2]|0)>>>0){p[e>>3]=g;f[e+8>>2]=s;f[(a+476|0)>>2]=e+16}else lrb(a+472|0,z+16|0,z);break}}}}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break b;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}while(0);mrb(f[a+472>>2]|0,f[(a+476|0)>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{y=f[c+-8>>2]|0;f[a+32>>2]=y;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=y}if(c|0){u=z;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=z;return}x=f[(a+12|0)>>2]|0?a+16|0:0;e:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(z+56|0)>>2]=z+80|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=z;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=cDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];dDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(z+72|0)>>2]=f[c>>2];f[(z+68|0)>>2]=f[(c+4|0)>>2];f[(z+76|0)>>2]=f[(z+72|0)>>2];f[z>>2]=f[(z+68|0)>>2];b[(z+16|0)>>0]=b[(z+81|0)>>0]|0;d=aDa(z+76|0,z,z+16|0)|0;f[(z+64|0)>>2]=d;f[(z+60|0)>>2]=f[(c+4|0)>>2];f[z>>2]=f[(z+64|0)>>2];f[(z+16|0)>>2]=f[(z+60|0)>>2];bDa(c,z,z+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{orb(a,f[c>>2]|0,z+56|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}f:do if(!(Yqb(a+64|0)|0)){g:while(1){$qb(z,a+64|0);switch(b[(z+12|0)>>0]|0){case 0:break g;case 1:{e=f[(z+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;h:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(!(f[(s+196|0)>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0)){if(!(zLa(e+68|0)|0))break;Vib(z+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);i:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){y=76;break}g=+p[(z+16|0)>>3];o=+p[((z+16|0)+8|0)>>3];q=+p[((z+16|0)+16|0)>>3];r=+p[((z+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{A=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));B=!(A*A>=r)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break i;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)y=76}else y=76;while(0);do if((y|0)==76){y=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,z+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break h}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break h}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(a+64|0)|0)break f}f[a+32>>2]=f[z+8>>2];A=+brb(a+64|0,z);p[a+40>>3]=A;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;y=89;break e}u=z;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))y=89;else y=113;break}case 2:{if(!(b[(a+488|0)>>0]|0))y=148;break}default:{u=z;return}}}f[z+112>>2]=a;f[z+672>>2]=x;f[z+1680>>2]=y;f[z+1704>>2]=0;f[z+1708>>2]=0;asb(z);G=f[z+1704>>2]|0;D=f[z+1708>>2]|0;H=+n[z+1708>>2];f[z+1704>>2]=0;f[z+1708>>2]=0;if((G|0)==5)return}function lrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function mrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=wrb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=xrb(a,h)|0;g=h+16|0;if(xrb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}mrb(a,h);a=h+16|0}if((s|0)==82){s=0;mrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){wrb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;wrb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function nrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0;g=u;u=u+48|0;d=g;l=+n[c+4>>2];k=+n[c+8>>2];j=+n[c+12>>2];i=+n[c+16>>2];h=+n[c+20>>2];p[d>>3]=+n[c>>2];p[d+8>>3]=l;p[d+16>>3]=k;p[d+24>>3]=j;p[d+32>>3]=i;p[d+40>>3]=h;if((urb(f[a+28>>2]|0,d)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,d)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(d,c,b[c+48>>0]|0,+n[c+44>>2]);e=f[e>>2]|0;f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[e+12>>2]=f[d+12>>2];f[e+16>>2]=f[d+16>>2];f[e+20>>2]=f[d+20>>2];f[e+52>>2]=f[d+24>>2];f[e+56>>2]=f[d+28>>2];f[e+60>>2]=f[d+32>>2];f[e+64>>2]=f[d+36>>2];f[e+68>>2]=f[d+40>>2];f[e+72>>2]=f[d+44>>2];nrb(a,e);nrb(a,e+52|0)}vrb(a,c);u=g;return}u=g;return}function orb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0;I=u;u=u+48|0;G=I;J=+n[c+4>>2];g=+n[c+8>>2];l=+n[c+12>>2];m=+n[c+16>>2];o=+n[c+20>>2];p[G>>3]=+n[c>>2];p[G+8>>3]=J;p[G+16>>3]=g;p[G+24>>3]=l;p[G+32>>3]=m;p[G+40>>3]=o;F=a+28|0;if((urb(f[F>>2]|0,G)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,G)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(G,c,b[c+48>>0]|0,+n[c+44>>2]);E=f[e>>2]|0;f[E>>2]=f[G>>2];f[E+4>>2]=f[G+4>>2];f[E+8>>2]=f[G+8>>2];f[E+12>>2]=f[G+12>>2];f[E+16>>2]=f[G+16>>2];f[E+20>>2]=f[G+20>>2];f[E+52>>2]=f[G+24>>2];f[E+56>>2]=f[G+28>>2];f[E+60>>2]=f[G+32>>2];f[E+64>>2]=f[G+36>>2];f[E+68>>2]=f[G+40>>2];f[E+72>>2]=f[G+44>>2];orb(a,E,d);orb(a,E+52|0,d)}D=a+12|0;E=f[D>>2]|0?a+16|0:0;d=f[c+24>>2]|0;s=f[c+28>>2]|0;if((d|0)==(s|0)){u=I;return}t=a+8|0;v=G+8|0;w=G+16|0;x=G+24|0;y=(E|0)==0;z=a+64|0;A=a+464|0;B=E+4|0;C=E+8|0;do{r=f[d>>2]|0;q=r+196|0;do if(!(f[q>>2]&2))if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[q>>2]&64)){e=f[(f[r+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)!=(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))if(zLa(e+68|0)|0){Vib(G,f[t>>2]|0,f[D>>2]|0,r,0);a:do if(!(f[q>>2]&2)){k=f[F>>2]|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if((c|0)==(k|0))H=22;else{g=+p[G>>3];l=+p[v>>3];m=+p[w>>3];o=+p[x>>3];e=0;do{h=f[c>>2]|0;j=f[c+4>>2]|0;if((h|0)==(j|0))e=(e|0)>0?e:0;else{i=2;do{J=+p[h+24>>3]+(g*+p[h>>3]+(l*+p[h+8>>3]+m*+p[h+16>>3]));K=!(J*J>=o)?1:J<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break a;else e=(e|0)<(i|0)?i:e}c=c+12|0}while((c|0)!=(k|0));if((e|0)!=2)H=22}}else H=22;while(0);if((H|0)==22){H=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,G);if(g>=0.0){if(!y)if(f[q>>2]&134217728|0){K=f[r+104>>2]|0;if(+n[E>>2]*+n[K+312>>2]+(+n[B>>2]*+n[K+316>>2]+ +n[C>>2]*+n[K+320>>2])<+n[K+324>>2])break}prb(z,+p[A>>3]-g,r);break}}}}while(0);d=d+4|0}while((d|0)!=(s|0));u=I;return}u=I;return}function prb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Tqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else trb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function qrb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;l=q;Xib(l,b);m=f[a+28>>2]|0;e=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((e|0)==(m|0))o=9;else{n=+p[l>>3];c=+p[l+8>>3];j=+p[l+16>>3];k=+p[l+24>>3];d=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))d=(d|0)>0?d:0;else{h=2;do{s=+p[g+24>>3]+(n*+p[g>>3]+(c*+p[g+8>>3]+j*+p[g+16>>3]));r=!(s*s>=k)?1:s<0.0?0:2;h=(r|0)<(h|0)?r:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2)break a;else d=(d|0)<(h|0)?h:d}e=e+12|0}while((e|0)!=(m|0));if((d|0)!=2)o=9}while(0);if((o|0)==9){c=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,l);if(c>=0.0){rrb(a+64|0,+p[a+464>>3]-c,b);u=q;return}}u=q;return}function rrb(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;k=l+8|0;g=l;p[g>>3]=c;f[a>>2]=(f[a>>2]|0)+1;if(+p[a+16>>3]>c)h=0;else if(+p[a+40>>3]>c)h=1;else if(+p[a+64>>3]>c)h=2;else if(+p[a+88>>3]>c)h=3;else if(+p[a+112>>3]>c)h=4;else if(+p[a+136>>3]>c)h=5;else if(+p[a+160>>3]>c)h=6;else if(+p[a+184>>3]>c)h=7;else if(+p[a+208>>3]>c)h=8;else if(+p[a+232>>3]>c)h=9;else if(+p[a+256>>3]>c)h=10;else if(+p[a+280>>3]>c)h=11;else if(+p[a+304>>3]>c)h=12;else if(+p[a+328>>3]>c)h=13;else if(+p[a+352>>3]>c)h=14;else h=15;i=a+16+(h*24|0)+8|0;j=a+16+(h*24|0)+12|0;e=f[j>>2]|0;if(e>>>0<(f[a+16+(h*24|0)+16>>2]|0)>>>0){Uqb(e,c,d);f[j>>2]=(f[j>>2]|0)+16}else srb(i,g,d);a=a+4|0;e=f[a>>2]|0;if(h>>>0>e>>>0){f[a>>2]=h;u=l;return}if(!((h|0)!=0&(h|0)==(e|0))){u=l;return}h=f[i>>2]|0;e=f[j>>2]|0;a=e-h|0;if((a|0)<=16){u=l;return}d=((a>>>4)+-2|0)/2|0;g=h+(d<<4)|0;a=e+-16|0;if(!(Vqb(g,a)|0)){u=l;return};f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[k+12>>2]=f[a+12>>2];e=g;while(1){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];b[a+12>>0]=b[e+12>>0]|0;if(!d)break;d=(d+-1|0)/2|0;a=h+(d<<4)|0;if(!(Vqb(a,k)|0))break;else{j=e;e=a;a=j}}f[e>>2]=f[k>>2];f[e+4>>2]=f[k+4>>2];f[e+8>>2]=f[k+8>>2];b[e+12>>0]=b[k+12>>0]|0;u=l;return}function srb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Uqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function trb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+4|0;d=f[a>>2]|0;g=(f[l>>2]|0)-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(a);j=a+8|0;h=(f[j>>2]|0)-d|0;i=h>>3;i=h>>4>>>0<134217727?(i>>>0<e>>>0?e:i):268435455;do if(!i)k=0;else if(i>>>0>268435455)vd();else{k=pOb(i<<4)|0;break}while(0);h=k+(g<<4)|0;Tqb(h,+p[b>>3],c);d=f[a>>2]|0;e=(f[l>>2]|0)-d|0;g=h+(0-(e>>4)<<4)|0;if((e|0)>0)bQb(g|0,d|0,e|0)|0;f[a>>2]=g;f[l>>2]=h+16;f[j>>2]=k+(i<<4);if(!d)return;sOb(d);return}function urb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0,X=0.0,Y=0.0;V=u;u=u+192|0;U=V;c=f[a>>2]|0;Q=f[a+4>>2]|0;if((c|0)==(Q|0)){U=0;u=V;return U|0}R=b+24|0;S=b+32|0;T=b+8|0;q=b+40|0;r=b+16|0;s=U+8|0;t=U+16|0;v=U+24|0;w=U+32|0;x=U+40|0;y=U+48|0;z=U+56|0;A=U+64|0;B=U+72|0;C=U+80|0;D=U+88|0;E=U+96|0;F=U+104|0;G=U+112|0;H=U+120|0;I=U+128|0;J=U+136|0;K=U+144|0;L=U+152|0;M=U+160|0;N=U+168|0;O=U+176|0;P=U+184|0;a=0;while(1){d=f[c>>2]|0;o=f[c+4>>2]|0;if((d|0)==(o|0))a=(a|0)>0?a:0;else{n=2;do{g=+p[R>>3];h=+p[b>>3];Y=(g-h)*.5;i=+p[S>>3];j=+p[T>>3];X=(i-j)*.5;k=+p[q>>3];l=+p[r>>3];W=(k-l)*.5;m=+p[d+24>>3]+((h+Y)*+p[d>>3]+((j+X)*+p[d+8>>3]+(l+W)*+p[d+16>>3]));if(!(m*m>=Y*Y+(X*X+W*W))){p[U>>3]=h;p[s>>3]=j;p[t>>3]=l;p[v>>3]=g;p[w>>3]=j;p[x>>3]=l;p[y>>3]=h;p[z>>3]=i;p[A>>3]=l;p[B>>3]=g;p[C>>3]=i;p[D>>3]=l;p[E>>3]=h;p[F>>3]=j;p[G>>3]=k;p[H>>3]=g;p[I>>3]=j;p[J>>3]=k;p[K>>3]=h;p[L>>3]=i;p[M>>3]=k;p[N>>3]=g;p[O>>3]=i;p[P>>3]=k;e=gDa(d,U)|0}else e=m<0.0?0:2;n=(e|0)<(n|0)?e:n;d=d+32|0}while((d|0)!=(o|0));if((n|0)==2){a=2;c=11;break}else a=(a|0)<(n|0)?n:a}c=c+12|0;if((c|0)==(Q|0)){c=11;break}}if((c|0)==11){u=V;return a|0}return 0}function vrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;y=u;u=u+48|0;x=y;c=f[b+24>>2]|0;t=f[b+28>>2]|0;if((c|0)==(t|0)){u=y;return}v=a+28|0;w=a+64|0;o=a+464|0;q=x+8|0;r=x+16|0;s=x+24|0;do{n=XFa(f[c>>2]|0)|0;Xib(x,n);j=f[v>>2]|0;e=f[j>>2]|0;j=f[j+4>>2]|0;a:do if((e|0)==(j|0))b=12;else{d=+p[x>>3];k=+p[q>>3];l=+p[r>>3];m=+p[s>>3];b=0;do{g=f[e>>2]|0;i=f[e+4>>2]|0;if((g|0)==(i|0))b=(b|0)>0?b:0;else{h=2;do{A=+p[g+24>>3]+(d*+p[g>>3]+(k*+p[g+8>>3]+l*+p[g+16>>3]));z=!(A*A>=m)?1:A<0.0?0:2;h=(z|0)<(h|0)?z:h;g=g+32|0}while((g|0)!=(i|0));if((h|0)==2){b=13;break a}else b=(b|0)<(h|0)?h:b}e=e+12|0}while((e|0)!=(j|0));if((b|0)==2)b=13;else b=12}while(0);if((b|0)==12){b=0;d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,x);if(!(d>=0.0))b=13;else rrb(w,+p[o>>3]-d,n)}c=c+4|0}while((c|0)!=(t|0));u=y;return}function wrb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{wrb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;wrb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function yrb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0.0;A=0;B=u;u=u+1920|0;f[(B+56|0)>>2]=a;if(!(b[(a+488|0)>>0]|0))if(tSa(f[(a+8|0)>>2]|0)|0){c=(IRa(f[(a+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;a:do if(!c)A=7;else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){A=7;break a}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);b:while(1){do{e=f[d+12>>2]|0;g=+Crb(a,e,f[(B+56|0)>>2]|0);if(g>=0.0){p[(B+16|0)>>3]=g;f[B>>2]=e;i=f[(a+476|0)>>2]|0;if(i>>>0<(f[(a+480|0)>>2]|0)>>>0){p[i>>3]=g;f[i+8>>2]=e;f[(a+476|0)>>2]=i+16}else lrb(a+472|0,B+16|0,B)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c){e=a+476|0;break a}d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);if((A|0)==7)e=a+476|0;Drb(f[a+472>>2]|0,f[e>>2]|0);f[a+484>>2]=3;b[(a+488|0)>>0]=1}c=f[(a+484|0)>>2]|0;if((c|0)==3){c=f[(a+476|0)>>2]|0;if((f[a+472>>2]|0)==(c|0))c=f[a+32>>2]|0;else{A=f[c+-8>>2]|0;f[a+32>>2]=A;p[a+40>>3]=+p[c+-16>>3];f[a+48>>2]=3;f[(a+476|0)>>2]=c+-16;c=A}if(c|0){u=B;return}b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=4;u=B;return}z=f[(a+12|0)>>2]|0?a+16|0:0;c:{d=1;c=c|0;if(d)switch(c|0){case 0:{f[(B+60|0)>>2]=B+56|0;if(!(b[(a+488|0)>>0]|0)){if(!(Rg[f[(f[a>>2]|0)+8>>2]&255](a,a+64|0)|0)){f[(a+484|0)>>2]=4;u=B;return}c=FQa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=cDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];dDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{nrb(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));c=gSa(f[(a+8|0)>>2]|0)|0;if(!(b[(c+40|0)>>0]|0))d=c+4|0;else{b[(c+40|0)>>0]=0;f[(B+76|0)>>2]=f[c>>2];f[(B+72|0)>>2]=f[(c+4|0)>>2];f[(B+80|0)>>2]=f[(B+76|0)>>2];f[B>>2]=f[(B+72|0)>>2];b[(B+16|0)>>0]=b[(B+84|0)>>0]|0;d=aDa(B+80|0,B,B+16|0)|0;f[(B+68|0)>>2]=d;f[(B+64|0)>>2]=f[(c+4|0)>>2];f[B>>2]=f[(B+68|0)>>2];f[(B+16|0)>>2]=f[(B+64|0)>>2];bDa(c,B,B+16|0)|0;d=c+4|0}c=f[c>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{Erb(a,f[c>>2]|0,B+60|0);c=c+4|0}while((c|0)!=(d|0));b[(a+488|0)>>0]=1}d:do if(!(Yqb(a+64|0)|0)){e:while(1){$qb(B,a+64|0);x=1;y=b[(B+12|0)>>0]|0;if(x)switch(y|0){case 0:break e;default:x=1}if(x){x=0;switch(y|0){case 1:{e=f[(B+8|0)>>2]|0;c=f[e+12>>2]|0;d=f[e+16>>2]|0;if((c|0)!=(d|0))do{qrb(a,c);c=c+72|0}while((c|0)!=(d|0));w=f[(a+12|0)>>2]|0?a+16|0:0;c=f[e+24>>2]|0;v=f[e+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;f:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){e=f[(s+196|0)>>2]|0;if(!(e&2)){if(e&1|0){m=(f[(B+56|0)>>2]|0)+8|0;l=(AQa(f[m>>2]|0)|0)+112|0;g=+p[l>>3];m=(AQa(f[m>>2]|0)|0)+120|0;q=+p[m>>3];o=+n[s+144>>2];r=+n[s+148>>2];r=(!(g<=4.827976454180316e-07)?g:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(r>=.9999995231628418)?r:1.0));if(!(!(r+-9.999999747378752e-06>0.0)&!(r+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,s)|0)if(!(f[(s+196|0)>>2]&64)){e=f[(f[s+4>>2]|0)+44>>2]|0;if((f[e+32>>2]|0)==(0-((f[e+24>>2]|0)+(f[e+28>>2]|0))|0))break;if(!(zLa(e+68|0)|0))break;Vib(B+16|0,f[(a+8|0)>>2]|0,f[(a+12|0)>>2]|0,s,0);g:do if(!(f[(s+196|0)>>2]&2)){m=f[(a+28|0)>>2]|0;i=f[m>>2]|0;m=f[m+4>>2]|0;if((i|0)==(m|0)){A=65;break}g=+p[(B+16|0)>>3];o=+p[((B+16|0)+8|0)>>3];q=+p[((B+16|0)+16|0)>>3];r=+p[((B+16|0)+24|0)>>3];e=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))e=(e|0)>0?e:0;else{k=2;do{E=+p[j+24>>3]+(g*+p[j>>3]+(o*+p[j+8>>3]+q*+p[j+16>>3]));C=!(E*E>=r)?1:E<0.0?0:2;k=(C|0)<(k|0)?C:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break g;else e=(e|0)<(k|0)?k:e}i=i+12|0}while((i|0)!=(m|0));if((e|0)!=2)A=65}else A=65;while(0);do if((A|0)==65){A=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B+16|0);if(!(g>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;C=f[s+104>>2]|0;if(+n[w>>2]*+n[C+312>>2]+(+n[(w+4|0)>>2]*+n[C+316>>2]+ +n[(w+8|0)>>2]*+n[C+320>>2])<+n[C+324>>2])break f}while(0);prb(a+64|0,+p[(a+464|0)>>3]-g,s);break f}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(a+64|0)|0)break d}f[a+32>>2]=f[B+8>>2];E=+brb(a+64|0,B);p[a+40>>3]=E;f[a+48>>2]=f[(a+484|0)>>2]}while(0);if(!(f[a+32>>2]|0)){b[(a+488|0)>>0]=0;f[(a+484|0)>>2]=1;A=78;break c}u=B;return}default:d=1}if(d)switch(c|0){case 1:{if(!(b[(a+488|0)>>0]|0))A=78;else A=106;break}case 2:{if(!(b[(a+488|0)>>0]|0))A=145;break}default:{u=B;return}}}f[B+112>>2]=a;f[B+1744>>2]=z;f[B+1768>>2]=A;f[B+1840>>2]=0;f[B+1844>>2]=0;bsb(B);G=f[B+1840>>2]|0;D=f[B+1844>>2]|0;H=+n[B+1844>>2];f[B+1840>>2]=0;f[B+1844>>2]=0;if((G|0)==5)return}function zrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Arb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Brb(a,h)|0;g=h+16|0;if(Brb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}zrb(a,h);a=h+16|0}if((s|0)==82){s=0;zrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Arb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Arb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Arb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Brb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Arb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Arb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Crb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;m=q;e=b+196|0;if(f[e>>2]&1|0){i=c+8|0;h=(AQa(f[i>>2]|0)|0)+112|0;d=+p[h>>3];i=(AQa(f[i>>2]|0)|0)+120|0;k=+p[i>>3];j=+n[b+144>>2];l=+n[b+148>>2];l=(!(d<=4.827976454180316e-07)?d:0.0)-(!(j<=4.827976454180316e-07)?j:0.0)+((!(k>=.9999995231628418)?k:1.0)-(!(l>=.9999995231628418)?l:1.0));if(!(!(l+-9.999999747378752e-06>0.0)&!(l+9.999999747378752e-06<0.0))){l=-1.0;u=q;return +l}}if(!(Rg[f[(f[a>>2]|0)+12>>2]&255](a,b)|0)){l=-1.0;u=q;return +l}if(f[e>>2]&64|0){l=-1.0;u=q;return +l}c=f[(f[b+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)==(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0)){l=-1.0;u=q;return +l}if(!(zLa(c+68|0)|0)){l=-1.0;u=q;return +l}Vib(m,f[a+8>>2]|0,f[a+12>>2]|0,b,0);a:do if(!(f[e>>2]&2)){i=f[a+28>>2]|0;b=f[i>>2]|0;i=f[i+4>>2]|0;if((b|0)==(i|0))o=16;else{d=+p[m>>3];j=+p[m+8>>3];k=+p[m+16>>3];l=+p[m+24>>3];c=0;do{e=f[b>>2]|0;h=f[b+4>>2]|0;if((e|0)==(h|0))c=(c|0)>0?c:0;else{g=2;do{s=+p[e+24>>3]+(d*+p[e>>3]+(j*+p[e+8>>3]+k*+p[e+16>>3]));r=!(s*s>=l)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));if((g|0)==2)break a;else c=(c|0)<(g|0)?g:c}b=b+12|0}while((b|0)!=(i|0));if((c|0)!=2)o=16}}else o=16;while(0);if((o|0)==16){d=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,m);if(d>=0.0){s=d;u=q;return +s}}s=-1.0;u=q;return +s}function Drb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Frb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Grb(a,h)|0;g=h+16|0;if(Grb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Drb(a,h);a=h+16|0}if((s|0)==82){s=0;Drb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Frb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Frb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Erb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0.0,L=0;J=u;u=u+48|0;H=J;K=+n[c+4>>2];g=+n[c+8>>2];m=+n[c+12>>2];o=+n[c+16>>2];q=+n[c+20>>2];p[H>>3]=+n[c>>2];p[H+8>>3]=K;p[H+16>>3]=g;p[H+24>>3]=m;p[H+32>>3]=o;p[H+40>>3]=q;G=a+28|0;if((urb(f[G>>2]|0,H)|0)!=2)if(+Ng[f[(f[a>>2]|0)+16>>2]&31](a,H)>=0.0){e=c+36|0;if(f[e>>2]|0){xib(H,c,b[c+48>>0]|0,+n[c+44>>2]);F=f[e>>2]|0;f[F>>2]=f[H>>2];f[F+4>>2]=f[H+4>>2];f[F+8>>2]=f[H+8>>2];f[F+12>>2]=f[H+12>>2];f[F+16>>2]=f[H+16>>2];f[F+20>>2]=f[H+20>>2];f[F+52>>2]=f[H+24>>2];f[F+56>>2]=f[H+28>>2];f[F+60>>2]=f[H+32>>2];f[F+64>>2]=f[H+36>>2];f[F+68>>2]=f[H+40>>2];f[F+72>>2]=f[H+44>>2];Erb(a,F,d);Erb(a,F+52|0,d)}E=a+12|0;F=f[E>>2]|0?a+16|0:0;e=f[c+24>>2]|0;t=f[c+28>>2]|0;if((e|0)==(t|0)){u=J;return}v=a+8|0;w=H+8|0;x=H+16|0;y=H+24|0;z=(F|0)==0;A=a+64|0;B=a+464|0;C=F+4|0;D=F+8|0;do{r=f[e>>2]|0;c=f[d>>2]|0;s=r+196|0;h=f[s>>2]|0;do if(!(h&2)){if(h&1|0){l=(f[c>>2]|0)+8|0;k=(AQa(f[l>>2]|0)|0)+112|0;m=+p[k>>3];l=(AQa(f[l>>2]|0)|0)+120|0;q=+p[l>>3];o=+n[r+144>>2];K=+n[r+148>>2];K=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(K>=.9999995231628418)?K:1.0));if(!(!(K+-9.999999747378752e-06>0.0)&!(K+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,r)|0)if(!(f[s>>2]&64)){c=f[(f[r+4>>2]|0)+44>>2]|0;if((f[c+32>>2]|0)!=(0-((f[c+24>>2]|0)+(f[c+28>>2]|0))|0))if(zLa(c+68|0)|0){Vib(H,f[v>>2]|0,f[E>>2]|0,r,0);a:do if(!(f[s>>2]&2)){l=f[G>>2]|0;h=f[l>>2]|0;l=f[l+4>>2]|0;if((h|0)==(l|0))I=24;else{g=+p[H>>3];m=+p[w>>3];o=+p[x>>3];q=+p[y>>3];c=0;do{i=f[h>>2]|0;k=f[h+4>>2]|0;if((i|0)==(k|0))c=(c|0)>0?c:0;else{j=2;do{K=+p[i+24>>3]+(g*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));L=!(K*K>=q)?1:K<0.0?0:2;j=(L|0)<(j|0)?L:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else c=(c|0)<(j|0)?j:c}h=h+12|0}while((h|0)!=(l|0));if((c|0)!=2)I=24}}else I=24;while(0);if((I|0)==24){I=0;g=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,H);if(g>=0.0){if(!z)if(f[s>>2]&134217728|0){L=f[r+104>>2]|0;if(+n[F>>2]*+n[L+312>>2]+(+n[C>>2]*+n[L+316>>2]+ +n[D>>2]*+n[L+320>>2])<+n[L+324>>2])break}prb(A,+p[B>>3]-g,r);break}}}}}while(0);e=e+4|0}while((e|0)!=(t|0));u=J;return}u=J;return}function Frb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Grb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Frb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Frb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Hrb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,p=0.0;h=f[b>>2]|0;m=f[a>>2]|0;d=+n[h+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;l=+n[m+144>>2];l=!(l<=4.827976454180316e-07)?l:0.0;k=h;o=m;if(d<l)i=1;else if(d>l)i=0;else{p=+n[h+148>>2];e=+n[m+148>>2];i=(!(p>=.9999995231628418)?p:1.0)<(!(e>=.9999995231628418)?e:1.0)}g=f[c>>2]|0;e=+n[g+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;j=g;if(e<d)g=1;else if(e>d)g=0;else{e=+n[g+148>>2];p=+n[h+148>>2];g=(!(e>=.9999995231628418)?e:1.0)<(!(p>=.9999995231628418)?p:1.0)}if(!i){if(!g){b=0;return b|0}f[b>>2]=j;f[c>>2]=k;g=f[b>>2]|0;h=f[a>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;e=+n[h+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;i=h;j=g;if(!(d<e)){if(d>e){b=1;return b|0}l=+n[g+148>>2];p=+n[h+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[a>>2]=j;f[b>>2]=i;b=2;return b|0}if(g){f[a>>2]=j;f[c>>2]=o;b=1;return b|0}f[a>>2]=k;f[b>>2]=o;g=f[c>>2]|0;d=+n[g+144>>2];d=!(d<=4.827976454180316e-07)?d:0.0;h=g;if(!(d<l)){if(d>l){b=1;return b|0}l=+n[g+148>>2];p=+n[m+148>>2];if(!((!(l>=.9999995231628418)?l:1.0)<(!(p>=.9999995231628418)?p:1.0))){b=1;return b|0}}f[b>>2]=h;f[c>>2]=o;b=2;return b|0}function Irb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0;l=Hrb(a,b,c)|0;j=f[d>>2]|0;k=f[c>>2]|0;e=+n[j+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=k;i=j;if(!(e<g)){if(e>g)return l|0;e=+n[j+148>>2];g=+n[k+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0)))return l|0}f[c>>2]=i;f[d>>2]=h;h=l+1|0;i=f[c>>2]|0;d=f[b>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[b>>2]=k;f[c>>2]=j;h=l+2|0;i=f[b>>2]|0;d=f[a>>2]|0;e=+n[i+144>>2];e=!(e<=4.827976454180316e-07)?e:0.0;g=+n[d+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;j=d;k=i;if(!(e<g)){if(e>g){l=h;return l|0}e=+n[i+148>>2];g=+n[d+148>>2];if(!((!(e>=.9999995231628418)?e:1.0)<(!(g>=.9999995231628418)?g:1.0))){l=h;return l|0}}f[a>>2]=k;f[b>>2]=j;l=l+3|0;return l|0}function Jrb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;m=Irb(a,b,c,d)|0;k=f[e>>2]|0;l=f[d>>2]|0;g=+n[k+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[l+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;i=l;j=k;if(!(g<h)){if(g>h)return m|0;g=+n[k+148>>2];h=+n[l+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0)))return m|0}f[d>>2]=j;f[e>>2]=i;i=m+1|0;j=f[d>>2]|0;e=f[c>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[c>>2]=l;f[d>>2]=k;i=m+2|0;j=f[c>>2]|0;e=f[b>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[b>>2]=l;f[c>>2]=k;i=m+3|0;j=f[b>>2]|0;e=f[a>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[e+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;k=e;l=j;if(!(g<h)){if(g>h){m=i;return m|0}g=+n[j+148>>2];h=+n[e+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){m=i;return m|0}}f[a>>2]=l;f[b>>2]=k;m=m+4|0;return m|0}function Krb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0;switch(b-a>>2|0){case 2:{e=b+-4|0;i=f[e>>2]|0;j=f[a>>2]|0;g=+n[i+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;h=+n[j+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;c=j;d=i;if(!(g<h)){if(g>h){a=1;return a|0}g=+n[i+148>>2];h=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(h>=.9999995231628418)?h:1.0))){a=1;return a|0}}f[a>>2]=d;f[e>>2]=c;a=1;return a|0}case 3:{Hrb(a,a+4|0,b+-4|0)|0;a=1;return a|0}case 4:{Irb(a,a+4|0,a+8|0,b+-4|0)|0;a=1;return a|0}case 5:{Jrb(a,a+4|0,a+8|0,a+12|0,b+-4|0)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+8|0;Hrb(a,a+4|0,e)|0;c=a+12|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){i=f[c>>2]|0;j=f[e>>2]|0;h=+n[i+144>>2];h=!(h<=4.827976454180316e-07)?h:0.0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;m=i;k=j;if(h<g){i=i+148|0;o=14}else if(!(h>g)){i=i+148|0;p=+n[i>>2];g=+n[j+148>>2];if((!(p>=.9999995231628418)?p:1.0)<(!(g>=.9999995231628418)?g:1.0))o=14}if((o|0)==14){o=0;f[c>>2]=k;b:do if((e|0)!=(a|0)){j=e;while(1){l=e;e=j+-4|0;j=f[e>>2]|0;g=+n[j+144>>2];g=!(g<=4.827976454180316e-07)?g:0.0;k=j;if(!(h<g)){if(h>g){e=l;break b}g=+n[i>>2];p=+n[j+148>>2];if(!((!(g>=.9999995231628418)?g:1.0)<(!(p>=.9999995231628418)?p:1.0))){e=l;break b}}f[l>>2]=k;if((e|0)==(a|0))break;else j=e}}while(0);f[e>>2]=m;d=d+1|0;if((d|0)==8){d=0;c=(c+4|0)==(b|0);break a}}e=c+4|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Lrb(a,c){a=a|0;c=c|0;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[a+56>>0]|0)){krb(a);return}else{jrb(a,c);return}}function Mrb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0;F=u;u=u+48|0;B=F;C=F+40|0;E=a+56|0;b[E>>0]=0;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)==(r|0))c=a+476|0;else{x=a+8|0;y=a+12|0;z=a+28|0;A=B+8|0;s=B+16|0;t=B+24|0;c=a+476|0;v=a+480|0;w=a+472|0;do{q=f[d>>2]|0;do if(Rg[f[(f[a>>2]|0)+12>>2]&255](a,q)|0){e=q+196|0;if(!(f[e>>2]&64)){g=f[(f[q+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(B,f[x>>2]|0,f[y>>2]|0,q,0);a:do if(!(f[e>>2]&2)){l=f[z>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))D=17;else{h=+p[B>>3];m=+p[A>>3];n=+p[s>>3];o=+p[t>>3];e=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))e=(e|0)>0?e:0;else{j=2;do{H=+p[i+24>>3]+(h*+p[i>>3]+(m*+p[i+8>>3]+n*+p[i+16>>3]));G=!(H*H>=o)?1:H<0.0?0:2;j=(G|0)<(j|0)?G:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break a;else e=(e|0)<(j|0)?j:e}g=g+12|0}while((g|0)!=(l|0));if((e|0)!=2)D=17}}else D=17;while(0);if((D|0)==17){D=0;h=+Ng[f[(f[a>>2]|0)+20>>2]&31](a,B);if(h>=0.0){p[B>>3]=h;f[C>>2]=q;e=f[c>>2]|0;if(e>>>0<(f[v>>2]|0)>>>0){p[e>>3]=h;f[e+8>>2]=q;f[c>>2]=e+16}else lrb(w,B,C);break}}}}}while(0);d=d+4|0}while((d|0)!=(r|0))}Nrb(f[a+472>>2]|0,f[c>>2]|0);f[a+484>>2]=3;b[a+488>>0]=1;f[a+32>>2]=0;p[a+40>>3]=-1.0;f[a+48>>2]=4;if(!(b[E>>0]|0)){krb(a);u=F;return}else{jrb(a,0);u=F;return}}function Nrb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;a:while(1){q=b;r=b+-16|0;t=b+-8|0;while(1){b:while(1){o=a;c=q-o|0;g=c>>4;switch(g|0){case 2:{s=5;break a}case 3:{s=7;break a}case 4:{s=15;break a}case 5:{s=16;break a}case 1:case 0:{s=84;break a}default:{}}if((c|0)<112){s=22;break a}m=(g|0)/2|0;l=a+(m<<4)|0;do if((c|0)>15984){k=(g|0)/4|0;n=a+(k<<4)|0;h=l+(k<<4)|0;c=Orb(a,n,l,h)|0;d=+p[r>>3];e=+p[h>>3];if(!(d>e)){g=l;break}p[h>>3]=d;p[r>>3]=e;j=h+8|0;g=f[j>>2]|0;f[j>>2]=f[t>>2];f[t>>2]=g;g=c+1|0;d=+p[h>>3];e=+p[l>>3];if(d>e){p[l>>3]=d;p[h>>3]=e;h=a+(m<<4)+8|0;g=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=g;g=c+2|0;d=+p[l>>3];e=+p[n>>3];if(d>e){p[n>>3]=d;p[l>>3]=e;g=a+(k<<4)+8|0;m=f[g>>2]|0;f[g>>2]=f[h>>2];f[h>>2]=m;d=+p[n>>3];e=+p[a>>3];if(d>e){p[a>>3]=d;p[n>>3]=e;m=a+8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;c=c+4|0;g=l}else{c=c+3|0;g=l}}else{c=g;g=l}}else{c=g;g=l}}else{d=+p[l>>3];i=+p[a>>3];e=+p[r>>3];c=e>d;if(!(d>i)){if(!c){c=0;g=l;break}p[l>>3]=e;p[r>>3]=d;c=a+(m<<4)+8|0;n=f[c>>2]|0;f[c>>2]=f[t>>2];f[t>>2]=n;d=+p[l>>3];e=+p[a>>3];if(!(d>e)){c=1;g=l;break}p[a>>3]=d;p[l>>3]=e;n=a+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;c=2;g=l;break}if(c){p[a>>3]=e;p[r>>3]=i;g=a+8|0;c=f[g>>2]|0;f[g>>2]=f[t>>2];f[t>>2]=c;c=1;g=l;break}p[a>>3]=d;p[l>>3]=i;n=a+8|0;c=a+(m<<4)+8|0;g=f[n>>2]|0;f[n>>2]=f[c>>2];f[c>>2]=g;d=+p[r>>3];if(d>i){p[l>>3]=d;p[r>>3]=i;f[c>>2]=f[t>>2];f[t>>2]=g;c=2;g=l}else{c=1;g=l}}while(0);i=+p[a>>3];d=+p[g>>3];if(i>d){g=r;break}else h=r;while(1){g=h+-16|0;if((a|0)==(g|0))break;e=+p[g>>3];if(e>d){s=67;break b}else h=g}c=a+16|0;e=+p[r>>3];if(!(i>e)){if((c|0)==(r|0)){s=84;break a}while(1){d=+p[c>>3];if(i>d)break;c=c+16|0;if((c|0)==(r|0)){s=84;break a}}p[c>>3]=e;p[r>>3]=d;n=c+8|0;o=f[n>>2]|0;f[n>>2]=f[t>>2];f[t>>2]=o;c=c+16|0}if((c|0)==(r|0)){s=84;break a}else g=r;while(1){i=+p[a>>3];while(1){e=+p[c>>3];j=c+16|0;if(i>e)break;else c=j}while(1){h=g+-16|0;d=+p[h>>3];if(i>d)g=h;else break}if(c>>>0>=h>>>0){a=c;continue b}p[c>>3]=d;p[h>>3]=e;o=c+8|0;g=g+-8|0;c=f[o>>2]|0;f[o>>2]=f[g>>2];f[g>>2]=c;g=h;c=j}}if((s|0)==67){s=0;p[a>>3]=e;p[g>>3]=i;k=a+8|0;n=h+-8|0;m=f[k>>2]|0;f[k>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}h=a+16|0;c:do if(h>>>0<g>>>0)while(1){i=+p[l>>3];while(1){e=+p[h>>3];k=h+16|0;if(e>i)h=k;else break}while(1){j=g+-16|0;d=+p[j>>3];if(d>i)break;else g=j}if(h>>>0>j>>>0){g=l;break c}p[h>>3]=d;p[j>>3]=e;m=h+8|0;g=g+-8|0;n=f[m>>2]|0;f[m>>2]=f[g>>2];f[g>>2]=n;l=(l|0)==(h|0)?j:l;g=j;h=k;c=c+1|0}else g=l;while(0);if((h|0)!=(g|0)){d=+p[g>>3];e=+p[h>>3];if(d>e){p[h>>3]=d;p[g>>3]=e;l=h+8|0;n=g+8|0;m=f[l>>2]|0;f[l>>2]=f[n>>2];f[n>>2]=m;c=c+1|0}}if(!c){c=Prb(a,h)|0;g=h+16|0;if(Prb(g,b)|0){s=83;break}if(c){a=g;continue}}n=h;if((n-o|0)>=(q-n|0)){s=82;break}Nrb(a,h);a=h+16|0}if((s|0)==82){s=0;Nrb(h+16|0,b);b=h;continue}else if((s|0)==83){s=0;if(c){s=84;break}else{b=h;continue}}}if((s|0)==5){e=+p[r>>3];d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[r>>3]=d;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}else if((s|0)==7){g=a+16|0;e=+p[g>>3];i=+p[a>>3];c=b+-16|0;d=+p[c>>3];b=d>e;if(!(e>i)){if(!b)return;p[g>>3]=d;p[c>>3]=e;b=a+24|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;d=+p[g>>3];e=+p[a>>3];if(!(d>e))return;p[a>>3]=d;p[g>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=f[b>>2];f[b>>2]=t;return}if(b){p[a>>3]=d;p[c>>3]=i;r=a+8|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;return}p[a>>3]=e;p[g>>3]=i;s=a+8|0;a=a+24|0;b=f[s>>2]|0;f[s>>2]=f[a>>2];f[a>>2]=b;d=+p[c>>3];if(!(d>i))return;p[g>>3]=d;p[c>>3]=i;f[a>>2]=f[t>>2];f[t>>2]=b;return}else if((s|0)==15){Orb(a,a+16|0,a+32|0,r)|0;return}else if((s|0)==16){j=a+16|0;h=a+32|0;c=a+48|0;Orb(a,j,h,c)|0;b=b+-16|0;d=+p[b>>3];e=+p[c>>3];if(!(d>e))return;p[c>>3]=d;p[b>>3]=e;b=a+56|0;s=f[b>>2]|0;f[b>>2]=f[t>>2];f[t>>2]=s;e=+p[c>>3];d=+p[h>>3];if(!(e>d))return;p[h>>3]=e;p[c>>3]=d;c=a+40|0;t=f[c>>2]|0;g=f[b>>2]|0;f[c>>2]=g;f[b>>2]=t;d=+p[j>>3];if(!(e>d))return;p[j>>3]=e;p[h>>3]=d;b=a+24|0;t=f[b>>2]|0;f[b>>2]=g;f[c>>2]=t;d=+p[a>>3];if(!(e>d))return;p[a>>3]=e;p[j>>3]=d;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[b>>2]=t;return}else if((s|0)==22){j=a+32|0;h=a+16|0;d=+p[h>>3];e=+p[a>>3];i=+p[j>>3];c=i>d;do if(d>e){if(c){p[a>>3]=i;p[j>>3]=e;r=a+8|0;t=a+40|0;s=f[r>>2]|0;f[r>>2]=f[t>>2];f[t>>2]=s;d=e;break}p[a>>3]=d;p[h>>3]=e;t=a+8|0;c=a+24|0;g=f[t>>2]|0;f[t>>2]=f[c>>2];f[c>>2]=g;if(i>e){p[h>>3]=i;p[j>>3]=e;t=a+40|0;f[c>>2]=f[t>>2];f[t>>2]=g;d=e}else d=i}else if(c){p[h>>3]=i;p[j>>3]=d;c=a+24|0;t=a+40|0;s=f[c>>2]|0;g=f[t>>2]|0;f[c>>2]=g;f[t>>2]=s;if(i>e){p[a>>3]=i;p[h>>3]=e;s=a+8|0;t=f[s>>2]|0;f[s>>2]=g;f[c>>2]=t}}else d=i;while(0);c=a+48|0;if((c|0)==(b|0))return;else{k=c;c=j}while(1){e=+p[k>>3];if(e>d){j=f[k+8>>2]|0;g=k;while(1){p[g>>3]=d;h=c+8|0;f[g+8>>2]=f[h>>2];if((c|0)==(a|0)){c=a;break}g=c+-16|0;d=+p[g>>3];if(!(e>d))break;else{t=c;c=g;g=t}}p[c>>3]=e;f[h>>2]=j}c=k+16|0;if((c|0)==(b|0))break;d=+p[k>>3];t=k;k=c;c=t}return}else if((s|0)==84)return}function Orb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0,i=0.0,j=0,k=0;g=+p[b>>3];i=+p[a>>3];e=+p[c>>3];h=e>g;do if(g>i){if(h){p[a>>3]=e;p[c>>3]=i;h=a+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=1;g=i;break}p[a>>3]=g;p[b>>3]=i;k=a+8|0;h=b+8|0;j=f[k>>2]|0;f[k>>2]=f[h>>2];f[h>>2]=j;g=+p[c>>3];if(g>i){p[b>>3]=g;p[c>>3]=i;k=c+8|0;f[h>>2]=f[k>>2];f[k>>2]=j;k=2;g=i}else k=1}else if(h){p[b>>3]=e;p[c>>3]=g;h=b+8|0;k=c+8|0;j=f[h>>2]|0;f[h>>2]=f[k>>2];f[k>>2]=j;e=+p[b>>3];i=+p[a>>3];if(e>i){p[a>>3]=e;p[b>>3]=i;j=a+8|0;k=f[j>>2]|0;f[j>>2]=f[h>>2];f[h>>2]=k;k=2;g=+p[c>>3]}else k=1}else{k=0;g=e}while(0);e=+p[d>>3];if(!(e>g)){b=k;return b|0}p[c>>3]=e;p[d>>3]=g;j=c+8|0;d=d+8|0;h=f[j>>2]|0;f[j>>2]=f[d>>2];f[d>>2]=h;e=+p[c>>3];g=+p[b>>3];if(!(e>g)){b=k+1|0;return b|0}p[b>>3]=e;p[c>>3]=g;h=b+8|0;c=f[h>>2]|0;f[h>>2]=f[j>>2];f[j>>2]=c;e=+p[b>>3];g=+p[a>>3];if(!(e>g)){b=k+2|0;return b|0}p[a>>3]=e;p[b>>3]=g;a=a+8|0;b=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=b;b=k+3|0;return b|0}function Prb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0.0,j=0,k=0,l=0;switch(b-a>>4|0){case 2:{c=b+-16|0;e=+p[c>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[c>>3]=g;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}case 3:{j=a+16|0;e=+p[j>>3];i=+p[a>>3];h=b+-16|0;g=+p[h>>3];c=g>e;if(!(e>i)){if(!c){a=1;return a|0}p[j>>3]=g;p[h>>3]=e;c=a+24|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;e=+p[j>>3];g=+p[a>>3];if(!(e>g)){a=1;return a|0}p[a>>3]=e;p[j>>3]=g;b=a+8|0;a=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=a;a=1;return a|0}if(c){p[a>>3]=g;p[h>>3]=i;l=a+8|0;a=b+-8|0;b=f[l>>2]|0;f[l>>2]=f[a>>2];f[a>>2]=b;a=1;return a|0}p[a>>3]=e;p[j>>3]=i;l=a+8|0;c=a+24|0;d=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=d;e=+p[h>>3];if(!(e>i)){a=1;return a|0}p[j>>3]=e;p[h>>3]=i;a=b+-8|0;f[c>>2]=f[a>>2];f[a>>2]=d;a=1;return a|0}case 4:{Orb(a,a+16|0,a+32|0,b+-16|0)|0;a=1;return a|0}case 5:{k=a+16|0;j=a+32|0;d=a+48|0;Orb(a,k,j,d)|0;c=b+-16|0;e=+p[c>>3];g=+p[d>>3];if(!(e>g)){a=1;return a|0}p[d>>3]=e;p[c>>3]=g;c=a+56|0;b=b+-8|0;l=f[c>>2]|0;f[c>>2]=f[b>>2];f[b>>2]=l;g=+p[d>>3];e=+p[j>>3];if(!(g>e)){a=1;return a|0}p[j>>3]=g;p[d>>3]=e;d=a+40|0;b=f[d>>2]|0;h=f[c>>2]|0;f[d>>2]=h;f[c>>2]=b;e=+p[k>>3];if(!(g>e)){a=1;return a|0}p[k>>3]=g;p[j>>3]=e;c=a+24|0;b=f[c>>2]|0;f[c>>2]=h;f[d>>2]=b;e=+p[a>>3];if(!(g>e)){a=1;return a|0}p[a>>3]=g;p[k>>3]=e;b=a+8|0;a=f[b>>2]|0;f[b>>2]=h;f[c>>2]=a;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{d=a+32|0;j=a+16|0;e=+p[j>>3];g=+p[a>>3];i=+p[d>>3];c=i>e;do if(e>g){if(c){p[a>>3]=i;p[d>>3]=g;j=a+8|0;l=a+40|0;k=f[j>>2]|0;f[j>>2]=f[l>>2];f[l>>2]=k;e=g;break}p[a>>3]=e;p[j>>3]=g;l=a+8|0;c=a+24|0;h=f[l>>2]|0;f[l>>2]=f[c>>2];f[c>>2]=h;if(i>g){p[j>>3]=i;p[d>>3]=g;l=a+40|0;f[c>>2]=f[l>>2];f[l>>2]=h;e=g}else e=i}else if(c){p[j>>3]=i;p[d>>3]=e;c=a+24|0;l=a+40|0;k=f[c>>2]|0;h=f[l>>2]|0;f[c>>2]=h;f[l>>2]=k;if(i>g){p[a>>3]=i;p[j>>3]=g;k=a+8|0;l=f[k>>2]|0;f[k>>2]=h;f[c>>2]=l}}else e=i;while(0);c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{l=c;c=0;while(1){g=+p[l>>3];if(g>e){k=f[l+8>>2]|0;h=l;while(1){p[h>>3]=e;j=d+8|0;f[h+8>>2]=f[j>>2];if((d|0)==(a|0))break;h=d+-16|0;e=+p[h>>3];if(!(g>e))break;else{j=d;d=h;h=j}}p[d>>3]=g;f[j>>2]=k;c=c+1|0;if((c|0)==8){d=0;c=(l+16|0)==(b|0);break a}}d=l+16|0;if((d|0)==(b|0)){d=1;c=0;break a}e=+p[l>>3];k=l;l=d;d=k}}while(0);a=c|d;return a|0}}return 0}function Qrb(a){a=a|0;return f[a+12>>2]|0}function Rrb(a,b,c){a=a|0;b=b|0;c=c|0;p[b>>3]=+p[a+40>>3];f[c>>2]=f[a+48>>2];return f[a+32>>2]|0}function Srb(a){a=a|0;var c=0,d=0;b[a+488>>0]=0;d=a+484|0;switch(f[d>>2]|0){case 3:{a=0;c=4;break}case 0:{a=1;c=1;break}case 1:{a=1;c=2;break}case 2:{a=0;c=4;break}default:{d=0;return d|0}}f[d>>2]=c;d=a;return d|0}function Trb(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0;l=u;u=u+48|0;i=l;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){k=+Fib(f[a+60>>2]|0,c);u=l;return +k}e=f[f[a+56>>2]>>2]|0;g=+p[c>>3];h=+p[c+8>>3];j=+p[c+16>>3];k=+K(+(g*+p[e+328>>3]+h*+p[e+336>>3]+(j*+p[e+344>>3]+ +p[e+352>>3])));k=+p[e+360>>3]*k;e=c+32|0;d=+p[e>>3];if(d==-1.0){d=+L(+(+p[c+24>>3]));p[e>>3]=d}k=k+d;a=f[a+60>>2]|0;p[i>>3]=g;p[i+8>>3]=h;p[i+16>>3]=j;p[i+24>>3]=k*k;p[i+32>>3]=-1.0;k=+Fib(a,i);u=l;return +k}function Urb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;e=u;u=u+48|0;d=e;if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){g=+Gib(f[a+60>>2]|0,c);u=e;return +g}j=+p[c>>3];m=(+p[c+24>>3]-j)*.5;i=+p[c+8>>3];l=(+p[c+32>>3]-i)*.5;h=+p[c+16>>3];k=(+p[c+40>>3]-h)*.5;j=j+m;i=i+l;h=h+k;c=f[f[a+56>>2]>>2]|0;g=+K(+(j*+p[c+328>>3]+i*+p[c+336>>3]+(h*+p[c+344>>3]+ +p[c+352>>3])));g=+L(+(m*m+(l*l+k*k)))+ +p[c+360>>3]*g;c=f[a+60>>2]|0;p[d>>3]=j;p[d+8>>3]=i;p[d+16>>3]=h;p[d+24>>3]=g*g;p[d+32>>3]=-1.0;g=+Fib(c,d);u=e;return +g}function Vrb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;q=0;r=u;u=u+5808|0;g=f[(a+48|0)>>2]|0;do{c=1;if(c){c=0;if(!(b[a+109>>0]|0))q=5;else c=1}if(c)if(1){c=f[(a+120|0)>>2]|0;d=f[(a+124|0)>>2]|0;e=1;if(e){e=0;if((c|0)==(d|0)){if((f[(a+156|0)>>2]|0)==(f[a+160>>2]|0)){q=5;break}f[(r+248|0)>>2]=a;i=r+248|0;q=17}else e=1}f[r+320>>2]=a;f[r+1360>>2]=g;f[r+2808>>2]=c;f[r+3320>>2]=d;f[r+3408>>2]=i;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5440>>2]=e;f[r+5576>>2]=0;f[r+5580>>2]=0;gsb(r);o=f[r+5320>>2]|0;s=f[r+5336>>2]|0;t=f[r+5344>>2]|0;q=f[r+5424>>2]|0}}while(0);if((q|0)==5)if(!(f[a+104>>2]|0))p[a+112>>3]=C;c=b[(a+110|0)>>0]|0;if(!(c<<24>>24)){if(b[a+111>>0]|0)q=94}else q=94;if((q|0)==94){if(b[a+12>>0]|0){g=f[(a+48|0)>>2]|0;d=f[a+120>>2]|0;i=f[a+124>>2]|0;if((d|0)!=(i|0)){do{ARa(r+144|0,g,d);c=f[(r+144|0)>>2]|0;e=f[((r+144|0)+4|0)>>2]|0;if(e|0)iOb(e);m=ZPb(f[(c+200|0)>>2]|0,h[(c+200|0)+4>>0]&255|0,28)|0;if((m&15|0)==(f[(a+104|0)>>2]|0))if((f[c+196>>2]&24576|0)!=24576)Lsb(a,2,c,0.0);d=d+192|0}while((d|0)!=(i|0));c=b[(a+110|0)>>0]|0}}if(c<<24>>24){m=f[(a+48|0)>>2]|0;c=f[(a+132|0)>>2]|0;d=f[(a+136|0)>>2]|0;if((c|0)!=(d|0)){osb(c,d);if(!(b[a+23>>0]|0)){c=f[(a+136|0)>>2]|0;d=c}else{g=f[(a+48|0)>>2]|0;i=b[a+32>>0]|0;c=f[(a+132|0)>>2]|0;j=f[(a+136|0)>>2]|0;a:do if((c|0)==(j|0)){k=c;q=112}else{do{if(!(FSa(g,c,i)|0)){k=c;q=112;break a}c=c+208|0}while((c|0)!=(j|0));l=j}while(0);b:do if((q|0)==112){d=k;if((k|0)==(j|0))l=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(j|0)){l=e;break b}}while(!(FSa(g,d,i)|0));l=e;psb(l,d)|0;e=l+208|0}}}while(0);d=l;e=f[(a+136|0)>>2]|0;c=f[(a+132|0)>>2]|0;c=c+(((l-c|0)/208|0)*208|0)|0;if((e|0)==(d|0))c=e;else{d=c+(((e-l|0)/208|0)*208|0)|0;if((d|0)==(e|0)){g=c;c=e;d=e}else{do{psb(c,d)|0;d=d+208|0;c=c+208|0}while((d|0)!=(e|0));d=f[(a+136|0)>>2]|0;g=c;c=d}if((d|0)!=(g|0)){while(1){c=d+-208|0;f[(a+136|0)>>2]=c;e=f[d+-120>>2]|0;if(e){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);sOb(e);c=f[(a+136|0)>>2]|0}if((c|0)==(g|0))break;else d=c}d=g;c=g}}}k=f[(a+132|0)>>2]|0;l=c-k|0;f[r+320>>2]=a;f[r+3432>>2]=d;f[r+4752>>2]=m;f[r+4936>>2]=k;f[r+4944>>2]=l;f[r+4952>>2]=c;f[r+5424>>2]=q;f[r+5552>>2]=0;f[r+5556>>2]=0;dsb(r);q=f[r+5424>>2]|0}}}f[r+320>>2]=a;f[r+5320>>2]=o;f[r+5336>>2]=s;f[r+5344>>2]=t;f[r+5424>>2]=q;f[r+5568>>2]=0;f[r+5572>>2]=0;fsb(r);G=f[r+5568>>2]|0;D=f[r+5572>>2]|0;H=+n[r+5572>>2];f[r+5568>>2]=0;f[r+5572>>2]=0;if((G|0)==5)return}function Wrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0.0,n=0.0,o=0.0,q=0,r=0.0;i=u;u=u+32|0;e=i;g=i+8|0;l=f[c+4>>2]|0;q=d+64|0;r=+p[q>>3];j=d+72|0;o=+p[j>>3];k=d+80|0;n=+p[k>>3];m=+L(+(r*r+(o*o+n*n)));p[q>>3]=r/m;p[j>>3]=o/m;p[k>>3]=n/m;k=Pg[f[(f[l>>2]|0)+16>>2]&1023](l)|0;f[d+16>>2]=k;oh[f[(f[l>>2]|0)+12>>2]&1023](e,l);l=e;k=f[l+4>>2]|0;j=d+8|0;f[j>>2]=f[l>>2];f[j+4>>2]=k;j=c+200|0;j=ZPb(f[j>>2]|0,h[j+4>>0]&255|0,28)|0;f[d+32>>2]=j&15;if(!(b[(f[a>>2]|0)+25>>0]|0)){f[d+88>>2]=1065353216;f[d+92>>2]=1065353216;f[d+96>>2]=1065353216;f[d+100>>2]=0;f[d+104>>2]=0;f[d+108>>2]=0;u=i;return}else{f[e>>2]=f[d+24>>2];cEa(g,c,0,e,1);k=d+88|0;q=f[g>>2]|0;f[g>>2]=f[k>>2];f[k>>2]=q;k=g+4|0;q=f[k>>2]|0;l=d+92|0;f[k>>2]=f[l>>2];f[l>>2]=q;l=g+8|0;q=f[l>>2]|0;k=d+96|0;f[l>>2]=f[k>>2];f[k>>2]=q;k=d+100|0;q=g+12|0;l=f[q>>2]|0;f[q>>2]=f[k>>2];f[k>>2]=l;k=g+16|0;l=f[k>>2]|0;q=d+104|0;f[k>>2]=f[q>>2];f[q>>2]=l;f[d+108>>2]=f[g+20>>2];u=i;return}}function Xrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0;M=0;N=u;u=u+6864|0;a:while(1){R=b;m=b+-240|0;Q=b+-480|0;o=b+-24|0;p=b+-16|0;q=b+-200|0;r=b+-192|0;s=b+-184|0;c=b+-176|0;d=b+-168|0;e=b+-160|0;g=b+-152|0;h=b+-148|0;i=b+-144|0;j=b+-140|0;k=b+-136|0;l=b+-132|0;f[N+352>>2]=a;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2040>>2]=R;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3080>>2]=Q;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6640>>2]=0;f[N+6644>>2]=0;ksb(N);a=f[N+352>>2]|0;b=f[N+400>>2]|0;t=f[N+432>>2]|0;v=f[N+2016>>2]|0;w=f[N+2048>>2]|0;x=f[N+2064>>2]|0;y=f[N+2096>>2]|0;z=f[N+2160>>2]|0;A=f[N+2232>>2]|0;B=f[N+2296>>2]|0;C=f[N+2368>>2]|0;E=f[N+2432>>2]|0;F=f[N+2504>>2]|0;I=f[N+2568>>2]|0;J=f[N+2648>>2]|0;K=f[N+2720>>2]|0;L=f[N+6544>>2]|0;O=f[N+6560>>2]|0;P=f[N+6568>>2]|0;M=f[N+6576>>2]|0;G=f[N+6640>>2]|0;D=f[N+6644>>2]|0;H=+n[N+6644>>2];f[N+6640>>2]=0;f[N+6644>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break a}if((G|0)==3)continue}R=1;f[N+400>>2]=b;f[N+432>>2]=t;f[N+1720>>2]=c;f[N+1784>>2]=d;f[N+1808>>2]=e;f[N+1848>>2]=g;f[N+1880>>2]=h;f[N+1920>>2]=i;f[N+1936>>2]=j;f[N+1968>>2]=k;f[N+1992>>2]=l;f[N+2016>>2]=v;f[N+2048>>2]=w;f[N+2064>>2]=x;f[N+2096>>2]=y;f[N+2160>>2]=z;f[N+2232>>2]=A;f[N+2296>>2]=B;f[N+2368>>2]=C;f[N+2432>>2]=E;f[N+2504>>2]=F;f[N+2568>>2]=I;f[N+2640>>2]=m;f[N+2648>>2]=J;f[N+2720>>2]=K;f[N+3584>>2]=o;f[N+4176>>2]=p;f[N+4832>>2]=q;f[N+5368>>2]=r;f[N+5936>>2]=s;f[N+6544>>2]=L;f[N+6560>>2]=O;f[N+6568>>2]=P;f[N+6576>>2]=M;f[N+6584>>2]=R;f[N+6648>>2]=0;f[N+6652>>2]=0;lsb(N);G=f[N+6648>>2]|0;D=f[N+6652>>2]|0;H=+n[N+6652>>2];f[N+6648>>2]=0;f[N+6652>>2]=0;if((G|0)==5)return}function Yrb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0;j=f[a>>2]|0;e=f[c>>2]|0;j=j+(((e-j|0)/240|0)*240|0)|0;c=f[d>>2]|0;if((c|0)==(e|0))return j|0;c=j+(((c-e|0)/240|0)*240|0)|0;i=a+4|0;h=f[i>>2]|0;if((c|0)==(h|0))d=j;else{d=j;do{e=d;a=c;g=e+36|0;do{f[e>>2]=f[a>>2];e=e+4|0;a=a+4|0}while((e|0)<(g|0));a=c+40|0;k=+p[a>>3];g=d+40|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+48|0;k=+p[g>>3];a=d+48|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+56|0;k=+p[a>>3];g=d+56|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+64|0;k=+p[g>>3];a=d+64|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+72|0;k=+p[a>>3];g=d+72|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+80|0;k=+p[g>>3];a=d+80|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=d+88|0;g=c+88|0;e=f[g>>2]|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=c+92|0;e=f[a>>2]|0;g=d+92|0;f[a>>2]=f[g>>2];f[g>>2]=e;g=c+96|0;e=f[g>>2]|0;a=d+96|0;f[g>>2]=f[a>>2];f[a>>2]=e;a=d+100|0;e=c+100|0;g=f[e>>2]|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+104|0;g=f[a>>2]|0;e=d+104|0;f[a>>2]=f[e>>2];f[e>>2]=g;e=c+108|0;g=f[e>>2]|0;a=d+108|0;f[e>>2]=f[a>>2];f[a>>2]=g;a=c+112|0;k=+p[a>>3];g=d+112|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+120|0;k=+p[g>>3];a=d+120|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+128|0;k=+p[a>>3];g=d+128|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+136|0;k=+p[g>>3];a=d+136|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+144|0;k=+p[a>>3];g=d+144|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+152|0;k=+p[g>>3];a=d+152|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+160|0;k=+p[a>>3];g=d+160|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=c+168|0;k=+p[g>>3];a=d+168|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+176|0;k=+p[a>>3];g=d+176|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+184|0;a=c+184|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];g=c+200|0;k=+p[g>>3];a=d+200|0;p[g>>3]=+p[a>>3];p[a>>3]=k;a=c+208|0;k=+p[a>>3];g=d+208|0;p[a>>3]=+p[g>>3];p[g>>3]=k;g=d+216|0;a=c+216|0;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;c=c+240|0;d=d+240|0}while((c|0)!=(h|0));c=f[i>>2]|0}if((c|0)==(d|0))return j|0;f[i>>2]=c+(~(((c+-240-d|0)>>>0)/240|0)*240|0);return j|0}function Zrb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;g=f[a+8>>2]|0;d=a+4|0;c=f[d>>2]|0;if(((g-c|0)/240|0)>>>0>=b>>>0){do{dQb(c|0,0,240)|0;c=(f[d>>2]|0)+240|0;f[d>>2]=c;b=b+-1|0}while((b|0)!=0);u=j;return}d=f[a>>2]|0;e=(c-d|0)/240|0;c=e+b|0;if(c>>>0>17895697)AMb(a);d=(g-d|0)/240|0;g=d<<1;c=d>>>0<8947848?(g>>>0<c>>>0?c:g):17895697;f[i+12>>2]=0;f[i+16>>2]=a+8;do if(!c)h=0;else if(c>>>0>17895697)vd();else{h=pOb(c*240|0)|0;break}while(0);f[i>>2]=h;e=h+(e*240|0)|0;d=i+8|0;g=i+4|0;f[g>>2]=e;f[i+12>>2]=h+(c*240|0);dQb(e|0,0,b*240|0)|0;f[d>>2]=e+(b*240|0);B0(a,i);c=f[g>>2]|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~(((b+-240-c|0)>>>0)/240|0)*240|0);c=f[i>>2]|0;if(c|0)sOb(c);u=j;return}function _rb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=f[b+16>>2];vsb(a,f[b+4>>2]|0);b=f[b+8>>2]|0;if(!b)return;p=a+4|0;q=a+12|0;s=a+16|0;t=a+8|0;r=b;c=f[p>>2]|0;while(1){k=f[b+8>>2]|0;m=X(k,1540483477)|0;m=(X(m>>>24^m,1540483477)|0)^1866966612;m=X(m>>>13^m,1540483477)|0;m=m>>>15^m;l=(c|0)==0;j=k;a:do if(l){b=0;o=19}else{i=c+-1|0;h=(i&c|0)==0;if(h)b=m&i;else if(m>>>0<c>>>0)b=m;else b=(m>>>0)%(c>>>0)|0;d=f[(f[a>>2]|0)+(b<<2)>>2]|0;if(!d)o=19;else{if(h)while(1){d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if(!((h|0)==(m|0)|(h&i|0)==(b|0))){o=19;break a}if((f[d+8>>2]|0)==(j|0))break a}do{d=f[d>>2]|0;if(!d){o=19;break a}h=f[d+4>>2]|0;if((h|0)!=(m|0)){if(h>>>0>=c>>>0)h=(h>>>0)%(c>>>0)|0;if((h|0)!=(b|0)){o=19;break a}}}while((f[d+8>>2]|0)!=(j|0))}}while(0);if((o|0)==19){o=0;h=pOb(12)|0;f[h+8>>2]=k;f[h+4>>2]=m;f[h>>2]=0;e=+(((f[q>>2]|0)+1|0)>>>0);g=+n[s>>2];do if(l|g*+(c>>>0)<e){b=c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1;d=~~+W(+(e/g))>>>0;vsb(a,b>>>0<d>>>0?d:b);b=f[p>>2]|0;d=b+-1|0;if(!(d&b)){c=b;b=d&m;break}if(m>>>0<b>>>0){c=b;b=m}else{c=b;b=(m>>>0)%(b>>>0)|0}}while(0);d=(f[a>>2]|0)+(b<<2)|0;b=f[d>>2]|0;if(!b){f[h>>2]=f[t>>2];f[t>>2]=h;f[d>>2]=t;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;d=c+-1|0;if(!(d&c))b=b&d;else if(b>>>0>=c>>>0)b=(b>>>0)%(c>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=32}}else{f[h>>2]=f[b>>2];o=32}if((o|0)==32){o=0;f[b>>2]=h}f[q>>2]=(f[q>>2]|0)+1}b=f[r>>2]|0;if(!b)break;else r=b}return}function $rb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;o=f[a+464>>2]|0;d=f[a+488>>2]|0;u=f[a+544>>2]|0;j=f[a+576>>2]|0;h=f[a+584>>2]|0;g=f[a+672>>2]|0;i=f[a+680>>2]|0;s=f[a+896>>2]|0;p=f[a+1456>>2]|0;q=f[a+1496>>2]|0;v=f[a+1536>>2]|0;t=f[a+1576>>2]|0;a:{b:do{e=1;if(e){e=0;if((g|0)==(i|0)){c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}else e=1}if(e)if(1){k=d;while(1){e=k;if((e|0)!=(j|0))break;c=k;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)!=(c|0)){c=c+8|0;do{d=f[c>>2]|0;c=d+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(d|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((b|0)==(i|0)){t=118;break}else{k=b;g=b}}if((t|0)==118){t=0;c=u;b=f[c+4>>2]|0;if(!b){b=f[(c+8|0)>>2]|0;if((f[b>>2]|0)==(c|0))break;else c=c+8|0;while(1){s=f[c>>2]|0;c=s+8|0;b=f[c>>2]|0;if((f[b>>2]|0)==(s|0))break b}}else{while(1){c=f[b>>2]|0;if(!c)break;else b=c}break}}f[(a+28|0)>>2]=0;f[s>>2]=0;f[((a+28|0)+8|0)>>2]=0;c=h-(f[(j+24|0)>>2]|0)|0;if(!(c>>3))b=0;else{if(c>>3>>>0>536870911){t=55;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}b=pOb(c)|0;f[s>>2]=b;f[(a+28|0)>>2]=b;f[((a+28|0)+8|0)>>2]=b+(c>>3<<3);d=f[(j+24|0)>>2]|0;c=(f[(j+28|0)>>2]|0)-d|0;if((c|0)>0){bQb(b|0,d|0,c|0)|0;f[s>>2]=b+(c>>>3<<3)|0;b=b+(c>>>3<<3)|0}}f[(a+40|0)>>2]=b;f[(a+24|0)>>2]=(f[e+24>>2]|0)+8;f[(a+20|0)>>2]=f[e+28>>2];f[(a+56|0)>>2]=f[(a+40|0)>>2];f[(a+60|0)>>2]=f[(a+24|0)>>2];f[a>>2]=f[(a+20|0)>>2];Dqb(a+28|0,a+56|0,a+60|0,a)|0;b=f[g+4>>2]|0;if(!b){c=g+8|0;b=f[c>>2]|0;if((f[b>>2]|0)!=(k|0))do{j=f[c>>2]|0;c=j+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(j|0))}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(g|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,k);d=f[g+24>>2]|0;if(d|0){b=g+28|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}sOb(k);d=u;b=f[d+4>>2]|0;if(!b){b=f[(d+8|0)>>2]|0;if((f[b>>2]|0)!=(u|0)){c=d+8|0;do{k=f[c>>2]|0;c=k+8|0;b=f[c>>2]|0}while((f[b>>2]|0)!=(k|0))}}else while(1){c=f[b>>2]|0;if(!c)break;else b=c}if((f[(a+44|0)>>2]|0)==(d|0))f[o>>2]=b;f[q>>2]=(f[q>>2]|0)+-1;n_a(f[p>>2]|0,u);b=f[d+24>>2]|0;if(b|0){c=f[(d+28|0)>>2]|0;if((c|0)!=(b|0))f[(d+28|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}sOb(u);b=f[(a+28|0)>>2]|0;h=f[b>>2]|0;i=f[b+4>>2]|0;f[a>>2]=h;f[a+4>>2]=i;f[(a+8|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+16|0)>>2]=0;c=(f[s>>2]|0)-b|0;if(!(c>>3)){e=0;g=0;c=0}else{if(c>>3>>>0>536870911){t=82;f[a+1600>>2]=2;f[a+1604>>2]=4;break a}d=pOb(c)|0;f[(a+12|0)>>2]=d;f[(a+8|0)>>2]=d;f[(a+16|0)>>2]=d+(c>>3<<3)|0;if((c|0)>0){bQb(d|0,b|0,c|0)|0;f[(a+12|0)>>2]=d+(c>>>3<<3)|0;e=d;g=d+(c>>>3<<3)|0;c=d+(c>>3<<3)|0}else{e=d;g=d;c=d+(c>>3<<3)|0}}b=pOb(36)|0;f[(b+16|0)>>2]=h;f[(b+16|0)+4>>2]=i;f[b+24>>2]=e;f[b+28>>2]=g;f[b+32>>2]=c;f[(a+16|0)>>2]=0;f[(a+12|0)>>2]=0;f[(a+8|0)>>2]=0;c=f[v>>2]|0;do if(!c){l=v;n=v}else{while(1){t=f[c+16>>2]|0;if((t|0)==(h|0)?(f[c+20>>2]|0)>(i|0):(t|0)>(h|0)){d=f[c>>2]|0;if(!d){t=88;break}else c=d}else{m=c+4|0;d=f[m>>2]|0;if(!d){t=91;break}else c=d}}if((t|0)==88){t=0;l=c;n=c;break}else if((t|0)==91){t=0;l=c;n=m;break}}while(0);f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=l;f[n>>2]=b;c=f[f[(a+44|0)>>2]>>2]|0;if(c){f[o>>2]=c;b=f[n>>2]|0}r_a(f[p>>2]|0,b);f[q>>2]=(f[q>>2]|0)+1;b=f[(a+8|0)>>2]|0;if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}h=f[(a+28|0)>>2]|0;e=f[h>>2]|0;g=f[h+4>>2]|0;c=f[v>>2]|0;do if(!c)t=105;else{b=v;c:while(1){d=c;while(1){q=f[d+16>>2]|0;if(!((q|0)==(e|0)?(f[d+20>>2]|0)<(g|0):(q|0)<(e|0)))break;c=f[d+4>>2]|0;if(!c)break c;else d=c}c=f[d>>2]|0;if(!c){b=d;break}else b=d}if((b|0)==(v|0)){t=105;break}q=f[b+16>>2]|0;if((q|0)==(e|0)?(f[b+20>>2]|0)>(g|0):(q|0)>(e|0))t=105;else r=b}while(0);if((t|0)==105){t=0;r=v}if(h|0){b=f[s>>2]|0;if((b|0)!=(h|0))f[s>>2]=b+(~((b+-8-h|0)>>>3)<<3);sOb(h)}b=r}}while(0);if((v|0)==(b|0)){t=123;f[a+1600>>2]=1;break a}else u=b}f[a+544>>2]=u;f[a+1576>>2]=t}function asb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0;y=f[a+112>>2]|0;x=f[a+672>>2]|0;z=f[a+1680>>2]|0;a:{if((z|0)==89){c=(cSa(f[(y+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;do if((f[(r+200|0)>>2]&-268435456|0)==0&0==0&(0!=0|(h[(r+200|0)+4>>0]&3|0)!=0))if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=106;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));w=!(A*A>=q)?1:A<0.0?0:2;j=(w|0)<(j|0)?w:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=106}}else z=106;while(0);if((z|0)==106){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){w=f[r+104>>2]|0;if(+n[x>>2]*+n[w+312>>2]+(+n[(x+4|0)>>2]*+n[w+316>>2]+ +n[(x+8|0)>>2]*+n[w+320>>2])<+n[w+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(y+488|0)>>0]=1;z=113}do if((z|0)==113){c:do if(!(Yqb(y+64|0)|0)){d:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break d;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;e:do if((f[(s+200|0)>>2]&-268435456|0)==0?(h[(s+200|0)+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=136;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=136}else z=136;while(0);do if((z|0)==136){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break e}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break e}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break c}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(!(f[y+32>>2]|0)){b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=2;z=148;break}else{u=a;f[a+1704>>2]=5;break a}}while(0);if((z|0)==148){s=fSa(f[(y+8|0)>>2]|0)|0;c=f[s>>2]|0;s=f[s+4>>2]|0;if((c|0)!=(s|0))do{r=f[c>>2]|0;do if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,r,0);g:do if(!(f[(r+196|0)>>2]&2)){l=f[(y+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))z=164;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{A=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;j=(B|0)<(j|0)?B:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break g;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)z=164}}else z=164;while(0);if((z|0)==164){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(e>=0.0){if(x)if(f[(r+196|0)>>2]&134217728|0){B=f[r+104>>2]|0;if(+n[x>>2]*+n[B+312>>2]+(+n[(x+4|0)>>2]*+n[B+316>>2]+ +n[(x+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break}prb(y+64|0,+p[(y+464|0)>>3]-e,r);break}}}}while(0);c=c+4|0}while((c|0)!=(s|0));b[(y+488|0)>>0]=1}h:do if(!(Yqb(y+64|0)|0)){i:while(1){$qb(a,y+64|0);switch(b[(a+12|0)>>0]|0){case 0:break i;case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(y,c);c=c+72|0}while((c|0)!=(d|0));w=f[(y+12|0)>>2]|0?y+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0)if(Rg[f[(f[y>>2]|0)+12>>2]&255](y,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(y+8|0)>>2]|0,f[(y+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(y+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){z=194;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{A=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));B=!(A*A>=q)?1:A<0.0?0:2;k=(B|0)<(k|0)?B:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)z=194}else z=194;while(0);do if((z|0)==194){z=0;e=+Ng[f[(f[y>>2]|0)+20>>2]&31](y,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;B=f[s+104>>2]|0;if(+n[w>>2]*+n[B+312>>2]+(+n[(w+4|0)>>2]*+n[B+316>>2]+ +n[(w+8|0)>>2]*+n[B+320>>2])<+n[B+324>>2])break j}while(0);prb(y+64|0,+p[(y+464|0)>>3]-e,s);break j}while(0)}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:{}}if(Yqb(y+64|0)|0)break h}f[y+32>>2]=f[a+8>>2];A=+brb(y+64|0,a);p[y+40>>3]=A;f[y+48>>2]=f[(y+484|0)>>2]}while(0);if(f[y+32>>2]|0){u=a;f[a+1704>>2]=5;break a}b[(y+488|0)>>0]=0;f[(y+484|0)>>2]=4;u=a;f[a+1704>>2]=5;break a}f[a+1680>>2]=z}function bsb(a){a=a|0;var c=0,d=0,e=0.0,g=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0,D=0;A=f[a+112>>2]|0;z=f[a+1744>>2]|0;B=f[a+1768>>2]|0;a:{if((B|0)==78){c=(cSa(f[(A+8|0)>>2]|0)|0)+8|0;c=f[c>>2]|0;if(c|0)do{r=f[c+8>>2]|0;d=f[(r+200|0)>>2]|0;y=h[(r+200|0)+4>>0]|0;do if(!(0==0&(y&3|0)==0)){if(f[(r+196|0)>>2]&1){y=(f[(a+56|0)>>2]|0)+8|0;x=(AQa(f[y>>2]|0)|0)+112|0;e=+p[x>>3];y=(AQa(f[y>>2]|0)|0)+120|0;o=+p[y>>3];m=+n[r+144>>2];q=+n[r+148>>2];q=(!(e<=4.827976454180316e-07)?e:0.0)-(!(m<=4.827976454180316e-07)?m:0.0)+((!(o>=.9999995231628418)?o:1.0)-(!(q>=.9999995231628418)?q:1.0));if(!(!(q+-9.999999747378752e-06>0.0)&!(q+9.999999747378752e-06<0.0)))break;d=f[(r+200|0)>>2]|0}if((d&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,r)|0)if(!(f[(r+196|0)>>2]&64)){d=f[(f[r+4>>2]|0)+44>>2]|0;if((f[d+32>>2]|0)!=(0-((f[d+24>>2]|0)+(f[d+28>>2]|0))|0))if(zLa(d+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,r,0);b:do if(!(f[(r+196|0)>>2]&2)){l=f[(A+28|0)>>2]|0;g=f[l>>2]|0;l=f[l+4>>2]|0;if((g|0)==(l|0))B=99;else{e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];d=0;do{i=f[g>>2]|0;k=f[g+4>>2]|0;if((i|0)==(k|0))d=(d|0)>0?d:0;else{j=2;do{C=+p[i+24>>3]+(e*+p[i>>3]+(m*+p[i+8>>3]+o*+p[i+16>>3]));y=!(C*C>=q)?1:C<0.0?0:2;j=(y|0)<(j|0)?y:j;i=i+32|0}while((i|0)!=(k|0));if((j|0)==2)break b;else d=(d|0)<(j|0)?j:d}g=g+12|0}while((g|0)!=(l|0));if((d|0)!=2)B=99}}else B=99;while(0);if((B|0)==99){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(e>=0.0){if(z)if(f[(r+196|0)>>2]&134217728|0){y=f[r+104>>2]|0;if(+n[z>>2]*+n[y+312>>2]+(+n[(z+4|0)>>2]*+n[y+316>>2]+ +n[(z+8|0)>>2]*+n[y+320>>2])<+n[y+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,r);break}}}}}while(0);c=f[c>>2]|0}while((c|0)!=0);b[(A+488|0)>>0]=1;B=106}do if((B|0)==106){c:do if(!(Yqb(A+64|0)|0)){d:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break d;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;g=f[(s+200|0)>>2]|0;r=h[(s+200|0)+4>>0]|0;e:do if(0==0&(r&3|0)==1){if(f[(s+196|0)>>2]&1){r=(f[(a+56|0)>>2]|0)+8|0;l=(AQa(f[r>>2]|0)|0)+112|0;m=+p[l>>3];r=(AQa(f[r>>2]|0)|0)+120|0;q=+p[r>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break;g=f[(s+200|0)>>2]|0}if((g&-268435456|0)==0&0==0)if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0)){if(!(zLa(g+68|0)|0))break;Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);f:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=133;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break f;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=133}else B=133;while(0);do if((B|0)==133){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break e}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break e}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break c}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(!(f[A+32>>2]|0)){b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=2;B=145;break}else{u=a;f[a+1840>>2]=5;break a}}while(0);if((B|0)==145){g=fSa(f[A+8>>2]|0)|0;c=f[g>>2]|0;g=f[g+4>>2]|0;g:do if((c|0)!=(g|0)){if(!z)while(1){d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);if(e>=0.0)prb(A+64|0,+p[(A+464|0)>>3]-e,d);c=c+4|0;if((c|0)==(g|0))break g}do{d=f[c>>2]|0;e=+Crb(A,d,f[(a+56|0)>>2]|0);do if(e>=0.0){if(f[d+196>>2]&134217728|0){D=f[d+104>>2]|0;if(+n[z>>2]*+n[D+312>>2]+(+n[(z+4|0)>>2]*+n[D+316>>2]+ +n[(z+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break}prb(A+64|0,+p[(A+464|0)>>3]-e,d)}while(0);c=c+4|0}while((c|0)!=(g|0))}while(0);b[(A+488|0)>>0]=1}h:do if(!(Yqb(A+64|0)|0)){i:while(1){$qb(a,A+64|0);x=1;y=b[(a+12|0)>>0]|0;if(x)switch(y|0){case 0:break i;default:x=1}if(x){x=0;switch(y|0){case 1:{g=f[(a+8|0)>>2]|0;c=f[g+12>>2]|0;d=f[g+16>>2]|0;if((c|0)!=(d|0))do{qrb(A,c);c=c+72|0}while((c|0)!=(d|0));w=f[(A+12|0)>>2]|0?A+16|0:0;c=f[g+24>>2]|0;v=f[g+28>>2]|0;if((c|0)!=(v|0))do{d=f[c+4>>2]|0;t=f[c+8>>2]|0;if((d|0)!=(t|0))do{s=f[d>>2]|0;j:do if(0==0?(h[s+200+4>>0]&3|0)==1:0){if(f[(s+196|0)>>2]&1|0){D=(f[(a+56|0)>>2]|0)+8|0;z=(AQa(f[D>>2]|0)|0)+112|0;m=+p[z>>3];D=(AQa(f[D>>2]|0)|0)+120|0;q=+p[D>>3];o=+n[s+144>>2];C=+n[s+148>>2];C=(!(m<=4.827976454180316e-07)?m:0.0)-(!(o<=4.827976454180316e-07)?o:0.0)+((!(q>=.9999995231628418)?q:1.0)-(!(C>=.9999995231628418)?C:1.0));if(!(!(C+-9.999999747378752e-06>0.0)&!(C+9.999999747378752e-06<0.0)))break}if(Rg[f[(f[A>>2]|0)+12>>2]&255](A,s)|0)if(!(f[(s+196|0)>>2]&64)){g=f[(f[s+4>>2]|0)+44>>2]|0;if((f[g+32>>2]|0)!=(0-((f[g+24>>2]|0)+(f[g+28>>2]|0))|0))if(zLa(g+68|0)|0){Vib(a+16|0,f[(A+8|0)>>2]|0,f[(A+12|0)>>2]|0,s,0);k:do if(!(f[(s+196|0)>>2]&2)){r=f[(A+28|0)>>2]|0;i=f[r>>2]|0;r=f[r+4>>2]|0;if((i|0)==(r|0)){B=181;break}e=+p[(a+16|0)>>3];m=+p[((a+16|0)+8|0)>>3];o=+p[((a+16|0)+16|0)>>3];q=+p[((a+16|0)+24|0)>>3];g=0;do{j=f[i>>2]|0;l=f[i+4>>2]|0;if((j|0)==(l|0))g=(g|0)>0?g:0;else{k=2;do{C=+p[j+24>>3]+(e*+p[j>>3]+(m*+p[j+8>>3]+o*+p[j+16>>3]));D=!(C*C>=q)?1:C<0.0?0:2;k=(D|0)<(k|0)?D:k;j=j+32|0}while((j|0)!=(l|0));if((k|0)==2)break k;else g=(g|0)<(k|0)?k:g}i=i+12|0}while((i|0)!=(r|0));if((g|0)!=2)B=181}else B=181;while(0);do if((B|0)==181){B=0;e=+Ng[f[(f[A>>2]|0)+20>>2]&31](A,a+16|0);if(!(e>=0.0))break;do if(w){if(!(f[(s+196|0)>>2]&134217728))break;D=f[s+104>>2]|0;if(+n[w>>2]*+n[D+312>>2]+(+n[(w+4|0)>>2]*+n[D+316>>2]+ +n[(w+8|0)>>2]*+n[D+320>>2])<+n[D+324>>2])break j}while(0);prb(A+64|0,+p[(A+464|0)>>3]-e,s);break j}while(0)}}}while(0);d=d+4|0}while((d|0)!=(t|0));c=c+20|0}while((c|0)!=(v|0));break}default:x=1}}if(x)switch(y|0){default:{}}if(Yqb(A+64|0)|0)break h}f[A+32>>2]=f[a+8>>2];C=+brb(A+64|0,a);p[A+40>>3]=C;f[A+48>>2]=f[(A+484|0)>>2]}while(0);if(f[A+32>>2]|0){u=a;f[a+1840>>2]=5;break a}b[(A+488|0)>>0]=0;f[(A+484|0)>>2]=4;u=a;f[a+1840>>2]=5;break a}f[a+1768>>2]=B}function csb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0.0;x=f[a+320>>2]|0;v=f[a+2024>>2]|0;d=f[a+2344>>2]|0;s=f[a+2352>>2]|0;j=f[a+2360>>2]|0;q=f[a+3456>>2]|0;y=f[a+5320>>2]|0;A=f[a+5336>>2]|0;B=f[a+5344>>2]|0;z=f[a+5424>>2]|0;a:do{l=1;if(l){l=0;if(!(b[x+8>>0]|0))if(((s|0)/120|0)>>>0>1&(b[x+20>>0]|0)!=0){i=1;k=+p[d+96>>3];while(1){C=k;k=+p[d+(i*120|0)+96>>3];if(!(!(C<k)|!(k>=1.0)))break;i=i+1|0;if(i>>>0>=((s|0)/120|0)>>>0){i=q;break a}}if(i>>>0>((s|0)/120|0)>>>0){tsb(x+144|0,i-((s|0)/120|0)|0);i=f[(x+148|0)>>2]|0;break}if(i>>>0<((s|0)/120|0)>>>0){i=d+(i*120|0)|0;if((i|0)==(j|0))i=q;else{f[(x+148|0)>>2]=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0;i=j+(~(((j+-120-i|0)>>>0)/120|0)*120|0)|0}}else i=q}else i=q;else l=1}if(l)if(1){do{i=1;if(i){i=0;if(!s){m=d;o=q}else i=1}if(i)if(1){i=0;while(1){if(i|0?+p[d+(i*120|0)+96>>3]<1.0:0)r=d;else{if(!(Usb(x,d+(i*120|0)|0)|0))break;r=f[(x+144|0)>>2]|0}b[d+(i*120|0)+112>>0]=1;d=i+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=d;d=r}else{z=280;break}}if((z|0)==280){m=r;o=f[(x+148|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((s|0)/120|0)>>>0){j=d;while(1){d=f[(x+144|0)>>2]|0;C=+p[d+(j*120|0)+96>>3];if(!((C>=1.0?!(+p[d+(i*120|0)+96>>3]<C):1)|(b[(x+20|0)>>0]|0)==0))break;r=(Usb(x,d+(j*120|0)|0)|0)&1;b[d+(j*120|0)+112>>0]=r;d=j+1|0;if(d>>>0<((s|0)/120|0)>>>0){i=j;j=d}else break b}i=f[(x+148|0)>>2]|0;if(j>>>0>((i-d|0)/120|0)>>>0){tsb(x+144|0,j-((i-d|0)/120|0)|0);break}if(j>>>0<((i-d|0)/120|0)>>>0){d=d+(j*120|0)|0;if((d|0)!=(i|0))f[(x+148|0)>>2]=i+(~(((i+-120-d|0)>>>0)/120|0)*120|0)}}while(0);i=f[(x+144|0)>>2]|0;j=f[(x+148|0)>>2]|0;c:do if((i|0)==(j|0)){u=i;z=294}else{d=i;do{if(b[d+112>>0]|0){u=d;z=294;break c}d=d+120|0}while((d|0)!=(j|0));g=j;t=i;c=j}while(0);if((z|0)==294){d=u;if((u|0)==(j|0)){g=d;t=i;c=j}else{c=d;g=d;d:while(1){do{d=c;c=d+120|0;if((d+120|0|0)==(j|0))break d}while((b[d+232>>0]|0)!=0);i=g;y=g;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=C;f[(i+64|0)>>2]=f[(d+184|0)>>2];f[(i+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(i+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(i+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(i+88|0)>>3];p[(i+88|0)>>3]=C;f[(i+96|0)>>2]=f[(d+216|0)>>2];f[(i+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(i+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(i+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(i+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;g=i+120|0}t=f[(x+144|0)>>2]|0;c=f[(x+148|0)>>2]|0}}d=t+(((g-t|0)/120|0)*120|0)|0;if((c|0)==(g|0)){i=c;break a}g=d+(((c-g|0)/120|0)*120|0)|0;if((g|0)!=(c|0)){do{y=d;A=g;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));t=g+40|0;C=+p[t>>3];u=d+40|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=g+48|0;C=+p[u>>3];t=d+48|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+56|0;C=+p[t>>3];u=d+56|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+64|0;t=g+64|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];u=g+80|0;C=+p[u>>3];t=d+80|0;p[u>>3]=+p[t>>3];p[t>>3]=C;t=g+88|0;C=+p[t>>3];u=d+88|0;p[t>>3]=+p[u>>3];p[u>>3]=C;u=d+96|0;t=g+96|0;f[u>>2]=f[t>>2];f[u+4>>2]=f[t+4>>2];f[u+8>>2]=f[t+8>>2];f[u+12>>2]=f[t+12>>2];b[u+16>>0]=b[t+16>>0]|0;g=g+120|0;d=d+120|0}while((g|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)==(d|0)){i=c;break a}i=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i;break a}}while(0);if((o|0)==(m|0))i=o;else{i=o+(~(((o+-120-m|0)>>>0)/120|0)*120|0)|0;f[(x+148|0)>>2]=i}}}while(0);c=f[(x+144|0)>>2]|0;if((c|0)!=(i|0))do{ARa(a+296|0,v,c);d=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);t=f[d+4>>2]|0;u=Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0;f[c+16>>2]=u;oh[f[(f[t>>2]|0)+12>>2]&1023](a+144|0,t);t=f[(a+144|0)+4>>2]|0;u=c+8|0;f[u>>2]=f[(a+144|0)>>2];f[u+4>>2]=t;u=ZPb(f[(d+200|0)>>2]|0,h[(d+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=u&15;p[c+64>>3]=+p[c+96>>3];p[c+72>>3]=+p[c+104>>3];c=c+120|0}while((c|0)!=(i|0));if(b[x+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+120|0,a+272|0);c=f[(x+144|0)>>2]|0;i=f[(x+148|0)>>2]|0;f[(a+144|0)>>2]=v;f[(a+144|0)+4>>2]=a+120|0;e:do if((c|0)==(i|0)){w=c;z=316}else{do{if(usb(a+144|0,c)|0){w=c;z=316;break e}c=c+120|0}while((c|0)!=(i|0));e=i}while(0);f:do if((z|0)==316){c=w;if((w|0)==(i|0))e=c;else{d=c;e=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(i|0))break f}while(usb(a+144|0,d+120|0)|0);g=e;y=e;A=d+120|0;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));C=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=C;C=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=C;C=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=C;f[(g+64|0)>>2]=f[(d+184|0)>>2];f[(g+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(g+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(g+64|0)+12>>2]=f[(d+184|0)+12>>2];C=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=C;C=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(g+88|0)>>3];p[(g+88|0)>>3]=C;f[(g+96|0)>>2]=f[(d+216|0)>>2];f[(g+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(g+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(g+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(g+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;e=g+120|0}}}while(0);c=f[(x+148|0)>>2]|0;d=f[(x+144|0)>>2]|0;d=d+(((e-d|0)/120|0)*120|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/120|0)*120|0)|0;if((e|0)!=(c|0)){do{y=d;A=e;B=y+36|0;do{f[y>>2]=f[A>>2];y=y+4|0;A=A+4|0}while((y|0)<(B|0));v=e+40|0;C=+p[v>>3];w=d+40|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=e+48|0;C=+p[w>>3];v=d+48|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+56|0;C=+p[v>>3];w=d+56|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+64|0;v=e+64|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];w=e+80|0;C=+p[w>>3];v=d+80|0;p[w>>3]=+p[v>>3];p[v>>3]=C;v=e+88|0;C=+p[v>>3];w=d+88|0;p[v>>3]=+p[w>>3];p[w>>3]=C;w=d+96|0;v=e+96|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];b[w+16>>0]=b[v+16>>0]|0;e=e+120|0;d=d+120|0}while((e|0)!=(c|0));c=f[(x+148|0)>>2]|0}if((c|0)!=(d|0))f[(x+148|0)>>2]=c+(~(((c+-120-d|0)>>>0)/120|0)*120|0)}c=f[(a+120|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+120|0)>>2]|0;f[(a+120|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5320>>2]=y;f[a+5336>>2]=A;f[a+5344>>2]=B;f[a+5424>>2]=z}function dsb(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0.0,A=0,B=0,D=0,E=0,F=0.0,G=0.0,H=0.0;D=f[a+320>>2]|0;r=f[a+3432>>2]|0;A=f[a+4752>>2]|0;t=f[a+4936>>2]|0;w=f[a+4944>>2]|0;i=f[a+4952>>2]|0;E=f[a+5424>>2]|0;a:do{q=1;if(q){q=0;if(!(b[(D+8|0)>>0]|0))if(((w|0)/208|0)>>>0>1&(b[D+20>>0]|0)!=0){d=1;j=+p[t+184>>3];while(1){k=j;j=+p[t+(d*208|0)+184>>3];if(!(!(k<j)|!(j>=1.0)))break;d=d+1|0;if(d>>>0>=((w|0)/208|0)>>>0){d=r;break a}}if(d>>>0>((w|0)/208|0)>>>0){qsb(D+132|0,d-((w|0)/208|0)|0);d=f[(D+136|0)>>2]|0;break}if(d>>>0<((w|0)/208|0)>>>0){d=t+(d*208|0)|0;if((d|0)==(i|0))d=r;else{m=i;while(1){i=m+-208|0;f[(D+136|0)>>2]=i;o=f[m+-120>>2]|0;if(o){i=m+-116|0;m=f[i>>2]|0;if((m|0)!=(o|0))f[i>>2]=m+(~(((m+-12-o|0)>>>0)/12|0)*12|0);sOb(o);i=f[(D+136|0)>>2]|0}if((i|0)==(d|0))break;else m=i}}}else d=r}else d=r;else q=1}if(q)if(1){do{d=1;if(d){d=0;if(!w){v=t;s=r}else d=1}if(d)if(1){i=0;d=t;while(1){if(i|0?+p[d+(i*208|0)+184>>3]<1.0:0)u=d;else{if(!(Psb(D,d+(i*208|0)|0)|0))break;u=f[(D+132|0)>>2]|0}b[d+(i*208|0)+200>>0]=1;d=i+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=d;d=u}else{E=149;break}}if((E|0)==149){v=u;s=f[(D+136|0)>>2]|0;break}d=i+1|0;b:do if(d>>>0<((w|0)/208|0)>>>0){o=d;while(1){m=f[(D+132|0)>>2]|0;k=+p[m+(o*208|0)+184>>3];if(!((k>=1.0?!(+p[m+(i*208|0)+184>>3]<k):1)|(b[(D+20|0)>>0]|0)==0))break;d=(Psb(D,m+(o*208|0)|0)|0)&1;b[m+(o*208|0)+200>>0]=d;d=o+1|0;if(d>>>0<((w|0)/208|0)>>>0){i=o;o=d}else break b}d=f[(D+136|0)>>2]|0;if(o>>>0>((d-m|0)/208|0)>>>0){qsb(D+132|0,o-((d-m|0)/208|0)|0);break}if(o>>>0<((d-m|0)/208|0)>>>0){o=m+(o*208|0)|0;if((o|0)!=(d|0)){i=d;while(1){d=i+-208|0;f[(D+136|0)>>2]=d;m=f[i+-120>>2]|0;if(m){d=i+-116|0;i=f[d>>2]|0;if((i|0)!=(m|0))f[d>>2]=i+(~(((i+-12-m|0)>>>0)/12|0)*12|0);sOb(m);d=f[(D+136|0)>>2]|0}if((d|0)==(o|0))break;else i=d}}}}while(0);i=f[(D+132|0)>>2]|0;m=f[(D+136|0)>>2]|0;c:do if((i|0)==(m|0)){y=i;E=171}else{d=i;do{if(b[d+200>>0]|0){y=d;E=171;break c}d=d+208|0}while((d|0)!=(m|0));g=m;c=m;x=i}while(0);if((E|0)==171){g=y;if((y|0)==(m|0)){c=m;x=i}else{c=g;d:while(1){do{d=c;c=d+208|0;if((d+208|0|0)==(m|0))break d}while((b[d+408>>0]|0)!=0);y=g;psb(y,d+208|0)|0;g=y+208|0}c=f[(D+136|0)>>2]|0;x=f[(D+132|0)>>2]|0}}d=x+(((g-x|0)/208|0)*208|0)|0;if((c|0)==(g|0)){d=c;break a}g=d+(((c-g|0)/208|0)*208|0)|0;if((g|0)!=(c|0)){do{psb(d,g)|0;g=g+208|0;d=d+208|0}while((g|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)==(d|0)){d=c;break a}while(1){g=c+-208|0;f[(D+136|0)>>2]=g;i=f[c+-120>>2]|0;if(!i)c=g;else{c=c+-116|0;g=f[c>>2]|0;if((g|0)!=(i|0))f[c>>2]=g+(~(((g+-12-i|0)>>>0)/12|0)*12|0);sOb(i);c=f[(D+136|0)>>2]|0}if((c|0)==(d|0))break a}}}while(0);if((s|0)==(v|0))d=s;else{d=s;while(1){c=d+-208|0;f[(D+136|0)>>2]=c;g=f[d+-120>>2]|0;if(g){c=d+-116|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}if((c|0)==(v|0)){d=v;break}else d=c}}}}while(0);c=f[(D+132|0)>>2]|0;if((c|0)!=(d|0))do{ARa(a+296|0,A,c);t=f[(a+296|0)>>2]|0;g=f[((a+296|0)+4|0)>>2]|0;if(g|0)iOb(g);m=f[(t+4|0)>>2]|0;i=Pg[f[(f[m>>2]|0)+16>>2]&1023](m)|0;f[c+16>>2]=i;oh[f[(f[m>>2]|0)+12>>2]&1023](a+144|0,m);m=f[(a+144|0)+4>>2]|0;i=c+8|0;f[i>>2]=f[(a+144|0)>>2];f[i+4>>2]=m;i=ZPb(f[(t+200|0)>>2]|0,h[(t+200|0)+4>>0]&255|0,28)|0;f[c+32>>2]=i&15;p[c+104>>3]=+p[c+184>>3];p[c+112>>3]=+p[c+192>>3];i=c+36|0;f[i>>2]=1065353216;m=c+40|0;f[m>>2]=1065353216;o=c+44|0;f[o>>2]=1065353216;q=c+48|0;f[q>>2]=0;r=c+52|0;f[r>>2]=0;s=c+56|0;f[s>>2]=0;g=f[c+24>>2]|0;if((g|0)>-1){f[(a+272|0)>>2]=g;if(b[(D+25|0)>>0]|0){cEa(a+144|0,t,1,a+272|0,1);g=f[(a+144|0)>>2]|0;f[(a+144|0)>>2]=f[i>>2];f[i>>2]=g;g=f[((a+144|0)+4|0)>>2]|0;f[((a+144|0)+4|0)>>2]=f[m>>2];f[m>>2]=g;g=f[((a+144|0)+8|0)>>2]|0;f[((a+144|0)+8|0)>>2]=f[o>>2];f[o>>2]=g;g=f[((a+144|0)+12|0)>>2]|0;f[((a+144|0)+12|0)>>2]=f[q>>2];f[q>>2]=g;g=f[((a+144|0)+16|0)>>2]|0;f[((a+144|0)+16|0)>>2]=f[r>>2];f[r>>2]=g;f[s>>2]=f[((a+144|0)+20|0)>>2];g=f[(a+272|0)>>2]|0}r=c+88|0;_Da(f[(f[(t+4|0)>>2]|0)+44>>2]|0,g,r);Ksb(a+144|0,D,f[t+96>>2]|0,t);o=f[r>>2]|0;q=f[c+92>>2]|0;if((o|0)!=(q|0)){g=o;do{H=+n[g>>2];x=g+4|0;G=+n[x>>2];y=g+8|0;F=+n[y>>2];j=H*+n[((a+144|0)+4|0)>>2]+G*+n[((a+144|0)+20|0)>>2]+F*+n[((a+144|0)+36|0)>>2]+ +n[((a+144|0)+52|0)>>2];k=H*+n[((a+144|0)+8|0)>>2]+G*+n[((a+144|0)+24|0)>>2]+F*+n[((a+144|0)+40|0)>>2]+ +n[((a+144|0)+56|0)>>2];n[g>>2]=+n[(a+144|0)>>2]*H+ +n[((a+144|0)+16|0)>>2]*G+ +n[((a+144|0)+32|0)>>2]*F+ +n[((a+144|0)+48|0)>>2];n[x>>2]=j;n[y>>2]=k;g=g+12|0}while((g|0)!=(q|0))}e:do if(!(q-o|0)){j=C;g=c+100|0}else{g=c+100|0;i=0;j=C;k=C;m=o;while(1){p[(a+144|0)>>3]=+n[m+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[m+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[m+(i*12|0)+8>>2];m=f[(t+108|0)>>2]|0;if(!m)E=203;else if(Wtb(D,m,a+144|0)|0)E=203;else{z=j;l=k}if((E|0)==203){E=0;eub(a+120|0,D,a+144|0,0);do if(b[(a+120|0)>>0]|0){l=+p[((a+120|0)+16|0)>>3];if(!(l<j))break;k=+p[((a+120|0)+8|0)>>3];f[g>>2]=i;j=l}while(0);z=j;l=k}i=i+1|0;if(i>>>0>=((q-o|0|0)/12|0)>>>0){j=l;break e}j=z;k=l;m=f[r>>2]|0}}while(0);i=f[g>>2]|0;if((i|0)>-1){y=f[r>>2]|0;p[(a+144|0)>>3]=+n[y+(i*12|0)>>2];p[((a+144|0)+8|0)>>3]=+n[y+(i*12|0)+4>>2];p[((a+144|0)+16|0)>>3]=+n[y+(i*12|0)+8>>2];sjb(a+120|0,f[(D+56|0)>>2]|0,a+144|0);b[(a+112|0)>>0]=0;p[(a+40|0)>>3]=+p[(a+144|0)>>3];p[(a+48|0)>>3]=+p[((a+144|0)+8|0)>>3];p[(a+56|0)>>3]=+p[((a+144|0)+16|0)>>3];G=+p[(a+120|0)>>3];p[(a+80|0)>>3]=G;H=+p[((a+120|0)+8|0)>>3];p[(a+88|0)>>3]=H;y=f[(D+56|0)>>2]|0;G=G-+p[y+24>>3];H=H-+p[y+32>>3];p[(a+96|0)>>3]=G*G+H*H;p[(a+104|0)>>3]=j;do if(b[(D+8|0)>>0]|0){if(!(Usb(D,a)|0))break;f[g>>2]=-1}while(0)}}c=c+208|0}while((c|0)!=(d|0));if(b[D+22>>0]|0){f[(a+272|0)>>2]=0;f[(a+272|0)+4>>2]=0;f[(a+272|0)+8>>2]=0;f[(a+272|0)+12>>2]=0;n[(a+272|0)+16>>2]=1.0;_rb(a+252|0,a+272|0);c=f[(D+132|0)>>2]|0;g=f[(D+136|0)>>2]|0;f[(a+144|0)>>2]=A;f[(a+144|0)+4>>2]=a+252|0;f:do if((c|0)==(g|0)){B=c;E=219}else{do{if(rsb(a+144|0,c)|0){B=c;E=219;break f}c=c+208|0}while((c|0)!=(g|0));e=g}while(0);g:do if((E|0)==219){d=B;if((B|0)==(g|0))e=d;else{c=d;e=d;while(1){do{d=c+208|0;c=d;if((d|0)==(g|0))break g}while(rsb(a+144|0,d)|0);B=e;psb(B,d)|0;e=B+208|0}}}while(0);c=f[(D+136|0)>>2]|0;d=f[(D+132|0)>>2]|0;d=d+(((e-d|0)/208|0)*208|0)|0;if((c|0)!=(e|0)){e=d+(((c-e|0)/208|0)*208|0)|0;if((e|0)!=(c|0)){do{psb(d,e)|0;e=e+208|0;d=d+208|0}while((e|0)!=(c|0));c=f[(D+136|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-208|0;f[(D+136|0)>>2]=e;g=f[c+-120>>2]|0;if(!g)c=e;else{c=c+-116|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~(((e+-12-g|0)>>>0)/12|0)*12|0);sOb(g);c=f[(D+136|0)>>2]|0}}while((c|0)!=(d|0))}c=f[(a+252|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+252|0)>>2]|0;f[(a+252|0)>>2]=0;if(c|0)sOb(c);c=f[(a+272|0)+8>>2]|0;if(c|0)do{D=c;c=f[c>>2]|0;sOb(D)}while((c|0)!=0);c=f[(a+272|0)>>2]|0;f[(a+272|0)>>2]=0;if(c|0)sOb(c)}f[a+5424>>2]=E}function esb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;t=f[a+320>>2]|0;l=f[a+816>>2]|0;u=f[a+1360>>2]|0;c=f[a+3408>>2]|0;v=f[a+5320>>2]|0;y=f[a+5336>>2]|0;z=f[a+5344>>2]|0;w=f[a+5424>>2]|0;x=f[a+5448>>2]|0;if(x){x=0;if(1){k=f[(t+48|0)>>2]|0;l=b[t+32>>0]|0;d=f[(t+156|0)>>2]|0;m=f[(t+160|0)>>2]|0;a:do if((d|0)==(m|0)){i=d;w=23}else{do{if(!(FSa(k,d,l)|0)){i=d;w=23;break a}d=d+240|0}while((d|0)!=(m|0));h=m}while(0);b:do if((w|0)==23){e=i;d=1;if(d){d=0;if((i|0)==(m|0))h=e;else d=1}if(d)if(1){d=e;h=e;while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(m|0))break b}while(!(FSa(k,e+240|0,l)|0));i=h;v=h;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));j=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(i+40|0)>>3];p[(i+40|0)>>3]=j;j=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(i+48|0)>>3];p[(i+48|0)>>3]=j;j=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(i+56|0)>>3];p[(i+56|0)>>3]=j;j=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(i+64|0)>>3];p[(i+64|0)>>3]=j;j=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(i+72|0)>>3];p[(i+72|0)>>3]=j;j=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(i+80|0)>>3];p[(i+80|0)>>3]=j;h=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(i+88|0)>>2];f[(i+88|0)>>2]=h;h=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(i+92|0)>>2];f[(i+92|0)>>2]=h;h=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(i+96|0)>>2];f[(i+96|0)>>2]=h;h=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(i+100|0)>>2];f[(i+100|0)>>2]=h;h=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(i+104|0)>>2];f[(i+104|0)>>2]=h;h=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(i+108|0)>>2];f[(i+108|0)>>2]=h;j=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(i+112|0)>>3];p[(i+112|0)>>3]=j;j=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(i+120|0)>>3];p[(i+120|0)>>3]=j;j=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(i+128|0)>>3];p[(i+128|0)>>3]=j;j=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(i+136|0)>>3];p[(i+136|0)>>3]=j;j=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(i+144|0)>>3];p[(i+144|0)>>3]=j;j=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(i+152|0)>>3];p[(i+152|0)>>3]=j;j=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(i+160|0)>>3];p[(i+160|0)>>3]=j;j=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(i+168|0)>>3];p[(i+168|0)>>3]=j;j=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(i+176|0)>>3];p[(i+176|0)>>3]=j;f[(i+184|0)>>2]=f[(e+424|0)>>2];f[(i+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(i+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(i+184|0)+12>>2]=f[(e+424|0)+12>>2];j=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(i+200|0)>>3];p[(i+200|0)>>3]=j;j=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(i+208|0)>>3];p[(i+208|0)>>3]=j;f[(i+216|0)>>2]=f[(e+456|0)>>2];f[(i+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(i+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(i+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(i+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;h=i+240|0}}}while(0);f[(a+272|0)>>2]=h;f[(a+120|0)>>2]=f[(t+160|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;l=t+160|0}else x=1}i=f[l>>2]|0;d=f[(t+156|0)>>2]|0;k=(i-d|0|0)/240|0;c:do{h=1;if(h){h=0;if(!(b[t+8>>0]|0)){if(k>>>0>1&(b[t+20>>0]|0)!=0){e=1;j=+p[d+216>>3];while(1){A=j;j=+p[d+(e*240|0)+216>>3];if(!(!(A<j)|!(j>=1.0)))break;e=e+1|0;if(e>>>0>=k>>>0)break c}if(e>>>0>k>>>0){Zrb(t+156|0,e-k|0);break}if(e>>>0<k>>>0){e=d+(e*240|0)|0;if((e|0)!=(i|0))f[(t+160|0)>>2]=i+(~(((i+-240-e|0)>>>0)/240|0)*240|0)}}}else h=1}if(h)if(1){do{e=1;if(e){e=0;if(!(i-d|0)){n=d;o=i}else e=1}if(e)if(1){e=0;while(1){if(e|0?+p[d+(e*240|0)+216>>3]<1.0:0)q=d;else{if(!(Vsb(t,d+(e*240|0)|0)|0))break;q=f[(t+156|0)>>2]|0}b[d+(e*240|0)+232>>0]=1;d=e+1|0;if(d>>>0<k>>>0){e=d;d=q}else{w=46;break}}if((w|0)==46){n=q;o=f[(t+160|0)>>2]|0;break}d=e+1|0;d:do if(d>>>0<k>>>0){h=d;while(1){d=f[(t+156|0)>>2]|0;A=+p[d+(h*240|0)+216>>3];if(!((A>=1.0?!(+p[d+(e*240|0)+216>>3]<A):1)|(b[(t+20|0)>>0]|0)==0))break;q=(Vsb(t,d+(h*240|0)|0)|0)&1;b[d+(h*240|0)+232>>0]=q;d=h+1|0;if(d>>>0<k>>>0){e=h;h=d}else break d}e=f[l>>2]|0;if(h>>>0>((e-d|0)/240|0)>>>0){Zrb(t+156|0,h-((e-d|0)/240|0)|0);break}if(h>>>0<((e-d|0)/240|0)>>>0){d=d+(h*240|0)|0;if((d|0)!=(e|0))f[(t+160|0)>>2]=e+(~(((e+-240-d|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;i=f[(t+160|0)>>2]|0;e:do if((d|0)==(i|0)){r=d;w=59}else while(1){if(b[d+232>>0]|0){r=d;w=59;break e}d=d+240|0;if((d|0)==(i|0)){g=i;s=i;break}}while(0);if((w|0)==59){e=r;d=1;if(d){d=0;if((r|0)==(i|0)){g=e;s=i}else d=1}if(d)if(1){d=e;g=e;f:while(1){do{e=d;d=e+240|0;if((e+240|0|0)==(i|0))break f}while((b[e+472>>0]|0)!=0);h=g;v=g;y=e+240|0;z=v+36|0;do{f[v>>2]=f[y>>2];v=v+4|0;y=y+4|0}while((v|0)<(z|0));A=+p[(e+280|0)>>3];p[(e+280|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=A;A=+p[(e+288|0)>>3];p[(e+288|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=A;A=+p[(e+296|0)>>3];p[(e+296|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=A;A=+p[(e+304|0)>>3];p[(e+304|0)>>3]=+p[(h+64|0)>>3];p[(h+64|0)>>3]=A;A=+p[(e+312|0)>>3];p[(e+312|0)>>3]=+p[(h+72|0)>>3];p[(h+72|0)>>3]=A;A=+p[(e+320|0)>>3];p[(e+320|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=A;g=f[(e+328|0)>>2]|0;f[(e+328|0)>>2]=f[(h+88|0)>>2];f[(h+88|0)>>2]=g;g=f[(e+332|0)>>2]|0;f[(e+332|0)>>2]=f[(h+92|0)>>2];f[(h+92|0)>>2]=g;g=f[(e+336|0)>>2]|0;f[(e+336|0)>>2]=f[(h+96|0)>>2];f[(h+96|0)>>2]=g;g=f[(e+340|0)>>2]|0;f[(e+340|0)>>2]=f[(h+100|0)>>2];f[(h+100|0)>>2]=g;g=f[(e+344|0)>>2]|0;f[(e+344|0)>>2]=f[(h+104|0)>>2];f[(h+104|0)>>2]=g;g=f[(e+348|0)>>2]|0;f[(e+348|0)>>2]=f[(h+108|0)>>2];f[(h+108|0)>>2]=g;A=+p[(e+352|0)>>3];p[(e+352|0)>>3]=+p[(h+112|0)>>3];p[(h+112|0)>>3]=A;A=+p[(e+360|0)>>3];p[(e+360|0)>>3]=+p[(h+120|0)>>3];p[(h+120|0)>>3]=A;A=+p[(e+368|0)>>3];p[(e+368|0)>>3]=+p[(h+128|0)>>3];p[(h+128|0)>>3]=A;A=+p[(e+376|0)>>3];p[(e+376|0)>>3]=+p[(h+136|0)>>3];p[(h+136|0)>>3]=A;A=+p[(e+384|0)>>3];p[(e+384|0)>>3]=+p[(h+144|0)>>3];p[(h+144|0)>>3]=A;A=+p[(e+392|0)>>3];p[(e+392|0)>>3]=+p[(h+152|0)>>3];p[(h+152|0)>>3]=A;A=+p[(e+400|0)>>3];p[(e+400|0)>>3]=+p[(h+160|0)>>3];p[(h+160|0)>>3]=A;A=+p[(e+408|0)>>3];p[(e+408|0)>>3]=+p[(h+168|0)>>3];p[(h+168|0)>>3]=A;A=+p[(e+416|0)>>3];p[(e+416|0)>>3]=+p[(h+176|0)>>3];p[(h+176|0)>>3]=A;f[(h+184|0)>>2]=f[(e+424|0)>>2];f[(h+184|0)+4>>2]=f[(e+424|0)+4>>2];f[(h+184|0)+8>>2]=f[(e+424|0)+8>>2];f[(h+184|0)+12>>2]=f[(e+424|0)+12>>2];A=+p[(e+440|0)>>3];p[(e+440|0)>>3]=+p[(h+200|0)>>3];p[(h+200|0)>>3]=A;A=+p[(e+448|0)>>3];p[(e+448|0)>>3]=+p[(h+208|0)>>3];p[(h+208|0)>>3]=A;f[(h+216|0)>>2]=f[(e+456|0)>>2];f[(h+216|0)+4>>2]=f[(e+456|0)+4>>2];f[(h+216|0)+8>>2]=f[(e+456|0)+8>>2];f[(h+216|0)+12>>2]=f[(e+456|0)+12>>2];b[(h+216|0)+16>>0]=b[(e+456|0)+16>>0]|0;g=h+240|0}s=f[l>>2]|0}}f[a>>2]=g;f[(a+252|0)>>2]=s;f[(a+296|0)>>2]=f[a>>2];f[(a+144|0)>>2]=f[(a+252|0)>>2];Yrb(t+156|0,a+296|0,a+144|0)|0;break c}}while(0);if((o|0)!=(n|0))f[(t+160|0)>>2]=o+(~(((o+-240-n|0)>>>0)/240|0)*240|0)}}while(0);d=f[(t+156|0)>>2]|0;h=f[(t+160|0)>>2]|0;if((d|0)!=(h|0))do{ARa(a+232|0,u,d);e=f[(a+232|0)>>2]|0;g=f[((a+232|0)+4|0)>>2]|0;if(g|0)iOb(g);C=+p[d+120>>3];j=+p[d+144>>3]-C;E=+p[d+128>>3];D=+p[d+176>>3]-E;E=+p[d+152>>3]-E;C=+p[d+168>>3]-C;B=+p[d+112>>3];A=+p[d+160>>3]-B;B=+p[d+136>>3]-B;p[d+64>>3]=j*D-E*C;p[d+72>>3]=E*A-D*B;p[d+80>>3]=C*B-j*A;p[d+184>>3]=+p[d+216>>3];p[d+192>>3]=+p[d+224>>3];Wrb(a+248|0,e,d);d=d+240|0}while((d|0)!=(h|0));f[a+816>>2]=l;f[a+3416>>2]=c;f[a+5320>>2]=v;f[a+5336>>2]=y;f[a+5344>>2]=z;f[a+5424>>2]=w;f[a+5448>>2]=x}function fsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0;q=f[a+320>>2]|0;r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0;a:{if(b[q+111>>0]|0){n=f[(q+48|0)>>2]|0;c=f[(q+144|0)>>2]|0;h=f[(q+148|0)>>2]|0;if((c|0)!=(h|0)){ssb(c,h);c=1;if(c){c=0;if(!(b[q+23>>0]|0)){g=f[(q+148|0)>>2]|0;d=g}else c=1}if(c)if(1){j=f[(q+48|0)>>2]|0;k=b[q+32>>0]|0;c=f[(q+144|0)>>2]|0;l=f[(q+148|0)>>2]|0;b:do if((c|0)==(l|0)){i=c;s=252}else{do{if(!(FSa(j,c,k)|0)){i=c;s=252;break b}c=c+120|0}while((c|0)!=(l|0));m=l}while(0);c:do if((s|0)==252){c=i;if((i|0)==(l|0))m=c;else{d=c;g=c;while(1){c=d;do{d=c;c=d+120|0;if((d+120|0|0)==(l|0)){m=g;break c}}while(!(FSa(j,d+120|0,k)|0));h=g;r=g;t=d+120|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+160|0)>>3];p[(d+160|0)>>3]=+p[(h+40|0)>>3];p[(h+40|0)>>3]=w;w=+p[(d+168|0)>>3];p[(d+168|0)>>3]=+p[(h+48|0)>>3];p[(h+48|0)>>3]=w;w=+p[(d+176|0)>>3];p[(d+176|0)>>3]=+p[(h+56|0)>>3];p[(h+56|0)>>3]=w;f[(h+64|0)>>2]=f[(d+184|0)>>2];f[(h+64|0)+4>>2]=f[(d+184|0)+4>>2];f[(h+64|0)+8>>2]=f[(d+184|0)+8>>2];f[(h+64|0)+12>>2]=f[(d+184|0)+12>>2];w=+p[(d+200|0)>>3];p[(d+200|0)>>3]=+p[(h+80|0)>>3];p[(h+80|0)>>3]=w;w=+p[(d+208|0)>>3];p[(d+208|0)>>3]=+p[(h+88|0)>>3];p[(h+88|0)>>3]=w;f[(h+96|0)>>2]=f[(d+216|0)>>2];f[(h+96|0)+4>>2]=f[(d+216|0)+4>>2];f[(h+96|0)+8>>2]=f[(d+216|0)+8>>2];f[(h+96|0)+12>>2]=f[(d+216|0)+12>>2];b[(h+96|0)+16>>0]=b[(d+216|0)+16>>0]|0;d=c;g=h+120|0}}}while(0);g=m;h=f[(q+148|0)>>2]|0;c=f[(q+144|0)>>2]|0;c=c+(((m-c|0)/120|0)*120|0)|0;if((h|0)==(g|0))d=h;else{d=c+(((h-m|0)/120|0)*120|0)|0;if((d|0)==(h|0)){g=h;d=h}else{do{r=c;t=d;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));l=d+40|0;w=+p[l>>3];m=c+40|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=d+48|0;w=+p[m>>3];l=c+48|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+56|0;w=+p[l>>3];m=c+56|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+64|0;l=d+64|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];m=d+80|0;w=+p[m>>3];l=c+80|0;p[m>>3]=+p[l>>3];p[l>>3]=w;l=d+88|0;w=+p[l>>3];m=c+88|0;p[l>>3]=+p[m>>3];p[m>>3]=w;m=c+96|0;l=d+96|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];f[m+12>>2]=f[l+12>>2];b[m+16>>0]=b[l+16>>0]|0;d=d+120|0;c=c+120|0}while((d|0)!=(h|0));d=f[(q+148|0)>>2]|0;g=d}if((g|0)!=(c|0)){g=g+(~(((g+-120-c|0)>>>0)/120|0)*120|0)|0;f[(q+148|0)>>2]=g;d=g}}}l=f[(q+144|0)>>2]|0;m=d-l|0;f[a+320>>2]=q;f[a+2024>>2]=n;f[a+2344>>2]=l;f[a+2352>>2]=m;f[a+2360>>2]=d;f[a+3456>>2]=g;f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s;f[a+5544>>2]=0;f[a+5548>>2]=0;csb(a);r=f[a+5320>>2]|0;t=f[a+5336>>2]|0;v=f[a+5344>>2]|0;s=f[a+5424>>2]|0}}if(!(b[q+23>>0]|0)){u=a;f[a+5568>>2]=5;break a}h=f[(q+48|0)>>2]|0;i=b[q+32>>0]|0;c=f[(q+120|0)>>2]|0;j=f[(q+124|0)>>2]|0;d:do if((c|0)==(j|0)){o=c;s=342}else{do{if(!(FSa(h,c,i)|0)){o=c;s=342;break d}c=c+192|0}while((c|0)!=(j|0));e=j}while(0);e:do if((s|0)==342){d=o;c=1;if(c){c=0;if((o|0)==(j|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(j|0))break e}while(!(FSa(h,d+192|0,i)|0));g=e;r=e;t=d+192|0;v=r+36|0;do{f[r>>2]=f[t>>2];r=r+4|0;t=t+4|0}while((r|0)<(v|0));w=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=w;w=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=w;w=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=w;w=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=w;w=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=w;w=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=w;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;w=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=w;w=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=w;w=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=w;w=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=w;w=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=w;w=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=w;w=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=w;w=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=w;w=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=w;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(q+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(q+120|0,a+296|0,a+144|0)|0;u=a;f[a+5568>>2]=5;break a}f[a+5320>>2]=r;f[a+5336>>2]=t;f[a+5344>>2]=v;f[a+5424>>2]=s}function gsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0;A=f[a+320>>2]|0;y=f[a+1360>>2]|0;c=f[a+2808>>2]|0;v=f[a+3320>>2]|0;B=f[a+3408>>2]|0;C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0;E=f[a+5440>>2]|0;if(E){E=0;if(1){f[(a+248|0)>>2]=A;do{ARa(a+240|0,y,c);u=f[(a+240|0)>>2]|0;d=f[((a+240|0)+4|0)>>2]|0;if(d|0)iOb(d);d=c+144|0;g=c+120|0;K=+p[g>>3];I=+p[d>>3]-K;h=c+176|0;i=c+128|0;M=+p[i>>3];L=+p[h>>3]-M;j=c+152|0;M=+p[j>>3]-M;k=c+168|0;K=+p[k>>3]-K;l=c+160|0;m=c+112|0;J=+p[m>>3];H=+p[l>>3]-J;o=c+136|0;J=+p[o>>3]-J;q=c+64|0;p[q>>3]=I*L-M*K;r=c+72|0;p[r>>3]=M*H-L*J;s=c+80|0;p[s>>3]=K*J-I*H;t=c+190|0;if(!(b[t>>0]|0)){Ksb(a+144|0,A,f[u+96>>2]|0,u);V=+n[(a+144|0)>>2];R=+n[((a+144|0)+4|0)>>2];H=+n[((a+144|0)+8|0)>>2];U=+n[((a+144|0)+16|0)>>2];Q=+n[((a+144|0)+20|0)>>2];J=+n[((a+144|0)+24|0)>>2];T=+n[((a+144|0)+32|0)>>2];P=+n[((a+144|0)+36|0)>>2];L=+n[((a+144|0)+40|0)>>2];S=+n[((a+144|0)+48|0)>>2];O=+n[((a+144|0)+52|0)>>2];M=+n[((a+144|0)+56|0)>>2];N=1.0/((Q*L-J*P)*V+((U*P-Q*T)*H+(J*T-U*L)*R));K=+p[q>>3];I=+p[r>>3];W=+p[s>>3];p[q>>3]=W*((R*J-H*Q)*N)+(K*((Q*L-J*P)*N)+I*((H*P-R*L)*N));p[r>>3]=W*((H*U-V*J)*N)+(K*((J*T-U*L)*N)+I*((V*L-H*T)*N));p[s>>3]=W*((V*Q-R*U)*N)+(K*((U*P-Q*T)*N)+I*((R*T-V*P)*N));N=+p[m>>3];I=+p[g>>3];K=+p[i>>3];p[m>>3]=N*V+I*U+K*T+S;p[g>>3]=N*R+I*Q+K*P+O;p[i>>3]=N*H+I*J+K*L+M;K=+p[o>>3];I=+p[d>>3];N=+p[j>>3];p[o>>3]=K*V+I*U+N*T+S;p[d>>3]=K*R+I*Q+N*P+O;p[j>>3]=K*H+I*J+N*L+M;N=+p[l>>3];I=+p[k>>3];K=+p[h>>3];p[l>>3]=N*V+I*U+K*T+S;p[k>>3]=N*R+I*Q+K*P+O;p[h>>3]=N*H+I*J+K*L+M;b[t>>0]=1}Wrb(a+248|0,u,c);u=f[(A+60|0)>>2]|0;U=+p[(A+112|0)>>3];V=+p[u+8>>3]+U*+p[u+32>>3];W=+p[u+16>>3]+U*+p[u+40>>3];p[c+40>>3]=+p[u>>3]+U*+p[u+24>>3];p[c+48>>3]=V;p[c+56>>3]=W;c=c+192|0}while((c|0)!=(v|0));if((f[(A+120|0)>>2]|0)==(f[(A+124|0)>>2]|0)){B=a+248|0;D=17}else if(!(b[A+20>>0]|0)){B=a+248|0;D=17}else{c=f[(A+156|0)>>2]|0;d=f[(A+160|0)>>2]|0;if((d|0)==(c|0))w=a+248|0;else{f[(A+160|0)>>2]=d+(~(((d+-240-c|0)>>>0)/240|0)*240|0);w=a+248|0}}}else E=1}if((D|0)==17){Xrb(f[(A+156|0)>>2]|0,f[(A+160|0)>>2]|0);c=1;if(c){c=0;if(!(b[A+23>>0]|0))x=A+160|0;else c=1}f[a+320>>2]=A;f[a+816>>2]=x;f[a+1360>>2]=y;f[a+3408>>2]=B;f[a+3416>>2]=w;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5448>>2]=c;f[a+5560>>2]=0;f[a+5564>>2]=0;esb(a);C=f[a+5320>>2]|0;F=f[a+5336>>2]|0;G=f[a+5344>>2]|0;D=f[a+5424>>2]|0}if(b[A+22>>0]|0){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[a+16>>2]=1.0;_rb(a+208|0,a);c=f[(A+120|0)>>2]|0;h=f[(A+124|0)>>2]|0;f[(a+144|0)>>2]=y;f[(a+144|0)+4>>2]=a+208|0;a:do if((c|0)==(h|0)){z=c;D=76}else{do{if(msb(a+144|0,c)|0){z=c;D=76;break a}c=c+192|0}while((c|0)!=(h|0));e=h}while(0);b:do if((D|0)==76){d=z;c=1;if(c){c=0;if((z|0)==(h|0))e=d;else c=1}if(c)if(1){c=d;e=d;while(1){do{d=c;c=d+192|0;if((d+192|0|0)==(h|0))break b}while(msb(a+144|0,d+192|0)|0);g=e;C=e;F=d+192|0;G=C+36|0;do{f[C>>2]=f[F>>2];C=C+4|0;F=F+4|0}while((C|0)<(G|0));W=+p[(d+232|0)>>3];p[(d+232|0)>>3]=+p[(g+40|0)>>3];p[(g+40|0)>>3]=W;W=+p[(d+240|0)>>3];p[(d+240|0)>>3]=+p[(g+48|0)>>3];p[(g+48|0)>>3]=W;W=+p[(d+248|0)>>3];p[(d+248|0)>>3]=+p[(g+56|0)>>3];p[(g+56|0)>>3]=W;W=+p[(d+256|0)>>3];p[(d+256|0)>>3]=+p[(g+64|0)>>3];p[(g+64|0)>>3]=W;W=+p[(d+264|0)>>3];p[(d+264|0)>>3]=+p[(g+72|0)>>3];p[(g+72|0)>>3]=W;W=+p[(d+272|0)>>3];p[(d+272|0)>>3]=+p[(g+80|0)>>3];p[(g+80|0)>>3]=W;e=f[(d+280|0)>>2]|0;f[(d+280|0)>>2]=f[(g+88|0)>>2];f[(g+88|0)>>2]=e;e=f[(d+284|0)>>2]|0;f[(d+284|0)>>2]=f[(g+92|0)>>2];f[(g+92|0)>>2]=e;e=f[(d+288|0)>>2]|0;f[(d+288|0)>>2]=f[(g+96|0)>>2];f[(g+96|0)>>2]=e;e=f[(d+292|0)>>2]|0;f[(d+292|0)>>2]=f[(g+100|0)>>2];f[(g+100|0)>>2]=e;e=f[(d+296|0)>>2]|0;f[(d+296|0)>>2]=f[(g+104|0)>>2];f[(g+104|0)>>2]=e;e=f[(d+300|0)>>2]|0;f[(d+300|0)>>2]=f[(g+108|0)>>2];f[(g+108|0)>>2]=e;W=+p[(d+304|0)>>3];p[(d+304|0)>>3]=+p[(g+112|0)>>3];p[(g+112|0)>>3]=W;W=+p[(d+312|0)>>3];p[(d+312|0)>>3]=+p[(g+120|0)>>3];p[(g+120|0)>>3]=W;W=+p[(d+320|0)>>3];p[(d+320|0)>>3]=+p[(g+128|0)>>3];p[(g+128|0)>>3]=W;W=+p[(d+328|0)>>3];p[(d+328|0)>>3]=+p[(g+136|0)>>3];p[(g+136|0)>>3]=W;W=+p[(d+336|0)>>3];p[(d+336|0)>>3]=+p[(g+144|0)>>3];p[(g+144|0)>>3]=W;W=+p[(d+344|0)>>3];p[(d+344|0)>>3]=+p[(g+152|0)>>3];p[(g+152|0)>>3]=W;W=+p[(d+352|0)>>3];p[(d+352|0)>>3]=+p[(g+160|0)>>3];p[(g+160|0)>>3]=W;W=+p[(d+360|0)>>3];p[(d+360|0)>>3]=+p[(g+168|0)>>3];p[(g+168|0)>>3]=W;W=+p[(d+368|0)>>3];p[(d+368|0)>>3]=+p[(g+176|0)>>3];p[(g+176|0)>>3]=W;e=f[(d+376|0)+4>>2]|0;f[(g+184|0)>>2]=f[(d+376|0)>>2];f[(g+184|0)+4>>2]=e;e=g+192|0}}}while(0);f[(a+272|0)>>2]=e;f[(a+120|0)>>2]=f[(A+124|0)>>2];f[(a+296|0)>>2]=f[(a+272|0)>>2];f[(a+144|0)>>2]=f[(a+120|0)>>2];nsb(A+120|0,a+296|0,a+144|0)|0;c=f[(a+208|0)+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=0;if(c|0)sOb(c);c=f[a+8>>2]|0;if(c|0)do{A=c;c=f[c>>2]|0;sOb(A)}while((c|0)!=0);c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c)}f[a+3408>>2]=B;f[a+5320>>2]=C;f[a+5336>>2]=F;f[a+5344>>2]=G;f[a+5424>>2]=D;f[a+5440>>2]=E}function hsb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;c=f[a+408>>2]|0;k=f[a+416>>2]|0;l=f[a+432>>2]|0;J=f[a+1832>>2]|0;K=f[a+1840>>2]|0;m=f[a+1856>>2]|0;n=f[a+1864>>2]|0;L=f[a+1872>>2]|0;M=f[a+1888>>2]|0;N=f[a+1896>>2]|0;o=f[a+1904>>2]|0;O=f[a+1912>>2]|0;q=f[a+1928>>2]|0;I=c+40|0;f[J>>2]=f[I>>2];f[J+4>>2]=f[I+4>>2];f[J+8>>2]=f[I+8>>2];f[J+12>>2]=f[I+12>>2];f[J+16>>2]=f[I+16>>2];f[J+20>>2]=f[I+20>>2];p[J>>3]=+p[I>>3];p[((a+64|0)+48|0)>>3]=+p[c+48>>3];p[((a+64|0)+56|0)>>3]=+p[c+56>>3];J=c+64|0;f[K>>2]=f[J>>2];f[K+4>>2]=f[J+4>>2];f[K+8>>2]=f[J+8>>2];f[K+12>>2]=f[J+12>>2];f[K+16>>2]=f[J+16>>2];f[K+20>>2]=f[J+20>>2];p[K>>3]=+p[J>>3];p[((a+64|0)+72|0)>>3]=+p[c+72>>3];p[((a+64|0)+80|0)>>3]=+p[c+80>>3];K=c+88|0;f[m>>2]=f[K>>2];f[m+4>>2]=f[K+4>>2];f[m+8>>2]=f[K+8>>2];f[m>>2]=f[K>>2];f[((a+64|0)+92|0)>>2]=f[c+92>>2];f[((a+64|0)+96|0)>>2]=f[c+96>>2];K=c+100|0;f[n>>2]=f[K>>2];f[n+4>>2]=f[K+4>>2];f[n+8>>2]=f[K+8>>2];f[n>>2]=f[K>>2];f[((a+64|0)+104|0)>>2]=f[c+104>>2];f[((a+64|0)+108|0)>>2]=f[c+108>>2];K=c+112|0;f[L>>2]=f[K>>2];f[L+4>>2]=f[K+4>>2];f[L+8>>2]=f[K+8>>2];f[L+12>>2]=f[K+12>>2];f[L+16>>2]=f[K+16>>2];f[L+20>>2]=f[K+20>>2];p[L>>3]=+p[K>>3];p[((a+64|0)+120|0)>>3]=+p[c+120>>3];p[((a+64|0)+128|0)>>3]=+p[c+128>>3];L=c+136|0;f[M>>2]=f[L>>2];f[M+4>>2]=f[L+4>>2];f[M+8>>2]=f[L+8>>2];f[M+12>>2]=f[L+12>>2];f[M+16>>2]=f[L+16>>2];f[M+20>>2]=f[L+20>>2];p[M>>3]=+p[L>>3];p[((a+64|0)+144|0)>>3]=+p[c+144>>3];p[((a+64|0)+152|0)>>3]=+p[c+152>>3];M=c+160|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];f[N+16>>2]=f[M+16>>2];f[N+20>>2]=f[M+20>>2];p[N>>3]=+p[M>>3];p[((a+64|0)+168|0)>>3]=+p[c+168>>3];p[((a+64|0)+176|0)>>3]=+p[c+176>>3];N=c+184|0;f[o>>2]=f[N>>2];f[o+4>>2]=f[N+4>>2];f[o+8>>2]=f[N+8>>2];f[o+12>>2]=f[N+12>>2];N=c+200|0;f[O>>2]=f[N>>2];f[O+4>>2]=f[N+4>>2];f[O+8>>2]=f[N+8>>2];f[O+12>>2]=f[N+12>>2];p[O>>3]=+p[N>>3];p[((a+64|0)+208|0)>>3]=+p[c+208>>3];O=c+216|0;f[q>>2]=f[O>>2];f[q+4>>2]=f[O+4>>2];f[q+8>>2]=f[O+8>>2];f[q+12>>2]=f[O+12>>2];b[q+16>>0]=b[O+16>>0]|0;while(1){d=c;h=k;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));r=k+40|0;g=+p[r>>3];s=c+40|0;p[r>>3]=+p[s>>3];p[s>>3]=g;s=k+48|0;g=+p[s>>3];t=c+48|0;p[s>>3]=+p[t>>3];p[t>>3]=g;t=k+56|0;g=+p[t>>3];u=c+56|0;p[t>>3]=+p[u>>3];p[u>>3]=g;u=k+64|0;g=+p[u>>3];v=c+64|0;p[u>>3]=+p[v>>3];p[v>>3]=g;v=k+72|0;g=+p[v>>3];w=c+72|0;p[v>>3]=+p[w>>3];p[w>>3]=g;w=k+80|0;g=+p[w>>3];y=c+80|0;p[w>>3]=+p[y>>3];p[y>>3]=g;y=c+88|0;x=k+88|0;A=f[x>>2]|0;f[x>>2]=f[y>>2];f[y>>2]=A;y=k+92|0;A=f[y>>2]|0;z=c+92|0;f[y>>2]=f[z>>2];f[z>>2]=A;z=k+96|0;A=f[z>>2]|0;B=c+96|0;f[z>>2]=f[B>>2];f[B>>2]=A;B=c+100|0;A=k+100|0;E=f[A>>2]|0;f[A>>2]=f[B>>2];f[B>>2]=E;B=k+104|0;E=f[B>>2]|0;C=c+104|0;f[B>>2]=f[C>>2];f[C>>2]=E;C=k+108|0;E=f[C>>2]|0;D=c+108|0;f[C>>2]=f[D>>2];f[D>>2]=E;D=k+112|0;g=+p[D>>3];E=c+112|0;p[D>>3]=+p[E>>3];p[E>>3]=g;E=k+120|0;g=+p[E>>3];F=c+120|0;p[E>>3]=+p[F>>3];p[F>>3]=g;F=k+128|0;g=+p[F>>3];G=c+128|0;p[F>>3]=+p[G>>3];p[G>>3]=g;G=k+136|0;g=+p[G>>3];H=c+136|0;p[G>>3]=+p[H>>3];p[H>>3]=g;H=k+144|0;g=+p[H>>3];I=c+144|0;p[H>>3]=+p[I>>3];p[I>>3]=g;I=k+152|0;g=+p[I>>3];J=c+152|0;p[I>>3]=+p[J>>3];p[J>>3]=g;J=k+160|0;g=+p[J>>3];K=c+160|0;p[J>>3]=+p[K>>3];p[K>>3]=g;K=k+168|0;g=+p[K>>3];L=c+168|0;p[K>>3]=+p[L>>3];p[L>>3]=g;L=k+176|0;g=+p[L>>3];N=c+176|0;p[L>>3]=+p[N>>3];p[N>>3]=g;N=c+184|0;M=k+184|0;f[N>>2]=f[M>>2];f[N+4>>2]=f[M+4>>2];f[N+8>>2]=f[M+8>>2];f[N+12>>2]=f[M+12>>2];N=k+200|0;g=+p[N>>3];O=c+200|0;p[N>>3]=+p[O>>3];p[O>>3]=g;O=k+208|0;g=+p[O>>3];i=c+208|0;p[O>>3]=+p[i>>3];p[i>>3]=g;i=c+216|0;j=k+216|0;f[i>>2]=f[j>>2];f[i+4>>2]=f[j+4>>2];f[i+8>>2]=f[j+8>>2];f[i+12>>2]=f[j+12>>2];b[i+16>>0]=b[j+16>>0]|0;if((k|0)==(l|0))break;h=k+-240|0;c=~~+p[((a+64|0)+216|0)>>3]>>>0;d=~~+p[k+-24>>3]>>>0;if(c>>>0<d>>>0){c=k;k=h;continue}if(c>>>0>d>>>0)break;e=+p[((a+64|0)+224|0)>>3];g=+p[k+-16>>3];if(e<g){c=k;k=h;continue}if(e>g)break;if(fub(a+64|0,h)|0){c=k;k=h}else break}d=k;h=a+64|0;i=d+36|0;do{f[d>>2]=f[h>>2];d=d+4|0;h=h+4|0}while((d|0)<(i|0));g=+p[((a+64|0)+40|0)>>3];p[((a+64|0)+40|0)>>3]=+p[r>>3];p[r>>3]=g;g=+p[((a+64|0)+48|0)>>3];p[((a+64|0)+48|0)>>3]=+p[s>>3];p[s>>3]=g;g=+p[((a+64|0)+56|0)>>3];p[((a+64|0)+56|0)>>3]=+p[t>>3];p[t>>3]=g;g=+p[((a+64|0)+64|0)>>3];p[((a+64|0)+64|0)>>3]=+p[u>>3];p[u>>3]=g;g=+p[((a+64|0)+72|0)>>3];p[((a+64|0)+72|0)>>3]=+p[v>>3];p[v>>3]=g;g=+p[((a+64|0)+80|0)>>3];p[((a+64|0)+80|0)>>3]=+p[w>>3];p[w>>3]=g;w=f[m>>2]|0;f[m>>2]=f[x>>2];f[x>>2]=w;x=f[((a+64|0)+92|0)>>2]|0;f[((a+64|0)+92|0)>>2]=f[y>>2];f[y>>2]=x;y=f[((a+64|0)+96|0)>>2]|0;f[((a+64|0)+96|0)>>2]=f[z>>2];f[z>>2]=y;z=f[n>>2]|0;f[n>>2]=f[A>>2];f[A>>2]=z;A=f[((a+64|0)+104|0)>>2]|0;f[((a+64|0)+104|0)>>2]=f[B>>2];f[B>>2]=A;B=f[((a+64|0)+108|0)>>2]|0;f[((a+64|0)+108|0)>>2]=f[C>>2];f[C>>2]=B;g=+p[((a+64|0)+112|0)>>3];p[((a+64|0)+112|0)>>3]=+p[D>>3];p[D>>3]=g;g=+p[((a+64|0)+120|0)>>3];p[((a+64|0)+120|0)>>3]=+p[E>>3];p[E>>3]=g;g=+p[((a+64|0)+128|0)>>3];p[((a+64|0)+128|0)>>3]=+p[F>>3];p[F>>3]=g;g=+p[((a+64|0)+136|0)>>3];p[((a+64|0)+136|0)>>3]=+p[G>>3];p[G>>3]=g;g=+p[((a+64|0)+144|0)>>3];p[((a+64|0)+144|0)>>3]=+p[H>>3];p[H>>3]=g;g=+p[((a+64|0)+152|0)>>3];p[((a+64|0)+152|0)>>3]=+p[I>>3];p[I>>3]=g;g=+p[((a+64|0)+160|0)>>3];p[((a+64|0)+160|0)>>3]=+p[J>>3];p[J>>3]=g;g=+p[((a+64|0)+168|0)>>3];p[((a+64|0)+168|0)>>3]=+p[K>>3];p[K>>3]=g;g=+p[((a+64|0)+176|0)>>3];p[((a+64|0)+176|0)>>3]=+p[L>>3];p[L>>3]=g;f[M>>2]=f[o>>2];f[M+4>>2]=f[o+4>>2];f[M+8>>2]=f[o+8>>2];f[M+12>>2]=f[o+12>>2];g=+p[((a+64|0)+200|0)>>3];p[((a+64|0)+200|0)>>3]=+p[N>>3];p[N>>3]=g;g=+p[((a+64|0)+208|0)>>3];p[((a+64|0)+208|0)>>3]=+p[O>>3];p[O>>3]=g;f[j>>2]=f[q>>2];f[j+4>>2]=f[q+4>>2];f[j+8>>2]=f[q+8>>2];f[j+12>>2]=f[q+12>>2];b[j+16>>0]=b[q+16>>0]|0;f[a+6544>>2]=d;f[a+6560>>2]=h;f[a+6568>>2]=i}function isb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0.0,T=0.0,U=0.0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0.0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0.0;sa=f[a+336>>2]|0;ta=f[a+400>>2]|0;ua=f[a+432>>2]|0;i=f[a+496>>2]|0;k=f[a+520>>2]|0;ma=f[a+592>>2]|0;va=f[a+2040>>2]|0;wa=f[a+2784>>2]|0;d=f[a+3024>>2]|0;c=f[a+5112>>2]|0;xa=f[a+6520>>2]|0;ya=f[a+6544>>2]|0;Aa=f[a+6560>>2]|0;Ba=f[a+6568>>2]|0;za=f[a+6576>>2]|0;a:{b:{h=1;if(h)if(c>>>0<i>>>0)while(1){o=d+216|0;q=d+224|0;while(1){h=~~+p[c+216>>3]>>>0;j=+p[o>>3];if(h>>>0>=~~j>>>0>>>0){if(h>>>0>~~j>>>0>>>0){qa=j;break}e=+p[c+224>>3];g=+p[q>>3];if(!(e<g)){if(e>g){qa=j;break}if(!(fub(c,d)|0)){za=87;break}}}c=c+240|0}if((za|0)==87){za=0;qa=+p[o>>3]}m=i+-240|0;h=~~+p[i+-24>>3]>>>0;l=~~qa>>>0;c:do if(h>>>0>=l>>>0){j=qa;n=m;while(1){if(h>>>0>l>>>0)e=j;else{e=+p[i+-16>>3];g=+p[q>>3];if(e<g){m=n;break c}if(e>g)e=j;else{if(fub(n,d)|0){m=n;break c}e=+p[o>>3]}}m=n+-240|0;h=~~+p[n+-24>>3]>>>0;l=~~e>>>0;if(h>>>0<l>>>0){i=n;break}else{i=n;j=e;n=m}}}while(0);if(c>>>0>m>>>0){na=d;la=k;ma=c;break b}ya=a+24|0;Aa=c;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));h=c+40|0;l=c+48|0;n=c+56|0;e=+p[h>>3];g=+p[l>>3];j=+p[n>>3];o=c+64|0;q=c+72|0;r=c+80|0;S=+p[o>>3];T=+p[q>>3];U=+p[r>>3];s=c+88|0;t=c+92|0;u=c+96|0;_=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+100|0;w=c+104|0;x=c+108|0;ma=f[v>>2]|0;na=f[w>>2]|0;oa=f[x>>2]|0;y=c+112|0;A=c+120|0;C=c+128|0;$=+p[y>>3];aa=+p[A>>3];ba=+p[C>>3];E=c+136|0;G=c+144|0;I=c+152|0;ca=+p[E>>3];da=+p[G>>3];ea=+p[I>>3];K=c+160|0;M=c+168|0;O=c+176|0;fa=+p[K>>3];ga=+p[M>>3];ha=+p[O>>3];Q=c+184|0;f[(a+64|0)>>2]=f[Q>>2];f[(a+64|0)+4>>2]=f[Q+4>>2];f[(a+64|0)+8>>2]=f[Q+8>>2];f[(a+64|0)+12>>2]=f[Q+12>>2];V=c+200|0;X=c+208|0;ia=+p[V>>3];ja=+p[X>>3];Z=c+216|0;f[a>>2]=f[Z>>2];f[a+4>>2]=f[Z+4>>2];f[a+8>>2]=f[Z+8>>2];f[a+12>>2]=f[Z+12>>2];b[a+16>>0]=b[Z+16>>0]|0;ya=c;Aa=m;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));pa=i+-200|0;Ca=+p[pa>>3];p[pa>>3]=e;p[h>>3]=Ca;Y=i+-192|0;Ca=+p[Y>>3];p[Y>>3]=+p[l>>3];p[l>>3]=Ca;W=i+-184|0;Ca=+p[W>>3];p[W>>3]=+p[n>>3];p[n>>3]=Ca;R=i+-176|0;Ca=+p[R>>3];p[R>>3]=+p[o>>3];p[o>>3]=Ca;P=i+-168|0;Ca=+p[P>>3];p[P>>3]=+p[q>>3];p[q>>3]=Ca;N=i+-160|0;Ca=+p[N>>3];p[N>>3]=+p[r>>3];p[r>>3]=Ca;L=i+-152|0;J=f[L>>2]|0;f[L>>2]=_;f[s>>2]=J;J=i+-148|0;H=f[J>>2]|0;f[J>>2]=f[t>>2];f[t>>2]=H;H=i+-144|0;F=f[H>>2]|0;f[H>>2]=f[u>>2];f[u>>2]=F;F=i+-140|0;D=f[F>>2]|0;f[F>>2]=f[v>>2];f[v>>2]=D;D=i+-136|0;B=f[D>>2]|0;f[D>>2]=f[w>>2];f[w>>2]=B;B=i+-132|0;f[x>>2]=f[B>>2];z=i+-128|0;Ca=+p[z>>3];p[z>>3]=+p[y>>3];p[y>>3]=Ca;x=i+-120|0;Ca=+p[x>>3];p[x>>3]=+p[A>>3];p[A>>3]=Ca;w=i+-112|0;Ca=+p[w>>3];p[w>>3]=+p[C>>3];p[C>>3]=Ca;v=i+-104|0;Ca=+p[v>>3];p[v>>3]=+p[E>>3];p[E>>3]=Ca;u=i+-96|0;Ca=+p[u>>3];p[u>>3]=+p[G>>3];p[G>>3]=Ca;t=i+-88|0;Ca=+p[t>>3];p[t>>3]=+p[I>>3];p[I>>3]=Ca;s=i+-80|0;Ca=+p[s>>3];p[s>>3]=+p[K>>3];p[K>>3]=Ca;r=i+-72|0;Ca=+p[r>>3];p[r>>3]=+p[M>>3];p[M>>3]=Ca;q=i+-64|0;Ca=+p[q>>3];p[q>>3]=+p[O>>3];p[O>>3]=Ca;o=i+-56|0;f[Q>>2]=f[o>>2];f[Q+4>>2]=f[o+4>>2];f[Q+8>>2]=f[o+8>>2];f[Q+12>>2]=f[o+12>>2];n=i+-40|0;Ca=+p[n>>3];p[n>>3]=+p[V>>3];p[V>>3]=Ca;l=i+-32|0;p[X>>3]=+p[l>>3];h=i+-24|0;f[Z>>2]=f[h>>2];f[Z+4>>2]=f[h+4>>2];f[Z+8>>2]=f[h+8>>2];f[Z+12>>2]=f[h+12>>2];b[Z+16>>0]=b[h+16>>0]|0;ya=m;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[pa>>3]=e;p[Y>>3]=g;p[W>>3]=j;p[R>>3]=S;p[P>>3]=T;p[N>>3]=U;f[L>>2]=_;f[J>>2]=ka;f[H>>2]=la;f[F>>2]=ma;f[D>>2]=na;f[B>>2]=oa;p[z>>3]=$;p[x>>3]=aa;p[w>>3]=ba;p[v>>3]=ca;p[u>>3]=da;p[t>>3]=ea;p[s>>3]=fa;p[r>>3]=ga;p[q>>3]=ha;f[o>>2]=f[(a+64|0)>>2];f[o+4>>2]=f[(a+64|0)+4>>2];f[o+8>>2]=f[(a+64|0)+8>>2];f[o+12>>2]=f[(a+64|0)+12>>2];p[n>>3]=ia;p[l>>3]=ja;f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];b[h+16>>0]=b[a+16>>0]|0;d=(d|0)==(c|0)?m:d;i=m;c=c+240|0;k=k+1|0}else h=1;if(h)if(1){na=d;la=k;ma=c}}do{c=1;if(c){c=0;if((ma|0)==(na|0))ra=la;else c=1}if(c)if(1){c=~~+p[na+216>>3]>>>0;d=~~+p[ma+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){ra=la;break}e=+p[na+224>>3];g=+p[ma+224>>3];if(!(e<g)){if(e>g){ra=la;break}if(!(fub(na,ma)|0)){ra=la;break}}}ya=a+24|0;Aa=ma;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));c=ma+40|0;d=ma+48|0;h=ma+56|0;e=+p[c>>3];g=+p[d>>3];j=+p[h>>3];i=ma+64|0;k=ma+72|0;l=ma+80|0;S=+p[i>>3];T=+p[k>>3];U=+p[l>>3];m=ma+88|0;n=ma+92|0;o=ma+96|0;V=f[m>>2]|0;W=f[n>>2]|0;X=f[o>>2]|0;q=ma+100|0;r=ma+104|0;s=ma+108|0;Y=f[q>>2]|0;Z=f[r>>2]|0;_=f[s>>2]|0;t=ma+112|0;v=ma+120|0;x=ma+128|0;$=+p[t>>3];aa=+p[v>>3];ba=+p[x>>3];z=ma+136|0;B=ma+144|0;D=ma+152|0;ca=+p[z>>3];da=+p[B>>3];ea=+p[D>>3];F=ma+160|0;H=ma+168|0;J=ma+176|0;fa=+p[F>>3];ga=+p[H>>3];ha=+p[J>>3];L=ma+184|0;f[(a+64|0)>>2]=f[L>>2];f[(a+64|0)+4>>2]=f[L+4>>2];f[(a+64|0)+8>>2]=f[L+8>>2];f[(a+64|0)+12>>2]=f[L+12>>2];N=ma+200|0;P=ma+208|0;ia=+p[N>>3];ja=+p[P>>3];R=ma+216|0;f[a>>2]=f[R>>2];f[a+4>>2]=f[R+4>>2];f[a+8>>2]=f[R+8>>2];f[a+12>>2]=f[R+12>>2];b[a+16>>0]=b[R+16>>0]|0;ya=ma;Aa=na;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));ka=na+40|0;Ca=+p[ka>>3];p[ka>>3]=e;p[c>>3]=Ca;Q=na+48|0;Ca=+p[Q>>3];p[Q>>3]=+p[d>>3];p[d>>3]=Ca;O=na+56|0;Ca=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Ca;M=na+64|0;Ca=+p[M>>3];p[M>>3]=+p[i>>3];p[i>>3]=Ca;K=na+72|0;Ca=+p[K>>3];p[K>>3]=+p[k>>3];p[k>>3]=Ca;I=na+80|0;Ca=+p[I>>3];p[I>>3]=+p[l>>3];p[l>>3]=Ca;G=na+88|0;E=f[G>>2]|0;f[G>>2]=V;f[m>>2]=E;E=na+92|0;C=f[E>>2]|0;f[E>>2]=f[n>>2];f[n>>2]=C;C=na+96|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=na+100|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=na+104|0;f[r>>2]=f[y>>2];w=na+108|0;f[s>>2]=f[w>>2];u=na+112|0;Ca=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=Ca;s=na+120|0;Ca=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=Ca;r=na+128|0;Ca=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=Ca;q=na+136|0;Ca=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=Ca;o=na+144|0;Ca=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=Ca;n=na+152|0;Ca=+p[n>>3];p[n>>3]=+p[D>>3];p[D>>3]=Ca;m=na+160|0;Ca=+p[m>>3];p[m>>3]=+p[F>>3];p[F>>3]=Ca;l=na+168|0;Ca=+p[l>>3];p[l>>3]=+p[H>>3];p[H>>3]=Ca;k=na+176|0;Ca=+p[k>>3];p[k>>3]=+p[J>>3];p[J>>3]=Ca;i=na+184|0;f[L>>2]=f[i>>2];f[L+4>>2]=f[i+4>>2];f[L+8>>2]=f[i+8>>2];f[L+12>>2]=f[i+12>>2];h=na+200|0;p[N>>3]=+p[h>>3];d=na+208|0;p[P>>3]=+p[d>>3];c=na+216|0;f[R>>2]=f[c>>2];f[R+4>>2]=f[c+4>>2];f[R+8>>2]=f[c+8>>2];f[R+12>>2]=f[c+12>>2];b[R+16>>0]=b[c+16>>0]|0;ya=na;Aa=a+24|0;Ba=ya+36|0;do{f[ya>>2]=f[Aa>>2];ya=ya+4|0;Aa=Aa+4|0}while((ya|0)<(Ba|0));p[ka>>3]=e;p[Q>>3]=g;p[O>>3]=j;p[M>>3]=S;p[K>>3]=T;p[I>>3]=U;f[G>>2]=V;f[E>>2]=W;f[C>>2]=X;f[A>>2]=Y;f[y>>2]=Z;f[w>>2]=_;p[u>>3]=$;p[s>>3]=aa;p[r>>3]=ba;p[q>>3]=ca;p[o>>3]=da;p[n>>3]=ea;p[m>>3]=fa;p[l>>3]=ga;p[k>>3]=ha;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ia;p[d>>3]=ja;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;ra=la+1|0}}while(0);if(!ra){xa=Isb(ua,ma)|0;c=ma+240|0;if(Isb(c,ta)|0){za=110;f[a+6624>>2]=1;break a}if(xa){sa=c;f[a+6624>>2]=3;break a}}ta=ma;if(((ta-wa|0)/240|0|0)>=((va-ta|0)/240|0|0)){za=109;f[a+6624>>2]=1;break a}Xrb(ua,ma);sa=ma+240|0}f[a+336>>2]=sa;f[a+592>>2]=ma;f[a+6520>>2]=xa;f[a+6544>>2]=ya;f[a+6560>>2]=Aa;f[a+6568>>2]=Ba;f[a+6576>>2]=za}function jsb(a){a=a|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;za=f[a+432>>2]|0;O=f[a+1720>>2]|0;P=f[a+1784>>2]|0;ca=f[a+1808>>2]|0;da=f[a+1848>>2]|0;ea=f[a+1880>>2]|0;fa=f[a+1920>>2]|0;ga=f[a+1936>>2]|0;ha=f[a+1968>>2]|0;ia=f[a+1992>>2]|0;ja=f[a+2016>>2]|0;ka=f[a+2048>>2]|0;la=f[a+2064>>2]|0;ma=f[a+2096>>2]|0;na=f[a+2160>>2]|0;oa=f[a+2232>>2]|0;pa=f[a+2296>>2]|0;qa=f[a+2368>>2]|0;ra=f[a+2432>>2]|0;sa=f[a+2504>>2]|0;ta=f[a+2568>>2]|0;k=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;Aa=f[a+3032>>2]|0;m=f[a+3104>>2]|0;g=f[a+3112>>2]|0;h=f[a+3120>>2]|0;l=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Ba=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ca=f[a+6576>>2]|0;a:{do{i=1;if(i){i=0;if(g>>>0<h>>>0)c=m;else i=1}if(i)if(1){if(g>>>0<=h>>>0){e=+p[za+224>>3];d=+p[l>>3];if(e<d){c=m;break}if(!(e>d))if(fub(za,k)|0){c=m;break}}if((m|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}i=za+224|0;c=m;while(1){g=~~+p[Aa>>3]>>>0;h=~~+p[c+216>>3]>>>0;if(g>>>0<h>>>0)break;if(g>>>0<=h>>>0){d=+p[i>>3];e=+p[c+224>>3];if(d<e)break;if(!(d>e))if(fub(za,c)|0)break}c=c+240|0;if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));q=c+40|0;D=c+48|0;g=c+56|0;d=+p[q>>3];e=+p[D>>3];j=+p[g>>3];h=c+64|0;i=c+72|0;l=c+80|0;Q=+p[h>>3];R=+p[i>>3];S=+p[l>>3];G=c+88|0;m=c+92|0;n=c+96|0;H=f[G>>2]|0;I=f[m>>2]|0;J=f[n>>2]|0;K=c+100|0;o=c+104|0;r=c+108|0;L=f[K>>2]|0;M=f[o>>2]|0;N=f[r>>2]|0;s=c+112|0;t=c+120|0;u=c+128|0;T=+p[s>>3];U=+p[t>>3];V=+p[u>>3];v=c+136|0;w=c+144|0;x=c+152|0;W=+p[v>>3];X=+p[w>>3];Y=+p[x>>3];y=c+160|0;z=c+168|0;A=c+176|0;Z=+p[y>>3];_=+p[z>>3];$=+p[A>>3];B=c+184|0;f[(a+64|0)>>2]=f[B>>2];f[(a+64|0)+4>>2]=f[B+4>>2];f[(a+64|0)+8>>2]=f[B+8>>2];f[(a+64|0)+12>>2]=f[B+12>>2];C=c+200|0;E=c+208|0;aa=+p[C>>3];ba=+p[E>>3];F=c+216|0;f[a>>2]=f[F>>2];f[a+4>>2]=f[F+4>>2];f[a+8>>2]=f[F+8>>2];f[a+12>>2]=f[F+12>>2];b[a+16>>0]=b[F+16>>0]|0;Ba=c;Da=k;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=d;p[q>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[D>>3];p[D>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[g>>3];p[g>>3]=Fa;Fa=+p[O>>3];p[O>>3]=+p[h>>3];p[h>>3]=Fa;Fa=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=Fa;Fa=+p[ca>>3];p[ca>>3]=+p[l>>3];p[l>>3]=Fa;Ba=f[da>>2]|0;f[da>>2]=H;f[G>>2]=Ba;Ba=f[ea>>2]|0;f[ea>>2]=f[m>>2];f[m>>2]=Ba;Ba=f[fa>>2]|0;f[fa>>2]=f[n>>2];f[n>>2]=Ba;Ba=f[ga>>2]|0;f[ga>>2]=f[K>>2];f[K>>2]=Ba;Ba=f[ha>>2]|0;f[ha>>2]=f[o>>2];f[o>>2]=Ba;f[r>>2]=f[ia>>2];Fa=+p[ja>>3];p[ja>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[u>>3];p[u>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[y>>3];p[y>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[z>>3];p[z>>3]=Fa;Fa=+p[ra>>3];p[ra>>3]=+p[A>>3];p[A>>3]=Fa;f[B>>2]=f[sa>>2];f[B+4>>2]=f[sa+4>>2];f[B+8>>2]=f[sa+8>>2];f[B+12>>2]=f[sa+12>>2];Fa=+p[ta>>3];p[ta>>3]=+p[C>>3];p[C>>3]=Fa;p[E>>3]=+p[ua>>3];f[F>>2]=f[va>>2];f[F+4>>2]=f[va+4>>2];f[F+8>>2]=f[va+8>>2];f[F+12>>2]=f[va+12>>2];b[F+16>>0]=b[va+16>>0]|0;Ba=k;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[wa>>3]=d;p[xa>>3]=e;p[ya>>3]=j;p[O>>3]=Q;p[P>>3]=R;p[ca>>3]=S;f[da>>2]=H;f[ea>>2]=I;f[fa>>2]=J;f[ga>>2]=L;f[ha>>2]=M;f[ia>>2]=N;p[ja>>3]=T;p[ka>>3]=U;p[la>>3]=V;p[ma>>3]=W;p[na>>3]=X;p[oa>>3]=Y;p[pa>>3]=Z;p[qa>>3]=_;p[ra>>3]=$;f[sa>>2]=f[(a+64|0)>>2];f[sa+4>>2]=f[(a+64|0)+4>>2];f[sa+8>>2]=f[(a+64|0)+8>>2];f[sa+12>>2]=f[(a+64|0)+12>>2];p[ta>>3]=aa;p[ua>>3]=ba;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;c=c+240|0}}while(0);if((c|0)==(k|0)){Ca=111;f[a+6632>>2]=2;f[a+6636>>2]=4;break a}oa=za+224|0;while(1){d=+p[Aa>>3];g=~~+p[c+216>>3]>>>0;b:do if(~~d>>>0>>>0>=g>>>0){j=d;i=~~d>>>0;h=g;while(1){if(i>>>0>h>>>0)d=j;else{d=+p[oa>>3];e=+p[c+224>>3];if(d<e)break b;if(d>e)d=j;else{if(fub(za,c)|0)break b;d=+p[Aa>>3]}}g=c+240|0;i=~~d>>>0;h=~~+p[c+456>>3]>>>0;if(i>>>0<h>>>0){c=g;break}else{c=g;j=d}}}while(0);while(1){na=k+-240|0;g=~~+p[Aa>>3]>>>0;h=~~+p[k+-24>>3]>>>0;if(g>>>0<h>>>0){k=na;continue}if(g>>>0>h>>>0)break;d=+p[oa>>3];e=+p[k+-16>>3];if(d<e){k=na;continue}if(d>e)break;if(fub(za,na)|0)k=na;else break}if(c>>>0>=na>>>0){za=c;f[a+6632>>2]=4;f[a+6636>>2]=5;break a}Ba=a+24|0;Da=c;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));g=c+40|0;h=c+48|0;i=c+56|0;d=+p[g>>3];e=+p[h>>3];j=+p[i>>3];l=c+64|0;m=c+72|0;n=c+80|0;Q=+p[l>>3];R=+p[m>>3];S=+p[n>>3];o=c+88|0;q=c+92|0;r=c+96|0;ga=f[o>>2]|0;ha=f[q>>2]|0;ia=f[r>>2]|0;s=c+100|0;t=c+104|0;u=c+108|0;ja=f[s>>2]|0;ka=f[t>>2]|0;la=f[u>>2]|0;v=c+112|0;x=c+120|0;z=c+128|0;T=+p[v>>3];U=+p[x>>3];V=+p[z>>3];B=c+136|0;D=c+144|0;F=c+152|0;W=+p[B>>3];X=+p[D>>3];Y=+p[F>>3];H=c+160|0;J=c+168|0;L=c+176|0;Z=+p[H>>3];_=+p[J>>3];$=+p[L>>3];N=c+184|0;f[(a+64|0)>>2]=f[N>>2];f[(a+64|0)+4>>2]=f[N+4>>2];f[(a+64|0)+8>>2]=f[N+8>>2];f[(a+64|0)+12>>2]=f[N+12>>2];P=c+200|0;da=c+208|0;aa=+p[P>>3];ba=+p[da>>3];fa=c+216|0;f[a>>2]=f[fa>>2];f[a+4>>2]=f[fa+4>>2];f[a+8>>2]=f[fa+8>>2];f[a+12>>2]=f[fa+12>>2];b[a+16>>0]=b[fa+16>>0]|0;Ba=c;Da=na;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));ma=k+-200|0;Fa=+p[ma>>3];p[ma>>3]=d;p[g>>3]=Fa;ea=k+-192|0;Fa=+p[ea>>3];p[ea>>3]=+p[h>>3];p[h>>3]=Fa;ca=k+-184|0;Fa=+p[ca>>3];p[ca>>3]=+p[i>>3];p[i>>3]=Fa;O=k+-176|0;Fa=+p[O>>3];p[O>>3]=+p[l>>3];p[l>>3]=Fa;M=k+-168|0;Fa=+p[M>>3];p[M>>3]=+p[m>>3];p[m>>3]=Fa;K=k+-160|0;Fa=+p[K>>3];p[K>>3]=+p[n>>3];p[n>>3]=Fa;I=k+-152|0;G=f[I>>2]|0;f[I>>2]=ga;f[o>>2]=G;G=k+-148|0;E=f[G>>2]|0;f[G>>2]=f[q>>2];f[q>>2]=E;E=k+-144|0;C=f[E>>2]|0;f[E>>2]=f[r>>2];f[r>>2]=C;C=k+-140|0;A=f[C>>2]|0;f[C>>2]=f[s>>2];f[s>>2]=A;A=k+-136|0;y=f[A>>2]|0;f[A>>2]=f[t>>2];f[t>>2]=y;y=k+-132|0;f[u>>2]=f[y>>2];w=k+-128|0;Fa=+p[w>>3];p[w>>3]=+p[v>>3];p[v>>3]=Fa;u=k+-120|0;Fa=+p[u>>3];p[u>>3]=+p[x>>3];p[x>>3]=Fa;t=k+-112|0;Fa=+p[t>>3];p[t>>3]=+p[z>>3];p[z>>3]=Fa;s=k+-104|0;Fa=+p[s>>3];p[s>>3]=+p[B>>3];p[B>>3]=Fa;r=k+-96|0;Fa=+p[r>>3];p[r>>3]=+p[D>>3];p[D>>3]=Fa;q=k+-88|0;Fa=+p[q>>3];p[q>>3]=+p[F>>3];p[F>>3]=Fa;o=k+-80|0;Fa=+p[o>>3];p[o>>3]=+p[H>>3];p[H>>3]=Fa;n=k+-72|0;Fa=+p[n>>3];p[n>>3]=+p[J>>3];p[J>>3]=Fa;m=k+-64|0;Fa=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=Fa;l=k+-56|0;f[N>>2]=f[l>>2];f[N+4>>2]=f[l+4>>2];f[N+8>>2]=f[l+8>>2];f[N+12>>2]=f[l+12>>2];i=k+-40|0;Fa=+p[i>>3];p[i>>3]=+p[P>>3];p[P>>3]=Fa;h=k+-32|0;p[da>>3]=+p[h>>3];g=k+-24|0;f[fa>>2]=f[g>>2];f[fa+4>>2]=f[g+4>>2];f[fa+8>>2]=f[g+8>>2];f[fa+12>>2]=f[g+12>>2];b[fa+16>>0]=b[g+16>>0]|0;Ba=na;Da=a+24|0;Ea=Ba+36|0;do{f[Ba>>2]=f[Da>>2];Ba=Ba+4|0;Da=Da+4|0}while((Ba|0)<(Ea|0));p[ma>>3]=d;p[ea>>3]=e;p[ca>>3]=j;p[O>>3]=Q;p[M>>3]=R;p[K>>3]=S;f[I>>2]=ga;f[G>>2]=ha;f[E>>2]=ia;f[C>>2]=ja;f[A>>2]=ka;f[y>>2]=la;p[w>>3]=T;p[u>>3]=U;p[t>>3]=V;p[s>>3]=W;p[r>>3]=X;p[q>>3]=Y;p[o>>3]=Z;p[n>>3]=_;p[m>>3]=$;f[l>>2]=f[(a+64|0)>>2];f[l+4>>2]=f[(a+64|0)+4>>2];f[l+8>>2]=f[(a+64|0)+8>>2];f[l+12>>2]=f[(a+64|0)+12>>2];p[i>>3]=aa;p[h>>3]=ba;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[g+12>>2]=f[a+12>>2];b[g+16>>0]=b[a+16>>0]|0;k=na;c=c+240|0}}f[a+432>>2]=za;f[a+6544>>2]=Ba;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ca}function ksb(a){a=a|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0,na=0.0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0,Ga=0,Ha=0,Ia=0,Ja=0,Ka=0,La=0,Ma=0,Na=0,Oa=0,Pa=0,Qa=0,Ra=0,Sa=0,Ta=0,Ua=0,Va=0,Wa=0,Xa=0,Ya=0,Za=0,_a=0,$a=0,ab=0,bb=0,cb=0,db=0,eb=0,fb=0,gb=0.0;qa=f[a+352>>2]|0;ta=f[a+400>>2]|0;wa=f[a+1720>>2]|0;xa=f[a+1784>>2]|0;ya=f[a+1808>>2]|0;za=f[a+1848>>2]|0;Aa=f[a+1880>>2]|0;Ba=f[a+1920>>2]|0;Ca=f[a+1936>>2]|0;Da=f[a+1968>>2]|0;Ea=f[a+1992>>2]|0;Ga=f[a+2040>>2]|0;Ra=f[a+2640>>2]|0;Wa=f[a+3080>>2]|0;Xa=f[a+3584>>2]|0;Ya=f[a+4176>>2]|0;_a=f[a+4832>>2]|0;$a=f[a+5368>>2]|0;ab=f[a+5936>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;a:{Fa=ta+-128|0;Ha=ta+-120|0;Ia=ta+-112|0;Ja=ta+-104|0;Ka=ta+-96|0;La=ta+-88|0;Ma=ta+-80|0;Na=ta+-72|0;Oa=ta+-64|0;Pa=ta+-56|0;Qa=ta+-40|0;Sa=ta+-32|0;Ta=ta+-24|0;pa=qa;while(1){ua=pa;b:while(1){Ua=ua;switch((Ga-Ua|0|0)/240|0|0){case 2:{db=5;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 3:{db=11;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 4:{db=12;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 5:{db=13;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}case 1:case 0:{db=111;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}default:{}}if((Ga-Ua|0|0)<1680){db=15;f[a+6640>>2]=2;f[a+6644>>2]=8;break a}Va=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)|0;if((Ga-Ua|0|0)>239760)sa=Hsb(ua,ua+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Va,Va+((((Ga-Ua|0)>>>0)/960|0)*240|0)|0,Ra)|0;else sa=Fsb(ua,Va,Ra)|0;k=ua+216|0;c=~~+p[k>>3]>>>0;l=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+216|0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){i=Ra;j=sa;break}if(c>>>0<=d>>>0){e=+p[ua+224>>3];g=+p[ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224>>3];if(e<g){i=Ra;j=sa;break}if(!(e>g))if(fub(ua,Va)|0){i=Ra;j=sa;break}}if((ua|0)!=(Wa|0)){h=ua+((((Ga-Ua|0)>>>0)/480|0)*240|0)+224|0;ra=Ra;Za=Wa;while(1){c=~~+p[ra+-24>>3]>>>0;d=~~+p[l>>3]>>>0;if(c>>>0<d>>>0){db=78;break b}if(c>>>0<=d>>>0){e=+p[ra+-16>>3];g=+p[h>>3];if(e<g){db=78;break b}if(!(e>g))if(fub(Za,Va)|0){db=78;break b}}c=Za+-240|0;if((ua|0)==(c|0))break;else{ra=Za;Za=c}}}ba=ua+240|0;ca=~~+p[k>>3]>>>0;oa=~~+p[Xa>>3]>>>0;f[a+432>>2]=ua;f[a+1720>>2]=wa;f[a+1784>>2]=xa;f[a+1808>>2]=ya;f[a+1848>>2]=za;f[a+1880>>2]=Aa;f[a+1920>>2]=Ba;f[a+1936>>2]=Ca;f[a+1968>>2]=Da;f[a+1992>>2]=Ea;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2640>>2]=Ra;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+3032>>2]=k;f[a+3104>>2]=ba;f[a+3112>>2]=ca;f[a+3120>>2]=oa;f[a+4176>>2]=Ya;f[a+4832>>2]=_a;f[a+5368>>2]=$a;f[a+5936>>2]=ab;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6632>>2]=0;f[a+6636>>2]=0;jsb(a);ua=f[a+432>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6632>>2]|0;D=f[a+6636>>2]|0;H=+n[a+6636>>2];f[a+6632>>2]=0;f[a+6636>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:{f[a+6640>>2]=2;f[a+6644>>2]=8;break a}}if((G|0)==3)continue;if((G|0)==4)switch(D|0){case 5:continue b}}if((db|0)==78){db=0;cb=a+24|0;eb=ua;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));c=ua+40|0;d=ua+48|0;h=ua+56|0;e=+p[c>>3];g=+p[d>>3];V=+p[h>>3];i=ua+64|0;j=ua+72|0;k=ua+80|0;W=+p[i>>3];X=+p[j>>3];Y=+p[k>>3];l=ua+88|0;m=ua+92|0;o=ua+96|0;Z=f[l>>2]|0;_=f[m>>2]|0;$=f[o>>2]|0;q=ua+100|0;r=ua+104|0;s=ua+108|0;aa=f[q>>2]|0;ba=f[r>>2]|0;ca=f[s>>2]|0;t=ua+112|0;v=ua+120|0;x=ua+128|0;da=+p[t>>3];ea=+p[v>>3];fa=+p[x>>3];z=ua+136|0;B=ua+144|0;E=ua+152|0;ga=+p[z>>3];ha=+p[B>>3];ia=+p[E>>3];I=ua+160|0;K=ua+168|0;M=ua+176|0;ja=+p[I>>3];ka=+p[K>>3];la=+p[M>>3];O=ua+184|0;f[(a+64|0)>>2]=f[O>>2];f[(a+64|0)+4>>2]=f[O+4>>2];f[(a+64|0)+8>>2]=f[O+8>>2];f[(a+64|0)+12>>2]=f[O+12>>2];Q=ua+200|0;S=ua+208|0;ma=+p[Q>>3];na=+p[S>>3];U=ua+216|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];f[a+12>>2]=f[U+12>>2];b[a+16>>0]=b[U+16>>0]|0;cb=ua;eb=Za;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));oa=ra+-200|0;gb=+p[oa>>3];p[oa>>3]=e;p[c>>3]=gb;T=ra+-192|0;gb=+p[T>>3];p[T>>3]=+p[d>>3];p[d>>3]=gb;R=ra+-184|0;gb=+p[R>>3];p[R>>3]=+p[h>>3];p[h>>3]=gb;P=ra+-176|0;gb=+p[P>>3];p[P>>3]=+p[i>>3];p[i>>3]=gb;N=ra+-168|0;gb=+p[N>>3];p[N>>3]=+p[j>>3];p[j>>3]=gb;L=ra+-160|0;gb=+p[L>>3];p[L>>3]=+p[k>>3];p[k>>3]=gb;J=ra+-152|0;F=f[J>>2]|0;f[J>>2]=Z;f[l>>2]=F;F=ra+-148|0;C=f[F>>2]|0;f[F>>2]=f[m>>2];f[m>>2]=C;C=ra+-144|0;A=f[C>>2]|0;f[C>>2]=f[o>>2];f[o>>2]=A;A=ra+-140|0;y=f[A>>2]|0;f[A>>2]=f[q>>2];f[q>>2]=y;y=ra+-136|0;w=f[y>>2]|0;f[y>>2]=f[r>>2];f[r>>2]=w;w=ra+-132|0;f[s>>2]=f[w>>2];u=ra+-128|0;gb=+p[u>>3];p[u>>3]=+p[t>>3];p[t>>3]=gb;s=ra+-120|0;gb=+p[s>>3];p[s>>3]=+p[v>>3];p[v>>3]=gb;r=ra+-112|0;gb=+p[r>>3];p[r>>3]=+p[x>>3];p[x>>3]=gb;q=ra+-104|0;gb=+p[q>>3];p[q>>3]=+p[z>>3];p[z>>3]=gb;o=ra+-96|0;gb=+p[o>>3];p[o>>3]=+p[B>>3];p[B>>3]=gb;m=ra+-88|0;gb=+p[m>>3];p[m>>3]=+p[E>>3];p[E>>3]=gb;l=ra+-80|0;gb=+p[l>>3];p[l>>3]=+p[I>>3];p[I>>3]=gb;k=ra+-72|0;gb=+p[k>>3];p[k>>3]=+p[K>>3];p[K>>3]=gb;j=ra+-64|0;gb=+p[j>>3];p[j>>3]=+p[M>>3];p[M>>3]=gb;i=ra+-56|0;f[O>>2]=f[i>>2];f[O+4>>2]=f[i+4>>2];f[O+8>>2]=f[i+8>>2];f[O+12>>2]=f[i+12>>2];h=ra+-40|0;gb=+p[h>>3];p[h>>3]=+p[Q>>3];p[Q>>3]=gb;d=ra+-32|0;p[S>>3]=+p[d>>3];c=ra+-24|0;f[U>>2]=f[c>>2];f[U+4>>2]=f[c+4>>2];f[U+8>>2]=f[c+8>>2];f[U+12>>2]=f[c+12>>2];b[U+16>>0]=b[c+16>>0]|0;cb=Za;eb=a+24|0;fb=cb+36|0;do{f[cb>>2]=f[eb>>2];cb=cb+4|0;eb=eb+4|0}while((cb|0)<(fb|0));p[oa>>3]=e;p[T>>3]=g;p[R>>3]=V;p[P>>3]=W;p[N>>3]=X;p[L>>3]=Y;f[J>>2]=Z;f[F>>2]=_;f[C>>2]=$;f[A>>2]=aa;f[y>>2]=ba;f[w>>2]=ca;p[u>>3]=da;p[s>>3]=ea;p[r>>3]=fa;p[q>>3]=ga;p[o>>3]=ha;p[m>>3]=ia;p[l>>3]=ja;p[k>>3]=ka;p[j>>3]=la;f[i>>2]=f[(a+64|0)>>2];f[i+4>>2]=f[(a+64|0)+4>>2];f[i+8>>2]=f[(a+64|0)+8>>2];f[i+12>>2]=f[(a+64|0)+12>>2];p[h>>3]=ma;p[d>>3]=na;f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[c+12>>2]=f[a+12>>2];b[c+16>>0]=b[a+16>>0]|0;i=Za;j=sa+1|0}sa=ua+240|0;f[a+336>>2]=pa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+496>>2]=i;f[a+520>>2]=j;f[a+592>>2]=va;f[a+2040>>2]=Ga;f[a+2784>>2]=Ua;f[a+3024>>2]=Va;f[a+5112>>2]=sa;f[a+6520>>2]=bb;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db;f[a+6624>>2]=0;f[a+6628>>2]=0;isb(a);pa=f[a+336>>2]|0;va=f[a+592>>2]|0;bb=f[a+6520>>2]|0;cb=f[a+6544>>2]|0;eb=f[a+6560>>2]|0;fb=f[a+6568>>2]|0;db=f[a+6576>>2]|0;G=f[a+6624>>2]|0;D=f[a+6628>>2]|0;H=+n[a+6628>>2];f[a+6624>>2]=0;f[a+6628>>2]=0;if((G|0)==1)break;if((G|0)==3)continue}if((db|0)==109){db=0;Xrb(va+240|0,ta);qa=ua;ta=va;f[a+6640>>2]=3;break a}else if((db|0)==110){db=0;if(bb){db=111;f[a+6640>>2]=1;break a}else{qa=ua;ta=va;f[a+6640>>2]=3;break a}}}f[a+352>>2]=qa;f[a+400>>2]=ta;f[a+432>>2]=ua;f[a+2016>>2]=Fa;f[a+2048>>2]=Ha;f[a+2064>>2]=Ia;f[a+2096>>2]=Ja;f[a+2160>>2]=Ka;f[a+2232>>2]=La;f[a+2296>>2]=Ma;f[a+2368>>2]=Na;f[a+2432>>2]=Oa;f[a+2504>>2]=Pa;f[a+2568>>2]=Qa;f[a+2648>>2]=Sa;f[a+2720>>2]=Ta;f[a+6544>>2]=cb;f[a+6560>>2]=eb;f[a+6568>>2]=fb;f[a+6576>>2]=db}function lsb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0,ha=0,ia=0,ja=0,ka=0,la=0,ma=0,na=0,oa=0,pa=0,qa=0,ra=0,sa=0,ta=0,ua=0,va=0,wa=0,xa=0,ya=0,za=0,Aa=0,Ba=0,Ca=0,Da=0,Ea=0,Fa=0.0;v=f[a+400>>2]|0;za=f[a+432>>2]|0;$=f[a+1720>>2]|0;aa=f[a+1784>>2]|0;ba=f[a+1808>>2]|0;ca=f[a+1848>>2]|0;da=f[a+1880>>2]|0;ea=f[a+1920>>2]|0;fa=f[a+1936>>2]|0;ga=f[a+1968>>2]|0;ha=f[a+1992>>2]|0;ia=f[a+2016>>2]|0;ja=f[a+2048>>2]|0;ka=f[a+2064>>2]|0;la=f[a+2096>>2]|0;ma=f[a+2160>>2]|0;na=f[a+2232>>2]|0;oa=f[a+2296>>2]|0;pa=f[a+2368>>2]|0;qa=f[a+2432>>2]|0;ra=f[a+2504>>2]|0;sa=f[a+2568>>2]|0;ta=f[a+2640>>2]|0;ua=f[a+2648>>2]|0;va=f[a+2720>>2]|0;c=f[a+3584>>2]|0;e=f[a+4176>>2]|0;wa=f[a+4832>>2]|0;xa=f[a+5368>>2]|0;ya=f[a+5936>>2]|0;Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0;Ba=f[a+6576>>2]|0;Ca=f[a+6584>>2]|0;a:{if(Ca){Ca=0;if((Ba|0)==5){c=~~+p[c>>3]>>>0;d=~~+p[za+216>>3]>>>0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){u=a;f[a+6648>>2]=5;break a}h=+p[e>>3];i=+p[za+224>>3];if(!(h<i)){if(h>i){u=a;f[a+6648>>2]=5;break a}if(!(fub(ta,za)|0)){u=a;f[a+6648>>2]=5;break a}}}Aa=a+24|0;Da=za;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));m=za+40|0;B=za+48|0;c=za+56|0;h=+p[m>>3];i=+p[B>>3];E=+p[c>>3];d=za+64|0;e=za+72|0;g=za+80|0;F=+p[d>>3];G=+p[e>>3];H=+p[g>>3];I=za+88|0;j=za+92|0;k=za+96|0;J=f[I>>2]|0;K=f[j>>2]|0;L=f[k>>2]|0;M=za+100|0;l=za+104|0;n=za+108|0;N=f[M>>2]|0;O=f[l>>2]|0;P=f[n>>2]|0;o=za+112|0;q=za+120|0;r=za+128|0;Q=+p[o>>3];R=+p[q>>3];S=+p[r>>3];s=za+136|0;t=za+144|0;v=za+152|0;T=+p[s>>3];U=+p[t>>3];V=+p[v>>3];w=za+160|0;x=za+168|0;y=za+176|0;W=+p[w>>3];X=+p[x>>3];Y=+p[y>>3];z=za+184|0;f[(a+64|0)>>2]=f[z>>2];f[(a+64|0)+4>>2]=f[z+4>>2];f[(a+64|0)+8>>2]=f[z+8>>2];f[(a+64|0)+12>>2]=f[z+12>>2];A=za+200|0;C=za+208|0;Z=+p[A>>3];_=+p[C>>3];D=za+216|0;f[a>>2]=f[D>>2];f[a+4>>2]=f[D+4>>2];f[a+8>>2]=f[D+8>>2];f[a+12>>2]=f[D+12>>2];b[a+16>>0]=b[D+16>>0]|0;Aa=za;Da=ta;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));Fa=+p[wa>>3];p[wa>>3]=h;p[m>>3]=Fa;Fa=+p[xa>>3];p[xa>>3]=+p[B>>3];p[B>>3]=Fa;Fa=+p[ya>>3];p[ya>>3]=+p[c>>3];p[c>>3]=Fa;Fa=+p[$>>3];p[$>>3]=+p[d>>3];p[d>>3]=Fa;Fa=+p[aa>>3];p[aa>>3]=+p[e>>3];p[e>>3]=Fa;Fa=+p[ba>>3];p[ba>>3]=+p[g>>3];p[g>>3]=Fa;Aa=f[ca>>2]|0;f[ca>>2]=J;f[I>>2]=Aa;Aa=f[da>>2]|0;f[da>>2]=f[j>>2];f[j>>2]=Aa;Aa=f[ea>>2]|0;f[ea>>2]=f[k>>2];f[k>>2]=Aa;Aa=f[fa>>2]|0;f[fa>>2]=f[M>>2];f[M>>2]=Aa;Aa=f[ga>>2]|0;f[ga>>2]=f[l>>2];f[l>>2]=Aa;f[n>>2]=f[ha>>2];Fa=+p[ia>>3];p[ia>>3]=+p[o>>3];p[o>>3]=Fa;Fa=+p[ja>>3];p[ja>>3]=+p[q>>3];p[q>>3]=Fa;Fa=+p[ka>>3];p[ka>>3]=+p[r>>3];p[r>>3]=Fa;Fa=+p[la>>3];p[la>>3]=+p[s>>3];p[s>>3]=Fa;Fa=+p[ma>>3];p[ma>>3]=+p[t>>3];p[t>>3]=Fa;Fa=+p[na>>3];p[na>>3]=+p[v>>3];p[v>>3]=Fa;Fa=+p[oa>>3];p[oa>>3]=+p[w>>3];p[w>>3]=Fa;Fa=+p[pa>>3];p[pa>>3]=+p[x>>3];p[x>>3]=Fa;Fa=+p[qa>>3];p[qa>>3]=+p[y>>3];p[y>>3]=Fa;f[z>>2]=f[ra>>2];f[z+4>>2]=f[ra+4>>2];f[z+8>>2]=f[ra+8>>2];f[z+12>>2]=f[ra+12>>2];Fa=+p[sa>>3];p[sa>>3]=+p[A>>3];p[A>>3]=Fa;p[C>>3]=+p[ua>>3];f[D>>2]=f[va>>2];f[D+4>>2]=f[va+4>>2];f[D+8>>2]=f[va+8>>2];f[D+12>>2]=f[va+12>>2];b[D+16>>0]=b[va+16>>0]|0;Aa=ta;Da=a+24|0;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));p[wa>>3]=h;p[xa>>3]=i;p[ya>>3]=E;p[$>>3]=F;p[aa>>3]=G;p[ba>>3]=H;f[ca>>2]=J;f[da>>2]=K;f[ea>>2]=L;f[fa>>2]=N;f[ga>>2]=O;f[ha>>2]=P;p[ia>>3]=Q;p[ja>>3]=R;p[ka>>3]=S;p[la>>3]=T;p[ma>>3]=U;p[na>>3]=V;p[oa>>3]=W;p[pa>>3]=X;p[qa>>3]=Y;f[ra>>2]=f[(a+64|0)>>2];f[ra+4>>2]=f[(a+64|0)+4>>2];f[ra+8>>2]=f[(a+64|0)+8>>2];f[ra+12>>2]=f[(a+64|0)+12>>2];p[sa>>3]=Z;p[ua>>3]=_;f[va>>2]=f[a>>2];f[va+4>>2]=f[a+4>>2];f[va+8>>2]=f[a+8>>2];f[va+12>>2]=f[a+12>>2];b[va+16>>0]=b[a+16>>0]|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==11){Fsb(za,za+240|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==12){Gsb(za,za+240|0,za+480|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else if((Ba|0)==13){Hsb(za,za+240|0,za+480|0,za+720|0,ta)|0;u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==15){d=za+480|0;Fsb(za,za+240|0,d)|0;c=za+720|0;if((c|0)==(v|0)){u=a;f[a+6648>>2]=5;break a}j=(a+64|0)+40|0;k=(a+64|0)+64|0;l=(a+64|0)+88|0;m=(a+64|0)+100|0;n=(a+64|0)+112|0;o=(a+64|0)+136|0;q=(a+64|0)+160|0;r=(a+64|0)+184|0;s=(a+64|0)+200|0;t=(a+64|0)+216|0;while(1){e=~~+p[c+216>>3]>>>0;g=~~+p[d+216>>3]>>>0;if(e>>>0<g>>>0)Ba=22;else if(e>>>0<=g>>>0){h=+p[c+224>>3];i=+p[d+224>>3];if(h<i)Ba=22;else if(!(h>i))if(fub(c,d)|0)Ba=22}if((Ba|0)==22){Ba=0;Aa=a+64|0;Da=c;Ea=Aa+36|0;do{f[Aa>>2]=f[Da>>2];Aa=Aa+4|0;Da=Da+4|0}while((Aa|0)<(Ea|0));f[a+408>>2]=c;f[a+416>>2]=d;f[a+432>>2]=za;f[a+1832>>2]=j;f[a+1840>>2]=k;f[a+1856>>2]=l;f[a+1864>>2]=m;f[a+1872>>2]=n;f[a+1888>>2]=o;f[a+1896>>2]=q;f[a+1904>>2]=r;f[a+1912>>2]=s;f[a+1928>>2]=t;f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6616>>2]=0;f[a+6620>>2]=0;hsb(a);Aa=f[a+6544>>2]|0;Da=f[a+6560>>2]|0;Ea=f[a+6568>>2]|0}d=c+240|0;if((d|0)==(v|0))break;else{ya=c;c=d;d=ya}}u=a;f[a+6648>>2]=5;break a}else Ca=1}if(Ca){Ca=0;if((Ba|0)==111)if(1){u=a;f[a+6648>>2]=5;break a}else Ca=1}}f[a+6544>>2]=Aa;f[a+6560>>2]=Da;f[a+6568>>2]=Ea;f[a+6576>>2]=Ba;f[a+6584>>2]=Ca}
+function Ijb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=b;i=c-l>>5;j=a+8|0;d=f[j>>2]|0;h=f[a>>2]|0;k=h;if(i>>>0>d-h>>5>>>0){g=h;if(h){d=a+4|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-h|0)>>>5)<<5);sOb(g);f[j>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(i>>>0>134217727)AMb(a);k=d>>4;d=d>>5>>>0<67108863?(k>>>0<i>>>0?i:k):134217727;if(d>>>0>134217727)AMb(a);g=pOb(d<<5)|0;h=a+4|0;f[h>>2]=g;f[a>>2]=g;f[j>>2]=g+(d<<5);if((b|0)==(c|0))return;e=c+-32-l|0;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[h>>2]=g+((e>>>5)+1<<5);return}j=a+4|0;e=f[j>>2]|0;a=e-h>>5;g=i>>>0>a>>>0;a=b+(a<<5)|0;i=g?a:c;h=e;if((i|0)==(b|0))b=k;else{e=i+-32-l|0;d=k;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}b=k+((e>>>5)+1<<5)|0}if(!g){if((b|0)==(h|0))return;f[j>>2]=h+(~((h+-32-b|0)>>>5)<<5);return}if((i|0)==(c|0))return;g=f[j>>2]|0;e=c+-32-i|0;b=a;d=g;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(c|0))break;else d=d+32|0}f[j>>2]=g+((e>>>5)+1<<5);return}function Jjb(a){a=a|0;var b=0,c=0,d=0;Kjb(a+744|0);c=a+584|0;b=f[a+604>>2]|0;if(b|0)Ljb(b,c);b=f[a+592>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);Mjb(a+184|0);B$(a+120|0);c=a+64|0;b=f[a+84>>2]|0;if(b|0)Njb(b,c);b=f[a+72>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(!b)return;sOb(b);return}function Kjb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+16|0;b=f[a+28>>2]|0;if(b|0)Qjb(b,h);b=f[h>>2]|0;if(b|0){g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[g>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[h>>2]|0}sOb(b)}b=f[a+12>>2]|0;if(b|0)Qjb(b,a);b=f[a>>2]|0;if(!b)return;g=a+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function Ljb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257384]|0))if(MPb(257384)|0){f[64699]=0;f[64700]=0;f[64701]=0}a=f[64700]|0;if(a>>>0>=(f[64701]|0)>>>0){Pjb(258796,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64700]=(f[64700]|0)+20;return}function Mjb(a){a=a|0;var b=0,c=0,d=0;b=f[a+368>>2]|0;if(b|0){c=a+372|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+344>>2]|0;if(b|0){c=a+348|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+320>>2]|0;if(b|0){c=a+324|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+296>>2]|0;if(b|0){c=a+300|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+272>>2]|0;if(b|0){c=a+276|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+248>>2]|0;if(b|0){c=a+252|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+224>>2]|0;if(b|0){c=a+228|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+200>>2]|0;if(b|0){c=a+204|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+176>>2]|0;if(b|0){c=a+180|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+128>>2]|0;if(b|0){c=a+132|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+80>>2]|0;if(b|0){c=a+84|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+56>>2]|0;if(b|0){c=a+60|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-16-b|0)>>>4)<<4);sOb(b)}d=f[a+8>>2]|0;if(!d)return;b=a+12|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-16-d|0)>>>4)<<4);sOb(d);return}function Njb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;h=c+4|0;d=f[h>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){e=c+8|0;a=f[e>>2]|0;if(!a){f[e>>2]=0;g=7}else{do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);a=f[h>>2]|0;f[e>>2]=0;if(a|0){d=a;g=7}}if((g|0)==7){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257376]|0))if(MPb(257376)|0){f[64695]=0;f[64696]=0;f[64697]=0}a=f[64696]|0;if(a>>>0>=(f[64697]|0)>>>0){Ojb(258780,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[h>>2]|0;f[h>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64696]=(f[64696]|0)+20;return}function Ojb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Pjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;e=m;d=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;e=f[a>>2]|0;d=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;b=e;if((d|0)!=(b|0))do{c=f[d+-12>>2]|0;d=d+-20|0;if(c|0)do{r=c;c=f[c>>2]|0;sOb(r)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c)}while((d|0)!=(b|0));if(!e)return;sOb(e);return}function Qjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=c+8|0;i=f[c>>2]|0;g=i;if((f[h>>2]|0)==(i|0))return;i=c+4|0;a=f[i>>2]|0;if((a|0)!=(g|0)){d=a;while(1){a=d+-12|0;f[i>>2]=a;e=f[a>>2]|0;if(e){a=d+-8|0;d=f[a>>2]|0;if((d|0)!=(e|0))f[a>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);a=f[i>>2]|0}if((a|0)==(g|0))break;else d=a}}if(!(b[257392]|0))if(MPb(257392)|0){f[64702]=0;f[64703]=0;f[64704]=0}a=f[64703]|0;if(a>>>0<(f[64704]|0)>>>0){f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[g>>2]=f[i>>2];f[a+8>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;f[64703]=a+12;return}else{Rjb(258808,c);return}}function Rjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-c|0)/12|0;c=l<<1;c=l>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;l=b;d=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;l=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;i=l;if((d|0)!=(i|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){g=d+-8|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[g>>2]=e;b=f[e>>2]|0;if(!b)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(b|0))f[d>>2]=e+(~((e+-32-b|0)>>>5)<<5);sOb(b);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(i|0))}if(!l)return;sOb(l);return}function Sjb(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,t=0,u=0.0,v=0.0,w=0.0;m=a;l=m+48|0;do{f[m>>2]=f[c>>2];m=m+4|0;c=c+4|0}while((m|0)<(l|0));f[a+48>>2]=e;r=a+52|0;b[r>>0]=b[g>>0]|0;b[r+1>>0]=b[g+1>>0]|0;b[r+2>>0]=b[g+2>>0]|0;g=(zQa(e)|0)+229|0;b[a+55>>0]=b[g>>0]|0;g=a+56|0;if(!(b[i+4>>0]|0)){c=f[i>>2]|0;f[g>>2]=c;c=c+56|0}else{f[g>>2]=0;c=f[i>>2]|0}o=a+60|0;f[o>>2]=c;ljb(a+64|0);q=a+104|0;njb(q,j);n=a+108|0;b[n>>0]=d;i=a+112|0;p[i>>3]=C;f[a+192>>2]=0;f[a+196>>2]=0;f[a+200>>2]=0;f[a+216>>2]=0;f[a+220>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+244>>2]=0;f[a+248>>2]=0;f[a+264>>2]=0;f[a+268>>2]=0;f[a+272>>2]=0;f[a+288>>2]=0;f[a+292>>2]=0;f[a+296>>2]=0;f[a+312>>2]=0;f[a+316>>2]=0;f[a+320>>2]=0;f[a+336>>2]=0;f[a+340>>2]=0;f[a+344>>2]=0;f[a+360>>2]=0;f[a+364>>2]=0;f[a+368>>2]=0;f[a+384>>2]=0;f[a+388>>2]=0;f[a+392>>2]=0;f[a+408>>2]=0;f[a+412>>2]=0;f[a+416>>2]=0;f[a+432>>2]=0;f[a+436>>2]=0;f[a+440>>2]=0;f[a+456>>2]=0;f[a+460>>2]=0;f[a+464>>2]=0;f[a+480>>2]=0;f[a+484>>2]=0;f[a+488>>2]=0;f[a+504>>2]=0;f[a+508>>2]=0;f[a+512>>2]=0;f[a+528>>2]=0;f[a+532>>2]=0;f[a+536>>2]=0;f[a+552>>2]=0;f[a+556>>2]=0;f[a+560>>2]=0;c=a+184|0;m=a+120|0;l=m+60|0;do{f[m>>2]=0;m=m+4|0}while((m|0)<(l|0));p[c>>3]=2.2250738585072014e-308;p[a+208>>3]=8.938889586303288e-249;p[a+232>>3]=6.5957363400673356e-229;p[a+256>>3]=4.8667944097154903e-209;p[a+280>>3]=3.5910604374152623e-189;p[a+304>>3]=2.6497349136888998e-169;p[a+328>>3]=1.9551592726396706e-149;p[a+352>>3]=1.4426529090289578e-129;p[a+376>>3]=1.0644899600019857e-109;p[a+400>>3]=7.85454954447594e-90;p[a+424>>3]=5.795634610448756e-70;p[a+448>>3]=4.2764235361472415e-50;p[a+472>>3]=3.1554436208838314e-30;p[a+496>>3]=2.3283064365385257e-10;p[a+520>>3]=17179869183.998657;p[a+544>>3]=1797693134862315708145274.0e284;if(!j)c=hjb(e)|0;else c=2;f[a+576>>2]=c;vjb(a+584|0,f[64698]|0);f[a+608>>2]=0;j=a+744|0;wjb(j,f[64698]|0);m=a+760|0;wjb(m,f[64698]|0);fjb(e,m);xjb(j,f[m>>2]|0,f[a+764>>2]|0);m=(f[g>>2]|0)==0;if(m){b[a+8>>0]=0;b[a+9>>0]=0;b[a+10>>0]=1;f[a+16>>2]=-1;b[a+11>>0]=0;b[a+12>>0]=0;b[a+13>>0]=0}c=a+40|0;k=+p[c>>3];if(k<0.0)p[c>>3]=C;else{p[s>>3]=k;if(!((f[s>>2]|0)==0?(f[s+4>>2]&2147483647|0)==2146435072:0)){e=f[o>>2]|0;w=+p[e+24>>3];v=+p[e+32>>3];u=+p[e+40>>3];k=k/+L(+(w*w+(v*v+u*u)));p[i>>3]=k}}i=h[n>>0]|0;n=a+109|0;g=i&1;b[n>>0]=g;d=a+110|0;c=i>>>1&1;b[d>>0]=c;l=a+111|0;i=i>>>2&1;b[l>>0]=i;if(m)t=14;else if((f[a+16>>2]|0)<0)t=14;if((t|0)==14){b[d>>0]=0;b[l>>0]=0;i=0;c=0}m=(b[a+24>>0]|0)==0;if(m)l=c;else if(!(f[q>>2]|0)){if(!(b[a+53>>0]|0))if(!(b[a+27>>0]|0)){b[d>>0]=0;c=0}if(!(b[a+54>>0]|0))if(!(b[a+28>>0]|0)){b[l>>0]=0;l=c;i=0}else l=c;else l=c}else l=c;d=l<<24>>24==0;do if((l|i)<<24>>24){if(!(b[a+8>>0]|0))if(!(b[a+12>>0]|0))break;b[n>>0]=1;g=1}while(0);if(m)t=32;else if(!(f[q>>2]|0))if(!(b[r>>0]|0)){c=a+26|0;if(!(b[c>>0]|0)){b[n>>0]=0;t=34}else t=32}else t=32;else t=32;if((t|0)==32)if(!(g<<24>>24)){c=a+26|0;t=34}else c=1;if((t|0)==34){b[c>>0]=0;b[a+12>>0]=0;c=0}if(d)b[a+27>>0]=0;if(!(i<<24>>24))b[a+28>>0]=0;if(c<<24>>24){if((l|i)<<24>>24)return;if(b[a+9>>0]|0)return}b[a+8>>0]=0;return}function Tjb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;f[a>>2]=0;c=a+4|0;f[c>>2]=0;f[a+8>>2]=0;f[a>>2]=f[b>>2];d=b+4|0;f[c>>2]=f[d>>2];c=b+8|0;f[a+8>>2]=f[c>>2];f[c>>2]=0;f[d>>2]=0;f[b>>2]=0;d=a+12|0;c=b+12|0;f[d>>2]=0;e=a+16|0;f[e>>2]=0;f[a+20>>2]=0;f[d>>2]=f[c>>2];d=b+16|0;f[e>>2]=f[d>>2];e=b+20|0;f[a+20>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[c>>2]=0;c=a+24|0;d=b+24|0;f[c>>2]=0;e=a+28|0;f[e>>2]=0;f[a+32>>2]=0;f[c>>2]=f[d>>2];c=b+28|0;f[e>>2]=f[c>>2];e=b+32|0;f[a+32>>2]=f[e>>2];f[e>>2]=0;f[c>>2]=0;f[d>>2]=0;d=a+36|0;c=b+36|0;f[d>>2]=0;e=a+40|0;f[e>>2]=0;f[a+44>>2]=0;f[d>>2]=f[c>>2];d=b+40|0;f[e>>2]=f[d>>2];b=b+44|0;f[a+44>>2]=f[b>>2];f[b>>2]=0;f[d>>2]=0;f[c>>2]=0;return}function Ujb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[a>>2]|0;e=a+4|0;if(!c)c=a+8|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-192-c|0)>>>0)/192|0)*192|0);sOb(c);c=a+8|0;f[c>>2]=0;f[e>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];i=b+4|0;f[e>>2]=f[i>>2];j=b+8|0;f[c>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=b+12|0;j=a+12|0;d=f[j>>2]|0;if(!d){c=a+16|0;d=a+20|0}else{c=a+16|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-208|0;f[c>>2]=g;h=f[e+-120>>2]|0;if(!h)e=g;else{e=e+-116|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=a+20|0;f[d>>2]=0;f[c>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=b+16|0;f[c>>2]=f[g>>2];h=b+20|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;g=b+24|0;h=a+24|0;c=f[h>>2]|0;e=a+28|0;if(!c)c=a+32|0;else{d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~(((d+-120-c|0)>>>0)/120|0)*120|0);sOb(c);c=a+32|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];d=b+28|0;f[e>>2]=f[d>>2];e=b+32|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[d>>2]=0;f[g>>2]=0;d=b+36|0;e=a+36|0;g=f[e>>2]|0;c=a+40|0;if(!g){j=a+44|0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}h=f[c>>2]|0;if((h|0)!=(g|0))f[c>>2]=h+(~(((h+-240-g|0)>>>0)/240|0)*240|0);sOb(g);j=a+44|0;f[j>>2]=0;f[c>>2]=0;f[e>>2]=0;a=f[d>>2]|0;f[e>>2]=a;a=b+40|0;i=f[a>>2]|0;f[c>>2]=i;b=b+44|0;i=f[b>>2]|0;f[j>>2]=i;f[b>>2]=0;f[a>>2]=0;f[d>>2]=0;return}function Vjb(a){a=a|0;if((f[a>>2]|0)!=(f[a+4>>2]|0)){a=0;return a|0}if((f[a+12>>2]|0)!=(f[a+16>>2]|0)){a=0;return a|0}if((f[a+24>>2]|0)!=(f[a+28>>2]|0)){a=0;return a|0}a=(f[a+36>>2]|0)==(f[a+40>>2]|0);return a|0}function Wjb(){f[64705]=0;f[64706]=0;f[64707]=0;return}function Xjb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0.0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;if(b[a+20>>0]|0)if(b[a+109>>0]|0)if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;l=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[l>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))k=1;else k=b[a+12>>0]|0?1:3;d=Rrb(n,m,o)|0;a:do if(d|0){g=a+112|0;j=a+120|0;e=0;c=4;do{while(1){i=+p[m>>3];if(!(+p[g>>3]<i?(c|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,e);d=Rrb(n,m,o)|0;if(!d)break a}c=d+200|0;c=ZPb(f[c>>2]|0,h[c+4>>0]&255|0,28)|0;if((c&15|0)==(f[l>>2]|0))Lsb(a,k,d,i);if(e)e=1;else e=(Vjb(j)|0)^1;Lrb(n,e);c=f[o>>2]|0;d=Rrb(n,m,o)|0}while((d|0)!=0)}while(0);crb(n);u=q;return}e=a+56|0;d=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(d|0)!=0&1;if(!d)d=0;else d=f[f[d>>2]>>2]|0;j=a+104|0;frb(n,m,f[a+48>>2]|0,d,(f[j>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;Mrb(n,c);if(!(f[e>>2]|0))c=1;else c=b[a+12>>0]|0?1:3;e=Rrb(n,m,o)|0;if(e|0){g=a+120|0;d=0;do{l=e+200|0;l=ZPb(f[l>>2]|0,h[l+4>>0]&255|0,28)|0;if((l&15|0)==(f[j>>2]|0))Lsb(a,c,e,+p[m>>3]);if(d)d=1;else d=(Vjb(g)|0)^1;Lrb(n,d);e=Rrb(n,m,o)|0}while((e|0)!=0)}crb(n);u=q;return}function Yjb(a){a=a|0;crb(a);sOb(a);return}function Zjb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0;q=u;u=u+48|0;c=q;a=a+492|0;if(!(CEa(f[(f[a>>2]|0)+48>>2]|0,c)|0)){b=0;u=q;return b|0}a=f[(f[a>>2]|0)+60>>2]|0;e=+p[c>>3];l=(+p[c+24>>3]-e)*.5;h=+p[c+8>>3];g=(+p[c+32>>3]-h)*.5;j=+p[c+16>>3];n=(+p[c+40>>3]-j)*.5;e=e+l;h=h+g;j=j+n;n=l*l+(g*g+n*n);g=+p[a>>3];l=e-g;i=+p[a+8>>3];m=h-i;k=+p[a+16>>3];d=j-k;o=l*+p[a+24>>3]+(m*+p[a+32>>3]+d*+p[a+40>>3]);d=n-(l*l+(m*m+d*d)-o*o);if(d<0.0){b=1;u=q;return b|0}l=+L(+d);m=o+l;g=g-e;e=i-h;d=k-j;if(!(m>=0.0)){b=1;u=q;return b|0}Wqb(b,g*g+(e*e+d*d)<=n?0.0:o-l,m);b=1;u=q;return b|0}function _jb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[a+492>>2]|0;g=d+52|0;e=(b[d+24>>0]|0)!=0;h=f[d+104>>2]|0;if(e)a=(b[d+26>>0]|0)==0;else a=0;if(cjb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+27>>0]|0)==0;else a=0;if(djb(g,a,h,c)|0){c=1;return c|0}if(e)a=(b[d+28>>0]|0)==0;else a=0;c=ejb(g,a,h,c)|0;return c|0}function $jb(a,b){a=a|0;b=b|0;return +(+Urb(f[a+492>>2]|0,b))}function akb(a,b){a=a|0;b=b|0;return +(+Trb(f[a+492>>2]|0,b))}function bkb(a){a=a|0;var c=0,d=0,e=0,g=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+512|0;m=q+496|0;n=q;o=q+504|0;e=a+56|0;if(f[e>>2]|0)if(!(b[a+10>>0]|0))Wsb(a);d=a+109|0;if(!(b[d>>0]|0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){u=q;return}if(!(f[e>>2]|0))c=9;else if(!(b[a+13>>0]|0))c=9;do if((c|0)==9){l=a+120|0;if(Vjb(l)|0){if(!((b[a+20>>0]|0)==0|(b[d>>0]|0)==0))if(!(b[a+110>>0]|0))if(!(b[a+111>>0]|0)){c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;k=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[k>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))j=1;else j=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;a:do if(c|0){i=a+112|0;d=0;e=4;do{while(1){g=+p[m>>3];if(!(+p[i>>3]<g?(e|0)==(f[o>>2]|0):0))break;if(!(Srb(n)|0))break a;Lrb(n,d);c=Rrb(n,m,o)|0;if(!c)break a}e=c+200|0;e=ZPb(f[e>>2]|0,h[e+4>>0]&255|0,28)|0;if((e&15|0)==(f[k>>2]|0))Lsb(a,j,c,g);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);e=f[o>>2]|0;c=Rrb(n,m,o)|0}while((c|0)!=0)}while(0);crb(n);break}c=f[e>>2]|0;b[m>>0]=(b[a+11>>0]|0)!=0&(c|0)!=0&1;if(!c)c=0;else c=f[f[c>>2]>>2]|0;i=a+104|0;frb(n,m,f[a+48>>2]|0,c,(f[i>>2]|0)==0?a+744|0:258820);f[n>>2]=40700;f[n+492>>2]=a;grb(n);if(!(f[e>>2]|0))e=1;else e=b[a+12>>0]|0?1:3;c=Rrb(n,m,o)|0;if(c|0){d=0;do{k=c+200|0;k=ZPb(f[k>>2]|0,h[k+4>>0]&255|0,28)|0;if((k&15|0)==(f[i>>2]|0))Lsb(a,e,c,+p[m>>3]);if(d)d=1;else d=(Vjb(l)|0)^1;Lrb(n,d);c=Rrb(n,m,o)|0}while((c|0)!=0)}crb(n)}}while(0);Vrb(a);u=q;return}function ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=u;u=u+608|0;h=e+584|0;j=e+216|0;g=e+16|0;i=e;p[h>>3]=+n[d>>2];p[h+8>>3]=+n[d+4>>2];ojb(j,a9a(AQa(b)|0)|0,h,0);p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];qjb(g,j,i,h);f[a>>2]=f[g+104>>2];f[a+4>>2]=f[g+108>>2];f[a+8>>2]=f[g+112>>2];f[a+12>>2]=f[g+116>>2];f[a+16>>2]=f[g+120>>2];f[a+20>>2]=f[g+124>>2];u=e;return}function dkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0.0,K=0.0,L=0.0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0.0,ca=0.0,da=0.0,ea=0.0,fa=0.0,ga=0.0,ha=0.0,ia=0.0,ja=0.0,ka=0.0,la=0.0,ma=0.0;X=u;u=u+1456|0;v=X+1408|0;Z=X+1392|0;V=X+1024|0;W=X+664|0;T=X+464|0;U=X+24|0;H=X;h=+n[d>>2];j=+n[c>>2];L=h-j;i=+n[d+4>>2];J=+n[c+4>>2];K=i-J;n[v>>2]=j;n[v+4>>2]=J;o=v+8|0;n[o>>2]=j+0.0;m=v+12|0;n[m>>2]=K+J;n[v+16>>2]=h;t=v+20|0;n[t>>2]=i;N=v+24|0;n[N>>2]=L+j;M=v+28|0;n[M>>2]=J+0.0;aa=v+32|0;n[aa>>2]=j+L*.5;$=v+36|0;n[$>>2]=J+K*.5;p[Z>>3]=+n[e>>2];p[Z+8>>3]=+n[e+4>>2];ojb(V,a9a(AQa(b)|0)|0,Z,0);_=U+8|0;Y=T+56|0;R=T+64|0;S=T+72|0;D=T+80|0;E=T+88|0;F=T+96|0;B=T+104|0;x=T+108|0;w=T+112|0;G=T+116|0;I=T+120|0;C=T+124|0;p[U>>3]=+n[v>>2];p[_>>3]=J;qjb(T,V,U,Z);p[W>>3]=+p[Y>>3];b=W+8|0;p[b>>3]=+p[R>>3];c=W+16|0;p[c>>3]=+p[S>>3];Q=W+24|0;p[Q>>3]=+p[D>>3];P=W+32|0;p[P>>3]=+p[E>>3];O=W+40|0;p[O>>3]=+p[F>>3];f[W+48>>2]=f[B>>2];f[W+52>>2]=f[x>>2];f[W+56>>2]=f[w>>2];f[W+60>>2]=f[G>>2];f[W+64>>2]=f[I>>2];f[W+68>>2]=f[C>>2];p[U>>3]=+n[o>>2];p[_>>3]=+n[m>>2];qjb(T,V,U,Z);p[W+72>>3]=+p[Y>>3];m=W+80|0;p[m>>3]=+p[R>>3];o=W+88|0;p[o>>3]=+p[S>>3];e=W+96|0;p[e>>3]=+p[D>>3];l=W+104|0;p[l>>3]=+p[E>>3];d=W+112|0;p[d>>3]=+p[F>>3];f[W+120>>2]=f[B>>2];f[W+124>>2]=f[x>>2];f[W+128>>2]=f[w>>2];f[W+132>>2]=f[G>>2];f[W+136>>2]=f[I>>2];f[W+140>>2]=f[C>>2];p[U>>3]=+n[v+16>>2];p[_>>3]=+n[t>>2];qjb(T,V,U,Z);p[W+144>>3]=+p[Y>>3];t=W+152|0;p[t>>3]=+p[R>>3];v=W+160|0;p[v>>3]=+p[S>>3];q=W+168|0;p[q>>3]=+p[D>>3];r=W+176|0;p[r>>3]=+p[E>>3];s=W+184|0;p[s>>3]=+p[F>>3];f[W+192>>2]=f[B>>2];f[W+196>>2]=f[x>>2];f[W+200>>2]=f[w>>2];f[W+204>>2]=f[G>>2];f[W+208>>2]=f[I>>2];f[W+212>>2]=f[C>>2];p[U>>3]=+n[N>>2];p[_>>3]=+n[M>>2];qjb(T,V,U,Z);p[W+216>>3]=+p[Y>>3];M=W+224|0;p[M>>3]=+p[R>>3];N=W+232|0;p[N>>3]=+p[S>>3];y=W+240|0;p[y>>3]=+p[D>>3];z=W+248|0;p[z>>3]=+p[E>>3];A=W+256|0;p[A>>3]=+p[F>>3];f[W+264>>2]=f[B>>2];f[W+268>>2]=f[x>>2];f[W+272>>2]=f[w>>2];f[W+276>>2]=f[G>>2];f[W+280>>2]=f[I>>2];f[W+284>>2]=f[C>>2];p[U>>3]=+n[aa>>2];p[_>>3]=+n[$>>2];qjb(T,V,U,Z);J=+p[Y>>3];p[W+288>>3]=J;K=+p[R>>3];R=W+296|0;p[R>>3]=K;L=+p[S>>3];S=W+304|0;p[S>>3]=L;j=+p[D>>3];p[W+312>>3]=j;i=+p[E>>3];p[W+320>>3]=i;h=+p[F>>3];p[W+328>>3]=h;B=f[B>>2]|0;f[W+336>>2]=B;x=f[x>>2]|0;f[W+340>>2]=x;w=f[w>>2]|0;f[W+344>>2]=w;f[W+348>>2]=f[G>>2];f[W+352>>2]=f[I>>2];f[W+356>>2]=f[C>>2];f[g>>2]=B;f[g+4>>2]=x;f[g+8>>2]=w;J=j+J;K=i+K;L=h+L;w=H+8|0;x=H+16|0;B=U+8|0;C=U+16|0;I=U+24|0;p[H>>3]=+p[W>>3]+ +p[Q>>3];p[w>>3]=+p[b>>3]+ +p[P>>3];p[x>>3]=+p[c>>3]+ +p[O>>3];f7a(U,W,H,W+72|0);h=+p[U>>3];p[T>>3]=h;i=+p[B>>3];O=T+8|0;p[O>>3]=i;j=+p[C>>3];P=T+16|0;p[P>>3]=j;k=+p[I>>3];Q=T+24|0;p[Q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[W>>3]*h+(+p[b>>3]*i+ +p[c>>3]*j));p[T>>3]=h;p[O>>3]=i;p[P>>3]=j;p[Q>>3]=k}b=W+72|0;p[H>>3]=+p[b>>3]+ +p[e>>3];p[w>>3]=+p[m>>3]+ +p[l>>3];p[x>>3]=+p[o>>3]+ +p[d>>3];f7a(U,b,H,W+144|0);h=+p[U>>3];D=T+32|0;p[D>>3]=h;i=+p[B>>3];E=T+40|0;p[E>>3]=i;j=+p[C>>3];F=T+48|0;p[F>>3]=j;k=+p[I>>3];G=T+56|0;p[G>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[m>>3]*i+ +p[o>>3]*j));p[D>>3]=h;p[E>>3]=i;p[F>>3]=j;p[G>>3]=k}b=W+144|0;p[H>>3]=+p[b>>3]+ +p[q>>3];p[w>>3]=+p[t>>3]+ +p[r>>3];p[x>>3]=+p[v>>3]+ +p[s>>3];f7a(U,b,H,W+216|0);h=+p[U>>3];l=T+64|0;p[l>>3]=h;i=+p[B>>3];m=T+72|0;p[m>>3]=i;j=+p[C>>3];o=T+80|0;p[o>>3]=j;k=+p[I>>3];q=T+88|0;p[q>>3]=k;if(k+(J*h+(K*i+L*j))<0.0){h=-h;i=-i;j=-j;k=-(+p[b>>3]*h+(+p[t>>3]*i+ +p[v>>3]*j));p[l>>3]=h;p[m>>3]=i;p[o>>3]=j;p[q>>3]=k}g=W+216|0;p[H>>3]=+p[g>>3]+ +p[y>>3];p[w>>3]=+p[M>>3]+ +p[z>>3];p[x>>3]=+p[N>>3]+ +p[A>>3];f7a(U,g,H,W);k=+p[U>>3];e=T+96|0;p[e>>3]=k;j=+p[B>>3];d=T+104|0;p[d>>3]=j;i=+p[C>>3];c=T+112|0;p[c>>3]=i;h=+p[I>>3];b=T+120|0;p[b>>3]=h;if(h+(J*k+(K*j+L*i))<0.0){k=-k;j=-j;i=-i;h=-(+p[g>>3]*k+(+p[M>>3]*j+ +p[N>>3]*i));p[e>>3]=k;p[d>>3]=j;p[c>>3]=i;p[b>>3]=h}ja=+p[V+8>>3];ka=+p[V+16>>3];la=+p[V+24>>3];ma=-(ja*+p[W+288>>3]+(ka*+p[R>>3]+la*+p[S>>3]));p[T+128>>3]=ja;p[T+136>>3]=ka;p[T+144>>3]=la;p[T+152>>3]=ma;p[U>>3]=+p[T>>3];B=U+8|0;p[B>>3]=+p[O>>3];C=U+16|0;p[C>>3]=+p[P>>3];H=U+24|0;p[H>>3]=+p[Q>>3];I=U+32|0;p[I>>3]=+p[D>>3];M=U+40|0;p[M>>3]=+p[E>>3];N=U+48|0;p[N>>3]=+p[F>>3];O=U+56|0;p[O>>3]=+p[G>>3];P=U+64|0;p[P>>3]=+p[l>>3];Q=U+72|0;p[Q>>3]=+p[m>>3];R=U+80|0;p[R>>3]=+p[o>>3];S=U+88|0;p[S>>3]=+p[q>>3];T=U+96|0;p[T>>3]=k;V=U+104|0;p[V>>3]=j;W=U+112|0;p[W>>3]=i;Y=U+120|0;p[Y>>3]=h;Z=U+128|0;p[Z>>3]=ja;_=U+136|0;p[_>>3]=ka;$=U+144|0;p[$>>3]=la;aa=U+152|0;p[aa>>3]=ma;ekb(U);ma=+p[B>>3];la=+p[C>>3];ka=-+p[H>>3];ja=+p[I>>3];ia=+p[M>>3];ha=+p[N>>3];ga=-+p[O>>3];fa=+p[P>>3];ea=+p[Q>>3];da=+p[R>>3];ca=-+p[S>>3];ba=+p[T>>3];h=+p[V>>3];i=+p[W>>3];j=-+p[Y>>3];k=+p[Z>>3];J=+p[_>>3];K=+p[$>>3];L=-+p[aa>>3];n[a>>2]=+p[U>>3];n[a+4>>2]=ma;n[a+8>>2]=la;n[a+12>>2]=ka;n[a+16>>2]=ja;n[a+20>>2]=ia;n[a+24>>2]=ha;n[a+28>>2]=ga;n[a+32>>2]=fa;n[a+36>>2]=ea;n[a+40>>2]=da;n[a+44>>2]=ca;n[a+48>>2]=ba;n[a+52>>2]=h;n[a+56>>2]=i;n[a+60>>2]=j;n[a+64>>2]=k;n[a+68>>2]=J;n[a+72>>2]=K;n[a+76>>2]=L;fkb(a);u=X;return}function ekb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;s=a+24|0;p[s>>3]=-+p[s>>3];e=+p[a>>3];f=+K(+e);p[a+160>>3]=f;s=a+8|0;f=+p[s>>3];g=+K(+f);p[a+168>>3]=g;r=a+16|0;g=+p[r>>3];d=+K(+g);p[a+176>>3]=d;p[a+280>>3]=e>=0.0?1.0:-1.0;p[a+288>>3]=f>=0.0?1.0:-1.0;p[a+296>>3]=g>=0.0?1.0:-1.0;q=a+56|0;p[q>>3]=-+p[q>>3];q=a+32|0;g=+p[q>>3];f=+K(+g);p[a+184>>3]=f;o=a+40|0;f=+p[o>>3];e=+K(+f);p[a+192>>3]=e;n=a+48|0;e=+p[n>>3];d=+K(+e);p[a+200>>3]=d;p[a+304>>3]=g>=0.0?1.0:-1.0;p[a+312>>3]=f>=0.0?1.0:-1.0;p[a+320>>3]=e>=0.0?1.0:-1.0;m=a+88|0;p[m>>3]=-+p[m>>3];m=a+64|0;e=+p[m>>3];f=+K(+e);p[a+208>>3]=f;l=a+72|0;f=+p[l>>3];g=+K(+f);p[a+216>>3]=g;k=a+80|0;g=+p[k>>3];d=+K(+g);p[a+224>>3]=d;p[a+328>>3]=e>=0.0?1.0:-1.0;p[a+336>>3]=f>=0.0?1.0:-1.0;p[a+344>>3]=g>=0.0?1.0:-1.0;t=a+120|0;p[t>>3]=-+p[t>>3];g=+p[a+96>>3];f=+K(+g);p[a+232>>3]=f;f=+p[a+104>>3];e=+K(+f);p[a+240>>3]=e;e=+p[a+112>>3];d=+K(+e);p[a+248>>3]=d;p[a+352>>3]=g>=0.0?1.0:-1.0;p[a+360>>3]=f>=0.0?1.0:-1.0;p[a+368>>3]=e>=0.0?1.0:-1.0;t=a+152|0;p[t>>3]=-+p[t>>3];d=+p[a+128>>3];c=+K(+d);p[a+256>>3]=c;c=+p[a+136>>3];b=+K(+c);p[a+264>>3]=b;b=+p[a+144>>3];j=+K(+b);p[a+272>>3]=j;p[a+376>>3]=d>=0.0?1.0:-1.0;p[a+384>>3]=c>=0.0?1.0:-1.0;p[a+392>>3]=b>=0.0?1.0:-1.0;j=+p[a>>3];i=+p[s>>3];h=+p[r>>3];h=j*j+(i*i+h*h);p[a+400>>3]=h==0.0?0.0:1.0/h;h=+p[q>>3];i=+p[o>>3];j=+p[n>>3];j=h*h+(i*i+j*j);p[a+408>>3]=j==0.0?0.0:1.0/j;j=+p[m>>3];i=+p[l>>3];h=+p[k>>3];h=j*j+(i*i+h*h);p[a+416>>3]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);p[a+424>>3]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);p[a+432>>3]=b==0.0?0.0:1.0/b;return}function fkb(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;s=a+12|0;n[s>>2]=-+n[s>>2];e=+n[a>>2];f=+K(+e);n[a+80>>2]=f;s=a+4|0;f=+n[s>>2];g=+K(+f);n[a+84>>2]=g;r=a+8|0;g=+n[r>>2];d=+K(+g);n[a+88>>2]=d;n[a+140>>2]=e>=0.0?1.0:-1.0;n[a+144>>2]=f>=0.0?1.0:-1.0;n[a+148>>2]=g>=0.0?1.0:-1.0;q=a+28|0;n[q>>2]=-+n[q>>2];q=a+16|0;g=+n[q>>2];f=+K(+g);n[a+92>>2]=f;p=a+20|0;f=+n[p>>2];e=+K(+f);n[a+96>>2]=e;o=a+24|0;e=+n[o>>2];d=+K(+e);n[a+100>>2]=d;n[a+152>>2]=g>=0.0?1.0:-1.0;n[a+156>>2]=f>=0.0?1.0:-1.0;n[a+160>>2]=e>=0.0?1.0:-1.0;m=a+44|0;n[m>>2]=-+n[m>>2];m=a+32|0;e=+n[m>>2];f=+K(+e);n[a+104>>2]=f;l=a+36|0;f=+n[l>>2];g=+K(+f);n[a+108>>2]=g;k=a+40|0;g=+n[k>>2];d=+K(+g);n[a+112>>2]=d;n[a+164>>2]=e>=0.0?1.0:-1.0;n[a+168>>2]=f>=0.0?1.0:-1.0;n[a+172>>2]=g>=0.0?1.0:-1.0;t=a+60|0;n[t>>2]=-+n[t>>2];g=+n[a+48>>2];f=+K(+g);n[a+116>>2]=f;f=+n[a+52>>2];e=+K(+f);n[a+120>>2]=e;e=+n[a+56>>2];d=+K(+e);n[a+124>>2]=d;n[a+176>>2]=g>=0.0?1.0:-1.0;n[a+180>>2]=f>=0.0?1.0:-1.0;n[a+184>>2]=e>=0.0?1.0:-1.0;t=a+76|0;n[t>>2]=-+n[t>>2];d=+n[a+64>>2];c=+K(+d);n[a+128>>2]=c;c=+n[a+68>>2];b=+K(+c);n[a+132>>2]=b;b=+n[a+72>>2];j=+K(+b);n[a+136>>2]=j;n[a+188>>2]=d>=0.0?1.0:-1.0;n[a+192>>2]=c>=0.0?1.0:-1.0;n[a+196>>2]=b>=0.0?1.0:-1.0;j=+n[a>>2];i=+n[s>>2];h=+n[r>>2];h=j*j+(i*i+h*h);n[a+200>>2]=h==0.0?0.0:1.0/h;h=+n[q>>2];i=+n[p>>2];j=+n[o>>2];j=h*h+(i*i+j*j);n[a+204>>2]=j==0.0?0.0:1.0/j;j=+n[m>>2];i=+n[l>>2];h=+n[k>>2];h=j*j+(i*i+h*h);n[a+208>>2]=h==0.0?0.0:1.0/h;e=g*g+(f*f+e*e);n[a+212>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+216>>2]=b==0.0?0.0:1.0/b;return}function gkb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+24|0;b=f[b>>2]|0;return Pg[f[(f[b>>2]|0)+8>>2]&1023](b)|0}function hkb(a,b){a=a|0;b=b|0;return Kkb(DSa(a)|0,b)|0}function ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;l=(Kkb(DSa(b)|0,c)|0)+24|0;l=f[l>>2]|0;e=f[l+4>>2]|0;l=(f[l+8>>2]|0)-e|0;d=(l|0)/88|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;if(!l){b=0;g=0;c=0;d=0}else{if(d>>>0>134217727)AMb(r);i=pOb(d<<5)|0;f[r>>2]=i;g=i+(d<<5)|0;f[r+8>>2]=g;f[s>>2]=g;b=i;c=0;do{p[i+(c<<5)>>3]=+p[e+(c*88|0)>>3];p[i+(c<<5)+8>>3]=+p[e+(c*88|0)+8>>3];p[i+(c<<5)+16>>3]=+p[e+(c*88|0)+16>>3];p[i+(c<<5)+24>>3]=-+p[e+(c*88|0)+24>>3];c=c+1|0}while(c>>>0<d>>>0);c=i;d=i}f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;e=g-b|0;i=e>>5;l=a+8|0;do if(!i){o=0;m=0}else if(i>>>0>268435455)vd();else{m=pOb(e>>1)|0;j=m;o=m+(i<<4)|0;f[a>>2]=j;f[k>>2]=j;f[l>>2]=o;break}while(0);if((b|0)!=(g|0)){e=q+4|0;i=q+8|0;j=q+12|0;d=m;c=o;while(1){h=+p[b>>3];n[q>>2]=h;n[e>>2]=+p[b+8>>3];n[i>>2]=+p[b+16>>3];n[j>>2]=+p[b+24>>3];if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[i>>2];f[d+12>>2]=f[j>>2];f[k>>2]=d+16}else jkb(a,q);b=b+32|0;if((b|0)==(g|0))break;d=f[k>>2]|0;c=f[l>>2]|0}c=f[r>>2]|0;d=c}if(!d){u=t;return}b=f[s>>2]|0;if((b|0)!=(d|0))f[s>>2]=b+(~((b+-32-d|0)>>>5)<<5);sOb(c);u=t;return}function jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;f[c>>2]=f[b>>2];f[g+(h<<4)+4>>2]=f[b+4>>2];f[g+(h<<4)+8>>2]=f[b+8>>2];f[g+(h<<4)+12>>2]=f[b+12>>2];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;do{h=e;e=e+-16|0;n=d;d=d+-16|0;f[e>>2]=f[d>>2];f[h+-12>>2]=f[n+-12>>2];f[h+-8>>2]=f[n+-8>>2];f[h+-4>>2]=f[n+-4>>2]}while((d|0)!=(j|0));c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function kkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;e=+p[c+40>>3];d=+p[c+48>>3];n[a>>2]=+p[c+32>>3];n[a+4>>2]=e;n[a+8>>2]=d;return}function lkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;g=+p[c+16>>3];e=+p[c+24>>3];d=+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=g;n[a+8>>2]=e;n[a+12>>2]=d;n[a+16>>2]=-1.0;return}function mkb(a,b,c){a=a|0;b=b|0;c=c|0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;n[a>>2]=+p[c+448>>3];n[a+4>>2]=+p[c+456>>3];n[a+8>>2]=+p[c+464>>3];n[a+12>>2]=+p[c+472>>3];n[a+16>>2]=+p[c+480>>3];n[a+20>>2]=+p[c+488>>3];return}function nkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0;c=(Kkb(DSa(b)|0,c)|0)+24|0;c=f[c>>2]|0;v=+p[c+40>>3];u=+p[c+48>>3];t=+p[c+56>>3];s=+p[c+64>>3];r=+p[c+72>>3];q=+p[c+80>>3];o=+p[c+88>>3];m=+p[c+96>>3];l=+p[c+104>>3];k=+p[c+112>>3];j=+p[c+120>>3];i=+p[c+128>>3];h=+p[c+136>>3];g=+p[c+144>>3];e=+p[c+152>>3];d=+p[c+160>>3];y=+p[c+16>>3];x=+p[c+24>>3];w=-+p[c+32>>3];n[a>>2]=+p[c+8>>3];n[a+4>>2]=y;n[a+8>>2]=x;n[a+12>>2]=w;n[a+16>>2]=v;n[a+20>>2]=u;n[a+24>>2]=t;n[a+28>>2]=-s;n[a+32>>2]=r;n[a+36>>2]=q;n[a+40>>2]=o;n[a+44>>2]=-m;n[a+48>>2]=l;n[a+52>>2]=k;n[a+56>>2]=j;n[a+60>>2]=-i;n[a+64>>2]=h;n[a+68>>2]=g;n[a+72>>2]=e;n[a+76>>2]=-d;return}function okb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+64|0;l=o+40|0;j=o+24|0;k=o+28|0;i=o;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(c|0){z5a(l,c);h=f[l>>2]|0;g=0;do{f[h+(g*44|0)>>2]=f[d+(g<<4)>>2];f[h+(g*44|0)+4>>2]=f[d+(g<<4)+4>>2];f[h+(g*44|0)+8>>2]=f[d+(g<<4)+8>>2];f[h+(g*44|0)+12>>2]=f[d+(g<<4)+12>>2];g=g+1|0}while((g|0)!=(c|0))}A5a(l);h=pOb(56)|0;B5a(k,l);p[i>>3]=+n[e>>2];p[i+8>>3]=+n[e+4>>2];p[i+16>>3]=+n[e+8>>2];Mlb(h,k,i);f[j>>2]=h;h=pkb(a,b,j)|0;g=f[j>>2]|0;f[j>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);b=f[k>>2]|0;if(b|0){g=k+4|0;a=f[g>>2]|0;if((a|0)!=(b|0))f[g>>2]=a+(~(((a+-88-b|0)>>>0)/88|0)*88|0);sOb(b)}g=f[l>>2]|0;if(!g){u=o;return h|0}a=f[m>>2]|0;if((a|0)!=(g|0))f[m>>2]=a+(~(((a+-44-g|0)>>>0)/44|0)*44|0);sOb(g);u=o;return h|0}function pkb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+64|0;m=r+59|0;t=r+56|0;s=r+52|0;l=r;q=r+48|0;o=DSa(c)|0;bjb(t,c,(b[a+5>>0]|0)!=0,(b[a+6>>0]|0)!=0,(b[a+7>>0]|0)!=0);n=pOb(80)|0;v=f[d>>2]|0;f[d>>2]=0;f[s>>2]=v;Skb(n,a,c,t,s);a=f[s>>2]|0;f[s>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);a=l+24|0;if(CEa(c,l)|0){k=+p[l>>3];g=+p[a>>3];h=+p[l+8>>3];i=+p[l+32>>3];j=+p[l+16>>3];e=+p[l+40>>3]}else{f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;p[a>>3]=1.0;p[l+32>>3]=1.0;p[l+40>>3]=1.0;k=0.0;g=1.0;h=0.0;i=1.0;j=0.0;e=1.0}t=pOb(520)|0;b[m>>0]=0;frb(t,m,f[n+16>>2]|0,0,n+64|0);f[t>>2]=40732;f[t+492>>2]=n;p[t+496>>3]=g-k;p[t+504>>3]=i-h;p[t+512>>3]=e-j;v=n+28|0;a=f[v>>2]|0;f[v>>2]=t;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);f[q>>2]=n;a=Lkb(o,q)|0;d=f[q>>2]|0;f[q>>2]=0;if(!d){u=r;return a|0}Rkb(d);sOb(d);u=r;return a|0}function qkb(a){a=a|0;crb(a);sOb(a);return}function rkb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+496>>3];d=+p[a+504>>3];c=+p[a+512>>3];Wqb(b,0.0,e*e+(d*d+c*c));return 1}function skb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;d=f[a+492>>2]|0;g=d+20|0;e=(b[d+1>>0]|0)!=0;if(e)a=(b[d+2>>0]|0)==0;else a=0;if(cjb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+3>>0]|0)==0;else a=0;if(djb(g,a,0,c)|0){c=1;return c|0}if(e)a=(b[d+4>>0]|0)==0;else a=0;c=ejb(g,a,0,c)|0;return c|0}function tkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=u;u=u+32|0;c=d;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+24>>2]&255](a,b)|0)==1){e=-1.0;u=d;return +e}j=+p[b>>3];i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;g=+p[b+16>>3];e=(+p[b+40>>3]-g)*.5;p[c>>3]=j+(+p[b+24>>3]-j)*.5;p[c+8>>3]=i+h;p[c+16>>3]=g+e;e=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,c);u=d;return +e}function ukb(a,b){a=a|0;b=b|0;var c=0.0;a=f[(f[a+492>>2]|0)+24>>2]|0;if((Rg[f[(f[a>>2]|0)+28>>2]&255](a,b)|0)==1){c=-1.0;return +c}c=+Ng[f[(f[a>>2]|0)+16>>2]&31](a,b);return +c}function vkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0;d=u;u=u+48|0;e=d+40|0;h=d;g=pOb(48)|0;k=+n[c+4>>2];j=+n[c+8>>2];i=+n[c+12>>2];p[h>>3]=+n[c>>2];p[h+8>>3]=k;p[h+16>>3]=j;p[h+24>>3]=i;p[h+32>>3]=-1.0;Nlb(g,h);f[e>>2]=g;a=pkb(a,b,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=d;return a|0}function wkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0;e=u;u=u+720|0;F=e+492|0;g=e+488|0;i=e+440|0;h=e;f[F>>2]=f[d>>2];Y=F+4|0;f[Y>>2]=f[d+4>>2];X=F+8|0;f[X>>2]=f[d+8>>2];W=F+12|0;f[W>>2]=f[d+12>>2];V=F+16|0;f[V>>2]=f[d+16>>2];U=F+20|0;f[U>>2]=f[d+20>>2];T=F+24|0;f[T>>2]=f[d+24>>2];S=F+28|0;f[S>>2]=f[d+28>>2];R=F+32|0;f[R>>2]=f[d+32>>2];Q=F+36|0;f[Q>>2]=f[d+36>>2];P=F+40|0;f[P>>2]=f[d+40>>2];O=F+44|0;f[O>>2]=f[d+44>>2];N=F+48|0;f[N>>2]=f[d+48>>2];M=F+52|0;f[M>>2]=f[d+52>>2];L=F+56|0;f[L>>2]=f[d+56>>2];K=F+60|0;f[K>>2]=f[d+60>>2];J=F+64|0;f[J>>2]=f[d+64>>2];I=F+68|0;f[I>>2]=f[d+68>>2];H=F+72|0;f[H>>2]=f[d+72>>2];G=F+76|0;f[G>>2]=f[d+76>>2];fkb(F);d=pOb(656)|0;p[i>>3]=+n[c>>2];p[i+8>>3]=+n[c+4>>2];p[i+16>>3]=+n[c+8>>2];p[i+24>>3]=+n[c+12>>2];p[i+32>>3]=+n[c+16>>2];p[i+40>>3]=+n[c+20>>2];E=+n[Y>>2];D=+n[X>>2];C=-+n[W>>2];B=+n[V>>2];A=+n[U>>2];z=+n[T>>2];y=-+n[S>>2];x=+n[R>>2];w=+n[Q>>2];v=+n[P>>2];t=-+n[O>>2];s=+n[N>>2];r=+n[M>>2];q=+n[L>>2];o=-+n[K>>2];m=+n[J>>2];l=+n[I>>2];k=+n[H>>2];j=-+n[G>>2];p[h>>3]=+n[F>>2];p[h+8>>3]=E;p[h+16>>3]=D;p[h+24>>3]=C;p[h+32>>3]=B;p[h+40>>3]=A;p[h+48>>3]=z;p[h+56>>3]=y;p[h+64>>3]=x;p[h+72>>3]=w;p[h+80>>3]=v;p[h+88>>3]=t;p[h+96>>3]=s;p[h+104>>3]=r;p[h+112>>3]=q;p[h+120>>3]=o;p[h+128>>3]=m;p[h+136>>3]=l;p[h+144>>3]=k;p[h+152>>3]=j;ekb(h);Olb(d,i,h);f[g>>2]=d;a=pkb(a,b,g)|0;b=f[g>>2]|0;f[g>>2]=0;if(!b){u=e;return a|0}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=e;return a|0}function xkb(a,b){a=a|0;b=b|0;return (Kkb(DSa(a)|0,b)|0)!=0|0}function ykb(a,b){a=a|0;b=b|0;b=(Kkb(DSa(a)|0,b)|0)+28|0;grb(f[b>>2]|0);return}function zkb(a,b){a=a|0;b=b|0;Pkb(DSa(a)|0,b);return}function Akb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+32|0;d=Kkb(DSa(a)|0,b)|0;if(!(Bkb(a,Qrb(f[d+28>>2]|0)|0,d,c,e)|0)){u=e;return}b=c+116|0;a=d+56|0;c=f[a>>2]|0;if((c|0)==(f[d+60>>2]|0)){GG(d+52|0,b);u=e;return}else{g=b;b=f[g+4>>2]|0;d=c;f[d>>2]=f[g>>2];f[d+4>>2]=b;f[a>>2]=(f[a>>2]|0)+8;u=e;return}}function Bkb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;h=t;s=d+32|0;q=e+116|0;if(kib(s,q)|0){s=0;u=t;return s|0}if(f[e+196>>2]&33554456|0){s=0;u=t;return s|0}p=(b[d>>0]|0)==0;Vib(h,a,c,e,0);a=Qlb(d,e,h,g,0,0,0,0,0)|0;if(p)if(!(a&2))a=0;else r=6;else if((a|0)==2)r=6;else a=0;a:do if((r|0)==6){k=f[q>>2]|0;e=f[e+120>>2]|0;p=e+-1640531527+(k<<6)+(k>>>2)^k;l=d+36|0;m=f[l>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{h=m+-1|0;g=(h&m|0)==0;if(g)a=p&h;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;c=f[(f[s>>2]|0)+(a<<2)>>2]|0;if(c){c=f[c>>2]|0;if(c){if(g)while(1){g=f[c+4>>2]|0;if(!((g|0)==(p|0)|(g&h|0)==(a|0)))break b;if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0;if(!c)break b}do{g=f[c+4>>2]|0;if((g|0)!=(p|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(a|0))break b}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(e|0)){a=1;break a}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);e=pOb(16)|0;k=q;q=f[k+4>>2]|0;h=e+8|0;f[h>>2]=f[k>>2];f[h+4>>2]=q;f[e+4>>2]=p;f[e>>2]=0;h=d+44|0;i=+(((f[h>>2]|0)+1|0)>>>0);j=+n[d+48>>2];do if(o|j*+(m>>>0)<i){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;c=~~+W(+(i/j))>>>0;vza(s,a>>>0<c>>>0?c:a);a=f[l>>2]|0;c=a+-1|0;if(!(c&a)){g=a;a=c&p;break}if(p>>>0<a>>>0){g=a;a=p}else{g=a;a=(p>>>0)%(a>>>0)|0}}else g=m;while(0);c=(f[s>>2]|0)+(a<<2)|0;a=f[c>>2]|0;if(!a){a=d+40|0;f[e>>2]=f[a>>2];f[a>>2]=e;f[c>>2]=a;a=f[e>>2]|0;if(a|0){a=f[a+4>>2]|0;c=g+-1|0;if(!(c&g))a=a&c;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;a=(f[s>>2]|0)+(a<<2)|0;r=38}}else{f[e>>2]=f[a>>2];r=38}if((r|0)==38)f[a>>2]=e;f[h>>2]=(f[h>>2]|0)+1;a=1}while(0);s=a;u=t;return s|0}function Ckb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;w=A+32|0;y=A+48|0;q=A+44|0;r=A+8|0;s=A;t=A+40|0;v=Kkb(DSa(a)|0,b)|0;n=f[v+28>>2]|0;o=Qrb(n)|0;g=f[v+44>>2]|0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;x=d+4|0;b=f[x>>2]|0;h=f[d>>2]|0;i=h;e=b;do if(b-h>>3>>>0<c>>>0){i=d+8|0;l=v+24|0;m=y+8|0;b=(g|0)!=0;while(1){e=Rrb(n,w,q)|0;if(!e){g=13;break}if(Bkb(a,o,v,e,r)|0){b=e+116|0;e=f[x>>2]|0;if((e|0)==(f[i>>2]|0))GG(d,b);else{g=b;h=f[g+4>>2]|0;k=e;f[k>>2]=f[g>>2];f[k+4>>2]=h;f[x>>2]=(f[x>>2]|0)+8}b=f[l>>2]|0;j=+Ng[f[(f[b>>2]|0)+16>>2]&31](b,r);p[s>>3]=j;b=f[z>>2]|0;e=b-(f[y>>2]|0)>>4;f[t>>2]=e;if((f[m>>2]|0)>>>0>b>>>0){p[b>>3]=j;f[b+8>>2]=e;f[z>>2]=b+16}else Dkb(y,s,t);b=1}Lrb(n,b);k=f[x>>2]|0;h=f[d>>2]|0;if(k-h>>3>>>0>=c>>>0){g=14;break}}if((g|0)==13){h=f[d>>2]|0;b=f[x>>2]|0;i=h;e=b;break}else if((g|0)==14){i=h;e=k;b=k;break}}while(0);a:do if((i|0)==(e|0)){i=v+52|0;if(b-h>>3>>>0<c>>>0){g=v+56|0;h=d+8|0;b=f[g>>2]|0;do{if((f[i>>2]|0)==(b|0))break a;b=b+-8|0;if((e|0)==(f[h>>2]|0))GG(d,b);else{t=b;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[x>>2]=(f[x>>2]|0)+8}b=(f[g>>2]|0)+-8|0;f[g>>2]=b;e=f[x>>2]|0}while(e-(f[d>>2]|0)>>3>>>0<c>>>0)}}else{Ekb(f[y>>2]|0,f[z>>2]|0,w);g=f[x>>2]|0;b=f[d>>2]|0;if((g|0)!=(b|0)){k=0;i=f[y>>2]|0;e=b;h=g;while(1){g=f[i+(k<<4)+8>>2]|0;b=f[i+(g<<4)+8>>2]|0;if((g|0)==(b|0)){b=i;g=h}else{while(1){w=e+(g<<3)|0;e=e+(b<<3)|0;g=w;c=f[g>>2]|0;g=f[g+4>>2]|0;v=e;b=f[v+4>>2]|0;f[w>>2]=f[v>>2];f[w+4>>2]=b;f[e>>2]=c;f[e+4>>2]=g;e=f[y>>2]|0;g=e+(k<<4)+8|0;c=f[g>>2]|0;w=e+(k<<4)|0;b=e+(c<<4)|0;j=+p[w>>3];p[w>>3]=+p[b>>3];p[b>>3]=j;b=e+(c<<4)+8|0;f[g>>2]=f[b>>2];f[b>>2]=c;g=f[g>>2]|0;b=f[e+(g<<4)+8>>2]|0;if((g|0)==(b|0))break;e=f[d>>2]|0}b=e;e=f[d>>2]|0;g=f[x>>2]|0}k=k+1|0;if(k>>>0>=g-e>>3>>>0)break;else{i=b;h=g}}}}while(0);b=f[y>>2]|0;if(!b){u=A;return}e=f[z>>2]|0;if((e|0)!=(b|0))f[z>>2]=e+(~((e+-16-b|0)>>>4)<<4);sOb(b);u=A;return}function Dkb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>4;d=m+1|0;if(d>>>0>268435455)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>3;d=n>>4>>>0<134217727?(e>>>0<d>>>0?d:e):268435455;do if(!d){h=0;j=0}else if(d>>>0>268435455)vd();else{j=pOb(d<<4)|0;h=j;break}while(0);e=h+(m<<4)|0;p[e>>3]=+p[b>>3];f[h+(m<<4)+8>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+16;f[g>>2]=h+(d<<4);if(!k)return;sOb(k);return}function Ekb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,u=0;a:while(1){q=b;r=b+-16|0;s=b+-32|0;t=b+-8|0;while(1){b:while(1){o=a;d=q-o|0;e=d>>4;switch(e|0){case 2:{u=5;break a}case 3:{u=10;break a}case 4:{u=11;break a}case 5:{u=12;break a}case 1:case 0:{u=90;break a}default:{}}if((d|0)<112){u=14;break a}g=(e|0)/2|0;m=a+(g<<4)|0;if((d|0)>15984){d=(e|0)/4|0;d=Hkb(a,a+(d<<4)|0,m,m+(d<<4)|0,r,c)|0}else d=Fkb(a,m,r,c)|0;n=+p[a>>3];i=+p[m>>3];if(n<i){e=r;break}if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[a+(g<<4)+8>>2]|0)>>>0){e=r;break}if((a|0)!=(s|0)){k=a+(g<<4)+8|0;g=r;e=s;while(1){h=+p[e>>3];if(h<i){u=60;break b}if(!(i<h)){j=g+-8|0;g=f[j>>2]|0;if(g>>>0<(f[k>>2]|0)>>>0){u=64;break b}}g=e+-16|0;if((a|0)==(g|0))break;else{l=e;e=g;g=l}}}d=a+16|0;i=+p[r>>3];do if(!(n<i)){if(!(i<n))if((f[a+8>>2]|0)>>>0<(f[t>>2]|0)>>>0)break;if((d|0)==(r|0)){u=90;break a}j=a+8|0;while(1){h=+p[d>>3];if(n<h){u=41;break}if(!(h<n)){g=d+8|0;e=f[g>>2]|0;if((f[j>>2]|0)>>>0<e>>>0)break}d=d+16|0;if((d|0)==(r|0)){u=90;break a}}if((u|0)==41){u=0;e=d+8|0;g=e;e=f[e>>2]|0}p[d>>3]=i;p[r>>3]=h;f[g>>2]=f[t>>2];f[t>>2]=e;d=d+16|0}while(0);if((d|0)==(r|0)){u=90;break a}k=a+8|0;e=r;while(1){n=+p[a>>3];h=+p[d>>3];if(n<h){j=d;g=d}else{do{if(!(h<n))if((f[k>>2]|0)>>>0<(f[d+8>>2]|0)>>>0)break;d=d+16|0;h=+p[d>>3]}while(!(n<h));j=d;g=d}d=e;while(1){e=d+-16|0;i=+p[e>>3];if(n<i){d=e;continue}if(i<n)break;if((f[k>>2]|0)>>>0<(f[d+-8>>2]|0)>>>0)d=e;else break}if(j>>>0>=e>>>0){a=j;continue b}p[g>>3]=i;p[e>>3]=h;m=j+8|0;d=d+-8|0;o=f[m>>2]|0;f[m>>2]=f[d>>2];f[d>>2]=o;d=j+16|0}}if((u|0)==60){g=g+-8|0;j=g;g=f[g>>2]|0;u=64}if((u|0)==64){u=0;p[a>>3]=h;p[e>>3]=n;k=a+8|0;l=f[k>>2]|0;f[k>>2]=g;f[j>>2]=l;d=d+1|0}g=a+16|0;c:do if(g>>>0<e>>>0)while(1){i=+p[m>>3];l=m+8|0;while(1){n=+p[g>>3];if(!(n<i)){if(i<n)break;if((f[g+8>>2]|0)>>>0>=(f[l>>2]|0)>>>0)break}g=g+16|0}j=e+-16|0;h=+p[j>>3];d:do if(h<i)l=j;else{k=j;while(1){if(!(i<h))if((f[e+-8>>2]|0)>>>0<(f[l>>2]|0)>>>0){l=k;j=k;break d}j=k+-16|0;h=+p[j>>3];if(h<i){e=k;l=j;break}else{e=k;k=j}}}while(0);if(g>>>0>j>>>0)break c;p[g>>3]=h;p[l>>3]=n;k=g+8|0;e=e+-8|0;l=f[k>>2]|0;f[k>>2]=f[e>>2];f[e>>2]=l;m=(m|0)==(g|0)?j:m;e=j;g=g+16|0;d=d+1|0}while(0);do if((g|0)!=(m|0)){h=+p[m>>3];i=+p[g>>3];if(h<i){j=g+8|0;l=m+8|0;e=l;k=j;l=f[l>>2]|0;j=f[j>>2]|0}else{if(i<h)break;e=m+8|0;l=f[e>>2]|0;k=g+8|0;j=f[k>>2]|0;if(l>>>0>=j>>>0)break}p[g>>3]=h;p[m>>3]=i;f[k>>2]=l;f[e>>2]=j;d=d+1|0}while(0);if(!d){d=Ikb(a,g,c)|0;e=g+16|0;if(Ikb(e,b,c)|0){u=89;break}if(d){a=e;continue}}m=g;if((m-o|0)>=(q-m|0)){u=88;break}Ekb(a,g,c);a=g+16|0}if((u|0)==88){u=0;Ekb(g+16|0,b,c);b=g;continue}else if((u|0)==89){u=0;if(d){u=90;break}else{b=g;continue}}}if((u|0)==5){g=b+-16|0;h=+p[g>>3];i=+p[a>>3];if(h<i){d=a+8|0;b=d;e=f[t>>2]|0;d=f[d>>2]|0}else{if(i<h)return;e=f[t>>2]|0;b=a+8|0;d=f[b>>2]|0;if(e>>>0>=d>>>0)return}p[a>>3]=h;p[g>>3]=i;f[b>>2]=e;f[t>>2]=d;return}else if((u|0)==10){Fkb(a,a+16|0,r,c)|0;return}else if((u|0)==11){Gkb(a,a+16|0,a+32|0,r,c)|0;return}else if((u|0)==12){Hkb(a,a+16|0,a+32|0,a+48|0,r,c)|0;return}else if((u|0)==14){e=a+32|0;Fkb(a,a+16|0,e,c)|0;d=a+48|0;if((d|0)==(b|0))return;while(1){i=+p[d>>3];h=+p[e>>3];if(i<h){l=d+8|0;j=e+8|0;g=j;k=l;l=f[l>>2]|0;j=f[j>>2]|0;u=19}else if(!(h<i)){k=d+8|0;l=f[k>>2]|0;g=e+8|0;j=f[g>>2]|0;if(l>>>0<j>>>0)u=19}if((u|0)==19){u=0;p[d>>3]=h;f[k>>2]=j;e:do if((e|0)!=(a|0)){m=e;while(1){e=m+-16|0;h=+p[e>>3];if(i<h){j=m+-8|0;g=j;j=f[j>>2]|0}else{if(h<i){e=m;break e}k=m+-8|0;j=f[k>>2]|0;if(l>>>0<j>>>0)g=k;else{e=m;break e}}p[m>>3]=h;f[m+8>>2]=j;if((a|0)==(e|0))break;else m=e}}while(0);p[e>>3]=i;f[g>>2]=l}e=d+16|0;if((e|0)==(b|0))break;else{t=d;d=e;e=t}}return}else if((u|0)==90)return}function Fkb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0.0,i=0,j=0,k=0.0;h=+p[b>>3];k=+p[a>>3];if(h<k)d=1;else if(k<h)d=0;else d=(f[b+8>>2]|0)>>>0<(f[a+8>>2]|0)>>>0;g=+p[c>>3];if(g<h)e=1;else if(h<g)e=0;else e=(f[c+8>>2]|0)>>>0<(f[b+8>>2]|0)>>>0;if(!d){if(!e){b=0;return b|0}p[b>>3]=g;p[c>>3]=h;j=b+8|0;c=c+8|0;i=f[j>>2]|0;f[j>>2]=f[c>>2];f[c>>2]=i;g=+p[b>>3];h=+p[a>>3];if(g<h){e=a+8|0;d=e;i=f[j>>2]|0;e=f[e>>2]|0}else{if(h<g){b=1;return b|0}i=f[j>>2]|0;d=a+8|0;e=f[d>>2]|0;if(i>>>0>=e>>>0){b=1;return b|0}}p[a>>3]=g;p[b>>3]=h;f[d>>2]=i;f[j>>2]=e;b=2;return b|0}if(e){p[a>>3]=g;p[c>>3]=k;j=a+8|0;b=c+8|0;a=f[j>>2]|0;f[j>>2]=f[b>>2];f[b>>2]=a;b=1;return b|0}p[a>>3]=h;p[b>>3]=k;a=a+8|0;i=b+8|0;j=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=j;g=+p[c>>3];if(g<k){e=c+8|0;d=e;e=f[e>>2]|0}else{if(k<g){b=1;return b|0}d=c+8|0;e=f[d>>2]|0;if(e>>>0>=j>>>0){b=1;return b|0}}k=+p[b>>3];p[b>>3]=g;p[c>>3]=k;f[i>>2]=e;f[d>>2]=j;b=2;return b|0}function Gkb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0;m=Fkb(a,b,c,e)|0;j=+p[d>>3];k=+p[c>>3];if(j<k){g=c+8|0;h=d+8|0;e=h;l=g;h=f[h>>2]|0;g=f[g>>2]|0}else{if(k<j){b=m;return b|0}e=d+8|0;i=f[e>>2]|0;h=c+8|0;g=f[h>>2]|0;if(i>>>0<g>>>0){l=h;h=i}else{b=m;return b|0}}p[c>>3]=j;p[d>>3]=k;f[l>>2]=h;f[e>>2]=g;g=m+1|0;j=+p[c>>3];k=+p[b>>3];if(j<k){e=b+8|0;d=e;g=f[l>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[l>>2]|0;h=b+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0){d=h;g=i}else{b=g;return b|0}}p[b>>3]=j;p[c>>3]=k;f[d>>2]=g;f[l>>2]=e;g=m+2|0;j=+p[b>>3];k=+p[a>>3];if(j<k){e=a+8|0;h=e;g=f[d>>2]|0;e=f[e>>2]|0}else{if(k<j){b=g;return b|0}i=f[d>>2]|0;h=a+8|0;e=f[h>>2]|0;if(i>>>0<e>>>0)g=i;else{b=g;return b|0}}p[a>>3]=j;p[b>>3]=k;f[h>>2]=g;f[d>>2]=e;b=m+3|0;return b|0}function Hkb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0;o=Gkb(a,b,c,d,g)|0;k=+p[e>>3];l=+p[d>>3];if(k<l){h=d+8|0;i=e+8|0;g=i;n=h;i=f[i>>2]|0;h=f[h>>2]|0}else{if(l<k){b=o;return b|0}g=e+8|0;j=f[g>>2]|0;i=d+8|0;h=f[i>>2]|0;if(j>>>0<h>>>0){n=i;i=j}else{b=o;return b|0}}p[d>>3]=k;p[e>>3]=l;f[n>>2]=i;f[g>>2]=h;h=o+1|0;k=+p[d>>3];l=+p[c>>3];if(k<l){g=c+8|0;m=g;h=f[n>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[n>>2]|0;i=c+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){m=i;h=j}else{b=h;return b|0}}p[c>>3]=k;p[d>>3]=l;f[m>>2]=h;f[n>>2]=g;h=o+2|0;k=+p[c>>3];l=+p[b>>3];if(k<l){g=b+8|0;e=g;h=f[m>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[m>>2]|0;i=b+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0){e=i;h=j}else{b=h;return b|0}}p[b>>3]=k;p[c>>3]=l;f[e>>2]=h;f[m>>2]=g;h=o+3|0;k=+p[b>>3];l=+p[a>>3];if(k<l){g=a+8|0;i=g;h=f[e>>2]|0;g=f[g>>2]|0}else{if(l<k){b=h;return b|0}j=f[e>>2]|0;i=a+8|0;g=f[i>>2]|0;if(j>>>0<g>>>0)h=j;else{b=h;return b|0}}p[a>>3]=k;p[b>>3]=l;f[i>>2]=h;f[e>>2]=g;b=o+4|0;return b|0}function Ikb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,n=0;switch(b-a>>4|0){case 2:{h=b+-16|0;j=+p[h>>3];k=+p[a>>3];if(j<k){d=a+8|0;g=b+-8|0;c=d;e=g;g=f[g>>2]|0;d=f[d>>2]|0}else{if(k<j){a=1;return a|0}e=b+-8|0;g=f[e>>2]|0;c=a+8|0;d=f[c>>2]|0;if(g>>>0>=d>>>0){a=1;return a|0}}p[a>>3]=j;p[h>>3]=k;f[c>>2]=g;f[e>>2]=d;a=1;return a|0}case 3:{Fkb(a,a+16|0,b+-16|0,c)|0;a=1;return a|0}case 4:{Gkb(a,a+16|0,a+32|0,b+-16|0,c)|0;a=1;return a|0}case 5:{Hkb(a,a+16|0,a+32|0,a+48|0,b+-16|0,c)|0;a=1;return a|0}case 1:case 0:{a=1;return a|0}default:{e=a+32|0;Fkb(a,a+16|0,e,c)|0;c=a+48|0;a:do if((c|0)==(b|0)){d=1;c=0}else{d=0;while(1){k=+p[c>>3];j=+p[e>>3];if(k<j){l=c+8|0;h=e+8|0;g=h;i=l;l=f[l>>2]|0;h=f[h>>2]|0;n=15}else if(!(j<k)){i=c+8|0;l=f[i>>2]|0;g=e+8|0;h=f[g>>2]|0;if(l>>>0<h>>>0)n=15}if((n|0)==15){n=0;p[c>>3]=j;f[i>>2]=h;b:do if((e|0)!=(a|0)){m=e;i=g;while(1){e=m+-16|0;j=+p[e>>3];if(k<j){h=m+-8|0;g=h;h=f[h>>2]|0}else{if(j<k){g=i;e=m;break b}g=m+-8|0;h=f[g>>2]|0;if(l>>>0>=h>>>0){g=i;e=m;break b}}p[m>>3]=j;f[m+8>>2]=h;if((e|0)==(a|0))break;else{m=e;i=g}}}while(0);p[e>>3]=k;f[g>>2]=l;d=d+1|0;if((d|0)==8){d=0;c=(c+16|0)==(b|0);break a}}e=c+16|0;if((e|0)==(b|0)){d=1;c=0;break}else{m=c;c=e;e=m}}}while(0);a=c|d;return a|0}}return 0}function Jkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=a+20|0;c=f[q>>2]|0;if(!c)return;r=a+16|0;s=a+12|0;t=a+8|0;u=a+16|0;do{p=f[r>>2]|0;R0a(b,f[p+8>>2]|0);n=c;c=f[q>>2]|0;if((c|0)==(n|0)){o=f[p+12>>2]|0;k=f[s>>2]|0;d=f[p+4>>2]|0;l=k+-1|0;m=(l&k|0)==0;if(m)d=l&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;g=(f[t>>2]|0)+(d<<2)|0;j=f[g>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(p|0))break;else j=e}if((j|0)==(u|0))i=17;else{e=f[j+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))g=p;else i=17}do if((i|0)==17){e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){g=p;break}}f[g>>2]=0;g=p}while(0);e=f[g>>2]|0;h=e;if(!e)i=31;else{e=f[e+4>>2]|0;if(m)e=e&l;else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0))i=31;else{f[(f[t>>2]|0)+(e<<2)>>2]=j;f[j>>2]=f[p>>2];f[g>>2]=0;f[q>>2]=n+-1;i=32}}if((i|0)==31){i=0;f[j>>2]=h;f[g>>2]=0;f[q>>2]=n+-1;if(p|0)i=32}if((i|0)==32){i=0;sOb(p)}if(o|0){Rkb(o);sOb(o)}}}while((c|0)!=0);t=a+4|0;u=(f[t>>2]|0)+1|0;f[t>>2]=u;f[a>>2]=u;return}function Kkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=f[a+12>>2]|0;if(!g){b=0;return b|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(g>>>0>b>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[a+8>>2]|0)+(h<<2)>>2]|0;if(!c){b=0;return b|0}c=f[c>>2]|0;if(!c){b=0;return b|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(g|0)==(b|0);if(!(d|(g&e|0)==(h|0))){c=0;d=22;break}if(d)if((f[c+8>>2]|0)==(b|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}else{while(1){d=f[c+4>>2]|0;if((d|0)==(b|0)){if((f[c+8>>2]|0)==(b|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=0;d=22;break}}c=f[c>>2]|0;if(!c){c=0;d=22;break}}if((d|0)==22)return c|0}while(0);c=f[i+12>>2]|0;if((f[a>>2]|0)>>>0<=b>>>0)if((Ukb(c)|0)==(b|0)){b=c;return b|0}b=0;return b|0}function Lkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=u;u=u+16|0;c=d;e=f[b>>2]|0;f[b>>2]=0;g=a+4|0;b=(f[g>>2]|0)+1|0;f[g>>2]=b;Tkb(e,b);f[c>>2]=b;b=Mkb(a+8|0,c)|0;f[b>>2]=e;u=d;return f[c>>2]|0}function Mkb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Nkb(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Nkb(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Okb(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Okb(a,b);return}function Okb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Pkb(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=d;f[c>>2]=b;b=Kkb(a,b)|0;if(!b){u=d;return}Qkb(a+8|0,c)|0;Rkb(b);sOb(b);u=d;return}function Qkb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function Rkb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+64|0;b=f[g>>2]|0;if(b|0){h=a+68|0;c=f[h>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-12|0;f[h>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[g>>2]|0}sOb(b)}b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+40>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);h=a+28|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);a=a+24|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Skb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;i=b[c+14>>0]|0;h=b[c+15>>0]|0;j=h<<24>>24==0?b[c+13>>0]|0:1;cQb(a|0,c|0,13)|0;b[a+13>>0]=j;b[a+14>>0]=i;b[a+15>>0]=h;h=a+16|0;f[h>>2]=d;i=a+20|0;b[i>>0]=b[e>>0]|0;b[i+1>>0]=b[e+1>>0]|0;b[i+2>>0]=b[e+2>>0]|0;if(!(b[c+12>>0]|0))c=0;else{c=(zQa(d)|0)+229|0;c=b[c>>0]|0}b[a+23>>0]=c;j=f[g>>2]|0;f[g>>2]=0;f[a+24>>2]=j;j=a+28|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;n[a+48>>2]=1.0;j=a+52|0;f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;f[j+12>>2]=0;f[j+16>>2]=0;f[j+20>>2]=0;f[j+24>>2]=0;if(b[a+11>>0]|0)return;fjb(f[h>>2]|0,a+64|0);return}function Tkb(a,b){a=a|0;b=b|0;f[a+76>>2]=b;return}function Ukb(a){a=a|0;return f[a+76>>2]|0}function Vkb(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Wkb(a){a=a|0;return (b[a+9>>0]|0)!=0|0}function Xkb(a){a=a|0;return (b[a+10>>0]|0)!=0|0}function Ykb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);return}function Zkb(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=40764;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-88-b|0)>>>0)/88|0)*88|0);sOb(b);sOb(a);return}function _kb(a){a=a|0;return 0}function $kb(a){a=a|0;return 1}function alb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+32>>3]-+p[b>>3];d=+p[a+40>>3]-+p[b+8>>3];c=+p[a+48>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=1;return h|0}d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];a=0;while(1){if(d*+p[h+(a*88|0)>>3]+(e*+p[h+(a*88|0)+8>>3]+c*+p[h+(a*88|0)+16>>3])-+p[h+(a*88|0)+24>>3]<0.0){a=0;b=5;break}a=a+1|0;if(a>>>0>=g>>>0){a=1;b=5;break}}if((b|0)==5)return a|0;return 0}function clb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];n=(+p[b+24>>3]-j)*.5;k=+p[b+8>>3];m=(+p[b+32>>3]-k)*.5;l=+p[b+16>>3];i=(+p[b+40>>3]-l)*.5;j=j+n;k=k+m;l=l+i;h=f[a+4>>2]|0;a=(f[a+8>>2]|0)-h|0;g=(a|0)/88|0;if(!a){h=2;return h|0}else{b=2;a=0}while(1){c=j*+p[h+(a*88|0)>>3]+(k*+p[h+(a*88|0)+8>>3]+l*+p[h+(a*88|0)+16>>3]);d=n*+p[h+(a*88|0)+32>>3]+(m*+p[h+(a*88|0)+40>>3]+i*+p[h+(a*88|0)+48>>3]);e=+p[h+(a*88|0)+24>>3];if(c+d<=e){b=1;a=4;break}b=c-d<e?3:b;a=a+1|0;if(a>>>0>=g>>>0){a=4;break}}if((a|0)==4)return b|0;return 0}function dlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0;m=+p[b+24>>3];g=f[a+4>>2]|0;a=(f[a+8>>2]|0)-g|0;j=(a|0)/88|0;if(!a){l=2;return l|0}h=+p[b>>3];i=+p[b+8>>3];d=+p[b+16>>3];a=0;while(1){c=h*+p[g+(a*88|0)>>3]+(i*+p[g+(a*88|0)+8>>3]+d*+p[g+(a*88|0)+16>>3])-+p[g+(a*88|0)+24>>3];if(c<0.0)if(c*c*+p[g+(a*88|0)+80>>3]>=m){e=1;k=9;break}a=a+1|0;if(a>>>0>=j>>>0){l=0;break}}if((k|0)==9)return e|0;while(1){c=h*+p[g+(l*88|0)>>3]+(i*+p[g+(l*88|0)+8>>3]+d*+p[g+(l*88|0)+16>>3])-+p[g+(l*88|0)+24>>3];if(c<0.0){e=3;k=9;break}if(c*c*+p[g+(l*88|0)+80>>3]<m){e=3;k=9;break}l=l+1|0;if(l>>>0>=j>>>0){e=2;k=9;break}}if((k|0)==9)return e|0;return 0}function elb(a,c,d){a=a|0;c=c|0;d=d|0;p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];if(!(b[257400]|0))if(MPb(257400)|0){f[64708]=0;f[64709]=0;f[64710]=0;f[64711]=0;f[64712]=0;f[64713]=0}return ilb(258832,a+4|0,a+16|0,c)|0}function flb(a,b,c){a=a|0;b=b|0;c=c|0;return glb(a+4|0,a+16|0,b,c)|0}function glb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;t=w;v=a+4|0;o=f[a>>2]|0;m=(f[v>>2]|0)-o|0;q=(m|0)/88|0;r=d+8|0;s=d+16|0;h=+p[c>>3];if(!m){p[d>>3]=h;p[r>>3]=+p[c+8>>3];p[s>>3]=+p[c+16>>3];p[d>>3]=+p[c+24>>3];p[r>>3]=+p[c+32>>3];p[s>>3]=+p[c+40>>3];v=2;u=w;return v|0}g=c+8|0;i=+p[g>>3];k=c+16|0;j=+p[k>>3];e=0;while(1){if(h*+p[o+(e*88|0)>>3]+(i*+p[o+(e*88|0)+8>>3]+j*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){g=0;k=1;break}e=e+1|0;if(e>>>0>=q>>>0){n=7;break}}if((n|0)==7){p[d>>3]=h;p[r>>3]=+p[g>>3];p[s>>3]=+p[k>>3];g=1;k=0}j=+p[c+24>>3];l=c+32|0;h=+p[l>>3];m=c+40|0;i=+p[m>>3];e=0;while(1){if(j*+p[o+(e*88|0)>>3]+(h*+p[o+(e*88|0)+8>>3]+i*+p[o+(e*88|0)+16>>3])-+p[o+(e*88|0)+24>>3]<0.0){n=4;break}e=e+1|0;if(e>>>0>=q>>>0){n=9;break}}if((n|0)==4){if(!g){e=f[b>>2]|0;m=f[b+4>>2]|0;a:do if((e|0)==(m|0))e=1;else{n=t+8|0;o=t+16|0;b:while(1){c:do if(hlb(e,c,t)|0){l=f[a>>2]|0;b=(f[v>>2]|0)-l|0;k=(b|0)/88|0;h=+p[t>>3];i=+p[n>>3];j=+p[o>>3];if(!b)break b;else g=0;while(1){if(h*+p[l+(g*88|0)>>3]+(i*+p[l+(g*88|0)+8>>3]+j*+p[l+(g*88|0)+16>>3])-+p[l+(g*88|0)+24>>3]<0.0)break c;g=g+1|0;if(g>>>0>=k>>>0)break b}}while(0);e=e+32|0;if((e|0)==(m|0)){e=1;break a}}p[d>>3]=h;p[r>>3]=i;p[s>>3]=j;e=3}while(0);v=e;u=w;return v|0}}else if((n|0)==9){p[d>>3]=j;p[r>>3]=+p[l>>3];p[s>>3]=+p[m>>3];if(!k){v=2;u=w;return v|0}}v=3;u=w;return v|0}function hlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0;s=b+24|0;f=b;g=s;d=+p[b>>3];e=+p[s>>3];if(d<e)h=6;else if(d>e)b=g;else{d=+p[b+8>>3];e=+p[b+32>>3];if(d<e)h=6;else if(d>e)b=g;else if(+p[b+16>>3]<+p[b+40>>3])h=6;else b=g}if((h|0)==6){b=f;f=g}o=+p[a>>3];q=+p[a+8>>3];r=+p[a+16>>3];n=-+p[a+24>>3]/(o*o+(q*q+r*r));s=b;b=f;j=+p[b>>3];k=+p[s>>3]-j;f=b+8|0;d=+p[f>>3];l=+p[s+8>>3]-d;b=b+16|0;e=+p[b>>3];m=+p[s+16>>3]-e;i=o*k+(q*l+r*m);if(i==0.0){s=0;return s|0}d=(o*(o*n-j)+(q*(q*n-d)+r*(r*n-e)))/i;if(!(d>=-1.0e-07&d<=1.0000001)){s=0;return s|0}p[c>>3]=j+k*d;p[c+8>>3]=l*d+ +p[f>>3];p[c+16>>3]=m*d+ +p[b>>3];s=1;return s|0}function ilb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+160|0;s=w+148|0;t=w;v=w+144|0;m=f[b>>2]|0;r=(f[b+4>>2]|0)-m|0;l=(r|0)/88|0;if(!r){a=2;u=w;return a|0}i=+p[d>>3];j=+p[d+8>>3];k=+p[d+16>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){h=0;break}b=b+1|0;if(b>>>0>=l>>>0){h=1;break}}i=+p[d+24>>3];j=+p[d+32>>3];k=+p[d+40>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0){g=0;break}b=b+1|0;if(b>>>0>=l>>>0){g=1;break}}e=h&g;i=+p[d+48>>3];j=+p[d+56>>3];k=+p[d+64>>3];b=0;while(1){if(i*+p[m+(b*88|0)>>3]+(j*+p[m+(b*88|0)+8>>3]+k*+p[m+(b*88|0)+16>>3])-+p[m+(b*88|0)+24>>3]<0.0)break;b=b+1|0;if(b>>>0>=l>>>0){n=44;break}}if((n|0)==44){a=e?2:3;u=w;return a|0}if(h|g){a=3;u=w;return a|0}k=+p[d>>3];i=+p[d+24>>3];if(k==i)if(+p[d+8>>3]==+p[d+32>>3])if(+p[d+16>>3]==+p[d+40>>3]){a=1;u=w;return a|0}j=+p[d+48>>3];if(k==j)if(+p[d+8>>3]==+p[d+56>>3])if(+p[d+16>>3]==+p[d+64>>3]){a=1;u=w;return a|0}if(i==j)if(+p[d+32>>3]==+p[d+56>>3])if(+p[d+40>>3]==+p[d+64>>3]){a=1;u=w;return a|0}o=a+12|0;r=a+16|0;q=a+20|0;b=f[r>>2]|0;e=f[q>>2]|0;if((b|0)==(e|0)){jlb(o,d);g=f[r>>2]|0;e=f[q>>2]|0}else{p[b>>3]=k;p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];g=b+24|0;f[r>>2]=g}b=d+24|0;if((g|0)==(e|0)){jlb(o,b);g=f[r>>2]|0;e=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+32>>3];p[g+16>>3]=+p[d+40>>3];g=g+24|0;f[r>>2]=g}b=d+48|0;if((g|0)==(e|0))jlb(o,b);else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[d+56>>3];p[g+16>>3]=+p[d+64>>3];f[r>>2]=g+24}b=f[c>>2]|0;n=f[c+4>>2]|0;a:do if((b|0)!=(n|0)){d=a+4|0;c=a+8|0;do{m=f[o>>2]|0;l=f[r>>2]|0;g=m;h=l;if((m|0)==(l|0))break a;l=f[a>>2]|0;f[a>>2]=g;f[o>>2]=l;e=f[d>>2]|0;f[d>>2]=h;f[r>>2]=e;x=f[c>>2]|0;f[c>>2]=f[q>>2];f[q>>2]=x;if((l|0)!=(e|0))f[r>>2]=e+(~(((e+-24-l|0)>>>0)/24|0)*24|0);x=h-g|0;g=(x|0)/24|0;if(x|0){e=0;do{x=t+((bCa(b,m+(e*24|0)|0,t)|0)*24|0)|0;f[v>>2]=f[r>>2];f[s>>2]=f[v>>2];ZBa(o,s,t,x)|0;e=e+3|0}while(e>>>0<g>>>0)}b=b+32|0}while((b|0)!=(n|0))}while(0);b=f[o>>2]|0;e=f[r>>2]|0;h=(b|0)==(e|0);if(!h)f[r>>2]=e+(~(((e+-24-b|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;b=a+4|0;e=f[b>>2]|0;if((e|0)!=(g|0))f[b>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);x=h?1:3;u=w;return x|0}function jlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function klb(a){a=a|0;return}function llb(a){a=a|0;sOb(a);return}function mlb(a){a=a|0;return 1}function nlb(a){a=a|0;return 1}function olb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+8>>3]-+p[b>>3];d=+p[a+16>>3]-+p[b+8>>3];c=+p[a+24>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function plb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[b>>3]-+p[a+8>>3];d=+p[b+8>>3]-+p[a+16>>3];c=+p[b+16>>3]-+p[a+24>>3];return e*e+(d*d+c*c)<=+p[a+32>>3]|0}function qlb(a,b){a=a|0;b=b|0;return wlb(a+8|0,b)|0}function rlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+p[a+8>>3]-+p[b>>3];f=+p[a+16>>3]-+p[b+8>>3];g=+p[a+24>>3]-+p[b+16>>3];d=+p[a+32>>3];e=+p[b+24>>3];if(d>=e)if(h*h+(f*f+g*g)<=d){b=2;return b|0}a=a+40|0;c=+p[a>>3];if(c==-1.0){d=+L(+d);p[a>>3]=d}else d=c;a=b+32|0;c=+p[a>>3];if(c==-1.0){c=+L(+e);p[a>>3]=c}e=d+c;b=!(h*h+(f*f+g*g)<=e*e)?1:3;return b|0}function slb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return vlb(a+8|0,b)|0}function tlb(a,b,c){a=a|0;b=b|0;c=c|0;p[c>>3]=+p[b>>3];p[c+8>>3]=+p[b+8>>3];p[c+16>>3]=+p[b+16>>3];return ulb(a+8|0,b)|0}function ulb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;k=+p[a>>3];l=+p[a+8>>3];m=+p[a+16>>3];n=+p[a+24>>3];r=+p[b>>3];e=r-k;o=+p[b+8>>3];h=o-l;q=+p[b+16>>3];d=q-m;f=e*e+(h*h+d*d)<=n;d=+p[b+24>>3];h=d-k;e=+p[b+32>>3];i=e-l;c=+p[b+40>>3];j=c-m;a=h*h+(i*i+j*j)<=n;if(f|a){f=f&a?2:3;return f|0}h=d-r;i=e-o;c=c-q;g=h*h+(i*i+c*c);j=+L(+g);h=h/j;i=i/j;j=c/j;k=k-r;l=l-o;c=m-q;e=h*k+(i*l+j*c);c=n-(k*k+(l*l+c*c)-e*e);if(c<0.0){d=-1.0;c=-1.0}else{c=+L(+c);d=e+c;c=e-c}c=c>=0.0?c:d;if(c>=0.0){n=r-(r+h*c);o=o-(o+i*c);r=q-(q+j*c);if(g>=n*n+(o*o+r*r)){f=3;return f|0}}f=1;return f|0}function vlb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0,M=0.0,N=0,O=0,P=0,Q=0,R=0.0;Q=u;u=u+80|0;B=Q;r=b+32|0;n=b+8|0;d=+p[n>>3];E=+p[r>>3]-d;N=b+64|0;o=b+16|0;e=+p[o>>3];D=+p[N>>3]-e;s=b+40|0;H=+p[s>>3]-e;I=b+56|0;x=+p[I>>3]-d;C=E*D-H*x;J=b+48|0;M=+p[b>>3];v=+p[J>>3]-M;q=b+24|0;w=+p[q>>3]-M;D=H*v-D*w;v=x*w-E*v;E=+L(+(C*C+(D*D+v*v)));C=C/E;D=D/E;E=v/E;v=+p[a>>3];O=a+8|0;w=+p[O>>3];P=a+16|0;x=+p[P>>3];e=+K(+(C*(v-M)+((w-d)*D+E*(x-e))));c=a+32|0;d=+p[c>>3];if(d==-1.0){d=+L(+(+p[a+24>>3]));p[c>>3]=d}if(e>=d){P=1;u=Q;return P|0}t=+p[a+24>>3];M=+p[b>>3];A=M-v;H=+p[n>>3];e=H-w;G=+p[o>>3];F=G-x;o=A*A+(e*e+F*F)<=t;F=+p[q>>3];e=F-v;A=+p[r>>3];k=A-w;y=+p[s>>3];d=y-x;n=e*e+(k*k+d*d)<=t;d=+p[J>>3];k=d-v;e=+p[I>>3];l=e-w;f=+p[N>>3];m=f-x;c=k*k+(l*l+m*m)<=t;if(o|n|c){P=o&n&c?2:3;u=Q;return P|0}if(M==F&H==A&G==y){P=1;u=Q;return P|0}if(M==d&H==e&G==f){P=1;u=Q;return P|0}if(F==d&A==e&y==f){P=1;u=Q;return P|0}c=0;g=M;h=H;i=G;while(1){n=c+1|0;s=(n|0)==3?0:n;d=+p[b+(s*24|0)>>3]-g;e=+p[b+(s*24|0)+8>>3]-h;R=+p[b+(s*24|0)+16>>3]-i;j=d*d+(e*e+R*R);m=+L(+j);k=d/m;l=e/m;m=R/m;p[B+(c*24|0)>>3]=d;p[B+(c*24|0)+8>>3]=e;p[B+(c*24|0)+16>>3]=R;R=v-g;e=w-h;d=x-i;f=R*k+(e*l+d*m);d=t-(R*R+(e*e+d*d)-f*f);if(d<0.0){e=-1.0;d=-1.0}else{d=+L(+d);e=f+d;d=f-d}d=d>=0.0?d:e;if(d>=0.0){k=g-(g+d*k);l=h-(h+d*l);R=i-(i+d*m);if(j>=k*k+(l*l+R*R)){c=3;break}}if(n>>>0>=3){z=16;break}c=n;g=+p[b+(n*24|0)>>3];h=+p[b+(n*24|0)+8>>3];i=+p[b+(n*24|0)+16>>3]}do if((z|0)==16){x=+p[B+16>>3];R=+p[B+8>>3];w=D*x-E*R;l=+p[B>>3];x=E*l-C*x;l=C*R-D*l;R=+L(+(w*w+(x*x+l*l)));w=w/R;x=x/R;R=l/R;l=+p[B+40>>3];m=+p[B+32>>3];k=D*l-E*m;i=+p[B+24>>3];l=E*i-C*l;i=C*m-D*i;m=+L(+(k*k+(l*l+i*i)));k=k/m;l=l/m;m=i/m;i=+p[B+64>>3];j=+p[B+56>>3];h=D*i-E*j;g=+p[B+48>>3];i=E*g-C*i;g=C*j-D*g;j=+L(+(h*h+(i*i+g*g)));h=h/j;i=i/j;j=g/j;g=h*+p[J>>3]+(i*+p[I>>3]+j*+p[N>>3]);f=+p[a>>3];e=+p[O>>3];d=+p[P>>3];if(!(w*f+(x*e+R*d)-(w*M+(x*H+R*G))<0.0))if(!(f*k+(e*l+d*m)-(k*F+(l*A+m*y))<0.0))if(!(h*f+(i*e+j*d)-g<0.0)){c=3;break}c=1}while(0);P=c;u=Q;return P|0}function wlb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0;o=u;u=u+192|0;k=o;h=+p[b+24>>3];n=+p[a>>3];d=+p[b>>3];r=h<n?h:n;i=+p[b+32>>3];j=+p[a+8>>3];e=+p[b+8>>3];q=i<j?i:j;l=+p[b+40>>3];m=+p[a+16>>3];c=+p[b+16>>3];f=l<m?l:m;r=(d<r?r:d)-n;q=(e<q?q:e)-j;f=(c<f?f:c)-m;g=+p[a+24>>3];if(r*r+q*q+f*f>g){k=1;u=o;return k|0}p[k>>3]=d;p[k+8>>3]=e;p[k+16>>3]=c;p[k+24>>3]=h;p[k+32>>3]=e;p[k+40>>3]=c;p[k+48>>3]=d;p[k+56>>3]=i;p[k+64>>3]=c;p[k+72>>3]=h;p[k+80>>3]=i;p[k+88>>3]=c;p[k+96>>3]=d;p[k+104>>3]=e;p[k+112>>3]=l;p[k+120>>3]=h;p[k+128>>3]=e;p[k+136>>3]=l;p[k+144>>3]=d;p[k+152>>3]=i;p[k+160>>3]=l;p[k+168>>3]=h;p[k+176>>3]=i;p[k+184>>3]=l;f=d-n;f=f*f;e=e-j;d=c-m;d=d*d;e=e*e+d;if(!(f+e<=g))b=3;else{c=h-n;c=c*c;if(!(c+e<=g))b=3;else{r=i-j;r=r*r+d;if(!(f+r<=g)|!(c+r<=g))b=3;else{q=+p[k+104>>3]-j;r=+p[k+112>>3]-m;if(!(f+(q*q+r*r)<=g))b=3;else{i=+p[k+120>>3]-n;q=+p[k+128>>3]-j;r=+p[k+136>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{i=+p[k+144>>3]-n;q=+p[k+152>>3]-j;r=+p[k+160>>3]-m;if(!(i*i+(q*q+r*r)<=g))b=3;else{n=+p[k+168>>3]-n;q=+p[k+176>>3]-j;r=l-m;if(!(n*n+(q*q+r*r)<=g))b=3;else b=2}}}}}}k=b;u=o;return k|0}function xlb(a){a=a|0;return}function ylb(a){a=a|0;sOb(a);return}function zlb(a){a=a|0;return 2}function Alb(a){a=a|0;return 0}function Blb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;e=+p[a+448>>3]-+p[b>>3];d=+p[a+456>>3]-+p[b+8>>3];c=+p[a+464>>3]-+p[b+16>>3];return +(e*e+(d*d+c*c))}function Clb(a,b){a=a|0;b=b|0;return Ilb(a+8|0,b)|0}function Dlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0;c=u;u=u+48|0;d=c+24|0;e=c;k=+p[b>>3];j=(+p[b+24>>3]-k)*.5;p[d>>3]=j;i=+p[b+8>>3];h=(+p[b+32>>3]-i)*.5;p[d+8>>3]=h;g=+p[b+16>>3];f=(+p[b+40>>3]-g)*.5;p[d+16>>3]=f;p[e>>3]=k+j;p[e+8>>3]=i+h;p[e+16>>3]=g+f;b=Llb(a+8|0,e,d)|0;u=c;return ((b|0)==2?2:(b|0)==1?3:1)|0}function Elb(a,b){a=a|0;b=b|0;var c=0;a=a+8|0;c=b+24|0;if(!(Jlb(a,b,+p[c>>3])|0)){b=1;return b|0}b=Klb(a,b,+p[c>>3])|0;b=b?2:3;return b|0}function Flb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0,f=0.0,g=0.0,h=0;h=u;u=u+32|0;e=h;f=+p[b>>3];g=+p[b+24>>3];if(f==g)if(+p[b+8>>3]==+p[b+32>>3])if(+p[b+16>>3]==+p[b+40>>3]){e=1;u=h;return e|0}d=+p[b+48>>3];if(f==d)if(+p[b+8>>3]==+p[b+56>>3])if(+p[b+16>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(g==d)if(+p[b+32>>3]==+p[b+56>>3])if(+p[b+40>>3]==+p[b+64>>3]){e=1;u=h;return e|0}if(Pib(a+448|0,b,e)|0){p[c>>3]=+p[e>>3];p[c+8>>3]=+p[e+8>>3];p[c+16>>3]=+p[e+16>>3];a=3}else a=1;e=a;u=h;return e|0}function Glb(a,b,c){a=a|0;b=b|0;c=c|0;return Hlb(a+8|0,a+496|0,b,c)|0}function Hlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;h=k;i=d+8|0;j=d+16|0;if(Ilb(a,c)|0){p[d>>3]=+p[c>>3];p[i>>3]=+p[c+8>>3];p[j>>3]=+p[c+16>>3];f=1;e=0}else{f=0;e=1}g=c+24|0;if(Ilb(a,g)|0){p[d>>3]=+p[g>>3];p[i>>3]=+p[c+32>>3];p[j>>3]=+p[c+40>>3]}else if(f)e=1;else{if(hlb(b,c,h)|0)if(Ilb(a,h)|0)f=7;else f=8;else f=8;do if((f|0)==8){if(hlb(b+32|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+64|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+96|0,c,h)|0)if(Ilb(a,h)|0){f=7;break}if(hlb(b+128|0,c,h)|0)if(Ilb(a,h)|0)f=7;else e=1;else e=1}while(0);if((f|0)==7){p[d>>3]=+p[h>>3];p[i>>3]=+p[h+8>>3];p[j>>3]=+p[h+16>>3];e=3}j=e;u=k;return j|0}j=e?3:2;u=k;return j|0}function Ilb(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;d=+p[b>>3];e=+p[b+8>>3];c=+p[b+16>>3];if(+p[a>>3]*d+(+p[a+8>>3]*e+ +p[a+16>>3]*c)-+p[a+24>>3]<0.0){a=0;return a|0}if(+p[a+32>>3]*d+(+p[a+40>>3]*e+ +p[a+48>>3]*c)-+p[a+56>>3]<0.0){a=0;return a|0}if(+p[a+64>>3]*d+(+p[a+72>>3]*e+ +p[a+80>>3]*c)-+p[a+88>>3]<0.0){a=0;return a|0}if(+p[a+96>>3]*d+(+p[a+104>>3]*e+ +p[a+112>>3]*c)-+p[a+120>>3]<0.0){a=0;return a|0}if(+p[a+128>>3]*d+(+p[a+136>>3]*e+ +p[a+144>>3]*c)-+p[a+152>>3]<0.0){a=0;return a|0}a=1;return a|0}function Jlb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0)if(d*d*+p[a+400>>3]>=c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0)if(d*d*+p[a+408>>3]>=c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0)if(d*d*+p[a+416>>3]>=c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0)if(d*d*+p[a+424>>3]>=c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0)if(d*d*+p[a+432>>3]>=c){a=0;return a|0}a=1;return a|0}function Klb(a,b,c){a=a|0;b=b|0;c=+c;var d=0.0,e=0.0,f=0.0,g=0.0;f=+p[b>>3];g=+p[b+8>>3];e=+p[b+16>>3];d=+p[a>>3]*f+(+p[a+8>>3]*g+ +p[a+16>>3]*e)-+p[a+24>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+400>>3]<c){a=0;return a|0}d=+p[a+32>>3]*f+(+p[a+40>>3]*g+ +p[a+48>>3]*e)-+p[a+56>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+408>>3]<c){a=0;return a|0}d=+p[a+64>>3]*f+(+p[a+72>>3]*g+ +p[a+80>>3]*e)-+p[a+88>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+416>>3]<c){a=0;return a|0}d=+p[a+96>>3]*f+(+p[a+104>>3]*g+ +p[a+112>>3]*e)-+p[a+120>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+424>>3]<c){a=0;return a|0}d=+p[a+128>>3]*f+(+p[a+136>>3]*g+ +p[a+144>>3]*e)-+p[a+152>>3];if(d<0.0){a=0;return a|0}if(d*d*+p[a+432>>3]<c){a=0;return a|0}a=1;return a|0}function Llb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;f=+p[b>>3];h=+p[b+8>>3];e=+p[b+16>>3];i=+p[c>>3];g=+p[c+8>>3];d=+p[c+16>>3];m=+p[a>>3]*f+(+p[a+8>>3]*h+ +p[a+16>>3]*e);n=+p[a+160>>3]*i+(+p[a+168>>3]*g+ +p[a+176>>3]*d);o=+p[a+24>>3];if(m+n<=o){a=0;return a|0}q=+p[a+32>>3]*f+(+p[a+40>>3]*h+ +p[a+48>>3]*e);r=+p[a+184>>3]*i+(+p[a+192>>3]*g+ +p[a+200>>3]*d);s=+p[a+56>>3];if(q+r<=s){a=0;return a|0}t=+p[a+64>>3]*f+(+p[a+72>>3]*h+ +p[a+80>>3]*e);u=+p[a+208>>3]*i+(+p[a+216>>3]*g+ +p[a+224>>3]*d);v=+p[a+88>>3];if(t+u<=v){a=0;return a|0}j=+p[a+96>>3]*f+(+p[a+104>>3]*h+ +p[a+112>>3]*e);k=+p[a+232>>3]*i+(+p[a+240>>3]*g+ +p[a+248>>3]*d);l=+p[a+120>>3];if(j+k<=l){a=0;return a|0}f=+p[a+128>>3]*f+(+p[a+136>>3]*h+ +p[a+144>>3]*e);e=+p[a+256>>3]*i+(+p[a+264>>3]*g+ +p[a+272>>3]*d);d=+p[a+152>>3];if(f+e<=d){a=0;return a|0}a=f-e<d|(j-k<l|(t-u<v|(q-r<s|m-n<o)))?1:2;return a|0}function Mlb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0;k=u;u=u+16|0;d=k;f[a>>2]=40764;g=a+4|0;f[g>>2]=0;h=a+8|0;f[h>>2]=0;f[a+12>>2]=0;f[g>>2]=f[b>>2];i=b+4|0;f[h>>2]=f[i>>2];j=b+8|0;f[a+12>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;i=a+16|0;f[i>>2]=0;j=a+20|0;f[j>>2]=0;f[a+24>>2]=0;p[a+32>>3]=+p[c>>3];p[a+40>>3]=+p[c+8>>3];p[a+48>>3]=+p[c+16>>3];g=f[g>>2]|0;h=(f[h>>2]|0)-g|0;e=(h|0)/88|0;f[d>>2]=0;b=d+4|0;f[b>>2]=0;f[d+8>>2]=0;if(!h){b=0;c=0}else{if(e>>>0>134217727)AMb(d);h=pOb(e<<5)|0;f[d>>2]=h;c=h+(e<<5)|0;f[d+8>>2]=c;f[b>>2]=c;b=h;d=0;do{p[h+(d<<5)>>3]=+p[g+(d*88|0)>>3];p[h+(d<<5)+8>>3]=+p[g+(d*88|0)+8>>3];p[h+(d<<5)+16>>3]=+p[g+(d*88|0)+16>>3];p[h+(d<<5)+24>>3]=-+p[g+(d*88|0)+24>>3];d=d+1|0}while(d>>>0<e>>>0)}f[i>>2]=b;f[j>>2]=c;f[a+24>>2]=c;if((b|0)==(c|0)){u=k;return}do{i=b+8|0;n=-+p[i>>3];j=b+16|0;m=-+p[j>>3];a=b+24|0;l=-+p[a>>3];p[b>>3]=-+p[b>>3];p[i>>3]=n;p[j>>3]=m;p[a>>3]=l;b=b+32|0}while((b|0)!=(c|0));u=k;return}function Nlb(a,b){a=a|0;b=b|0;f[a>>2]=40812;p[a+8>>3]=+p[b>>3];p[a+16>>3]=+p[b+8>>3];p[a+24>>3]=+p[b+16>>3];a=a+32|0;b=b+24|0;f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];return}function Olb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0;f[a>>2]=40860;q=a+8|0;p[q>>3]=+p[c>>3];z=a+16|0;p[z>>3]=+p[c+8>>3];e=a+24|0;p[e>>3]=+p[c+16>>3];g=a+32|0;p[g>>3]=+p[c+24>>3];h=a+40|0;p[h>>3]=+p[c+32>>3];i=a+48|0;p[i>>3]=+p[c+40>>3];j=a+56|0;p[j>>3]=+p[c+48>>3];k=a+64|0;p[k>>3]=+p[c+56>>3];l=a+72|0;p[l>>3]=+p[c+64>>3];m=a+80|0;p[m>>3]=+p[c+72>>3];n=a+88|0;p[n>>3]=+p[c+80>>3];o=a+96|0;p[o>>3]=+p[c+88>>3];r=a+104|0;p[r>>3]=+p[c+96>>3];s=a+112|0;p[s>>3]=+p[c+104>>3];t=a+120|0;p[t>>3]=+p[c+112>>3];u=a+128|0;p[u>>3]=+p[c+120>>3];v=a+136|0;p[v>>3]=+p[c+128>>3];w=a+144|0;p[w>>3]=+p[c+136>>3];x=a+152|0;p[x>>3]=+p[c+144>>3];y=a+160|0;p[y>>3]=+p[c+152>>3];p[a+168>>3]=+p[c+160>>3];p[a+176>>3]=+p[c+168>>3];p[a+184>>3]=+p[c+176>>3];p[a+192>>3]=+p[c+184>>3];p[a+200>>3]=+p[c+192>>3];p[a+208>>3]=+p[c+200>>3];p[a+216>>3]=+p[c+208>>3];p[a+224>>3]=+p[c+216>>3];p[a+232>>3]=+p[c+224>>3];p[a+240>>3]=+p[c+232>>3];p[a+248>>3]=+p[c+240>>3];p[a+256>>3]=+p[c+248>>3];p[a+264>>3]=+p[c+256>>3];p[a+272>>3]=+p[c+264>>3];p[a+280>>3]=+p[c+272>>3];p[a+288>>3]=+p[c+280>>3];p[a+296>>3]=+p[c+288>>3];p[a+304>>3]=+p[c+296>>3];p[a+312>>3]=+p[c+304>>3];p[a+320>>3]=+p[c+312>>3];p[a+328>>3]=+p[c+320>>3];p[a+336>>3]=+p[c+328>>3];p[a+344>>3]=+p[c+336>>3];p[a+352>>3]=+p[c+344>>3];p[a+360>>3]=+p[c+352>>3];p[a+368>>3]=+p[c+360>>3];p[a+376>>3]=+p[c+368>>3];p[a+384>>3]=+p[c+376>>3];p[a+392>>3]=+p[c+384>>3];p[a+400>>3]=+p[c+392>>3];A=a+408|0;c=c+400|0;d=A+40|0;do{f[A>>2]=f[c>>2];A=A+4|0;c=c+4|0}while((A|0)<(d|0));p[a+448>>3]=+p[b>>3];p[a+456>>3]=+p[b+8>>3];p[a+464>>3]=+p[b+16>>3];p[a+472>>3]=+p[b+24>>3];p[a+480>>3]=+p[b+32>>3];p[a+488>>3]=+p[b+40>>3];N=+p[q>>3];M=+p[z>>3];L=+p[e>>3];K=+p[g>>3];J=+p[h>>3];I=+p[i>>3];H=+p[j>>3];G=+p[k>>3];F=+p[l>>3];D=+p[m>>3];C=+p[n>>3];B=+p[o>>3];E=+p[r>>3];T=+p[t>>3];S=-+p[u>>3];R=+p[v>>3];Q=+p[w>>3];P=+p[x>>3];O=-+p[y>>3];p[a+600>>3]=+p[s>>3];p[a+608>>3]=T;p[a+616>>3]=S;p[a+624>>3]=R;p[a+632>>3]=Q;p[a+640>>3]=P;p[a+648>>3]=O;p[a+496>>3]=-N;p[a+504>>3]=-M;p[a+512>>3]=-L;p[a+520>>3]=K;p[a+528>>3]=-J;p[a+536>>3]=-I;p[a+544>>3]=-H;p[a+552>>3]=G;p[a+560>>3]=-F;p[a+568>>3]=-D;p[a+576>>3]=-C;p[a+584>>3]=B;z=a+600|0;B=-+p[z>>3];y=a+608|0;C=-+p[y>>3];x=a+616|0;D=-+p[x>>3];p[a+592>>3]=-E;p[z>>3]=B;p[y>>3]=C;p[x>>3]=D;x=a+624|0;y=a+632|0;D=-+p[y>>3];z=a+640|0;C=-+p[z>>3];A=a+648|0;B=-+p[A>>3];p[x>>3]=-+p[x>>3];p[y>>3]=D;p[z>>3]=C;p[A>>3]=B;return}function Plb(){if(!(b[257144]|0))MPb(257144)|0;f[64714]=262921;return}function Qlb(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0.0,m=0.0,o=0.0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0;x=0;z=u;u=u+3872|0;if(b[a+23>>0]|0)if(!(f[c+196>>2]&16777216)){y=0;u=z;return y|0}if(b[a+15>>0]|0)if(!(FSa(f[(a+16|0)>>2]|0,c+116|0,b[a+14>>0]|0)|0)){y=0;u=z;return y|0}v=f[c+96>>2]|0;f[(z+488|0)>>2]=f[v>>2];f[((z+488|0)+4|0)>>2]=f[v+4>>2];f[((z+488|0)+8|0)>>2]=f[v+8>>2];f[((z+488|0)+12|0)>>2]=f[v+12>>2];f[((z+488|0)+16|0)>>2]=f[v+16>>2];f[((z+488|0)+20|0)>>2]=f[v+20>>2];f[((z+488|0)+24|0)>>2]=f[v+24>>2];f[((z+488|0)+28|0)>>2]=f[v+28>>2];f[((z+488|0)+32|0)>>2]=f[v+32>>2];f[((z+488|0)+36|0)>>2]=f[v+36>>2];f[((z+488|0)+40|0)>>2]=f[v+40>>2];f[((z+488|0)+44|0)>>2]=f[v+44>>2];f[((z+488|0)+48|0)>>2]=f[v+48>>2];f[((z+488|0)+52|0)>>2]=f[v+52>>2];f[((z+488|0)+56|0)>>2]=f[v+56>>2];f[((z+488|0)+60|0)>>2]=f[v+60>>2];QDa(f[(a+16|0)>>2]|0,0,c,z+488|0);f[z>>2]=a;f[(z+4|0)>>2]=c;c=f[c+4>>2]|0;f[(z+8|0)>>2]=c;jEa(z+12|0,f[c+44>>2]|0);p[(z+96|0)>>3]=+n[(z+488|0)>>2];p[(z+104|0)>>3]=+n[((z+488|0)+4|0)>>2];p[(z+112|0)>>3]=+n[((z+488|0)+8|0)>>2];p[z+120>>3]=+n[((z+488|0)+12|0)>>2];p[(z+128|0)>>3]=+n[((z+488|0)+16|0)>>2];p[(z+136|0)>>3]=+n[((z+488|0)+20|0)>>2];p[(z+144|0)>>3]=+n[((z+488|0)+24|0)>>2];p[z+152>>3]=+n[((z+488|0)+28|0)>>2];p[(z+160|0)>>3]=+n[((z+488|0)+32|0)>>2];p[(z+168|0)>>3]=+n[((z+488|0)+36|0)>>2];p[(z+176|0)>>3]=+n[((z+488|0)+40|0)>>2];p[z+184>>3]=+n[((z+488|0)+44|0)>>2];p[(z+192|0)>>3]=+n[((z+488|0)+48|0)>>2];p[(z+200|0)>>3]=+n[((z+488|0)+52|0)>>2];p[(z+208|0)>>3]=+n[((z+488|0)+56|0)>>2];p[z+216>>3]=+n[((z+488|0)+60|0)>>2];p[(z+248|0)>>3]=C;f[(z+256|0)>>2]=g;f[(z+260|0)>>2]=h;f[(z+264|0)>>2]=i;f[(z+268|0)>>2]=j;f[(z+272|0)>>2]=k;g=f[z>>2]|0;c=(b[g+1>>0]|0)!=0;if(Vkb(g)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+24>>2]|0))v=0;else{if(c)a=(b[(f[z>>2]|0)+2>>0]|0)==0;else a=0;v=cjb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else v=0;if(Wkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+28>>2]|0))t=0;else{if(c)a=(b[(f[z>>2]|0)+3>>0]|0)==0;else a=0;t=djb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else t=0;if(Xkb(f[z>>2]|0)|0)if(!(f[(f[(f[(z+8|0)>>2]|0)+44>>2]|0)+32>>2]|0))r=0;else{if(c)a=(b[(f[z>>2]|0)+4>>0]|0)==0;else a=0;r=ejb(g+20|0,a,0,f[(z+4|0)>>2]|0)|0}else r=0;a:do{s=1;if(s){s=0;if(v|t|r){if((f[(z+256|0)>>2]|0)==0&(f[(z+260|0)>>2]|0)==0&(f[(z+264|0)>>2]|0)==0&(f[(z+268|0)>>2]|0)==0)k=(f[(z+272|0)>>2]|0)!=0;else k=1;a=f[(f[z>>2]|0)+24>>2]|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,d)|0;b:do switch(a|0){case 1:case 0:{y=a;break a}case 2:{if(!k){j=f[(f[z>>2]|0)+24>>2]|0;if(Pg[f[(f[j>>2]|0)+12>>2]&1023](j)|0){j=f[z>>2]|0;a=f[j+64>>2]|0;j=f[j+68>>2]|0;if((a|0)==(j|0)){y=2;break a}m=+p[d>>3];o=+p[d+8>>3];q=+p[d+16>>3];l=+p[d+24>>3];i=0;while(1){c=f[a>>2]|0;h=f[a+4>>2]|0;if((c|0)==(h|0))w=(i|0)>0?i:0;else{g=2;do{A=+p[c+24>>3]+(m*+p[c>>3]+(o*+p[c+8>>3]+q*+p[c+16>>3]));d=!(A*A>=l)?1:A<0.0?0:2;g=(d|0)<(g|0)?d:g;c=c+32|0}while((c|0)!=(h|0));if((g|0)==2)break;else w=(i|0)<(g|0)?g:i}a=a+12|0;if((a|0)==(j|0)){x=33;break}else i=w}if((x|0)==33)switch(w|0){case 1:case 0:{y=2;break a}case 2:break;default:break b}y=1;break a}}break}default:{}}while(0);w=1;f[z+648>>2]=e;f[z+1072>>2]=y;f[z+2184>>2]=k;f[z+2240>>2]=t;f[z+2248>>2]=v;f[z+2256>>2]=r;f[z+3608>>2]=x;f[z+3624>>2]=w;f[z+3720>>2]=0;f[z+3724>>2]=0;$mb(z);y=f[z+1072>>2]|0;G=f[z+3720>>2]|0;D=f[z+3724>>2]|0;H=+n[z+3724>>2];f[z+3720>>2]=0;f[z+3724>>2]=0;if((G|0)==1)break}else s=1}if(s)if(1)y=0}while(0);a=f[z+72>>2]|0;if(a|0)RBa(a,z+60|0);a=f[(z+60|0)>>2]|0;if(a|0){c=f[(z+64|0)>>2]|0;if((c|0)!=(a|0))f[(z+64|0)>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}a=f[z+56>>2]|0;if(a|0)SBa(a,z+44|0);a=f[(z+44|0)>>2]|0;if(a|0){c=f[(z+48|0)>>2]|0;if((c|0)!=(a|0))f[(z+48|0)>>2]=c+(~((c+-2-a|0)>>>1)<<1);sOb(a)}u=z;return y|0}function Rlb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=d+4|0;g=f[r>>2]|0;q=d+8|0;h=f[q>>2]|0;if((g|0)==(h|0)){jlb(d,b);i=f[r>>2]|0;h=f[q>>2]|0}else{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];i=g+24|0;f[r>>2]=i}g=b+24|0;if((i|0)==(h|0)){jlb(d,g);i=f[r>>2]|0;h=f[q>>2]|0}else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+32>>3];p[i+16>>3]=+p[b+40>>3];i=i+24|0;f[r>>2]=i}g=b+48|0;if((i|0)==(h|0))jlb(d,g);else{p[i>>3]=+p[g>>3];p[i+8>>3]=+p[b+56>>3];p[i+16>>3]=+p[b+64>>3];f[r>>2]=i+24}g=f[e>>2]|0;o=e+4|0;h=f[o>>2]|0;if((h|0)!=(g|0))f[o>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);h=f[a>>2]|0;n=a+4|0;g=f[n>>2]|0;if((h|0)!=(g|0)){k=e;l=d;while(1){m=k;i=f[m>>2]|0;b=m+4|0;j=f[b>>2]|0;if((j|0)!=(i|0))f[b>>2]=j+(~(((j+-24-i|0)>>>0)/24|0)*24|0);j=l;i=f[j>>2]|0;j=(f[j+4>>2]|0)-(f[l>>2]|0)|0;b=i+(((j|0)/24|0)*24|0)|0;if(j|0)do{_Ba(h,i,c,m,0);i=i+72|0}while((i|0)!=(b|0));h=h+12|0;if((h|0)==(g|0))break;else{m=l;l=k;k=m}}h=f[a>>2]|0;g=f[n>>2]|0}if(!(((g-h|0)/12|0)&1)){c=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=c;c=f[r>>2]|0;f[r>>2]=f[o>>2];f[o>>2]=c;e=e+8|0;c=f[q>>2]|0;f[q>>2]=f[e>>2];f[e>>2]=c}g=f[d>>2]|0;h=f[r>>2]|0;if((h|0)==(g|0))return;f[r>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);return}function Slb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;I=u;u=u+96|0;F=I;H=c+4|0;e=f[H>>2]|0;G=c+8|0;g=f[G>>2]|0;if((e|0)==(g|0)){jlb(c,b);h=f[H>>2]|0;g=f[G>>2]|0}else{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];h=e+24|0;f[H>>2]=h}e=b+24|0;if((h|0)==(g|0))jlb(c,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[b+32>>3];p[h+16>>3]=+p[b+40>>3];f[H>>2]=h+24}e=f[d>>2]|0;E=d+4|0;g=f[E>>2]|0;if((g|0)!=(e|0))f[E>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);g=f[a>>2]|0;D=a+4|0;e=f[D>>2]|0;if((g|0)!=(e|0)){r=F+24|0;s=F+48|0;t=F+72|0;v=F+80|0;w=F+88|0;x=F+56|0;y=F+64|0;z=F+32|0;A=F+40|0;B=F+8|0;C=F+16|0;m=d;n=c;while(1){o=m;h=f[o>>2]|0;q=o+4|0;b=f[q>>2]|0;if((b|0)!=(h|0))f[q>>2]=b+(~(((b+-24-h|0)>>>0)/24|0)*24|0);l=n;h=f[l>>2]|0;l=(f[l+4>>2]|0)-(f[n>>2]|0)|0;k=h+(((l|0)/24|0)*24|0)|0;if(l|0){l=o+8|0;do{j=dCa(g,h,F)|0;do if(j|0){i=f[q>>2]|0;b=f[l>>2]|0;if((i|0)==(b|0)){jlb(o,F);b=f[l>>2]|0;i=f[q>>2]|0}else{p[i>>3]=+p[F>>3];p[i+8>>3]=+p[B>>3];p[i+16>>3]=+p[C>>3];i=i+24|0;f[q>>2]=i}if((i|0)==(b|0))jlb(o,r);else{p[i>>3]=+p[r>>3];p[i+8>>3]=+p[z>>3];p[i+16>>3]=+p[A>>3];f[q>>2]=i+24}if((j|0)==2){b=f[q>>2]|0;i=f[l>>2]|0;if((b|0)==(i|0)){jlb(o,s);j=f[q>>2]|0;b=f[l>>2]|0}else{p[b>>3]=+p[s>>3];p[b+8>>3]=+p[x>>3];p[b+16>>3]=+p[y>>3];j=b+24|0;f[q>>2]=j;b=i}if((j|0)==(b|0)){jlb(o,t);break}else{p[j>>3]=+p[t>>3];p[j+8>>3]=+p[v>>3];p[j+16>>3]=+p[w>>3];f[q>>2]=j+24;break}}}while(0);h=h+48|0}while((h|0)!=(k|0))}g=g+12|0;if((g|0)==(e|0))break;else{q=n;n=m;m=q}}g=f[a>>2]|0;e=f[D>>2]|0}if(!(((e-g|0)/12|0)&1)){F=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=F;F=f[H>>2]|0;f[H>>2]=f[E>>2];f[E>>2]=F;d=d+8|0;F=f[G>>2]|0;f[G>>2]=f[d>>2];f[d>>2]=F}e=f[c>>2]|0;g=f[H>>2]|0;if((g|0)==(e|0)){u=I;return}f[H>>2]=g+(~(((g+-24-e|0)>>>0)/24|0)*24|0);u=I;return}function Tlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;f[a>>2]=40908;k=a+8|0;j=f[k>>2]|0;l=a+12|0;c=f[l>>2]|0;d=j;if((c|0)!=(j|0))f[l>>2]=c+(~(((c+-12-d|0)>>>0)/12|0)*12|0);f[a+4>>2]=d;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)!=(e|0))f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);b[a+20>>0]=0;b[a+37>>0]=0;c=f[a+56>>2]|0;if(c|0){d=a+60|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+40>>2]|0;if(c|0){d=a+44|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+24>>2]|0;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[k>>2]|0;if(!c)return;d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);return}function Ulb(a){a=a|0;Tlb(a);sOb(a);return}function Vlb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;r=0;s=u;u=u+1120|0;if((c|0)==1&(d^1)){r=m3a(260024,239638,36)|0;vEb(s+12|0,r+(f[(f[r>>2]|0)+-12>>2]|0)|0);d=XFb(s+12|0,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(s+12|0);OEb(r,d)|0;AEb(r)|0;r=0;u=s;return r|0}i=f[b>>2]|0;e=(f[b+4>>2]|0)-i|0;a:do if((e|0)>8&d){h=f[i>>2]|0;e=(e>>3)+-1|0;while(1){if((f[i+(e<<3)>>2]|0)!=(h|0))break a;if((f[i+(e<<3)+4>>2]|0)!=(f[(i+4|0)>>2]|0))break a;g=e+-1|0;if((e|0)>1)e=g;else{e=g;break}}}else e=(e>>3)+-1|0;while(0);while(1){if((e|0)<=0)break;g=e+-1|0;if((f[i+(e<<3)>>2]|0)!=(f[i+(g<<3)>>2]|0))break;if((f[i+(e<<3)+4>>2]|0)==(f[i+(g<<3)+4>>2]|0))e=g;else break}if(d?(e|0)<2:(e|0)<1){r=0;u=s;return r|0}h=e+1|0;p=qOb(h>>>0>48806446?-1:h*88|0)|0;if(!h)g=i;else{g=p;do{f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=g+88|0}while((g|0)!=(p+(h*88|0)|0|0));g=f[b>>2]|0}f[(s+12|0)>>2]=p;m=g+8|0;o=f[m+4>>2]|0;f[(p+96|0)>>2]=f[m>>2];f[(p+96|0)+4>>2]=o;b:do{o=1;if(o){o=0;if(amb(g,a+20|0)|0){if(!(amb((f[b>>2]|0)+(e<<3)|0,a+20|0)|0)){tOb(p);q=0;break}g=p+(e*88|0)|0;j=f[b>>2]|0;l=p;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+56>>2]=p+88|0;f[p+60>>2]=g;h=f[j+4>>2]|0;f[(p+8|0)>>2]=f[j>>2];f[(p+8|0)+4>>2]=h;f[p+52>>2]=-1;h=e+-1|0;i=j+(e<<3)|0;l=g;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=p;f[p+(e*88|0)+60>>2]=p+(h*88|0)|0;l=f[i+4>>2]|0;m=p+(e*88|0)+8|0;f[m>>2]=f[i>>2];f[m+4>>2]=l;f[p+(e*88|0)+52>>2]=-1;if((e|0)>1){g=j;do{amb(g+(h<<3)|0,a+20|0)|0;i=p+((h+1|0)*88|0)|0;e=h;h=h+-1|0;j=p+(h*88|0)|0;g=f[b>>2]|0;k=g+(e<<3)|0;l=p+(e*88|0)|0;m=l+88|0;do{f[l>>2]=0;l=l+4|0}while((l|0)<(m|0));f[p+(e*88|0)+56>>2]=i;f[p+(e*88|0)+60>>2]=j;m=f[k+4>>2]|0;f[(p+(e*88|0)+8|0)>>2]=f[k>>2];f[(p+(e*88|0)+8|0)+4>>2]=m;f[p+(e*88|0)+52>>2]=-1}while((e|0)>1)}m=p;b=p;f[s+32>>2]=a;f[s+48>>2]=c;f[s+56>>2]=d;f[s+112>>2]=m;f[s+136>>2]=b;f[s+224>>2]=q;f[s+920>>2]=p;f[s+1048>>2]=r;f[s+1064>>2]=0;f[s+1068>>2]=0;anb(s);q=f[s+224>>2]|0;G=f[s+1064>>2]|0;D=f[s+1068>>2]|0;H=+n[s+1068>>2];f[s+1064>>2]=0;f[s+1068>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 4:break b}}else o=1}if(o)if(1){tOb(p);q=0}}while(0);r=q;u=s;return r|0}function Wlb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[a+8>>2]|0;c=a+12|0;d=f[c>>2]|0;e=j;if((d|0)!=(j|0))f[c>>2]=d+(~(((d+-12-e|0)>>>0)/12|0)*12|0);f[a+4>>2]=e;i=a+24|0;j=a+28|0;d=f[j>>2]|0;g=f[i>>2]|0;e=g;c=d;if((d|0)!=(g|0)){h=0;do{e=f[e+(h<<2)>>2]|0;if(e){tOb(e);c=f[j>>2]|0;g=f[i>>2]|0;d=c}h=h+1|0;e=g}while(h>>>0<d-g>>2>>>0);d=g}if((c|0)==(e|0)){j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}f[j>>2]=c+(~((c+-4-d|0)>>>2)<<2);j=a+20|0;b[j>>0]=0;a=a+37|0;b[a>>0]=0;return}function Xlb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;m=q;n=a+8|0;b=f[n>>2]|0;p=a+4|0;f[p>>2]=b;o=a+12|0;c=f[o>>2]|0;if((c|0)==(b|0)){u=q;return}Ylb(b,c,m);l=a+56|0;c=f[l>>2]|0;k=a+60|0;if(!c)b=a+64|0;else{b=f[k>>2]|0;if((b|0)!=(c|0))f[k>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);b=a+64|0;f[b>>2]=0;f[k>>2]=0;f[l>>2]=0}f[l>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[n>>2]|0;if((b|0)!=(f[o>>2]|0)){j=a+64|0;d=0;e=0;while(1){c=f[b>>2]|0;f[m>>2]=c;if((d|0)==(e|0)){Zlb(l,m);d=f[k>>2]|0}else{f[d>>2]=c;d=d+4|0;f[k>>2]=d}i=f[l>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{r=g;g=c;c=r}}f[g>>2]=h}}c=f[b+4>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=1;f[c+52>>2]=-1}c=f[b+8>>2]|0;if(c|0){h=c;i=f[h+4>>2]|0;r=c+8|0;f[r>>2]=f[h>>2];f[r+4>>2]=i;f[c+36>>2]=2;f[c+52>>2]=-1}b=b+12|0;if((b|0)==(f[o>>2]|0))break;d=f[k>>2]|0;e=f[j>>2]|0}b=f[n>>2]|0}f[a+52>>2]=0;f[p>>2]=b;u=q;return}function Ylb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=0;l=u;u=u+736|0;j=b;a:while(1){d=j;i=j+-12|0;b=a;while(1){k=b;f[l+48>>2]=c;f[l+56>>2]=b;f[l+120>>2]=j;f[l+152>>2]=k;f[l+288>>2]=e;f[l+408>>2]=g;f[l+464>>2]=d;f[l+512>>2]=i;f[l+640>>2]=h;f[l+664>>2]=0;f[l+668>>2]=0;bnb(l);b=f[l+56>>2]|0;k=f[l+152>>2]|0;e=f[l+288>>2]|0;g=f[l+408>>2]|0;h=f[l+640>>2]|0;G=f[l+664>>2]|0;D=f[l+668>>2]|0;H=+n[l+668>>2];f[l+664>>2]=0;f[l+668>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((h|0)==81){h=0;Ylb(e+12|0,j,c);a=k;j=e;continue}else if((h|0)==82){h=0;if(g){h=83;break}else{a=k;j=e;continue}}}a=1;if(a)if((h|0)==5){if((f[k>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==7){a=k+12|0;j=f[a>>2]|0;b=(j|0)<(f[i>>2]|0);if((f[k>>2]|0)>=(j|0)){if(!b){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}if(b){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];u=l;return}else if((h|0)==15){_lb(k,k+12|0,k+24|0,i,c)|0;u=l;return}else a=1;if(a)if((h|0)==16){a=k+12|0;b=k+24|0;d=k+36|0;_lb(k,a,b,d,c)|0;if((f[d>>2]|0)>=(f[i>>2]|0)){u=l;return};f[l>>2]=f[d>>2];f[l+4>>2]=f[d+4>>2];f[l+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];if((f[b>>2]|0)>=(f[d>>2]|0)){u=l;return};f[l>>2]=f[b>>2];f[l+4>>2]=f[b+4>>2];f[l+8>>2]=f[b+8>>2];f[b>>2]=f[d>>2];f[b+4>>2]=f[d+4>>2];f[b+8>>2]=f[d+8>>2];f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){u=l;return};f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((f[k>>2]|0)>=(f[a>>2]|0)){u=l;return};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];u=l;return}else a=1;if(a)if((h|0)==22){b=k+24|0;a=k+12|0;d=f[k>>2]|0;e=f[a>>2]|0;g=f[b>>2]|0;do if((d|0)<(e|0)){if((e|0)<(g|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[b>>2];f[k+4>>2]=f[b+4>>2];f[k+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];break};f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2];if((f[a>>2]|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2]}}else if((e|0)<(g|0)){f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[l>>2];f[b+4>>2]=f[l+4>>2];f[b+8>>2]=f[l+8>>2];if((d|0)<(f[a>>2]|0)){f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];f[k>>2]=f[a>>2];f[k+4>>2]=f[a+4>>2];f[k+8>>2]=f[a+8>>2];f[a>>2]=f[l>>2];f[a+4>>2]=f[l+4>>2];f[a+8>>2]=f[l+8>>2]}}while(0);a=k+36|0;if((a|0)==(j|0)){u=l;return}while(1){e=f[a>>2]|0;if((f[b>>2]|0)<(e|0)){h=a+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;d=a;while(1){f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];if((b|0)==(k|0)){b=k;break}d=b+-12|0;if((f[d>>2]|0)<(e|0)){i=b;b=d;d=i}else break}f[b>>2]=e;i=b+4|0;f[i>>2]=g;f[i+4>>2]=h}b=a+12|0;if((b|0)==(j|0))break;else{i=a;a=b;b=i}}u=l;return}else a=1;if(a)if((h|0)==83)if(1){u=l;return}}function Zlb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function _lb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;h=u;u=u+16|0;g=h;i=f[b>>2]|0;e=(i|0)<(f[c>>2]|0);do if((f[a>>2]|0)<(i|0)){if(e){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=1;break};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];if((f[b>>2]|0)<(f[c>>2]|0)){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];e=2}else e=1}else if(e){f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)<(f[b>>2]|0)){f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];e=2}else e=1}else e=0;while(0);if((f[c>>2]|0)>=(f[d>>2]|0)){i=e;u=h;return i|0};f[g>>2]=f[c>>2];f[g+4>>2]=f[c+4>>2];f[g+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[g>>2];f[d+4>>2]=f[g+4>>2];f[d+8>>2]=f[g+8>>2];if((f[b>>2]|0)>=(f[c>>2]|0)){i=e+1|0;u=h;return i|0};f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];if((f[a>>2]|0)>=(f[b>>2]|0)){i=e+2|0;u=h;return i|0};f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[b>>2]=f[g>>2];f[b+4>>2]=f[g+4>>2];f[b+8>>2]=f[g+8>>2];i=e+3|0;u=h;return i|0}function $lb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;switch((b-a|0)/12|0|0){case 2:{d=b+-12|0;if((f[a>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 3:{e=a+12|0;d=b+-12|0;b=f[e>>2]|0;c=(b|0)<(f[d>>2]|0);if((f[a>>2]|0)>=(b|0)){if(!c){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}if(c){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[d>>2];f[e+4>>2]=f[d+4>>2];f[e+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 4:{_lb(a,a+12|0,a+24|0,b+-12|0,c)|0;i=1;u=j;return i|0}case 5:{e=a+12|0;g=a+24|0;h=a+36|0;d=b+-12|0;_lb(a,e,g,h,c)|0;if((f[h>>2]|0)>=(f[d>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[h>>2];f[i+4>>2]=f[h+4>>2];f[i+8>>2]=f[h+8>>2];f[h>>2]=f[d>>2];f[h+4>>2]=f[d+4>>2];f[h+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[g>>2]|0)>=(f[h>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[g>>2];f[i+4>>2]=f[g+4>>2];f[i+8>>2]=f[g+8>>2];f[g>>2]=f[h>>2];f[g+4>>2]=f[h+4>>2];f[g+8>>2]=f[h+8>>2];f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];if((f[e>>2]|0)>=(f[g>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[e>>2];f[i+4>>2]=f[e+4>>2];f[i+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];if((f[a>>2]|0)>=(f[e>>2]|0)){i=1;u=j;return i|0};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];i=1;u=j;return i|0}case 1:case 0:{i=1;u=j;return i|0}default:{e=a+24|0;d=a+12|0;c=f[a>>2]|0;k=f[d>>2]|0;g=f[e>>2]|0;h=(k|0)<(g|0);do if((c|0)<(k|0)){if(h){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];break};f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2];if((f[d>>2]|0)<(g|0)){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2]}}else if(h){f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];f[d>>2]=f[e>>2];f[d+4>>2]=f[e+4>>2];f[d+8>>2]=f[e+8>>2];f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];if((c|0)<(f[d>>2]|0)){f[i>>2]=f[a>>2];f[i+4>>2]=f[a+4>>2];f[i+8>>2]=f[a+8>>2];f[a>>2]=f[d>>2];f[a+4>>2]=f[d+4>>2];f[a+8>>2]=f[d+8>>2];f[d>>2]=f[i>>2];f[d+4>>2]=f[i+4>>2];f[d+8>>2]=f[i+8>>2]}}while(0);d=a+36|0;a:do if((d|0)==(b|0)){c=1;d=0}else{c=0;while(1){h=f[d>>2]|0;if((f[e>>2]|0)<(h|0)){l=d+4|0;k=f[l+4>>2]|0;g=i;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=d;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];if((e|0)==(a|0)){e=a;break}g=e+-12|0;if((f[g>>2]|0)<(h|0)){l=e;e=g;g=l}else break}f[e>>2]=h;h=i;k=f[h+4>>2]|0;l=e+4|0;f[l>>2]=f[h>>2];f[l+4>>2]=k;c=c+1|0;if((c|0)==8){c=0;d=(d+12|0)==(b|0);break a}}e=d+12|0;if((e|0)==(b|0)){c=1;d=0;break}else{l=d;d=e;e=l}}}while(0);l=d|c;u=j;return l|0}}return 0}function amb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h;e=f[a>>2]|0;g=(e|0)>32767;if(!(b[c>>0]|0)){if(!g)if(!((e|0)<-32767?1:((f[a+4>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}b[c>>0]=1;g=amb(a,c)|0;u=h;return g|0}else{c=a+4|0;if(!g)if(!((e|0)<-32767?1:((f[c>>2]|0)+32767|0)>>>0>65534)){g=1;u=h;return g|0}g=m3a(260024,239675,45)|0;g=m3a(JEb(g,f[a>>2]|0)|0,239721,3)|0;g=JEb(g,f[c>>2]|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(d,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(d);OEb(g,e)|0;AEb(g)|0;g=0;u=h;return g|0}return 0}function bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function cmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;if((f[b+52>>2]|0)==-2){a:do if(c){d=b;while(1){e=f[d+56>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+60>>2]|0}while((d|0)!=(b|0))}else{d=b;while(1){e=f[d+60>>2]|0;if((f[d+20>>2]|0)==(f[e+4>>2]|0))d=e;else break}if((d|0)!=(b|0))do{if(!(+p[d+24>>3]==-1.e+40)){h=11;break a}d=f[d+56>>2]|0}while((d|0)!=(b|0))}while(0);if((h|0)==11)if((d|0)!=(b|0)){d=f[(c?b+56|0:b+60|0)>>2]|0;f[i>>2]=f[d+4>>2];f[i+4>>2]=0;f[i+8>>2]=d;f[d+40>>2]=0;d=dmb(a,d,c)|0;e=a+12|0;h=f[e>>2]|0;if((h|0)==(f[a+16>>2]|0))bmb(a+8|0,i);else{f[h>>2]=f[i>>2];f[h+4>>2]=f[i+4>>2];f[h+8>>2]=f[i+8>>2];f[e>>2]=(f[e>>2]|0)+12}b=d;u=j;return b|0}if(c){b=f[b+56>>2]|0;u=j;return b|0}else{b=f[b+60>>2]|0;u=j;return b|0}}g=+p[b+24>>3];do if(g==-1.e+40){d=f[(c?b+60|0:b+56|0)>>2]|0;e=f[b>>2]|0;h=(f[d>>2]|0)!=(e|0);if(!(+p[d+24>>3]==-1.e+40)){if(!h)break;a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i;break}if(h)if((f[d+16>>2]|0)!=(e|0)){a=b+16|0;i=f[a>>2]|0;f[a>>2]=e;f[b>>2]=i}}while(0);if(c){e=b;while(1){h=f[e+56>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+60>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+56>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+60>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+60>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+56|0}else{e=b;while(1){h=f[e+60>>2]|0;if((f[e+20>>2]|0)!=(f[h+4>>2]|0))break;if((f[h+52>>2]|0)==-2)break;else e=h}if(+p[e+24>>3]==-1.e+40)if((f[h+52>>2]|0)!=-2){d=e;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);e=(f[d+16>>2]|0)>=(f[h+16>>2]|0)?d:e}if((e|0)!=(b|0)){a=b;while(1){h=f[a+60>>2]|0;f[a+64>>2]=h;if(!((a|0)==(b|0)|g!=-1.e+40)){d=f[a>>2]|0;if((d|0)!=(f[(f[a+56>>2]|0)+16>>2]|0)){i=a+16|0;c=f[i>>2]|0;f[i>>2]=d;f[a>>2]=c}}if((e|0)==(h|0))break;a=h;g=+p[h+24>>3]}if(!((e|0)==(b|0)?1:+p[e+24>>3]!=-1.e+40)){d=f[e>>2]|0;if((d|0)!=(f[(f[e+56>>2]|0)+16>>2]|0)){c=e+16|0;b=f[c>>2]|0;f[c>>2]=d;f[e>>2]=b}}}d=e+60|0}b=f[d>>2]|0;u=j;return b|0}function emb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;r=s+4|0;p=s;q=a+76|0;Xlb(q);f[r>>2]=r;d=r+4|0;f[d>>2]=r;e=r+8|0;f[e>>2]=0;g=a+44|0;h=a+52|0;if(f[h>>2]|0){c=f[a+48>>2]|0;o=(f[g>>2]|0)+4|0;n=f[c>>2]|0;f[n+4>>2]=f[o>>2];f[f[o>>2]>>2]=n;f[h>>2]=0;if((c|0)!=(g|0)){do{o=c;c=f[c+4>>2]|0;sOb(o)}while((c|0)!=(g|0));c=f[e>>2]|0;if(c|0){m=f[d>>2]|0;n=f[r>>2]|0;o=n+4|0;l=f[m>>2]|0;f[l+4>>2]=f[o>>2];f[f[o>>2]>>2]=l;l=f[g>>2]|0;f[l+4>>2]=m;f[m>>2]=l;f[g>>2]=n;f[o>>2]=g;f[h>>2]=(f[h>>2]|0)+c;f[e>>2]=0}}}k=a+56|0;f[k>>2]=0;do if(jmb(q,r)|0){c=f[r>>2]|0;kmb(a,c);l=a+88|0;m=a+80|0;n=a+16|0;o=a+20|0;a:while(1){if(!(jmb(q,p)|0))if((f[m>>2]|0)==(f[l>>2]|0)){p=26;break}while(1){d=f[k>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:k)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){p=23;break a}}c=f[o>>2]|0;d=f[n>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[o>>2]|0;d=f[n>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[o>>2]=c+(~((c+-4-d|0)>>>2)<<2)}c=f[p>>2]|0;if(!(mmb(a,c)|0)){p=25;break}if(!(nmb(a,c)|0)){p=25;break}kmb(a,c)}if((p|0)==23){f[r>>2]=c;p=24;break}else if((p|0)==25){k=0;break}else if((p|0)==26){n=a+116|0;o=a+120|0;e=f[o>>2]|0;d=f[n>>2]|0;c=d;if((e|0)!=(d|0)){l=a+72|0;m=e-d>>2;i=0;do{g=f[c+(i<<2)>>2]|0;k=f[g+16>>2]|0;if(k|0)if(!(b[g+5>>0]|0)){h=b[l>>0]^b[g+4>>0];j=0.0;g=k;do{r=f[g+16>>2]|0;j=j+ +((f[g+4>>2]|0)+(f[r+4>>2]|0)|0)*+((f[r+8>>2]|0)-(f[g+8>>2]|0)|0);g=f[g+12>>2]|0}while((g|0)!=(k|0));if((h&255|0)==(j*.5>0.0|0)){g=k;do{q=g+12|0;r=g;g=f[q>>2]|0;r=r+16|0;f[q>>2]=f[r>>2];f[r>>2]=g}while((g|0)!=(k|0))}}i=i+1|0}while(i>>>0<m>>>0)}if((f[a+4>>2]|0)!=(f[a+8>>2]|0)){omb(a);c=f[n>>2]|0;e=f[o>>2]|0;d=c}if((e|0)!=(d|0)){h=0;do{c=f[c+(h<<2)>>2]|0;g=c+16|0;d=f[g>>2]|0;do if(d|0){if(!(b[c+5>>0]|0)){pmb(a,c);break}c=f[d+16>>2]|0;b:do if((c|0)==(d|0))c=d;else while(1){while(1){d=f[d+12>>2]|0;e=f[d+16>>2]|0;if((f[d+4>>2]|0)==(f[e+4>>2]|0))if((f[d+8>>2]|0)==(f[e+8>>2]|0))break;if((c|0)==(d|0))break b}c=(d|0)==(c|0)?e:c;r=d+12|0;f[e+12>>2]=f[r>>2];f[(f[r>>2]|0)+16>>2]=e;sOb(d);if((c|0)==(e|0)){c=e;break}else d=e}while(0);if((f[c+16>>2]|0)==(c|0)){sOb(c);f[g>>2]=0}}while(0);h=h+1|0;c=f[n>>2]|0}while(h>>>0<(f[o>>2]|0)-c>>2>>>0)}if(!(b[a+74>>0]|0)){k=1;break}qmb(a);k=1;break}}else p=24;while(0);if((p|0)==24)k=0;h=a+4|0;i=a+8|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)!=(d|0)){g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if(!((d|0)==(c|0)|(e|0)==0))f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2)}h=a+16|0;i=a+20|0;c=f[i>>2]|0;d=f[h>>2]|0;if((c|0)==(d|0)){u=s;return k|0}else g=0;do{e=f[d+(g<<2)>>2]|0;if(e){sOb(e);c=f[i>>2]|0;d=f[h>>2]|0}g=g+1|0;e=c-d>>2}while(g>>>0<e>>>0);if((d|0)==(c|0)|(e|0)==0){u=s;return k|0}f[i>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=s;return k|0}function fmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);return}function gmb(a){a=a|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function hmb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);return}function imb(a){a=a|0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;q4a(a,40996);Tlb(a+76|0);sOb(a);return}function jmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=f[a+56>>2]|0;p=a+60|0;a=f[p>>2]|0;if((r|0)==(a|0)){r=0;return r|0}f[b>>2]=f[r>>2];q=r;d=a-q|0;c=d>>2;k=a+-4|0;if((d|0)>4){j=f[r>>2]|0;f[r>>2]=f[k>>2];f[k>>2]=j;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;a=r+4|0;c=a;if((d|0)>12){o=r+8|0;n=(f[a>>2]|0)<(f[o>>2]|0);a=n?2:1;c=n?o:c}else a=1;d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{o=g;g=c;f[o>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){o=d+4|0;n=(f[d>>2]|0)<(f[o>>2]|0);a=n?e:a;c=n?o:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){r=1;return r|0}l=r+4|0;m=l;n=r+8|0;o=n;while(1){a=f[b>>2]|0;if((a|0)!=(f[r>>2]|0)){a=1;c=26;break}d=k-q|0;c=d>>2;k=k+-4|0;if((d|0)>4){f[r>>2]=f[k>>2];f[k>>2]=a;j=c+-1|0;if((c|0)!=2){i=(c+-3|0)/2|0;if((d|0)>12){c=(f[l>>2]|0)<(f[n>>2]|0);a=c?2:1;c=c?o:m}else{a=1;c=m}d=f[c>>2]|0;h=f[r>>2]|0;if((d|0)>=(h|0)){g=r;do{e=g;g=c;f[e>>2]=d;if((i|0)<(a|0))break;a=a<<1|1;d=r+(a<<2)|0;c=d;e=a+1|0;if((e|0)<(j|0)){s=d+4|0;d=(f[d>>2]|0)<(f[s>>2]|0);a=d?e:a;c=d?s:c}d=f[c>>2]|0}while((d|0)>=(h|0));f[g>>2]=h}}}f[p>>2]=k;if((r|0)==(k|0)){a=1;c=26;break}}if((c|0)==26)return a|0;return 0}function kmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0,I=0;F=u;u=u+16|0;A=F;B=a+88|0;C=a+80|0;c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){u=F;return}D=a+132|0;E=a+136|0;r=a+140|0;s=a+128|0;t=a+56|0;v=a+8|0;w=a+12|0;x=a+4|0;y=a+16|0;z=a+20|0;while(1){if((f[c>>2]|0)!=(b|0)){c=107;break}f[C>>2]=c+12;o=f[c+4>>2]|0;q=f[c+8>>2]|0;n=(o|0)!=0;do if(n){Rmb(a,o,0);if(!q){Smb(a,o);if(Tmb(a,o)|0)j=Amb(a,o,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}break}if(!(f[s>>2]|0)){f[q+72>>2]=0;f[q+68>>2]=0;c=s}else{i=q+20|0;j=q+16|0;k=q+24|0;l=q+4|0;c=o+68|0;d=f[c>>2]|0;a:do if(!d){e=o;d=0}else{m=f[q+8>>2]|0;e=o;while(1){g=f[d+8>>2]|0;do if((m|0)==(g|0)){g=f[i>>2]|0;h=f[d+20>>2]|0;if((g|0)>(h|0)){G=+p[d+24>>3]*+(g-(f[d+4>>2]|0)|0);if((f[j>>2]|0)<((f[d>>2]|0)+~~(G+(G<0.0?-.5:.5))|0))break a;else break}if((g|0)==(h|0))g=f[j>>2]|0;else{G=+p[k>>3]*+(h-(f[l>>2]|0)|0);g=(f[q>>2]|0)+~~(G+(G<0.0?-.5:.5))|0}if((f[d+16>>2]|0)>(g|0))break a}else if((m|0)<(g|0))break a;while(0);c=d+68|0;e=f[c>>2]|0;if(!e){e=d;d=0;break}else{h=d;d=e;e=h}}}while(0);f[q+68>>2]=d;d=f[c>>2]|0;if(d|0)f[d+72>>2]=q;f[q+72>>2]=e}f[c>>2]=q;Smb(a,o);f[q+44>>2]=f[o+44>>2];f[q+48>>2]=f[o+48>>2];if(Tmb(a,o)|0)j=Gmb(a,o,q,o)|0;else j=0;c=f[o+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}else{Rmb(a,q,0);Smb(a,q);if(Tmb(a,q)|0)j=Amb(a,q,q)|0;else j=0}while(0);if(q|0){k=q+24|0;if(+p[k>>3]==-1.e+40){c=f[t>>2]|0;if(!c){f[t>>2]=q;f[q+80>>2]=0;c=0}else{f[q+80>>2]=0;f[c+80>>2]=q;f[t>>2]=q}f[q+76>>2]=c;c=f[q+64>>2]|0;if(c|0){c=f[c+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}}else{c=f[q+20>>2]|0;f[A>>2]=c;d=f[E>>2]|0;if((d|0)==(f[r>>2]|0)){Zlb(D,A);d=f[E>>2]|0}else{f[d>>2]=c;d=d+4|0;f[E>>2]=d}i=f[D>>2]|0;c=d-i|0;if((c|0)>4){e=((c>>>2)+-2|0)/2|0;g=i+(e<<2)|0;c=d+-4|0;d=f[g>>2]|0;h=f[c>>2]|0;if((d|0)<(h|0)){while(1){f[c>>2]=d;if(!e)break;e=(e+-1|0)/2|0;c=i+(e<<2)|0;d=f[c>>2]|0;if((d|0)>=(h|0))break;else{m=g;g=c;c=m}}f[g>>2]=h}}}if(n){if(j|0)if(+p[k>>3]==-1.e+40){d=f[z>>2]|0;c=f[y>>2]|0;if((d|0)!=(c|0))if(f[q+40>>2]|0){i=q+16|0;h=0;do{e=f[c+(h<<2)>>2]|0;g=f[e>>2]|0;m=f[g+4>>2]|0;e=e+8|0;n=f[e>>2]|0;k=f[q>>2]|0;H=f[i>>2]|0;l=(m|0)>(n|0);I=(k|0)>(H|0);if(((l?n:m)|0)<((I?k:H)|0)?((I?H:k)|0)<((l?m:n)|0):0){I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=g;f[d+4>>2]=j;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[y>>2]|0;d=f[z>>2]|0}h=h+1|0}while(h>>>0<d-c>>2>>>0)}}if((f[o+52>>2]|0)>-1){c=f[o+72>>2]|0;if(c|0)if((f[c+8>>2]|0)==(f[o>>2]|0))if((f[c+52>>2]|0)>-1){H=c;I=c+16|0;m=o+8|0;d=o+16|0;n=d;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[o+40>>2]|0)if(f[c+40>>2]|0){n=Amb(a,c,o)|0;I=d;H=f[I>>2]|0;I=f[I+4>>2]|0;c=pOb(16)|0;f[A>>2]=c;f[c>>2]=j;f[c+4>>2]=n;d=c+8|0;f[d>>2]=H;f[d+4>>2]=I;d=f[v>>2]|0;if((d|0)==(f[w>>2]|0))Bmb(x,A);else{f[d>>2]=c;f[v>>2]=(f[v>>2]|0)+4}}}}g=o+68|0;c=f[g>>2]|0;if((c|0)!=(q|0)){if((f[q+52>>2]|0)>-1){d=f[q+72>>2]|0;if((f[d+52>>2]|0)>-1){H=d+8|0;I=d+16|0;m=q+8|0;e=q+16|0;n=e;if((X((f[m>>2]|0)-(f[n>>2]|0)|0,(f[H+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[m+4>>2]|0)-(f[n+4>>2]|0)|0,(f[H>>2]|0)-(f[I>>2]|0)|0)|0))if(f[q+40>>2]|0)if(f[d+40>>2]|0){c=Amb(a,d,q)|0;I=e;H=f[I>>2]|0;I=f[I+4>>2]|0;d=pOb(16)|0;f[A>>2]=d;f[d>>2]=j;f[d+4>>2]=c;c=d+8|0;f[c>>2]=H;f[c+4>>2]=I;c=f[v>>2]|0;if((c|0)==(f[w>>2]|0))Bmb(x,A);else{f[c>>2]=d;f[v>>2]=(f[v>>2]|0)+4}c=f[g>>2]|0}}}if(!((c|0)==0|(c|0)==(q|0))){d=o+8|0;do{Dmb(a,q,c,d);c=f[c+68>>2]|0}while((c|0)!=(q|0))}}}}c=f[C>>2]|0;if((c|0)==(f[B>>2]|0)){c=107;break}}if((c|0)==107){u=F;return}}function lmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0;s=0;t=u;u=u+1632|0;f[t>>2]=b;m=(f[b+40>>2]|0)==0;o=f[b>>2]|0;q=f[b+16>>2]|0;k=(o|0)<(q|0)?o:q;r=(o|0)<(q|0)?q:o;l=b;while(1){c=f[l+64>>2]|0;if(!c){s=4;break}if(+p[c+24>>3]==-1.e+40)l=c;else{j=0;break}}do if((s|0)==4){c=f[l+56>>2]|0;d=f[l+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}c=f[l+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[l+20>>2]|0))if(!(f[c+64>>2]|0)){j=c;break}j=0}while(0);a:do if(!(f[(a+52|0)>>2]|0)){h=a+48|0;i=a+44|0;c=0;d=0}else{if((o|0)<(q|0)){d=f[(a+48|0)>>2]|0;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;c=d;d=0;break}else c=d;while(1){e=f[c+8>>2]|0;if((e|0)>(o|0))break;c=f[d+4>>2]|0;d=c;if((a+44|0|0)==(d|0)){h=a+48|0;i=a+44|0;d=0;break a}}h=a+48|0;i=a+44|0;c=(e|0)<(f[l+16>>2]|0)?c:a+44|0;d=0;break}g=f[(a+48|0)>>2]|0;if((g|0)==(a+44|0|0)){h=a+48|0;i=a+44|0;c=0;d=a+44|0}else{d=a+44|0;c=a+44|0;while(1){if((f[(f[d>>2]|0)+8>>2]|0)<=(o|0))break;e=f[d>>2]|0;if((g|0)==(e|0)){h=a+48|0;i=a+44|0;c=0;d=e;break a}else{d=e;c=e}}if((c|0)==(g|0)){h=a+48|0;i=a+44|0;c=0}else{h=a+48|0;i=a+44|0;c=0;d=(f[(f[d>>2]|0)+8>>2]|0)>(f[l+16>>2]|0)?d:g}}}while(0);v=0;e=(o|0)<(q|0);g=k;k=r;o=c;q=d;r=b;f[t+32>>2]=a;f[t+80>>2]=l;f[t+88>>2]=j;f[t+96>>2]=v;f[t+144>>2]=e;f[t+152>>2]=g;f[t+160>>2]=k;f[t+208>>2]=h;f[t+216>>2]=i;f[t+272>>2]=o;f[t+368>>2]=q;f[t+456>>2]=r;f[t+1456>>2]=m;f[t+1528>>2]=s;f[t+1560>>2]=0;f[t+1564>>2]=0;cnb(t);G=f[t+1560>>2]|0;D=f[t+1564>>2]|0;H=+n[t+1564>>2];f[t+1560>>2]=0;f[t+1564>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function mmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[a+128>>2]|0)){a=1;return a|0}Hmb(a,b);h=a+28|0;i=a+32|0;b=f[i>>2]|0;c=f[h>>2]|0;switch(b-c>>2|0){case 1:{d=b;break}case 0:{a=1;return a|0}default:e=3}do if((e|0)==3)if(Imb(a)|0){d=f[i>>2]|0;c=f[h>>2]|0;break}else{a=0;return a|0}while(0);b=c;if((d|0)==(c|0)){d=b;b=c}else{g=a+76|0;e=0;while(1){b=f[b+(e<<2)>>2]|0;d=b+4|0;Dmb(a,f[b>>2]|0,f[d>>2]|0,b+8|0);Emb(g,f[b>>2]|0,f[d>>2]|0);if(b|0)sOb(b);e=e+1|0;b=f[i>>2]|0;c=f[h>>2]|0;d=c;if(e>>>0>=b-c>>2>>>0)break;else b=d}}if((d|0)!=(b|0))f[i>>2]=b+(~((b+-4-c|0)>>>2)<<2);f[a+56>>2]=0;a=1;return a|0}function nmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0;H=u;u=u+32|0;E=H+28|0;t=H+8|0;v=H+24|0;w=H+20|0;x=H;F=H+16|0;G=a+76|0;D=a+128|0;d=f[D>>2]|0;f[F>>2]=d;a:do if(!d){C=a+44|0;B=a+52|0;A=a+56|0}else{k=a+74|0;l=a+44|0;m=a+52|0;o=a+56|0;q=a+8|0;r=a+12|0;s=a+4|0;b:while(1){h=d;c:do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0)){d=f[h+56>>2]|0;e=f[h+16>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}else y=10;else y=10;else y=10;if((y|0)==10){y=0;d=f[h+60>>2]|0;if((f[d+16>>2]|0)==(e|0))if((f[d+20>>2]|0)==(f[h+20>>2]|0))if(!(f[d+64>>2]|0)){j=d;y=13}}do if((y|0)==13){y=0;if((f[j+52>>2]|0)!=-2){n=+p[j+24>>3];if((f[j+68>>2]|0)==(f[j+72>>2]|0))if(n==-1.e+40){y=20;break c}else break;else if(n!=-1.e+40)break;else{y=20;break c}}}while(0);if(b[k>>0]|0){g=pOb(12)|0;f[g+8>>2]=f[h+16>>2];f[g+4>>2]=l;e=f[l>>2]|0;f[g>>2]=e;f[e+4>>2]=g;f[l>>2]=g;f[m>>2]=(f[m>>2]|0)+1}d=f[h+72>>2]|0;g=ymb(a,h)|0;if(g)g=(d|0)==0?D:d+68|0;else{z=0;y=84;break b}}else y=20;else y=20;while(0);if((y|0)==20){y=0;do if((f[h+20>>2]|0)==(c|0))if(!(f[h+64>>2]|0))y=29;else if(+p[(f[h+64>>2]|0)+24>>3]==-1.e+40){if(!(zmb(G,F)|0)){z=0;y=84;break b}d=f[F>>2]|0;if((f[d+52>>2]|0)>-1)Amb(a,d,d)|0;e=f[o>>2]|0;if(!e){f[o>>2]=d;f[d+80>>2]=0;f[d+76>>2]=0;i=d;break}else{f[d+76>>2]=e;f[d+80>>2]=0;f[e+80>>2]=d;f[o>>2]=d;i=d;break}}else y=29;else y=29;while(0);if((y|0)==29){y=0;if((f[h+20>>2]|0)==(c|0))d=f[h+16>>2]|0;else{n=+p[h+24>>3]*+(c-(f[h+4>>2]|0)|0);d=(f[h>>2]|0)+~~(n+(n<0.0?-.5:.5))|0}f[h+8>>2]=d;f[h+12>>2]=c;i=h}if(!(b[k>>0]|0))d=i;else{d=f[i+72>>2]|0;if((f[i+52>>2]|0)>-1)if((d|0)!=0&(f[i+40>>2]|0)!=0)if((f[d+52>>2]|0)>-1)if((f[d+8>>2]|0)==(f[i+8>>2]|0))if(!(f[d+40>>2]|0))d=i;else{h=i+8|0;g=f[h>>2]|0;h=f[h+4>>2]|0;I=t;f[I>>2]=g;f[I+4>>2]=h;I=Amb(a,d,t)|0;e=Amb(a,i,t)|0;d=pOb(16)|0;f[E>>2]=d;f[d>>2]=I;f[d+4>>2]=e;e=d+8|0;f[e>>2]=g;f[e+4>>2]=h;e=f[q>>2]|0;if((e|0)==(f[r>>2]|0))Bmb(s,E);else{f[e>>2]=d;f[q>>2]=(f[q>>2]|0)+4}d=f[F>>2]|0}else d=i;else d=i;else d=i;else d=i}g=d+68|0}d=f[g>>2]|0;f[F>>2]=d;if(!d){C=l;B=m;A=o;break a}}if((y|0)==84){u=H;return z|0}}while(0);j=a+48|0;f[v>>2]=f[j>>2];f[w>>2]=C;I=f[B>>2]|0;f[t>>2]=f[v>>2];f[E>>2]=f[w>>2];Cmb(t,E,I,x)|0;while(1){d=f[A>>2]|0;if(!d)break;e=d+80|0;g=f[e>>2]|0;h=d+76|0;i=f[h>>2]|0;f[(g|0?g+76|0:A)>>2]=i;if(i|0)f[i+80>>2]=g;f[h>>2]=0;f[e>>2]=0;if(!(lmb(a,d)|0)){z=0;y=84;break}}if((y|0)==84){u=H;return z|0}if(f[B>>2]|0){d=f[j>>2]|0;I=(f[a+44>>2]|0)+4|0;A=f[d>>2]|0;f[A+4>>2]=f[I>>2];f[f[I>>2]>>2]=A;f[B>>2]=0;if((d|0)!=(C|0))do{I=d;d=f[d+4>>2]|0;sOb(I)}while((d|0)!=(C|0))}d=f[D>>2]|0;f[F>>2]=d;if(!d){I=1;u=H;return I|0}k=a+8|0;l=a+12|0;m=a+4|0;d:while(1){e=d;do if((f[d+20>>2]|0)==(c|0))if(!(f[d+64>>2]|0))d=e;else{if((f[e+52>>2]|0)>-1)j=Amb(a,e,e+16|0)|0;else j=0;if(!(zmb(G,F)|0)){z=0;y=84;break d}d=f[F>>2]|0;g=f[d+72>>2]|0;i=f[d+68>>2]|0;if(g|0){h=g+8|0;if((f[h>>2]|0)==(f[d>>2]|0)){e=f[g+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[g+52>>2]|0)>-1)if((e|0)>(f[g+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=h;C=g+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[g+40>>2]|0){C=Amb(a,g,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}break}}}}if(i){g=i+8|0;if((f[g>>2]|0)==(f[d>>2]|0)){e=f[i+12>>2]|0;if(j|0?(e|0)==(f[d+4>>2]|0):0)if((f[i+52>>2]|0)>-1)if((e|0)>(f[i+20>>2]|0)){D=d+8|0;e=d+16|0;I=e;B=g;C=i+16|0;if((X((f[B>>2]|0)-(f[C>>2]|0)|0,(f[D+4>>2]|0)-(f[I+4>>2]|0)|0)|0)==(X((f[B+4>>2]|0)-(f[C+4>>2]|0)|0,(f[D>>2]|0)-(f[I>>2]|0)|0)|0))if(f[d+40>>2]|0)if(f[i+40>>2]|0){C=Amb(a,i,d)|0;I=e;D=f[I>>2]|0;I=f[I+4>>2]|0;g=pOb(16)|0;f[E>>2]=g;f[g>>2]=j;f[g+4>>2]=C;e=g+8|0;f[e>>2]=D;f[e+4>>2]=I;e=f[k>>2]|0;if((e|0)==(f[l>>2]|0))Bmb(m,E);else{f[e>>2]=g;f[k>>2]=(f[k>>2]|0)+4}}}}}}else d=e;while(0);d=f[d+68>>2]|0;f[F>>2]=d;if(!d){z=1;y=84;break}}if((y|0)==84){u=H;return z|0}return 0}function omb(a){a=a|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+16|0;s=C;x=a+4|0;y=a+8|0;c=f[x>>2]|0;if((f[y>>2]|0)==(c|0)){u=C;return}z=a+116|0;A=a+116|0;B=a+120|0;t=a+124|0;v=a+73|0;w=a+72|0;r=0;do{j=f[c+(r<<2)>>2]|0;e=f[z>>2]|0;p=f[e+(f[f[j>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[p>>2]<<2)>>2]|0;if((p|0)==(c|0))break;else p=c}k=j+4|0;i=f[e+(f[f[k>>2]>>2]<<2)>>2]|0;while(1){c=f[e+(f[i>>2]<<2)>>2]|0;if((i|0)==(c|0))break;else i=c}n=p+16|0;a:do if(f[n>>2]|0){g=i+16|0;if(f[g>>2]|0)if(!(b[p+5>>0]|0))if(!(b[i+5>>0]|0)){h=(p|0)==(i|0);b:do if(h){e=p;l=p}else{c=p;while(1){c=f[c+8>>2]|0;if((c|0)==(i|0)){e=i;l=i;break b}if(!c){c=i;break}}do{c=f[c+8>>2]|0;if((c|0)==(p|0)){e=p;l=i;break b}}while((c|0)!=0);e=umb(p,i)|0;l=i}while(0);if(vmb(a,j,p,l)|0){if(!h){f[g>>2]=0;f[l+20>>2]=0;f[i>>2]=f[p>>2];b[p+4>>0]=b[e+4>>0]|0;c=l+8|0;if((e|0)==(l|0))f[p+8>>2]=f[c>>2];f[c>>2]=p;if(!(b[v>>0]|0))break;c=f[B>>2]|0;e=f[A>>2]|0;j=e;if((c|0)==(e|0))break;g=c-e>>2;e=0;while(1){h=f[j+(e<<2)>>2]|0;i=h+8|0;c=f[i>>2]|0;c:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break c;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);if((c|0)==(l|0)&(f[h+16>>2]|0)!=0)f[i>>2]=p;e=e+1|0;if(e>>>0>=g>>>0)break a}}f[n>>2]=f[j>>2];f[p+20>>2]=0;c=pOb(24)|0;f[s>>2]=c;b[c+4>>0]=0;b[c+5>>0]=0;e=c+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[B>>2]|0;if((e|0)==(f[t>>2]|0)){rmb(A,s);m=f[B>>2]|0}else{f[e>>2]=c;m=(f[B>>2]|0)+4|0;f[B>>2]=m}j=f[A>>2]|0;o=f[s>>2]|0;f[o>>2]=(m-j>>2)+-1;g=f[k>>2]|0;i=o+16|0;f[i>>2]=g;e=f[o>>2]|0;c=g;do{f[c>>2]=e;c=f[c+16>>2]|0}while((c|0)!=(g|0));h=f[n>>2]|0;c=g;do{e=smb(c+4|0,h)|0;if((e|0)>-1){q=28;break}c=f[c+12>>2]|0}while((c|0)!=(g|0));if((q|0)==28){q=0;if(!e){c=h;while(1){i=smb(c+4|0,g)|0;if((i|0)>-1){q=39;break}c=f[c+12>>2]|0;if((c|0)==(h|0)){q=38;break}}if((q|0)==38){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c}else if((q|0)==39){q=0;e=p+4|0;c=b[e>>0]|0;b[o+4>>0]=c;if(!i){f[o+8>>2]=f[p+8>>2];if(!(b[v>>0]|0))break;l=j;if((m|0)==(j|0))break;j=m-j>>2;i=0;while(1){e=f[l+(i<<2)>>2]|0;k=e+8|0;c=f[k>>2]|0;d:do if(!c)c=0;else while(1){if(f[c+16>>2]|0)break d;c=f[c+8>>2]|0;if(!c){c=0;break}}while(0);h=f[e+16>>2]|0;do if((c|0)==(p|0)&(h|0)!=0){c=h;do{e=smb(c+4|0,g)|0;if((e|0)>-1){q=56;break}c=f[c+12>>2]|0}while((c|0)!=(h|0));if((q|0)==56){q=0;if(!e)break}f[k>>2]=o}while(0);i=i+1|0;if(i>>>0>=j>>>0)break a}}}c=c^1;b[e>>0]=c;m=p+8|0;f[o+8>>2]=f[m>>2];f[m>>2]=o;if(b[v>>0]|0){tmb(a,p,o);c=b[e>>0]|0;h=f[n>>2]|0}e=(b[w>>0]^c)&255;g=(h|0)==0;if(g)d=0.0;else{d=0.0;c=h;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(h|0));d=d*.5}if((e|0)!=(d>0.0|0)|g)break;else c=h;while(1){o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c;if((c|0)==(h|0))break a}}}e=o+4|0;c=b[p+4>>0]^1;b[e>>0]=c;f[o+8>>2]=p;if(b[v>>0]|0){tmb(a,o,p);c=b[e>>0]|0;g=f[i>>2]|0}e=(b[w>>0]^c)&255;if(!g)d=0.0;else{d=0.0;c=g;do{p=f[c+16>>2]|0;d=d+ +((f[c+4>>2]|0)+(f[p+4>>2]|0)|0)*+((f[p+8>>2]|0)-(f[c+8>>2]|0)|0);c=f[c+12>>2]|0}while((c|0)!=(g|0));d=d*.5}if(!((e|0)!=(d>0.0|0)|(g|0)==0)){c=g;do{o=c+12|0;p=c;c=f[o>>2]|0;p=p+16|0;f[o>>2]=f[p>>2];f[p>>2]=c}while((c|0)!=(g|0))}}}}while(0);r=r+1|0;c=f[x>>2]|0}while(r>>>0<(f[y>>2]|0)-c>>2>>>0);u=C;return}function pmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[c+20>>2]=0;r=c+16|0;d=f[r>>2]|0;if(!(b[a+112>>0]|0))e=(b[a+74>>0]|0)!=0;else e=1;c=d;g=c+16|0;a=f[g>>2]|0;a:do if((a|0)==(c|0)){a=c;q=22}else{if(e){e=0;p=g}else{e=0;l=g;b:while(1){i=c+12|0;j=f[i>>2]|0;k=j;if((a|0)==(j|0))break a;g=c+4|0;h=f[g>>2]|0;if((h|0)==(f[j+4>>2]|0))if((f[c+8>>2]|0)==(f[j+8>>2]|0))q=30;else q=27;else q=27;do if((q|0)==27){q=0;if((h|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=30;break}o=a+4|0;m=g;p=f[m>>2]|0;m=f[m+4>>2]|0;n=j+4|0;if((X(p-(f[n>>2]|0)|0,(f[o+4>>2]|0)-m|0)|0)==(X(m-(f[n+4>>2]|0)|0,(f[o>>2]|0)-p|0)|0))q=30;else{if((e|0)==(c|0))break b;e=(e|0)==0?c:e;d=k}}while(0);if((q|0)==30){q=0;f[a+12>>2]=k;f[(f[i>>2]|0)+16>>2]=f[l>>2];p=f[l>>2]|0;sOb(d);e=0;d=p}c=d;l=c+16|0;a=f[l>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}c:while(1){n=c+12|0;i=f[n>>2]|0;o=i;if((a|0)==(i|0))break a;h=c+4|0;g=f[h>>2]|0;if((g|0)==(f[i+4>>2]|0))if((f[c+8>>2]|0)==(f[i+8>>2]|0))q=19;else q=8;else q=8;d:do if((q|0)==8){q=0;if((g|0)==(f[a+4>>2]|0))if((f[c+8>>2]|0)==(f[a+8>>2]|0)){q=19;break}m=a+4|0;l=f[m>>2]|0;m=f[m+4>>2]|0;k=h;j=f[k>>2]|0;k=f[k+4>>2]|0;h=i+4|0;g=f[h>>2]|0;h=f[h+4>>2]|0;do if((X(j-g|0,m-k|0)|0)==(X(k-h|0,l-j|0)|0)){i=(l|0)==(g|0);if(i&(m|0)==(h|0)){q=19;break d}if((l|0)==(j|0)&(m|0)==(k|0)){q=19;break d}if((j|0)==(g|0)&(k|0)==(h|0)){q=19;break d}if(i)if((m|0)<(k|0)^(k|0)<(h|0)){q=19;break d}else break;else if((l|0)<(j|0)^(j|0)<(g|0)){q=19;break d}else break}while(0);if((e|0)==(c|0))break c;e=(e|0)==0?c:e;d=o}while(0);if((q|0)==19){q=0;f[a+12>>2]=o;f[(f[n>>2]|0)+16>>2]=f[p>>2];p=f[p>>2]|0;sOb(d);e=0;d=p}c=d;p=c+16|0;a=f[p>>2]|0;if((a|0)==(c|0)){a=c;q=22;break a}}f[r>>2]=c;return}while(0);if((q|0)==22)if(!d){q=0;f[r>>2]=q;return}else c=a;f[a+12>>2]=0;do{q=c;c=f[c+12>>2]|0;sOb(q)}while((c|0)!=0);c=0;f[r>>2]=c;return}function qmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;y=D;z=a+116|0;A=a+120|0;c=f[z>>2]|0;if((f[A>>2]|0)==(c|0)){u=D;return}B=a+124|0;C=a+73|0;x=0;do{r=f[c+(x<<2)>>2]|0;x=x+1|0;s=r+16|0;c=f[s>>2]|0;a:do if(c|0)if(!(b[r+5>>0]|0)){t=r+4|0;v=r+8|0;q=c;do{p=q+12|0;d=f[p>>2]|0;if((d|0)==(c|0))break a;m=q+4|0;n=q+8|0;o=q+16|0;c=d;do{b:do if((f[m>>2]|0)==(f[c+4>>2]|0))if((f[n>>2]|0)==(f[c+8>>2]|0))if((f[c+12>>2]|0)!=(q|0)){d=c+16|0;e=f[d>>2]|0;if((e|0)!=(q|0)){l=f[o>>2]|0;f[o>>2]=e;f[e+12>>2]=q;f[d>>2]=l;f[l+12>>2]=c;f[s>>2]=q;d=pOb(24)|0;f[y>>2]=d;b[d+4>>0]=0;b[d+5>>0]=0;e=d+8|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;e=f[A>>2]|0;if((e|0)==(f[B>>2]|0)){rmb(z,y);i=f[A>>2]|0}else{f[e>>2]=d;i=(f[A>>2]|0)+4|0;f[A>>2]=i}h=f[z>>2]|0;l=f[y>>2]|0;f[l>>2]=(i-h>>2)+-1;f[l+16>>2]=c;e=f[l>>2]|0;d=c;do{f[d>>2]=e;d=f[d+16>>2]|0}while((d|0)!=(c|0));g=f[s>>2]|0;d=c;do{e=smb(d+4|0,g)|0;if((e|0)>-1){w=21;break}d=f[d+12>>2]|0}while((d|0)!=(c|0));if((w|0)==21){w=0;if(!e){d=g;while(1){e=smb(d+4|0,c)|0;if((e|0)>-1){w=27;break}d=f[d+12>>2]|0;if((d|0)==(g|0)){w=26;break}}if((w|0)==26){w=0;c=b[t>>0]|0;b[l+4>>0]=c}else if((w|0)==27){w=0;d=b[t>>0]|0;b[l+4>>0]=d;if(!e){f[l+8>>2]=f[v>>2];if(!(b[C>>0]|0)){c=q;break}k=h;if((i|0)==(h|0)){c=q;break}i=i-h>>2;h=0;while(1){e=f[k+(h<<2)>>2]|0;j=e+8|0;d=f[j>>2]|0;c:do if(!d)d=0;else while(1){if(f[d+16>>2]|0)break c;d=f[d+8>>2]|0;if(!d){d=0;break}}while(0);g=f[e+16>>2]|0;do if((d|0)==(r|0)&(g|0)!=0){d=g;do{e=smb(d+4|0,c)|0;if((e|0)>-1){w=39;break}d=f[d+12>>2]|0}while((d|0)!=(g|0));if((w|0)==39){w=0;if(!e)break}f[j>>2]=l}while(0);h=h+1|0;if(h>>>0>=i>>>0){c=q;break b}}}else c=d}b[t>>0]=c^1;f[l+8>>2]=f[v>>2];f[v>>2]=l;if(!(b[C>>0]|0)){c=q;break}tmb(a,r,l);c=q;break}}b[l+4>>0]=b[t>>0]^1;f[l+8>>2]=r;if(!(b[C>>0]|0))c=q;else{tmb(a,l,r);c=q}}}while(0);c=f[c+12>>2]|0}while((c|0)!=(f[s>>2]|0));q=f[p>>2]|0}while((q|0)!=(c|0))}while(0);c=f[z>>2]|0}while(x>>>0<(f[A>>2]|0)-c>>2>>>0);u=D;return}function rmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function smb(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=f[a+4>>2]|0;k=f[a>>2]|0;j=b;a=0;a:while(1){g=j;j=f[j+12>>2]|0;i=f[j+8>>2]|0;if((i|0)==(l|0)){e=f[j+4>>2]|0;if((e|0)==(k|0)){a=-1;m=16;break}c=f[g+8>>2]|0;if((c|0)==(l|0)){if(!((e|0)>(k|0)^(f[g+4>>2]|0)<(k|0))){a=-1;m=16;break}if((i|0)<(l|0)){c=l;m=9}}else m=8}else{c=f[g+8>>2]|0;m=8}if((m|0)==8){m=0;if((c|0)<(l|0)^(i|0)<(l|0))m=9}do if((m|0)==9){m=0;e=f[g+4>>2]|0;g=f[j+4>>2]|0;h=(g|0)>(k|0);if((e|0)<(k|0)){if(!h)break;d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}if(h){a=1-a|0;break}else{d=+(i-l|0)*+(e-k|0)-+(c-l|0)*+(g-k|0);if(d!=0.0){a=(i|0)>(c|0)^d>0.0?a:1-a|0;break}else{a=-1;m=16;break a}}}while(0);if((j|0)==(b|0)){m=16;break}}if((m|0)==16)return a|0;return 0}function tmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=f[c+8>>2]|0;d=f[a+120>>2]|0;a=f[a+116>>2]|0;l=a;if((d|0)==(a|0))return;m=b+16|0;n=c+16|0;k=d-a>>2;j=0;do{a=f[l+(j<<2)>>2]|0;h=f[a+16>>2]|0;a:do if(!((a|0)==(b|0)|((a|0)==(c|0)|(h|0)==0))){i=a+8|0;g=f[i>>2]|0;b:do if(!g)a=0;else{a=g;while(1){if(f[a+16>>2]|0)break b;a=f[a+8>>2]|0;if(!a){a=0;break}}}while(0);if((a|0)==(c|0)|((a|0)==(o|0)|(a|0)==(b|0))){d=f[m>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1){p=12;break}a=f[a+12>>2]|0;if((a|0)==(h|0)){a=b;break}}c:do if((p|0)==12){p=0;if(!e){d=f[n>>2]|0;a=h;while(1){e=smb(a+4|0,d)|0;if((e|0)>-1)break;a=f[a+12>>2]|0;if((a|0)==(h|0)){a=c;break c}}if(!e)if((g|0)==(b|0)|(g|0)==(c|0))a=o;else break a;else a=c}else a=b}while(0);f[i>>2]=a}}while(0);j=j+1|0}while(j>>>0<k>>>0);return}function umb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=a+20|0;c=f[l>>2]|0;if(!c){e=f[a+16>>2]|0;d=f[e+12>>2]|0;a:do if((d|0)==(e|0))c=e;else{c=e;h=f[e+8>>2]|0;b:while(1){i=c+4|0;j=0;c:while(1){g=d;while(1){e=f[g+8>>2]|0;if((e|0)>(h|0))break c;if((e|0)==(h|0)){d=f[g+4>>2]|0;e=f[i>>2]|0;if((d|0)<=(e|0)){if((d|0)<(e|0)){e=h;break c}d=f[g+12>>2]|0;if((d|0)!=(c|0))break}}d=f[g+12>>2]|0;if((d|0)==(c|0))break b;else g=d}j=(f[g+16>>2]|0)==(c|0)?j:g}d=f[g+12>>2]|0;if((d|0)==(g|0)){c=g;break a}else{c=g;h=e}}if(!((j|0)==0|(j|0)==(c|0))){d=c;e=j;do{g=xmb(c,e)|0;d=g?d:e;g=f[d+4>>2]|0;h=f[d+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(c|0));c=d}}while(0);f[l>>2]=c}k=b+20|0;d=f[k>>2]|0;if(!d){e=f[b+16>>2]|0;c=f[e+12>>2]|0;d:do if((c|0)==(e|0))d=e;else{d=e;i=f[e+8>>2]|0;e:while(1){h=d+4|0;j=0;f:while(1){g=c;while(1){e=f[g+8>>2]|0;if((e|0)>(i|0))break f;if((e|0)==(i|0)){c=f[g+4>>2]|0;e=f[h>>2]|0;if((c|0)<=(e|0)){if((c|0)<(e|0)){e=i;break f}c=f[g+12>>2]|0;if((c|0)!=(d|0))break}}c=f[g+12>>2]|0;if((c|0)==(d|0))break e;else g=c}j=(f[g+16>>2]|0)==(d|0)?j:g}c=f[g+12>>2]|0;if((c|0)==(g|0)){d=g;break d}else{d=g;i=e}}if(!((j|0)==0|(j|0)==(d|0))){c=d;e=j;do{g=xmb(d,e)|0;c=g?c:e;g=f[c+4>>2]|0;h=f[c+8>>2]|0;while(1){e=f[e+12>>2]|0;if((f[e+4>>2]|0)!=(g|0))continue;if((f[e+8>>2]|0)==(h|0))break}}while((e|0)!=(d|0));d=c}}while(0);f[k>>2]=d;c=f[l>>2]|0}e=f[c+8>>2]|0;g=f[d+8>>2]|0;if((e|0)>(g|0)){b=a;return b|0}if((e|0)<(g|0))return b|0;e=f[c+4>>2]|0;g=f[d+4>>2]|0;if((e|0)<(g|0)){b=a;return b|0}if((e|0)>(g|0))return b|0;if((f[c+12>>2]|0)==(c|0))return b|0;if((f[d+12>>2]|0)==(d|0)){b=a;return b|0}l=xmb(c,d)|0;b=l?a:b;return b|0}function vmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+32|0;x=B+24|0;s=B+16|0;t=B+12|0;v=B+8|0;w=B;q=f[b>>2]|0;A=b+4|0;m=f[A>>2]|0;z=q+4|0;j=f[q+8>>2]|0;i=b+8|0;if((j|0)!=(f[b+12>>2]|0)){r=q+12|0;a=f[r>>2]|0;g=a+4|0;h=f[g>>2]|0;e=f[z>>2]|0;a:do if((h|0)==(e|0))while(1){if((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0)){h=a;a=g;break a}a=f[a+12>>2]|0;g=a+4|0;if((f[g>>2]|0)!=(h|0)){h=a;a=g;break}}else{h=a;a=g}while(0);if((f[h+8>>2]|0)>(j|0))y=42;else{v=z;g=f[v>>2]|0;w=a;x=f[w>>2]|0;w=f[w+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0))p=0;else{e=g;y=42}}if((y|0)==42){h=q;do{h=f[h+16>>2]|0;a=h+4|0;g=f[h+8>>2]|0;if((f[a>>2]|0)!=(e|0))break}while(!((h|0)==(q|0)|(g|0)!=(j|0)));if((g|0)>(j|0)){b=0;u=B;return b|0}w=z;v=a;x=f[v>>2]|0;v=f[v+4>>2]|0;e=i;a=f[e>>2]|0;e=f[e+4>>2]|0;if((X(x-a|0,(f[w+4>>2]|0)-v|0)|0)==(X(v-e|0,(f[w>>2]|0)-x|0)|0))p=1;else{b=0;u=B;return b|0}}n=m+12|0;g=f[n>>2]|0;i=g+4|0;o=m+4|0;j=f[i>>2]|0;k=f[o>>2]|0;l=f[m+8>>2]|0;b:do if((j|0)==(k|0))while(1){if((g|0)==(m|0)?1:(f[g+8>>2]|0)!=(l|0)){j=g;break b}g=f[g+12>>2]|0;i=g+4|0;if((f[i>>2]|0)!=(j|0)){j=g;break}}else j=g;while(0);if((f[j+8>>2]|0)>(l|0))y=52;else{v=o;g=f[v>>2]|0;w=i;x=f[w>>2]|0;w=f[w+4>>2]|0;if((X(x-a|0,(f[v+4>>2]|0)-w|0)|0)==(X(w-e|0,g-x|0)|0)){a=j;e=0}else{k=g;y=52}}if((y|0)==52){g=m;do{g=f[g+16>>2]|0;i=g+4|0;j=f[g+8>>2]|0;if((f[i>>2]|0)!=(k|0))break}while(!((g|0)==(m|0)|(j|0)!=(l|0)));if((j|0)>(l|0)){b=0;u=B;return b|0}x=o;w=i;y=f[w>>2]|0;w=f[w+4>>2]|0;if((X(y-a|0,(f[x+4>>2]|0)-w|0)|0)==(X(w-e|0,(f[x>>2]|0)-y|0)|0)){a=g;e=1}else{b=0;u=B;return b|0}}if((h|0)==(a|0)|((h|0)==(q|0)|(a|0)==(m|0))){b=0;u=B;return b|0}if(!((c|0)!=(d|0)|p^e)){b=0;u=B;return b|0}a=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=a+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[a>>2]=f[q>>2];if(p){c=q+16|0;z=f[c>>2]|0;f[a+16>>2]=z;d=a+12|0;f[d>>2]=q;f[z+12>>2]=a;f[c>>2]=a;z=pOb(20)|0;w=o;x=f[w+4>>2]|0;y=z+4|0;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[z>>2]=f[m>>2];y=f[n>>2]|0;f[z+12>>2]=y;f[y+16>>2]=z;f[c>>2]=m;f[n>>2]=q;f[d>>2]=z;f[z+16>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}else{z=f[r>>2]|0;f[a+12>>2]=z;d=a+16|0;f[d>>2]=q;f[z+16>>2]=a;f[r>>2]=a;z=pOb(20)|0;x=o;y=f[x+4>>2]|0;c=z+4|0;f[c>>2]=f[x>>2];f[c+4>>2]=y;f[z>>2]=f[m>>2];c=m+16|0;y=f[c>>2]|0;f[z+16>>2]=y;f[y+12>>2]=z;f[r>>2]=m;f[c>>2]=q;f[d>>2]=z;f[z+12>>2]=a;f[b>>2]=q;f[A>>2]=a;b=1;u=B;return b|0}}g=f[i>>2]|0;if((g|0)==(f[z>>2]|0))if((g|0)==(f[m+4>>2]|0))if((j|0)==(f[m+8>>2]|0)){if((c|0)==(d|0))a=q;else{b=0;u=B;return b|0}do{a=f[a+12>>2]|0;if((a|0)==(q|0)){a=q;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));e=(f[a+8>>2]|0)>(j|0);a=m;do{a=f[a+12>>2]|0;if((a|0)==(m|0)){a=m;break}if((f[a+4>>2]|0)!=(g|0))break}while((f[a+8>>2]|0)==(j|0));if(!(e^(f[a+8>>2]|0)>(j|0))){b=0;u=B;return b|0}k=pOb(20)|0;c=z;d=f[c+4>>2]|0;z=k+4|0;f[z>>2]=f[c>>2];f[z+4>>2]=d;f[k>>2]=f[q>>2];if(e){h=q+16|0;i=f[h>>2]|0;f[k+16>>2]=i;e=k+12|0;f[e>>2]=q;f[i+12>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+12|0;j=f[g>>2]|0;f[i+12>>2]=j;a=i+16|0;f[a>>2]=m;j=j+16|0}else{h=q+12|0;i=f[h>>2]|0;f[k+12>>2]=i;e=k+16|0;f[e>>2]=q;f[i+16>>2]=k;f[h>>2]=k;i=pOb(20)|0;a=m+4|0;j=f[a+4>>2]|0;g=i+4|0;f[g>>2]=f[a>>2];f[g+4>>2]=j;f[i>>2]=f[m>>2];g=m+16|0;j=f[g>>2]|0;f[i+16>>2]=j;a=i+12|0;f[a>>2]=m;j=j+12|0}f[j>>2]=i;f[h>>2]=m;f[g>>2]=q;f[e>>2]=i;f[a>>2]=k;f[b>>2]=q;f[A>>2]=k;b=1;u=B;return b|0}else r=q;else r=q;else r=q;while(1){a=f[r+16>>2]|0;if((a|0)==(m|0)|((a|0)==(q|0)?1:(f[a+8>>2]|0)!=(j|0))){a=j;break}else r=a}while(1){e=f[q+12>>2]|0;z=a;a=f[e+8>>2]|0;g=(e|0)==(r|0);if(!((e|0)!=(m|0)&((g|(a|0)!=(z|0))^1)))break;else q=e}o=r+4|0;p=q+4|0;if(g|(e|0)==(m|0)){b=0;u=B;return b|0}e=f[m+8>>2]|0;n=m;while(1){a=f[n+16>>2]|0;if((a|0)==(q|0)|((a|0)==(m|0)?1:(f[a+8>>2]|0)!=(e|0)))break;else n=a}while(1){a=f[m+12>>2]|0;z=e;e=f[a+8>>2]|0;g=(a|0)==(n|0);if(!((a|0)!=(r|0)&((g|(e|0)!=(z|0))^1)))break;else m=a}k=n+4|0;l=m+4|0;if(g|(a|0)==(r|0)){b=0;u=B;return b|0}h=f[o>>2]|0;i=f[p>>2]|0;j=f[k>>2]|0;e=f[l>>2]|0;f[x>>2]=h;f[s>>2]=i;f[t>>2]=j;f[v>>2]=e;a=(j|0)<(e|0);do if((h|0)<(i|0))if(a){g=(h|0)<(j|0)?j:h;a=(e|0)<(i|0)?v:s;break}else{g=(h|0)<(e|0)?e:h;a=(j|0)<(i|0)?t:s;break}else if(a){g=(i|0)<(j|0)?j:i;a=(e|0)<(h|0)?v:x;break}else{g=(i|0)<(e|0)?e:i;a=(j|0)<(h|0)?t:x;break}while(0);a=f[a>>2]|0;if((g|0)>=(a|0)){b=0;u=B;return b|0}if((h|0)<(g|0)|(h|0)>(a|0))if((j|0)<(g|0)|(j|0)>(a|0)){a=(i|0)<(g|0)|(i|0)>(a|0);e=a?k:o;g=a?l:p;a=a?l:p}else{e=l;g=k;a=k}else{e=p;g=o;a=o}d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;z=(f[g>>2]|0)>(f[e>>2]|0);f[b>>2]=r;f[A>>2]=n;b=w;f[b>>2]=c;f[b+4>>2]=d;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];b=wmb(r,q,n,m,x,z)|0;u=B;return b|0}function wmb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=(f[a+4>>2]|0)<=(f[b+4>>2]|0);n=(f[c+4>>2]|0)<=(f[d+4>>2]|0);if(!(q^n)){g=0;return g|0}m=f[e>>2]|0;p=e+4|0;do if(q){b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)>(m|0))break;if((a|0)<(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}else{d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}else{b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}f[d>>2]=a;f[b>>2]=a;o=l}else{b=a;while(1){d=f[b+12>>2]|0;a=f[d+4>>2]|0;if((a|0)<(m|0))break;if((a|0)>(f[b+4>>2]|0))break;if((f[d+8>>2]|0)==(f[p>>2]|0))b=d;else break}if(!g)b=(f[b+4>>2]|0)==(m|0)?b:d;l=pOb(20)|0;j=l+4|0;i=b+4|0;h=f[i>>2]|0;i=f[i+4>>2]|0;k=j;f[k>>2]=h;f[k+4>>2]=i;k=f[b>>2]|0;f[l>>2]=k;if(g){d=b+12|0;a=f[d>>2]|0;f[l+12>>2]=a;f[l+16>>2]=b;a=a+16|0}else{d=b+16|0;a=f[d>>2]|0;f[l+16>>2]=a;f[l+12>>2]=b;a=a+12|0}f[a>>2]=l;f[d>>2]=l;if((m|0)==(h|0))if((f[p>>2]|0)==(i|0)){a=l;o=b;h=m;break}m=e;h=f[m>>2]|0;m=f[m+4>>2]|0;a=j;f[a>>2]=h;f[a+4>>2]=m;a=pOb(20)|0;o=a+4|0;f[o>>2]=h;f[o+4>>2]=m;f[a>>2]=k;if(g){b=l+12|0;d=f[b>>2]|0;f[a+12>>2]=d;f[a+16>>2]=l;d=d+16|0}else{b=l+16|0;d=f[b>>2]|0;f[a+16>>2]=d;f[a+12>>2]=l;d=d+12|0}f[d>>2]=a;f[b>>2]=a;o=l}while(0);do if(n){while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)>(h|0))break;if((d|0)<(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}else{b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}else{c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}f[b>>2]=d;f[c>>2]=d;c=m}else{while(1){b=f[c+12>>2]|0;d=f[b+4>>2]|0;if((d|0)<(h|0))break;if((d|0)>(f[c+4>>2]|0))break;if((f[b+8>>2]|0)==(f[p>>2]|0))c=b;else break}if(!g)c=(f[c+4>>2]|0)==(h|0)?c:b;m=pOb(20)|0;i=m+4|0;k=c+4|0;j=f[k>>2]|0;k=f[k+4>>2]|0;l=i;f[l>>2]=j;f[l+4>>2]=k;l=f[c>>2]|0;f[m>>2]=l;if(g){b=c+12|0;d=f[b>>2]|0;f[m+12>>2]=d;f[m+16>>2]=c;d=d+16|0}else{b=c+16|0;d=f[b>>2]|0;f[m+16>>2]=d;f[m+12>>2]=c;d=d+12|0}f[d>>2]=m;f[b>>2]=m;if((h|0)==(j|0))if((f[p>>2]|0)==(k|0)){d=m;break}p=e;n=f[p>>2]|0;p=f[p+4>>2]|0;d=i;f[d>>2]=n;f[d+4>>2]=p;d=pOb(20)|0;e=d+4|0;f[e>>2]=n;f[e+4>>2]=p;f[d>>2]=l;if(g){c=m+12|0;b=f[c>>2]|0;f[d+12>>2]=b;f[d+16>>2]=m;b=b+16|0}else{c=m+16|0;b=f[c>>2]|0;f[d+16>>2]=b;f[d+12>>2]=m;b=b+12|0}f[b>>2]=d;f[c>>2]=d;c=m}while(0);if(q^g){f[o+12>>2]=c;f[c+16>>2]=o;f[a+16>>2]=d;c=d+12|0}else{f[o+16>>2]=c;f[c+12>>2]=o;f[a+12>>2]=d;c=d+16|0}f[c>>2]=a;g=1;return g|0}function xmb(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0.0,m=0.0;e=a+4|0;g=f[e>>2]|0;k=a+8|0;d=a;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(a|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);m=+K(+c);e=a;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(a|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);l=+K(+c);e=b+4|0;g=f[e>>2]|0;k=b+8|0;d=b;do{d=f[d+16>>2]|0;h=d+4|0;if((f[h>>2]|0)!=(g|0))break}while(!((d|0)==(b|0)?1:(f[d+8>>2]|0)!=(f[k>>2]|0)));i=e;g=f[i>>2]|0;i=f[i+4>>2]|0;d=h;e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);j=+K(+c);e=b;do{e=f[e+12>>2]|0;d=e+4|0;if((f[d>>2]|0)!=(g|0))break}while(!((e|0)==(b|0)?1:(f[e+8>>2]|0)!=(f[k>>2]|0)));e=f[d+4>>2]|0;if((e|0)==(i|0))c=-1.e+40;else c=+((f[d>>2]|0)-g|0)/+(e-i|0);c=+K(+c);if((m<l?l:m)==(j<c?c:j))if((l<m?l:m)==(c<j?c:j)){if(!a){a=0;return a|0}else{c=0.0;d=a}do{b=f[d+16>>2]|0;c=c+ +((f[d+4>>2]|0)+(f[b+4>>2]|0)|0)*+((f[b+8>>2]|0)-(f[d+8>>2]|0)|0);d=f[d+12>>2]|0}while((d|0)!=(a|0));a=c*.5>0.0;return a|0}if(!(!(m>=j)|!(m>=c))){a=1;return a|0}if(!(l>=j)){a=0;return a|0}a=l>=c;return a|0}function ymb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+16|0;h=q;c=f[b+56>>2]|0;d=f[b+16>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7;else m=4;else m=4;else m=4;if((m|0)==4){c=f[b+60>>2]|0;if((f[c+16>>2]|0)==(d|0))if((f[c+20>>2]|0)==(f[b+20>>2]|0))if(!(f[c+64>>2]|0))m=7}do if((m|0)==7){k=c+52|0;if((f[k>>2]|0)!=-2){n=c+68|0;o=c+72|0;if((f[n>>2]|0)==(f[o>>2]|0))if(!(+p[c+24>>3]==-1.e+40))break;l=b+68|0;d=f[l>>2]|0;if((d|0)!=(c|0)&(d|0)!=0){e=b+16|0;g=a+76|0;do{Dmb(a,b,d,e);Emb(g,b,d);d=f[l>>2]|0}while((d|0)!=(c|0)&(d|0)!=0)}g=b+52|0;e=f[g>>2]|0;if((e|0)==-1)if((f[k>>2]|0)==-1){e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(i|h)m=24;else if((f[j>>2]|0)==(b|0))m=24;if((m|0)==24){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=0;else if((e|0)>-1)if((f[k>>2]|0)>-1){d=b+16|0;Amb(a,b,d)|0;if(!(f[c+40>>2]|0))Amb(a,c,d)|0;d=f[g>>2]|0;e=f[k>>2]|0;do if((d|0)==(e|0)){f[g>>2]=-1;f[k>>2]=-1}else if((d|0)<(e|0)){Fmb(a,b,c);break}else{Fmb(a,c,b);break}while(0);d=b+72|0;e=f[d>>2]|0;g=f[l>>2]|0;h=(e|0)!=0;i=(g|0)!=0;j=a+128|0;if(h|i)m=43;else if((f[j>>2]|0)==(b|0))m=43;if((m|0)==43){f[(h?e+68|0:j)>>2]=g;if(i)f[g+72>>2]=e;f[l>>2]=0;f[d>>2]=0}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}else e=1;else e=0;if(f[b+40>>2]|0){o=m3a(260024,239785,14)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=q;return o|0}if(e){Amb(a,b,b+16|0)|0;f[g>>2]=-1;d=f[l>>2]|0}e=b+72|0;g=f[e>>2]|0;h=(g|0)!=0;i=(d|0)!=0;j=a+128|0;if(h|i)m=56;else if((f[j>>2]|0)==(b|0))m=56;if((m|0)==56){f[(h?g+68|0:j)>>2]=d;if(i)f[d+72>>2]=g;f[l>>2]=0;f[e>>2]=0}if((f[k>>2]|0)>-1){Amb(a,c,b+16|0)|0;f[k>>2]=-1}d=f[o>>2]|0;e=f[n>>2]|0;g=(d|0)!=0;h=(e|0)!=0;if(!(g|h))if((f[j>>2]|0)!=(c|0)){o=1;u=q;return o|0}f[(g?d+68|0:j)>>2]=e;if(h)f[e+72>>2]=d;f[n>>2]=0;f[o>>2]=0;o=1;u=q;return o|0}}while(0);if((f[b+52>>2]|0)>-1)Amb(a,b,b+16|0)|0;d=b+72|0;e=f[d>>2]|0;g=b+68|0;h=f[g>>2]|0;i=(e|0)!=0;j=(h|0)!=0;c=a+128|0;if(!(i|j))if((f[c>>2]|0)!=(b|0)){o=1;u=q;return o|0}f[(i?e+68|0:c)>>2]=h;if(j)f[h+72>>2]=e;f[g>>2]=0;f[d>>2]=0;o=1;u=q;return o|0}function zmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+16|0;g=h;c=f[b>>2]|0;e=f[c+64>>2]|0;if(!e){a=m3a(260024,239753,31)|0;vEb(g,a+(f[(f[a>>2]|0)+-12>>2]|0)|0);e=XFb(g,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(g);OEb(a,e)|0;AEb(a)|0;g=0;u=h;return g|0}f[e+52>>2]=f[c+52>>2];d=f[c+72>>2]|0;c=f[c+68>>2]|0;f[(d|0?d+68|0:a+52|0)>>2]=e;if(c|0)f[c+72>>2]=f[(f[b>>2]|0)+64>>2];j=f[b>>2]|0;e=f[j+64>>2]|0;f[e+36>>2]=f[j+36>>2];f[e+40>>2]=f[j+40>>2];f[e+44>>2]=f[j+44>>2];f[e+48>>2]=f[j+48>>2];f[b>>2]=e;j=e;i=f[j+4>>2]|0;e=e+8|0;f[e>>2]=f[j>>2];f[e+4>>2]=i;f[(f[b>>2]|0)+72>>2]=d;f[(f[b>>2]|0)+68>>2]=c;c=f[b>>2]|0;if(+p[c+24>>3]==-1.e+40){j=1;u=h;return j|0}c=f[c+20>>2]|0;f[g>>2]=c;e=a+56|0;b=a+60|0;d=f[b>>2]|0;if((d|0)==(f[a+64>>2]|0)){Zlb(e,g);b=f[b>>2]|0}else{f[d>>2]=c;j=d+4|0;f[b>>2]=j;b=j}g=f[e>>2]|0;c=b-g|0;if((c|0)>4){d=((c>>>2)+-2|0)/2|0;e=g+(d<<2)|0;c=b+-4|0;b=f[e>>2]|0;a=f[c>>2]|0;if((b|0)<(a|0)){while(1){f[c>>2]=b;if(!d)break;d=(d+-1|0)/2|0;c=g+(d<<2)|0;b=f[c>>2]|0;if((b|0)>=(a|0))break;else{j=e;e=c;c=j}}f[e>>2]=a}}j=1;u=h;return j|0}function Amb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;j=l;k=c+52|0;e=f[k>>2]|0;if((e|0)>=0){h=f[(f[a+116>>2]|0)+(e<<2)>>2]|0;a=h+16|0;i=f[a>>2]|0;g=(f[c+36>>2]|0)==1;if(g){if((f[d>>2]|0)==(f[i+4>>2]|0))if((f[d+4>>2]|0)==(f[i+8>>2]|0)){k=i;u=l;return k|0}}else{e=f[i+16>>2]|0;if((f[d>>2]|0)==(f[e+4>>2]|0))if((f[d+4>>2]|0)==(f[e+8>>2]|0)){k=e;u=l;return k|0}}e=pOb(20)|0;k=e+4|0;f[k>>2]=0;f[e+8>>2]=0;f[e>>2]=f[h>>2];c=d;d=f[c+4>>2]|0;f[k>>2]=f[c>>2];f[k+4>>2]=d;f[e+12>>2]=i;k=i+16|0;d=f[k>>2]|0;f[e+16>>2]=d;f[d+12>>2]=e;f[k>>2]=e;if(!g){k=e;u=l;return k|0}f[a>>2]=e;k=e;u=l;return k|0}h=pOb(24)|0;f[j>>2]=h;b[h+4>>0]=0;b[h+5>>0]=0;g=h+8|0;i=a+116|0;e=a+120|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;g=f[e>>2]|0;if((g|0)==(f[a+124>>2]|0)){rmb(i,j);e=f[e>>2]|0}else{f[g>>2]=h;a=(f[e>>2]|0)+4|0;f[e>>2]=a;e=a}a=f[i>>2]|0;j=f[j>>2]|0;f[j>>2]=(e-a>>2)+-1;h=j+5|0;b[h>>0]=(f[c+40>>2]|0)==0&1;i=pOb(20)|0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;f[j+16>>2]=i;f[i>>2]=f[j>>2];e=d;g=f[e+4>>2]|0;d=m;f[d>>2]=f[e>>2];f[d+4>>2]=g;f[i+12>>2]=i;f[i+16>>2]=i;if(!(b[h>>0]|0)){g=f[c+72>>2]|0;if(!g){e=0;g=0}else{e=0;a:do{while(1){h=f[g+52>>2]|0;if((h|0)>-1)if(f[g+40>>2]|0)break;g=f[g+72>>2]|0;if(!g)break a}if(!e)e=g;else e=(f[e+52>>2]|0)==(h|0)?0:e;g=f[g+72>>2]|0}while((g|0)!=0);if(!e){e=0;g=0}else{g=f[a+(f[e+52>>2]<<2)>>2]|0;e=b[g+4>>0]^1}}f[j+8>>2]=g;b[j+4>>0]=e}f[k>>2]=f[j>>2];m=i;u=l;return m|0}function Bmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Cmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;l=p+20|0;k=p+16|0;i=p+12|0;j=p+8|0;n=p+4|0;o=p;switch(c|0){case 1:case 0:{a=f[a>>2]|0;u=p;return a|0}case 2:{h=f[f[b>>2]>>2]|0;f[b>>2]=h;e=f[a>>2]|0;g=h;if((f[h+8>>2]|0)>=(f[e+8>>2]|0)){a=e;u=p;return a|0}a=g+4|0;o=f[g>>2]|0;f[o+4>>2]=f[a>>2];f[f[a>>2]>>2]=o;o=f[e>>2]|0;f[o+4>>2]=g;f[h>>2]=o;f[e>>2]=g;f[a>>2]=e;a=f[b>>2]|0;u=p;return a|0}default:{m=c>>>1;e=f[a>>2]|0;h=e;if(m){g=m;while(1){e=f[e+4>>2]|0;if((g|0)>1)g=g+-1|0;else break}}g=e;f[i>>2]=h;f[j>>2]=g;f[k>>2]=f[i>>2];f[l>>2]=f[j>>2];e=Cmb(k,l,m,d)|0;f[a>>2]=e;f[n>>2]=g;b=f[b>>2]|0;f[o>>2]=b;f[k>>2]=f[n>>2];f[l>>2]=f[o>>2];j=Cmb(k,l,c-m|0,d)|0;i=f[e+8>>2]|0;n=b;if((f[j+8>>2]|0)<(i|0)){g=f[j+4>>2]|0;h=g;a:do if((n|0)==(h|0))h=n;else while(1){if((f[g+8>>2]|0)>=(i|0))break a;g=f[h+4>>2]|0;h=g;if((n|0)==(h|0)){h=n;break}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[j>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[e+4>>2]|0;d=f[e>>2]|0;f[d+4>>2]=j;f[j>>2]=d;f[e>>2]=o;f[b>>2]=e;e=j}else{h=f[e+4>>2]|0;g=j}f[a>>2]=h;j=h;i=g;if((j|0)==(i|0)){a=e;u=p;return a|0}else{d=g;m=g;g=j}b:while(1){c=m;if((n|0)==(c|0)){g=23;break}j=f[m+8>>2]|0;while(1){if((j|0)<(f[h+8>>2]|0))break;h=f[g+4>>2]|0;f[a>>2]=h;g=h;if((i|0)==(g|0)){g=23;break b}}j=f[c+4>>2]|0;k=j;c:do if((n|0)==(k|0))h=n;else{l=f[h+8>>2]|0;h=k;while(1){if((f[j+8>>2]|0)>=(l|0))break c;j=f[h+4>>2]|0;h=j;if((n|0)==(h|0)){h=n;break}}}while(0);o=f[h>>2]|0;b=o+4|0;h=f[c>>2]|0;f[h+4>>2]=f[b>>2];f[f[b>>2]>>2]=h;h=f[g+4>>2]|0;d=(i|0)==(c|0)?j:d;l=f[g>>2]|0;f[l+4>>2]=c;f[m>>2]=l;f[g>>2]=o;f[b>>2]=g;f[a>>2]=h;g=h;i=d;if((g|0)==(i|0)){g=23;break}else m=j}if((g|0)==23){u=p;return e|0}}}return 0}function Dmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=b+52|0;p=f[v>>2]|0;r=(p|0)>-1;w=c+52|0;q=f[w>>2]|0;u=(q|0)>-1;l=f[b+40>>2]|0;h=(l|0)==0;o=c+40|0;e=f[o>>2]|0;g=(e|0)==0;if(h){if(g)return}else if(g)e=0;else{s=f[b+32>>2]|0;n=f[c+32>>2]|0;t=(s|0)==(n|0);do if(t){j=a+68|0;k=a+64|0;i=(s|0)==0?j:k;g=b+44|0;h=f[g>>2]|0;if(!(f[i>>2]|0)){e=c+44|0;f[g>>2]=f[e>>2];f[e>>2]=h;h=i;g=j;e=k;break}e=h+e|0;f[g>>2]=(e|0)==0?0-h|0:e;g=c+44|0;h=f[g>>2]|0;e=h-l|0;if(!e){f[g>>2]=0-h;h=i;g=j;e=k;break}else{f[g>>2]=e;h=i;g=j;e=k;break}}else{i=a+68|0;j=a+64|0;g=b+48|0;h=f[g>>2]|0;f[g>>2]=(f[((n|0)==0?i:j)>>2]|0)==0?(h|0)==0&1:h+e|0;e=(s|0)==0?i:j;g=c+48|0;h=f[g>>2]|0;if(!(f[e>>2]|0)){f[g>>2]=(h|0)==0&1;h=e;g=i;e=j;break}else{f[g>>2]=h-l;h=e;g=i;e=j;break}}while(0);m=(s|0)==0;l=f[(m?e:g)>>2]|0;n=(n|0)==0;k=f[(n?e:g)>>2]|0;e=f[(n?g:e)>>2]|0;switch(f[h>>2]|0){case 2:{g=f[b+44>>2]|0;break}case 3:{g=0-(f[b+44>>2]|0)|0;break}default:{g=f[b+44>>2]|0;g=(g|0)<0?0-g|0:g}}switch(e|0){case 2:{j=f[c+44>>2]|0;break}case 3:{j=0-(f[c+44>>2]|0)|0;break}default:{j=f[c+44>>2]|0;j=(j|0)<0?0-j|0:j}}if((q|p|0)>=0){do if((j|g)>>>0<=1){if(!t)if((f[a+40>>2]|0)!=3)break;Amb(a,b,d)|0;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}while(0);Amb(a,b,d)|0;if(!(f[o>>2]|0))Amb(a,c,d)|0;e=f[v>>2]|0;g=f[w>>2]|0;if((e|0)==(g|0)){f[v>>2]=-1;f[w>>2]=-1;return}if((e|0)<(g|0)){Fmb(a,b,c);return}else{Fmb(a,c,b);return}}if(r){if(j>>>0>=2)return;Amb(a,b,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}i=(g|0)==1;e=g>>>0<2;if(u){if(!e)return;Amb(a,c,d)|0;a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;c=f[v>>2]|0;f[v>>2]=f[w>>2];f[w>>2]=c;return}if(!e)return;h=(j|0)==1;if(j>>>0>=2)return;switch(l|0){case 2:{g=f[b+48>>2]|0;break}case 3:{g=0-(f[b+48>>2]|0)|0;break}default:{g=f[b+48>>2]|0;g=(g|0)<0?0-g|0:g}}switch(k|0){case 2:{e=f[c+48>>2]|0;break}case 3:{e=0-(f[c+48>>2]|0)|0;break}default:{e=f[c+48>>2]|0;e=(e|0)<0?0-e|0:e}}if(!t){Gmb(a,b,c,d)|0;return}if(!(i&h)){a=b+36|0;b=f[a>>2]|0;c=c+36|0;f[a>>2]=f[c>>2];f[c>>2]=b;return}switch(f[a+40>>2]|0){case 0:{if(!((g|0)>0&(e|0)>0))return;Gmb(a,b,c,d)|0;return}case 1:{if(!((g|0)<1&(e|0)<1))return;Gmb(a,b,c,d)|0;return}case 2:{if(!((e|0)>0&((g|0)>0&(s|0)==1)))if(!((e|0)<1&((g|0)<1&m)))return;Gmb(a,b,c,d)|0;return}case 3:{Gmb(a,b,c,d)|0;return}default:return}}if((f[b+32>>2]|0)==(f[c+32>>2]|0)){if((l|0)==(e|0))return;if((f[a+40>>2]|0)!=1)return;if(h){if(!u)return;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}else{if(!r)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}}do if(h){t=f[c+44>>2]|0;if((((t|0)>-1?t:0-t|0)|0)==1){if((f[a+40>>2]|0)==1)if(f[c+48>>2]|0)break;Amb(a,b,d)|0;if(!r)return;f[v>>2]=-1;return}}while(0);if(e|0)return;v=f[b+44>>2]|0;if((((v|0)>-1?v:0-v|0)|0)!=1)return;if((f[a+40>>2]|0)==1)if(f[b+48>>2]|0)return;Amb(a,c,d)|0;if(!u)return;f[w>>2]=-1;return}function Emb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=b+68|0;i=f[h>>2]|0;l=b+72|0;d=f[l>>2]|0;if((i|0)==(d|0))return;k=c+68|0;g=f[k>>2]|0;j=c+72|0;e=f[j>>2]|0;if((g|0)==(e|0))return;if((i|0)==(c|0)){if(g){f[g+72>>2]=b;d=f[l>>2]|0}if(d|0)f[d+68>>2]=c;f[j>>2]=d;f[k>>2]=b;f[l>>2]=c;f[h>>2]=g;d=f[j>>2]|0}else{if((g|0)==(b|0)){if(!i)d=e;else{f[i+72>>2]=c;d=f[j>>2]|0}if(d|0)f[d+68>>2]=b;f[l>>2]=d;f[h>>2]=c;f[j>>2]=b;f[k>>2]=i;d=b}else{f[h>>2]=g;if(g){f[g+72>>2]=b;e=f[j>>2]|0}f[l>>2]=e;if(e|0)f[e+68>>2]=b;f[k>>2]=i;if(i|0)f[i+72>>2]=c;f[j>>2]=d;if(!d)d=0;else f[d+68>>2]=c}if(!(f[l>>2]|0)){f[a+52>>2]=b;return}}if(d|0)return;f[a+52>>2]=c;return}function Fmb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;o=c+52|0;r=f[a+116>>2]|0;s=f[r+(f[o>>2]<<2)>>2]|0;p=d+52|0;r=f[r+(f[p>>2]<<2)>>2]|0;e=s;while(1){e=f[e+8>>2]|0;if((e|0)==(r|0)){m=r;break}if(!e){e=r;t=4;break}}a:do if((t|0)==4){while(1){t=0;e=f[e+8>>2]|0;if((e|0)==(s|0)){m=s;break a}if(!e)break;else t=4}m=umb(s,r)|0}while(0);h=s+16|0;i=f[h>>2]|0;j=i+16|0;k=f[j>>2]|0;n=r+16|0;e=f[n>>2]|0;g=e+16|0;l=f[g>>2]|0;q=f[c+36>>2]|0;c=f[d+36>>2]|0;do if((q|0)==1){if((c|0)==1){if(e|0){c=e;do{g=c+12|0;d=c;c=f[g>>2]|0;d=d+16|0;f[g>>2]=f[d>>2];f[d>>2]=c}while((c|0)!=(e|0))}f[e+12>>2]=i;f[j>>2]=e;f[k+12>>2]=l;f[l+16>>2]=k;e=l}else{f[l+12>>2]=i;f[j>>2]=l;f[g>>2]=k;f[k+12>>2]=e}f[h>>2]=e}else{if((c|0)!=2){f[k+12>>2]=e;f[g>>2]=k;f[j>>2]=l;f[l+12>>2]=i;break}if(e|0){c=e;do{d=c+12|0;h=c;c=f[d>>2]|0;h=h+16|0;f[d>>2]=f[h>>2];f[h>>2]=c}while((c|0)!=(e|0))}f[k+12>>2]=l;f[l+16>>2]=k;f[e+12>>2]=i;f[j>>2]=e}while(0);f[s+20>>2]=0;c=r+8|0;if((m|0)==(r|0)){e=f[c>>2]|0;if((e|0)!=(s|0))f[s+8>>2]=e;b[s+4>>0]=b[r+4>>0]|0}f[n>>2]=0;f[r+20>>2]=0;f[c>>2]=s;g=f[o>>2]|0;d=f[p>>2]|0;f[o>>2]=-1;f[p>>2]=-1;e=f[a+128>>2]|0;if(!e){t=f[s>>2]|0;f[r>>2]=t;return}while(1){c=e+52|0;if((f[c>>2]|0)==(d|0))break;e=f[e+68>>2]|0;if(!e){t=27;break}}if((t|0)==27){t=f[s>>2]|0;f[r>>2]=t;return}f[c>>2]=g;f[e+36>>2]=q;t=f[s>>2]|0;f[r>>2]=t;return}function Gmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;i=+p[c+24>>3];if(i==-1.e+40)h=3;else if(+p[b+24>>3]>i)h=3;else{e=Amb(a,c,d)|0;f[b+52>>2]=f[c+52>>2];f[b+36>>2]=2;f[c+36>>2]=1;g=f[c+72>>2]|0;if((g|0)==(b|0)){k=e;j=c;g=f[b+72>>2]|0}else{k=e;j=c}}if((h|0)==3){e=Amb(a,b,d)|0;f[c+52>>2]=f[b+52>>2];f[b+36>>2]=1;f[c+36>>2]=2;g=f[b+72>>2]|0;if((g|0)==(c|0)){k=e;j=b;g=f[c+72>>2]|0}else{k=e;j=b}}if(!g){u=m;return k|0}if((f[g+52>>2]|0)<=-1){u=m;return k|0}e=f[d+4>>2]|0;if((f[g+20>>2]|0)>=(e|0)){u=m;return k|0}h=j+16|0;if((f[j+20>>2]|0)>=(e|0)){u=m;return k|0}i=+p[g+24>>3]*+(e-(f[g+4>>2]|0)|0);b=(f[g>>2]|0)+~~(i+(i<0.0?-.5:.5))|0;i=+p[j+24>>3]*+(e-(f[j+4>>2]|0)|0);if((b|0)!=((f[j>>2]|0)+~~(i+(i<0.0?-.5:.5))|0)){u=m;return k|0}if(!(f[j+40>>2]|0)){u=m;return k|0}if(!(f[g+40>>2]|0)){u=m;return k|0}j=g+16|0;c=h;if((X(b-(f[c>>2]|0)|0,e-(f[j+4>>2]|0)|0)|0)!=(X(e-(f[c+4>>2]|0)|0,b-(f[j>>2]|0)|0)|0)){u=m;return k|0}g=Amb(a,g,d)|0;d=f[h>>2]|0;h=f[h+4>>2]|0;e=pOb(16)|0;f[l>>2]=e;f[e>>2]=k;f[e+4>>2]=g;g=e+8|0;f[g>>2]=d;f[g+4>>2]=h;g=a+8|0;h=f[g>>2]|0;if((h|0)==(f[a+12>>2]|0))Bmb(a+4|0,l);else{f[h>>2]=e;f[g>>2]=(f[g>>2]|0)+4}u=m;return k|0}function Hmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0.0,s=0;q=u;u=u+16|0;m=q;n=q+8|0;g=f[a+128>>2]|0;if(!g){u=q;return}o=a+56|0;f[o>>2]=g;c=g;do{f[c+80>>2]=f[c+72>>2];d=c;c=f[c+68>>2]|0;f[d+76>>2]=c;if((f[d+20>>2]|0)==(b|0))e=f[d+16>>2]|0;else{r=+p[d+24>>3]*+(b-(f[d+4>>2]|0)|0);e=(f[d>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}f[d+8>>2]=e}while((c|0)!=0);k=m+4|0;l=a+32|0;i=a+36|0;j=a+28|0;c=g;while(1){e=f[c+76>>2]|0;if(!e)d=0;else{d=0;do{f[m>>2]=0;f[k>>2]=0;if((f[c+8>>2]|0)>(f[e+8>>2]|0)){Pmb(c,e,m);if((f[k>>2]|0)<(b|0)){if((f[c+20>>2]|0)==(b|0))d=f[c+16>>2]|0;else{r=+p[c+24>>3]*+(b-(f[c+4>>2]|0)|0);d=(f[c>>2]|0)+~~(r+(r<0.0?-.5:.5))|0}g=m;f[g>>2]=d;f[g+4>>2]=b;g=b}else{g=m;d=f[g>>2]|0;g=f[g+4>>2]|0}h=pOb(16)|0;f[n>>2]=h;f[h>>2]=c;f[h+4>>2]=e;s=h+8|0;f[s>>2]=d;f[s+4>>2]=g;d=f[l>>2]|0;if((d|0)==(f[i>>2]|0))Qmb(j,n);else{f[d>>2]=h;f[l>>2]=(f[l>>2]|0)+4}Lmb(a,c,e);d=1}else c=e;e=f[c+76>>2]|0}while((e|0)!=0)}c=f[c+80>>2]|0;if(!c)break;f[c+76>>2]=0;if(!d)break;c=f[o>>2]|0}f[o>>2]=0;u=q;return}function Imb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;c=j;b=f[a+128>>2]|0;f[a+56>>2]=b;if(b|0)do{f[b+80>>2]=f[b+72>>2];i=b;b=f[b+68>>2]|0;f[i+76>>2]=b}while((b|0)!=0);i=a+28|0;e=f[i>>2]|0;h=a+32|0;g=f[h>>2]|0;f[c>>2]=221;Kmb(e,g,c);c=f[i>>2]|0;h=(f[h>>2]|0)-c>>2;if(!h){a=1;u=j;return a|0}b=0;while(1){e=f[c+(b<<2)>>2]|0;d=f[e>>2]|0;e=f[e+4>>2]|0;if((f[d+76>>2]|0)!=(e|0))if((f[d+80>>2]|0)!=(e|0)){d=b;do{d=d+1|0;if(d>>>0>=h>>>0)break;g=f[c+(d<<2)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((f[e+76>>2]|0)==(g|0))break}while((f[e+80>>2]|0)!=(g|0));if((d|0)==(h|0)){b=0;c=14;break}e=c+(b<<2)|0;c=c+(d<<2)|0;g=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=g;c=f[i>>2]|0}g=f[c+(b<<2)>>2]|0;Lmb(a,f[g>>2]|0,f[g+4>>2]|0);b=b+1|0;if(b>>>0>=h>>>0){b=1;c=14;break}c=f[i>>2]|0}if((c|0)==14){u=j;return b|0}return 0}function Jmb(a,b){a=a|0;b=b|0;return (f[b+12>>2]|0)<(f[a+12>>2]|0)|0}function Kmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;a:while(1){k=b;m=b+-4|0;while(1){b:while(1){j=a;d=k-j|0;e=d>>2;switch(e|0){case 2:{l=5;break a}case 3:{l=7;break a}case 4:{l=15;break a}case 5:{l=16;break a}case 1:case 0:{l=68;break a}default:{}}if((d|0)<124){l=22;break a}i=a+(((e|0)/2|0)<<2)|0;do if((d|0)>3996){e=(e|0)/4|0;h=a+(e<<2)|0;e=i+(e<<2)|0;d=Mmb(a,h,i,e,c)|0;if(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0){g=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=g;g=d+1|0;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){g=f[i>>2]|0;f[i>>2]=f[e>>2];f[e>>2]=g;e=d+2|0;if(Rg[f[c>>2]&255](f[i>>2]|0,f[h>>2]|0)|0){g=f[h>>2]|0;f[h>>2]=f[i>>2];f[i>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=g;d=d+4|0}else d=d+3|0}else d=e}else d=g}}else{h=Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[i>>2]|0)|0;if(!h){if(!d){d=0;break}h=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=h;if(!(Rg[f[c>>2]&255](f[i>>2]|0,f[a>>2]|0)|0)){d=1;break}d=f[a>>2]|0;f[a>>2]=f[i>>2];f[i>>2]=d;d=2;break}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;d=1;break}f[a>>2]=f[i>>2];f[i>>2]=e;if(Rg[f[c>>2]&255](f[m>>2]|0,e)|0){d=f[i>>2]|0;f[i>>2]=f[m>>2];f[m>>2]=d;d=2}else d=1}while(0);if(Rg[f[c>>2]&255](f[a>>2]|0,f[i>>2]|0)|0){e=m;break}else e=m;while(1){e=e+-4|0;if((a|0)==(e|0))break;if(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0){l=51;break b}}d=a+4|0;if(!(Rg[f[c>>2]&255](f[a>>2]|0,f[m>>2]|0)|0)){if((d|0)==(m|0)){l=68;break a}while(1){if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;d=d+4|0;if((d|0)==(m|0)){l=68;break a}}j=f[d>>2]|0;f[d>>2]=f[m>>2];f[m>>2]=j;d=d+4|0}if((d|0)==(m|0)){l=68;break a}else e=m;while(1){while(1){g=d+4|0;if(Rg[f[c>>2]&255](f[a>>2]|0,f[d>>2]|0)|0)break;else d=g}do e=e+-4|0;while(Rg[f[c>>2]&255](f[a>>2]|0,f[e>>2]|0)|0);if(d>>>0>=e>>>0){a=d;continue b}j=f[d>>2]|0;f[d>>2]=f[e>>2];f[e>>2]=j;d=g}}if((l|0)==51){l=0;h=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=h;d=d+1|0}g=a+4|0;c:do if(g>>>0<e>>>0)while(1){while(1){h=g+4|0;if(Rg[f[c>>2]&255](f[g>>2]|0,f[i>>2]|0)|0)g=h;else break}do e=e+-4|0;while(!(Rg[f[c>>2]&255](f[e>>2]|0,f[i>>2]|0)|0));if(g>>>0>e>>>0){e=i;break c}n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;i=(i|0)==(g|0)?e:i;g=h;d=d+1|0}else e=i;while(0);if((g|0)!=(e|0))if(Rg[f[c>>2]&255](f[e>>2]|0,f[g>>2]|0)|0){n=f[g>>2]|0;f[g>>2]=f[e>>2];f[e>>2]=n;d=d+1|0}if(!d){d=Omb(a,g,c)|0;e=g+4|0;if(Omb(e,b,c)|0){l=67;break}if(d){a=e;continue}}n=g;if((n-j|0)>=(k-n|0)){l=66;break}Kmb(a,g,c);a=g+4|0}if((l|0)==66){l=0;Kmb(g+4|0,b,c);b=g;continue}else if((l|0)==67){l=0;if(d){l=68;break}else{b=g;continue}}}if((l|0)==5){if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==7){b=a+4|0;n=Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[m>>2]|0,f[b>>2]|0)|0;if(!n){if(!d)return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[b>>2]|0,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}e=f[a>>2]|0;if(d){f[a>>2]=f[m>>2];f[m>>2]=e;return}f[a>>2]=f[b>>2];f[b>>2]=e;if(!(Rg[f[c>>2]&255](f[m>>2]|0,e)|0))return;n=f[b>>2]|0;f[b>>2]=f[m>>2];f[m>>2]=n;return}else if((l|0)==15){Mmb(a,a+4|0,a+8|0,m,c)|0;return}else if((l|0)==16){b=a+4|0;d=a+8|0;e=a+12|0;Mmb(a,b,d,e,c)|0;if(!(Rg[f[c>>2]&255](f[m>>2]|0,f[e>>2]|0)|0))return;n=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=n;if(!(Rg[f[c>>2]&255](f[e>>2]|0,f[d>>2]|0)|0))return;m=f[d>>2]|0;n=f[e>>2]|0;f[d>>2]=n;f[e>>2]=m;if(!(Rg[f[c>>2]&255](n,f[b>>2]|0)|0))return;m=f[b>>2]|0;n=f[d>>2]|0;f[b>>2]=n;f[d>>2]=m;if(!(Rg[f[c>>2]&255](n,f[a>>2]|0)|0))return;n=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=n;return}else if((l|0)==22){Nmb(a,b,c);return}else if((l|0)==68)return}function Lmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=b+76|0;k=f[j>>2]|0;i=(k|0)==0;if(i)if(!(f[b+80>>2]|0))return;l=c+76|0;g=f[l>>2]|0;e=(g|0)==0;if(e)if(!(f[c+80>>2]|0))return;if((k|0)==(c|0)){if(!e)f[g+80>>2]=b;d=b+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=c;f[c+80>>2]=e;f[l>>2]=b;f[d>>2]=c;f[j>>2]=g}else{if((g|0)==(b|0)){if(!i)f[k+80>>2]=c;d=c+80|0;e=f[d>>2]|0;if(e|0)f[e+76>>2]=b;i=b+80|0;f[i>>2]=e;f[j>>2]=c;f[d>>2]=b;f[l>>2]=k;d=i}else{d=b+80|0;h=f[d>>2]|0;f[j>>2]=g;if(!e)f[g+80>>2]=b;e=c+80|0;g=f[e>>2]|0;f[d>>2]=g;if(g|0)f[g+76>>2]=b;f[l>>2]=k;if(!i)f[k+80>>2]=c;f[e>>2]=h;if(h)f[h+76>>2]=c}if(!(f[d>>2]|0)){f[a+56>>2]=b;return}}if(f[c+80>>2]|0)return;f[a+56>>2]=c;return}function Mmb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0;g=Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0;do if(h){h=f[a>>2]|0;if(g){f[a>>2]=f[c>>2];f[c>>2]=h;g=1;break}f[a>>2]=f[b>>2];f[b>>2]=h;if(Rg[f[e>>2]&255](f[c>>2]|0,h)|0){g=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=g;g=2}else g=1}else if(g){h=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=h;if(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0){g=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=g;g=2}else g=1}else g=0;while(0);if(!(Rg[f[e>>2]&255](f[d>>2]|0,f[c>>2]|0)|0)){e=g;return e|0}h=f[c>>2]|0;f[c>>2]=f[d>>2];f[d>>2]=h;if(!(Rg[f[e>>2]&255](f[c>>2]|0,f[b>>2]|0)|0)){e=g+1|0;return e|0}d=f[b>>2]|0;f[b>>2]=f[c>>2];f[c>>2]=d;if(!(Rg[f[e>>2]&255](f[b>>2]|0,f[a>>2]|0)|0)){e=g+2|0;return e|0}e=f[a>>2]|0;f[a>>2]=f[b>>2];f[b>>2]=e;e=g+3|0;return e|0}function Nmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+8|0;h=a+4|0;i=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;d=Rg[f[c>>2]&255](f[e>>2]|0,f[h>>2]|0)|0;do if(i){g=f[a>>2]|0;if(d){f[a>>2]=f[e>>2];f[e>>2]=g;break}f[a>>2]=f[h>>2];f[h>>2]=g;if(Rg[f[c>>2]&255](f[e>>2]|0,g)|0){i=f[h>>2]|0;f[h>>2]=f[e>>2];f[e>>2]=i}}else if(d){g=f[h>>2]|0;i=f[e>>2]|0;f[h>>2]=i;f[e>>2]=g;if(Rg[f[c>>2]&255](i,f[a>>2]|0)|0){i=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=i}}while(0);d=a+12|0;if((d|0)==(b|0))return;while(1){if(Rg[f[c>>2]&255](f[d>>2]|0,f[e>>2]|0)|0){h=f[d>>2]|0;i=h;g=d;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){j=e;e=g;g=j}else break}f[e>>2]=h}e=d+4|0;if((e|0)==(b|0))break;else{j=d;d=e;e=j}}return}function Omb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;switch(b-a>>2|0){case 2:{d=b+-4|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 3:{h=a+4|0;d=b+-4|0;b=Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0;if(!b){if(!e){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[h>>2];f[h>>2]=c;c=1;return c|0}g=f[a>>2]|0;if(e){f[a>>2]=f[d>>2];f[d>>2]=g;c=1;return c|0}f[a>>2]=f[h>>2];f[h>>2]=g;if(!(Rg[f[c>>2]&255](f[d>>2]|0,g)|0)){c=1;return c|0}c=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=c;c=1;return c|0}case 4:{Mmb(a,a+4|0,a+8|0,b+-4|0,c)|0;c=1;return c|0}case 5:{e=a+4|0;g=a+8|0;h=a+12|0;d=b+-4|0;Mmb(a,e,g,h,c)|0;if(!(Rg[f[c>>2]&255](f[d>>2]|0,f[h>>2]|0)|0)){c=1;return c|0}b=f[h>>2]|0;f[h>>2]=f[d>>2];f[d>>2]=b;if(!(Rg[f[c>>2]&255](f[h>>2]|0,f[g>>2]|0)|0)){c=1;return c|0}j=f[g>>2]|0;b=f[h>>2]|0;f[g>>2]=b;f[h>>2]=j;if(!(Rg[f[c>>2]&255](b,f[e>>2]|0)|0)){c=1;return c|0}j=f[e>>2]|0;b=f[g>>2]|0;f[e>>2]=b;f[g>>2]=j;if(!(Rg[f[c>>2]&255](b,f[a>>2]|0)|0)){c=1;return c|0}c=f[a>>2]|0;f[a>>2]=f[e>>2];f[e>>2]=c;c=1;return c|0}case 1:case 0:{c=1;return c|0}default:{h=a+8|0;d=a+4|0;j=Rg[f[c>>2]&255](f[d>>2]|0,f[a>>2]|0)|0;e=Rg[f[c>>2]&255](f[h>>2]|0,f[d>>2]|0)|0;do if(j){g=f[a>>2]|0;if(e){f[a>>2]=f[h>>2];f[h>>2]=g;break}f[a>>2]=f[d>>2];f[d>>2]=g;if(Rg[f[c>>2]&255](f[h>>2]|0,g)|0){j=f[d>>2]|0;f[d>>2]=f[h>>2];f[h>>2]=j}}else if(e){i=f[d>>2]|0;j=f[h>>2]|0;f[d>>2]=j;f[h>>2]=i;if(Rg[f[c>>2]&255](j,f[a>>2]|0)|0){j=f[a>>2]|0;f[a>>2]=f[d>>2];f[d>>2]=j}}while(0);d=a+12|0;a:do if((d|0)==(b|0)){e=1;d=0}else{j=d;d=0;e=h;while(1){if(Rg[f[c>>2]&255](f[j>>2]|0,f[e>>2]|0)|0){h=f[j>>2]|0;i=h;g=j;while(1){f[g>>2]=f[e>>2];if((e|0)==(a|0))break;g=e+-4|0;if(Rg[f[c>>2]&255](i,f[g>>2]|0)|0){k=e;e=g;g=k}else break}f[e>>2]=h;d=d+1|0;if((d|0)==8){e=0;d=(j+4|0)==(b|0);break a}}e=j+4|0;if((e|0)==(b|0)){e=1;d=0;break}else{k=j;j=e;e=k}}}while(0);k=d|e;return k|0}}return 0}function Pmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;j=+p[a+24>>3];i=+p[b+24>>3];do if(j==i){d=f[a+12>>2]|0;f[c+4>>2]=d;if((f[a+20>>2]|0)==(d|0)){d=f[a+16>>2]|0;break}else{j=j*+(d-(f[a+4>>2]|0)|0);d=(f[a>>2]|0)+~~(j+(j<0.0?-.5:.5))|0;break}}else{do if(j==0.0){e=f[a>>2]|0;f[c>>2]=e;d=f[b+4>>2]|0;if(!(i==-1.e+40)){k=+(e|0)/i+(+(d|0)-+(f[b>>2]|0)/i);d=~~(k+(k<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}else{if(!(i==0.0)){m=+(f[a>>2]|0)-j*+(f[a+4>>2]|0);l=+(f[b>>2]|0)-i*+(f[b+4>>2]|0);k=(l-m)/(j-i);d=~~(k+(k<0.0?-.5:.5));h=c+4|0;f[h>>2]=d;g=+K(+j)<+K(+i);k=(g?m:l)+k*(g?j:i);f[c>>2]=~~(k+(k<0.0?-.5:.5));break}e=f[b>>2]|0;f[c>>2]=e;d=f[a+4>>2]|0;if(!(j==-1.e+40)){m=+(e|0)/j+(+(d|0)-+(f[a>>2]|0)/j);d=~~(m+(m<0.0?-.5:.5))}h=c+4|0;f[h>>2]=d}while(0);g=f[a+20>>2]|0;e=f[b+20>>2]|0;if((d|0)<(g|0)|(d|0)<(e|0)){d=(g|0)>(e|0)?g:e;f[h>>2]=d;e=+K(+j)<+K(+i);e=e?a:b;if((f[e+20>>2]|0)==(d|0))e=f[e+16>>2]|0;else{m=+p[e+24>>3]*+(d-(f[e+4>>2]|0)|0);e=(f[e>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}f[c>>2]=e}e=f[a+12>>2]|0;if((d|0)<=(e|0))return;f[h>>2]=e;d=+K(+j)>+K(+i);d=d?b:a;if((f[d+20>>2]|0)==(e|0)){d=f[d+16>>2]|0;break}else{m=+p[d+24>>3]*+(e-(f[d+4>>2]|0)|0);d=(f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0;break}}while(0);f[c>>2]=d;return}function Qmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Rmb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0;e=a+128|0;d=f[e>>2]|0;g=d;if(!d){f[b+72>>2]=0;f[b+68>>2]=0;l=e;f[l>>2]=b;return}h=b+8|0;a:do if(!c){a=f[h>>2]|0;c=f[d+8>>2]|0;do if((a|0)==(c|0)){a=f[b+20>>2]|0;c=f[d+20>>2]|0;if((a|0)>(c|0)){m=+p[d+24>>3]*+(a-(f[d+4>>2]|0)|0);if((f[b+16>>2]|0)<((f[d>>2]|0)+~~(m+(m<0.0?-.5:.5))|0))break;else break a}if((a|0)==(c|0))a=f[b+16>>2]|0;else{m=+p[b+24>>3]*+(c-(f[b+4>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[d+16>>2]|0)<=(a|0))break a}else if((a|0)>=(c|0))break a;while(0);f[b+72>>2]=0;f[b+68>>2]=g;f[d+72>>2]=b;l=e;f[l>>2]=b;return}else d=c;while(0);i=b+20|0;j=b+16|0;k=b+24|0;l=b+4|0;c=d+68|0;a=f[c>>2]|0;b:do if(a){h=f[h>>2]|0;g=a;while(1){a=f[g+8>>2]|0;do if((h|0)==(a|0)){a=f[i>>2]|0;e=f[g+20>>2]|0;if((a|0)>(e|0)){m=+p[g+24>>3]*+(a-(f[g+4>>2]|0)|0);if((f[j>>2]|0)<((f[g>>2]|0)+~~(m+(m<0.0?-.5:.5))|0)){a=g;break b}else break}if((a|0)==(e|0))a=f[j>>2]|0;else{m=+p[k>>3]*+(e-(f[l>>2]|0)|0);a=(f[b>>2]|0)+~~(m+(m<0.0?-.5:.5))|0}if((f[g+16>>2]|0)>(a|0)){a=g;break b}}else if((h|0)<(a|0)){a=g;break b}while(0);c=g+68|0;a=f[c>>2]|0;if(!a){d=g;break}else{d=g;g=a}}}while(0);f[b+68>>2]=a;a=f[c>>2]|0;if(a|0)f[a+72>>2]=b;f[b+72>>2]=d;l=c;f[l>>2]=b;return}function Smb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;c=f[b+72>>2]|0;a:do if(!c)j=6;else{g=f[b+32>>2]|0;while(1){if((f[c+32>>2]|0)==(g|0)){i=f[c+40>>2]|0;if(i|0)break}c=f[c+72>>2]|0;if(!c){j=6;break a}}d=f[b+40>>2]|0;e=(d|0)==0;if(e)if((f[a+40>>2]|0)!=1){f[b+44>>2]=1;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}if(!(f[((g|0)==0?a+68|0:a+64|0)>>2]|0)){if(e){e=1;d=c;b:while(1){do{d=f[d+72>>2]|0;if(!d)break b}while((f[d+32>>2]|0)!=(g|0));e=e^(f[d+40>>2]|0)!=0}d=(e^1)&1}f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i;break}h=f[c+44>>2]|0;do if((X(i,h)|0)<0)if((((h|0)<0?0-h|0:h)|0)>1){i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}else{d=e?1:d;break}else if(e){d=(h>>31|1)+h|0;break}else{i=(X(d,i)|0)<0;d=(i?0:d)+h|0;break}while(0);f[b+44>>2]=d;i=f[c+48>>2]|0;f[b+48>>2]=i;e=c+68|0;c=i}while(0);if((j|0)==6){c=f[b+40>>2]|0;d=f[b+32>>2]|0;if(!c)c=(f[((d|0)==0?a+68|0:a+64|0)>>2]|0)==3?-1:1;f[b+44>>2]=c;f[b+48>>2]=0;e=a+128|0;c=0;g=d}d=f[e>>2]|0;e=(d|0)==(b|0);if(f[((g|0)==0?a+64|0:a+68|0)>>2]|0){if(e)return;e=b+48|0;do{c=c+(f[d+40>>2]|0)|0;d=f[d+68>>2]|0}while((d|0)!=(b|0));f[e>>2]=c;return}if(e)return;e=b+48|0;do{if(f[d+40>>2]|0){c=(c|0)==0&1;f[e>>2]=c}d=f[d+68>>2]|0}while((d|0)!=(b|0));return}function Tmb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;d=(f[b+32>>2]|0)==0;h=a+68|0;g=a+64|0;c=f[(d?g:h)>>2]|0;switch(f[(d?h:g)>>2]|0){case 0:{if(!(f[b+40>>2]|0))if((f[b+44>>2]|0)==1)e=7;else c=0;else e=7;break}case 1:{h=f[b+44>>2]|0;if((((h|0)<0?0-h|0:h)|0)==1)e=7;else c=0;break}case 2:{if((f[b+44>>2]|0)==1)e=7;else c=0;break}default:if((f[b+44>>2]|0)==-1)e=7;else c=0}a:do if((e|0)==7)switch(f[a+40>>2]|0){case 0:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 1:switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}case 2:if(d)switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}else switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)!=0;break a}case 2:{c=(f[b+48>>2]|0)>0;break a}default:{c=(f[b+48>>2]|0)<0;break a}}case 3:{if(f[b+40>>2]|0){c=1;break a}switch(c|0){case 1:case 0:{c=(f[b+48>>2]|0)==0;break a}case 2:{c=(f[b+48>>2]|0)<1;break a}default:{c=(f[b+48>>2]|0)>-1;break a}}}default:{c=1;break a}}while(0);return c|0}function Umb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=a+48|0;h=a+52|0;b=f[h>>2]|0;c=f[g>>2]|0;if((b|0)!=(c|0)){e=0;do{d=f[c+(e<<2)>>2]|0;if(d){gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=f[h>>2]|0;c=f[g>>2]|0}e=e+1|0;d=b-c>>2}while(e>>>0<d>>>0);if(!((c|0)==(b|0)|(d|0)==0))f[h>>2]=b+(~((b+-4-c|0)>>>2)<<2)}d=a+20|0;h=f[d>>2]|0;b=f[a+16>>2]|0;c=h;if((h|0)==(b|0)|(b|0)==(c|0))return;f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);return}function Vmb(a){a=a|0;f[a>>2]=39984;a=a+4|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;f[a+28>>2]=0;b[a+32>>0]=0;return}function Wmb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=b+4|0;g=f[b>>2]|0;if((f[i>>2]|0)==(g|0)){i=0;return i|0}h=0;e=0;do{e=e|(Tg[f[(f[a>>2]|0)+8>>2]&15](a,g+(h*12|0)|0,c,d)|0);h=h+1|0;g=f[b>>2]|0}while(h>>>0<(((f[i>>2]|0)-g|0)/12|0)>>>0);return e|0}function Xmb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;f[a+100>>2]=0;f[a+104>>2]=0;f[a+108>>2]=0;f[a+116>>2]=0;f[a+120>>2]=0;f[a+124>>2]=0;f[a+132>>2]=0;f[a+136>>2]=0;f[a+140>>2]=0;d=a+80|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[a>>2]=40940;f[a+76>>2]=40976;d=a+44|0;e=a+4|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[d>>2]=d;f[a+48>>2]=d;f[a+52>>2]=0;b[a+60>>0]=0;b[a+96>>0]=0;b[a+72>>0]=c&1;b[a+74>>0]=c>>>1&1;b[a+112>>0]=c>>>2&1;b[a+113>>0]=0;return}function Ymb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;h=p;o=a+60|0;if(b[o>>0]|0){o=0;u=p;return o|0}if(b[a+113>>0]|0){o=m3a(260024,239823,56)|0;vEb(h,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(h,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(h);OEb(o,n)|0;AEb(o)|0;o=0;u=p;return o|0}b[o>>0]=1;k=d+4|0;j=f[k>>2]|0;m=f[d>>2]|0;l=m;h=j;if(!((j|0)==(m|0)|(l|0)==(h|0)))do{i=h+-12|0;f[k>>2]=i;j=f[i>>2]|0;if(!j)h=i;else{h=h+-8|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j);h=f[k>>2]|0}}while((h|0)!=(l|0));f[a+68>>2]=e;f[a+64>>2]=g;f[a+40>>2]=c;b[a+73>>0]=0;m=emb(a)|0;if(m)dnb(a,d);e=a+116|0;g=a+120|0;h=f[g>>2]|0;d=f[e>>2]|0;i=d;if((h|0)!=(d|0)){c=a+116|0;l=0;do{j=f[i+(l<<2)>>2]|0;k=j+16|0;h=f[k>>2]|0;if(!h){if(j)n=21}else{f[(f[h+16>>2]|0)+12>>2]=0;h=f[k>>2]|0;if(!h)n=21;else{do{f[k>>2]=f[h+12>>2];sOb(h);h=f[k>>2]|0}while((h|0)!=0);n=21}}if((n|0)==21){n=0;sOb(j);i=f[c>>2]|0}f[i+(l<<2)>>2]=0;l=l+1|0;h=f[g>>2]|0;a=f[e>>2]|0;i=a}while(l>>>0<h-a>>2>>>0)}if((i|0)!=(h|0))f[g>>2]=h+(~((h+-4-i|0)>>>2)<<2);b[o>>0]=0;o=m;u=p;return o|0}function Zmb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;J=f[a+728>>2]|0;H=f[a+776>>2]|0;K=f[a+888>>2]|0;L=f[a+1016>>2]|0;M=f[a+1072>>2]|0;N=f[a+2184>>2]|0;G=f[a+2200>>2]|0;O=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;u=+n[d+4>>2];w=+n[d+8>>2];t=+n[d+12>>2];v=+n[d+16>>2];s=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=u;p[((a+352|0)+16|0)>>3]=w;p[((a+352|0)+24|0)>>3]=t;p[((a+352|0)+32|0)>>3]=v;p[((a+352|0)+40|0)>>3]=s;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;s=+p[(a+400|0)>>3];v=(+p[((a+400|0)+24|0)>>3]-s)*.5;t=+p[((a+400|0)+8|0)>>3];w=(+p[((a+400|0)+32|0)>>3]-t)*.5;u=+p[((a+400|0)+16|0)>>3];x=(+p[((a+400|0)+40|0)>>3]-u)*.5;p[(a+448|0)>>3]=s+v;p[((a+448|0)+8|0)>>3]=t+w;p[((a+448|0)+16|0)>>3]=u+x;p[((a+448|0)+24|0)>>3]=v*v+(w*w+x*x);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=K|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;C=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(C|0)){c=d;do{t=+p[c>>3];A=c+8|0;u=+p[A>>3];B=c+16|0;v=+p[B>>3];w=t*+p[(a+104|0)>>3]+u*+p[(a+136|0)>>3]+v*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];x=t*+p[(a+112|0)>>3]+u*+p[(a+144|0)>>3]+v*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v+ +p[(a+192|0)>>3];p[A>>3]=w;p[B>>3]=x;c=c+24|0}while((c|0)!=(C|0))}B=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(C|0))g=0;else c=1}if(c)if(1){A=J;z=d;y=0;while(1){c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,z,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)D=y;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;r=f[d+68>>2]|0;e:do if((g|0)!=(r|0)){s=+p[z>>3];t=+p[z+8>>3];u=+p[z+16>>3];v=+p[z+24>>3];w=+p[z+32>>3];x=+p[z+40>>3];e=0;do{i=f[g>>2]|0;q=f[g+4>>2]|0;if((i|0)==(q|0))e=(e|0)>0?e:0;else{k=2;do{h=+p[i>>3];l=+p[i+8>>3];m=+p[i+16>>3];o=+p[i+24>>3];if(!(o+(v*h+(w*l+x*m))<0.0)){E=!(o+(s*h+(t*l+u*m))<0.0)?2:1;O=151}else if(!(o+(s*h+(t*l+u*m))<0.0))F=1;else{E=0;O=151}if((O|0)==151){O=0;F=(E|0)==0?0:(E|0)==2?2:1}k=(F|0)<(k|0)?F:k;i=i+32|0}while((i|0)!=(q|0));if((k|0)==2){D=y;break d}else e=(e|0)<(k|0)?k:e}g=g+12|0}while((g|0)!=(r|0));switch(e|0){case 2:{D=y;break d}case 1:break;default:break e}Slb(d+64|0,z,a+584|0,a+280|0);c=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;if((c|0)==(e|0)){D=y;break d}if((e-c|0)>0){d=c;c=0;do{c=Sg[f[(f[B>>2]|0)+36>>2]&255](B,d,a+352|0)|0|c;d=d+48|0}while(d>>>0<e>>>0);if((c|0)==1){D=y;break d}}else c=0;d=f[a>>2]|0}while(0);e=c|y;y=f[d+24>>2]|0;h=+Ng[f[(f[y>>2]|0)+16>>2]&31](y,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+260|0)>>2]|0){D=IEa(f[(a+8|0)>>2]|0,A)|0;d=f[(a+260|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=z;f[(a+400|0)>>2]=D;d=f[d+16>>2]|0;if(!d){O=165;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);D=e;break}y=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[y>>2]|0)+12>>2]&1023](y)|0)){D=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else D=e}}while(0);z=z+48|0;if((z|0)==(C|0)){g=D;break}else{A=A+1|0;y=D}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|K;if(G)break;C=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[C>>2]|0)+12>>2]&1023](C)|0))break;if((c|0)==3){I=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){I=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){I=c;break}vEa(a+568|0);J=J+512|0;K=c}if((O|0)==165)vd();if(f[(a+272|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,1,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+28>>2]|0;G=f[(a+584|0)>>2]|0;f:do if((f[G>>2]|0)==(f[G+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){G=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;t=+n[G>>2];u=+n[G+4>>2];v=+n[G+8>>2];w=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*t+ +p[(a+136|0)>>3]*u+ +p[(a+168|0)>>3]*v);x=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*t+ +p[(a+144|0)>>3]*u+ +p[(a+176|0)>>3]*v);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*t+ +p[(a+128|0)>>3]*u+ +p[(a+160|0)>>3]*v);p[(a+280|0)+(c*24|0)+8>>3]=w;p[(a+280|0)+(c*24|0)+16>>3]=x;c=c+1|0;if((c|0)==2){d=f[(a+272|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=I|H;if(N)L=c;else{N=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[N>>2]|0)+12>>2]&1023](N)|0){if((c|0)==3){M=3;f[a+3704>>2]=1;break a}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){M=2;f[a+3704>>2]=1;break a}else L=c}else L=c}}f[a+728>>2]=J;f[a+888>>2]=K;f[a+1016>>2]=L;f[a+1072>>2]=M;f[a+3608>>2]=O}function _mb(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,k=0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0;O=f[a+720>>2]|0;P=f[a+776>>2]|0;Q=f[a+880>>2]|0;R=f[a+1072>>2]|0;T=f[a+2184>>2]|0;N=f[a+2192>>2]|0;U=f[a+3608>>2]|0;a:{b:while(1){d=wEa(a+568|0)|0;A=+n[d+4>>2];C=+n[d+8>>2];z=+n[d+12>>2];B=+n[d+16>>2];y=+n[d+20>>2];p[(a+352|0)>>3]=+n[d>>2];p[((a+352|0)+8|0)>>3]=A;p[((a+352|0)+16|0)>>3]=C;p[((a+352|0)+24|0)>>3]=z;p[((a+352|0)+32|0)>>3]=B;p[((a+352|0)+40|0)>>3]=y;UBa(a+400|0,a+352|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;y=+p[(a+400|0)>>3];B=(+p[((a+400|0)+24|0)>>3]-y)*.5;z=+p[((a+400|0)+8|0)>>3];C=(+p[((a+400|0)+32|0)>>3]-z)*.5;A=+p[((a+400|0)+16|0)>>3];D=(+p[((a+400|0)+40|0)>>3]-A)*.5;p[(a+448|0)>>3]=y+B;p[((a+448|0)+8|0)>>3]=z+C;p[((a+448|0)+16|0)>>3]=A+D;p[((a+448|0)+24|0)>>3]=B*B+(C*C+D*D);d=f[(f[a>>2]|0)+24>>2]|0;do{e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=Q|1;else e=1}if(e)if(1){nEa(a+568|0,a+552|0);d=f[(a+552|0)>>2]|0;I=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(I|0)){c=d;do{z=+p[c>>3];G=c+8|0;A=+p[G>>3];H=c+16|0;B=+p[H>>3];C=z*+p[(a+104|0)>>3]+A*+p[(a+136|0)>>3]+B*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];D=z*+p[(a+112|0)>>3]+A*+p[(a+144|0)>>3]+B*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B+ +p[(a+192|0)>>3];p[G>>3]=C;p[H>>3]=D;c=c+24|0}while((c|0)!=(I|0))}H=f[(f[a>>2]|0)+24>>2]|0;cBa(a+584|0,f[64714]|0);cBa(a+280|0,f[64714]|0);c:{c=1;if(c){c=0;if((d|0)==(I|0))g=0;else c=1}if(c)if(1){E=0;G=O;F=d;while(1){c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,F,a+352|0)|0;d:do{d=1;if(d){d=0;if((c|0)==1)J=E;else d=1}if(d)if(1){d=f[a>>2]|0;g=f[d+64>>2]|0;s=f[d+68>>2]|0;e:do if((g|0)!=(s|0)){t=+p[F>>3];u=F+8|0;v=+p[u>>3];w=F+16|0;x=+p[w>>3];y=+p[F+24>>3];z=+p[F+32>>3];A=+p[F+40>>3];B=+p[F+48>>3];C=+p[F+56>>3];D=+p[F+64>>3];e=0;do{i=f[g>>2]|0;r=f[g+4>>2]|0;if((i|0)==(r|0))e=(e|0)>0?e:0;else{q=2;k=i;do{h=+p[k>>3];l=+p[k+8>>3];m=+p[k+16>>3];o=+p[k+24>>3];if(!(o+(y*h+(z*l+A*m))<0.0)){M=!(o+(t*h+(v*l+x*m))<0.0)?2:1;U=52}else if(!(o+(t*h+(v*l+x*m))<0.0))K=1;else{M=0;U=52}do if((U|0)==52){U=0;if(!(o+(B*h+(C*l+D*m))<0.0))i=M+1|0;else if(!M)i=0;else{K=1;break}K=(i|0)==0?0:(i|0)==3?2:1}while(0);q=(K|0)<(q|0)?K:q;k=k+32|0}while((k|0)!=(r|0));if((q|0)==2){J=E;break d}else e=(e|0)<(q|0)?q:e}g=g+12|0}while((g|0)!=(s|0));switch(e|0){case 2:{J=E;break d}case 1:break;default:break e}o=(z-v)*(D-x)-(A-x)*(C-v);A=(A-x)*(B-t)-(y-t)*(D-x);C=(y-t)*(C-v)-(z-v)*(B-t);D=+L(+(o*o+(C*C+A*A)));p[(a+448|0)>>3]=o/D;p[((a+448|0)+8|0)>>3]=A/D;p[((a+448|0)+16|0)>>3]=C/D;p[((a+448|0)+24|0)>>3]=-(o/D*+p[F>>3]+(A/D*+p[u>>3]+C/D*+p[w>>3]));Rlb(d+64|0,F,a+448|0,a+584|0,a+280|0);d=f[(a+280|0)>>2]|0;e=f[((a+280|0)+4|0)>>2]|0;do if((d|0)!=(e|0)){if((e-d|0)>0){c=0;do{c=Sg[f[(f[H>>2]|0)+32>>2]&255](H,d,a+352|0)|0|c;d=d+72|0}while(d>>>0<e>>>0);if((c|0)==1)break}else c=0;d=f[a>>2]|0;break e}while(0);J=E;break d}while(0);e=c|E;E=f[d+24>>2]|0;h=+Ng[f[(f[E>>2]|0)+16>>2]&31](E,a+352|0);if(h<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=h;p[(a+224|0)>>3]=+p[(a+352|0)>>3];p[(a+232|0)>>3]=+p[((a+352|0)+8|0)>>3];p[(a+240|0)>>3]=+p[((a+352|0)+16|0)>>3]}if(f[(a+256|0)>>2]|0){J=HEa(f[(a+8|0)>>2]|0,G)|0;d=f[(a+256|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=F;f[(a+400|0)>>2]=J;d=f[d+16>>2]|0;if(!d){U=70;break b}Fh[f[(f[d>>2]|0)+24>>2]&255](d,a+448|0,c,a+400|0);J=e;break}E=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[E>>2]|0)+12>>2]&1023](E)|0)){J=e;break}if((e|0)==3){g=3;break c}if((e|0)==2?(b[f[a>>2]>>0]|0)==0:0){g=2;break c}else J=e}}while(0);F=F+72|0;if((F|0)==(I|0)){g=J;break}else{E=J;G=G+1|0}}}}e=(g|0)==0?1:g;c=f[((a+280|0)+12|0)>>2]|0;if(c|0)xCa(c,a+280|0);c=f[(a+280|0)>>2]|0;if(c|0){d=f[((a+280|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+280|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[((a+584|0)+12|0)>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=e|Q;if(N)break;I=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[I>>2]|0)+12>>2]&1023](I)|0))break;if((c|0)==3){S=3;break b}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){S=2;break b}}}while(0);if(!(uEa(a+568|0)|0)){S=c;break}vEa(a+568|0);O=O+512|0;Q=c}if((U|0)==70)vd();if(f[(a+268|0)>>2]|0){c=f[(a+4|0)>>2]|0;if(f[c+196>>2]&1048576|0){k=lJa(c)|0;c=f[k>>2]|0;k=f[k+4>>2]|0;if(k)gOb(k);f[(a+400|0)>>2]=0;f[((a+400|0)+4|0)>>2]=0;f[(a+400|0)+8>>2]=0;f[(a+352|0)>>2]=0;f[((a+352|0)+4|0)>>2]=0;f[(a+352|0)+8>>2]=0;RDa(a+584|0,f[(c+44|0)>>2]|0,0,a+400|0,a+352|0);i=f[(f[(c+44|0)>>2]|0)+24>>2]|0;N=f[(a+584|0)>>2]|0;f:do if((f[N>>2]|0)==(f[N+4>>2]|0)){g=f[(a+584|0)+12>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,e+g|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}else{g=f[(a+584|0)+16>>2]|0;if(i|0){e=0;c=0;while(1){N=(f[((a+584|0)+20|0)>>2]|0)+((X(f[((a+584|0)+8|0)>>2]|0,j[g+(e<<1)>>1]|0)|0)<<2)|0;z=+n[N>>2];A=+n[N+4>>2];B=+n[N+8>>2];C=+p[(a+200|0)>>3]+(+p[(a+104|0)>>3]*z+ +p[(a+136|0)>>3]*A+ +p[(a+168|0)>>3]*B);D=+p[(a+208|0)>>3]+(+p[(a+112|0)>>3]*z+ +p[(a+144|0)>>3]*A+ +p[(a+176|0)>>3]*B);p[(a+280|0)+(c*24|0)>>3]=+p[(a+192|0)>>3]+(+p[(a+96|0)>>3]*z+ +p[(a+128|0)>>3]*A+ +p[(a+160|0)>>3]*B);p[(a+280|0)+(c*24|0)+8>>3]=C;p[(a+280|0)+(c*24|0)+16>>3]=D;c=c+1|0;if((c|0)==3){d=f[(a+268|0)>>2]|0;c=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=a+280|0;d=f[d+16>>2]|0;if(!d)break;xh[f[(f[d>>2]|0)+24>>2]&127](d,a+448|0,c);c=0}e=e+1|0;if(e>>>0>=i>>>0)break f}vd()}}while(0);c=f[(a+352|0)>>2]|0;if(c|0){d=f[((a+352|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+352|0)+4|0)>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}c=f[(a+400|0)>>2]|0;if(c|0){d=f[((a+400|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+400|0)+4|0)>>2]=d+(~((d+-2-c|0)>>>1)<<1);sOb(c)}if(k)iOb(k)}}c=f[(a+552|0)+12>>2]|0;if(c|0)xCa(c,a+552|0);c=f[(a+552|0)>>2]|0;if(c|0){d=f[((a+552|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+552|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}if(T)P=S;else{T=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[T>>2]|0)+12>>2]&1023](T)|0){if((S|0)==3){R=3;f[a+3712>>2]=1;break a}if((S|0)==2?(b[f[a>>2]>>0]|0)==0:0){R=2;f[a+3712>>2]=1;break a}else P=S}else P=S}}f[a+720>>2]=O;f[a+776>>2]=P;f[a+880>>2]=Q;f[a+1072>>2]=R;f[a+3608>>2]=U}function $mb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0,F=0.0,I=0.0,J=0.0,K=0;B=f[a+648>>2]|0;j=f[a+1072>>2]|0;k=f[a+2184>>2]|0;h=f[a+2240>>2]|0;d=f[a+2248>>2]|0;r=f[a+2256>>2]|0;C=f[a+3608>>2]|0;E=f[a+3624>>2]|0;a:{if(E){E=0;if(d){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;rEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+720>>2]=x;f[a+776>>2]=i;f[a+880>>2]=y;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2192>>2]=d;f[a+3608>>2]=C;f[a+3712>>2]=0;f[a+3716>>2]=0;_mb(a);i=f[a+776>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3712>>2]|0;D=f[a+3716>>2]|0;H=+n[a+3716>>2];f[a+3712>>2]=0;f[a+3716>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else E=1}if(E){E=0;if(1)i=0;else E=1}e=1;if(e){e=0;if(h){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)d=(f[(a+272|0)>>2]|0)!=0;else d=1;sEa(a+568|0,a+12|0);cBa(a+552|0,f[64714]|0);x=0;y=0;f[a+728>>2]=x;f[a+776>>2]=i;f[a+888>>2]=y;f[a+1016>>2]=z;f[a+1072>>2]=j;f[a+2184>>2]=k;f[a+2200>>2]=d;f[a+3608>>2]=C;f[a+3704>>2]=0;f[a+3708>>2]=0;Zmb(a);z=f[a+1016>>2]|0;j=f[a+1072>>2]|0;C=f[a+3608>>2]|0;G=f[a+3704>>2]|0;D=f[a+3708>>2]|0;H=+n[a+3708>>2];f[a+3704>>2]=0;f[a+3708>>2]=0;if((G|0)==1){f[a+3720>>2]=1;break a}}else e=1}if(e)if(1)z=i;y=1;if(y){y=0;if(r){if((f[(a+256|0)>>2]|0)==0&(f[(a+260|0)>>2]|0)==0&(f[(a+264|0)>>2]|0)==0&(f[(a+268|0)>>2]|0)==0)x=(f[(a+272|0)>>2]|0)!=0;else x=1;tEa(a+352|0,a+12|0);cBa(a+584|0,f[64714]|0);w=0;v=0;b:while(1){d=wEa(a+352|0)|0;F=+n[d+4>>2];s=+n[d+8>>2];I=+n[d+12>>2];g=+n[d+16>>2];J=+n[d+20>>2];p[(a+280|0)>>3]=+n[d>>2];p[((a+280|0)+8|0)>>3]=F;p[((a+280|0)+16|0)>>3]=s;p[((a+280|0)+24|0)>>3]=I;p[((a+280|0)+32|0)>>3]=g;p[((a+280|0)+40|0)>>3]=J;UBa(a+400|0,a+280|0,a+96|0);p[((a+448|0)+32|0)>>3]=-1.0;J=+p[(a+400|0)>>3];g=(+p[((a+400|0)+24|0)>>3]-J)*.5;I=+p[((a+400|0)+8|0)>>3];s=(+p[((a+400|0)+32|0)>>3]-I)*.5;F=+p[((a+400|0)+16|0)>>3];t=(+p[((a+400|0)+40|0)>>3]-F)*.5;p[(a+448|0)>>3]=J+g;p[((a+448|0)+8|0)>>3]=I+s;p[((a+448|0)+16|0)>>3]=F+t;p[((a+448|0)+24|0)>>3]=g*g+(s*s+t*t);d=f[(f[a>>2]|0)+24>>2]|0;e=1;if(e){e=0;if((Rg[f[(f[d>>2]|0)+28>>2]&255](d,a+448|0)|0)==1)c=v|1;else e=1}if(e)if(1){nEa(a+352|0,a+584|0);r=f[(a+584|0)>>2]|0;u=f[((a+584|0)+4|0)>>2]|0;c:do if((r|0)==(u|0))c=0;else{c=r;do{s=+p[c>>3];o=c+8|0;t=+p[o>>3];q=c+16|0;F=+p[q>>3];I=s*+p[(a+104|0)>>3]+t*+p[(a+136|0)>>3]+F*+p[(a+168|0)>>3]+ +p[(a+200|0)>>3];J=s*+p[(a+112|0)>>3]+t*+p[(a+144|0)>>3]+F*+p[(a+176|0)>>3]+ +p[(a+208|0)>>3];p[c>>3]=+p[(a+96|0)>>3]*s+ +p[(a+128|0)>>3]*t+ +p[(a+160|0)>>3]*F+ +p[(a+192|0)>>3];p[o>>3]=I;p[q>>3]=J;c=c+24|0}while((c|0)!=(u|0));q=f[(f[a>>2]|0)+24>>2]|0;o=r;c=0;do{m=Rg[f[(f[q>>2]|0)+20>>2]&255](q,o)|0;k=m?2:1;d:do if(m){m=f[a>>2]|0;e=f[m+64>>2]|0;l=f[m+68>>2]|0;if((e|0)!=(l|0)){g=+p[o>>3];s=+p[o+8>>3];t=+p[o+16>>3];d=0;do{h=f[e>>2]|0;j=f[e+4>>2]|0;if((h|0)==(j|0))d=(d|0)>0?d:0;else{i=2;do{K=+p[h+24>>3]+(g*+p[h>>3]+(s*+p[h+8>>3]+t*+p[h+16>>3]))<0.0?0:2;i=(K|0)<(i|0)?K:i;h=h+32|0}while((h|0)!=(j|0));if((i|0)==2)break d;else d=(d|0)<(i|0)?i:d}e=e+12|0}while((e|0)!=(l|0));if((d|0)==2)break}c=k|c;K=f[m+24>>2]|0;g=+Ng[f[(f[K>>2]|0)+16>>2]&31](K,o);if(g<+p[(a+248|0)>>3]){p[(a+248|0)>>3]=g;p[(a+224|0)>>3]=+p[o>>3];p[(a+232|0)>>3]=+p[o+8>>3];p[(a+240|0)>>3]=+p[o+16>>3]}if(f[(a+264|0)>>2]|0){K=JEa(f[(a+8|0)>>2]|0,(o+(w*24|0)-r|0)/24|0)|0;e=f[(a+264|0)>>2]|0;d=f[(a+4|0)>>2]|0;f[(a+448|0)>>2]=K;e=f[e+16>>2]|0;if(!e){C=251;break b}Fh[f[(f[e>>2]|0)+24>>2]&255](e,o,d,a+448|0);break}K=f[(f[a>>2]|0)+24>>2]|0;if(!(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0))break;if((c|0)==3){c=3;break c}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){c=2;break c}}while(0);o=o+24|0}while((o|0)!=(u|0))}while(0);c=((c|0)==0?1:c)|v;if(!x){K=f[(f[a>>2]|0)+24>>2]|0;if(Pg[f[(f[K>>2]|0)+12>>2]&1023](K)|0){if((c|0)==3){A=3;break}if((c|0)==2?(b[f[a>>2]>>0]|0)==0:0){A=2;break}}}}if(!(uEa(a+352|0)|0)){A=c;break}vEa(a+352|0);w=w+512|0;v=c}if((C|0)==251)vd();c=f[(a+584|0)+12>>2]|0;if(c|0)xCa(c,a+584|0);c=f[(a+584|0)>>2]|0;if(c|0){d=f[((a+584|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+584|0)+4|0)>>2]=d+(~(((d+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}l=A|z;m=a+224|0;o=a+232|0;q=a+240|0}else y=1}if(y)if(1){l=z;m=a+224|0;o=a+232|0;q=a+240|0}p[B>>3]=+p[m>>3];p[B+8>>3]=+p[o>>3];p[B+16>>3]=+p[q>>3];j=l}f[a+1072>>2]=j;f[a+3608>>2]=C;f[a+3624>>2]=E}function anb(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;D=f[a+32>>2]|0;u=f[a+48>>2]|0;B=f[a+56>>2]|0;E=f[a+112>>2]|0;F=f[a+136>>2]|0;v=f[a+920>>2]|0;a:{b:while(1){c:do if(B){h=E;d:while(1){i=h+8|0;e=h+56|0;d=f[e>>2]|0;if((f[i>>2]|0)==(f[d+8>>2]|0))if((f[h+12>>2]|0)==(f[d+12>>2]|0))break c;l=h+60|0;m=f[l>>2]|0;if((m|0)==(d|0)){r=h;l=48;break b}n=f[(m+8|0)>>2]|0;o=f[(m+8|0)+4>>2]|0;q=f[i>>2]|0;i=f[i+4>>2]|0;j=f[(d+8|0)>>2]|0;k=f[(d+8|0)+4>>2]|0;do if((X(q-j|0,o-i|0)|0)==(X(i-k|0,n-q|0)|0)){if(!(b[(D+36|0)>>0]|0))break d;if((n|0)==(j|0)&(o|0)==(k|0))break d;if((n|0)==(q|0)&(o|0)==(i|0))break d;if((q|0)==(j|0)&(i|0)==(k|0))break d;if((n|0)==(j|0))if((o|0)<(i|0)^(i|0)<(k|0))break d;else break;else if((n|0)<(q|0)^(q|0)<(j|0))break d;else break}while(0);if((d|0)==(E|0)){r=E;l=48;break b}else h=d}f[m+56>>2]=d;E=(f[e>>2]|0)+60|0;f[E>>2]=m;f[l>>2]=0;E=f[E>>2]|0;F=(h|0)==(F|0)?d:F;continue b}else{e=E;d=f[E+56>>2]|0;h=f[E+8>>2]|0;while(1){q=h;h=f[d+8>>2]|0;if((q|0)==(h|0))if(!((d|0)==(F|0)?1:(f[e+12>>2]|0)!=(f[d+12>>2]|0)))break;if((f[e+60>>2]|0)==(d|0)){r=e;l=48;break b}if((d|0)==(E|0)){r=E;l=48;break b}e=f[d+56>>2]|0;if((e|0)==(F|0)){s=d;t=F;l=50;break b}else{q=d;d=e;e=q}}h=e;e=e+56|0}while(0);if((h|0)==(d|0)){r=d;l=48;break}q=h+60|0;o=f[q>>2]|0;f[o+56>>2]=f[e>>2];E=f[e>>2]|0;f[E+60>>2]=o;f[q>>2]=0;F=(h|0)==(F|0)?d:F}do if((l|0)==48)if(B)if((f[r+60>>2]|0)==(f[r+56>>2]|0)){l=52;break}else break;else{s=r;t=f[r+56>>2]|0;l=50;break}while(0);if((l|0)==50)if((s|0)==(t|0))l=52;else{b[D+37>>0]=1;f[(f[F+60>>2]|0)+52>>2]=-2}if((l|0)==52){tOb(v);c=0;f[a+1064>>2]=1;break a}k=F+12|0;d=1;j=F;do{e=j+8|0;i=j+56|0;h=f[i>>2]|0;if((f[j+12>>2]|0)<(f[h+12>>2]|0)){s=f[e+4>>2]|0;t=j+16|0;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j}else{s=f[e+4>>2]|0;t=j;f[t>>2]=f[e>>2];f[t+4>>2]=s;e=j+16|0}t=f[(h+8|0)+4>>2]|0;f[e>>2]=f[(h+8|0)>>2];f[e+4>>2]=t;e=(f[j+20>>2]|0)-(f[j+4>>2]|0)|0;if(!e)g=-1.e+40;else g=+((f[j+16>>2]|0)-(f[j>>2]|0)|0)/+(e|0);p[j+24>>3]=g;f[j+32>>2]=u;j=f[i>>2]|0;if(d)d=(f[j+12>>2]|0)==(f[k>>2]|0);else d=0}while((j|0)!=(F|0));if(d){if(B){tOb(v);c=0;f[a+1064>>2]=1;break a}d=f[F+60>>2]|0;f[d+52>>2]=-2;f[a>>2]=f[F+4>>2];f[a+4>>2]=0;f[a+8>>2]=F;f[F+36>>2]=2;f[F+40>>2]=0;e=F;while(1){c=f[e>>2]|0;if((c|0)!=(f[d+16>>2]|0)){B=e+16|0;C=f[B>>2]|0;f[B>>2]=c;f[e>>2]=C}c=f[e+56>>2]|0;if((f[c+52>>2]|0)==-2)break;f[e+64>>2]=c;e=c;d=f[c+60>>2]|0}c=f[(D+12|0)>>2]|0;if((c|0)==(f[D+16>>2]|0))bmb(D+8|0,a);else{f[c>>2]=f[a>>2];f[c+4>>2]=f[a+4>>2];f[c+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}c=f[(D+28|0)>>2]|0;if((c|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[c>>2]=f[(a+12|0)>>2];f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}c=1;f[a+1064>>2]=1;break a}d=f[(D+28|0)>>2]|0;if((d|0)==(f[D+32>>2]|0))cmb(D+24|0,a+12|0);else{f[d>>2]=v;f[(D+28|0)>>2]=(f[(D+28|0)>>2]|0)+4}d=f[F+60>>2]|0;if((f[d>>2]|0)==(f[d+16>>2]|0))if((f[d+4>>2]|0)==(f[d+20>>2]|0))d=f[F+56>>2]|0;else d=F;else d=F;i=0;while(1){while(1){while(1){e=f[d+60>>2]|0;if((f[d>>2]|0)==(f[e>>2]|0))if((f[d+4>>2]|0)==(f[e+4>>2]|0)){if((f[d+8>>2]|0)!=(f[d+16>>2]|0))break;if((f[d+12>>2]|0)!=(f[d+20>>2]|0))break}d=f[d+56>>2]|0}g=+p[d+24>>3];h=+p[e+24>>3]==-1.e+40;if(g==-1.e+40)if(h){C=e;l=95}else{y=d;c=e;x=g}else if(h){C=e;l=95}else{z=d;break}if((l|0)==95){while(1){l=0;c=f[C+60>>2]|0;if(+p[c+24>>3]==-1.e+40)C=c;else break}y=C;x=+p[C+24>>3]}if(x==-1.e+40){d=y;do d=f[d+56>>2]|0;while(+p[d+24>>3]==-1.e+40);w=d;d=f[d+60>>2]|0}else{w=y;d=c}if((f[w+20>>2]|0)==(f[d+4>>2]|0))d=w;else{l=101;break}}if((l|0)==101){l=0;z=(f[c>>2]|0)<(f[w>>2]|0)?y:w}if((z|0)==(i|0)){c=1;f[a+1064>>2]=2;f[a+1068>>2]=4;break a}i=(i|0)==0?z:i;f[a>>2]=f[z+4>>2];d=f[z+60>>2]|0;if(+p[z+24>>3]<+p[d+24>>3]){f[(a+4|0)>>2]=d;f[(a+8|0)>>2]=z;j=0;h=d;d=z}else{f[(a+4|0)>>2]=z;f[(a+8|0)>>2]=d;j=1;h=z}if(B)e=(f[h+56>>2]|0)==(d|0)?-1:1;else e=0;f[h+40>>2]=e;f[d+40>>2]=0-e;d=dmb(D,h,j)|0;if((f[d+52>>2]|0)==-2)d=dmb(D,d,j)|0;e=j^1;h=dmb(D,f[(a+8|0)>>2]|0,e)|0;if((f[h+52>>2]|0)==-2)h=dmb(D,h,e)|0;if((f[(f[(a+4|0)>>2]|0)+52>>2]|0)==-2){A=a+4|0;l=114}else if((f[(f[(a+8|0)>>2]|0)+52>>2]|0)==-2){A=a+8|0;l=114}if((l|0)==114){l=0;f[A>>2]=0}e=f[(D+12|0)>>2]|0;if((e|0)==(f[(D+16|0)>>2]|0))bmb(D+8|0,a);else{f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];f[(D+12|0)>>2]=(f[(D+12|0)>>2]|0)+12}d=j?d:h}}f[a+112>>2]=E;f[a+136>>2]=F;f[a+224>>2]=c;f[a+1048>>2]=l}function bnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;s=f[a+48>>2]|0;o=f[a+56>>2]|0;p=f[a+120>>2]|0;q=f[a+152>>2]|0;c=f[a+288>>2]|0;r=f[a+408>>2]|0;t=f[a+464>>2]|0;m=f[a+512>>2]|0;u=f[a+640>>2]|0;a:{b:while(1){n=q;switch((t-n|0|0)/12|0|0){case 2:{u=5;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 3:{u=7;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 4:{u=15;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 5:{u=16;f[a+664>>2]=2;f[a+668>>2]=11;break a}case 1:case 0:{u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}default:{}}if((t-n|0|0)<372){u=22;f[a+664>>2]=2;f[a+668>>2]=11;break a}j=q+((((t-n|0)>>>0)/24|0)*12|0)|0;do{i=1;if(i){i=0;if((t-n|0|0)>11988){e=q+((((t-n|0)>>>0)/48|0)*12|0)|0;g=j+((((t-n|0)>>>0)/48|0)*12|0)|0;h=_lb(q,e,j,g,s)|0;if((f[g>>2]|0)>=(f[m>>2]|0)){k=j;break};f[a>>2]=f[g>>2];f[a+4>>2]=f[g+4>>2];f[a+8>>2]=f[g+8>>2];f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[g>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];if((f[e>>2]|0)<(f[j>>2]|0)){f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[j>>2];f[e+4>>2]=f[j+4>>2];f[e+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[q>>2]|0)<(f[e>>2]|0)){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[e>>2];f[q+4>>2]=f[e+4>>2];f[q+8>>2]=f[e+8>>2];f[e>>2]=f[a>>2];f[e+4>>2]=f[a+4>>2];f[e+8>>2]=f[a+8>>2];h=h+4|0;k=j}else{h=h+3|0;k=j}}else{h=h+2|0;k=j}}else{h=h+1|0;k=j}}else i=1}if(i)if(1){k=f[j>>2]|0;e=(k|0)<(f[m>>2]|0);if((f[q>>2]|0)>=(k|0)){if(!e){h=0;k=j;break};f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];if((f[q>>2]|0)>=(f[j>>2]|0)){h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];h=2;k=j;break}if(e){f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[m>>2];f[q+4>>2]=f[m+4>>2];f[q+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=1;k=j;break};f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[j>>2];f[q+4>>2]=f[j+4>>2];f[q+8>>2]=f[j+8>>2];f[j>>2]=f[a>>2];f[j+4>>2]=f[a+4>>2];f[j+8>>2]=f[a+8>>2];if((f[j>>2]|0)<(f[m>>2]|0)){f[a>>2]=f[j>>2];f[a+4>>2]=f[j+4>>2];f[a+8>>2]=f[j+8>>2];f[j>>2]=f[m>>2];f[j+4>>2]=f[m+4>>2];f[j+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];h=2;k=j}else{h=1;k=j}}}while(0);e=f[k>>2]|0;g=f[q>>2]|0;if((e|0)<(g|0)){d=m;b=h;break}else l=m;while(1){l=l+-12|0;if((q|0)==(l|0))break;if((e|0)<(f[l>>2]|0)){u=66;break b}}e=q+12|0;if((f[m>>2]|0)>=(g|0)){if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}while(1){if((f[e>>2]|0)<(g|0))break;e=e+12|0;if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}}f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=f[a>>2];f[m+4>>2]=f[a+4>>2];f[m+8>>2]=f[a+8>>2];e=e+12|0}if((e|0)==(m|0)){u=83;f[a+664>>2]=2;f[a+668>>2]=11;break a}else g=m;while(1){j=f[q>>2]|0;while(1){i=e+12|0;if((f[e>>2]|0)<(j|0))break;else e=i}do g=g+-12|0;while((f[g>>2]|0)<(j|0));if(e>>>0>=g>>>0){q=e;continue b};f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];e=i}}if((u|0)==66){u=0;f[a>>2]=f[q>>2];f[a+4>>2]=f[q+4>>2];f[a+8>>2]=f[q+8>>2];f[q>>2]=f[l>>2];f[q+4>>2]=f[l+4>>2];f[q+8>>2]=f[l+8>>2];f[l>>2]=f[a>>2];f[l+4>>2]=f[a+4>>2];f[l+8>>2]=f[a+8>>2];d=l;b=h+1|0}c=q+12|0;c:do if(c>>>0<d>>>0){h=j;while(1){g=f[h>>2]|0;while(1){e=c+12|0;if((g|0)<(f[c>>2]|0))c=e;else break}do d=d+-12|0;while((g|0)>=(f[d>>2]|0));if(c>>>0>d>>>0){d=h;break c};f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?d:h;c=e;b=b+1|0}}else d=j;while(0);if((c|0)!=(d|0))if((f[c>>2]|0)<(f[d>>2]|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];b=b+1|0}if(!b){r=$lb(q,c,s)|0;b=c+12|0;if($lb(b,p,s)|0){u=82;f[a+664>>2]=1;break a}if(r){o=b;f[a+664>>2]=3;break a}}p=c;if(((p-n|0)/12|0|0)>=((t-p|0)/12|0|0)){u=81;f[a+664>>2]=1;break a}Ylb(q,c,s);o=c+12|0}f[a+56>>2]=o;f[a+152>>2]=q;f[a+288>>2]=c;f[a+408>>2]=r;f[a+640>>2]=u}function cnb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;L=f[a+32>>2]|0;n=f[a+80>>2]|0;D=f[a+88>>2]|0;F=f[a+96>>2]|0;G=f[a+144>>2]|0;H=f[a+152>>2]|0;I=f[a+160>>2]|0;o=f[a+208>>2]|0;q=f[a+216>>2]|0;J=f[a+272>>2]|0;K=f[a+368>>2]|0;E=f[a+456>>2]|0;z=f[a+1456>>2]|0;a:{b:while(1){m=(E|0)!=(n|0);b=f[(G?E+68|0:E+72|0)>>2]|0;e=1;if(e){e=0;if(!b){B=F;h=J;g=K;c=E}else e=1}if(e)if(1){l=b;b=F;e=J;g=K;while(1){c:do if(!(f[(L+52|0)>>2]|0)){k=e;j=g;A=45}else if(G){h=e;if((q|0)==(h|0)){s=e;w=g;A=46;break}j=l+8|0;if(z){i=f[j>>2]|0;while(1){if((f[e+8>>2]|0)>=(i|0)){k=e;j=g;A=45;break c}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break c}}}while(1){i=f[e+8>>2]|0;if((i|0)>=(f[j>>2]|0)){k=e;j=g;A=45;break c}e=f[a>>2]|0;if((f[e+52>>2]|0)>=0){A=f[e+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=A;Amb(L,e,a+8|0)|0}e=f[h+4>>2]|0;h=e;if((q|0)==(h|0)){k=e;j=g;A=45;break}}}else{h=f[o>>2]|0;if((h|0)==(g|0)){t=e;x=g;A=47;break}k=l+8|0;if(z){i=f[k>>2]|0;while(1){if((f[(f[g>>2]|0)+8>>2]|0)<=(i|0)){k=e;j=g;A=45;break c}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break c}}}while(1){i=f[(f[g>>2]|0)+8>>2]|0;if((i|0)<=(f[k>>2]|0)){k=e;j=g;A=45;break c}j=f[a>>2]|0;if((f[j+52>>2]|0)>=0){h=f[j+4>>2]|0;f[(a+8|0)>>2]=i;f[((a+8|0)+4|0)>>2]=h;Amb(L,j,a+8|0)|0;h=f[o>>2]|0}g=f[g>>2]|0;if((h|0)==(g|0)){k=e;j=g;A=45;break}}}while(0);if((A|0)==45)if(G){s=k;w=j;A=46}else{t=k;x=j;A=47}if((A|0)==46){e=f[l+8>>2]|0;if((e|0)>(I|0)){c=s;d=w;break}else{r=s;v=w;y=e}}else if((A|0)==47){e=f[l+8>>2]|0;if((e|0)<(H|0)){c=t;d=x;break}else{r=t;v=x;y=e}}i=l+8|0;e=f[a>>2]|0;if((y|0)==(f[e+16>>2]|0)){g=f[e+64>>2]|0;if(g|0)if(+p[l+24>>3]<+p[g+24>>3]){c=r;d=v;break}}if(!(z|(f[e+52>>2]|0)<0)){b=Amb(L,e,i)|0;e=f[(L+56|0)>>2]|0;if(e|0)do{g=f[e+52>>2]|0;if((g|0)>-1){A=f[a>>2]|0;M=f[A>>2]|0;A=f[A+16>>2]|0;N=f[e>>2]|0;h=e+16|0;O=f[h>>2]|0;if((((M|0)>(A|0)?A:M)|0)<(((N|0)>(O|0)?N:O)|0)?(((N|0)>(O|0)?O:N)|0)<(((M|0)>(A|0)?M:A)|0):0){g=f[(f[(f[(L+116|0)>>2]|0)+(g<<2)>>2]|0)+16>>2]|0;if((f[e+36>>2]|0)!=1)g=f[g+16>>2]|0;N=f[h>>2]|0;O=f[h+4>>2]|0;h=pOb(16)|0;f[(a+8|0)>>2]=h;f[h>>2]=g;f[h+4>>2]=b;f[(h+8|0)>>2]=N;f[(h+8|0)+4>>2]=O;g=f[(L+8|0)>>2]|0;if((g|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[g>>2]=h;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}e=f[e+76>>2]|0}while((e|0)!=0);g=f[a>>2]|0;O=f[g>>2]|0;g=f[g+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=b;f[e+4>>2]=0;f[(e+8|0)>>2]=O;f[(e+8|0)+4>>2]=g;g=f[(L+20|0)>>2]|0;if((g|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[g>>2]=e;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}}if(!(m|(l|0)!=(D|0))){A=67;break b}if(G){O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,O,l,a+8|0)}else{O=f[a>>2]|0;N=f[O+12>>2]|0;f[(a+8|0)>>2]=f[i>>2];f[((a+8|0)+4|0)>>2]=N;Dmb(L,l,O,a+8|0)}O=l;l=f[(G?l+68|0:l+72|0)>>2]|0;Emb(L+76|0,f[a>>2]|0,O);if(!l){c=r;d=v;break}else{e=r;g=v}}B=b;h=c;g=d;c=f[a>>2]|0}d=f[c+64>>2]|0;if(!d){A=96;break}if(!(+p[d+24>>3]==-1.e+40)){A=96;break}if(!(zmb(L+76|0,a)|0)){C=0;A=150;break}b=f[a>>2]|0;if((f[b+52>>2]|0)>-1){Amb(L,b,b)|0;b=f[a>>2]|0}I=f[b>>2]|0;J=f[b+16>>2]|0;F=B;G=(I|0)<(J|0);H=(I|0)<(J|0)?I:J;I=(I|0)<(J|0)?J:I;J=h;K=g;E=b}b=1;if(b)if((A|0)==67){b=f[a>>2]|0;do if((f[(b+52|0)>>2]|0)>-1){Amb(L,b,b+16|0)|0;if(!(f[D+40>>2]|0))Amb(L,D,b+16|0)|0;c=f[(b+52|0)>>2]|0;d=D+52|0;e=f[d>>2]|0;if((c|0)==(e|0)){f[(b+52|0)>>2]=-1;f[d>>2]=-1;break}if((c|0)<(e|0)){Fmb(L,b,D);break}else{Fmb(L,D,b);break}}while(0);b=f[a>>2]|0;c=f[(b+72|0)>>2]|0;d=f[(b+68|0)>>2]|0;if((c|0)!=0|(d|0)!=0)A=77;else if((f[(L+128|0)>>2]|0)==(b|0))A=77;if((A|0)==77){f[((c|0)!=0?c+68|0:L+128|0)>>2]=d;if(d)f[d+72>>2]=c;f[(b+68|0)>>2]=0;f[(b+72|0)>>2]=0}b=D+72|0;c=f[b>>2]|0;d=D+68|0;e=f[d>>2]|0;if(!((c|0)!=0|(e|0)!=0))if((f[(L+128|0)>>2]|0)!=(D|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}f[((c|0)!=0?c+68|0:L+128|0)>>2]=e;if(e)f[e+72>>2]=c;f[d>>2]=0;f[b>>2]=0;O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==96){b=f[c+52>>2]|0;if(!((B|0)!=0|(b|0)<0)){b=f[(f[(f[(L+116|0)>>2]|0)+(b<<2)>>2]|0)+16>>2]|0;if((f[c+36>>2]|0)!=1)b=f[b+16>>2]|0;d=f[(L+56|0)>>2]|0;if(d){do{c=f[d+52>>2]|0;if((c|0)>-1){O=f[a>>2]|0;N=f[O>>2]|0;O=f[O+16>>2]|0;M=f[d>>2]|0;e=d+16|0;D=f[e>>2]|0;if((((N|0)>(O|0)?O:N)|0)<(((M|0)>(D|0)?M:D)|0)?(((M|0)>(D|0)?D:M)|0)<(((N|0)>(O|0)?N:O)|0):0){c=f[(f[(f[(L+116|0)>>2]|0)+(c<<2)>>2]|0)+16>>2]|0;if((f[d+36>>2]|0)!=1)c=f[c+16>>2]|0;N=f[e>>2]|0;O=f[e+4>>2]|0;e=pOb(16)|0;f[(a+8|0)>>2]=e;f[e>>2]=c;f[e+4>>2]=b;f[(e+8|0)>>2]=N;f[(e+8|0)+4>>2]=O;c=f[(L+8|0)>>2]|0;if((c|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[c>>2]=e;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}d=f[d+76>>2]|0}while((d|0)!=0);c=f[a>>2]|0}O=c+16|0;N=f[O>>2]|0;O=f[O+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=b;f[c+4>>2]=0;f[(c+8|0)>>2]=N;f[(c+8|0)+4>>2]=O;b=f[(L+20|0)>>2]|0;if((b|0)==(f[(L+24|0)>>2]|0))Bmb(L+16|0,a+8|0);else{f[b>>2]=c;f[(L+20|0)>>2]=(f[(L+20|0)>>2]|0)+4}c=f[a>>2]|0;d=f[c+64>>2]|0;b=f[c+52>>2]|0}i=(b|0)>-1;do{j=1;if(j){j=0;if(!d){if(i){Amb(L,c,c+16|0)|0;d=f[a>>2]|0}else d=c;b=d+72|0;e=f[b>>2]|0;g=d+68|0;h=f[g>>2]|0;if(!((e|0)!=0|(h|0)!=0))if((f[(L+128|0)>>2]|0)!=(d|0))break;f[((e|0)!=0?e+68|0:L+128|0)>>2]=h;if(h)f[h+72>>2]=e;f[g>>2]=0;f[b>>2]=0}else j=1}if(j)if(1){if(!i){if(zmb(L+76|0,a)|0)break;else C=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}i=Amb(L,c,c+16|0)|0;if(!(zmb(L+76|0,a)|0)){O=0;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}g=f[a>>2]|0;if(!(f[g+40>>2]|0)){O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}b=f[g+72>>2]|0;h=f[g+68>>2]|0;if(b|0){c=f[b+8>>2]|0;if((c|0)==(f[g>>2]|0)){d=f[b+12>>2]|0;if((d|0)==(f[g+4>>2]|0))if(f[b+40>>2]|0)if((f[b+52>>2]|0)>-1){e=f[b+20>>2]|0;if((d|0)>(e|0)){O=X((f[b+16>>2]|0)-(f[b>>2]|0)|0,(f[g+20>>2]|0)-d|0)|0;if((O|0)==(X(e-(f[b+4>>2]|0)|0,(f[g+16>>2]|0)-c|0)|0)){N=Amb(L,b,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}break}}}}}if(h|0){b=f[h+8>>2]|0;if((b|0)==(f[g>>2]|0)){c=f[h+12>>2]|0;if((c|0)==(f[g+4>>2]|0))if(f[h+40>>2]|0)if((f[h+52>>2]|0)>-1){d=f[h+20>>2]|0;if((c|0)>(d|0)){O=X((f[h+16>>2]|0)-(f[h>>2]|0)|0,(f[g+20>>2]|0)-c|0)|0;if((O|0)==(X(d-(f[h+4>>2]|0)|0,(f[g+16>>2]|0)-b|0)|0)){N=Amb(L,h,g)|0;b=(f[a>>2]|0)+16|0;O=f[b>>2]|0;b=f[b+4>>2]|0;c=pOb(16)|0;f[(a+8|0)>>2]=c;f[c>>2]=i;f[c+4>>2]=N;f[(c+8|0)>>2]=O;f[(c+8|0)+4>>2]=b;b=f[(L+8|0)>>2]|0;if((b|0)==(f[(L+12|0)>>2]|0))Bmb(L+4|0,a+8|0);else{f[b>>2]=c;f[(L+8|0)>>2]=(f[(L+8|0)>>2]|0)+4}}}}}}}}while(0);O=1;u=a;f[a+1560>>2]=6;f[a+1564>>2]=O|0;break a}else b=1;if(b)if((A|0)==150)if(1){u=a;f[a+1560>>2]=6;f[a+1564>>2]=C|0;break a}f[a+1560>>2]=6;f[a+1564>>2]=0;break a}f[a+96>>2]=F;f[a+144>>2]=G;f[a+152>>2]=H;f[a+160>>2]=I;f[a+272>>2]=J;f[a+368>>2]=K;f[a+456>>2]=E;f[a+1528>>2]=A}
+function yha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0;j=u;u=u+16|0;d=j+4|0;e=j;g=j+8|0;i=b[c>>0]|0;h=a+4|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,1,g)|0;b[(f[a>>2]|0)+k>>0]=i;k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+32|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+56|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,24,g)|0;i=(f[a>>2]|0)+i|0;k=c+8|0;l=i+24|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));n=c+208|0;i=f[n>>2]|0;n=f[n+4>>2]|0;l=f[h>>2]|0;k=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;l=k;b[l>>0]=i;b[l+1>>0]=i>>8;b[l+2>>0]=i>>16;b[l+3>>0]=i>>24;k=k+4|0;b[k>>0]=n;b[k+1>>0]=n>>8;b[k+2>>0]=n>>16;b[k+3>>0]=n>>24;k=c+216|0;n=f[k>>2]|0;k=f[k+4>>2]|0;l=f[h>>2]|0;i=l-(f[a>>2]|0)|0;f[e>>2]=l;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;i=(f[a>>2]|0)+i|0;l=i;b[l>>0]=n;b[l+1>>0]=n>>8;b[l+2>>0]=n>>16;b[l+3>>0]=n>>24;i=i+4|0;b[i>>0]=k;b[i+1>>0]=k>>8;b[i+2>>0]=k>>16;b[i+3>>0]=k>>24;m=+pAa(c);i=f[h>>2]|0;k=i-(f[a>>2]|0)|0;f[e>>2]=i;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,8,g)|0;k=(f[a>>2]|0)+k|0;p[s>>3]=m;b[k>>0]=b[s>>0];b[k+1>>0]=b[s+1>>0];b[k+2>>0]=b[s+2>>0];b[k+3>>0]=b[s+3>>0];b[k+4>>0]=b[s+4>>0];b[k+5>>0]=b[s+5>>0];b[k+6>>0]=b[s+6>>0];b[k+7>>0]=b[s+7>>0];k=f[h>>2]|0;i=k-(f[a>>2]|0)|0;f[e>>2]=k;b[g>>0]=0;f[d>>2]=f[e>>2];Zga(a,d,128,g)|0;i=(f[a>>2]|0)+i|0;k=c+80|0;l=i+128|0;do{b[i>>0]=b[k>>0]|0;i=i+1|0;k=k+1|0}while((i|0)<(l|0));u=j;return}function zha(a,c,d,e,g,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0;o=u;u=u+16|0;q=o+4|0;r=o;p=o+8|0;s=a+4|0;v=f[s>>2]|0;t=v-(f[a>>2]|0)|0;f[r>>2]=v;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,4,p)|0;t=(f[a>>2]|0)+t|0;c=h[c>>0]|h[c+1>>0]<<8|h[c+2>>0]<<16|h[c+3>>0]<<24;b[t>>0]=c;b[t+1>>0]=c>>8;b[t+2>>0]=c>>16;b[t+3>>0]=c>>24;t=f[s>>2]|0;c=t-(f[a>>2]|0)|0;f[r>>2]=t;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+c>>0]=b[d>>0]|0;d=f[s>>2]|0;c=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=e;t=d;t=h[t>>0]|h[t+1>>0]<<8|h[t+2>>0]<<16|h[t+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;e=(f[a>>2]|0)+c|0;c=e;b[c>>0]=t;b[c+1>>0]=t>>8;b[c+2>>0]=t>>16;b[c+3>>0]=t>>24;e=e+4|0;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;e=f[s>>2]|0;d=e-(f[a>>2]|0)|0;f[r>>2]=e;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+d>>0]=b[g>>0]|0;d=f[s>>2]|0;g=d-(f[a>>2]|0)|0;f[r>>2]=d;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;d=i;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;i=i+4|0;i=h[i>>0]|h[i+1>>0]<<8|h[i+2>>0]<<16|h[i+3>>0]<<24;g=(f[a>>2]|0)+g|0;e=g;b[e>>0]=d;b[e+1>>0]=d>>8;b[e+2>>0]=d>>16;b[e+3>>0]=d>>24;g=g+4|0;b[g>>0]=i;b[g+1>>0]=i>>8;b[g+2>>0]=i>>16;b[g+3>>0]=i>>24;g=f[s>>2]|0;i=g-(f[a>>2]|0)|0;f[r>>2]=g;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+i>>0]=b[j>>0]|0;j=f[s>>2]|0;i=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=k;g=j;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;j=j+4|0;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;k=(f[a>>2]|0)+i|0;i=k;b[i>>0]=g;b[i+1>>0]=g>>8;b[i+2>>0]=g>>16;b[i+3>>0]=g>>24;k=k+4|0;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;k=f[s>>2]|0;j=k-(f[a>>2]|0)|0;f[r>>2]=k;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+j>>0]=b[l>>0]|0;j=f[s>>2]|0;l=j-(f[a>>2]|0)|0;f[r>>2]=j;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,8,p)|0;j=m;j=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;m=m+4|0;m=h[m>>0]|h[m+1>>0]<<8|h[m+2>>0]<<16|h[m+3>>0]<<24;l=(f[a>>2]|0)+l|0;k=l;b[k>>0]=j;b[k+1>>0]=j>>8;b[k+2>>0]=j>>16;b[k+3>>0]=j>>24;l=l+4|0;b[l>>0]=m;b[l+1>>0]=m>>8;b[l+2>>0]=m>>16;b[l+3>>0]=m>>24;l=f[s>>2]|0;m=l-(f[a>>2]|0)|0;f[r>>2]=l;b[p>>0]=0;f[q>>2]=f[r>>2];Zga(a,q,1,p)|0;b[(f[a>>2]|0)+m>>0]=b[n>>0]|0;u=o;return}function Aha(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+16|0;l=p+4|0;m=p;n=p+8|0;d=c+4|0;j=f[d>>2]|0;o=a+4|0;g=f[o>>2]|0;i=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;i=(f[a>>2]|0)+i|0;b[i>>0]=j;b[i+1>>0]=j>>8;b[i+2>>0]=j>>16;b[i+3>>0]=j>>24;if(!j){u=p;return}e=f[c>>2]|0;i=f[d>>2]|0;j=e+(i<<3)|0;d=e;g=f[d>>2]|0;d=f[d+4>>2]|0;q=f[o>>2]|0;c=q-(f[a>>2]|0)|0;f[m>>2]=q;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;if((i|0)==1)c=0;else{c=0;i=e+8|0;while(1){if((f[i>>2]|0)==(g|0))if((f[e+12>>2]|0)==(d+1|0)){c=c+1|0;d=i}else k=7;else k=7;if((k|0)==7){k=0;q=(c|0)!=0;e=f[o>>2]|0;g=e-(f[a>>2]|0)|0;f[m>>2]=e;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+g>>0]=q&1;if(q){g=f[o>>2]|0;q=g-(f[a>>2]|0)|0;f[m>>2]=g;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24}d=f[o>>2]|0;c=d-(f[a>>2]|0)|0;f[m>>2]=d;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,8,n)|0;d=i;g=d;g=h[g>>0]|h[g+1>>0]<<8|h[g+2>>0]<<16|h[g+3>>0]<<24;d=d+4|0;d=h[d>>0]|h[d+1>>0]<<8|h[d+2>>0]<<16|h[d+3>>0]<<24;c=(f[a>>2]|0)+c|0;q=c;b[q>>0]=g;b[q+1>>0]=g>>8;b[q+2>>0]=g>>16;b[q+3>>0]=g>>24;c=c+4|0;b[c>>0]=d;b[c+1>>0]=d>>8;b[c+2>>0]=d>>16;b[c+3>>0]=d>>24;c=0;d=i}e=i+8|0;if((e|0)==(j|0))break;else{q=i;i=e;g=f[d>>2]|0;d=f[d+4>>2]|0;e=q}}}q=(c|0)!=0;j=f[o>>2]|0;k=j-(f[a>>2]|0)|0;f[m>>2]=j;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,1,n)|0;b[(f[a>>2]|0)+k>>0]=q&1;if(!q){u=p;return}o=f[o>>2]|0;q=o-(f[a>>2]|0)|0;f[m>>2]=o;b[n>>0]=0;f[l>>2]=f[m>>2];Zga(a,l,4,n)|0;q=(f[a>>2]|0)+q|0;b[q>>0]=c;b[q+1>>0]=c>>8;b[q+2>>0]=c>>16;b[q+3>>0]=c>>24;u=p;return}function Bha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b,c,d,e);return}function Cha(){f[64564]=1;f[64565]=0;f[64566]=0;f[64567]=0;f[64568]=0;n[64569]=1.0;f[64570]=0;f[64571]=0;f[64572]=0;f[64573]=0;pi(0);return}function Dha(){f[64599]=0;return}function Eha(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;if((a|0)<1|(b|0)<1)return;f[2690]=a;f[2691]=b;if(c>=1.0&d>=1.0)p[1346]=c;else{p[1346]=+(a|0);d=+(b|0)}p[1347]=d;if((f[64600]|0)<=0)return;Tvb(258928,0,0,a,b)|0;return}function Fha(){var a=0,b=0;if((f[64600]|0)<=0){a=0;return a|0}a=f[64737]|0;b=f[64738]|0;a=b>>>0<a>>>0?b:a;return a|0}function Gha(){return +(+Bd())}function Hha(a,b,c){a=a|0;b=b|0;c=c|0;ac(a|0,b|0,c|0);return}function Iha(){bc();return}function Jha(a){a=a|0;return}function Kha(a){a=a|0;f[a>>2]=f[2690];f[a+4>>2]=f[2691];f[a+8>>2]=f[2692];f[a+12>>2]=f[2693];f[a+16>>2]=f[2694];f[a+20>>2]=f[2695];return}function Lha(){var a=0.0,b=0.0,c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+32|0;c=e+24|0;d=e+20|0;i=e+16|0;h=e+8|0;g=e;f[c>>2]=0;f[d>>2]=0;f[i>>2]=0;Ad(c|0,d|0,i|0);p[h>>3]=0.0;p[g>>3]=0.0;zd(1,h|0,g|0)|0;c=f[c>>2]|0;d=f[d>>2]|0;b=+p[h>>3];a=+p[g>>3];if((c|0)<1|(d|0)<1){rc();u=e;return 0}f[2690]=c;f[2691]=d;if(b>=1.0&a>=1.0)p[1346]=b;else{p[1346]=+(c|0);a=+(d|0)}p[1347]=a;if((f[64600]|0)<=0){rc();u=e;return 0}Tvb(258928,0,0,c,d)|0;rc();u=e;return 0}function Mha(){var a=0,c=0,d=0,e=0;d=u;u=u+1264|0;a=pOb(248)|0;OSa(a,38);c=f[64599]|0;f[64599]=a;if(c){gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=f[64599]|0}c=f[a+240>>2]|0;w9a(c);f[d>>2]=31648;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+4|0)>>2]|0;if(a>>>0<(f[c+8>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+4|0)>>2]|0;b[a+24>>0]=0;f[(c+4|0)>>2]=e+32}else Oha(c,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31692;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+52|0)>>2]|0;if(a>>>0<(f[c+56>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+52|0)>>2]|0;b[a+24>>0]=0;f[(c+52|0)>>2]=e+32}else Pha(c+48|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31736;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+28|0)>>2]|0;if(a>>>0<(f[c+32>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+28|0)>>2]|0;b[a+24>>0]=0;f[(c+28|0)>>2]=e+32}else Qha(c+24|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);f[d>>2]=31780;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+16|0)>>2]|0;if(a>>>0<(f[c+20>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+16|0)>>2]|0;b[a+24>>0]=0;f[(c+16|0)>>2]=e+32}else Qha(c+12|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);c=f[64599]|0;f[d>>2]=31824;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;a=f[(c+8|0)>>2]|0;if(a>>>0<(f[c+12>>2]|0)>>>0){f[a+16>>2]=a;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,a);e=f[(c+8|0)>>2]|0;b[a+24>>0]=0;f[(c+8|0)>>2]=e+32}else Qha(c+4|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31868;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+24|0)>>2]|0;if(c>>>0<(f[a+28>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+24|0)>>2]|0;b[c+24>>0]=0;f[(a+24|0)>>2]=e+32}else Qha(a+20|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31912;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+48|0)>>2]|0;if(c>>>0<(f[a+52>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+48|0)>>2]|0;b[c+24>>0]=0;f[(a+48|0)>>2]=e+32}else Oha(a+44|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=31956;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+60|0)>>2]|0;if(c>>>0<(f[a+64>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+60|0)>>2]|0;b[c+24>>0]=0;f[(a+60|0)>>2]=e+32}else Oha(a+56|0,d,d+24|0);a=f[(d+16|0)>>2]|0;if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[64599]|0;f[d>>2]=32e3;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+72|0)>>2]|0;if(c>>>0<(f[a+76>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+72|0)>>2]|0;b[c+24>>0]=0;f[(a+72|0)>>2]=e+32}else Oha(a+68|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32044;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+96|0)>>2]|0;if(c>>>0<(f[a+100>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+96|0)>>2]|0;b[c+24>>0]=0;f[(a+96|0)>>2]=e+32}else Qha(a+92|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32088;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+108|0)>>2]|0;if(c>>>0<(f[a+112>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+108|0)>>2]|0;b[c+24>>0]=0;f[(a+108|0)>>2]=e+32}else Qha(a+104|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32132;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+132|0)>>2]|0;if(c>>>0<(f[a+136>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+132|0)>>2]|0;b[c+24>>0]=0;f[(a+132|0)>>2]=e+32}else Rha(a+128|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32176;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+192|0)>>2]|0;if(c>>>0<(f[a+196>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+192|0)>>2]|0;b[c+24>>0]=0;f[(a+192|0)>>2]=e+32}else Sha(a+188|0,d,d+24|0);a=f[(d+16|0)>>2]|0;do if((d|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else{if(!a)break;gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);a=f[64599]|0;f[d>>2]=32220;f[(d+16|0)>>2]=d;b[(d+24|0)>>0]=0;c=f[(a+144|0)>>2]|0;if(c>>>0<(f[a+148>>2]|0)>>>0){f[c+16>>2]=c;e=f[(d+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,c);e=f[(a+144|0)>>2]|0;b[c+24>>0]=0;f[(a+144|0)>>2]=e+32}else Tha(a+140|0,d,d+24|0);e=f[(d+16|0)>>2]|0;f[d+192>>2]=e;f[d+1176>>2]=0;f[d+1180>>2]=0;rua(d);G=f[d+1176>>2]|0;D=f[d+1180>>2]|0;H=+n[d+1180>>2];f[d+1176>>2]=0;f[d+1180>>2]=0;if((G|0)==5)return}function Nha(){var a=0,c=0;c=pOb(256)|0;oWa(c,f[64599]|0);a=f[64599]|0;f[64599]=c;if(!a){b[262919]=2;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);b[262919]=2;return}function Oha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Pha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Qha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Rha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Sha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Tha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Uha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Vha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Wha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Xha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Yha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function Zha(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=a+4|0;h=f[p>>2]|0;e=f[a>>2]|0;m=h-e>>5;g=m+1|0;k=e;if(g>>>0>134217727)AMb(a);o=a+8|0;j=(f[o>>2]|0)-e|0;n=j>>4;g=j>>5>>>0<67108863?(n>>>0<g>>>0?g:n):134217727;do if(!g)l=0;else if(g>>>0>134217727)vd();else{l=pOb(g<<5)|0;break}while(0);i=l+(m<<5)|0;e=i;n=l+(g<<5)|0;j=b[d>>0]|0;g=c+16|0;d=f[g>>2]|0;do if(!d)f[l+(m<<5)+16>>2]=0;else if((c|0)==(d|0)){f[l+(m<<5)+16>>2]=i;oh[f[(f[d>>2]|0)+12>>2]&1023](d,i);h=f[p>>2]|0;k=f[a>>2]|0;break}else{f[l+(m<<5)+16>>2]=d;f[g>>2]=0;break}while(0);b[l+(m<<5)+24>>0]=j;l=i+32|0;if((h|0)!=(k|0)){do{d=i+-32|0;g=h;h=h+-32|0;j=g+-16|0;c=f[j>>2]|0;do if(!c)f[i+-16>>2]=0;else if((h|0)==(c|0)){f[i+-16>>2]=d;m=f[j>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,d);break}else{f[i+-16>>2]=c;f[j>>2]=0;break}while(0);b[i+-8>>0]=b[g+-8>>0]|0;i=e+-32|0;e=i}while((h|0)!=(k|0));h=f[a>>2]|0}f[a>>2]=e;e=f[p>>2]|0;f[p>>2]=l;f[o>>2]=n;d=h;if((e|0)!=(d|0))do{g=f[e+-16>>2]|0;e=e+-32|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}while((e|0)!=(d|0));if(!h)return;sOb(d);return}function _ha(a){a=a|0;var b=0,c=0;f[a>>2]=26212;b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function $ha(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;g=u;u=u+16|0;h=g+12|0;i=g+8|0;l=g+4|0;k=g;j=f[64599]|0;f[l>>2]=b;f[k>>2]=c;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];N3a(a,j,i,h,d,e);ic(b|0,c|0,d|0,e|0);u=g;return}function aia(a){a=a|0;var b=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function bia(a){a=a|0;var b=0,c=0;f[a>>2]=32572;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function cia(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;b=pOb(24)|0;f[b>>2]=32572;d=b+4|0;f[d>>2]=26212;e=b+8|0;f[e>>2]=0;g=b+12|0;f[g>>2]=0;h=b+16|0;f[h>>2]=0;i=f[a+8>>2]|0;c=(f[a+12>>2]|0)-i|0;if(!c){i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}if((c|0)<0)AMb(e);j=pOb(c)|0;f[g>>2]=j;f[e>>2]=j;e=j+c|0;f[h>>2]=e;bQb(j|0,i|0,c|0)|0;f[g>>2]=e;i=b+20|0;h=a+20|0;h=f[h>>2]|0;f[i>>2]=h;f[d>>2]=32616;return b|0}function dia(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;f[b>>2]=32572;j=b+4|0;f[j>>2]=26212;d=b+8|0;e=a+8|0;f[d>>2]=0;k=b+12|0;f[k>>2]=0;g=b+16|0;f[g>>2]=0;h=a+12|0;c=(f[h>>2]|0)-(f[e>>2]|0)|0;if(c|0){if((c|0)<0)AMb(d);i=pOb(c)|0;f[k>>2]=i;f[d>>2]=i;f[g>>2]=i+c;d=f[e>>2]|0;c=(f[h>>2]|0)-d|0;if((c|0)>0){bQb(i|0,d|0,c|0)|0;f[k>>2]=i+c}}f[b+20>>2]=f[a+20>>2];f[j>>2]=32616;return}function eia(a){a=a|0;var b=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b)return;a=a+12|0;if((f[a>>2]|0)!=(b|0))f[a>>2]=b;sOb(b);return}function fia(a){a=a|0;var b=0,c=0;f[a+4>>2]=26212;b=f[a+8>>2]|0;if(!b){sOb(a);return}c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b);sOb(a);return}function gia(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;b=f[b>>2]|0;c=f[c>>2]|0;d=f[64599]|0;d=Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0;f[a+20>>2]=d;sob(a+4|0,b,c);return}function hia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149724?a+4|0:0)|0}function iia(a){a=a|0;return 10816}function jia(a){a=a|0;return}function kia(a){a=a|0;sOb(a);return}function lia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32528;return a|0}function mia(a,b){a=a|0;b=b|0;f[b>>2]=32528;return}function nia(a){a=a|0;return}function oia(a){a=a|0;sOb(a);return}function pia(a){a=a|0;ec();return}function qia(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==149872?a+4|0:0)|0}function ria(a){a=a|0;return 10848}function sia(a){a=a|0;return}function tia(a){a=a|0;sOb(a);return}function uia(a){a=a|0;a=pOb(8)|0;f[a>>2]=32484;return a|0}function via(a,b){a=a|0;b=b|0;f[b>>2]=32484;return}function wia(a){a=a|0;return}function 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Fla(a,c){a=a|0;c=c|0;if(!a){b[262920]=0;return}a=f[64599]|0;if(a|0)if(!(kYa(a)|0))lYa(f[64599]|0);ac(938,0,50);return}function Gla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;g=u;u=u+16|0;e=g;if((b[262919]|0)!=2){u=g;return}h=f[64599]|0;i=f[c>>2]|0;f[c>>2]=0;f[e>>2]=i;KWa(h,a,e,d);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}tOb(a);u=g;return}function Hla(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;k=o+8|0;n=o+4|0;m=o;if((b[262919]|2)<<24>>24!=2){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=2;oh[m&1023](n,k);u=o;return}if(!(Dla()|0)){n=f[a>>2]|0;m=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=1;oh[m&1023](n,k);u=o;return}if(!(b[262919]|0)){k=pOb(256)|0;oWa(k,f[64599]|0);l=f[64599]|0;f[64599]=k;if(l){gh[f[(f[l>>2]|0)+4>>2]&2047](l);k=f[64599]|0}x9a(f[k+240>>2]|0,0);b[262919]=2}k=f[64599]|0;l=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[l>>2]=32640;f[l+4>>2]=p;f[n>>2]=l;a=f[d>>2]|0;f[d>>2]=0;f[m>>2]=a;CWa(k,n,c,m,e,g,h,i,j);k=f[m>>2]|0;f[m>>2]=0;if(k|0)tOb(k);k=f[n>>2]|0;f[n>>2]=0;if(k|0)gh[f[(f[k>>2]|0)+4>>2]&2047](k);if(b[262920]|0){u=o;return}b[262920]=1;ac(938,0,50);u=o;return}function Ila(a){a=a|0;var b=0;f[a>>2]=32640;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jla(a){a=a|0;var b=0,c=0;f[a>>2]=32640;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Kla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function Lla(a,b){a=a|0;b=b|0;return}function Mla(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nla(a){a=a|0;return 0}function Ola(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=+q;var r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;r=E+36|0;s=E+35|0;t=E+34|0;v=E+33|0;w=E+32|0;x=E+31|0;y=E+30|0;z=E+29|0;A=E+28|0;B=E+16|0;C=E+12|0;D=E;b[r>>0]=e&1;b[s>>0]=g&1;b[t>>0]=h&1;b[v>>0]=i&1;b[w>>0]=j&1;b[x>>0]=k&1;b[y>>0]=l&1;b[z>>0]=m&1;b[A>>0]=n&1;if(b[262919]|0){D=2;u=E;return D|0}if(!(Dla()|0)){D=1;u=E;return D|0}b[262919]=1;h=pOb(252)|0;$Xa(h,f[64599]|0);m=f[64599]|0;f[64599]=h;if(!m)m=h;else{gh[f[(f[m>>2]|0)+4>>2]&2047](m);m=f[64599]|0}x9a(f[m+240>>2]|0,0);if(i)b[(f[64599]|0)+229>>0]=1;f[B>>2]=0;g=B+4|0;f[g>>2]=0;f[B+8>>2]=0;f[C>>2]=1;e=B+8|0;Pla(B,C,r);n=f[g>>2]|0;m=f[e>>2]|0;f[C>>2]=2;if(n>>>0<m>>>0){f[n>>2]=2;b[n+4>>0]=b[s>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,s);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=4;if(n>>>0<m>>>0){f[n>>2]=4;b[n+4>>0]=b[t>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,t);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=8;if(n>>>0<m>>>0){f[n>>2]=8;b[n+4>>0]=b[v>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,v);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=16;if(n>>>0<m>>>0){f[n>>2]=16;b[n+4>>0]=b[w>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,w);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=32;if(n>>>0<m>>>0){f[n>>2]=32;b[n+4>>0]=b[x>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,x);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=64;if(n>>>0<m>>>0){f[n>>2]=64;b[n+4>>0]=b[y>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,y);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=128;if(n>>>0<m>>>0){f[n>>2]=128;b[n+4>>0]=b[z>>0]|0;n=n+8|0;f[g>>2]=n}else{Pla(B,C,z);n=f[g>>2]|0;m=f[e>>2]|0}f[C>>2]=256;if(n>>>0<m>>>0){f[n>>2]=256;b[n+4>>0]=b[A>>0]|0;f[g>>2]=n+8}else Pla(B,C,A);g1a(f[h+244>>2]|0,B,o,p,q);m=f[B>>2]|0;if(m|0){n=f[g>>2]|0;if((n|0)!=(m|0))f[g>>2]=n+(~((n+-8-m|0)>>>3)<<3);sOb(m)}aYa(D,h,(b[c+11>>0]|0)<0?f[c>>2]|0:c,(b[a+11>>0]|0)<0?f[a>>2]|0:a,(b[d+11>>0]|0)<0?f[d>>2]|0:d);if((b[D+11>>0]|0)<0)sOb(f[D>>2]|0);if(b[262920]|0){D=0;u=E;return D|0}b[262920]=1;ac(938,0,50);D=0;u=E;return D|0}function Pla(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;j=a+4|0;l=f[a>>2]|0;m=(f[j>>2]|0)-l|0;n=m>>3;e=n+1|0;if(e>>>0>536870911)AMb(a);h=a+8|0;o=(f[h>>2]|0)-l|0;g=o>>2;e=o>>3>>>0<268435455?(g>>>0<e>>>0?e:g):536870911;do if(!e){i=0;k=0}else if(e>>>0>536870911)vd();else{k=pOb(e<<3)|0;i=k;break}while(0);g=i+(n<<3)|0;f[g>>2]=f[c>>2];b[i+(n<<3)+4>>0]=b[d>>0]|0;if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=i;f[j>>2]=g+8;f[h>>2]=i+(e<<3);if(!l)return;sOb(l);return}function Qla(){lYa(f[64599]|0);return}function Rla(){if(!(b[257144]|0))MPb(257144)|0;f[64601]=262921;return}function Sla(a,b){a=a|0;b=b|0;a=f[a>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Tla(a){a=a|0;var b=0,c=0;b=u;u=u+16|0;c=b;f[c>>2]=f[a>>2];BCb(153675,c)|0;u=b;return}function Ula(){return}function Vla(a,b){a=+a;b=+b;var c=0;c=Bla()|0;ih[f[(f[c>>2]|0)+12>>2]&15](c,a,b);return}function Wla(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;d=(Bla()|0)+244|0;d=f[d>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[c>>2]=e;u$a(d,c);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=b;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=b;return}function Xla(a){a=a|0;var b=0;b=(Bla()|0)+232|0;return kDa(ySa(f[b>>2]|0)|0,a)|0}function Yla(){var a=0;a=(Bla()|0)+240|0;x9a(f[a>>2]|0,0);return}function Zla(){var a=0;a=(Bla()|0)+240|0;w9a(f[a>>2]|0);return}function _la(){return 69}function $la(){return uyb()|0}function ama(){var a=0;a=(Bla()|0)+232|0;return BQa(f[a>>2]|0)|0}function bma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;s=w+20|0;q=w+8|0;o=w+4|0;p=w;f[s>>2]=0;v=s+4|0;f[v>>2]=0;f[s+8>>2]=0;f[q>>2]=0;t=q+4|0;f[t>>2]=0;f[q+8>>2]=0;d=b+4|0;c=f[d>>2]|0;n=q+8|0;do if(c|0)if(c>>>0>1073741823)vd();else{m=pOb(c<<2)|0;f[q>>2]=m;f[t>>2]=m;f[n>>2]=m+(c<<2);break}while(0);m=(Bla()|0)+232|0;m=GQa(f[m>>2]|0)|0;c=f[b>>2]|0;l=f[d>>2]|0;j=c+(l<<2)|0;if(!l){c=f[a>>2]|0;r=35}else{k=m+4|0;l=s+8|0;i=c;do{h=f[i>>2]|0;f[o>>2]=h;e=f[k>>2]|0;a:do if(!e)r=27;else{d=e+-1|0;b=(d&e|0)==0;if(b)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)r=27;else{c=f[c>>2]|0;if(!c)r=27;else{b:do if(b)while(1){e=f[c+4>>2]|0;b=(h|0)==(e|0);if(!(b|(e&d|0)==(g|0))){r=27;break a}if(b)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){r=27;break a}}else while(1){b=f[c+4>>2]|0;if((h|0)==(b|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)!=(g|0)){r=27;break a}}c=f[c>>2]|0;if(!c){r=27;break a}}while(0);c=f[(f[c+12>>2]|0)+8>>2]|0;f[p>>2]=c;b=f[t>>2]|0;if(b>>>0<(f[n>>2]|0)>>>0){f[b>>2]=c;f[t>>2]=b+4}else cma(q,p)}}}while(0);do if((r|0)==27){r=0;c=f[v>>2]|0;if((c|0)==(f[l>>2]|0)){GE(s,o);break}else{f[c>>2]=h;f[v>>2]=c+4;break}}while(0);i=i+4|0}while((i|0)!=(j|0));c=f[a>>2]|0;if((f[s>>2]|0)==(f[v>>2]|0))r=35;else oh[f[(f[c>>2]|0)+12>>2]&1023](c,s)}if((r|0)==35)oh[f[(f[c>>2]|0)+8>>2]&1023](c,q);c=f[q>>2]|0;if(c|0){b=f[t>>2]|0;if((b|0)!=(c|0))f[t>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=f[s>>2]|0;if(!c){u=w;return}b=f[v>>2]|0;if((b|0)!=(c|0))f[v>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);u=w;return}function cma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function dma(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;s=x+16|0;w=x;t=x+12|0;i=f[d+4>>2]|0;r=(i>>>0)/12|0;if((i>>>0)%12|0|0){w=f[a>>2]|0;oh[f[(f[w>>2]|0)+12>>2]&1023](w,s);u=x;return}f[w>>2]=0;v=w+4|0;f[v>>2]=0;f[w+8>>2]=0;n=w+8|0;do if(i>>>0>11)if(i>>>0>460175075)vd();else{j=pOb(r*112|0)|0;q=j;k=j+(r*112|0)|0;f[w>>2]=q;f[v>>2]=q;f[n>>2]=k;q=8;break}else if(i|0){j=0;k=0;q=8}while(0);a:do if((q|0)==8){d=f[d>>2]|0;m=d+(i<<3)|0;i=d;d=k;while(1){if(j>>>0<d>>>0){f[j>>2]=0;f[j+4>>2]=0;f[j+8>>2]=0;d=j+16|0;l=d+96|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(l|0));j=(f[v>>2]|0)+112|0;f[v>>2]=j}else{ema(w);j=f[v>>2]|0}d=j+-96|0;k=i;l=d+96|0;do{f[d>>2]=f[k>>2];d=d+4|0;k=k+4|0}while((d|0)<(l|0));i=i+96|0;if((i|0)==(m|0))break a;d=f[n>>2]|0}}while(0);d=f[c>>2]|0;m=f[c+4>>2]|0;n=d+m|0;c=s+11|0;o=s+8|0;p=s+4|0;b:do if(!m)i=0;else{i=0;j=d;while(1){m=j;while(1){if(!(b[m>>0]|0))break;d=m+1|0;if((d|0)==(n|0))break b;else m=d}f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;l=m-j|0;if(l>>>0>4294967279){q=20;break}if(l>>>0<11){b[c>>0]=l;d=s}else{k=l+16&-16;d=pOb(k)|0;f[s>>2]=d;f[o>>2]=k|-2147483648;f[p>>2]=l}if((j|0)!=(m|0)){k=d;while(1){b[k>>0]=b[j>>0]|0;j=j+1|0;if((j|0)==(m|0))break;else k=k+1|0}d=d+l|0}b[d>>0]=0;l=f[w>>2]|0;d=l;if((((f[v>>2]|0)-l|0)/112|0)>>>0<=i>>>0)break;k=d+(i*112|0)|0;j=k+11|0;if((b[j>>0]|0)<0){b[f[k>>2]>>0]=0;f[d+(i*112|0)+4>>2]=0;d=k}else{b[k>>0]=0;b[j>>0]=0;d=k}EOb(k,0);f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];i=i+1|0;j=m+1|0;if((j|0)==(n|0))break b}if((q|0)==20)vOb(s);if((b[c>>0]|0)<0)sOb(f[s>>2]|0)}while(0);if((i|0)==(r|0)){s=Bla()|0;i=f[s+244>>2]|0;Jkb(DSa(f[s+232>>2]|0)|0,i);s=f[a>>2]|0;f[a>>2]=0;f[t>>2]=s;B$a(i,t,e,w,g,h);i=f[t>>2]|0;f[t>>2]=0;if(i|0)gh[f[(f[i>>2]|0)+4>>2]&2047](i)}else{t=f[a>>2]|0;oh[f[(f[t>>2]|0)+12>>2]&1023](t,s)}i=f[w>>2]|0;if(i|0){d=f[v>>2]|0;if((d|0)!=(i|0)){do{d=d+-112|0;f[v>>2]=d;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[v>>2]|0}}while((d|0)!=(i|0));i=f[w>>2]|0}sOb(i)}u=x;return}function ema(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;k=f[n>>2]|0;d=f[a>>2]|0;i=(k-d|0)/112|0;e=i+1|0;c=d;g=k;if(e>>>0>38347922)AMb(a);o=a+8|0;l=((f[o>>2]|0)-d|0)/112|0;m=l<<1;e=l>>>0<19173961?(m>>>0<e>>>0?e:m):38347922;do if(!e)h=0;else if(e>>>0>38347922)vd();else{h=pOb(e*112|0)|0;break}while(0);d=h+(i*112|0)|0;j=d;m=h+(e*112|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;h=h+(i*112|0)+16|0;i=h+96|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));l=d+112|0;if((g|0)==(c|0)){d=j;e=k}else{e=j;do{h=d+-112|0;i=g;g=g+-112|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;h=d+-96|0;d=i+-96|0;i=h+96|0;do{f[h>>2]=f[d>>2];h=h+4|0;d=d+4|0}while((h|0)<(i|0));d=e+-112|0;e=d}while((g|0)!=(c|0));d=e;e=f[a>>2]|0;c=f[n>>2]|0}f[a>>2]=d;f[n>>2]=l;f[o>>2]=m;d=e;if((c|0)!=(d|0))do{c=c+-112|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function fma(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0.0,P=0,Q=0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0;v=u;u=u+320|0;l=v+248|0;k=v+176|0;y=v+96|0;Q=v+168|0;j=v+16|0;s=v;x=v+164|0;w=v+160|0;i=v+88|0;g=v+80|0;m=v+12|0;o=v+8|0;q=Bla()|0;h=f[q+232>>2]|0;r=f[q+240>>2]|0;t=Pg[f[(f[q>>2]|0)+24>>2]&1023](q)|0;M=f[a>>2]|0;Y=+p[M+24>>3];V=+p[M+48>>3];S=+p[M+72>>3];_=+p[M+8>>3];X=+p[M+32>>3];U=+p[M+56>>3];R=+p[M+80>>3];Z=+p[M+16>>3];W=+p[M+40>>3];T=+p[M+64>>3];O=+p[M+88>>3];n[y>>2]=+p[M>>3];M=y+4|0;n[M>>2]=_;L=y+8|0;n[L>>2]=Z;K=y+12|0;n[K>>2]=0.0;J=y+16|0;n[J>>2]=Y;I=y+20|0;n[I>>2]=X;H=y+24|0;n[H>>2]=W;G=y+28|0;n[G>>2]=0.0;F=y+32|0;n[F>>2]=V;E=y+36|0;n[E>>2]=U;D=y+40|0;n[D>>2]=T;C=y+44|0;n[C>>2]=0.0;B=y+48|0;n[B>>2]=S;A=y+52|0;n[A>>2]=R;z=y+56|0;n[z>>2]=O;a=y+60|0;n[a>>2]=1.0;N=f[q+244>>2]|0;P=f[(f[N>>2]|0)+192>>2]|0;f[Q>>2]=f[c>>2];f[l>>2]=f[Q>>2];O=+Ng[P&31](N,l);d=d==0.0|O==0.0?1.0:O/d;N=j+4|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+24|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;N=j+44|0;f[N>>2]=0;f[N+4>>2]=0;f[N+8>>2]=0;f[N+12>>2]=0;n[j>>2]=d;n[j+20>>2]=d;n[j+40>>2]=d;n[j+60>>2]=1.0;f[k>>2]=y;f[k+4>>2]=j;gma(l,k)|0;f[y>>2]=f[l>>2];f[M>>2]=f[l+4>>2];f[L>>2]=f[l+8>>2];f[K>>2]=f[l+12>>2];f[J>>2]=f[l+16>>2];f[I>>2]=f[l+20>>2];f[H>>2]=f[l+24>>2];f[G>>2]=f[l+28>>2];f[F>>2]=f[l+32>>2];f[E>>2]=f[l+36>>2];f[D>>2]=f[l+40>>2];f[C>>2]=f[l+44>>2];f[B>>2]=f[l+48>>2];f[A>>2]=f[l+52>>2];f[z>>2]=f[l+56>>2];f[a>>2]=f[l+60>>2];hma(j,y);tRa(s,h,j);f[x>>2]=t;j=f[c>>2]|0;f[w>>2]=j;f[k>>2]=f[x>>2];f[l>>2]=f[w>>2];JQa(h,b,k,l,s,e?0:2)|0;if(e){f[g>>2]=t;f[l>>2]=f[g>>2];IQa(i,h,l);c=f[i>>2]|0;a=f[i+4>>2]|0;if(a|0)iOb(a);a=f[c+56>>2]|0;if(a|0)do{Q=f[a+12>>2]|0;HJa(Q,1,0,1)|0;HJa(Q,2,0,1)|0;HJa(Q,4,0,1)|0;a=f[a>>2]|0}while((a|0)!=0)}f[m>>2]=t;f[o>>2]=j;f[k>>2]=f[m>>2];f[l>>2]=f[o>>2];ima(q+152|0,b,k,l);u9a(r);a=f[s+4>>2]|0;if(!a){u=v;return t|0}iOb(a);u=v;return t|0}function gma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;n[a>>2]=+n[e>>2]*+n[c>>2]+ +n[e+16>>2]*+n[c+4>>2]+ +n[e+32>>2]*+n[c+8>>2]+ +n[e+48>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+4>>2]=+n[c+4>>2]*+n[e>>2]+ +n[c+20>>2]*+n[e+4>>2]+ +n[c+36>>2]*+n[e+8>>2]+ +n[c+52>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+8>>2]=+n[e+8>>2]*+n[c>>2]+ +n[e+24>>2]*+n[c+4>>2]+ +n[e+40>>2]*+n[c+8>>2]+ +n[e+56>>2]*+n[c+12>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+12>>2]=+n[c+12>>2]*+n[e>>2]+ +n[c+28>>2]*+n[e+4>>2]+ +n[c+44>>2]*+n[e+8>>2]+ +n[c+60>>2]*+n[e+12>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+16>>2]=+n[e>>2]*+n[c+16>>2]+ +n[e+16>>2]*+n[c+20>>2]+ +n[e+32>>2]*+n[c+24>>2]+ +n[e+48>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+20>>2]=+n[c+4>>2]*+n[e+16>>2]+ +n[c+20>>2]*+n[e+20>>2]+ +n[c+36>>2]*+n[e+24>>2]+ +n[c+52>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+24>>2]=+n[e+8>>2]*+n[c+16>>2]+ +n[e+24>>2]*+n[c+20>>2]+ +n[e+40>>2]*+n[c+24>>2]+ +n[e+56>>2]*+n[c+28>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+28>>2]=+n[c+12>>2]*+n[e+16>>2]+ +n[c+28>>2]*+n[e+20>>2]+ +n[c+44>>2]*+n[e+24>>2]+ +n[c+60>>2]*+n[e+28>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+32>>2]=+n[e>>2]*+n[c+32>>2]+ +n[e+16>>2]*+n[c+36>>2]+ +n[e+32>>2]*+n[c+40>>2]+ +n[e+48>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+36>>2]=+n[c+4>>2]*+n[e+32>>2]+ +n[c+20>>2]*+n[e+36>>2]+ +n[c+36>>2]*+n[e+40>>2]+ +n[c+52>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+40>>2]=+n[e+8>>2]*+n[c+32>>2]+ +n[e+24>>2]*+n[c+36>>2]+ +n[e+40>>2]*+n[c+40>>2]+ +n[e+56>>2]*+n[c+44>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+44>>2]=+n[c+12>>2]*+n[e+32>>2]+ +n[c+28>>2]*+n[e+36>>2]+ +n[c+44>>2]*+n[e+40>>2]+ +n[c+60>>2]*+n[e+44>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+48>>2]=+n[e>>2]*+n[c+48>>2]+ +n[e+16>>2]*+n[c+52>>2]+ +n[e+32>>2]*+n[c+56>>2]+ +n[e+48>>2]*+n[c+60>>2];c=f[b>>2]|0;e=f[d>>2]|0;n[a+52>>2]=+n[c+4>>2]*+n[e+48>>2]+ +n[c+20>>2]*+n[e+52>>2]+ +n[c+36>>2]*+n[e+56>>2]+ +n[c+52>>2]*+n[e+60>>2];e=f[b>>2]|0;c=f[d>>2]|0;n[a+56>>2]=+n[e+8>>2]*+n[c+48>>2]+ +n[e+24>>2]*+n[c+52>>2]+ +n[e+40>>2]*+n[c+56>>2]+ +n[e+56>>2]*+n[c+60>>2];c=f[b>>2]|0;b=f[d>>2]|0;n[a+60>>2]=+n[c+12>>2]*+n[b+48>>2]+ +n[c+28>>2]*+n[b+52>>2]+ +n[c+44>>2]*+n[b+56>>2]+ +n[c+60>>2]*+n[b+60>>2];return a|0}function hma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;e=u;u=u+32|0;d=e+16|0;c=e;IIa(d,b);b=(Bla()|0)+232|0;PQa(c,f[b>>2]|0,d);b=f[c+8>>2]|0;if(!b){f[a>>2]=0;f[a+4>>2]=-1}else{g=b+112|0;b=(Bla()|0)+244|0;b1a(f[b>>2]|0,1,g);b=f[g+4>>2]|0;f[a>>2]=f[g>>2];f[a+4>>2]=b}b=f[c+12>>2]|0;if(b|0)iOb(b);b=f[c+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function ima(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function jma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;g=Bla()|0;e=f[g+244>>2]|0;Jkb(DSa(f[g+232>>2]|0)|0,e);g=f[a>>2]|0;f[a>>2]=0;f[d>>2]=g;F$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function kma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=(Bla()|0)+244|0;g=f[g>>2]|0;h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;G$a(g,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function lma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32672;b[g+8>>0]=e&1;mma(g,0,c,d&1);return}function mma(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=u;u=u+64|0;w=H+52|0;t=H;G=H+32|0;E=H+20|0;C=H+16|0;D=H+12|0;B=H+8|0;j=a;x=Bla()|0;f[G>>2]=0;f[G+4>>2]=0;f[G+8>>2]=0;f[G+12>>2]=0;f[G+16>>2]=0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;s=(Bla()|0)+232|0;s=GQa(f[s>>2]|0)|0;f[w>>2]=0;y=w+4|0;f[y>>2]=0;f[w+8>>2]=0;z=d+4|0;g=f[z>>2]|0;v=w+8|0;if(!g){i=G+8|0;m=i;g=0;h=0;k=0;l=0;n=0;o=0;p=0}else{if(g>>>0>536870911)vd();n=pOb(g<<3)|0;o=n;f[w>>2]=o;f[y>>2]=o;f[v>>2]=n+(g<<3);n=f[d>>2]|0;o=n+(g<<3)|0;p=s+4|0;q=E+8|0;r=t+4|0;do{l=f[n>>2]|0;k=f[p>>2]|0;a:do if(!k)A=34;else{i=k+-1|0;h=(i&k|0)==0;if(h)m=i&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!g)A=34;else{g=f[g>>2]|0;if(!g)A=34;else{b:do if(h)while(1){k=f[g+4>>2]|0;h=(l|0)==(k|0);if(!(h|(k&i|0)==(m|0))){A=34;break a}if(h)if((f[g+8>>2]|0)==(l|0))break b;g=f[g>>2]|0;if(!g){A=34;break a}}else while(1){h=f[g+4>>2]|0;if((l|0)==(h|0)){if((f[g+8>>2]|0)==(l|0))break b}else{if(h>>>0>=k>>>0)h=(h>>>0)%(k>>>0)|0;if((h|0)!=(m|0)){A=34;break a}}g=f[g>>2]|0;if(!g){A=34;break a}}while(0);m=f[n+4>>2]|0;f[t>>2]=f[(f[g+12>>2]|0)+8>>2];f[r>>2]=m;g=f[y>>2]|0;if(g>>>0<(f[v>>2]|0)>>>0){k=t;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[y>>2]=(f[y>>2]|0)+8}else nma(w,t)}}}while(0);do if((A|0)==34){A=0;g=f[F>>2]|0;if((g|0)==(f[q>>2]|0)){GG(E,n);break}else{k=n;l=f[k+4>>2]|0;m=g;f[m>>2]=f[k>>2];f[m+4>>2]=l;f[F>>2]=(f[F>>2]|0)+8;break}}while(0);n=n+8|0}while((n|0)!=(o|0));n=f[w>>2]|0;o=f[y>>2]|0;i=G+8|0;l=f[i>>2]|0;m=i;g=n;h=o;k=l;p=f[v>>2]|0}q=g;f[v>>2]=0;f[y>>2]=0;f[w>>2]=0;f[G>>2]=(g|0)==(h|0)?0:q;f[G+4>>2]=h-q>>3;q=G+12|0;if(!k){g=G+16|0;i=0;k=0}else{g=f[q>>2]|0;if((g|0)!=(k|0))f[q>>2]=g+(~((g+-8-k|0)>>>3)<<3);sOb(l);g=G+16|0;f[g>>2]=0;f[q>>2]=0;f[i>>2]=0;k=f[w>>2]|0;i=k}f[m>>2]=n;f[q>>2]=o;f[g>>2]=p;g=(f[E>>2]|0)==(f[F>>2]|0);if(i|0){h=f[y>>2]|0;if((h|0)!=(i|0))f[y>>2]=h+(~((h+-8-i|0)>>>3)<<3);sOb(k)}if(g)A=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)A=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,E);c:do if((A|0)==45){g=f[x+244>>2]|0;switch(c<<24>>24){case 0:{D=pOb(32)|0;f[D>>2]=32704;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];B=d+8|0;f[D+16>>2]=f[B>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[D+28>>2]=e;f[C>>2]=D;o0a(g,C,G,e);g=f[C>>2]|0;f[C>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 1:{C=pOb(36)|0;f[C>>2]=32736;f[C+4>>2]=j;f[C+8>>2]=f[d>>2];f[C+12>>2]=f[z>>2];B=d+8|0;f[C+16>>2]=f[B>>2];A=d+12|0;f[C+20>>2]=f[A>>2];z=d+16|0;f[C+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[B>>2]=0;f[d>>2]=0;f[C+28>>2]=e;b[C+32>>0]=0;f[D>>2]=C;n0a(g,D,G,e,0);g=f[D>>2]|0;f[D>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}case 2:{D=pOb(36)|0;f[D>>2]=32736;f[D+4>>2]=j;f[D+8>>2]=f[d>>2];f[D+12>>2]=f[z>>2];C=d+8|0;f[D+16>>2]=f[C>>2];A=d+12|0;f[D+20>>2]=f[A>>2];z=d+16|0;f[D+24>>2]=f[z>>2];f[z>>2]=0;f[A>>2]=0;f[C>>2]=0;f[d>>2]=0;f[D+28>>2]=e;b[D+32>>0]=1;f[B>>2]=D;n0a(g,B,G,e,1);g=f[B>>2]|0;f[B>>2]=0;if(!g){j=0;break c}gh[f[(f[g>>2]|0)+4>>2]&2047](g);j=0;break c}default:break c}}while(0);g=f[E>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0))f[F>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}i=G+8|0;g=f[i>>2]|0;if((g|0)==(f[q>>2]|0)){h=f[G>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(g|0){h=f[q>>2]|0;if((h|0)!=(g|0))f[q>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}if(!j){u=H;return}gh[f[(f[j>>2]|0)+4>>2]&2047](j);u=H;return}function nma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function oma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function pma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32736;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;B=u;u=u+64|0;z=B+48|0;x=B+36|0;w=B+16|0;r=B+8|0;s=B;t=h[a+32>>0]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;l=GQa(k)|0;f[z>>2]=0;A=z+4|0;f[A>>2]=0;f[z+8>>2]=0;f[x>>2]=0;y=x+4|0;f[y>>2]=0;f[x+8>>2]=0;b=f[a+8>>2]|0;v=f[a+12>>2]|0;m=b+(v<<3)|0;if(!v){e=x+8|0;b=0;c=0;g=0;i=0;d=0}else{n=l+4|0;o=w+4|0;p=r+4|0;q=s+4|0;v=x+8|0;do{j=f[b>>2]|0;g=f[n>>2]|0;a:do if(!g)c=0;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&j;else if(j>>>0<g>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[l>>2]|0)+(i<<2)>>2]|0;if(!c)c=0;else{c=f[c>>2]|0;if(!c)c=0;else{if(d)while(1){g=f[c+4>>2]|0;d=(j|0)==(g|0);if(!(d|(g&e|0)==(i|0))){c=0;break a}if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c){c=0;break a}}while(1){d=f[c+4>>2]|0;if((j|0)==(d|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){c=0;break a}}c=f[c>>2]|0;if(!c){c=0;break}}}}}while(0);i=f[b+4>>2]|0;f[w>>2]=f[(f[c+12>>2]|0)+8>>2];f[o>>2]=i;CRa(r,k,w);c=f[r>>2]|0;if(c|0)pFa(c,k,t,z);c=f[z>>2]|0;e=f[A>>2]|0;if((c|0)!=(e|0))do{d=f[c+4>>2]|0;f[s>>2]=j;f[q>>2]=d;d=f[y>>2]|0;if(d>>>0<(f[v>>2]|0)>>>0){C=s;g=f[C+4>>2]|0;i=d;f[i>>2]=f[C>>2];f[i+4>>2]=g;f[y>>2]=(f[y>>2]|0)+8}else vma(x,s);c=c+8|0}while((c|0)!=(e|0));c=f[p>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(m|0));g=f[x>>2]|0;i=f[y>>2]|0;e=v;b=g;c=i;d=f[v>>2]|0}C=f[a+4>>2]|0;a=f[(f[C>>2]|0)+8>>2]|0;f[w>>2]=(b|0)==(c|0)?0:b;f[w+4>>2]=c-b>>3;j=w+12|0;f[w+8>>2]=g;f[j>>2]=i;f[w+16>>2]=d;f[e>>2]=0;f[y>>2]=0;f[x>>2]=0;oh[a&1023](C,w);d=w+8|0;b=f[d>>2]|0;if((b|0)==(f[j>>2]|0)){c=f[w>>2]|0;if(c){tOb(c);b=f[d>>2]|0}}if(b|0){c=f[j>>2]|0;if((c|0)!=(b|0))f[j>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[x>>2]|0;if(b|0){c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[z>>2]|0;if(!b){u=B;return}c=f[A>>2]|0;if((c|0)!=(b|0))f[A>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=B;return}function rma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;n=z+16|0;t=z+8|0;v=z;w=(f[a+28>>2]&1|0)!=0;k=h[a+32>>0]|0;l=(Bla()|0)+232|0;l=f[l>>2]|0;m=GQa(l)|0;f[n>>2]=0;y=n+4|0;f[y>>2]=0;f[n+8>>2]=0;b=f[a+8>>2]|0;s=f[a+12>>2]|0;o=b+(s<<3)|0;if(s|0){p=m+4|0;q=n+8|0;r=t+4|0;s=v+4|0;do{i=f[b>>2]|0;g=f[p>>2]|0;a:do if(!g)x=26;else{e=g+-1|0;d=(e&g|0)==0;if(d)j=e&i;else if(i>>>0<g>>>0)j=i;else j=(i>>>0)%(g>>>0)|0;c=f[(f[m>>2]|0)+(j<<2)>>2]|0;if(!c)x=26;else{c=f[c>>2]|0;if(!c)x=26;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(j|0))){x=26;break a}if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c){x=26;break a}}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){x=26;break a}}c=f[c>>2]|0;if(!c){x=26;break a}}while(0);j=f[b+4>>2]|0;f[t>>2]=f[(f[c+12>>2]|0)+8>>2];f[r>>2]=j;CRa(v,l,t);c=f[v>>2]|0;if(!c)x=31;else if(!(lFa(c,l,k,w)|0))x=31;do if((x|0)==31){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);c=f[s>>2]|0;if(c|0)iOb(c)}}}while(0);do if((x|0)==26){x=0;c=f[y>>2]|0;if((c|0)==(f[q>>2]|0)){uma(n,b);break}else{g=b;i=f[g+4>>2]|0;j=c;f[j>>2]=f[g>>2];f[j+4>>2]=i;f[y>>2]=(f[y>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(o|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,n);b=f[n>>2]|0;if(!b){u=z;return}c=f[y>>2]|0;if((c|0)!=(b|0))f[y>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=z;return}function sma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function tma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function uma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function vma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function xma(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=32704;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yma(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function zma(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;m=u;u=u+32|0;h=m+8|0;j=m;d=f[a+28>>2]|0;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[h>>2]=0;l=h+4|0;f[l>>2]=0;f[h+8>>2]=0;c=f[a+8>>2]|0;i=f[a+12>>2]|0;e=c+(i<<3)|0;a:do if(i|0){g=h+8|0;i=j+4|0;if(!(d&1))while(1){ARa(j,k,c);do if(!(f[j>>2]|0)){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{o=c;n=f[o+4>>2]|0;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(e|0))break a}do{ARa(j,k,c);d=f[j>>2]|0;do if(!d){d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{p=c;n=f[p+4>>2]|0;o=d;f[o>>2]=f[p>>2];f[o+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}else{d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2)break;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0)){GG(h,c);break}else{n=c;o=f[n+4>>2]|0;p=d;f[p>>2]=f[n>>2];f[p+4>>2]=o;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0))}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,h);c=f[h>>2]|0;if(!c){u=m;return}d=f[l>>2]|0;if((d|0)!=(c|0))f[l>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=m;return}function Ama(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Bma(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Cma(a){a=a|0;var b=0;f[a>>2]=32768;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Dma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ema(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Fma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Gma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Hma(a){a=a|0;return (b[a+8>>0]|0)!=0|0}function Ima(a){a=a|0;yf()}function Jma(a){a=a|0;return 0}function Kma(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32800;mma(e,d?2:1,b,c&1);return}function Lma(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Mma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32832;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;s0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Nma(a){a=a|0;var b=0;f[a>>2]=32864;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oma(a){a=a|0;var b=0,c=0;f[a>>2]=32864;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Qma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Rma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Sma(a){a=a|0;return 0}function Tma(a){a=a|0;yf()}function Uma(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=32896;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[e>>2]=g;J0a(a,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function Vma(a){a=a|0;var b=0;f[a>>2]=32928;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Wma(a){a=a|0;var b=0,c=0;f[a>>2]=32928;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xma(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function Yma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Zma(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function _ma(a){a=a|0;return 0}function $ma(a){a=a|0;yf()}function ana(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=32960;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function bna(a){a=a|0;var b=0;f[a>>2]=32992;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function cna(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function dna(a,b){a=a|0;b=b|0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function ena(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function fna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function gna(a){a=a|0;return 0}function hna(a){a=a|0;yf()}function ina(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33024;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,5,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function jna(a){a=a|0;var b=0;f[a>>2]=33056;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function kna(a){a=a|0;var b=0,c=0;f[a>>2]=33056;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function lna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function mna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function nna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ona(a){a=a|0;return 0}function pna(a){a=a|0;yf()}function qna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;h=pOb(8)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=33088;a=c&1;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[g>>2]=h;h0a(c,g,1,d?a|2:a,b);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function rna(a){a=a|0;var b=0;f[a>>2]=33120;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sna(a){a=a|0;var b=0,c=0;f[a>>2]=33120;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);return}function una(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vna(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wna(a){a=a|0;yf()}function xna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;yna(a,a9a(f[b>>2]|0)|0);return}function yna(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;b[a>>0]=b[c>>0]|0;p[a+8>>3]=+p[c+8>>3];p[a+16>>3]=+p[c+16>>3];p[a+24>>3]=+p[c+24>>3];p[a+32>>3]=+p[c+32>>3];p[a+40>>3]=+p[c+40>>3];p[a+48>>3]=+p[c+48>>3];p[a+56>>3]=+p[c+56>>3];p[a+64>>3]=+p[c+64>>3];p[a+72>>3]=+p[c+72>>3];p[a+80>>3]=+p[c+80>>3];p[a+88>>3]=+p[c+88>>3];p[a+96>>3]=+p[c+96>>3];p[a+104>>3]=+p[c+104>>3];p[a+112>>3]=+p[c+112>>3];p[a+120>>3]=+p[c+120>>3];p[a+128>>3]=+p[c+128>>3];p[a+136>>3]=+p[c+136>>3];p[a+144>>3]=+p[c+144>>3];p[a+152>>3]=+p[c+152>>3];p[a+160>>3]=+p[c+160>>3];p[a+168>>3]=+p[c+168>>3];p[a+176>>3]=+p[c+176>>3];p[a+184>>3]=+p[c+184>>3];p[a+192>>3]=+p[c+192>>3];p[a+200>>3]=+p[c+200>>3];d=a+208|0;e=c+208|0;g=d+40|0;do{f[d>>2]=f[e>>2];d=d+4|0;e=e+4|0}while((d|0)<(g|0));p[a+248>>3]=+p[c+248>>3];p[a+256>>3]=+p[c+256>>3];p[a+264>>3]=+p[c+264>>3];p[a+272>>3]=+p[c+272>>3];p[a+280>>3]=+p[c+280>>3];p[a+288>>3]=+p[c+288>>3];p[a+296>>3]=+p[c+296>>3];p[a+304>>3]=+p[c+304>>3];p[a+312>>3]=+p[c+312>>3];p[a+320>>3]=+p[c+320>>3];p[a+328>>3]=+p[c+328>>3];p[a+336>>3]=+p[c+336>>3];p[a+344>>3]=+p[c+344>>3];p[a+352>>3]=+p[c+352>>3];p[a+360>>3]=+p[c+360>>3];p[a+368>>3]=+p[c+368>>3];f[a+376>>2]=f[c+376>>2];f[a+380>>2]=f[c+380>>2];f[a+384>>2]=f[c+384>>2];f[a+388>>2]=f[c+388>>2];f[a+392>>2]=f[c+392>>2];f[a+396>>2]=f[c+396>>2];f[a+400>>2]=f[c+400>>2];f[a+404>>2]=f[c+404>>2];f[a+408>>2]=f[c+408>>2];f[a+412>>2]=f[c+412>>2];f[a+416>>2]=f[c+416>>2];f[a+420>>2]=f[c+420>>2];f[a+424>>2]=f[c+424>>2];f[a+428>>2]=f[c+428>>2];f[a+432>>2]=f[c+432>>2];f[a+436>>2]=f[c+436>>2];p[a+440>>3]=+p[c+440>>3];p[a+448>>3]=+p[c+448>>3];p[a+456>>3]=+p[c+456>>3];p[a+464>>3]=+p[c+464>>3];p[a+472>>3]=+p[c+472>>3];p[a+480>>3]=+p[c+480>>3];p[a+488>>3]=+p[c+488>>3];p[a+496>>3]=+p[c+496>>3];p[a+504>>3]=+p[c+504>>3];p[a+512>>3]=+p[c+512>>3];p[a+520>>3]=+p[c+520>>3];p[a+528>>3]=+p[c+528>>3];p[a+536>>3]=+p[c+536>>3];p[a+544>>3]=+p[c+544>>3];p[a+552>>3]=+p[c+552>>3];p[a+560>>3]=+p[c+560>>3];p[a+568>>3]=+p[c+568>>3];p[a+576>>3]=+p[c+576>>3];p[a+584>>3]=+p[c+584>>3];p[a+592>>3]=+p[c+592>>3];p[a+600>>3]=+p[c+600>>3];p[a+608>>3]=+p[c+608>>3];p[a+616>>3]=+p[c+616>>3];p[a+624>>3]=+p[c+624>>3];p[a+632>>3]=+p[c+632>>3];p[a+640>>3]=+p[c+640>>3];p[a+648>>3]=+p[c+648>>3];p[a+656>>3]=+p[c+656>>3];p[a+664>>3]=+p[c+664>>3];p[a+672>>3]=+p[c+672>>3];p[a+680>>3]=+p[c+680>>3];p[a+688>>3]=+p[c+688>>3];f[a+696>>2]=f[c+696>>2];f[a+700>>2]=f[c+700>>2];f[a+704>>2]=f[c+704>>2];f[a+708>>2]=f[c+708>>2];f[a+712>>2]=f[c+712>>2];f[a+716>>2]=f[c+716>>2];f[a+720>>2]=f[c+720>>2];f[a+724>>2]=f[c+724>>2];f[a+728>>2]=f[c+728>>2];g=a+732|0;e=c+732|0;f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];f[g+8>>2]=f[e+8>>2];b[g+12>>0]=b[e+12>>0]|0;return}function zna(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;X8a(b,a,0);q9a(b);return}function Ana(a){a=a|0;var b=0,c=0;f[a>>2]=1065353216;f[a+4>>2]=1065353216;f[a+8>>2]=1065353216;b=a+12|0;f[b>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;c=(Bla()|0)+232|0;_Ra(f[c>>2]|0,a,b)|0;return}function Bna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{h=c;g=d;while(1){i=b+12|0;c=f[i>>2]|0;d=c+196|0;e=f[d>>2]|0;if(!(e&128)){d=c+200|0;e=h;d=f[d>>2]|0}else{f[d>>2]=e&-641|512;c=f[i>>2]|0;d=c+200|0;d=f[d>>2]|0;e=1;g=g&((d&-268435456|0)!=0|0!=0)}if((d&56|0)==0&0==0){c=e;d=g}else{sKa(c)|0;d=(f[i>>2]|0)+200|0;c=1;d=g&((f[d>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0;if(!b)break;else{h=c;g=d}}do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;i=(f[j>>2]|0)+196|0;f[i>>2]=f[i>>2]&-641|512;sKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[k+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{s9a(a);return}}function Cna(){var a=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=Bla()|0;j=f[k+232>>2]|0;a=(IRa(j)|0)+8|0;a=f[a>>2]|0;a:do if(!a){c=0;a=0}else{c=f[(f[a+12>>2]|0)+56>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a){c=0;a=0;break a}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while(0);if(!a){g=0;e=1}else{g=0;e=1;do{do{i=c+12|0;d=f[i>>2]|0;if(!(f[d+196>>2]&2097152)){l=d+200|0;h=g;g=f[l>>2]|0}else{CJa(d,0);d=f[i>>2]|0;g=d+200|0;g=f[g>>2]|0;h=1;e=e&((g&-268435456|0)!=0|0!=0)}if((g&3584|0)==0&0==0)g=h;else{tKa(d)|0;l=(f[i>>2]|0)+200|0;g=1;e=e&((f[l>>2]&-268435456|0)!=0|0!=0)}c=f[c>>2]|0}while((c|0)!=0);do{a=f[a>>2]|0;if(!a){c=0;a=0;break}c=f[(f[a+12>>2]|0)+56>>2]|0}while((c|0)==0)}while((a|0)!=0)}a=(JRa(j)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){c=f[(f[a+12>>2]|0)+76>>2]|0;if(!c)do{a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0}while((c|0)==0);c:while(1){do{l=c+12|0;CJa(f[l>>2]|0,0);tKa(f[l>>2]|0)|0;c=f[c>>2]|0}while((c|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;c=f[(f[a+12>>2]|0)+76>>2]|0;if(c)continue c}}}while(0);a=f[k+240>>2]|0;if((b[a+226>>0]|0)!=3|g^1)return;if(e){u9a(a);return}else{Y8a(a);return}}function Dna(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=TKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=TKa(e,2)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(uKa(e)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;TKa(f[j>>2]|0,0)|0;TKa(f[j>>2]|0,1)|0;TKa(f[j>>2]|0,2)|0;uKa(f[j>>2]|0)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{t9a(a);return}}function Ena(){var a=0,b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;i=Bla()|0;h=f[i+232>>2]|0;a=(IRa(h)|0)+8|0;a=f[a>>2]|0;a:do if(!a){b=0;a=0}else{b=f[(f[a+12>>2]|0)+56>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a){b=0;a=0;break a}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while(0);if(!a){c=0;d=1}else{c=0;d=1;do{do{g=b+12|0;j=QKa(f[g>>2]|0,0)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}j=QKa(e,1)|0;e=f[g>>2]|0;if(j){j=e+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}if(QKa(e,2)|0){j=(f[g>>2]|0)+200|0;c=1;d=d&((f[j>>2]&-268435456|0)!=0|0!=0)}b=f[b>>2]|0}while((b|0)!=0);do{a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0}while((b|0)==0)}while((a|0)!=0)}a=(JRa(h)|0)+8|0;a=f[a>>2]|0;b:do if(a|0){b=f[(f[a+12>>2]|0)+76>>2]|0;if(!b)do{a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0}while((b|0)==0);c:while(1){do{j=b+12|0;QKa(f[j>>2]|0,0)|0;QKa(f[j>>2]|0,1)|0;QKa(f[j>>2]|0,2)|0;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+76>>2]|0;if(b)continue c}}}while(0);a=f[i+240>>2]|0;if(!c)return;if(d){u9a(a);return}else{Y8a(a);return}}function Fna(){var a=0;a=(Bla()|0)+232|0;a=QRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Gna(){var a=0;a=(Bla()|0)+232|0;a=RRa(f[a>>2]|0)|0;return +(+(a>>>0)+4294967296.0*+(I>>>0))}function Hna(a){a=a|0;var b=0;b=(Bla()|0)+232|0;b=QRa(f[b>>2]|0)|0;p[a>>3]=+(b>>>0)+4294967296.0*+(I>>>0);b=(Bla()|0)+232|0;b=RRa(f[b>>2]|0)|0;p[a+8>>3]=+(b>>>0)+4294967296.0*+(I>>>0);return}function Ina(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+144|0;e=k+96|0;g=k;h=k+48|0;i=(Bla()|0)+232|0;i=f[i>>2]|0;j=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));p[h>>3]=+p[c>>3];p[h+8>>3]=+p[c+8>>3];p[h+16>>3]=+p[c+16>>3];p[h+24>>3]=+p[c+24>>3];p[h+32>>3]=+p[c+32>>3];p[h+40>>3]=+p[c+40>>3];j=e;b=g;d=j+48|0;do{f[j>>2]=f[b>>2];j=j+4|0;b=b+4|0}while((j|0)<(d|0));$ib(a,e,i,h);u=k;return}function Jna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;o=u;u=u+160|0;l=o+80|0;r=o+128|0;q=o+32|0;n=o+16|0;m=o;f[q>>2]=f[b>>2];f[q+4>>2]=f[b+4>>2];f[q+8>>2]=f[b+8>>2];f[q+12>>2]=f[b+12>>2];k=b+20|0;f[r>>2]=f[k>>2];f[r+4>>2]=f[k+4>>2];f[r+8>>2]=f[k+8>>2];f[r+12>>2]=f[k+12>>2];f[r+16>>2]=f[k+16>>2];f[r+20>>2]=f[k+20>>2];f[r+24>>2]=f[k+24>>2];k=Bla()|0;j=f[k+232>>2]|0;k=a9a(f[k+240>>2]|0)|0;f[q+16>>2]=i;b=q+20|0;f[b>>2]=f[r>>2];f[b+4>>2]=f[r+4>>2];f[b+8>>2]=f[r+8>>2];f[b+12>>2]=f[r+12>>2];f[b+16>>2]=f[r+16>>2];f[b+20>>2]=f[r+20>>2];f[b+24>>2]=f[r+24>>2];p[n>>3]=+(d>>>0);p[n+8>>3]=+(e>>>0);p[m>>3]=+(g>>>0);p[m+8>>3]=+(h>>>0);b=l;d=q;e=b+48|0;do{f[b>>2]=f[d>>2];b=b+4|0;d=d+4|0}while((b|0)<(e|0));ajb(a,l,c,j,k,n,m);u=o;return}function Kna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;o=u;u=u+16|0;k=o+12|0;l=o;j=f[c+4>>2]|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;if(!j){g=0;e=0}else{if(j>>>0>268435455)AMb(l);i=pOb(j<<4)|0;f[l>>2]=i;e=i+(j<<4)|0;f[l+8>>2]=e;f[m>>2]=e;g=i;h=f[c>>2]|0;c=0;do{n[i+(c<<4)>>2]=+p[h+(c<<5)>>3];n[i+(c<<4)+4>>2]=+p[h+(c<<5)+8>>3];n[i+(c<<4)+8>>2]=+p[h+(c<<5)+16>>3];n[i+(c<<4)+12>>2]=+p[h+(c<<5)+24>>3];c=c+1|0}while((c|0)!=(j|0))}j=(Bla()|0)+244|0;j=f[j>>2]|0;i=f[a>>2]|0;f[a>>2]=0;f[k>>2]=i;O0a(j,k,b,e-g>>4,g,d);e=f[k>>2]|0;f[k>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[l>>2]|0;if(!e){u=o;return}g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-16-e|0)>>>4)<<4);sOb(e);u=o;return}function Lna(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;j=u;u=u+368|0;k=j+352|0;s=j+344|0;r=j+336|0;q=j+328|0;l=j+316|0;p=j+96|0;o=j+16|0;m=j;t=(Bla()|0)+232|0;t=f[t>>2]|0;n[s>>2]=+(c>>>0);n[s+4>>2]=+(d>>>0);n[r>>2]=+(e>>>0);n[r+4>>2]=+(g>>>0);n[q>>2]=+(h>>>0);n[q+4>>2]=+(i>>>0);dkb(p,t,s,r,q,l);f[o>>2]=f[p>>2];f[o+4>>2]=f[p+4>>2];f[o+8>>2]=f[p+8>>2];n[o+12>>2]=-+n[p+12>>2];f[o+16>>2]=f[p+16>>2];f[o+20>>2]=f[p+20>>2];f[o+24>>2]=f[p+24>>2];n[o+28>>2]=-+n[p+28>>2];f[o+32>>2]=f[p+32>>2];f[o+36>>2]=f[p+36>>2];f[o+40>>2]=f[p+40>>2];n[o+44>>2]=-+n[p+44>>2];f[o+48>>2]=f[p+48>>2];f[o+52>>2]=f[p+52>>2];f[o+56>>2]=f[p+56>>2];n[o+60>>2]=-+n[p+60>>2];f[o+64>>2]=f[p+64>>2];f[o+68>>2]=f[p+68>>2];f[o+72>>2]=f[p+72>>2];n[o+76>>2]=-+n[p+76>>2];g=m+4|0;h=pOb(80)|0;f[g>>2]=h;f[m>>2]=h;i=h+80|0;f[m+8>>2]=i;f[h>>2]=f[o>>2];f[h+4>>2]=f[o+4>>2];f[h+8>>2]=f[o+8>>2];f[h+12>>2]=f[o+12>>2];f[h+16>>2]=f[o+16>>2];f[h+20>>2]=f[o+20>>2];f[h+24>>2]=f[o+24>>2];f[h+28>>2]=f[o+28>>2];f[h+32>>2]=f[o+32>>2];f[h+36>>2]=f[o+36>>2];f[h+40>>2]=f[o+40>>2];f[h+44>>2]=f[o+44>>2];f[h+48>>2]=f[o+48>>2];f[h+52>>2]=f[o+52>>2];f[h+56>>2]=f[o+56>>2];f[h+60>>2]=f[o+60>>2];f[h+64>>2]=f[o+64>>2];f[h+68>>2]=f[o+68>>2];f[h+72>>2]=f[o+72>>2];f[h+76>>2]=f[o+76>>2];f[g>>2]=i;c=(Bla()|0)+244|0;c=f[c>>2]|0;e=f[a>>2]|0;f[a>>2]=0;f[k>>2]=e;e=f[m>>2]|0;d=e;O0a(c,k,b,i-e>>4,d,l);c=f[k>>2]|0;f[k>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if(!e){u=j;return}if((i|0)!=(d|0))f[g>>2]=i+(~((h+64-e|0)>>>4)<<4);sOb(e);u=j;return}function Mna(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+384|0;v=z+368|0;w=z+360|0;x=z+352|0;i=z+344|0;j=z+320|0;k=z+88|0;y=z;l=z+8|0;o=Bla()|0;m=f[o+232>>2]|0;o=f[o+244>>2]|0;p=e+c|0;q=g+-1|0;r=e+d|0;t=h+-1|0;n[v>>2]=+(c>>>0);n[v+4>>2]=+(d>>>0);c=c>>>0<e>>>0?0:(n[s>>2]=+((c-e|0)>>>0),f[s>>2]|0);e=d>>>0<e>>>0?0:(n[s>>2]=+((d-e|0)>>>0),f[s>>2]|0);f[w>>2]=c;f[w+4>>2]=e;n[x>>2]=+((q>>>0<p>>>0?q:p)>>>0);n[x+4>>2]=+((t>>>0<r>>>0?t:r)>>>0);n[i>>2]=+(g>>>0);n[i+4>>2]=+(h>>>0);ckb(j,m,v,i);dkb(k,m,w,x,i,z+308|0);c=f[a>>2]|0;f[a>>2]=0;f[y>>2]=c;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];n[l+12>>2]=-+n[k+12>>2];f[l+16>>2]=f[k+16>>2];f[l+20>>2]=f[k+20>>2];f[l+24>>2]=f[k+24>>2];n[l+28>>2]=-+n[k+28>>2];f[l+32>>2]=f[k+32>>2];f[l+36>>2]=f[k+36>>2];f[l+40>>2]=f[k+40>>2];n[l+44>>2]=-+n[k+44>>2];f[l+48>>2]=f[k+48>>2];f[l+52>>2]=f[k+52>>2];f[l+56>>2]=f[k+56>>2];n[l+60>>2]=-+n[k+60>>2];f[l+64>>2]=f[k+64>>2];f[l+68>>2]=f[k+68>>2];f[l+72>>2]=f[k+72>>2];n[l+76>>2]=-+n[k+76>>2];P0a(o,y,b,j,l);c=f[y>>2]|0;f[y>>2]=0;if(!c){u=z;return}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=z;return}function Nna(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0;e=u;u=u+32|0;h=e+4|0;g=e;i=(Bla()|0)+244|0;i=f[i>>2]|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];f[h+8>>2]=f[c+8>>2];n[h+12>>2]=d*d;n[h+16>>2]=d;c=f[a>>2]|0;f[a>>2]=0;f[g>>2]=c;Q0a(i,g,b,h);a=f[g>>2]|0;f[g>>2]=0;if(!a){u=e;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ona(a){a=a|0;var b=0;b=(Bla()|0)+244|0;R0a(f[b>>2]|0,a);return}function Pna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;e=g;d=(Bla()|0)+244|0;d=f[d>>2]|0;if((f[d+12>>2]|0)!=2){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+16>>2]&1023](e,0);u=g;return}h=f[a>>2]|0;f[a>>2]=0;f[e>>2]=h;S0a(d,e,b,c);a=f[e>>2]|0;f[e>>2]=0;if(!a){u=g;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=g;return}function Qna(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+80|0;d=n+16|0;k=n;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;e=f[b+4>>2]|0;if((e>>>0)%3|0|0){u=n;return}g=(e>>>0)/3|0;h=f[b>>2]|0;i=g+1|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(e>>>0<48){f[d>>2]=g;if(e>>>0>2)j=5}else{Rna(k,i);d=f[k>>2]|0;f[d>>2]=g;j=5}if((j|0)==5){b=0;do{j=b;b=b+1|0;f[d+(b<<2)>>2]=j}while(b>>>0<g>>>0)}if(!(e8a(h,d,i,c,1,a)|0)){d=f[a>>2]|0;b=f[l>>2]|0;if((b|0)!=(d|0))f[l>>2]=b+(~((b+-4-d|0)>>>2)<<2)}d=f[k>>2]|0;if(d|0){b=f[m>>2]|0;if((b|0)!=(d|0))f[m>>2]=b+(~((b+-4-d|0)>>>2)<<2);sOb(d)}u=n;return}function Rna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Sna(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;i=a+4|0;b=f[i>>2]|0;h=a+8|0;l=f[h>>2]|0;if((b|0)==(l|0)){Tna(a,c);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[c>>2];g=b+4|0;f[i>>2]=g}b=c+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=c+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,d);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[d>>2];g=b+4|0;f[i>>2]=g}b=d+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=d+8|0;if((g|0)==(l|0)){Tna(a,b);b=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];b=g+4|0;f[i>>2]=b}if((b|0)==(l|0)){Tna(a,e);g=f[i>>2]|0;l=f[h>>2]|0}else{f[b>>2]=f[e>>2];g=b+4|0;f[i>>2]=g}b=e+4|0;if((g|0)==(l|0)){Tna(a,b);g=f[i>>2]|0;l=f[h>>2]|0}else{f[g>>2]=f[b>>2];g=g+4|0;f[i>>2]=g}b=e+8|0;if((g|0)==(l|0)){Tna(a,b);return}else{f[g>>2]=f[b>>2];f[i>>2]=g+4;return}}function Tna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function Una(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;p[a>>3]=+p[b+112>>3];p[a+8>>3]=+p[b+120>>3];return}function Vna(a,b){a=+a;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;V9a(c,a,b);t9a(c);return}function Wna(a){a=a|0;return 0}function Xna(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33152;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function Yna(a){a=a|0;var b=0;f[a>>2]=33184;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Zna(a){a=a|0;var b=0,c=0;f[a>>2]=33184;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function _na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;j=p+16|0;k=p+8|0;l=p+4|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[j>>2]=0;o=j+4|0;f[o>>2]=0;f[j+8>>2]=0;c=f[b+4>>2]|0;i=j+8|0;if(c|0){if(c>>>0>536870911)vd();e=pOb(c<<3)|0;f[j>>2]=e;f[o>>2]=e;f[i>>2]=e+(c<<3);e=f[b>>2]|0;g=e+(c<<3)|0;h=k+4|0;do{DRa(k,n,e);b=f[k>>2]|0;if(!b){f[l>>2]=0;f[m>>2]=0;b=f[o>>2]|0;if(b>>>0<(f[i>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[o>>2]=b+8}else coa(j,l,m)}else{d=f[b+8>>2]|0;f[l>>2]=d;b=(f[b+12>>2]|0)-d|0;f[m>>2]=b;c=f[o>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=d;f[c+4>>2]=b;f[o>>2]=c+8}else boa(j,l,m)}b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,j);b=f[j>>2]|0;if(!b){u=p;return}c=f[o>>2]|0;if((c|0)!=(b|0))f[o>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=p;return}function $na(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function aoa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function boa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function coa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;h=f[a>>2]|0;i=(f[g>>2]|0)-h|0;j=i>>3;b=j+1|0;if(b>>>0>536870911)AMb(a);e=a+8|0;m=(f[e>>2]|0)-h|0;d=m>>2;b=m>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;do if(!b){k=0;l=0}else if(b>>>0>536870911)vd();else{l=pOb(b<<3)|0;k=l;break}while(0);d=k+(j<<3)|0;m=f[c>>2]|0;f[d>>2]=0;f[k+(j<<3)+4>>2]=m;if((i|0)>0)bQb(l|0,h|0,i|0)|0;f[a>>2]=k;f[g>>2]=d+8;f[e>>2]=k+(b<<3);if(!h)return;sOb(h);return}function doa(a){a=a|0;yf()}function eoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33216;f[d>>2]=g;D0a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function foa(a){a=a|0;var b=0;f[a>>2]=33248;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function goa(a){a=a|0;var b=0,c=0;f[a>>2]=33248;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function hoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+232|0;e=f[e>>2]|0;c=f[b>>2]|0;h=f[b+4>>2]|0;b=c+(h<<3)|0;if(h|0)do{qRa(e,c)|0;c=c+8|0}while((c|0)!=(b|0));h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);u=g;return}function ioa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function joa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function koa(a){a=a|0;yf()}function loa(a){a=a|0;f[a>>2]=6;f[a+4>>2]=4;return}function moa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+16|0;m=s+12|0;n=s;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;h=f[c>>2]|0;l=c+4|0;d=f[l>>2]|0;i=h+(d<<5)|0;f[n>>2]=0;k=n+4|0;f[k>>2]=0;f[n+8>>2]=0;j=h;c=d<<5;e=c>>5;if(e|0){if(e>>>0>134217727)AMb(n);g=pOb(c)|0;f[k>>2]=g;f[n>>2]=g;f[n+8>>2]=g+(e<<5);if(d|0){e=i+-32|0;c=h;d=g;while(1){p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];c=c+32|0;if((c|0)==(i|0))break;else d=d+32|0}f[k>>2]=g+(((e-j|0)>>>5)+1<<5)}}c=TRa(q,n)|0;f[m>>2]=c;d=f[n>>2]|0;if(d){c=f[k>>2]|0;if((c|0)!=(d|0))f[k>>2]=c+(~((c+-32-d|0)>>>5)<<5);sOb(d);c=f[m>>2]|0}if((c|0)==-1){b[n>>0]=(f[l>>2]|0)>>>0<5&1;r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,n);u=s;return}else{oDa(ySa(q)|0);Y8a(f[o+240>>2]|0);Jkb(DSa(q)|0,r);J$a(r);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,m);u=s;return}}function noa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;l=r+24|0;m=r+12|0;i=r+4|0;j=r+8|0;n=r;o=Bla()|0;p=f[o+232>>2]|0;e=f[o+244>>2]|0;f[m>>2]=0;q=m+4|0;f[q>>2]=0;f[m+8>>2]=0;c=f[b>>2]|0;k=b+4|0;h=f[k>>2]|0;g=c+(h<<2)|0;if(h|0){h=m+8|0;do{d=f[c>>2]|0;f[i>>2]=d;f[j>>2]=d;f[l>>2]=f[j>>2];do if(!(WRa(p,l)|0)){d=f[q>>2]|0;if((d|0)==(f[h>>2]|0)){xD(m,i);break}else{f[d>>2]=f[i>>2];f[q>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(g|0));if(f[k>>2]|0){Jkb(DSa(p)|0,e);J$a(e)}}if((f[m>>2]|0)==(f[q>>2]|0)){c=f[b>>2]|0;k=f[k>>2]|0;d=c+(k<<2)|0;if(k|0)do{f[n>>2]=f[c>>2];f[l>>2]=f[n>>2];VRa(p,l)|0;c=c+4|0}while((c|0)!=(d|0));oDa(ySa(p)|0);Y8a(f[o+240>>2]|0);p=f[a>>2]|0;oh[f[(f[p>>2]|0)+8>>2]&1023](p,l)}else{p=f[a>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,m)}c=f[m>>2]|0;if(!c){u=r;return}d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=r;return}function ooa(){var a=0,b=0,c=0;a=Bla()|0;b=f[a+232>>2]|0;c=f[a+244>>2]|0;if(!(SRa(b)|0))return;Jkb(DSa(b)|0,c);J$a(c);oDa(ySa(b)|0);Y8a(f[a+240>>2]|0);return}function poa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0;s=u;u=u+32|0;n=s+16|0;k=s;l=s+4|0;o=Bla()|0;q=f[o+232>>2]|0;r=f[o+244>>2]|0;f[k>>2]=f[c>>2];g=f[b>>2]|0;d=f[b+4>>2]|0;i=g+(d<<5)|0;f[l>>2]=0;m=l+4|0;f[m>>2]=0;f[l+8>>2]=0;j=g;b=d<<5;e=b>>5;if(e|0){if(e>>>0>134217727)AMb(l);h=pOb(b)|0;f[m>>2]=h;f[l>>2]=h;f[l+8>>2]=h+(e<<5);if(d|0){e=i+-32|0;b=g;d=h;while(1){p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];p[d+24>>3]=+p[b+24>>3];b=b+32|0;if((b|0)==(i|0))break;else d=d+32|0}f[m>>2]=h+(((e-j|0)>>>5)+1<<5)}};f[n>>2]=f[k>>2];e=URa(q,n,l)|0;b=f[l>>2]|0;if(b|0){d=f[m>>2]|0;if((d|0)!=(b|0))f[m>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}if(e){Jkb(DSa(q)|0,r);J$a(r);oDa(ySa(q)|0);v9a(f[o+240>>2]|0);r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,n);u=s;return}else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,c);u=s;return}}function qoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+48|0;m=v+32|0;s=v+20|0;r=v+4|0;h=v+16|0;n=v;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[s>>2]=0;t=s+4|0;f[t>>2]=0;f[s+8>>2]=0;c=f[b>>2]|0;j=b+4|0;q=f[j>>2]|0;e=c+(q<<2)|0;if(!q)i=9;else{g=s+8|0;do{q=f[c>>2]|0;f[r>>2]=q;f[h>>2]=q;f[m>>2]=f[h>>2];do if(!(WRa(o,m)|0)){d=f[t>>2]|0;if((d|0)==(f[g>>2]|0)){xD(s,r);break}else{f[d>>2]=f[r>>2];f[t>>2]=d+4;break}}while(0);c=c+4|0}while((c|0)!=(e|0));if((f[s>>2]|0)==(f[t>>2]|0))i=9;else{r=f[a>>2]|0;oh[f[(f[r>>2]|0)+12>>2]&1023](r,s)}}if((i|0)==9){f[r>>2]=0;q=r+4|0;f[q>>2]=0;f[r+8>>2]=0;rS(r,f[j>>2]|0);c=f[b>>2]|0;l=f[j>>2]|0;k=c+(l<<2)|0;a:do if(l|0){l=r+8|0;while(1){f[n>>2]=f[c>>2];f[m>>2]=f[n>>2];g=XRa(o,m)|0;d=f[q>>2]|0;if((d|0)==(f[l>>2]|0))roa(r,g);else{f[d>>2]=0;j=d+4|0;f[j>>2]=0;f[d+8>>2]=0;i=g+4|0;e=(f[i>>2]|0)-(f[g>>2]|0)|0;h=e>>5;if(h){if(h>>>0>134217727)break;b=pOb(e)|0;f[j>>2]=b;f[d>>2]=b;f[d+8>>2]=b+(h<<5);h=f[g>>2]|0;g=f[i>>2]|0;if((h|0)!=(g|0)){d=h;e=b;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(g|0))break;else e=e+32|0}f[j>>2]=b+(((g+-32-h|0)>>>5)+1<<5);d=f[q>>2]|0}}f[q>>2]=d+12}c=c+4|0;if((c|0)==(k|0))break a}AMb(d)}while(0);c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[q>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[q>>2]|0}}while((d|0)!=(c|0));c=f[r>>2]|0}sOb(c)}}c=f[s>>2]|0;if(!c){u=v;return}d=f[t>>2]|0;if((d|0)!=(c|0))f[t>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=v;return}function roa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0;t=a+4|0;e=f[t>>2]|0;h=f[a>>2]|0;o=(e-h|0)/12|0;c=o+1|0;q=h;if(c>>>0>357913941)AMb(a);s=a+8|0;r=((f[s>>2]|0)-h|0)/12|0;g=r<<1;g=r>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)m=0;else if(g>>>0>357913941)vd();else{m=pOb(g*12|0)|0;break}while(0);d=m+(o*12|0)|0;c=d;r=m+(g*12|0)|0;f[d>>2]=0;n=m+(o*12|0)+4|0;f[n>>2]=0;f[m+(o*12|0)+8>>2]=0;l=f[b+4>>2]|0;k=f[b>>2]|0;b=l-k|0;i=b>>5;g=k;if(i|0){if(i>>>0>134217727)AMb(d);j=pOb(b)|0;f[n>>2]=j;f[d>>2]=j;f[m+(o*12|0)+8>>2]=j+(i<<5);if((g|0)!=(l|0)){b=j;while(1){p[b>>3]=+p[g>>3];p[b+8>>3]=+p[g+8>>3];p[b+16>>3]=+p[g+16>>3];p[b+24>>3]=+p[g+24>>3];g=g+32|0;if((g|0)==(l|0))break;else b=b+32|0}f[n>>2]=j+(((l+-32-k|0)>>>5)+1<<5)}}g=d+12|0;if((e|0)!=(q|0)){do{o=d+-12|0;n=e;e=e+-12|0;f[o>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[o>>2]=f[e>>2];o=n+-8|0;f[m>>2]=f[o>>2];n=n+-4|0;f[d+-4>>2]=f[n>>2];f[n>>2]=0;f[o>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(q|0));h=f[a>>2]|0}f[a>>2]=c;c=f[t>>2]|0;f[t>>2]=g;f[s>>2]=r;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-32-g|0)>>>5)<<5);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function soa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;i=h+20|0;g=h;l=pOb(16)|0;k=l+16|0;j=b;e=f[j+4>>2]|0;m=l;f[m>>2]=f[j>>2];f[m+4>>2]=e;m=c;e=f[m+4>>2]|0;j=l+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=e;j=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=e;f[j>>2]=33280;n[j+8>>2]=d;e=f[b+4>>2]|0;a=j+12|0;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=f[c+4>>2]|0;e=j+20|0;f[e>>2]=f[c>>2];f[e+4>>2]=a;f[g>>2]=l;f[g+4>>2]=2;e=g+12|0;f[g+8>>2]=l;f[e>>2]=k;f[g+16>>2]=k;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=j;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=g+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[g>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=h;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function toa(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;e=u;u=u+32|0;d=e+8|0;b=e;c=Bla()|0;g=f[c+232>>2]|0;h=ySa(g)|0;vRa(d,g,a+12|0);vRa(b,g,a+20|0);g=Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0;if(FBa(h,d,b,+n[a+8>>2],g)|0)Y8a(f[c+240>>2]|0);h=f[a+4>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,e+16|0);b=f[b+4>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function voa(a){a=a|0;return 1}function woa(){var a=0;a=Bla()|0;if(!(yBa(ySa(f[a+232>>2]|0)|0)|0))return;Y8a(f[a+240>>2]|0);return}function xoa(){var a=0;a=(Bla()|0)+232|0;lDa(ySa(f[a>>2]|0)|0);return}function yoa(){var a=0;a=(Bla()|0)+232|0;mDa(ySa(f[a>>2]|0)|0);return}function zoa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;p=C+24|0;t=C+16|0;v=C+8|0;w=C+4|0;x=C;A=Bla()|0;y=f[A+232>>2]|0;z=f[A+244>>2]|0;A=f[A+240>>2]|0;c=f[b>>2]|0;B=b+4|0;s=f[B>>2]|0;q=c+(s<<3)|0;a:do if(!s){h=0;e=c;d=c;c=0}else{r=t+4|0;s=v+4|0;h=0;d=0;e=0;o=c;i=-1;while(1){LRa(t,y,o);n=f[t>>2]|0;c=f[r>>2]|0;if(c|0)iOb(c);b:do if(!(f[n+196>>2]&16777216)){EJa(n);g=f[n+116>>2]|0;if((i|0)!=(g|0)){f[w>>2]=g;f[p>>2]=f[w>>2];IQa(v,y,p);d=f[v>>2]|0;c=f[s>>2]|0;if(c|0)iOb(c);if(!d){d=0;e=0;c=-1;break}f[x>>2]=f[d+8>>2];f[p>>2]=f[x>>2];e=mSa(y,p)|0;i=g}if(!e){e=0;c=i}else{l=f[n+120>>2]|0;k=f[e+24>>2]|0;if(!k)c=i;else{j=k+-1|0;g=(j&k|0)==0;if(g)m=j&l;else if(l>>>0<k>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;c=f[(f[e+20>>2]|0)+(m<<2)>>2]|0;if(!c)c=i;else{c=f[c>>2]|0;if(!c)c=i;else{c:do if(g)while(1){k=f[c+4>>2]|0;g=(l|0)==(k|0);if(!(g|(k&j|0)==(m|0))){c=i;break b}if(g)if((f[c+8>>2]|0)==(l|0))break c;c=f[c>>2]|0;if(!c){c=i;break b}}else while(1){g=f[c+4>>2]|0;if((l|0)==(g|0)){if((f[c+8>>2]|0)==(l|0))break c}else{if(g>>>0>=k>>>0)g=(g>>>0)%(k>>>0)|0;if((g|0)!=(m|0)){c=i;break b}}c=f[c>>2]|0;if(!c){c=i;break b}}while(0);NQa(y,f[c+16>>2]|0,n,d);U8a(A,n,0,0);h=1;c=i}}}}}else{c=o;f[c>>2]=0;f[c+4>>2]=-1;c=i}while(0);o=o+8|0;if((o|0)==(q|0))break;else i=c}g=f[b>>2]|0;c=f[B>>2]|0;i=g+(c<<3)|0;d:do if(!c){d=g;c=0}else{d=g;while(1){if((f[d>>2]|0)==0?(f[d+4>>2]|0)==-1:0)break d;d=d+8|0;if((d|0)==(i|0)){e=i;d=g;break a}}}while(0);if((d|0)==(i|0)){e=i;d=g}else{c=d;e=d;e:while(1){do{d=c;c=c+8|0;if((c|0)==(i|0))break e}while((f[c>>2]|0)==0?(f[d+12>>2]|0)==-1:0);w=c;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;e=e+8|0}d=f[b>>2]|0;c=f[B>>2]|0}}while(0);f[B>>2]=c-(d+(c<<3)-e>>3);k$a(z,a,b,1);if(!h){u=C;return}u9a(A);u=C;return}function Aoa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;l$a(f[b>>2]|0,a);return}function Boa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;d=f[c+232>>2]|0;e=f[c+244>>2]|0;$0a(e,a,b);if(!(GSa(d,a,b)|0))return;Jkb(DSa(d)|0,e);Y8a(f[c+240>>2]|0);return}function Coa(a){a=a|0;var b=0;b=(Bla()|0)+244|0;r$a(f[b>>2]|0,a);return}function Doa(a){a=+a;var b=0;b=(Bla()|0)+244|0;s$a(f[b>>2]|0,a);return}function Eoa(a){a=a|0;var c=0,d=0,e=0,g=0;c=Bla()|0;d=f[c+240>>2]|0;e=d+224|0;if(!((b[e>>0]&1)!=0^a))return;g=f[c+244>>2]|0;c=f[c+232>>2]|0;y9a(d,a);BDa(ySa(c)|0);e=b[e>>0]|0;m$a(g,a,(e&2)!=0,(e&4)!=0);Y8a(d);return}function Foa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&2)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,a,(d&4)!=0);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&2)!=0^a))return;z9a(c,a);Y8a(c);return}function Goa(a){a=a|0;var c=0,d=0;c=Bla()|0;d=b[(f[c+240>>2]|0)+224>>0]|0;if(!((d&4)!=0^a))return;m$a(f[c+244>>2]|0,(d&1)!=0,(d&2)!=0,a);c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!((b[c+224>>0]&4)!=0^a))return;A9a(c,a);Y8a(c);return}function Hoa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&1)!=0|0}function Ioa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&2)!=0|0}function Joa(){var a=0;a=(Bla()|0)+240|0;return (b[(f[a>>2]|0)+224>>0]&4)!=0|0}function Koa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&1|0)!=0|0}function Loa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&1|0)!=0^a))return;B9a(b,a);Y8a(b);return}function Moa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&2|0)!=0|0}function Noa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&2|0)!=0^a))return;D9a(b,a);Y8a(b);return}function Ooa(){var a=0;a=(Bla()|0)+240|0;return E9a(f[a>>2]|0)|0}function Poa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;F9a(b,a);Y8a(b);return}function Qoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+48>>2]&1023](b,a);return}function Roa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+60>>2]&63](b,a);return}function Soa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+52>>2]&63](b,a);return}function Toa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;hh[f[(f[b>>2]|0)+64>>2]&63](b,a);return}function Uoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+68>>2]&1023](b,a);return}function Voa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,a);return}function Woa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+20>>2]&1023](b,a);return}function Xoa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[(f[b>>2]|0)+72>>2]|0;oh[f[(f[b>>2]|0)+44>>2]&1023](b,a);return}function Yoa(){var a=0.0,b=0.0,c=0;c=(Bla()|0)+240|0;c=f[(f[c>>2]|0)+72>>2]|0;a=+Mg[f[(f[c>>2]|0)+28>>2]&63](c);b=+Mg[f[(f[c>>2]|0)+32>>2]&63](c);return +(b<a?b:a)}function Zoa(){var a=0;a=(Bla()|0)+240|0;a=f[(f[a>>2]|0)+72>>2]|0;return Pg[f[(f[a>>2]|0)+40>>2]&1023](a)|0}function _oa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;e=(Bla()|0)+244|0;e=f[e>>2]|0;g=pOb(8)|0;f[g>>2]=33312;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[d>>2]=g;x$a(e,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function $oa(a){a=a|0;var b=0;f[a>>2]=33312;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function apa(a){a=a|0;var b=0,c=0;f[a>>2]=33312;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function cpa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;k=o+8|0;j=o;l=c+11|0;e=b[l>>0]|0;h=e<<24>>24<0;m=c+4|0;g=h?f[c>>2]|0:c;h=h?f[m>>2]|0:e&255;i=g+h|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;f[k+8>>2]=0;if(h){if((h|0)<0)AMb(k);p=pOb(h)|0;f[n>>2]=p;f[k>>2]=p;f[k+8>>2]=p+h;e=g;g=p;do{b[g>>0]=b[e>>0]|0;e=e+1|0;g=(f[n>>2]|0)+1|0;f[n>>2]=g}while((e|0)!=(i|0));e=b[l>>0]|0};f[j>>2]=0;d[j+4>>1]=0;b[j+6>>0]=0;if(e<<24>>24<0){b[f[c>>2]>>0]=0;f[m>>2]=0}else{b[c>>0]=0;b[l>>0]=0}EOb(c,0);f[c>>2]=0;e=c+4|0;f[e>>2]=f[j>>2];d[e+4>>1]=d[j+4>>1]|0;b[e+6>>0]=b[j+6>>0]|0;b[c+11>>0]=0;e=f[a+4>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,k);e=f[k>>2]|0;if(!e){u=o;return}if((f[n>>2]|0)!=(e|0))f[n>>2]=e;sOb(e);u=o;return}function dpa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function epa(a){a=a|0;return 0}function fpa(a){a=a|0;var c=0,d=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;d=b[c+226>>0]|0;if(d<<24>>24==a<<24>>24)return;gab(c,a);if(!(a<<24>>24==1&d<<24>>24==0))if(!(d<<24>>24==1&a<<24>>24==0)){Y8a(c);return}u9a(c);return}function gpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;nab(b,a);s9a(b);return}function hpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;oab(b,a);u9a(b);return}function ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;pab(b,a);u9a(b);return}function jpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;qab(b,a);u9a(b);return}function kpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;rab(b,a);u9a(b);return}function lpa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+227>>0]|0)==a<<24>>24)return;kab(c,a);u9a(c);return}function mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if((lab(b)|0)<<24>>24==a<<24>>24)return;mab(b,a);u9a(b);return}function npa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+228>>0]|0)==a<<24>>24)return;J9a(c,a);t9a(c);return}function opa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;xab(b,a);u9a(b);return}function ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;yab(b,a);u9a(b);return}function qpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;zab(b,a);u9a(b);return}function rpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Aab(b,a);u9a(b);return}function spa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Bab(b,a);u9a(b);return}function tpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Cab(b,a);u9a(b);return}function upa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;eab(b,a);u9a(b);return}function vpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;sab(b,a);u9a(b);return}function wpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;tab(b,a);u9a(b);return}function xpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;uab(b,a);u9a(b);return}function ypa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;vab(b,a);u9a(b);return}function zpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;wab(b,a);u9a(b);return}function Apa(){var a=0;a=(Bla()|0)+240|0;a=(f[a>>2]|0)+230|0;return ((j[a>>1]|j[a+2>>1]<<16)&16|0)!=0|0}function Bpa(){var a=0;a=(Bla()|0)+240|0;return +(+Eab(f[a>>2]|0))}function Cpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Dab(b,a);u9a(b);return}function Dpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Fab(b,a);u9a(b);return}function Epa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Gab(b,a);u9a(b);return}function Fpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Hab(b,a);u9a(b);return}function Gpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Iab(b,a);u9a(b);return}function Hpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Jab(b,a);u9a(b);return}function Ipa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Kab(b,a);u9a(b);return}function Jpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Lab(b,a);u9a(b);return}function Kpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Mab(b,a);u9a(b);return}function Lpa(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Nab(b,a);u9a(b);return}function Mpa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Oab(b,a);u9a(b);return}function Npa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;bab(b,a);u9a(b);return}function Opa(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;cab(c,a,b);u9a(c);return}function Ppa(a){a=a|0;var b=0;b=(Bla()|0)+240|0;dab(f[b>>2]|0,a,a+16|0);return}function Qpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;b=d+8|0;e=d;c=Bla()|0;g=f[c+232>>2]|0;c=f[c+240>>2]|0;h=BQa(g)|0;a=f[a>>2]|0;f[e>>2]=h;f[e+4>>2]=a;ERa(b,g,e);a=f[b>>2]|0;if(a|0)if((f[c+216>>2]|0)!=(a|0)){U9a(c,b,0);t9a(c)}a=f[b+4>>2]|0;if(!a){u=d;return}iOb(a);u=d;return}function Rpa(){var a=0,b=0,c=0,d=0;c=u;u=u+16|0;a=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(f[b+216>>2]|0)){u=c;return}f[a>>2]=0;d=a+4|0;f[d>>2]=0;U9a(b,a,0);a=f[d>>2]|0;if(a|0)iOb(a);t9a(b);u=c;return}function Spa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(s8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Tpa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(r8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Upa(a){a=+a;var b=0,c=0,d=0,e=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=f[b+208>>2]|0;d=f[b+212>>2]|0;e=(d|0)==0;if(!e)gOb(d);if(q8a(c,a)|0)t9a(b);if(e)return;iOb(d);return}function Vpa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;d=e+8|0;b=e;g=Bla()|0;c=f[g+240>>2]|0;sRa(d,f[g+232>>2]|0,a);a=f[d>>2]|0;if(a|0){QFa(b,a);if(f[b>>2]|0)if(p8a(f[c+208>>2]|0,b)|0)t9a(c);a=f[b+4>>2]|0;if(a|0)iOb(a)}a=f[d+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function Wpa(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(t8a(f[a+208>>2]|0)|0))return;t9a(a);return}function Xpa(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=b+230|0;if(!(((j[c>>1]|j[c+2>>1]<<16)&128|0)!=0^a))return;T9a(b,a);t9a(b);return}function Ypa(){var a=0;a=(Bla()|0)+240|0;Y8a(f[a>>2]|0);return}function Zpa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=Bla()|0;e=f[c+232>>2]|0;d=f[c+244>>2]|0;c=f[c+240>>2]|0;Jkb(DSa(e)|0,d);uSa(e,f[a>>2]|0,f[a+4>>2]|0,b);o$a(d,a,b);v9a(c);return}function _pa(a){a=+a;var b=0,c=0;b=Bla()|0;c=f[b+244>>2]|0;Jkb(DSa(f[b+232>>2]|0)|0,c);q$a(c,a);c=Bla()|0;b=f[c+240>>2]|0;pSa(f[c+232>>2]|0,a);v9a(b);return}function $pa(){var a=0,b=0,c=0;a=Bla()|0;c=f[a+232>>2]|0;b=f[a+244>>2]|0;a=f[a+240>>2]|0;Jkb(DSa(c)|0,b);oSa(c);p$a(b);v9a(a);return}function aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;d=(Bla()|0)+232|0;d=f[d>>2]|0;c=f[a>>2]|0;e=f[a+4>>2]|0;a=c+(e<<3)|0;if(!e)return;do{ESa(d,c,b);c=c+8|0}while((c|0)!=(a|0));return}function bqa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;m=u;u=u+32|0;q=m+16|0;l=m+8|0;r=m;p=((f[h+4>>2]|0)>>>0)/3|0;o=((f[i+4>>2]|0)>>>0)/3|0;n=((f[j+4>>2]|0)>>>0)/3|0;s=(b&3|0)==3?b&-4:b;s=(s&3|0)==0?s|4:s;s=(s&4096|0)==0?s&-585:s;s=(s&8192|0)==0?s&-1169:s;b=Bla()|0;k=f[b+232>>2]|0;f[r>>2]=(s&16384|0)==0?s&-2337:s;g=f[g>>2]|0;h=f[h>>2]|0;i=f[i>>2]|0;j=f[j>>2]|0;f[q>>2]=f[r>>2];JDa(l,k,q,c,d,e,g,h,p,i,o,j,n);if(!(f[l>>2]|0)){f[a>>2]=0;f[a+4>>2]=-1}else{r=f[b+244>>2]|0;s=f[(f[r>>2]|0)+28>>2]|0;q=ORa(k)|0;oh[s&1023](r,q);q=(f[l>>2]|0)+28|0;r=f[q+4>>2]|0;s=a;f[s>>2]=f[q>>2];f[s+4>>2]=r}b=f[l+4>>2]|0;if(!b){u=m;return}iOb(b);u=m;return}function cqa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0;l=(Bla()|0)+244|0;z$a(f[l>>2]|0,b,7,1);l=pOb(104)|0;f[l>>2]=33344;m=f[a>>2]|0;f[a>>2]=0;f[l+4>>2]=m;f[l+8>>2]=c;f[l+12>>2]=d;f[l+16>>2]=e;f[l+20>>2]=g;f[l+24>>2]=f[h>>2];f[l+28>>2]=f[h+4>>2];g=h+8|0;f[l+32>>2]=f[g>>2];e=h+12|0;f[l+36>>2]=f[e>>2];d=h+16|0;f[l+40>>2]=f[d>>2];f[d>>2]=0;f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[l+44>>2]=f[i>>2];f[l+48>>2]=f[i+4>>2];h=i+8|0;f[l+52>>2]=f[h>>2];g=i+12|0;f[l+56>>2]=f[g>>2];e=i+16|0;f[l+60>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[l+64>>2]=f[j>>2];f[l+68>>2]=f[j+4>>2];i=j+8|0;f[l+72>>2]=f[i>>2];h=j+12|0;f[l+76>>2]=f[h>>2];g=j+16|0;f[l+80>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[l+84>>2]=f[k>>2];f[l+88>>2]=f[k+4>>2];j=k+8|0;f[l+92>>2]=f[j>>2];i=k+12|0;f[l+96>>2]=f[i>>2];h=k+16|0;f[l+100>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;dqa(l,b);return}function dqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=u;u=u+32|0;c=g+20|0;d=g;h=pOb(8)|0;f[h>>2]=33376;f[h+4>>2]=a;i=pOb(8)|0;e=f[b+4>>2]|0;a=i;f[a>>2]=f[b>>2];f[a+4>>2]=e;a=i+8|0;f[d>>2]=i;f[d+4>>2]=1;e=d+12|0;f[d+8>>2]=i;f[e>>2]=a;f[d+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[c>>2]=h;E0a(a,c,d);a=f[c>>2]|0;f[c>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=d+8|0;a=f[c>>2]|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(b){tOb(b);a=f[c>>2]|0}}if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function eqa(a){a=a|0;var b=0;f[a>>2]=33376;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fqa(a){a=a|0;var b=0,c=0;f[a>>2]=33376;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function hqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,f[b>>2]|0);return}function iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jqa(a){a=a|0;return 0}function kqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33344;b=a+92|0;c=f[b>>2]|0;e=a+96|0;if((c|0)==(f[e>>2]|0)){d=f[a+84>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}c=a+72|0;b=f[c>>2]|0;e=a+76|0;if((b|0)==(f[e>>2]|0)){d=f[a+64>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+52|0;b=f[c>>2]|0;e=a+56|0;if((b|0)==(f[e>>2]|0)){d=f[a+44>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=a+32|0;b=f[c>>2]|0;e=a+36|0;if((b|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function lqa(a){a=a|0;kqa(a);sOb(a);return}function mqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;c=u;u=u+48|0;g=c+16|0;d=c+8|0;B=c;v=((f[a+48>>2]|0)>>>0)/3|0;s=((f[a+68>>2]|0)>>>0)/3|0;q=((f[a+88>>2]|0)>>>0)/3|0;A=f[a+8>>2]|0;A=(A&3|0)==3?A&-4:A;A=(A&3|0)==0?A|4:A;A=(A&4096|0)==0?A&-585:A;A=(A&8192|0)==0?A&-1169:A;e=Bla()|0;h=f[e+232>>2]|0;p=f[e+240>>2]|0;zRa(d,h,b);f[B>>2]=(A&16384|0)==0?A&-2337:A;A=f[a+12>>2]|0;z=f[a+16>>2]|0;y=f[a+20>>2]|0;x=f[a+24>>2]|0;w=f[a+44>>2]|0;t=f[a+64>>2]|0;r=f[a+84>>2]|0;f[g>>2]=f[B>>2];HDa(h,d,g,A,z,y,x,w,v,t,s,r,q)|0;Y8a(p);p=f[(f[d>>2]|0)+44>>2]|0;o=+n[p+124>>2];m=+n[p+136>>2];l=+n[p+128>>2];k=+n[p+140>>2];j=+n[p+132>>2];i=+n[p+144>>2];n[g>>2]=o-m;n[g+4>>2]=l-k;n[g+8>>2]=j-i;n[g+12>>2]=o+m;n[g+16>>2]=l+k;n[g+20>>2]=j+i;e=f[e+244>>2]|0;Jkb(DSa(h)|0,e);A$a(e,b,g);g=f[(f[e>>2]|0)+28>>2]|0;b=ORa(h)|0;oh[g&1023](e,b);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,c+40|0);a=f[d+4>>2]|0;if(!a){u=c;return}iOb(a);u=c;return}function nqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function oqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function pqa(a){a=a|0;return 0}function qqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33408;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;E0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function rqa(a){a=a|0;var b=0;f[a>>2]=33408;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function sqa(a){a=a|0;var b=0,c=0;f[a>>2]=33408;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(gRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{wqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{wqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{wqa(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{lRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));x=f[q+244>>2]|0;w=f[(f[x>>2]|0)+28>>2]|0;g=ORa(r)|0;oh[w&1023](x,g);Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}c=f[c>>2]|0;if(c|0){d=s+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function uqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else wqa(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function vqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function xqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(12)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33440;f[d+8>>2]=c;dqa(d,b);return}function yqa(a){a=a|0;var b=0;f[a>>2]=33472;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function zqa(a){a=a|0;var b=0,c=0;f[a>>2]=33472;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Aqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;c=(Bla()|0)+232|0;zRa(e,f[c>>2]|0,b);b=f[e>>2]|0;if(!b){b=f[a+4>>2]|0;a=f[(f[b>>2]|0)+8>>2]|0;f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;oh[a&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}else{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;_Da(f[b+44>>2]|0,f[a+8>>2]|0,d);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,d);b=f[d>>2]|0;if(b|0){a=f[c>>2]|0;if((a|0)!=(b|0))f[c>>2]=a+(~(((a+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}}b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function Bqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Cqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Dqa(a){a=a|0;yf()}function Eqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=pOb(28)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=33504;f[d+8>>2]=f[b>>2];f[d+12>>2]=f[b+4>>2];a=b+8|0;f[d+16>>2]=f[a>>2];e=b+12|0;f[d+20>>2]=f[e>>2];g=b+16|0;f[d+24>>2]=f[g>>2];f[g>>2]=0;f[e>>2]=0;f[a>>2]=0;f[b>>2]=0;dqa(d,c);return}function Fqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Gqa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33504;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=33536;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;c=(Bla()|0)+232|0;zRa(h,f[c>>2]|0,b);b=f[h>>2]|0;c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;if(!b){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[d&1023](c,g);b=f[g>>2]|0;if(b|0){a=f[e>>2]|0;if((a|0)!=(b|0))f[e>>2]=a+(~((a+-4-b|0)>>>2)<<2);sOb(b)}}else{dEa(g,b,f[a+8>>2]|0,f[a+12>>2]|0);oh[d&1023](c,g);c=f[g>>2]|0;if(c|0){b=g+4|0;a=f[b>>2]|0;if((a|0)!=(c|0))f[b>>2]=a+(~((a+-4-c|0)>>>2)<<2);sOb(c)}}b=f[h+4>>2]|0;if(!b){u=i;return}iOb(b);u=i;return}function Iqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Jqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Kqa(a){a=a|0;var b=0;f[a>>2]=33536;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Lqa(a){a=a|0;yf()}function Mqa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33568;dqa(c,b);return}function Nqa(a){a=a|0;var b=0;f[a>>2]=33600;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Oqa(a){a=a|0;var b=0,c=0;f[a>>2]=33600;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pqa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+160|0;s=v+144|0;t=v;h=v+152|0;r=(Bla()|0)+232|0;zRa(s,f[r>>2]|0,c);c=f[s>>2]|0;do if(!c){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=1;oh[r&1023](a,t)}else{g=c+44|0;if(!(b[(f[g>>2]|0)+148>>0]&2)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[t>>0]=3;oh[r&1023](a,t);break}c=t+60|0;d=t;e=d+60|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));n[c>>2]=1.0;k=t+80|0;l=t+64|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[k>>2]=1.0;m=t+100|0;o=t+84|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;n[m>>2]=1.0;p=t+120|0;q=t+104|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;n[p>>2]=1.0;r=t+124|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;j=(f[g>>2]|0)+68|0;if(!(zLa(j)|0)){a=f[a+4>>2]|0;r=f[(f[a>>2]|0)+12>>2]|0;b[h>>0]=2;oh[r&1023](a,h)}else{if(zLa(j)|0){d=zLa(j)|0;g=t+4|0;h=f[g>>2]|0;c=f[t>>2]|0;e=h-c>>2;if(d>>>0>e>>>0){Sqa(t,d-e|0);c=f[t>>2]|0}else if(d>>>0<e>>>0){d=c+(d<<2)|0;if((d|0)!=(h|0))f[g>>2]=h+(~((h+-4-d|0)>>>2)<<2)}CLa(j,c)|0}if(ALa(j)|0){d=t+12|0;e=ALa(j)|0;h=t+16|0;i=f[h>>2]|0;c=f[d>>2]|0;g=i-c>>1;if(e>>>0>g>>>0){Tqa(d,e-g|0);c=f[d>>2]|0}else if(e>>>0<g>>>0){d=c+(e<<1)|0;if((d|0)!=(i|0))f[h>>2]=i+(~((i+-2-d|0)>>>1)<<1)}DLa(j,c)|0}c=f[s>>2]|0;g=f[c+44>>2]|0;d=g+72|0;e=t+24|0;if((e|0)==(d|0))e=g;else{Uqa(e,f[d>>2]|0,f[g+76>>2]|0);e=f[s>>2]|0;c=e;e=f[e+44>>2]|0}d=e+84|0;g=t+36|0;if((g|0)==(d|0))g=e;else{Uqa(g,f[d>>2]|0,f[e+88>>2]|0);c=f[s>>2]|0;g=f[c+44>>2]|0}d=g+96|0;e=t+48|0;if((e|0)!=(d|0)){Uqa(e,f[d>>2]|0,f[g+100>>2]|0);c=f[s>>2]|0}e=f[c+36>>2]|0;d=f[c+40>>2]|0;c=(d|0)==0;if(!c)gOb(d);if(e|0){f[t+60>>2]=f[e>>2];f[l>>2]=f[e+4>>2];f[t+68>>2]=f[e+8>>2];f[t+72>>2]=f[e+12>>2];f[t+76>>2]=f[e+16>>2];f[k>>2]=f[e+20>>2];f[o>>2]=f[e+24>>2];f[t+88>>2]=f[e+28>>2];f[t+92>>2]=f[e+32>>2];f[t+96>>2]=f[e+36>>2];f[m>>2]=f[e+40>>2];f[q>>2]=f[e+44>>2];f[t+108>>2]=f[e+48>>2];f[t+112>>2]=f[e+52>>2];f[t+116>>2]=f[e+56>>2];f[p>>2]=f[e+60>>2]}if(!c)iOb(d);q=f[(f[s>>2]|0)+44>>2]|0;f[r>>2]=f[q+24>>2];f[t+128>>2]=f[q+28>>2];f[t+132>>2]=f[q+32>>2];f[t+136>>2]=f[q+52>>2];a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,t)}dO(t)}while(0);c=f[s+4>>2]|0;if(!c){u=v;return}iOb(c);u=v;return}function Qqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=1;oh[e&1023](a,d);u=c;return}function Rqa(a,c){a=a|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;b[d>>0]=0;oh[e&1023](a,d);u=c;return}function Sqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>2>>>0>=b>>>0){dQb(c|0,0,b<<2|0)|0;f[l>>2]=c+(b<<2);return}h=f[a>>2]|0;g=c-h|0;e=g>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);m=d-h|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){j=0;k=0}else if(d>>>0>1073741823)vd();else{k=pOb(d<<2)|0;j=k;break}while(0);c=j+(e<<2)|0;dQb(c|0,0,b<<2|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<2);f[i>>2]=j+(d<<2);if(!h)return;sOb(h);return}function Tqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;d=f[i>>2]|0;l=a+4|0;c=f[l>>2]|0;if(d-c>>1>>>0>=b>>>0){dQb(c|0,0,b<<1|0)|0;f[l>>2]=c+(b<<1);return}h=f[a>>2]|0;g=c-h|0;e=g>>1;c=e+b|0;if((c|0)<0)AMb(a);d=d-h|0;d=d>>1>>>0<1073741823?(d>>>0<c>>>0?c:d):2147483647;do if(!d){j=0;k=0}else if((d|0)<0)vd();else{k=pOb(d<<1)|0;j=k;break}while(0);c=j+(e<<1)|0;dQb(c|0,0,b<<1|0)|0;if((g|0)>0)bQb(k|0,h|0,g|0)|0;f[a>>2]=j;f[l>>2]=c+(b<<1);f[i>>2]=j+(d<<1);if(!h)return;sOb(h);return}function Uqa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;i=b;h=j-i|0;g=(h|0)/12|0;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=((d-m|0)/12|0)>>>0){h=a+4|0;e=((f[h>>2]|0)-m|0)/12|0;a=g>>>0>e>>>0;g=a?b+(e*12|0)|0:c;e=g;d=e-i|0;if(d|0)cQb(m|0,b|0,d|0)|0;c=l+(((d|0)/12|0)*12|0)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[h>>2]|0,g|0,d|0)|0;f[h>>2]=(f[h>>2]|0)+(((d>>>0)/12|0)*12|0);return}else{d=f[h>>2]|0;if((d|0)==(c|0))return;f[h>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~(((c+-12-m|0)>>>0)/12|0)*12|0);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>357913941)AMb(a);m=(d|0)/12|0;d=m<<1;d=m>>>0<178956970?(d>>>0<g>>>0?g:d):357913941;if(d>>>0>357913941)AMb(a);c=pOb(d*12|0)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d*12|0);if((h|0)<=0)return;bQb(c|0,b|0,h|0)|0;f[e>>2]=c+(((h>>>0)/12|0)*12|0);return}function Vqa(a){a=a|0;yf()}function Wqa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Xqa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+28|0;q=s+16|0;o=s+8|0;p=s;kvb(r);hvb(q);l=(e|1|0)==5;m=l?1:h;l=l?f[c+4>>2]|0:g;h=(i|1|0)==5;g=f[d+4>>2]|0;if(!g)n=3;else{h=ODa(i,0,r,q,h?g:j,h?1:k,f[d>>2]|0)|0;if(!h)n=3}if((n|0)==3)h=ODa(e,0,r,q,l,m,f[c>>2]|0)|0;switch(h|0){case 4:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=3;oh[a&1023](p,o);break}case 1:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=0;oh[a&1023](p,o);break}case 2:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=1;oh[a&1023](p,o);break}case 3:{p=f[a>>2]|0;a=f[(f[p>>2]|0)+12>>2]|0;b[o>>0]=2;oh[a&1023](p,o);break}default:{l=(Bla()|0)+232|0;l=f[l>>2]|0;qFa(o,l);OQa(p,l,o);l=f[p>>2]|0;h=p+4|0;n=f[h>>2]|0;f[p>>2]=0;f[h>>2]=0;f[o>>2]=l;l=o+4|0;g=f[l>>2]|0;f[l>>2]=n;if(g|0){iOb(g);h=f[h>>2]|0;if(h|0)iOb(h)}if(!(f[o>>2]|0)){n=f[a>>2]|0;e=f[(f[n>>2]|0)+12>>2]|0;b[p>>0]=4;oh[e&1023](n,p)}if(f[r>>2]|0)LFa(f[o>>2]|0,r);if(f[q>>2]|0)MFa(f[o>>2]|0,q);h=f[a>>2]|0;a=f[(f[h>>2]|0)+8>>2]|0;e=(f[o>>2]|0)+4|0;n=f[e+4>>2]|0;o=p;f[o>>2]=f[e>>2];f[o+4>>2]=n;oh[a&1023](h,p);h=f[l>>2]|0;if(h|0)iOb(h)}}h=f[q>>2]|0;f[q>>2]=0;if(h|0)tOb(h);h=f[r>>2]|0;f[r>>2]=0;if(!h){u=s;return}tOb(h);u=s;return}function Yqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;s=u;u=u+48|0;r=s;p=s+36|0;q=(Bla()|0)+232|0;q=f[q>>2]|0;c=r;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=r;h=r+4|0;i=5}else{h=r+16|0;i=r+20|0;j=r+12|0;k=r+28|0;l=r+32|0;m=r+24|0;c=r+4|0;n=r+8|0;do{a:do switch(kRa(q,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){v=d;t=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=t;f[h>>2]=(f[h>>2]|0)+8;break a}else{Zqa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){w=d;t=f[w+4>>2]|0;v=e;f[v>>2]=f[w>>2];f[v+4>>2]=t;f[k>>2]=(f[k>>2]|0)+8;break a}else{Zqa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){t=d;v=f[t+4>>2]|0;w=e;f[w>>2]=f[t>>2];f[w+4>>2]=v;f[c>>2]=(f[c>>2]|0)+8;break a}else{Zqa(r,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[r>>2]|0)==(f[c>>2]|0)){d=r;h=c;i=5}else{d=r;i=21}}if((i|0)==5)if((f[r+12>>2]|0)==(f[r+16>>2]|0)){c=r+24|0;if((f[c>>2]|0)==(f[r+28>>2]|0)){e=f[b>>2]|0;w=f[o>>2]|0;g=e+(w<<3)|0;if(w|0)do{pRa(q,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[a>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,r);g=d;h=c;c=r+24|0}c=f[c>>2]|0;if(c|0){d=r+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[r+12>>2]|0;if(e|0){c=r+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=s;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=s;return}function Zqa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function _qa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+16|0;b=e+8|0;d=e;PHa(b);c=(Bla()|0)+232|0;QQa(d,f[c>>2]|0,b);c=(f[d>>2]|0)==0;d=f[d+4>>2]|0;if(d|0)iOb(d);if(c){f[a>>2]=0;f[a+4>>2]=-1}else{g=(f[b>>2]|0)+204|0;c=f[g+4>>2]|0;d=a;f[d>>2]=f[g>>2];f[d+4>>2]=c}a=f[b+4>>2]|0;if(!a){u=e;return}iOb(a);u=e;return}function $qa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;f[e>>2]=33632;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function ara(a){a=a|0;var b=0;f[a>>2]=33632;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function bra(a){a=a|0;var b=0,c=0;f[a>>2]=33632;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function cra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;p=t+36|0;q=Bla()|0;r=f[q+232>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(jRa(r,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{fra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{fra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{fra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=21}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(x|0)do{oRa(r,e)|0;e=e+8|0}while((e|0)!=(g|0));Y8a(f[q+240>>2]|0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,p);g=d}else{c=h;i=21}}else{c=h;i=21}if((i|0)==21){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}d=f[c>>2]|0;if(d|0){e=s+28|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function dra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else fra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function era(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function fra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function gra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33664;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function hra(a){a=a|0;var b=0;f[a>>2]=33696;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ira(a){a=a|0;var b=0,c=0;f[a>>2]=33696;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>134217727)vd();g=pOb(c<<5)|0;f[i>>2]=g;f[l>>2]=g;f[h>>2]=g+(c<<5);g=f[b>>2]|0;d=g+(c<<3)|0;e=j+4|0;c=g;do{vRa(j,k,c);g=f[j>>2]|0;b=f[e>>2]|0;if(b|0)iOb(b);b=f[l>>2]|0;if(b>>>0<(f[h>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;b=b+32|0;f[l>>2]=b}else{mra(i);b=f[l>>2]|0}p=b+-32|0;o=g+152|0;f[p>>2]=f[o>>2];f[p+4>>2]=f[o+4>>2];f[p+8>>2]=f[o+8>>2];f[p+12>>2]=f[o+12>>2];p=f[g+172>>2]|0;o=f[g+176>>2]|0;f[b+-16>>2]=f[g+168>>2];f[b+-12>>2]=p;f[b+-8>>2]=o;n[b+-4>>2]=1.0;c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-32-b|0)>>>5)<<5);sOb(b);u=m;return}function kra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function lra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mra(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+4|0;i=f[a>>2]|0;j=(f[e>>2]|0)-i|0;d=j>>5;b=d+1|0;if(b>>>0>134217727)AMb(a);k=a+8|0;l=(f[k>>2]|0)-i|0;c=l>>4;c=l>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c){g=0;h=0}else if(c>>>0>134217727)vd();else{h=pOb(c<<5)|0;g=h;break}while(0);b=g+(d<<5)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+24>>2]=0;f[b+28>>2]=0;if((j|0)>0)bQb(h|0,i|0,j|0)|0;f[a>>2]=g;f[e>>2]=b+32;f[k>>2]=g+(c<<5);if(!i)return;sOb(i);return}function nra(a){a=a|0;yf()}function ora(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33728;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function pra(a){a=a|0;var b=0;f[a>>2]=33760;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function qra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;c=f[b+4>>2]|0;h=i+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[i>>2]=d;f[l>>2]=d;f[h>>2]=d+(c<<4);d=f[b>>2]|0;e=d+(c<<3)|0;g=j+4|0;do{vRa(j,k,d);b=(f[j>>2]|0)+152|0;c=f[l>>2]|0;if((c|0)==(f[h>>2]|0))ura(i,b);else{f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[l>>2]=c+16}b=f[g>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=m;return}function sra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ura(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>4;c=e+1|0;if(c>>>0>268435455)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>3;d=m>>4>>>0<134217727?(d>>>0<c>>>0?c:d):268435455;do if(!d){h=0;i=0}else if(d>>>0>268435455)vd();else{i=pOb(d<<4)|0;h=i;break}while(0);c=h+(e<<4)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+16;f[l>>2]=h+(d<<4);if(!j)return;sOb(j);return}function vra(a){a=a|0;yf()}function wra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=u;u=u+16|0;d=c;e=pOb(8)|0;g=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=g;f[e>>2]=33792;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=e;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(!a){u=c;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=c;return}function xra(a){a=a|0;var b=0,c=0;f[a>>2]=33760;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function yra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+24|0;l=q+16|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;c=f[b+4>>2]|0;j=k+8|0;if(c|0){if(c>>>0>268435455)vd();d=pOb(c<<4)|0;f[k>>2]=d;f[p>>2]=d;f[j>>2]=d+(c<<4);b=f[b>>2]|0;d=b+(c<<3)|0;e=m+4|0;g=m+8|0;h=m+12|0;i=l+4|0;c=b;do{vRa(l,o,c);b=f[l>>2]|0;f[m>>2]=f[b+168>>2];f[e>>2]=f[b+172>>2];f[g>>2]=f[b+176>>2];n[h>>2]=1.0;b=f[p>>2]|0;if(b>>>0<(f[j>>2]|0)>>>0){f[b>>2]=f[m>>2];f[b+4>>2]=f[m+4>>2];f[b+8>>2]=f[m+8>>2];f[b+12>>2]=f[m+12>>2];f[p>>2]=b+16}else BI(k,m);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,k);b=f[k>>2]|0;if(!b){u=q;return}c=f[p>>2]|0;if((c|0)!=(b|0))f[p>>2]=c+(~((c+-16-b|0)>>>4)<<4);sOb(b);u=q;return}function zra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=pOb(24)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=33824;a=g+8|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=g;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Ara(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;q=r;m=Bla()|0;o=f[m+232>>2]|0;c=f[b>>2]|0;k=f[b+4>>2]|0;l=c+(k<<3)|0;do if(k|0){g=a+8|0;h=a+12|0;i=a+16|0;j=a+20|0;k=q+4|0;e=0;d=1;do{vRa(q,o,c);b=f[q>>2]|0;if(+n[b+152>>2]==+n[g>>2])if(+n[b+156>>2]==+n[h>>2])if(+n[b+160>>2]==+n[i>>2]){if(!(+n[b+164>>2]==+n[j>>2]))p=8}else p=8;else p=8;else p=8;if((p|0)==8){p=0;if(d){d=(fRa(o,q)|0)^1;b=f[q>>2]|0}else d=0;_Ha(b,g);e=1}b=f[k>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(l|0));if(e){b=f[m+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,q);u=r;return}function Cra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=u;u=u+16|0;d=e;if(!(f[b+4>>2]|0)){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);u=e;return}g=f[c+8>>2]|0;h=f[c+4>>2]|0;i=f[c>>2]|0;c=pOb(20)|0;j=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=j;f[c>>2]=33856;f[c+8>>2]=i;f[c+12>>2]=h;f[c+16>>2]=g;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[d>>2]=c;t0a(a,d,b);a=f[d>>2]|0;f[d>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=e;return}function Dra(a){a=a|0;var b=0,c=0;f[a>>2]=32992;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Era(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;l=Bla()|0;m=f[l+232>>2]|0;c=f[b>>2]|0;j=f[b+4>>2]|0;k=c+(j<<3)|0;do if(j|0){g=a+8|0;h=a+12|0;i=a+16|0;j=p+4|0;e=0;d=1;do{vRa(p,m,c);b=f[p>>2]|0;if(+n[b+168>>2]==+n[g>>2])if(+n[b+172>>2]==+n[h>>2]){if(!(+n[b+176>>2]==+n[i>>2]))o=7}else o=7;else o=7;if((o|0)==7){o=0;if(d){d=(fRa(m,p)|0)^1;b=f[p>>2]|0}else d=0;pIa(b,g);e=1}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(k|0));if(e){b=f[l+240>>2]|0;if(d){u9a(b);break}else{Y8a(b);break}}}while(0);a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,p);u=q;return}function Fra(a){a=a|0;var b=0,c=0,d=0;b=u;u=u+64|0;c=b;n[c>>2]=1.0;d=c+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+20>>2]=1.0;d=c+24|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+40>>2]=1.0;d=c+44|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[c+60>>2]=1.0;hma(a,c);u=b;return}function Gra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;f[c>>2]=33888;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;Hra(c,b);return}function Hra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+64|0;r=B+44|0;p=B;A=B+24|0;y=B+12|0;w=B+8|0;v=a;f[A>>2]=0;f[A+4>>2]=0;f[A+8>>2]=0;f[A+12>>2]=0;f[A+16>>2]=0;f[y>>2]=0;z=y+4|0;f[z>>2]=0;f[y+8>>2]=0;o=(Bla()|0)+232|0;o=GQa(f[o>>2]|0)|0;f[r>>2]=0;s=r+4|0;f[s>>2]=0;f[r+8>>2]=0;t=b+4|0;c=f[t>>2]|0;q=r+8|0;if(!c){e=A+8|0;i=e;c=0;d=0;g=0;h=0;j=0;k=0;l=0}else{if(c>>>0>536870911)vd();j=pOb(c<<3)|0;k=j;f[r>>2]=k;f[s>>2]=k;f[q>>2]=j+(c<<3);j=f[b>>2]|0;k=j+(c<<3)|0;l=o+4|0;m=y+8|0;n=p+4|0;do{h=f[j>>2]|0;g=f[l>>2]|0;a:do if(!g)x=34;else{e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;c=f[(f[o>>2]|0)+(i<<2)>>2]|0;if(!c)x=34;else{c=f[c>>2]|0;if(!c)x=34;else{b:do if(d)while(1){g=f[c+4>>2]|0;d=(h|0)==(g|0);if(!(d|(g&e|0)==(i|0))){x=34;break a}if(d)if((f[c+8>>2]|0)==(h|0))break b;c=f[c>>2]|0;if(!c){x=34;break a}}else while(1){d=f[c+4>>2]|0;if((h|0)==(d|0)){if((f[c+8>>2]|0)==(h|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){x=34;break a}}c=f[c>>2]|0;if(!c){x=34;break a}}while(0);i=f[j+4>>2]|0;f[p>>2]=f[(f[c+12>>2]|0)+8>>2];f[n>>2]=i;c=f[s>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){g=p;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[s>>2]=(f[s>>2]|0)+8}else Ira(r,p)}}}while(0);do if((x|0)==34){x=0;c=f[z>>2]|0;if((c|0)==(f[m>>2]|0)){RF(y,j);break}else{g=j;h=f[g+4>>2]|0;i=c;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[z>>2]=(f[z>>2]|0)+8;break}}while(0);j=j+8|0}while((j|0)!=(k|0));j=f[r>>2]|0;k=f[s>>2]|0;e=A+8|0;h=f[e>>2]|0;i=e;c=j;d=k;g=h;l=f[q>>2]|0}m=c;f[q>>2]=0;f[s>>2]=0;f[r>>2]=0;f[A>>2]=(c|0)==(d|0)?0:m;f[A+4>>2]=d-m>>3;m=A+12|0;if(!g){c=A+16|0;e=0;g=0}else{c=f[m>>2]|0;if((c|0)!=(g|0))f[m>>2]=c+(~((c+-8-g|0)>>>3)<<3);sOb(h);c=A+16|0;f[c>>2]=0;f[m>>2]=0;f[e>>2]=0;g=f[r>>2]|0;e=g}f[i>>2]=j;f[m>>2]=k;f[c>>2]=l;c=(f[y>>2]|0)==(f[z>>2]|0);if(e|0){d=f[s>>2]|0;if((d|0)!=(e|0))f[s>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(g)}if(c)x=45;else if(Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0)x=45;else oh[f[(f[a>>2]|0)+12>>2]&1023](a,y);if((x|0)==45){c=(Bla()|0)+244|0;c=f[c>>2]|0;x=pOb(28)|0;f[x>>2]=33920;f[x+4>>2]=v;f[x+8>>2]=f[b>>2];f[x+12>>2]=f[t>>2];v=b+8|0;f[x+16>>2]=f[v>>2];t=b+12|0;f[x+20>>2]=f[t>>2];s=b+16|0;f[x+24>>2]=f[s>>2];f[s>>2]=0;f[t>>2]=0;f[v>>2]=0;f[b>>2]=0;f[w>>2]=x;y0a(c,w,A);c=f[w>>2]|0;f[w>>2]=0;if(!c)a=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);a=0}}c=f[y>>2]|0;if(c|0){d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}e=A+8|0;c=f[e>>2]|0;if((c|0)==(f[m>>2]|0)){d=f[A>>2]|0;if(d){tOb(d);c=f[e>>2]|0}}if(c|0){d=f[m>>2]|0;if((d|0)!=(c|0))f[m>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!a){u=B;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=B;return}function Ira(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Jra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Kra(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=33920;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lra(a,b){a=a|0;b=b|0;b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,a+8|0);return}function Mra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;b=f[a+8>>2]|0;h=f[a+12>>2]|0;e=b+(h<<3)|0;if(h|0){g=j+4|0;h=i+8|0;do{tRa(j,k,b);c=(f[j>>2]|0)==0;d=f[g>>2]|0;if(d|0)iOb(d);do if(c){c=f[l>>2]|0;if((c|0)==(f[h>>2]|0)){RF(i,b);break}else{o=b;n=f[o+4>>2]|0;d=c;f[d>>2]=f[o>>2];f[d+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break}}while(0);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=m;return}function Nra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ora(a){a=a|0;a=f[a+4>>2]|0;return Pg[f[(f[a>>2]|0)+20>>2]&1023](a)|0}function Pra(a){a=a|0;var b=0;f[a>>2]=33888;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qra(a){a=a|0;var b=0,c=0;f[a>>2]=33888;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;t=u;u=u+48|0;s=t;q=t+36|0;r=Bla()|0;p=f[r+232>>2]|0;r=f[r+244>>2]|0;c=s;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=s;h=s+4|0;i=5}else{h=s+16|0;i=s+20|0;j=s+12|0;k=s+28|0;l=s+32|0;m=s+24|0;c=s+4|0;n=s+8|0;do{a:do switch(iRa(p,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){w=d;v=f[w+4>>2]|0;f[e>>2]=f[w>>2];f[e+4>>2]=v;f[h>>2]=(f[h>>2]|0)+8;break a}else{Vra(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){x=d;v=f[x+4>>2]|0;w=e;f[w>>2]=f[x>>2];f[w+4>>2]=v;f[k>>2]=(f[k>>2]|0)+8;break a}else{Vra(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){v=d;w=f[v+4>>2]|0;x=e;f[x>>2]=f[v>>2];f[x+4>>2]=w;f[c>>2]=(f[c>>2]|0)+8;break a}else{Vra(s,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[s>>2]|0)==(f[c>>2]|0)){d=s;h=c;i=5}else{d=s;i=22}}if((i|0)==5)if((f[s+12>>2]|0)==(f[s+16>>2]|0)){c=s+24|0;if((f[c>>2]|0)==(f[s+28>>2]|0)){e=f[b>>2]|0;x=f[o>>2]|0;g=e+(x<<3)|0;if(!x)g=0;else{do{nRa(p,e)|0;e=e+8|0}while((e|0)!=(g|0));g=f[o>>2]|0;e=f[b>>2]|0}f1a(r,g,e);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,q);g=d}else{c=h;i=22}}else{c=h;i=22}if((i|0)==22){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,s);g=d;h=c;c=s+24|0}e=f[c>>2]|0;if(e|0){c=s+28|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}e=f[s+12>>2]|0;if(e|0){c=s+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=t;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=t;return}function Sra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+48|0;i=j;c=i;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=f[b>>2]|0;e=f[b+4>>2]|0;a:do if((c|0)!=(e|0)){g=i+4|0;h=i+8|0;d=0;b=0;while(1){if(d>>>0<b>>>0){l=c;k=f[l+4>>2]|0;b=d;f[b>>2]=f[l>>2];f[b+4>>2]=k;f[g>>2]=(f[g>>2]|0)+8}else Vra(i,c);c=c+8|0;if((c|0)==(e|0))break a;d=f[g>>2]|0;b=f[h>>2]|0}}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,i);c=f[i+24>>2]|0;if(c|0){d=i+28|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}c=f[i+12>>2]|0;if(c|0){d=i+16|0;b=f[d>>2]|0;if((b|0)!=(c|0))f[d>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}b=f[i>>2]|0;if(!b){u=j;return}c=i+4|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);u=j;return}function Tra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Ura(a){a=a|0;return 0}function Vra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Wra(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=33952;Hra(c,b);return}function Xra(a){a=a|0;var b=0;f[a>>2]=33984;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Yra(a){a=a|0;var b=0,c=0;f[a>>2]=33984;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zra(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+8|0;j=m;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;f[i+8>>2]=0;h=b+4|0;vF(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;e=b+(h<<3)|0;if(h|0){g=i+8|0;h=j+4|0;do{tRa(j,k,b);c=f[j>>2]|0;d=f[l>>2]|0;if((d|0)==(f[g>>2]|0))asa(i,c);else{f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];f[d+8>>2]=f[c+8>>2];f[d+12>>2]=f[c+12>>2];f[d+16>>2]=f[c+16>>2];f[d+20>>2]=f[c+20>>2];f[d+24>>2]=f[c+24>>2];f[d+28>>2]=f[c+28>>2];f[d+32>>2]=f[c+32>>2];f[d+36>>2]=f[c+36>>2];f[d+40>>2]=f[c+40>>2];f[d+44>>2]=f[c+44>>2];f[d+48>>2]=f[c+48>>2];f[d+52>>2]=f[c+52>>2];f[d+56>>2]=f[c+56>>2];f[d+60>>2]=f[c+60>>2];f[l>>2]=d+64}c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0}while((b|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=m;return}c=f[l>>2]|0;if((c|0)!=(b|0))f[l>>2]=c+(~((c+-64-b|0)>>>6)<<6);sOb(b);u=m;return}function _ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $ra(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function asa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;g=(f[j>>2]|0)-c>>6;d=g+1|0;if(d>>>0>67108863)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>5;c=i>>6>>>0<33554431?(c>>>0<d>>>0?d:c):67108863;do if(!c)e=0;else if(c>>>0>67108863)vd();else{e=pOb(c<<6)|0;break}while(0);d=e+(g<<6)|0;i=e+(c<<6)|0;f[d>>2]=f[b>>2];f[e+(g<<6)+4>>2]=f[b+4>>2];f[e+(g<<6)+8>>2]=f[b+8>>2];f[e+(g<<6)+12>>2]=f[b+12>>2];f[e+(g<<6)+16>>2]=f[b+16>>2];f[e+(g<<6)+20>>2]=f[b+20>>2];f[e+(g<<6)+24>>2]=f[b+24>>2];f[e+(g<<6)+28>>2]=f[b+28>>2];f[e+(g<<6)+32>>2]=f[b+32>>2];f[e+(g<<6)+36>>2]=f[b+36>>2];f[e+(g<<6)+40>>2]=f[b+40>>2];f[e+(g<<6)+44>>2]=f[b+44>>2];f[e+(g<<6)+48>>2]=f[b+48>>2];f[e+(g<<6)+52>>2]=f[b+52>>2];f[e+(g<<6)+56>>2]=f[b+56>>2];f[e+(g<<6)+60>>2]=f[b+60>>2];h=d+64|0;g=f[a>>2]|0;b=f[j>>2]|0;c=g;if((b|0)!=(g|0)){e=b+-64-c|0;c=b;b=d;do{l=b;b=b+-64|0;m=c;c=c+-64|0;f[b>>2]=f[c>>2];f[l+-60>>2]=f[m+-60>>2];f[l+-56>>2]=f[m+-56>>2];f[l+-52>>2]=f[m+-52>>2];f[l+-48>>2]=f[m+-48>>2];f[l+-44>>2]=f[m+-44>>2];f[l+-40>>2]=f[m+-40>>2];f[l+-36>>2]=f[m+-36>>2];f[l+-32>>2]=f[m+-32>>2];f[l+-28>>2]=f[m+-28>>2];f[l+-24>>2]=f[m+-24>>2];f[l+-20>>2]=f[m+-20>>2];f[l+-16>>2]=f[m+-16>>2];f[l+-12>>2]=f[m+-12>>2];f[l+-8>>2]=f[m+-8>>2];f[l+-4>>2]=f[m+-4>>2]}while((c|0)!=(g|0));d=d+(~(e>>>6)<<6)|0;c=f[a>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;if(!c)return;sOb(c);return}function bsa(a){a=a|0;yf()}function csa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(72)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34016;f[d+8>>2]=f[c>>2];f[d+12>>2]=f[c+4>>2];f[d+16>>2]=f[c+8>>2];f[d+20>>2]=f[c+12>>2];f[d+24>>2]=f[c+16>>2];f[d+28>>2]=f[c+20>>2];f[d+32>>2]=f[c+24>>2];f[d+36>>2]=f[c+28>>2];f[d+40>>2]=f[c+32>>2];f[d+44>>2]=f[c+36>>2];f[d+48>>2]=f[c+40>>2];f[d+52>>2]=f[c+44>>2];f[d+56>>2]=f[c+48>>2];f[d+60>>2]=f[c+52>>2];f[d+64>>2]=f[c+56>>2];f[d+68>>2]=f[c+60>>2];Hra(d,b);return}function dsa(a){a=a|0;var b=0;f[a>>2]=34048;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function esa(a){a=a|0;var b=0,c=0;f[a>>2]=34048;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+48|0;w=y+32|0;t=y+20|0;v=y;r=Bla()|0;s=f[r+232>>2]|0;o=ySa(s)|0;f[w>>2]=0;x=w+4|0;f[x>>2]=0;f[w+8>>2]=0;c=f[b>>2]|0;p=b+4|0;q=f[p>>2]|0;e=c+(q<<3)|0;if(!q)h=10;else{g=w+8|0;do{do if(f[c>>2]|0){d=f[x>>2]|0;if((d|0)==(f[g>>2]|0)){RF(w,c);break}else{m=c;n=f[m+4>>2]|0;q=d;f[q>>2]=f[m>>2];f[q+4>>2]=n;f[x>>2]=(f[x>>2]|0)+8;break}}while(0);c=c+8|0}while((c|0)!=(e|0));if((f[w>>2]|0)==(f[x>>2]|0))h=10;else{v=f[a+4>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,w)}}if((h|0)==10){f[t>>2]=0;q=t+4|0;f[q>>2]=0;f[t+8>>2]=0;c=f[b>>2]|0;n=f[p>>2]|0;l=c+(n<<3)|0;if(!n){j=0;i=1;e=t+8|0;d=0}else{m=a+8|0;n=v+4|0;e=t+8|0;k=0;d=1;do{tRa(v,s,c);zIa(f[v>>2]|0,m);if(d)d=(KIa(f[v>>2]|0)|0)^1;else d=0;j=f[v>>2]|0;g=f[j+64>>2]|0;j=f[j+68>>2]|0;k=k|(g|0)!=(j|0);if((g|0)!=(j|0))do{h=f[g>>2]|0;wDa(o,h);h=h+116|0;i=f[q>>2]|0;if(i>>>0<(f[e>>2]|0)>>>0){z=h;h=f[z+4>>2]|0;f[i>>2]=f[z>>2];f[i+4>>2]=h;f[q>>2]=(f[q>>2]|0)+8}else isa(t,h);g=g+4|0}while((g|0)!=(j|0));g=f[n>>2]|0;if(g|0)iOb(g);c=c+8|0}while((c|0)!=(l|0));j=k;i=d;d=f[p>>2]|0;c=f[b>>2]|0}h=f[r+244>>2]|0;b1a(h,d,c);c=f[t>>2]|0;d=f[q>>2]|0;f[v>>2]=(c|0)==(d|0)?0:c;f[v+4>>2]=d-c>>3;g=v+12|0;f[v+8>>2]=c;f[g>>2]=d;f[v+16>>2]=f[e>>2];f[e>>2]=0;f[q>>2]=0;f[t>>2]=0;t$a(h,v);d=v+8|0;c=f[d>>2]|0;if((c|0)==(f[g>>2]|0)){e=f[v>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}if(!i)Jkb(DSa(s)|0,h);c=f[r+240>>2]|0;do if(j)if(i){u9a(c);break}else{v9a(c);break}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,v);c=f[t>>2]|0;if(c|0){d=f[q>>2]|0;if((d|0)!=(c|0))f[q>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}c=f[w>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=y;return}function gsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function hsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function isa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function jsa(a){a=a|0;yf()}function ksa(){return 13}function lsa(a){a=a|0;var b=0,c=0,d=0,e=0;if(a>>>0>13)return;b=Bla()|0;c=f[b+232>>2]|0;d=f[b+240>>2]|0;e=W9a(d,a,1)|0;if(e|0)if((f[e>>2]|0)!=(f[e+4>>2]|0)){e=DSa(c)|0;Jkb(e,f[b+244>>2]|0)}if(!(Y9a(d,a)|0))return;Y8a(d);return}function msa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;neb(a,b);u9a(c);return}function nsa(a,b,c,d,e,g,h,i,j,k){a=a|0;b=b|0;c=+c;d=d|0;e=+e;g=g|0;h=+h;i=i|0;j=+j;k=k|0;var l=0;if(a>>>0>13)return;l=(Bla()|0)+240|0;l=f[l>>2]|0;a=W9a(l,a,1)|0;if(!a)return;oeb(a,b,c,d,e,g,h,i,j,k);u9a(l);return}function osa(a,b){a=a|0;b=b|0;var c=0;if(a>>>0>13)return;c=(Bla()|0)+240|0;c=f[c>>2]|0;a=W9a(c,a,1)|0;if(!a)return;meb(a,b);u9a(c);return}function psa(){return 2}function qsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34080;mma(d,b,c,0);return}function rsa(a){a=a|0;var b=0;f[a>>2]=34112;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ssa(a){a=a|0;var b=0,c=0;f[a>>2]=34112;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function tsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0,y=0,z=0,A=0,B=0;t=u;u=u+48|0;o=t+32|0;p=t+24|0;q=t;r=(Bla()|0)+232|0;r=f[r>>2]|0;f[o>>2]=0;s=o+4|0;f[s>>2]=0;f[o+8>>2]=0;c=f[b+4>>2]|0;m=o+8|0;if(c|0){if(c>>>0>178956970)vd();d=pOb(c*24|0)|0;e=d;f[o>>2]=e;f[s>>2]=e;f[m>>2]=d+(c*24|0);d=f[b>>2]|0;e=d+(c<<3)|0;g=q+4|0;h=q+8|0;i=q+12|0;j=q+16|0;k=q+20|0;l=p+4|0;do{ARa(p,r,d);b=f[p>>2]|0;if(!b){f[q>>2]=1065353216;f[g>>2]=1065353216;f[h>>2]=1065353216;f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=f[q>>2];f[b+4>>2]=f[q+4>>2];f[b+8>>2]=f[q+8>>2];f[b>>2]=1065353216;f[b+4>>2]=f[g>>2];f[b+8>>2]=f[h>>2];c=b+12|0;f[c>>2]=f[i>>2];f[c+4>>2]=f[i+4>>2];f[c+8>>2]=f[i+8>>2];f[c>>2]=f[i>>2];f[b+16>>2]=f[j>>2];f[b+20>>2]=f[k>>2];f[s>>2]=(f[s>>2]|0)+24}else xsa(o,q)}else{c=f[b+4>>2]|0;b=f[s>>2]|0;if(b>>>0<(f[m>>2]|0)>>>0){f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;b=b+24|0;f[s>>2]=b}else{wsa(o);b=f[s>>2]|0}y=f[c+44>>2]|0;x=y+124|0;c=y+136|0;B=y+128|0;A=y+140|0;v=+n[B>>2]-+n[A>>2];z=y+132|0;y=y+144|0;w=+n[z>>2]-+n[y>>2];n[b+-24>>2]=+n[x>>2]-+n[c>>2];n[b+-20>>2]=v;n[b+-16>>2]=w;w=+n[B>>2]+ +n[A>>2];v=+n[z>>2]+ +n[y>>2];n[b+-12>>2]=+n[x>>2]+ +n[c>>2];n[b+-8>>2]=w;n[b+-4>>2]=v}b=f[l>>2]|0;if(b|0)iOb(b);d=d+8|0}while((d|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,o);b=f[o>>2]|0;if(!b){u=t;return}c=f[s>>2]|0;if((c|0)!=(b|0))f[s>>2]=c+(~(((c+-24-b|0)>>>0)/24|0)*24|0);sOb(b);u=t;return}function usa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function vsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function wsa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;j=a+4|0;h=f[j>>2]|0;l=f[a>>2]|0;d=(h-l|0)/24|0;b=d+1|0;i=l;if(b>>>0>178956970)AMb(a);k=a+8|0;g=((f[k>>2]|0)-l|0)/24|0;c=g<<1;c=g>>>0<89478485?(c>>>0<b>>>0?b:c):178956970;do if(!c)e=0;else if(c>>>0>178956970)vd();else{e=pOb(c*24|0)|0;break}while(0);b=e+(d*24|0)|0;e=e+(c*24|0)|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;g=b+24|0;if((h|0)!=(i|0)){d=h;while(1){c=b+-24|0;h=d;d=d+-24|0;f[c>>2]=f[d>>2];f[b+-20>>2]=f[h+-20>>2];f[b+-16>>2]=f[h+-16>>2];f[b+-12>>2]=f[h+-12>>2];f[b+-8>>2]=f[h+-8>>2];f[b+-4>>2]=f[h+-4>>2];if((d|0)==(i|0)){b=c;break}else b=c}}f[a>>2]=b;f[j>>2]=g;f[k>>2]=e;if(!l)return;sOb(l);return}function xsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;d=i<<1;d=i>>>0<89478485?(d>>>0<c>>>0?c:d):178956970;do if(!d)g=0;else if(d>>>0>178956970)vd();else{g=pOb(d*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(d*24|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c>>2]=f[b>>2];f[g+(h*24|0)+4>>2]=f[b+4>>2];f[g+(h*24|0)+8>>2]=f[b+8>>2];d=g+(h*24|0)+12|0;n=b+12|0;f[d>>2]=f[n>>2];f[d+4>>2]=f[n+4>>2];f[d+8>>2]=f[n+8>>2];f[d>>2]=f[n>>2];f[g+(h*24|0)+16>>2]=f[b+16>>2];f[g+(h*24|0)+20>>2]=f[b+20>>2];b=c+24|0;if((e|0)!=(j|0))while(1){d=c+-24|0;n=e;e=e+-24|0;f[d>>2]=f[e>>2];f[c+-20>>2]=f[n+-20>>2];f[c+-16>>2]=f[n+-16>>2];f[c+-12>>2]=f[n+-12>>2];f[c+-8>>2]=f[n+-8>>2];f[c+-4>>2]=f[n+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function ysa(a){a=a|0;yf()}function zsa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;p=s+8|0;i=s+4|0;r=s;q=Bla()|0;g=f[q+232>>2]|0;f[p>>2]=1065353216;j=p+4|0;f[j>>2]=1065353216;k=p+8|0;f[k>>2]=1065353216;l=p+12|0;f[l>>2]=0;m=p+16|0;f[m>>2]=0;n=p+20|0;f[n>>2]=0;o=b+4|0;h=f[o>>2]|0;do if(!h)zEa(g,c,d,e,p);else{f[i>>2]=h;AEa(g,f[b>>2]|0,i,c,d,e,p);g=f[i>>2]|0;if(g|0){i=f[o>>2]|0;f[o>>2]=i-(i-g<<3>>3);break}r=f[a>>2]|0;oh[f[(f[r>>2]|0)+8>>2]&1023](r,p);u=s;return}while(0);g=f[q+244>>2]|0;q=pOb(32)|0;o=f[a>>2]|0;f[a>>2]=0;f[q+4>>2]=o;f[q>>2]=34144;f[q+8>>2]=f[p>>2];f[q+12>>2]=f[j>>2];f[q+16>>2]=f[k>>2];f[q+20>>2]=f[l>>2];f[q+24>>2]=f[m>>2];f[q+28>>2]=f[n>>2];f[r>>2]=q;K$a(g,r,b,c,d,e);g=f[r>>2]|0;f[r>>2]=0;if(!g){u=s;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=s;return}function Asa(a){a=a|0;var b=0;f[a>>2]=34176;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Bsa(a){a=a|0;var b=0,c=0;f[a>>2]=34176;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Csa(a,b){a=a|0;b=b|0;var c=0;c=a+8|0;Fsa(c,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);return}function Dsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Esa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Fsa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0;c=+n[a>>2];e=+n[a+12>>2];if(!(c<=e)){f[a>>2]=f[b>>2];f[a+4>>2]=f[b+4>>2];f[a+8>>2]=f[b+8>>2];f[a+12>>2]=f[b+12>>2];f[a+16>>2]=f[b+16>>2];f[a+20>>2]=f[b+20>>2];return}g=+n[b>>2];j=b+12|0;if(!(g<=+n[j>>2]))return;if(g<c){d=a;k=5}else if(g>e){d=a+12|0;k=5}if((k|0)==5)n[d>>2]=g;c=+n[b+4>>2];h=a+4|0;if(c<+n[h>>2]){d=a;k=8}else if(c>+n[a+16>>2]){d=a+12|0;k=8}if((k|0)==8)n[d+4>>2]=c;c=+n[b+8>>2];i=a+8|0;if(c<+n[i>>2]){d=a;k=11}else if(c>+n[a+20>>2]){d=a+12|0;k=11}if((k|0)==11)n[d+8>>2]=c;c=+n[j>>2];if(c<+n[a>>2]){d=a;k=14}else{d=a+12|0;if(c>+n[d>>2])k=14}if((k|0)==14)n[d>>2]=c;c=+n[b+16>>2];if(c<+n[h>>2]){d=a;k=17}else if(c>+n[a+16>>2]){d=a+12|0;k=17}if((k|0)==17)n[d+4>>2]=c;c=+n[b+20>>2];if(!(c<+n[i>>2]))if(c>+n[a+20>>2])a=a+12|0;else return;n[a+8>>2]=c;return}function Gsa(a){a=a|0;yf()}function Hsa(a,b){a=a|0;b=b|0;var c=0,d=0;c=pOb(8)|0;d=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=d;f[c>>2]=34208;mma(c,0,b,0);return}function Isa(a){a=a|0;var b=0;f[a>>2]=34240;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Jsa(a){a=a|0;var b=0,c=0;f[a>>2]=34240;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ksa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+32|0;z=E+24|0;A=E;C=Bla()|0;B=f[C+232>>2]|0;C=f[C+240>>2]|0;f[y>>2]=1065353216;s=y+4|0;f[s>>2]=1065353216;t=y+8|0;f[t>>2]=1065353216;v=y+12|0;f[v>>2]=0;w=y+16|0;f[w>>2]=0;x=y+20|0;f[x>>2]=0;c=f[b>>2]|0;r=f[b+4>>2]|0;i=c+(r<<3)|0;if(!r){D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}j=z+4|0;k=y+12|0;l=A+4|0;m=A+8|0;o=A+12|0;p=A+16|0;q=A+20|0;r=A+12|0;do{ARa(z,B,c);if(f[z>>2]|0){b=a9a(C)|0;Rib(A,B,b,f[z>>2]|0,0);d=+n[y>>2];e=+n[k>>2];do if(!(d<=e)){f[y>>2]=f[A>>2];f[s>>2]=f[l>>2];f[t>>2]=f[m>>2];f[v>>2]=f[o>>2];f[w>>2]=f[p>>2];f[x>>2]=f[q>>2]}else{g=+n[A>>2];h=+n[r>>2];if(g<=h){if(g<d){b=y;D=9}else if(g>e){b=v;D=9}if((D|0)==9){D=0;n[b>>2]=g}d=+n[l>>2];if(d<+n[s>>2]){b=y;D=12}else if(d>+n[w>>2]){b=v;D=12}if((D|0)==12){D=0;n[b+4>>2]=d}d=+n[m>>2];if(d<+n[t>>2]){b=y;D=15}else if(d>+n[x>>2]){b=v;D=15}if((D|0)==15){D=0;n[b+8>>2]=d}if(h<+n[y>>2]){b=y;D=18}else if(h>+n[v>>2]){b=v;D=18}if((D|0)==18){D=0;n[b>>2]=h}d=+n[p>>2];if(d<+n[s>>2]){b=y;D=21}else if(d>+n[w>>2]){b=v;D=21}if((D|0)==21){D=0;n[b+4>>2]=d}d=+n[q>>2];if(d<+n[t>>2])b=y;else if(d>+n[x>>2])b=v;else break;n[b+8>>2]=d}}while(0)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));D=a+4|0;D=f[D>>2]|0;C=f[D>>2]|0;C=C+8|0;C=f[C>>2]|0;oh[C&1023](D,y);u=E;return}function Lsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Msa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Nsa(a){a=a|0;yf()}function Osa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34272;mma(d,b,c,0);return}function Psa(a){a=a|0;var b=0;f[a>>2]=34304;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Qsa(a){a=a|0;var b=0,c=0;f[a>>2]=34304;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;n=u;u=u+32|0;i=n+16|0;j=n+8|0;k=n;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[i>>2]=0;m=i+4|0;f[m>>2]=0;f[i+8>>2]=0;c=f[b>>2]|0;h=f[b+4>>2]|0;d=c+(h<<3)|0;if(h|0){e=k+4|0;g=i+8|0;h=j+4|0;do{ARa(j,l,c);b=f[j>>2]|0;if(!b){f[k>>2]=0;f[e>>2]=-1}else{p=(f[b+4>>2]|0)+28|0;o=f[p+4>>2]|0;b=k;f[b>>2]=f[p>>2];f[b+4>>2]=o}b=f[m>>2]|0;if(b>>>0<(f[g>>2]|0)>>>0){q=k;o=f[q+4>>2]|0;p=b;f[p>>2]=f[q>>2];f[p+4>>2]=o;f[m>>2]=(f[m>>2]|0)+8}else Usa(i,k);b=f[h>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=n;return}function Ssa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Tsa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Usa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function Vsa(a){a=a|0;yf()}function Wsa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34336;mma(d,b,c,0);return}function Xsa(a){a=a|0;var b=0;f[a>>2]=34368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ysa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Zsa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&1|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function $sa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function ata(a){a=a|0;yf()}function bta(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;l=f[l+240>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(i|0){i=j+4|0;b=1;while(1){LRa(j,k,a);g=f[j>>2]|0;if(!(f[g+4>>2]|0))e=b;else{e=g+200|0;e=b&((f[e>>2]&-268435456|0)!=0|0!=0)}cJa(g,c,d);b=f[i>>2]|0;if(b|0)iOb(b);a=a+8|0;if((a|0)==(h|0))break;else b=e}if(!e){t9a(l);u=m;return}}u9a(l);u=m;return}function cta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;i=Bla()|0;h=f[i+232>>2]|0;i=f[i+240>>2]|0;c=f[b>>2]|0;e=f[b+4>>2]|0;d=c+(e<<3)|0;if(e|0){e=g+4|0;a=1;do{KRa(g,h,c);b=f[g>>2]|0;if(b){if(f[b+4>>2]|0){k=b+200|0;a=a&((f[k>>2]&-268435456|0)!=0|0!=0)}dJa(b)}b=f[e>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(d|0));if(!a){t9a(i);u=j;return}}u9a(i);u=j;return}function dta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;f[d>>2]=34400;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;mma(d,b,c,0);return}function eta(a){a=a|0;var b=0;f[a>>2]=34400;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function fta(a){a=a|0;var b=0,c=0;f[a>>2]=34400;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function gta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;v=u;u=u+48|0;t=v+8|0;p=v;r=v+44|0;q=Bla()|0;s=f[q+232>>2]|0;c=t;d=c+36|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));d=f[b>>2]|0;o=b+4|0;n=f[o>>2]|0;g=d+(n<<3)|0;if(!n){d=t;h=t+4|0;n=5}else{h=t+16|0;i=t+20|0;j=t+12|0;k=t+28|0;l=t+32|0;m=t+24|0;c=t+4|0;n=t+8|0;do{a:do switch(hRa(s,d)|0){case 2:{e=f[h>>2]|0;if(e>>>0<(f[i>>2]|0)>>>0){x=d;w=f[x+4>>2]|0;f[e>>2]=f[x>>2];f[e+4>>2]=w;f[h>>2]=(f[h>>2]|0)+8;break a}else{isa(j,d);break a}}case 3:{e=f[k>>2]|0;if(e>>>0<(f[l>>2]|0)>>>0){y=d;w=f[y+4>>2]|0;x=e;f[x>>2]=f[y>>2];f[x+4>>2]=w;f[k>>2]=(f[k>>2]|0)+8;break a}else{isa(m,d);break a}}case 1:{e=f[c>>2]|0;if(e>>>0<(f[n>>2]|0)>>>0){w=d;x=f[w+4>>2]|0;y=e;f[y>>2]=f[w>>2];f[y+4>>2]=x;f[c>>2]=(f[c>>2]|0)+8;break a}else{isa(t,d);break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(g|0));if((f[t>>2]|0)==(f[c>>2]|0)){d=t;h=c;n=5}else{d=t;n=18}}if((n|0)==5)if((f[t+12>>2]|0)==(f[t+16>>2]|0)){c=t+24|0;if((f[c>>2]|0)==(f[t+28>>2]|0)){e=f[o>>2]|0;do if(e|0){m=f[q+244>>2]|0;y=f[b>>2]|0;g=y+(e<<3)|0;i=p+4|0;l=1;e=y;do{KRa(p,s,e);j=f[p>>2]|0;k=f[i>>2]|0;if(k|0)iOb(k);y=j+200|0;l=l&((f[y>>2]&-268435456|0)!=0|0!=0);z$a(m,(f[j+4>>2]|0)+28|0,7,0);mRa(s,e)|0;e=e+8|0}while((e|0)!=(g|0));e=f[q+240>>2]|0;if(l){u9a(e);break}else{Jkb(DSa(s)|0,m);Y8a(e);break}}while(0);g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,r);g=d}else{c=h;n=18}}else{c=h;n=18}if((n|0)==18){g=f[a+4>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,t);g=d;h=c;c=t+24|0}c=f[c>>2]|0;if(c|0){d=t+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}e=f[t+12>>2]|0;if(e|0){c=t+16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e)}c=f[g>>2]|0;if(!c){u=v;return}d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=v;return}function hta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;g=u;u=u+48|0;d=g;e=d+12|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;e=d+4|0;c=b+4|0;j=f[c>>2]|0;h=b+8|0;i=f[h>>2]|0;f[d>>2]=f[b>>2];f[e>>2]=j;f[d+8>>2]=i;f[h>>2]=0;f[c>>2]=0;f[b>>2]=0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,d);a=f[d+24>>2]|0;if(a|0){b=d+28|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d+12>>2]|0;if(a|0){b=d+16|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}a=f[d>>2]|0;if(!a){u=g;return}b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a);u=g;return}function ita(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function jta(a,c,e,g,h,i,j,k){a=a|0;c=c|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;s=u;u=u+64|0;q=s+32|0;p=s+20|0;r=s;x=g;y=f[x>>2]|0;x=f[x+4>>2]|0;g=h;w=f[g>>2]|0;g=f[g+4>>2]|0;m=i;h=f[m>>2]|0;m=f[m+4>>2]|0;n=p+4|0;l=pOb(24)|0;f[p>>2]=l;t=l+24|0;o=p+8|0;f[o>>2]=t;v=l;f[v>>2]=y;f[v+4>>2]=x;v=l+8|0;f[v>>2]=w;f[v+4>>2]=g;v=l+16|0;f[v>>2]=h;f[v+4>>2]=m;v=l+24|0;f[n>>2]=v;m=pOb(56)|0;h=f[a>>2]|0;f[a>>2]=0;f[m+4>>2]=h;a=m+24|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[m+44>>2]=3;b[m+48>>0]=0;f[m>>2]=34432;d[m+50>>1]=j;f[m+52>>2]=k;a=pOb(8)|0;f[a>>2]=34448;f[a+4>>2]=m;dqa(a,c);a=pOb(8)|0;f[a>>2]=34480;f[a+4>>2]=m;h=pOb(8)|0;f[h>>2]=34512;f[h+4>>2]=a;a=pOb(8)|0;g=f[e+4>>2]|0;i=a;f[i>>2]=f[e>>2];f[i+4>>2]=g;i=a+8|0;f[q>>2]=a;f[q+4>>2]=1;g=q+12|0;f[q+8>>2]=a;f[g>>2]=i;f[q+16>>2]=i;Hra(h,q);h=f[q+8>>2]|0;i=f[g>>2]|0;a=(h|0)==(i|0);e=v;j=t;if(a){c=f[q>>2]|0;if(c|0)tOb(c)}if(h|0){if(!a)f[g>>2]=i+(~((i+-8-h|0)>>>3)<<3);sOb(h)}y=pOb(8)|0;f[y>>2]=34544;f[y+4>>2]=m;f[r>>2]=l;f[r+4>>2]=3;a=r+12|0;f[r+8>>2]=f[p>>2];f[a>>2]=e;f[r+16>>2]=j;f[o>>2]=0;f[n>>2]=0;f[p>>2]=0;g=(Bla()|0)+244|0;g=f[g>>2]|0;f[q>>2]=y;t0a(g,q,r);g=f[q>>2]|0;f[q>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);i=r+8|0;g=f[i>>2]|0;if((g|0)==(f[a>>2]|0)){h=f[r>>2]|0;if(h){tOb(h);g=f[i>>2]|0}}if(!g){u=s;return}h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);u=s;return}function kta(a){a=a|0;return}function lta(a){a=a|0;sOb(a);return}function mta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=a+4|0;d=f[h>>2]|0;f[d+24>>2]=f[b>>2];f[d+28>>2]=f[b+4>>2];i=b+8|0;g=d+32|0;a=f[g>>2]|0;e=d+36|0;if(!a)a=d+40|0;else{c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);a=d+40|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[i>>2];g=b+12|0;f[e>>2]=f[g>>2];e=b+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[i>>2]=0;f[b>>2]=0;pta(f[h>>2]|0);return}function nta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;a=f[g+4>>2]|0;i=f[(f[a>>2]|0)+12>>2]|0;d=e+8|0;b[e>>0]=2;j=c+4|0;m=f[j>>2]|0;k=c+8|0;l=f[k>>2]|0;f[e+4>>2]=f[c>>2];f[d>>2]=m;f[e+12>>2]=l;f[k>>2]=0;f[j>>2]=0;f[c>>2]=0;oh[i&1023](a,e);a=f[e+4>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}l=g+44|0;m=(f[l>>2]|0)+-1|0;f[l>>2]=m;if(m|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function ota(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function pta(a){a=a|0;var c=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;t=u;u=u+128|0;s=t+112|0;r=t+80|0;q=t+48|0;o=t+32|0;n=t;m=a+44|0;p=(f[m>>2]|0)+-1|0;f[m>>2]=p;if(p|0){u=t;return}if(!(b[a+48>>0]|0)){k=a+8|0;c=a+16|0;l=Bla()|0;m=f[l+232>>2]|0;zRa(s,m,k);if(!(f[s>>2]|0)){q=f[a+4>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;c=r+4|0;f[c>>2]=0;g=r+8|0;f[g>>2]=0;f[r+12>>2]=0;b[r>>0]=1;m=k;n=f[m+4>>2]|0;o=r+16|0;f[o>>2]=f[m>>2];f[o+4>>2]=n;oh[p&1023](q,r);c=f[c>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{tRa(r,m,c);if(!(f[r>>2]|0)){o=f[a+4>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;p=q+4|0;f[p>>2]=0;g=q+8|0;f[g>>2]=0;f[q+12>>2]=0;b[q>>0]=2;l=c;m=f[l+4>>2]|0;c=q+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](o,q);c=f[p>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}else{g=a+24|0;vRa(q,m,f[g>>2]|0);h=q+8|0;vRa(h,m,(f[g>>2]|0)+8|0);i=q+16|0;vRa(i,m,(f[g>>2]|0)+16|0);f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;j=o+8|0;if(!(f[q>>2]|0))$E(o,f[g>>2]|0);do if(!(f[q+8>>2]|0)){c=(f[g>>2]|0)+8|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{v=c;c=f[v+4>>2]|0;f[e>>2]=f[v>>2];f[e+4>>2]=c;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);do if(!(f[q+16>>2]|0)){c=(f[g>>2]|0)+16|0;e=f[p>>2]|0;if((e|0)==(f[j>>2]|0)){$E(o,c);break}else{g=f[c+4>>2]|0;v=e;f[v>>2]=f[c>>2];f[v+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[o>>2]|0;c=f[p>>2]|0;if((e|0)==(c|0)){KDa(n,m,s,r,q,h,i,7);v=n+8|0;g=f[v>>2]|0;c=n+12|0;h=f[c>>2]|0;f[v>>2]=0;f[c>>2]=0;c=f[n+4>>2]|0;if(c|0)iOb(c);if(!g){v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;f[n>>2]=0;f[n+4>>2]=-1;oh[m&1023](v,n)}else{e=f[l+244>>2]|0;z$a(e,k,7,1);v=d[a+50>>1]|0;c=v&65535;do if(v<<16>>16){if(c&4|0)aJa(g,1);if(c&1|0)sJa(g,1);if(c&2|0)rJa(g,1);if(c&8|0)vJa(g,1);if(c&16|0)xJa(g,1);if(c&32|0)yJa(g,1);if(c&64|0)zJa(g,1);if(c&128|0)BJa(g,1);if(c&256|0)AJa(g,1);if(c&512|0){HJa(g,1,0,1)|0;HJa(g,2,0,1)|0;HJa(g,4,0,1)|0}if(c&1024|0)DJa(g,1);if(c&2048|0)bJa(g,1);if(c&4096|0)IJa(g,7);if(c&8192|0)tJa(g,1);if(!(c&16384))break;uJa(g,1)}while(0);c=f[a+52>>2]|0;if(!c)Jkb(DSa(m)|0,e);else _Ia(g,c)|0;u9a(f[l+240>>2]|0);v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+8>>2]|0;j=g+116|0;k=f[j+4>>2]|0;l=n;f[l>>2]=f[j>>2];f[l+4>>2]=k;oh[m&1023](v,n)}if(h|0)iOb(h)}else{v=f[a+4>>2]|0;m=f[(f[v>>2]|0)+12>>2]|0;g=n+8|0;b[n>>0]=2;l=f[j>>2]|0;f[n+4>>2]=e;f[g>>2]=c;f[n+12>>2]=l;f[j>>2]=0;f[p>>2]=0;f[o>>2]=0;oh[m&1023](v,n);c=f[n+4>>2]|0;if(c|0){e=f[g>>2]|0;if((e|0)!=(c|0))f[g>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}c=f[o>>2]|0;if(c|0){e=f[p>>2]|0;if((e|0)!=(c|0))f[p>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}c=f[q+20>>2]|0;if(c|0)iOb(c);c=f[q+12>>2]|0;if(c|0)iOb(c);c=f[q+4>>2]|0;if(c|0)iOb(c)}c=f[r+4>>2]|0;if(c|0)iOb(c)}c=f[s+4>>2]|0;if(c|0)iOb(c)}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=t;return}function qta(a){a=a|0;var b=0;f[a>>2]=34512;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function rta(a){a=a|0;var b=0,c=0;f[a>>2]=34512;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function sta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function tta(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function uta(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function vta(a){a=a|0;return}function wta(a){a=a|0;sOb(a);return}function xta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+16|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=2;l=c;k=f[l+4>>2]|0;c=e+24|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function zta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Ata(a){a=a|0;return 0}function Bta(a){a=a|0;return}function Cta(a){a=a|0;sOb(a);return}function Dta(a,b){a=a|0;b=b|0;var c=0,d=0;a=a+4|0;d=b;c=f[d+4>>2]|0;b=(f[a>>2]|0)+8|0;f[b>>2]=f[d>>2];f[b+4>>2]=c;pta(f[a>>2]|0);return}function Eta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;e=h;g=f[a+4>>2]|0;a=g+48|0;if(!(b[a>>0]|0)){b[a>>0]=1;i=f[g+4>>2]|0;j=f[(f[i>>2]|0)+12>>2]|0;a=e+4|0;f[a>>2]=0;d=e+8|0;f[d>>2]=0;f[e+12>>2]=0;b[e>>0]=1;l=c;k=f[l+4>>2]|0;c=e+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=k;oh[j&1023](i,e);a=f[a>>2]|0;if(a|0){c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a)}}k=g+44|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;if(l|0){u=h;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=h;return}function Fta(a,c){a=a|0;c=c|0;var d=0;a=f[a+4>>2]|0;d=a+48|0;if(!(b[d>>0]|0)){b[d>>0]=1;d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+16>>2]&1023](d,c)}d=a+44|0;c=(f[d>>2]|0)+-1|0;f[d>>2]=c;if(c|0)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Gta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hta(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ita(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=34576;b=a+32|0;c=f[b>>2]|0;e=a+36|0;if((c|0)==(f[e>>2]|0)){d=f[a+24>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Jta(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0;i=u;u=u+16|0;j=i;k=f[a>>2]|0;f[a>>2]=0;f[j>>2]=k;jta(j,b,c,d,e,g,h,0);a=f[j>>2]|0;f[j>>2]=0;if(!a){u=i;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=i;return}function Kta(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=u;u=u+16|0;i=h;j=f[a>>2]|0;f[a>>2]=0;f[i>>2]=j;jta(i,b,c,d,e,g,0,0);a=f[i>>2]|0;f[i>>2]=0;if(!a){u=h;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=h;return}function Lta(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;n=r;p=Bla()|0;q=c+4|0;a:do if(!(f[q>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[p+232>>2]|0;m=ySa(o)|0;if(e)a=(b[p+229>>0]|0)!=0;else a=0;h=f[c>>2]|0;l=f[q>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=n+4|0;if(a){e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=j;f[i>>2]=0;f[i+4>>2]=-1}else{s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g}j=j+8|0}while((j|0)!=(k|0))}else{e=1;a=0;j=h;do{LRa(n,o,j);i=f[n>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);s=i+200|0;e=e&((f[s>>2]&-268435456|0)!=0|0!=0);s=HJa(i,1,d,1)|0;g=HJa(i,2,d,1)|0;h=HJa(i,4,d,1)|0;if(s){zDa(m,i);g=1}else g=g|h;a=a|g;j=j+8|0}while((j|0)!=(k|0))}do if(a){a=f[p+240>>2]|0;if(e){u9a(a);break}else{s=DSa(o)|0;Jkb(s,f[p+244>>2]|0);Y8a(a);break}}while(0);a=f[q>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);o=a;p=f[o+4>>2]|0;s=g;f[s>>2]=f[o>>2];f[s+4>>2]=p;g=g+8|0}e=f[c>>2]|0;a=f[q>>2]|0}}}while(0);s=a-(e+(a<<3)-g>>3)|0;f[q>>2]=s;if(!s){u=r;return}s=(Bla()|0)+244|0;n$a(f[s>>2]|0,c,7,d);u=r;return}function Mta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;m=q;n=Bla()|0;p=c+4|0;a:do if(!(f[p>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{o=f[n+232>>2]|0;j=ySa(o)|0;h=f[c>>2]|0;l=f[p>>2]|0;k=h+(l<<3)|0;if(!l){g=h;e=h;a=0}else{l=m+4|0;if(!(b[n+229>>0]|0)){e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g;h=h+8|0}while((h|0)!=(k|0))}else{e=1;a=0;do{LRa(m,o,h);i=f[m>>2]|0;g=f[l>>2]|0;if(g|0)iOb(g);if(!(f[i+196>>2]&16777216)){i=h;f[i>>2]=0;f[i+4>>2]=-1}else{g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);g=HJa(i,1,d,1)|0;if(g)zDa(j,i);a=a|g}h=h+8|0}while((h|0)!=(k|0))}do if(a){a=f[n+240>>2]|0;if(e){u9a(a);break}else{o=DSa(o)|0;Jkb(o,f[n+244>>2]|0);Y8a(a);break}}while(0);a=f[p>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);m=a;n=f[m+4>>2]|0;o=g;f[o>>2]=f[m>>2];f[o+4>>2]=n;g=g+8|0}e=f[c>>2]|0;a=f[p>>2]|0}}}while(0);o=a-(e+(a<<3)-g>>3)|0;f[p>>2]=o;if(!o){u=q;return}p=(Bla()|0)+244|0;n$a(f[p>>2]|0,c,1,d);u=q;return}function Nta(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,2,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,2,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,2,d);u=p;return}function Ota(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;l=p;m=Bla()|0;o=c+4|0;a:do if(!(f[o>>2]|0)){e=f[c>>2]|0;g=e;a=0}else{n=f[m+232>>2]|0;ySa(n)|0;h=f[c>>2]|0;k=f[o>>2]|0;j=h+(k<<3)|0;if(!k){g=h;e=h;a=0}else{k=l+4|0;if(!(b[m+229>>0]|0)){e=1;a=0;do{LRa(l,n,h);i=f[l>>2]|0;g=f[k>>2]|0;if(g|0)iOb(g);g=i+200|0;e=e&((f[g>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(i,4,d,1)|0);h=h+8|0}while((h|0)!=(j|0))}else{e=1;a=0;i=h;do{LRa(l,n,i);g=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(!(f[g+196>>2]&16777216)){h=i;f[h>>2]=0;f[h+4>>2]=-1}else{h=g+200|0;e=e&((f[h>>2]&-268435456|0)!=0|0!=0);a=a|(HJa(g,4,d,1)|0)}i=i+8|0}while((i|0)!=(j|0))}do if(a){a=f[m+240>>2]|0;if(e){u9a(a);break}else{n=DSa(n)|0;Jkb(n,f[m+244>>2]|0);Y8a(a);break}}while(0);a=f[o>>2]|0;h=f[c>>2]|0;i=h+(a<<3)|0;b:do if(!a){e=h;a=0}else{e=h;while(1){if((f[e>>2]|0)==0?(f[e+4>>2]|0)==-1:0)break b;e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break a}}}while(0);if((e|0)==(i|0)){g=i;e=h}else{a=e;g=e;c:while(1){do{e=a;a=a+8|0;if((a|0)==(i|0))break c}while((f[a>>2]|0)==0?(f[e+12>>2]|0)==-1:0);l=a;m=f[l+4>>2]|0;n=g;f[n>>2]=f[l>>2];f[n+4>>2]=m;g=g+8|0}e=f[c>>2]|0;a=f[o>>2]|0}}}while(0);n=a-(e+(a<<3)-g>>3)|0;f[o>>2]=n;if(!n){u=p;return}o=(Bla()|0)+244|0;n$a(f[o>>2]|0,c,4,d);u=p;return}function Pta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q;o=Bla()|0;m=f[o+232>>2]|0;n=ySa(m)|0;d=f[a>>2]|0;p=a+4|0;d=HSa(m,d,d+(f[p>>2]<<3)|0,c)|0;if(c)e=(b[o+229>>0]|0)!=0;else e=0;g=f[a>>2]|0;k=f[p>>2]|0;j=g+(k<<3)|0;a:do if(k){k=l+4|0;if(!e)while(1){LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e;g=g+8|0;if((g|0)==(j|0))break a}do{LRa(l,m,g);i=f[l>>2]|0;e=f[k>>2]|0;if(e|0)iOb(e);if(f[i+196>>2]&16777216){r=HJa(i,1,c,1)|0;e=HJa(i,2,c,1)|0;h=HJa(i,4,c,1)|0;if(r){zDa(n,i);e=1}else e=e|h;d=d|e}g=g+8|0}while((g|0)!=(j|0))}while(0);if(d)Y8a(f[o+240>>2]|0);if(!(f[p>>2]|0)){u=q;return}r=(Bla()|0)+244|0;n$a(f[r>>2]|0,a,7,c);u=q;return}function Qta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34592;mma(d,b,c,0);return}function Rta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Sta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&1)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Tta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34624;mma(d,b,c,0);return}function Uta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Vta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&2)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Wta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34656;mma(d,b,c,0);return}function Xta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Yta(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&4)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Zta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);bJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _ta(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34688;mma(d,b,c,0);return}function $ta(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function aua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&4|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;a=b+4|0;if(!(f[a>>2]|0)){u=l;return}j=Bla()|0;k=f[j+232>>2]|0;h=ySa(k)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[j+240>>2]|0;else{g=i+4|0;a=1;while(1){LRa(i,k,b);d=f[i>>2]|0;if(!d)d=a;else{m=d+200|0;a=a&((f[m>>2]&-268435456|0)!=0|0!=0);if((f[d+196>>2]&2|0)!=0^c){aJa(d,c);yDa(h,d);d=a}else d=a}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0;if((b|0)==(e|0))break;else a=d}a=f[j+240>>2]|0;if(!d){Y8a(a);u=l;return}}u9a(a);u=l;return}function cua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34720;mma(d,b,c,0);return}function dua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function eua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&2|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);sJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function gua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34752;mma(d,b,c,0);return}function hua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function iua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);rJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function kua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34784;mma(d,b,c,0);return}function lua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function mua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);tJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function oua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34816;mma(d,b,c,0);return}function pua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function qua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&33554432|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function rua(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;c=f[a+192>>2]|0;a:{do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32264;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+156|0)>>2]|0;if(d>>>0<(f[c+160>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+156|0)>>2]|0;b[d+24>>0]=0;f[(c+156|0)>>2]=e+32}else Uha(c+152|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32308;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+84|0)>>2]|0;if(d>>>0<(f[c+88>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+84|0)>>2]|0;b[d+24>>0]=0;f[(c+84|0)>>2]=e+32}else Vha(c+80|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32352;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+168|0)>>2]|0;if(d>>>0<(f[c+172>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+168|0)>>2]|0;b[d+24>>0]=0;f[(c+168|0)>>2]=e+32}else Wha(c+164|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32396;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+180|0)>>2]|0;if(d>>>0<(f[c+184>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+180|0)>>2]|0;b[d+24>>0]=0;f[(c+180|0)>>2]=e+32}else Xha(c+176|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32440;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+36|0)>>2]|0;if(d>>>0<(f[c+40>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+36|0)>>2]|0;b[d+24>>0]=0;f[(c+36|0)>>2]=e+32}else Yha(c+32|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32484;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+204|0)>>2]|0;if(d>>>0<(f[c+208>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+204|0)>>2]|0;b[d+24>>0]=0;f[(c+204|0)>>2]=e+32}else Rha(c+200|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[64599]|0;f[a>>2]=32528;f[(a+16|0)>>2]=a;b[(a+24|0)>>0]=0;d=f[(c+216|0)>>2]|0;if(d>>>0<(f[c+220>>2]|0)>>>0){f[d+16>>2]=d;e=f[(a+16|0)>>2]|0;oh[f[(f[e>>2]|0)+12>>2]&1023](e,d);e=f[(c+216|0)>>2]|0;b[d+24>>0]=0;f[(c+216|0)>>2]=e+32}else Qha(c+212|0,a,a+24|0);c=f[(a+16|0)>>2]|0;do if((a|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);d=f[64599]|0;e=pOb(24)|0;f[e>>2]=32572;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;c=f[(d+120|0)>>2]|0;f[e+20>>2]=0;f[e+4>>2]=32616;f[(a+16|0)>>2]=e;b[(a+24|0)>>0]=0;if(c>>>0<(f[d+124>>2]|0)>>>0){f[c+16>>2]=e;f[(a+16|0)>>2]=0;b[c+24>>0]=0;f[(d+120|0)>>2]=c+32;c=0;d=0}else{Zha(d+116|0,a,a+24|0);d=f[(a+16|0)>>2]|0;c=d}if((a|0)==(c|0)){gh[f[(f[d>>2]|0)+16>>2]&2047](d);e=f[64599]|0;e=e+240|0;e=f[e>>2]|0;M9a(e)|0;n[(a+24|0)>>2]=.07500000298023224;d=(a+24|0)+4|0;n[d>>2]=.07500000298023224;d=(a+24|0)+8|0;n[d>>2]=.07500000298023224;L9a(e,a+24|0);d=(a+24|0)+4|0;c=(a+24|0)+8|0;g=(a+24|0)+12|0;h=(a+24|0)+16|0;i=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=1053885931;f[d>>2]=1053885931;f[c>>2]=1062274539;n[g>>2]=.925000011920929;n[h>>2]=.925000011920929;n[i>>2]=.925000011920929;N9a(e,a+24|0)|0;i=(a+24|0)+4|0;h=(a+24|0)+8|0;g=(a+24|0)+12|0;c=(a+24|0)+16|0;d=(a+24|0)+20|0;j=(a+24|0)+24|0;b[j>>0]=0;j=(a+24|0)+25|0;b[j>>0]=1;j=(a+24|0)+28|0;k=f[65704]|0;l=k+1|0;f[65704]=l;f[j>>2]=k;f[(a+24|0)>>2]=-1093597717;f[i>>2]=-1093597717;f[h>>2]=1062274539;n[g>>2]=.10000000149011612;n[c>>2]=.10000000149011612;n[d>>2]=.20000000298023224;N9a(e,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}if(!d){l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}gh[f[(f[d>>2]|0)+20>>2]&2047](d);l=f[64599]|0;l=l+240|0;l=f[l>>2]|0;M9a(l)|0;n[(a+24|0)>>2]=.07500000298023224;k=(a+24|0)+4|0;n[k>>2]=.07500000298023224;k=(a+24|0)+8|0;n[k>>2]=.07500000298023224;L9a(l,a+24|0);k=(a+24|0)+4|0;j=(a+24|0)+8|0;i=(a+24|0)+12|0;h=(a+24|0)+16|0;g=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=1053885931;f[k>>2]=1053885931;f[j>>2]=1062274539;n[i>>2]=.925000011920929;n[h>>2]=.925000011920929;n[g>>2]=.925000011920929;N9a(l,a+24|0)|0;g=(a+24|0)+4|0;h=(a+24|0)+8|0;i=(a+24|0)+12|0;j=(a+24|0)+16|0;k=(a+24|0)+20|0;e=(a+24|0)+24|0;b[e>>0]=0;e=(a+24|0)+25|0;b[e>>0]=1;e=(a+24|0)+28|0;d=f[65704]|0;c=d+1|0;f[65704]=c;f[e>>2]=d;f[(a+24|0)>>2]=-1093597717;f[g>>2]=-1093597717;f[h>>2]=1062274539;n[i>>2]=.10000000149011612;n[j>>2]=.10000000149011612;n[k>>2]=.20000000298023224;N9a(l,a+24|0)|0;u=a;f[a+1176>>2]=5;break a}}
+function WQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=aOa((TMa(a,d)|0)+100|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+204|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function XQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=jOa((TMa(a,d)|0)+120|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function YQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=dOa((TMa(a,d)|0)+140|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function ZQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=gOa((TMa(a,d)|0)+160|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function _Qa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=mOa((TMa(a,d)|0)+40|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+28|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function $Qa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return tOa(f[a>>2]|0,b,c,d)|0}function aRa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=u;u=u+16|0;g=e+4|0;h=e;a=f[a>>2]|0;f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];a=YOa((TMa(a,g)|0)+240|0,b+4|0)|0;if(f[a>>2]|0){h=0;u=e;return h|0}g=pOb(36)|0;f[g+4>>2]=0;f[g+8>>2]=0;f[g>>2]=37776;h=g+12|0;OEa(h,b,c,d);f[a>>2]=h;h=a+4|0;a=f[h>>2]|0;f[h>>2]=g;if(!a){h=1;u=e;return h|0}iOb(a);h=1;u=e;return h|0}function bRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=YNa((TMa(e,d)|0)+180|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}n8a(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function cRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+16|0;d=e+4|0;g=e;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[d>>2]=f[g>>2];d=pOa((TMa(a,d)|0)+200|0,c+4|0)|0;if(f[d>>2]|0){g=0;u=e;return g|0}g=c;c=f[g+4>>2]|0;a=(f[b>>2]|0)+24|0;f[a>>2]=f[g>>2];f[a+4>>2]=c;a=f[b>>2]|0;c=f[b+4>>2]|0;if(c|0)gOb(c);f[d>>2]=a;g=d+4|0;a=f[g>>2]|0;f[g>>2]=c;if(!a){g=1;u=e;return g|0}iOb(a);g=1;u=e;return g|0}function dRa(a,b,c){a=a|0;b=b|0;c=c|0;return sOa(f[a>>2]|0,b,c)|0}function eRa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;dPa(a,f[b>>2]|0,c,d,e);return}function fRa(a,b){a=a|0;b=b|0;a=f[a>>2]|0;if(nDa(a+464|0,b)|0){b=1;return b|0}b=c9a(f[(f[a+4>>2]|0)+240>>2]|0,b)|0;return b|0}function gRa(a,b){a=a|0;b=b|0;return ROa(f[a>>2]|0,b)|0}function hRa(a,b){a=a|0;b=b|0;return SOa(f[a>>2]|0,b)|0}function iRa(a,b){a=a|0;b=b|0;return sPa(f[a>>2]|0,b)|0}function jRa(a,b){a=a|0;b=b|0;return qPa(f[a>>2]|0,b)|0}function kRa(a,b){a=a|0;b=b|0;return tPa(f[a>>2]|0,b)|0}function lRa(a,b){a=a|0;b=b|0;return QOa(f[a>>2]|0,b)|0}function mRa(a,b){a=a|0;b=b|0;return OOa(f[a>>2]|0,b)|0}function nRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[a>>2]|0;a=sPa(e,b)|0;if(a|0){b=a;return b|0}a=b+4|0;c=e+316|0;d=f[c>>2]|0;if((d|0)==(f[e+320>>2]|0))uPa(e+312|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}b=PMa(e+32|0,b)|0;vPa((f[b>>2]|0)+88|0,a)|0;b=0;return b|0}function oRa(a,b){a=a|0;b=b|0;return wPa(f[a>>2]|0,b)|0}function pRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i+4|0;h=i;e=f[a>>2]|0;a=tPa(e,b)|0;if(a|0){h=a;u=i;return h|0}a=b+4|0;c=e+280|0;d=f[c>>2]|0;if((d|0)==(f[e+284>>2]|0))yPa(e+276|0,a);else{f[d>>2]=f[a>>2];f[c>>2]=d+4}f[h>>2]=f[b>>2];f[g>>2]=f[h>>2];zPa((TMa(e,g)|0)+80|0,a)|0;h=0;u=i;return h|0}function qRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;a=f[a>>2]|0;c=rPa(a,b)|0;if(c|0){b=c;u=g;return b|0}f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];d=TMa(a,d)|0;e=f[b+4>>2]|0;a=f[d+264>>2]|0;c=a+-1|0;if(!(c&a)){a=f[(f[d+260>>2]|0)+((c&e)<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}else{if(e>>>0<a>>>0)a=e;else a=(e>>>0)%(a>>>0)|0;a=f[(f[d+260>>2]|0)+(a<<2)>>2]|0;while(1){a=f[a>>2]|0;if((f[a+4>>2]|0)!=(e|0))continue;if((f[a+8>>2]|0)==(e|0))break}}c=f[a+12>>2]|0;a=f[c+8>>2]|0;c=c+12|0;if((f[c>>2]|0)==(a|0)){b=0;u=g;return b|0}f[c>>2]=a;b=0;u=g;return b|0}function rRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=u;u=u+16|0;d=e;c=f[a>>2]|0;APa(d,c,b);a=f[d>>2]|0;if(!a)b=0;else b=GMa(a,f[c>>2]|0,0)|0;a=f[d+4>>2]|0;if(!a){u=e;return b|0}iOb(a);u=e;return b|0}function sRa(a,b,c){a=a|0;b=b|0;c=c|0;BPa(a,f[b>>2]|0,c);return}function tRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;g=f[b>>2]|0;switch(f[c>>2]|0){case 0:case -1:{f[e>>2]=f[c+4>>2];f[d>>2]=f[e>>2];IPa(a,g,d);if(f[a>>2]|0){u=h;return}b=f[a+4>>2]|0;if(b|0)iOb(b);break}default:{}}JPa(a,g,c);u=h;return}function uRa(a,b,c){a=a|0;b=b|0;c=c|0;CPa(a,f[b>>2]|0,c);return}function vRa(a,b,c){a=a|0;b=b|0;c=c|0;DPa(a,f[b>>2]|0,c);return}function wRa(a,b,c){a=a|0;b=b|0;c=c|0;EPa(a,f[b>>2]|0,c);return}function xRa(a,b,c){a=a|0;b=b|0;c=c|0;FPa(a,f[b>>2]|0,c);return}function yRa(a,b,c){a=a|0;b=b|0;c=c|0;GPa(a,f[b>>2]|0,c);return}function zRa(a,b,c){a=a|0;b=b|0;c=c|0;APa(a,f[b>>2]|0,c);return}function ARa(a,b,c){a=a|0;b=b|0;c=c|0;pPa(a,f[b>>2]|0,c);return}function BRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;KPa(d,f[b>>2]|0,c);b=f[d>>2]|0;do if(!b){f[a>>2]=0;f[a+4>>2]=0;b=d+4|0}else{f[a>>2]=b;b=d+4|0;c=f[b>>2]|0;f[a+4>>2]=c;if(!c){u=e;return}else{gOb(c);break}}while(0);b=f[b>>2]|0;if(!b){u=e;return}iOb(b);u=e;return}function CRa(a,b,c){a=a|0;b=b|0;c=c|0;NPa(a,f[b>>2]|0,c);return}function DRa(a,b,c){a=a|0;b=b|0;c=c|0;HPa(a,f[b>>2]|0,c);return}function ERa(a,b,c){a=a|0;b=b|0;c=c|0;OPa(a,f[b>>2]|0,c);return}function FRa(a,b,c){a=a|0;b=b|0;c=c|0;PPa(a,f[b>>2]|0,c);return}function GRa(a,b,c){a=a|0;b=b|0;c=c|0;QPa(a,f[b>>2]|0,c);return}function HRa(a,b,c){a=a|0;b=b|0;c=c|0;RPa(a,f[b>>2]|0,c);return}function IRa(a){a=a|0;return (f[a>>2]|0)+32|0}function JRa(a){a=a|0;return (f[a>>2]|0)+32|0}function KRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;e=g;b=f[b>>2]|0;pPa(e,b,c);d=f[e>>2]|0;if(d|0){f[a>>2]=d;c=e+4|0;f[a+4>>2]=f[c>>2];f[e>>2]=0;f[c>>2]=0;u=g;return}LPa(a,b,c);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function LRa(a,b,c){a=a|0;b=b|0;c=c|0;MPa(a,f[b>>2]|0,c);return}function MRa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;g=d+8|0;h=d+4|0;e=d;a=f[a>>2]|0;f[h>>2]=f[b>>2];b=f[c>>2]|0;f[c>>2]=0;f[e>>2]=b;f[g>>2]=f[h>>2];a=SPa(a,g,e)|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){u=d;return a|0}TFa(b);sOb(b);u=d;return a|0}function NRa(a){a=a|0;return f[(f[a>>2]|0)+456>>2]|0}function ORa(a){a=a|0;return (f[(f[a>>2]|0)+456>>2]|0)>>>10|0}function PRa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+456>>2]=b;return}function QRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){b=0;a=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=b;return a|0}else{c=0;d=0}while(0);b:while(1){do{e=f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0;g=QPb(c|0,d|0,(f[e+24>>2]|0)!=0|0,0)|0;g=QPb(g|0,I|0,(f[e+28>>2]|0)!=0|0,0)|0;c=QPb(g|0,I|0,(f[e+32>>2]|0)!=0|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a){b=d;a=c;break b}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}I=b;return a|0}function RRa(a){a=a|0;var b=0,c=0,d=0;a=f[(f[a>>2]|0)+40>>2]|0;if(!a){c=0;d=0;I=c;return d|0}b=f[(f[a+12>>2]|0)+56>>2]|0;a:do if(!b){while(1){a=f[a>>2]|0;if(!a){a=0;b=0;break}b=f[(f[a+12>>2]|0)+56>>2]|0;if(b){c=0;d=0;break a}}I=a;return b|0}else{c=0;d=0}while(0);b:while(1){do{c=QPb(c|0,d|0,f[(f[(f[(f[b+12>>2]|0)+4>>2]|0)+44>>2]|0)+24>>2]|0,0)|0;d=I;b=f[b>>2]|0}while((b|0)!=0);while(1){a=f[a>>2]|0;if(!a)break b;b=f[(f[a+12>>2]|0)+56>>2]|0;if(b)continue b}}d=XPb(c|0,d|0,3,0)|0;c=I;I=c;return d|0}function SRa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=f[a>>2]|0;d=f[g+368>>2]|0;e=g+372|0;a=f[e>>2]|0;if((d|0)==(a|0)){g=0;return g|0}else b=a;while(1){a=b+-12|0;f[e>>2]=a;c=f[a>>2]|0;if(c){a=b+-8|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-32-c|0)>>>5)<<5);sOb(c);a=f[e>>2]|0}if((a|0)==(d|0))break;else b=a}a=f[g+380>>2]|0;b=g+384|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~((c+-4-a|0)>>>2)<<2);C9a(f[(f[g+4>>2]|0)+240>>2]|0);g=1;return g|0}function TRa(a,b){a=a|0;b=b|0;return mQa(f[a>>2]|0,b)|0}function URa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a>>2]|0;h=f[b>>2]|0;k=c+4|0;a=f[k>>2]|0;b=f[c>>2]|0;if(a-b>>5>>>0>4){c=0;return c|0}g=f[i+380>>2]|0;e=(f[i+384>>2]|0)-g>>2;if(!e){c=0;return c|0}else d=0;while(1){if((f[g+(d<<2)>>2]|0)==(h|0))break;d=d+1|0;if(d>>>0>=e>>>0){a=0;j=11;break}}if((j|0)==11)return a|0;e=f[i+368>>2]|0;i=e+(d*12|0)|0;g=f[i>>2]|0;h=e+(d*12|0)+4|0;if(!g)d=e+(d*12|0)+8|0;else{a=f[h>>2]|0;if((a|0)!=(g|0))f[h>>2]=a+(~((a+-32-g|0)>>>5)<<5);sOb(g);d=e+(d*12|0)+8|0;f[d>>2]=0;f[h>>2]=0;f[i>>2]=0;b=f[c>>2]|0;a=f[k>>2]|0}f[i>>2]=b;f[h>>2]=a;j=c+8|0;f[d>>2]=f[j>>2];f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;c=1;return c|0}function VRa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=nQa(a,d)|0;u=c;return b|0}function WRa(a,b){a=a|0;b=b|0;var c=0,d=0;d=f[a>>2]|0;c=f[b>>2]|0;b=f[d+380>>2]|0;d=(f[d+384>>2]|0)-b>>2;a:do if(!d)a=-1;else{a=0;while(1){if((f[b+(a<<2)>>2]|0)==(c|0))break a;a=a+1|0;if(a>>>0>=d>>>0){a=-1;break}}}while(0);return (a|0)!=-1|0}function XRa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;g=f[a>>2]|0;d=f[c>>2]|0;c=f[g+380>>2]|0;e=(f[g+384>>2]|0)-c>>2;a:do if(e|0){a=0;while(1){if((f[c+(a<<2)>>2]|0)==(d|0))break;a=a+1|0;if(a>>>0>=e>>>0)break a}g=(f[g+368>>2]|0)+(a*12|0)|0;return g|0}while(0);if(b[257344]|0){g=258724;return g|0}if(!(MPb(257344)|0)){g=258724;return g|0}f[64681]=0;f[64682]=0;f[64683]=0;g=258724;return g|0}function YRa(a){a=a|0;return (f[a>>2]|0)+368|0}function ZRa(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a>>2]|0;f[a+392>>2]=f[b>>2];f[a+396>>2]=f[b+4>>2];f[a+400>>2]=f[b+8>>2];f[a+404>>2]=f[c>>2];f[a+408>>2]=f[c+4>>2];f[a+412>>2]=f[c+8>>2];return}function _Ra(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0;a=f[a>>2]|0;g=+n[a+392>>2];h=a+404|0;if(g>+n[h>>2]){c=0;return c|0}i=a+396|0;d=a+408|0;if(+n[i>>2]>+n[d>>2]){c=0;return c|0}e=a+400|0;a=a+412|0;if(+n[e>>2]>+n[a>>2]){c=0;return c|0}n[b>>2]=g;f[b+4>>2]=f[i>>2];f[b+8>>2]=f[e>>2];f[c>>2]=f[h>>2];f[c+4>>2]=f[d>>2];f[c+8>>2]=f[a>>2];c=1;return c|0}function $Ra(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+8>>2]=b;return}function aSa(a){a=a|0;return (f[a>>2]|0)+164|0}function bSa(a){a=a|0;return (f[a>>2]|0)+184|0}function cSa(a){a=a|0;return (f[a>>2]|0)+204|0}function dSa(a,b){a=a|0;b=b|0;var 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xTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function yTa(a,b,c){a=a|0;b=b|0;c=c|0;return}function zTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function ATa(a,b,c){a=a|0;b=b|0;c=c|0;return}function BTa(a){a=a|0;return}function CTa(a,b){a=a|0;b=b|0;return}function DTa(a,b){a=a|0;b=b|0;return}function ETa(a,b){a=a|0;b=b|0;return}function FTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);return}function GTa(a){a=a|0;var b=0,c=0;f[a>>2]=38080;c=a+252|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){Qob(b);sOb(b)}c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);eYa(a);sOb(a);return}function HTa(a){a=a|0;return}function ITa(a,b,c){a=a|0;b=+b;c=+c;var d=0,e=0.0;a=f[a+244>>2]|0;d=a+432|0;e=+p[d>>3];p[d>>3]=e<b?b:e;b=+Gha();p[a+416>>3]=b;a=a+424|0;if(+p[a>>3]-b>=c)return;p[a>>3]=b+c;return}function JTa(a){a=a|0;return dpb(f[a+252>>2]|0)|0}function KTa(a){a=a|0;return cpb(f[a+252>>2]|0)|0}function LTa(a){a=a|0;return 1}function MTa(a){a=a|0;return 0}function NTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){F1a(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);return}function OTa(a){a=a|0;var b=0,c=0;f[a>>2]=38124;c=a+12|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);F1a(a);sOb(a);return}function PTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;f[(f[(f[a+8>>2]|0)+244>>2]|0)+168>>2]=c;g=f[a+12>>2]|0;if(!g){H1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+8>>2]&255](g,b,c,d,e);return}}function QTa(a,b){a=a|0;b=b|0;var c=0;c=f[a+12>>2]|0;if(!c)I1a(a,b);else oh[f[(f[c>>2]|0)+12>>2]&1023](c,b);if(b|0)return;a=f[(f[a+8>>2]|0)+244>>2]|0;b=a+28|0;switch(f[b>>2]|0){case 0:{f[b>>2]=1;QUa(a);return}case 1:{f[b>>2]=2;O_a(a,7);O_a(a,2);O_a(a,3);RUa(a);return}default:return}}function RTa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[a+12>>2]|0;if(!d){J1a(a,b,c);return}else{xh[f[(f[d>>2]|0)+16>>2]&127](d,b,c);return}}function STa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;l=x+120|0;m=x+48|0;s=x+128|0;t=x+56|0;v=x+24|0;k=x;p[l>>3]=h;p[m>>3]=i;o=f[(f[a+8>>2]|0)+244>>2]|0;if(b[o+180>>0]|0){KUa(t,o,0);p[s>>3]=+n[t>>2];p[s+8>>3]=+n[t+4>>2];p[s+16>>3]=+n[t+8>>2];p[s+24>>3]=+n[t+12>>2];p[s+32>>3]=+n[t+16>>2];p[s+40>>3]=+n[t+20>>2];p[s+48>>3]=+n[t+24>>2];p[s+56>>3]=+n[t+28>>2];p[s+64>>3]=+n[t+32>>2];p[s+72>>3]=+n[t+36>>2];p[s+80>>3]=+n[t+40>>2];p[s+88>>3]=+n[t+44>>2];p[s+96>>3]=+n[t+48>>2];p[s+104>>3]=+n[t+52>>2];p[s+112>>3]=+n[t+56>>2];p[s+120>>3]=+n[t+60>>2];p[t>>3]=+p[d>>3];p[t+8>>3]=+p[d+8>>3];p[t+16>>3]=+p[d+16>>3];p[v>>3]=+p[e>>3];p[v+8>>3]=+p[e+8>>3];p[v+16>>3]=+p[e+16>>3];p[k>>3]=+p[g>>3];p[k+8>>3]=+p[g+8>>3];p[k+16>>3]=+p[g+16>>3];OUa(t,v,k,l,m,s);d=f[a+12>>2]|0;if(!d)K1a(a,c,t,v,k,+p[l>>3],+p[m>>3],j);else Oh[f[(f[d>>2]|0)+20>>2]&3](d,c,t,v,k,+p[l>>3],+p[m>>3],j);u=x;return}q=s+4|0;f[q>>2]=f[d>>2];f[q+4>>2]=f[d+4>>2];f[q+8>>2]=f[d+8>>2];f[q+12>>2]=f[d+12>>2];f[q+16>>2]=f[d+16>>2];f[q+20>>2]=f[d+20>>2];f[t>>2]=f[e>>2];f[t+4>>2]=f[e+4>>2];f[t+8>>2]=f[e+8>>2];f[t+12>>2]=f[e+12>>2];f[t+16>>2]=f[e+16>>2];f[t+20>>2]=f[e+20>>2];f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];q=o+276|0;r=o+280|0;d=f[r>>2]|0;l=o+284|0;o=f[l>>2]|0;e=o;if((d|0)==(o|0)){m=f[q>>2]|0;k=d-m|0;a=(k|0)/104|0;d=a+1|0;if(d>>>0>41297762)AMb(q);o=(e-m|0)/104|0;e=o<<1;e=o>>>0<20648881?(e>>>0<d>>>0?d:e):41297762;do if(!e)w=0;else if(e>>>0>41297762)vd();else{w=pOb(e*104|0)|0;break}while(0);g=w+(a*104|0)|0;f[g>>2]=c;d=w+(a*104|0)+4|0;f[d>>2]=f[s>>2];f[d+4>>2]=f[s+4>>2];f[d+8>>2]=f[s+8>>2];f[d+12>>2]=f[s+12>>2];f[d+16>>2]=f[s+16>>2];f[d+20>>2]=f[s+20>>2];f[d+24>>2]=f[s+24>>2];d=w+(a*104|0)+32|0;f[d>>2]=f[t>>2];f[d+4>>2]=f[t+4>>2];f[d+8>>2]=f[t+8>>2];f[d+12>>2]=f[t+12>>2];f[d+16>>2]=f[t+16>>2];f[d+20>>2]=f[t+20>>2];d=w+(a*104|0)+56|0;f[d>>2]=f[v>>2];f[d+4>>2]=f[v+4>>2];f[d+8>>2]=f[v+8>>2];f[d+12>>2]=f[v+12>>2];f[d+16>>2]=f[v+16>>2];f[d+20>>2]=f[v+20>>2];p[w+(a*104|0)+80>>3]=h;p[w+(a*104|0)+88>>3]=i;f[w+(a*104|0)+96>>2]=j;d=g+(((k|0)/-104|0)*104|0)|0;if((k|0)>0)bQb(d|0,m|0,k|0)|0;f[q>>2]=d;f[r>>2]=g+104;f[l>>2]=w+(e*104|0);if(m|0)sOb(m)}else{f[d>>2]=c;w=d+4|0;f[w>>2]=f[s>>2];f[w+4>>2]=f[s+4>>2];f[w+8>>2]=f[s+8>>2];f[w+12>>2]=f[s+12>>2];f[w+16>>2]=f[s+16>>2];f[w+20>>2]=f[s+20>>2];f[w+24>>2]=f[s+24>>2];w=d+32|0;f[w>>2]=f[t>>2];f[w+4>>2]=f[t+4>>2];f[w+8>>2]=f[t+8>>2];f[w+12>>2]=f[t+12>>2];f[w+16>>2]=f[t+16>>2];f[w+20>>2]=f[t+20>>2];w=d+56|0;f[w>>2]=f[v>>2];f[w+4>>2]=f[v+4>>2];f[w+8>>2]=f[v+8>>2];f[w+12>>2]=f[v+12>>2];f[w+16>>2]=f[v+16>>2];f[w+20>>2]=f[v+20>>2];p[d+80>>3]=h;p[d+88>>3]=i;f[d+96>>2]=j;f[r>>2]=(f[r>>2]|0)+104}u=x;return}function TTa(a,c,d,e,g,h,i){a=a|0;c=+c;d=+d;e=+e;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+32|0;v=x;q=f[(f[a+8>>2]|0)+244>>2]|0;if(b[q+180>>0]|0){j=f[a+12>>2]|0;if(!j){L1a(a,c,d,e,g,h,i);u=x;return}else{kh[f[(f[j>>2]|0)+24>>2]&3](j,c,d,e,g,h,i);u=x;return}}m=g+(h<<2)|0;f[v>>2]=0;w=v+4|0;f[w>>2]=0;f[v+8>>2]=0;o=g;j=h<<2;a=j>>2;if(!a){g=0;m=0;p=0}else{if(a>>>0>1073741823)AMb(v);k=pOb(j)|0;f[w>>2]=k;f[v>>2]=k;p=k+(a<<2)|0;f[v+8>>2]=p;l=k;if(!h){g=l;m=l}else{h=m+-4|0;j=g;a=k;while(1){f[a>>2]=f[j>>2];j=j+4|0;if((j|0)==(m|0))break;else a=a+4|0}m=k+(((h-o|0)>>>2)+1<<2)|0;f[w>>2]=m;g=l}}l=v+12|0;n[l>>2]=c;n[v+16>>2]=d;n[v+20>>2]=e;f[v+24>>2]=i;r=q+288|0;s=q+292|0;j=f[s>>2]|0;i=q+296|0;q=f[i>>2]|0;a=q;if(j>>>0<q>>>0){f[j>>2]=0;t=j+4|0;f[t>>2]=0;f[j+8>>2]=0;f[j>>2]=f[v>>2];f[t>>2]=f[w>>2];t=v+8|0;f[j+8>>2]=f[t>>2];f[t>>2]=0;f[w>>2]=0;f[v>>2]=0;t=j+12|0;f[t>>2]=f[l>>2];f[t+4>>2]=f[l+4>>2];f[t+8>>2]=f[l+8>>2];f[t+12>>2]=f[l+12>>2];f[s>>2]=(f[s>>2]|0)+28}else{h=f[r>>2]|0;k=(j-h|0)/28|0;j=k+1|0;if(j>>>0>153391689)AMb(r);q=(a-h|0)/28|0;a=q<<1;a=q>>>0<76695844?(a>>>0<j>>>0?j:a):153391689;do if(!a)t=0;else if(a>>>0>153391689)vd();else{t=pOb(a*28|0)|0;break}while(0);h=t+(k*28|0)|0;j=h;o=t+(a*28|0)|0;f[t+(k*28|0)+8>>2]=0;f[h>>2]=g;f[t+(k*28|0)+4>>2]=m;f[t+(k*28|0)+8>>2]=p;f[v+8>>2]=0;f[w>>2]=0;f[v>>2]=0;k=t+(k*28|0)+12|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];l=h+28|0;k=f[r>>2]|0;a=f[s>>2]|0;if((a|0)==(k|0)){m=k;h=k}else{do{t=h+-28|0;q=a;a=a+-28|0;f[t>>2]=0;g=h+-24|0;f[g>>2]=0;f[h+-20>>2]=0;f[t>>2]=f[a>>2];t=q+-24|0;f[g>>2]=f[t>>2];g=q+-20|0;f[h+-20>>2]=f[g>>2];f[g>>2]=0;f[t>>2]=0;f[a>>2]=0;t=h+-16|0;q=q+-16|0;f[t>>2]=f[q>>2];f[t+4>>2]=f[q+4>>2];f[t+8>>2]=f[q+8>>2];f[t+12>>2]=f[q+12>>2];h=j+-28|0;j=h}while((a|0)!=(k|0));m=f[r>>2]|0;h=f[s>>2]|0}f[r>>2]=j;f[s>>2]=l;f[i>>2]=o;l=m;if((h|0)!=(l|0))do{j=h;h=h+-28|0;k=f[h>>2]|0;if(k|0){j=j+-24|0;a=f[j>>2]|0;if((a|0)!=(k|0))f[j>>2]=a+(~((a+-4-k|0)>>>2)<<2);sOb(k)}}while((h|0)!=(l|0));if(m|0)sOb(m)}j=f[v>>2]|0;if(j|0){a=f[w>>2]|0;if((a|0)!=(j|0))f[w>>2]=a+(~((a+-4-j|0)>>>2)<<2);sOb(j)}u=x;return}function UTa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+32|0;m=q+16|0;n=q;i=f[(f[a+8>>2]|0)+244>>2]|0;if(b[i+180>>0]|0){h=f[a+12>>2]|0;if(!h){M1a(a,c,d,e,g);u=q;return}else{Lh[f[(f[h>>2]|0)+28>>2]&255](h,c,d,e,g);u=q;return}};f[m>>2]=f[d>>2];f[m+4>>2]=f[d+4>>2];f[m+8>>2]=f[d+8>>2];f[n>>2]=f[e>>2];f[n+4>>2]=f[e+4>>2];f[n+8>>2]=f[e+8>>2];k=i+300|0;l=i+304|0;h=f[l>>2]|0;i=i+308|0;j=f[i>>2]|0;a=j;if((h|0)==(j|0)){j=f[k>>2]|0;d=h-j|0;e=d>>5;h=e+1|0;if(h>>>0>134217727)AMb(k);r=a-j|0;a=r>>4;h=r>>5>>>0<67108863?(a>>>0<h>>>0?h:a):134217727;do if(!h){o=0;p=0}else if(h>>>0>134217727)vd();else{p=pOb(h<<5)|0;o=p;break}while(0);a=o+(e<<5)|0;f[a>>2]=c;r=o+(e<<5)+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=o+(e<<5)+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[o+(e<<5)+28>>2]=g;if((d|0)>0)bQb(p|0,j|0,d|0)|0;f[k>>2]=o;f[l>>2]=a+32;f[i>>2]=o+(h<<5);if(j|0)sOb(j)}else{f[h>>2]=c;r=h+4|0;f[r>>2]=f[m>>2];f[r+4>>2]=f[m+4>>2];f[r+8>>2]=f[m+8>>2];r=h+16|0;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];f[h+28>>2]=g;f[l>>2]=(f[l>>2]|0)+32}u=q;return}function VTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[a+12>>2]|0;if(!g){N1a(a,b,c,d,e);return}else{Lh[f[(f[g>>2]|0)+32>>2]&255](g,b,c,d,e);return}}function WTa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;if(!b)b=f[(f[(f[a+8>>2]|0)+244>>2]|0)+172>>2]|0;e=f[a+12>>2]|0;if(!e){O1a(a,b,c,d);return}else{Fh[f[(f[e>>2]|0)+36>>2]&255](e,b,c,d);return}}function XTa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var 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j=(w>>>0)%(i>>>0)|0;b=f[(f[a+352>>2]|0)+(j<<2)>>2]|0;if(!b){u=y;return}b=f[b>>2]|0;if(!b){u=y;return}b:do if(d){while(1){x=f[b+4>>2]|0;d=(x|0)==(w|0);if(!(d|(x&e|0)==(j|0))){v=91;break}if(d)if((f[b+8>>2]|0)==(w|0)){s=b;break b}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}else{while(1){d=f[b+4>>2]|0;if((d|0)==(w|0)){if((f[b+8>>2]|0)==(w|0)){s=b;break b}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(j|0)){v=91;break}}b=f[b>>2]|0;if(!b){v=91;break}}if((v|0)==91){u=y;return}}while(0);f[r>>2]=f[c>>2];h=+p[s+16>>3];f[q>>2]=f[r>>2];JUa(a,q,h);u=y;return}}while(0);i=pOb(12)|0;f[i+8>>2]=w;f[i+4>>2]=w;f[i>>2]=0;j=a+324|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+328>>2];do if(m|h*+(l>>>0)<g){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;d=~~+W(+(g/h))>>>0;HUa(o,b>>>0<d>>>0?d:b);b=f[k>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&w;break}if(w>>>0<b>>>0){e=b;b=w}else{e=b;b=(w>>>0)%(b>>>0)|0}}else e=l;while(0);b=(f[o>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){c=a+320|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[b>>2]=c;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;t=(f[o>>2]|0)+(b<<2)|0;v=37}}else{f[i>>2]=f[d>>2];t=d;v=37}if((v|0)==37)f[t>>2]=i;f[j>>2]=(f[j>>2]|0)+1;q=a+332|0;o=(w<<6)+-1640531526+(w>>>2)^w;j=a+336|0;k=f[j>>2]|0;l=(k|0)==0;c:do if(l)b=0;else{i=k+-1|0;e=(i&k|0)==0;if(e)b=o&i;else if(o>>>0<k>>>0)b=o;else b=(o>>>0)%(k>>>0)|0;d=f[(f[q>>2]|0)+(b<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(e){while(1){t=f[d+4>>2]|0;if(!((t|0)==(o|0)|(t&i|0)==(b|0)))break c;if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}while(1){e=f[d+4>>2]|0;if((e|0)!=(o|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(b|0))break c}if((f[d+8>>2]|0)==(w|0))if((f[d+12>>2]|0)==1)break;d=f[d>>2]|0;if(!d)break c}u=y;return}}}while(0);m=pOb(16)|0;i=m+8|0;f[i>>2]=w;f[i+4>>2]=1;f[m+4>>2]=o;f[m>>2]=0;i=a+344|0;g=+(((f[i>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(l|h*+(k>>>0)<g){b=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(g/h))>>>0;IUa(q,b>>>0<d>>>0?d:b);b=f[j>>2]|0;d=b+-1|0;if(!(d&b)){e=b;b=d&o;break}if(o>>>0<b>>>0){e=b;b=o}else{e=b;b=(o>>>0)%(b>>>0)|0}}else e=k;while(0);b=(f[q>>2]|0)+(b<<2)|0;d=f[b>>2]|0;if(!d){a=a+340|0;f[m>>2]=f[a>>2];f[a>>2]=m;f[b>>2]=a;b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;d=e+-1|0;if(!(d&e))b=b&d;else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;x=(f[q>>2]|0)+(b<<2)|0;v=70}}else{f[m>>2]=f[d>>2];x=d;v=70}if((v|0)==70)f[x>>2]=m;f[i>>2]=(f[i>>2]|0)+1;u=y;return}function GUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)NUa(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)NUa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function HUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){MUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;MUa(a,b);return}function IUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){LUa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;LUa(a,b);return}function JUa(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=0;l=u;u=u+2032|0;g=f[b>>2]|0;i=f[(a+376|0)>>2]|0;if(!i){u=l;return}if(!((i+-1|0)&i))h=(i+-1|0)&g;else if(i>>>0>g>>>0)h=g;else h=(g>>>0)%(i>>>0)|0;d=f[(f[(a+372|0)>>2]|0)+(h<<2)>>2]|0;if(!d){u=l;return}d=f[d>>2]|0;if(!d){u=l;return}a:do if(!((i+-1|0)&i)){while(1){e=f[d+4>>2]|0;if(!((e|0)==(g|0)|(e&(i+-1|0)|0)==(h|0))){k=167;break}if((e|0)==(g|0))if((f[d+8>>2]|0)==(g|0)){j=d;break a}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(g|0)){if((f[d+8>>2]|0)==(g|0)){j=d;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(h|0)){k=167;break}}d=f[d>>2]|0;if(!d){k=167;break}}if((k|0)==167){u=l;return}}while(0);h=j+12|0;i=f[a+8>>2]|0;e=f[i+232>>2]|0;i=f[i+248>>2]|0;if((f[a+168>>2]|0)>>>0>68){g=a+176|0;d=f[(a+176|0)>>2]|0}else{g=a+176|0;d=BQa(e)|0}f[(l+140|0)>>2]=f[j+16>>2];f[(l+136|0)>>2]=d;f[(l+144|0)>>2]=f[(l+140|0)>>2];f[(l+208|0)>>2]=f[(l+136|0)>>2];d=EQa(e,l+144|0,l+208|0)|0;d=f[d>>2]|0;e=1;if(e){e=0;if((f[h>>2]|0)==(f[g>>2]|0)){KUa(l+208|0,a,d);m=f[(l+208|0)>>2]|0;f[(l+208|0)>>2]=f[(l+144|0)>>2];f[(l+144|0)>>2]=m;m=f[((l+208|0)+4|0)>>2]|0;f[((l+208|0)+4|0)>>2]=f[((l+144|0)+4|0)>>2];f[((l+144|0)+4|0)>>2]=m;m=f[((l+208|0)+8|0)>>2]|0;f[((l+208|0)+8|0)>>2]=f[((l+144|0)+8|0)>>2];f[((l+144|0)+8|0)>>2]=m;m=f[((l+208|0)+12|0)>>2]|0;f[((l+208|0)+12|0)>>2]=f[((l+144|0)+12|0)>>2];f[((l+144|0)+12|0)>>2]=m;m=f[((l+208|0)+16|0)>>2]|0;f[((l+208|0)+16|0)>>2]=f[((l+144|0)+16|0)>>2];f[((l+144|0)+16|0)>>2]=m;m=f[((l+208|0)+20|0)>>2]|0;f[((l+208|0)+20|0)>>2]=f[((l+144|0)+20|0)>>2];f[((l+144|0)+20|0)>>2]=m;m=f[((l+208|0)+24|0)>>2]|0;f[((l+208|0)+24|0)>>2]=f[((l+144|0)+24|0)>>2];f[((l+144|0)+24|0)>>2]=m;m=f[((l+208|0)+28|0)>>2]|0;f[((l+208|0)+28|0)>>2]=f[((l+144|0)+28|0)>>2];f[((l+144|0)+28|0)>>2]=m;m=f[((l+208|0)+32|0)>>2]|0;f[((l+208|0)+32|0)>>2]=f[((l+144|0)+32|0)>>2];f[((l+144|0)+32|0)>>2]=m;m=f[((l+208|0)+36|0)>>2]|0;f[((l+208|0)+36|0)>>2]=f[((l+144|0)+36|0)>>2];f[((l+144|0)+36|0)>>2]=m;m=f[((l+208|0)+40|0)>>2]|0;f[((l+208|0)+40|0)>>2]=f[((l+144|0)+40|0)>>2];f[((l+144|0)+40|0)>>2]=m;m=f[((l+208|0)+44|0)>>2]|0;f[((l+208|0)+44|0)>>2]=f[((l+144|0)+44|0)>>2];f[((l+144|0)+44|0)>>2]=m;m=f[((l+208|0)+48|0)>>2]|0;f[((l+208|0)+48|0)>>2]=f[((l+144|0)+48|0)>>2];f[((l+144|0)+48|0)>>2]=m;m=f[((l+208|0)+52|0)>>2]|0;f[((l+208|0)+52|0)>>2]=f[((l+144|0)+52|0)>>2];f[((l+144|0)+52|0)>>2]=m;m=f[((l+208|0)+56|0)>>2]|0;f[((l+208|0)+56|0)>>2]=f[((l+144|0)+56|0)>>2];f[((l+144|0)+56|0)>>2]=m;f[(l+144|0)+60>>2]=f[(l+208|0)+60>>2]}else e=1}f[l+288>>2]=a;f[l+296>>2]=b;n[l+304>>2]=c;f[l+552>>2]=g;f[l+592>>2]=j;f[l+1288>>2]=h;f[l+1480>>2]=i;f[l+1672>>2]=d;f[l+1912>>2]=k;f[l+1920>>2]=e;f[l+1928>>2]=0;f[l+1932>>2]=0;HYa(l);G=f[l+1928>>2]|0;D=f[l+1932>>2]|0;H=+n[l+1932>>2];f[l+1928>>2]=0;f[l+1932>>2]=0;if((G|0)==5)return}function KUa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0.0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0,o=0,q=0,r=0;r=u;u=u+208|0;m=r+136|0;o=r+64|0;q=r;if(!(b[c+260>>0]|0)){n[a>>2]=1.0;k=a+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+20>>2]=1.0;k=a+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+40>>2]=1.0;k=a+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[a+60>>2]=1.0}else{f[a>>2]=f[c+196>>2];f[a+4>>2]=f[c+200>>2];f[a+8>>2]=f[c+204>>2];f[a+12>>2]=f[c+208>>2];f[a+16>>2]=f[c+212>>2];f[a+20>>2]=f[c+216>>2];f[a+24>>2]=f[c+220>>2];f[a+28>>2]=f[c+224>>2];f[a+32>>2]=f[c+228>>2];f[a+36>>2]=f[c+232>>2];f[a+40>>2]=f[c+236>>2];f[a+44>>2]=f[c+240>>2];f[a+48>>2]=f[c+244>>2];f[a+52>>2]=f[c+248>>2];f[a+56>>2]=f[c+252>>2];f[a+60>>2]=f[c+256>>2]}if(d|0){f[o>>2]=a;f[o+4>>2]=d;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2]}l=+p[c+184>>3];j=f[c+176>>2]|0;i=f[c+356>>2]|0;a:do if(!i)e=1.0;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&j;else if(j>>>0<i>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;d=f[(f[c+352>>2]|0)+(k<<2)>>2]|0;if(!d)e=1.0;else{d=f[d>>2]|0;if(!d)e=1.0;else{b:do if(g)while(1){i=f[d+4>>2]|0;c=(j|0)==(i|0);if(!(c|(i&h|0)==(k|0))){e=1.0;break a}if(c)if((f[d+8>>2]|0)==(j|0))break b;d=f[d>>2]|0;if(!d){e=1.0;break a}}else while(1){c=f[d+4>>2]|0;if((j|0)==(c|0)){if((f[d+8>>2]|0)==(j|0))break b}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(k|0)){e=1.0;break a}}d=f[d>>2]|0;if(!d){e=1.0;break a}}while(0);e=+p[d+16>>3];if(e==0.0)e=l}}}while(0);d=l==0.0|e==0.0;e=e/l;if(!((d?1.0:e)!=1.0)){u=r;return}l=d?1.0:e;k=q+4|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+24|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;k=q+44|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;n[q>>2]=l;n[q+20>>2]=l;n[q+40>>2]=l;n[q+60>>2]=1.0;f[o>>2]=a;f[o+4>>2]=q;gma(m,o)|0;f[a>>2]=f[m>>2];f[a+4>>2]=f[m+4>>2];f[a+8>>2]=f[m+8>>2];f[a+12>>2]=f[m+12>>2];f[a+16>>2]=f[m+16>>2];f[a+20>>2]=f[m+20>>2];f[a+24>>2]=f[m+24>>2];f[a+28>>2]=f[m+28>>2];f[a+32>>2]=f[m+32>>2];f[a+36>>2]=f[m+36>>2];f[a+40>>2]=f[m+40>>2];f[a+44>>2]=f[m+44>>2];f[a+48>>2]=f[m+48>>2];f[a+52>>2]=f[m+52>>2];f[a+56>>2]=f[m+56>>2];f[a+60>>2]=f[m+60>>2];u=r;return}function LUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function MUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function NUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function OUa(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0,s=0.0,t=0,v=0.0,w=0.0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0;g=u;u=u+16|0;h=g;p[h>>3]=1.0e-12;if(PUa(f,h)|0){u=g;return}l=+p[d>>3];O=+K(+l);j=+p[e>>3];E=+K(+j);S=+p[c>>3];n=c+8|0;i=+p[n>>3];h=c+16|0;Q=+p[h>>3];m=+L(+(S*S+(i*i+Q*Q)));S=E*(S/m);i=E*(i/m);m=E*(Q/m);Q=+p[b>>3];E=+p[a>>3]-Q;F=a+8|0;t=b+8|0;R=+p[t>>3];C=+p[F>>3]-R;x=a+16|0;r=b+16|0;s=+p[r>>3];A=+p[x>>3]-s;o=i*A-m*C;q=m*E-S*A;P=S*C-i*E;k=+L(+(o*o+(P*P+q*q)));o=Q+O*(o/k);q=R+O*(q/k);k=s+O*(P/k);S=Q+S;i=i+R;m=m+s;E=Q+E;C=R+C;A=s+A;P=+p[f>>3];O=+p[f+32>>3];N=+p[f+64>>3];J=+p[f+8>>3];I=+p[f+40>>3];H=+p[f+72>>3];D=+p[f+16>>3];B=+p[f+48>>3];z=+p[f+80>>3];M=+p[f+96>>3];w=Q*P+R*O+s*N+M;G=+p[f+104>>3];v=Q*J+R*I+s*H+G;y=+p[f+112>>3];s=Q*D+R*B+s*z+y;R=N*k+(P*o+O*q)+M-w;Q=J*o+q*I+k*H+G-v;k=o*D+q*B+k*z+y-s;q=S*P+i*O+m*N+M-w;o=S*J+i*I+m*H+G-v;m=S*D+i*B+m*z+y-s;i=+L(+(q*q+(o*o+m*m)));k=+L(+(R*R+(Q*Q+k*k)));p[a>>3]=w+(E*P+C*O+A*N+M-w);p[F>>3]=v+(E*J+C*I+A*H+G-v);p[x>>3]=s+(E*D+C*B+A*z+y-s);p[b>>3]=w;p[t>>3]=v;p[r>>3]=s;p[c>>3]=q/i;p[n>>3]=o/i;p[h>>3]=m/i;p[d>>3]=l<0.0?-k:k;p[e>>3]=j<0.0?-i:i;u=g;return}function PUa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+p[b>>3];d=+p[a>>3];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+p[a+8>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+16>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+24>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+32>>3]))<=c)){a=0;return a|0}e=+p[a+40>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+48>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+56>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+64>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+72>>3]))<=c)){a=0;return a|0}e=+p[a+80>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+p[a+88>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+96>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+104>>3]))<=c)){a=0;return a|0}if(!(+K(+(+p[a+112>>3]))<=c)){a=0;return a|0}e=+p[a+120>>3];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function QUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0;m=u;u=u+32|0;j=m+16|0;k=m+4|0;l=m;g=a+344|0;b=f[g>>2]|0;if(!b)if(!(f[a+384>>2]|0)){O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}e=a+340|0;c=f[e>>2]|0;if(c){d=a+352|0;b=c;do{i=XUa(d,b+8|0)|0;p[i>>3]=0.0;b=f[b>>2]|0}while((b|0)!=0);b=f[g>>2]|0}if(b|0){b=f[e>>2]|0;if(b|0)do{i=b;b=f[b>>2]|0;sOb(i)}while((b|0)!=0);f[e>>2]=0;c=f[a+336>>2]|0;if(c|0){d=a+332|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}WUa(a);f[k>>2]=0;i=k+4|0;f[i>>2]=0;f[k+8>>2]=0;b=f[a+380>>2]|0;if(b|0){h=k+8|0;e=0;g=0;while(1){d=b;c=d+8|0;d=d+12|0;if(e>>>0<g>>>0){g=f[d>>2]|0;f[e>>2]=f[c>>2];f[e+4>>2]=g;f[i>>2]=e+8}else YUa(k,c,d);b=f[b>>2]|0;if(!b)break;e=f[i>>2]|0;g=f[h>>2]|0}c=f[k>>2]|0;b=f[i>>2]|0;if((c|0)!=(b|0)){d=a+352|0;do{h=XUa(d,c+4|0)|0;n=+p[h>>3];f[l>>2]=f[c>>2];f[j>>2]=f[l>>2];JUa(a,j,n);c=c+8|0}while((c|0)!=(b|0));b=f[k>>2]|0}if(b|0){c=f[i>>2]|0;if((c|0)!=(b|0))f[i>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}O_a(a,8);O_a(a,1);O_a(a,0);O_a(a,4);O_a(a,6);P_a(a);RUa(a);u=m;return}function RUa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;y=u;u=u+96|0;x=y+64|0;t=y+32|0;w=y+8|0;r=y+4|0;s=y;h=y+60|0;m=y+56|0;n=y+52|0;o=y+48|0;p=y+44|0;v=a+8|0;j=f[v>>2]|0;switch(f[a+28>>2]|0){case 1:{h=a+52|0;i=a+56|0;if((f[h>>2]|0)!=(f[i>>2]|0)){e=f[j+232>>2]|0;c=f[j+248>>2]|0;f[x>>2]=1065353216;f[x+4>>2]=1065353216;f[x+8>>2]=1065353216;d=x+12|0;f[d>>2]=0;f[x+16>>2]=0;f[x+20>>2]=0;xEa(e,1,0,0,x);e=f[a+176>>2]|0;g=f[c+12>>2]|0;if(!g)x2a(c,e,x,d,0,1);else Th[f[(f[g>>2]|0)+184>>2]&127](g,e,x,d,0,1)}d=a+48|0;c=f[d>>2]|0;if(c|0)if(!(b[a+64>>0]|0)){oh[f[(f[c>>2]|0)+8>>2]&1023](c,h);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[h>>2]|0;if(!c)c=a+60|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+60|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0}SUa(j+200|0,f[a+172>>2]|0);q=a+100|0;c=f[q>>2]|0;p=a+104|0;j=f[p>>2]|0;if((c|0)!=(j|0)){k=w+4|0;l=w+8|0;m=w+12|0;n=w+16|0;o=w+20|0;do{i=(b[c+20>>0]|0)!=0;d=(b[c+21>>0]|0)!=0;e=(b[c+22>>0]|0)!=0;g=f[c+24>>2]|0;h=f[(f[v>>2]|0)+232>>2]|0;z=f[c+4>>2]|0;f[t>>2]=z;f[w>>2]=1065353216;f[k>>2]=1065353216;f[l>>2]=1065353216;f[m>>2]=0;f[n>>2]=0;f[o>>2]=0;if(!z)xEa(h,i,d,e,w);else AEa(h,f[c>>2]|0,t,i,d,e,w);f[r>>2]=g;f[x>>2]=f[r>>2];D1a(a,x,w);f[s>>2]=g;f[x>>2]=f[s>>2];h1a(a,x,16);c=c+28|0}while((c|0)!=(j|0));c=f[q>>2]|0}if(!c)c=a+108|0;else{d=f[p>>2]|0;if((d|0)!=(c|0)){do{e=d+-28|0;f[p>>2]=e;g=d+-20|0;h=f[g>>2]|0;i=d+-16|0;if((h|0)==(f[i>>2]|0)){d=f[e>>2]|0;if(!d)d=h;else{tOb(d);d=f[g>>2]|0}}else d=h;if(d|0){e=f[i>>2]|0;if((e|0)!=(d|0))f[i>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}d=f[p>>2]|0}while((d|0)!=(c|0));c=f[q>>2]|0}sOb(c);c=a+108|0;f[c>>2]=0;f[p>>2]=0;f[q>>2]=0}f[q>>2]=0;f[p>>2]=0;f[c>>2]=0;u=y;return}case 2:{l=f[j+232>>2]|0;g=a+136|0;d=a+144|0;c=f[d>>2]|0;if(c|0)do{z=c;Fh[f[(f[a>>2]|0)+116>>2]&255](a,f[z+8>>2]|0,f[z+12>>2]|0,f[z+16>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+148|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+140>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+140>>2]=0;f[e>>2]=0;f[a+152>>2]=1065353216;f[a+144>>2]=0;g=a+68|0;d=a+76|0;c=f[d>>2]|0;if(c|0)do{z=c;TUa(a,l,z+12|0,f[z+8>>2]|0);c=f[c>>2]|0}while((c|0)!=0);e=a+80|0;if(f[e>>2]|0){c=f[d>>2]|0;if(c|0)do{z=c;c=f[c>>2]|0;sOb(z)}while((c|0)!=0);f[d>>2]=0;d=f[a+72>>2]|0;if(d|0){c=0;do{f[(f[g>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[e>>2]=0}c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);f[a+72>>2]=0;f[e>>2]=0;f[a+84>>2]=1065353216;f[a+76>>2]=0;e=a+88|0;c=f[e>>2]|0;g=a+92|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[h>>2]=f[c>>2];z=f[c+4>>2]|0;f[x>>2]=f[h>>2];h1a(a,x,z);c=c+8|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+96|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);c=a+96|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;j=a+156|0;c=f[j>>2]|0;k=a+160|0;g=f[k>>2]|0;if((c|0)!=(g|0)){h=t+4|0;i=t+8|0;do{d=c+4|0;if(xkb(l,f[d>>2]|0)|0){f[t>>2]=0;f[h>>2]=0;f[i>>2]=0;Ckb(l,f[d>>2]|0,f[c+8>>2]|0,t);f[m>>2]=f[c>>2];z=f[t>>2]|0;d=(f[h>>2]|0)-z>>3;f[x>>2]=f[m>>2];x1a(a,x,z,d);f[n>>2]=f[c>>2];f[x>>2]=f[n>>2];h1a(a,x,11);d=f[t>>2]|0;if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}c=c+12|0}while((c|0)!=(g|0));c=f[j>>2]|0}if(!c)c=a+164|0;else{d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);c=a+164|0;f[c>>2]=0;f[k>>2]=0;f[j>>2]=0}f[j>>2]=0;f[k>>2]=0;f[c>>2]=0;i=a+112|0;c=f[i>>2]|0;j=a+116|0;h=f[j>>2]|0;if((c|0)!=(h|0)){do{g=f[c>>2]|0;d=(GQa(f[(f[v>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}s=f[v>>2]|0;r=f[s+232>>2]|0;z=f[s+240>>2]|0;f[t>>2]=f[e+4>>2];f[x>>2]=f[t>>2];KQa(r,s,x)|0;Y8a(z)}while(0);f[w>>2]=g;f[x>>2]=f[w>>2];h1a(a,x,14);c=c+4|0}while((c|0)!=(h|0));c=f[i>>2]|0}if(!c)c=a+120|0;else{d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+120|0;f[c>>2]=0;f[j>>2]=0;f[i>>2]=0}f[i>>2]=0;f[j>>2]=0;f[c>>2]=0;e=a+124|0;c=f[e>>2]|0;g=a+128|0;d=f[g>>2]|0;if((c|0)!=(d|0)){do{f[o>>2]=f[c>>2];f[x>>2]=f[o>>2];h1a(a,x,17);c=c+4|0}while((c|0)!=(d|0));c=f[e>>2]|0}if(!c)c=a+132|0;else{d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+132|0;f[c>>2]=0;f[g>>2]=0;f[e>>2]=0}f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;h=a+32|0;c=f[h>>2]|0;i=a+36|0;e=f[i>>2]|0;if((c|0)!=(e|0)){g=a+44|0;do{d=f[c>>2]|0;if(b[g>>0]|0){b[g>>0]=0;y$a(a,1)}z=f[(f[a>>2]|0)+52>>2]|0;f[p>>2]=d;f[x>>2]=f[p>>2];oh[z&1023](a,x);c=c+4|0}while((c|0)!=(e|0));c=f[h>>2]|0}if(!c)c=a+40|0;else{d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);c=a+40|0;f[c>>2]=0;f[i>>2]=0;f[h>>2]=0}f[h>>2]=0;f[i>>2]=0;f[c>>2]=0;d=a+48|0;c=f[d>>2]|0;if(!c)e=a+52|0;else{e=a+52|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,e);c=f[d>>2]|0;f[d>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}c=a+52|0;d=f[c>>2]|0;h=a+56|0;if(!d)c=a+60|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);z=a+60|0;f[z>>2]=0;f[h>>2]=0;f[c>>2]=0;c=z}f[e>>2]=0;f[h>>2]=0;f[c>>2]=0;c=a+44|0;if(!(b[c>>0]|0)){u=y;return}b[c>>0]=0;y$a(a,0);u=y;return}default:{u=y;return}}}function SUa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){f[h>>2]=c;oh[f[(f[e>>2]|0)+24>>2]&1023](e,h);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function TUa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;e=l+32|0;g=l+24|0;h=l+16|0;i=l+8|0;j=l;switch(d|0){case 0:{CRa(j,b,c);b=(f[j>>2]|0)!=0;e=f[j+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 2:{if(UUa(b,c)|0){u=l;return}break}case 4:{vRa(e,b,c);b=(f[e>>2]|0)!=0;e=f[e+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 6:{if(VUa(b,c)|0){u=l;return}break}case 8:{DRa(g,b,c);b=(f[g>>2]|0)!=0;e=f[g+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 7:{zRa(h,b,c);b=(f[h>>2]|0)!=0;e=f[h+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}case 1:{sRa(i,b,c);b=(f[i>>2]|0)!=0;e=f[i+4>>2]|0;if(!e)k=14;else{iOb(e);if(b){u=l;return}}break}default:{}}if((k|0)==14)if(b){u=l;return}d=MMa(d)|0;k=(B_a(a,c,d)|0)<<24>>24==2;m1a(a,c,d,k?1:2);u=l;return}function UUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+24>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+20>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function VUa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];a=mSa(a,g)|0;if(!a){g=0;u=h;return g|0}g=f[b+4>>2]|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(g|0)==(d|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((g|0)==(b|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);g=(a|0)!=0;u=h;return g|0}function WUa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+248>>2]|0;c=a+276|0;b=f[c>>2]|0;e=a+280|0;d=f[e>>2]|0;if((b|0)!=(d|0)){do{Oh[f[(f[h>>2]|0)+20>>2]&3](h,f[b>>2]|0,b+8|0,b+32|0,b+56|0,+p[b+80>>3],+p[b+88>>3],f[b+96>>2]|0);b=b+104|0}while((b|0)!=(d|0));b=f[c>>2]|0;c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~(((c+-104-b|0)>>>0)/104|0)*104|0)}c=a+288|0;b=f[c>>2]|0;g=a+292|0;d=f[g>>2]|0;if((b|0)!=(d|0)){do{e=f[b>>2]|0;kh[f[(f[h>>2]|0)+24>>2]&3](h,+n[b+12>>2],+n[b+16>>2],+n[b+20>>2],e,(f[b+4>>2]|0)-e>>2,f[b+24>>2]|0);b=b+28|0}while((b|0)!=(d|0));e=f[c>>2]|0;b=f[g>>2]|0;if((b|0)!=(e|0))do{c=b+-28|0;f[g>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-24|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);b=f[g>>2]|0}}while((b|0)!=(e|0))}d=a+300|0;b=f[d>>2]|0;e=a+304|0;c=f[e>>2]|0;if((b|0)==(c|0))return;do{Lh[f[(f[h>>2]|0)+28>>2]&255](h,f[b>>2]|0,b+4|0,b+16|0,f[b+28>>2]|0);b=b+32|0}while((b|0)!=(c|0));b=f[d>>2]|0;c=f[e>>2]|0;if((c|0)==(b|0))return;f[e>>2]=c+(~((c+-32-b|0)>>>5)<<5);return}function XUa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;p[h+16>>3]=0.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZUa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function YUa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;n=f[c>>2]|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=n;if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function ZUa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Ua(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Ua(a,b);return}function _Ua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Ua(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=38324;b=f[a+408>>2]|0;if((a+392|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);b=f[a+380>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0){e=c+24|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~(((g+-40-d|0)>>>0)/40|0)*40|0);sOb(d)}sOb(c)}while((b|0)!=0);j=a+372|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+360>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+352|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+340>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+332|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+320>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+312|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}g=a+288|0;b=f[g>>2]|0;if(b|0){h=a+292|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-24|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-104-b|0)>>>0)/104|0)*104|0);sOb(b)}h=a+264|0;b=f[h>>2]|0;if(b|0){g=a+268|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}b=f[a+156>>2]|0;if(b|0){c=a+160|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-12-b|0)>>>0)/12|0)*12|0);sOb(b)}b=f[a+144>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+136|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+124>>2]|0;if(b|0){c=a+128|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+112>>2]|0;if(b|0){c=a+116|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}i=a+100|0;b=f[i>>2]|0;if(b|0){j=a+104|0;c=f[j>>2]|0;if((c|0)!=(b|0)){do{d=c+-28|0;f[j>>2]=d;e=c+-20|0;g=f[e>>2]|0;h=c+-16|0;do if((g|0)==(f[h>>2]|0)){c=f[d>>2]|0;if(!c){c=g;break}tOb(c);c=f[e>>2]|0}else c=g;while(0);if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[j>>2]|0}while((c|0)!=(b|0));b=f[i>>2]|0}sOb(b)}b=f[a+88>>2]|0;if(b|0){c=a+92|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+76>>2]|0;if(b|0)do{j=b;b=f[b>>2]|0;sOb(j)}while((b|0)!=0);j=a+68|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)sOb(b);b=f[a+52>>2]|0;if(b|0){c=a+56|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}j=a+48|0;b=f[j>>2]|0;f[j>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}e=a+16|0;b=f[e>>2]|0;if(!b){pYa(a);return}g=a+20|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{j=c+-4|0;f[g>>2]=j;d=f[j>>2]|0;f[j>>2]=0;if(d|0){nWa((f[d+4>>2]|0)+44|0,d+72|0);j=d+8|0;c=f[j>>2]|0;f[j>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d)}c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);pYa(a);return}function aVa(a){a=a|0;$Ua(a);sOb(a);return}function bVa(a){a=a|0;var b=0,c=0;c=a+48|0;b=f[c>>2]|0;if(b|0){oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);b=f[c>>2]|0;f[c>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}rYa(a);return}function cVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;c=a+56|0;d=f[c>>2]|0;if((d|0)==(f[a+60>>2]|0)){mWa(a+52|0,b);sYa(a,b);return}else{g=b;e=f[g+4>>2]|0;f[d>>2]=f[g>>2];f[d+4>>2]=e;f[c>>2]=(f[c>>2]|0)+8;sYa(a,b);return}}function dVa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+96|0;B=C+48|0;r=C+40|0;s=C+32|0;t=C+4|0;v=C;tYa(a,c,d);z=a+332|0;A=a+344|0;if(!(f[A>>2]|0)){u=C;return}q=eWa(z,c)|0;if(!q){u=C;return}w=a+336|0;l=f[w>>2]|0;e=f[q+4>>2]|0;m=l+-1|0;o=(m&l|0)==0;if(o)e=m&e;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;j=(f[z>>2]|0)+(e<<2)|0;p=f[j>>2]|0;while(1){g=f[p>>2]|0;if((g|0)==(q|0))break;else p=g}x=a+340|0;if((p|0)==(x|0))y=16;else{g=f[p+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))k=q;else y=16}do if((y|0)==16){g=f[q>>2]|0;if(g|0){g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0)){k=q;break}}f[j>>2]=0;k=q}while(0);g=f[k>>2]|0;j=g;if(!g)e=j;else{g=f[g+4>>2]|0;if(o)g=g&m;else if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)==(e|0))e=j;else{f[(f[z>>2]|0)+(g<<2)>>2]=p;e=f[q>>2]|0}}f[p>>2]=e;f[k>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(q);if(d<<24>>24){f[r>>2]=f[c>>2];f[B>>2]=f[r>>2];fWa(a,B,0);u=C;return}g=c+4|0;do if((f[g>>2]|0)==1){DRa(s,f[(f[a+8>>2]|0)+232>>2]|0,c);vnb(B,(f[s>>2]|0)+8|0);e=f[s+4>>2]|0;if(e|0)iOb(e);d=t+4|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;e=t+20|0;f[e>>2]=0;if(!(Mnb(B,t)|0)){if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);break}m=f[c>>2]|0;l=f[e>>2]|0;q=l+-1640531527+(m<<6)+(m>>>2)^m;o=f[w>>2]|0;p=(o|0)==0;a:do if(p){e=0;y=55}else{k=o+-1|0;j=(k&o|0)==0;if(j)e=q&k;else if(q>>>0<o>>>0)e=q;else e=(q>>>0)%(o>>>0)|0;g=f[(f[z>>2]|0)+(e<<2)>>2]|0;if(!g)y=55;else{g=f[g>>2]|0;if(!g)y=55;else{if(j)while(1){v=f[g+4>>2]|0;if(!((v|0)==(q|0)|(v&k|0)==(e|0))){y=55;break a}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break a}}while(1){j=f[g+4>>2]|0;if((j|0)!=(q|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0)){y=55;break a}}if((f[g+8>>2]|0)==(m|0))if((f[g+12>>2]|0)==(l|0))break a;g=f[g>>2]|0;if(!g){y=55;break}}}}}while(0);if((y|0)==55){k=pOb(16)|0;v=k+8|0;f[v>>2]=m;f[v+4>>2]=l;f[k+4>>2]=q;f[k>>2]=0;i=+(((f[A>>2]|0)+1|0)>>>0);h=+n[a+348>>2];do if(p|h*+(o>>>0)<i){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(i/h))>>>0;IUa(z,e>>>0<g>>>0?g:e);e=f[w>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&q;break}if(q>>>0<e>>>0){j=e;e=q}else{j=e;e=(q>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[z>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;if(!(g&j))e=e&g;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;e=(f[z>>2]|0)+(e<<2)|0;y=68}}else{f[k>>2]=f[e>>2];y=68}if((y|0)==68)f[e>>2]=k;f[A>>2]=(f[A>>2]|0)+1}if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);e=B+12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=C;return}while(0);f[v>>2]=f[c>>2];f[B>>2]=f[v>>2];fWa(a,B,g);u=C;return}function eVa(a){a=a|0;return 1}function fVa(a){a=a|0;return}function gVa(a){a=a|0;return 1}function hVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function iVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=u;u=u+16|0;c=e+4|0;d=e;if((f[a+28>>2]|0)==2){f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];h1a(a,c,17);u=e;return}d=a+128|0;c=f[d>>2]|0;if((c|0)==(f[a+132>>2]|0)){dWa(a+124|0,b);u=e;return}else{f[c>>2]=f[b>>2];f[d>>2]=c+4;u=e;return}}function jVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;return}function kVa(a){a=a|0;var c=0;c=a+44|0;b[c>>0]=1;if((f[a+28>>2]|0)!=2)return;b[c>>0]=0;y$a(a,0);return}function lVa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;d=k+4|0;e=k;do if((f[a+28>>2]|0)==2){j=f[(f[a+8>>2]|0)+244>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];h1a(j,d,18)}else{d=a+36|0;e=f[d>>2]|0;if((e|0)==(f[a+40>>2]|0)){dWa(a+32|0,c);break}else{f[e>>2]=f[c>>2];f[d>>2]=e+4;break}}while(0);f[a+176>>2]=-1;b[a+180>>0]=0;g=f[a+264>>2]|0;h=a+268|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-20|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+276>>2]|0;e=a+280|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-104-d|0)>>>0)/104|0)*104|0);g=f[a+288>>2]|0;h=a+292|0;d=f[h>>2]|0;if((d|0)!=(g|0))do{e=d+-28|0;f[h>>2]=e;c=f[e>>2]|0;if(!c)d=e;else{d=d+-24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);d=f[h>>2]|0}}while((d|0)!=(g|0));d=f[a+300>>2]|0;e=a+304|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~((c+-32-d|0)>>>5)<<5);g=a+324|0;if(f[g>>2]|0){e=a+320|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+316>>2]|0;if(e|0){c=a+312|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+344|0;if(f[g>>2]|0){e=a+340|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+336>>2]|0;if(e|0){c=a+332|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}g=a+364|0;if(f[g>>2]|0){e=a+360|0;d=f[e>>2]|0;if(d|0)do{j=d;d=f[d>>2]|0;sOb(j)}while((d|0)!=0);f[e>>2]=0;e=f[a+356>>2]|0;if(e|0){c=a+352|0;d=0;do{f[(f[c>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}j=a+384|0;if(!(f[j>>2]|0)){u=k;return}i=a+380|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;c=f[e+20>>2]|0;if(c|0){g=e+24|0;h=f[g>>2]|0;if((h|0)!=(c|0))f[g>>2]=h+(~(((h+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(e)}while((d|0)!=0);f[i>>2]=0;c=f[a+376>>2]|0;if(c|0){e=a+372|0;d=0;do{f[(f[e>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(c|0))}f[j>>2]=0;u=k;return}function mVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function nVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function oVa(a,b){a=a|0;b=b|0;return}function pVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function qVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return}function rVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function sVa(a){a=a|0;return}function tVa(a,b){a=a|0;b=+b;return}function uVa(a,b){a=a|0;b=b|0;return}function vVa(a,b){a=a|0;b=+b;return}function wVa(a,b){a=a|0;b=b|0;return}function xVa(a,b){a=a|0;b=b|0;return}function yVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;g=u;u=u+16|0;d=g+4|0;c=g;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,12);u=g;return}function zVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;j=n+16|0;k=n+4|0;l=n;g=n+12|0;i=n+8|0;m=a+8|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;a:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break a}h=f[e+4>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;g=d+(c<<2)|0;if(c|0){e=0;do{c=(f[d>>2]|0)==(h|0);e=e|c;d=d+4|0}while(!(c|(d|0)==(g|0)));if(e){if((f[a+28>>2]|0)!=2){d=a+116|0;e=f[d>>2]|0;if((e|0)==(f[a+120>>2]|0)){dWa(a+112|0,b);u=n;return}else{f[e>>2]=f[b>>2];f[d>>2]=e+4;u=n;return}}g=f[b>>2]|0;d=(GQa(f[(f[m>>2]|0)+232>>2]|0)|0)+8|0;d=f[d>>2]|0;b:do if(d|0){while(1){e=f[d+12>>2]|0;if(!(VFa(e)|0))break;d=f[d>>2]|0;if(!d)break b}b=f[m>>2]|0;i=f[b+232>>2]|0;m=f[b+240>>2]|0;f[k>>2]=f[e+4>>2];f[j>>2]=f[k>>2];KQa(i,b,j)|0;Y8a(m)}while(0);f[l>>2]=g;f[j>>2]=f[l>>2];h1a(a,j,14);u=n;return}}f[i>>2]=f[b>>2];f[j>>2]=f[i>>2];h1a(a,j,14);u=n;return}while(0);f[g>>2]=f[b>>2];f[j>>2]=f[g>>2];h1a(a,j,14);u=n;return}function AVa(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+36|0;k=s+32|0;l=s+8|0;m=s+4|0;n=s;o=e&1;p=g&1;q=h&1;if((f[a+28>>2]|0)>=1){c=f[c>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;r=f[d+4>>2]|0;f[k>>2]=r;f[l>>2]=1065353216;f[l+4>>2]=1065353216;f[l+8>>2]=1065353216;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;if(!r)xEa(i,e,g,h,l);else AEa(i,f[d>>2]|0,k,e,g,h,l);f[m>>2]=c;f[j>>2]=f[m>>2];D1a(a,j,l);f[n>>2]=c;f[j>>2]=f[n>>2];h1a(a,j,16);u=s;return}n=a+100|0;g=f[c>>2]|0;m=a+104|0;c=f[m>>2]|0;l=a+108|0;i=f[l>>2]|0;if(c>>>0<i>>>0){f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];a=c+8|0;r=d+8|0;f[a>>2]=0;n=c+12|0;f[n>>2]=0;f[c+16>>2]=0;f[a>>2]=f[r>>2];a=d+12|0;f[n>>2]=f[a>>2];n=d+16|0;f[c+16>>2]=f[n>>2];f[n>>2]=0;f[a>>2]=0;f[r>>2]=0;f[d>>2]=0;b[c+20>>0]=o;b[c+21>>0]=p;b[c+22>>0]=q;f[c+24>>2]=g;f[m>>2]=(f[m>>2]|0)+28;u=s;return}j=f[n>>2]|0;e=(c-j|0)/28|0;c=e+1|0;if(c>>>0>153391689)AMb(n);a=(i-j|0)/28|0;i=a<<1;i=a>>>0<76695844?(i>>>0<c>>>0?c:i):153391689;do if(!i)r=0;else if(i>>>0>153391689)vd();else{r=pOb(i*28|0)|0;break}while(0);j=r+(e*28|0)|0;c=j;h=r+(i*28|0)|0;f[j>>2]=f[d>>2];f[r+(e*28|0)+4>>2]=f[d+4>>2];i=d+8|0;f[r+(e*28|0)+16>>2]=0;f[r+(e*28|0)+8>>2]=f[i>>2];a=d+12|0;f[r+(e*28|0)+12>>2]=f[a>>2];k=d+16|0;f[r+(e*28|0)+16>>2]=f[k>>2];f[k>>2]=0;f[a>>2]=0;f[i>>2]=0;f[d>>2]=0;b[r+(e*28|0)+20>>0]=o;b[r+(e*28|0)+21>>0]=p;b[r+(e*28|0)+22>>0]=q;f[r+(e*28|0)+24>>2]=g;g=j+28|0;e=f[n>>2]|0;i=f[m>>2]|0;if((i|0)==(e|0)){k=e;i=e}else{do{d=i;i=i+-28|0;f[j+-28>>2]=f[i>>2];f[j+-24>>2]=f[d+-24>>2];q=j+-20|0;r=d+-20|0;f[q>>2]=0;p=j+-16|0;f[p>>2]=0;f[j+-12>>2]=0;f[q>>2]=f[r>>2];q=d+-16|0;f[p>>2]=f[q>>2];p=d+-12|0;f[j+-12>>2]=f[p>>2];f[p>>2]=0;f[q>>2]=0;f[r>>2]=0;f[i>>2]=0;b[j+-8>>0]=b[d+-8>>0]|0;b[j+-7>>0]=b[d+-7>>0]|0;b[j+-6>>0]=b[d+-6>>0]|0;f[j+-4>>2]=f[d+-4>>2];j=c+-28|0;c=j}while((i|0)!=(e|0));k=f[n>>2]|0;i=f[m>>2]|0}f[n>>2]=c;f[m>>2]=g;f[l>>2]=h;h=k;if((i|0)!=(h|0)){e=i;do{i=e+-20|0;c=f[i>>2]|0;g=e+-16|0;e=e+-28|0;if((c|0)==(f[g>>2]|0)){j=f[e>>2]|0;if(j){tOb(j);c=f[i>>2]|0}}if(c|0){i=f[g>>2]|0;if((i|0)!=(c|0))f[g>>2]=i+(~((i+-8-c|0)>>>3)<<3);sOb(c)}}while((e|0)!=(h|0))}if(!k){u=s;return}sOb(k);u=s;return}function BVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;g=t+8|0;h=t+4|0;i=t;if((f[a+28>>2]|0)>=2){e=f[a+408>>2]|0;if(!e){ZVa(a,b,c,d);u=t;return}else{f[g>>2]=b;f[h>>2]=c;f[i>>2]=d;Fh[f[(f[e>>2]|0)+24>>2]&255](e,g,h,i);u=t;return}}r=a+136|0;q=c+-1640531527+(b<<6)+(b>>>2)^b;q=d+-1640531527+(q<<6)+(q>>>2)^q;l=a+140|0;m=f[l>>2]|0;o=(m|0)==0;a:do if(o)e=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)e=i&q;else if(q>>>0<m>>>0)e=q;else e=(q>>>0)%(m>>>0)|0;g=f[(f[r>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(h){while(1){p=f[g+4>>2]|0;if(!((p|0)==(q|0)|(p&i|0)==(e|0)))break a;if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}while(1){h=f[g+4>>2]|0;if((h|0)!=(q|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(e|0))break a}if((f[g+8>>2]|0)==(b|0))if((f[g+12>>2]|0)==(c|0))if((f[g+16>>2]|0)==(d|0))break;g=f[g>>2]|0;if(!g)break a}u=t;return}}}while(0);p=pOb(20)|0;f[p+8>>2]=b;f[p+12>>2]=c;f[p+16>>2]=d;f[p+4>>2]=q;f[p>>2]=0;i=a+148|0;j=+(((f[i>>2]|0)+1|0)>>>0);k=+n[a+152>>2];do if(o|k*+(m>>>0)<j){e=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;g=~~+W(+(j/k))>>>0;YVa(r,e>>>0<g>>>0?g:e);e=f[l>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&q;break}if(q>>>0<e>>>0){h=e;e=q}else{h=e;e=(q>>>0)%(e>>>0)|0}}else h=m;while(0);g=(f[r>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=a+144|0;f[p>>2]=f[e>>2];f[e>>2]=p;f[g>>2]=e;e=f[p>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[r>>2]|0)+(e<<2)|0;s=36}}else{f[p>>2]=f[e>>2];s=36}if((s|0)==36)f[e>>2]=p;f[i>>2]=(f[i>>2]|0)+1;u=t;return}function CVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+4|0;h=i;if((f[a+28>>2]|0)!=2){u=i;return}b=f[b>>2]|0;d=f[c>>2]|0;e=f[c+4>>2]|0;if((d|0)!=(e|0))do{j=MMa(3)|0;c=(B_a(a,d,j)|0)<<24>>24==2;m1a(a,d,j,c?1:2);d=d+8|0}while((d|0)!=(e|0));f[h>>2]=b;f[g>>2]=f[h>>2];h1a(a,g,3);u=i;return}function DVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(UUa(e,d)|0)){x=MMa(2)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,2);u=z;return}f[y>>2]=2;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;m=k+-1640531399|0;o=m^2;o=l+-1640531527+(m>>>2)+(o<<6)^o;m=(d|0)==0;a:do if(m){c=0;x=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=34;else{e=f[e>>2]|0;if(!e)x=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=34;break a}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=34;break a}}if((f[e+8>>2]|0)==2)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){x=34;break}}}}}while(0);if((x|0)==34){x=0;g=pOb(20)|0;f[g+8>>2]=2;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[t>>2]|0)+1|0)>>>0);j=+n[v>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=58}}else{f[g>>2]=f[c>>2];x=58}if((x|0)==58){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=2;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function EVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{CRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(0)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,0);u=z;return}f[y>>2]=0;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531527|0;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if(!(f[e+8>>2]|0))if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=0;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=0;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function FVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{vRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(4)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,4);u=z;return}f[y>>2]=4;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531270^4;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==4)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=4;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=4;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function GVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+4|0;h=z;if((f[a+28>>2]|0)==2){g=f[b>>2]|0;e=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;c=f[c+4>>2]|0;if((d|0)!=(c|0))do{if(!(VUa(e,d)|0)){x=MMa(6)|0;b=(B_a(a,d,x)|0)<<24>>24==2;m1a(a,d,x,b?1:2)}d=d+8|0}while((d|0)!=(c|0));f[h>>2]=g;f[y>>2]=f[h>>2];h1a(a,y,6);u=z;return}f[y>>2]=6;d=f[c>>2]|0;r=f[c+4>>2]|0;if((d|0)!=(r|0)){s=a+68|0;t=a+72|0;v=a+80|0;w=a+84|0;x=a+76|0;p=d;d=f[t>>2]|0;do{l=p;k=f[l>>2]|0;l=f[l+4>>2]|0;o=k+-1640531142^6;o=l+-1640531527+(o<<6)+(o>>>2)^o;m=(d|0)==0;a:do if(m){c=0;q=34}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[s>>2]|0)+(c<<2)>>2]|0;if(!e)q=34;else{e=f[e>>2]|0;if(!e)q=34;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){q=34;break a}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){q=34;break a}}if((f[e+8>>2]|0)==6)if((f[e+12>>2]|0)==(k|0))if((f[e+16>>2]|0)==(l|0))break a;e=f[e>>2]|0;if(!e){q=34;break}}}}}while(0);if((q|0)==34){q=0;g=pOb(20)|0;f[g+8>>2]=6;h=g+12|0;f[h>>2]=k;f[h+4>>2]=l;f[g+4>>2]=o;f[g>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(m|j*+(d>>>0)<i){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;m=~~+W(+(i/j))>>>0;c=c>>>0<m>>>0?m:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[t>>2]|0}if(c>>>0>d>>>0)XVa(s,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[v>>2]|0)>>>0)/+n[w>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(s,c)}c=f[t>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[s>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[x>>2];f[x>>2]=g;f[e>>2]=x;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[s>>2]|0)+(c<<2)|0;q=58}}else{f[g>>2]=f[c>>2];q=58}if((q|0)==58){q=0;f[c>>2]=g}f[v>>2]=(f[v>>2]|0)+1}p=p+8|0}while((p|0)!=(r|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=6;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function HVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{DRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(8)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,8);u=z;return}f[y>>2]=8;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531013^8;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==8)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=8;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=8;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function IVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{zRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(7)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,7);u=z;return}f[y>>2]=7;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;o=i+-1640531078^7;o=j+-1640531527+(o<<6)+(o>>>2)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==7)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=7;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=7;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function JVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+16|0;y=z+8|0;k=z;if((f[a+28>>2]|0)==2){j=f[b>>2]|0;i=f[(f[a+8>>2]|0)+232>>2]|0;d=f[c>>2]|0;g=f[c+4>>2]|0;if((d|0)!=(g|0)){h=y+4|0;do{sRa(y,i,d);c=(f[y>>2]|0)!=0;e=f[h>>2]|0;if(!e){if(!c)x=8}else{iOb(e);if(!c)x=8}if((x|0)==8){x=0;w=MMa(1)|0;b=(B_a(a,d,w)|0)<<24>>24==2;m1a(a,d,w,b?1:2)}d=d+8|0}while((d|0)!=(g|0))}f[k>>2]=j;f[y>>2]=f[k>>2];h1a(a,y,1);u=z;return}f[y>>2]=1;d=f[c>>2]|0;q=f[c+4>>2]|0;if((d|0)!=(q|0)){r=a+68|0;s=a+72|0;t=a+80|0;v=a+84|0;w=a+76|0;p=d;d=f[s>>2]|0;do{j=p;i=f[j>>2]|0;j=f[j+4>>2]|0;k=i+-1640531463|0;o=k^1;o=j+-1640531527+(k>>>2)+(o<<6)^o;k=(d|0)==0;a:do if(k){c=0;x=38}else{h=d+-1|0;g=(h&d|0)==0;if(g)c=o&h;else if(o>>>0<d>>>0)c=o;else c=(o>>>0)%(d>>>0)|0;e=f[(f[r>>2]|0)+(c<<2)>>2]|0;if(!e)x=38;else{e=f[e>>2]|0;if(!e)x=38;else{if(g)while(1){g=f[e+4>>2]|0;if(!((g|0)==(o|0)|(g&h|0)==(c|0))){x=38;break a}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break a}}while(1){g=f[e+4>>2]|0;if((g|0)!=(o|0)){if(g>>>0>=d>>>0)g=(g>>>0)%(d>>>0)|0;if((g|0)!=(c|0)){x=38;break a}}if((f[e+8>>2]|0)==1)if((f[e+12>>2]|0)==(i|0))if((f[e+16>>2]|0)==(j|0))break a;e=f[e>>2]|0;if(!e){x=38;break}}}}}while(0);if((x|0)==38){x=0;g=pOb(20)|0;f[g+8>>2]=1;h=g+12|0;f[h>>2]=i;f[h+4>>2]=j;f[g+4>>2]=o;f[g>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[v>>2];do if(k|m*+(d>>>0)<l){c=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;k=~~+W(+(l/m))>>>0;c=c>>>0<k>>>0?k:c;if((c|0)==1)c=2;else if(c+-1&c){c=hDb(c)|0;d=f[s>>2]|0}if(c>>>0>d>>>0)XVa(r,c);else if(c>>>0<d>>>0){e=~~+W(+(+((f[t>>2]|0)>>>0)/+n[v>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)e=1<<32-(_(e+-1|0)|0);else e=hDb(e)|0;c=c>>>0<e>>>0?e:c;if(c>>>0<d>>>0)XVa(r,c)}c=f[s>>2]|0;e=c+-1|0;if(!(e&c)){d=c;c=e&o;break}if(o>>>0<c>>>0){d=c;c=o}else{d=c;c=(o>>>0)%(c>>>0)|0}}while(0);e=(f[r>>2]|0)+(c<<2)|0;c=f[e>>2]|0;if(!c){f[g>>2]=f[w>>2];f[w>>2]=g;f[e>>2]=w;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;e=d+-1|0;if(!(e&d))c=c&e;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;c=(f[r>>2]|0)+(c<<2)|0;x=62}}else{f[g>>2]=f[c>>2];x=62}if((x|0)==62){x=0;f[c>>2]=g}f[t>>2]=(f[t>>2]|0)+1}p=p+8|0}while((p|0)!=(q|0))}d=a+92|0;c=f[d>>2]|0;if(c>>>0<(f[a+96>>2]|0)>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=1;f[d>>2]=c+8}else WVa(a+88|0,b,y);u=z;return}function KVa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;h=u;u=u+16|0;g=h+4|0;e=h;f[e>>2]=f[b>>2];f[g>>2]=f[e>>2];h1a(a,g,13);u=h;return}function LVa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;g=u;u=u+16|0;e=g+4|0;d=g;f[d>>2]=f[b>>2];f[e>>2]=f[d>>2];h1a(a,e,13);u=g;return}function MVa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;e=u;u=u+16|0;d=e+4|0;c=e;f[c>>2]=f[b>>2];f[d>>2]=f[c>>2];h1a(a,d,13);u=e;return}function NVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];h1a(a,d,15);u=c;return}function OVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+8|0;e=i+4|0;g=i;if((f[a+28>>2]|0)==2){d=f[b>>2]|0;f[e>>2]=d;f[h>>2]=f[e>>2];x1a(a,h,0,0);f[g>>2]=d;f[h>>2]=f[g>>2];h1a(a,h,11);u=i;return}f[h>>2]=f[b>>2];f[h+4>>2]=c;f[h+8>>2]=d;b=a+160|0;c=f[b>>2]|0;if(c>>>0<(f[a+164>>2]|0)>>>0){f[c>>2]=f[h>>2];f[c+4>>2]=f[h+4>>2];f[c+8>>2]=f[h+8>>2];f[b>>2]=(f[b>>2]|0)+12}else VVa(a+156|0,h);u=i;return}function PVa(a,c,d){a=a|0;c=c|0;d=d|0;b[a+192>>0]=d;return}function QVa(a){a=a|0;return}function RVa(a,b){a=a|0;b=b|0;return}function SVa(a,b){a=a|0;b=b|0;return}function TVa(a,b){a=a|0;b=b|0;return}function UVa(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;i=f[b>>2]|0;g=f[a+356>>2]|0;if(!g){c=0.0;return +c}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[a+352>>2]|0)+(h<<2)>>2]|0;if(!b){c=0.0;return +c}b=f[b>>2]|0;if(!b){c=0.0;return +c}a:do if(d){while(1){g=f[b+4>>2]|0;a=(i|0)==(g|0);if(!(a|(g&e|0)==(h|0))){c=0.0;b=20;break}if(a)if((f[b+8>>2]|0)==(i|0)){j=b;break a}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}else{while(1){a=f[b+4>>2]|0;if((i|0)==(a|0)){if((f[b+8>>2]|0)==(i|0)){j=b;break a}}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(h|0)){c=0.0;b=20;break}}b=f[b>>2]|0;if(!b){c=0.0;b=20;break}}if((b|0)==20)return +c}while(0);c=+p[j+16>>3];return +c}function VVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function WVa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function XVa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function YVa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cWa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cWa(a,b);return}function ZVa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+64|0;x=G+44|0;B=G+48|0;E=G+28|0;e=G+40|0;C=G+8|0;z=G+4|0;A=G;D=(c&2|0)!=0;y=f[(f[a+8>>2]|0)+232>>2]|0;f[E>>2]=0;F=E+4|0;f[F>>2]=0;f[E+8>>2]=0;do if(!(c&1)){r=C+16|0;f[C>>2]=0;f[C+4>>2]=0;f[C+8>>2]=0;f[C+12>>2]=0;n[r>>2]=1.0;e=(HQa(y,d)|0)+8|0;e=f[e>>2]|0;a:do if(e|0){s=C+4|0;t=C+12|0;v=C+8|0;w=E+8|0;k=0;b:while(1){p=f[(f[e+8>>2]|0)+8>>2]|0;f[z>>2]=p;o=(k|0)==0;c:do if(o){g=0;q=46}else{j=k+-1|0;i=(j&k|0)==0;if(i)g=j&p;else if(p>>>0<k>>>0)g=p;else g=(p>>>0)%(k>>>0)|0;h=f[(f[C>>2]|0)+(g<<2)>>2]|0;if(!h)q=46;else{if(i)while(1){h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if(!((i|0)==(p|0)|(i&j|0)==(g|0))){q=46;break c}if((f[h+8>>2]|0)==(p|0))break c}do{h=f[h>>2]|0;if(!h){q=46;break c}i=f[h+4>>2]|0;if((i|0)!=(p|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(g|0)){q=46;break c}}}while((f[h+8>>2]|0)!=(p|0))}}while(0);d:do if((q|0)==46){q=0;j=pOb(12)|0;f[j+8>>2]=p;f[j+4>>2]=p;f[j>>2]=0;l=+(((f[t>>2]|0)+1|0)>>>0);m=+n[r>>2];do if(o|m*+(k>>>0)<l){g=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;h=~~+W(+(l/m))>>>0;HUa(C,g>>>0<h>>>0?h:g);g=f[s>>2]|0;h=g+-1|0;if(!(h&g)){i=g;g=h&p;break}if(p>>>0<g>>>0){i=g;g=p}else{i=g;g=(p>>>0)%(g>>>0)|0}}else i=k;while(0);h=(f[C>>2]|0)+(g<<2)|0;g=f[h>>2]|0;if(!g){f[j>>2]=f[v>>2];f[v>>2]=j;f[h>>2]=v;g=f[j>>2]|0;if(g|0){g=f[g+4>>2]|0;h=i+-1|0;if(!(h&i))g=g&h;else if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;g=(f[C>>2]|0)+(g<<2)|0;q=59}}else{f[j>>2]=f[g>>2];q=59}if((q|0)==59){q=0;f[g>>2]=j}p=(f[t>>2]|0)+1|0;f[t>>2]=p;if(p>>>0>1){f[x>>2]=-1;g=f[F>>2]|0;if(g>>>0<(f[w>>2]|0)>>>0){f[g>>2]=-1;f[F>>2]=g+4}else bWa(E,x)}g=f[F>>2]|0;if((g|0)==(f[w>>2]|0))_Va(E,z);else{f[g>>2]=f[z>>2];f[F>>2]=g+4}f[A>>2]=f[z>>2];f[x>>2]=f[A>>2];j=mSa(y,x)|0;switch(b|0){case 1:break;case 5:{$Va(B,j,E);break d}default:break d}h=f[j+272>>2]|0;k=f[E>>2]|0;i=(f[w>>2]|0)-k>>2;g=i>>>0>4?i:4;e:do if(g>>>0<h>>>0)do{if(g>>>0>2147483646){g=h;break e}g=g<<1}while(g>>>0<h>>>0);while(0);if(i>>>0<g>>>0){if(g>>>0>1073741823)break b;h=(f[F>>2]|0)-k|0;i=pOb(g<<2)|0;if((h|0)>0)bQb(i|0,k|0,h|0)|0;f[E>>2]=i;f[F>>2]=i+(h>>2<<2);f[w>>2]=i+(g<<2);if(k|0)sOb(k)}g=f[j+268>>2]|0;if(g|0)do{h=g+8|0;i=f[F>>2]|0;if((i|0)==(f[w>>2]|0))_Va(E,h);else{f[i>>2]=f[h>>2];f[F>>2]=i+4}g=f[g>>2]|0}while((g|0)!=0)}while(0);e=f[e>>2]|0;if(!e)break a;k=f[s>>2]|0}vd()}while(0);if(D){e=f[C+12>>2]|0;if(!e){g=E;i=0}else{g=E;i=(X(e,-2)|0|1)+((f[F>>2]|0)-(f[E>>2]|0)>>2)|0}B=f[F>>2]|0;D=f[g>>2]|0;g=B;e=D;switch(B-D>>2|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i}e=f[C+8>>2]|0;if(e|0)do{D=e;e=f[e>>2]|0;sOb(D)}while((e|0)!=0);e=f[C>>2]|0;f[C>>2]=0;if(e|0)sOb(e);q=100}else{f[e>>2]=d;f[x>>2]=f[e>>2];j=mSa(y,x)|0;if(!j){w1a(a,b,c,d,0,0,0);break}switch(b|0){case 1:{g=f[j+272>>2]|0;k=E+8|0;i=f[E>>2]|0;h=(f[k>>2]|0)-i>>2;e=h>>>0>4?h:4;f:do if(e>>>0<g>>>0)do{if(e>>>0>2147483646){e=g;break f}e=e<<1}while(e>>>0<g>>>0);while(0);if(h>>>0<e>>>0){if(e>>>0>1073741823)vd();g=(f[F>>2]|0)-i|0;h=pOb(e<<2)|0;if((g|0)>0)bQb(h|0,i|0,g|0)|0;f[E>>2]=h;f[F>>2]=h+(g>>2<<2);f[k>>2]=h+(e<<2);if(i|0)sOb(i)}e=f[j+268>>2]|0;if(e|0)do{g=e+8|0;h=f[F>>2]|0;if((h|0)==(f[k>>2]|0))_Va(E,g);else{f[h>>2]=f[g>>2];f[F>>2]=h+4}e=f[e>>2]|0}while((e|0)!=0);break}case 5:{$Va(B,j,E);break}default:{}}if(D){g=f[F>>2]|0;e=f[E>>2]|0;i=g-e>>2;switch(i|0){case 0:{aWa(E,1);e=f[E>>2]|0;break}case 1:break;default:{h=e+4|0;if((h|0)!=(g|0))f[F>>2]=g+(~((g+-4-h|0)>>>2)<<2)}}f[e>>2]=i;q=100}else q=100}while(0);if((q|0)==100){D=f[E>>2]|0;w1a(a,b,c,d,D,(f[F>>2]|0)-D>>2,1)}e=f[E>>2]|0;if(!e){u=G;return}g=f[F>>2]|0;if((g|0)!=(e|0))f[F>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);u=G;return}function _Va(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function $Va(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;d=f[b+32>>2]|0;i=c+8|0;h=f[c>>2]|0;e=(f[i>>2]|0)-h>>2;a=e>>>0>4?e:4;a:do if(a>>>0<d>>>0)do{if(a>>>0>2147483646){a=d;break a}a=a<<1}while(a>>>0<d>>>0);while(0);if(e>>>0<a>>>0){d=c+4|0;if(a>>>0>1073741823)vd();e=(f[d>>2]|0)-h|0;g=pOb(a<<2)|0;if((e|0)>0)bQb(g|0,h|0,e|0)|0;f[c>>2]=g;f[d>>2]=g+(e>>2<<2);f[i>>2]=g+(a<<2);if(h|0)sOb(h)}a=f[b+28>>2]|0;if(!a)return;g=c+4|0;do{d=a;b=f[(f[(f[d+16>>2]|0)+4>>2]|0)+44>>2]|0;do if((f[b+32>>2]|0)!=(0-((f[b+24>>2]|0)+(f[b+28>>2]|0))|0)){d=d+8|0;e=f[g>>2]|0;if((e|0)==(f[i>>2]|0)){_Va(c,d);break}else{f[e>>2]=f[d>>2];f[g>>2]=e+4;break}}while(0);a=f[a>>2]|0}while((a|0)!=0);return}function aWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(g-c>>2>>>0>=b>>>0){do{f[c>>2]=0;c=(f[k>>2]|0)+4|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=c-d>>2;c=e+b|0;if(c>>>0>1073741823)AMb(a);g=g-d|0;i=g>>1;c=g>>2>>>0<536870911?(i>>>0<c>>>0?c:i):1073741823;do if(!c)h=0;else if(c>>>0>1073741823)vd();else{h=pOb(c<<2)|0;break}while(0);i=h+(e<<2)|0;g=h+(c<<2)|0;e=i;c=i;do{f[c>>2]=0;c=e+4|0;e=c;b=b+-1|0}while((b|0)!=0);b=f[a>>2]|0;d=(f[k>>2]|0)-b|0;c=i+(0-(d>>2)<<2)|0;if((d|0)>0)bQb(c|0,b|0,d|0)|0;f[a>>2]=c;f[k>>2]=e;f[j>>2]=g;if(!b)return;sOb(b);return}function bWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function cWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function dWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function eWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function fWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0.0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;j=n+32|0;h=n+16|0;k=n+4|0;l=n+20|0;m=n;f[h>>2]=d;d=f[(f[a+8>>2]|0)+232>>2]|0;f[k>>2]=h;f[k+4>>2]=c;f[k+8>>2]=d;i=+gWa(k);d=XUa(a+352|0,c)|0;p[d>>3]=i;d=a+180|0;if((f[c>>2]|0)==(f[a+176>>2]|0)){b[d>>0]=1;WUa(a)}if(!(b[d>>0]|0)){u=n;return}f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;d=f[a+380>>2]|0;if(d|0){h=l+8|0;do{g=d;e=f[g+8>>2]|0;f[j>>2]=e;do if((f[g+12>>2]|0)==(f[c>>2]|0)){g=f[k>>2]|0;if((g|0)==(f[h>>2]|0)){GE(l,j);break}else{f[g>>2]=e;f[k>>2]=g+4;break}}while(0);d=f[d>>2]|0}while((d|0)!=0);e=f[l>>2]|0;d=f[k>>2]|0;if((e|0)!=(d|0)){do{f[m>>2]=f[e>>2];f[j>>2]=f[m>>2];JUa(a,j,i);e=e+4|0}while((e|0)!=(d|0));d=f[l>>2]|0}if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}}u=n;return}function gWa(a){a=a|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+368|0;d=j+352|0;h=j+312|0;e=j+304|0;i=j;g=f[f[a>>2]>>2]|0;if(!g){c=0.0;u=j;return +c}g=f[g>>2]|0;f[d>>2]=f[f[a+4>>2]>>2];f[d+4>>2]=g;DRa(e,f[a+8>>2]|0,d);vnb(h,(f[e>>2]|0)+8|0);a=f[e+4>>2]|0;if(a|0)iOb(a);a=i+8|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+84>>2]=0;a=i+92|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+108>>2]=0;a=i+116|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[i+128>>2]=-1;f[i+132>>2]=-1;a=i+136|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=0;f[a+20>>2]=0;f[a+24>>2]=0;n[i+164>>2]=1.0;a=i+256|0;d=i+300|0;e=i+172|0;g=e+76|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));e=a;g=e+44|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;a=_nb(h,i)|0;c=a?+p[i+248>>3]:0.0;hWa(i);a=h+12|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);u=j;return +c}function hWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=f[a+292>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=d+8|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);sOb(d)}while((c|0)!=0);h=a+284|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);iWa(a+272|0);g=a+260|0;c=f[g>>2]|0;if(c|0){h=a+264|0;d=f[h>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[h>>2]=e;d=d+-12|0;if((b[d+11>>0]|0)<0){sOb(f[d>>2]|0);d=f[h>>2]|0}else d=e}while((d|0)!=(c|0));c=f[g>>2]|0}sOb(c)}h=a+256|0;c=f[h>>2]|0;f[h>>2]=0;if(c|0)sOb(c);jWa(a+236|0);e=a+224|0;c=f[e>>2]|0;if(c|0){g=a+228|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-96|0;f[g>>2]=h;kWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}e=a+212|0;c=f[e>>2]|0;if(c|0){g=a+216|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{h=d+-180|0;f[g>>2]=h;lWa(h);d=f[g>>2]|0}while((d|0)!=(c|0));c=f[e>>2]|0}sOb(c)}c=f[a+172>>2]|0;if(!c){lWa(a);return}d=a+176|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c);lWa(a);return}function iWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;c=f[a>>2]|0;if(!c)return;i=a+4|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{f[i>>2]=d+-52;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h)}e=f[d+-28>>2]|0;if(e|0){g=d+-24|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-4-e|0)>>>2)<<2);sOb(e)}d=d+-48|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[i>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function jWa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a>>2]|0;if(!c)return;j=a+4|0;d=f[j>>2]|0;if((d|0)!=(c|0)){do{f[j>>2]=d+-56;h=f[d+-12>>2]|0;if(h|0){e=d+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-12-h|0)>>>0)/12|0)*12|0);sOb(h)}h=d+-36|0;e=f[h>>2]|0;if(e|0){i=d+-32|0;g=f[i>>2]|0;if((g|0)!=(e|0)){do{k=g+-180|0;f[i>>2]=k;lWa(k);g=f[i>>2]|0}while((g|0)!=(e|0));e=f[h>>2]|0}sOb(e)}d=d+-52|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);d=f[j>>2]|0}while((d|0)!=(c|0));c=f[a>>2]|0}sOb(c);return}function kWa(a){a=a|0;var c=0,d=0,e=0;c=f[a+80>>2]|0;if(c|0){d=a+84|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}c=f[a+68>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;sOb(e)}while((c|0)!=0);e=a+60|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=f[a+48>>2]|0;if(c|0){d=a+52|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+36>>2]|0;if(c|0){d=a+40|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+32|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){lWa(c);sOb(c)}c=f[a+20>>2]|0;if(c|0){d=a+24|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}e=a+16|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c);c=a+4|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function lWa(a){a=a|0;var c=0,d=0,e=0,g=0;c=f[a+156>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0){g=d+20|0;if((f[g>>2]|0)!=(e|0))f[g>>2]=e;sOb(e)}sOb(d)}while((c|0)!=0);g=a+148|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);c=a+136|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+116|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+92|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+8|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function mWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function nWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function oWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=38080;e=pOb(448)|0;bZa(e,a);f[e>>2]=38324;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;f[e+28>>2]=2;g=e+32|0;d=e+48|0;h=e+68|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;b[d+16>>0]=0;n[e+84>>2]=1.0;d=e+152|0;g=e+88|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+156|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[e+176>>2]=-1;b[e+180>>0]=0;p[e+184>>3]=0.0;b[e+192>>0]=2;b[e+260>>0]=0;d=e+328|0;g=e+264|0;h=g+64|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[d>>2]=1.0;d=e+332|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+348>>2]=1.0;d=e+352|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+368>>2]=1.0;d=e+372|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;n[e+388>>2]=1.0;f[e+408>>2]=0;d=e+416|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;p[e+432>>3]=-1.0;b[e+440>>0]=0;f[i>>2]=e;jYa(a,i,c);d=f[i>>2]|0;f[i>>2]=0;if(!d){f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);f[a>>2]=38080;i=a+248|0;h=pOb(16)|0;M3a(h,a);f[h>>2]=38124;g=h+8|0;f[g>>2]=a;g=h+12|0;f[g>>2]=0;g=h;f[i>>2]=g;i=a+252|0;a=pOb(4)|0;Pob(a,h,0);f[i>>2]=a;u=j;return}function pWa(a,b){a=a|0;b=b|0;if(!a)return;yWa(b,1);return}function qWa(a){a=a|0;sOb(a);return}function rWa(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return b|0}function sWa(a,b){a=a|0;b=b|0;f[b>>2]=38528;f[b+4>>2]=f[a+4>>2];return}function tWa(a){a=a|0;return}function uWa(a){a=a|0;sOb(a);return}function vWa(a,c){a=a|0;c=c|0;c=(f[a+4>>2]|0)+80|0;b[c>>0]=b[c>>0]|8;return}function wWa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190104?a+4|0:0)|0}function xWa(a){a=a|0;return 14848}function yWa(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0.0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+16|0;z=A;if(c){b[a+440>>0]=0;c=a+432|0;if(+p[c>>3]!=-1.0){s=+Gha();p[a+416>>3]=s;if(!(+p[a+424>>3]-s>0.0))p[c>>3]=-1.0}}v=a+16|0;w=a+20|0;if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}s=+Gha();x=a+28|0;y=a+8|0;j=s;s=!(0.0-s>=16.0)?s+16.0:0.0;while(1){t=f[f[v>>2]>>2]|0;l=t+4|0;m=t+80|0;n=t+76|0;o=t+8|0;q=t+12|0;r=t+64|0;d=j;while(1){c=f[l>>2]|0;g=c+252|0;e=b[m>>0]|0;if(e&1){b[m>>0]=e&-2;$ob(f[g>>2]|0,f[n>>2]|0,0);k=f[c+244>>2]|0;c=f[o>>2]|0;f[o>>2]=0;f[z>>2]=c;c=b[m>>0]|0;zWa(k,z,f[n>>2]|0,q,+p[r>>3],(c&2)!=0,(c&4)!=0);c=f[z>>2]|0;f[z>>2]=0;if(c)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=Tob(f[g>>2]|0)|0;k=i+4|0;h=f[k>>2]|0;c=f[i>>2]|0;e=h-c|0;if(e>>>0<16384){AWa(i,16384-e|0);c=f[i>>2]|0}else if((e|0)!=16384){e=c+16384|0;if((e|0)!=(h|0))f[k>>2]=e}e=f[t>>2]|0;e=Sg[f[(f[e>>2]|0)+8>>2]&255](e,c,16384)|0;h=f[k>>2]|0;c=f[i>>2]|0;if(e>>>0<(h-c|0)>>>0){c=c+e|0;if((c|0)!=(h|0))f[k>>2]=c}Uob(f[g>>2]|0,i)|0;if(b[m>>0]&8){k=21;break}if(!e){k=25;break}d=+Gha();if(!(s-d>0.0)){k=24;break}}if((k|0)==21){d=s;k=26}else if((k|0)==24){k=0;d=s}else if((k|0)==25){k=0;bpb(f[g>>2]|0);t=f[t>>2]|0;if(!(Pg[f[(f[t>>2]|0)+16>>2]&1023](t)|0))k=26}if((k|0)==26){k=0;t=f[v>>2]|0;e=f[t>>2]|0;f[t>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);t=e+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(e)}e=f[v>>2]|0;c=e+4|0;i=f[w>>2]|0;if((c|0)==(i|0))k=41;else{do{t=f[c>>2]|0;f[c>>2]=0;h=f[e>>2]|0;f[e>>2]=t;if(h|0){nWa((f[h+4>>2]|0)+44|0,h+72|0);t=h+8|0;g=f[t>>2]|0;f[t>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[h>>2]|0;f[h>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(h)}c=c+4|0;e=e+4|0}while((c|0)!=(i|0));c=f[w>>2]|0;if((c|0)!=(e|0))k=41}if((k|0)==41){k=0;do{t=c+-4|0;f[w>>2]=t;g=f[t>>2]|0;f[t>>2]=0;if(g|0){nWa((f[g+4>>2]|0)+44|0,g+72|0);t=g+8|0;c=f[t>>2]|0;f[t>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g>>2]|0;f[g>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(g)}c=f[w>>2]|0}while((c|0)!=(e|0))}f[x>>2]=1;RUa(a);f[x>>2]=2;RUa(a);b9a(f[(f[y>>2]|0)+240>>2]|0,1);lQa((f[y>>2]|0)+104|0)}if((f[v>>2]|0)==(f[w>>2]|0)){k=55;break}j=+Gha();if(!(d-j>0.0))break;else s=d}if((k|0)==55){u=A;return}if((f[v>>2]|0)==(f[w>>2]|0)){u=A;return}c=a+440|0;if(b[c>>0]|0){u=A;return}b[c>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=A;return}function zWa(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;k=u;u=u+16|0;j=k;f[a+28>>2]=0;l=a+48|0;m=f[c>>2]|0;f[c>>2]=0;c=f[l>>2]|0;f[l>>2]=m;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a+172>>2]=d;b[a+192>>0]=h?0:2;f[a+176>>2]=-1;b[a+180>>0]=0;p[a+184>>3]=g;b[a+64>>0]=i&1;c=f[e>>2]|0;m=(c|0)!=0;d=a+260|0;b[d>>0]=m&1;if(!m){m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}m=a+196|0;f[m>>2]=f[c>>2];f[a+212>>2]=f[c+12>>2];f[a+228>>2]=f[c+24>>2];f[a+244>>2]=f[c+36>>2];f[a+200>>2]=f[c+4>>2];f[a+216>>2]=f[c+16>>2];f[a+232>>2]=f[c+28>>2];f[a+248>>2]=f[c+40>>2];f[a+204>>2]=f[c+8>>2];f[a+220>>2]=f[c+20>>2];f[a+236>>2]=f[c+32>>2];f[a+252>>2]=f[c+44>>2];f[a+208>>2]=0;f[a+224>>2]=0;f[a+240>>2]=0;f[a+256>>2]=1065353216;n[j>>2]=9.999999747378752e-06;m=((BWa(m,j)|0)^1)&1;b[d>>0]=m;m=a+8|0;m=f[m>>2]|0;m=m+232|0;m=f[m>>2]|0;DQa(m);u=k;return}function AWa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;d=f[k>>2]|0;if((g-d|0)>>>0>=c>>>0){do{b[d>>0]=0;d=(f[k>>2]|0)+1|0;f[k>>2]=d;c=c+-1|0}while((c|0)!=0);return}e=f[a>>2]|0;h=d-e|0;d=h+c|0;if((d|0)<0)AMb(a);g=g-e|0;i=g<<1;d=g>>>0<1073741823?(i>>>0<d>>>0?d:i):2147483647;if(!d)e=0;else e=pOb(d)|0;i=e+h|0;h=e+d|0;g=i;d=i;do{b[d>>0]=0;d=g+1|0;g=d;c=c+-1|0}while((c|0)!=0);c=f[a>>2]|0;e=(f[k>>2]|0)-c|0;d=i+(0-e)|0;if((e|0)>0)bQb(d|0,c|0,e|0)|0;f[a>>2]=d;f[k>>2]=g;f[j>>2]=h;if(!c)return;sOb(c);return}function BWa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0;c=+n[b>>2];d=+n[a>>2];e=+K(+(d+-1.0));d=+K(+d);if(!(e<=(d>1.0?1.0:d)*c)){a=0;return a|0}if(!(+K(+(+n[a+4>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+8>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+12>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+16>>2]))<=c)){a=0;return a|0}e=+n[a+20>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+24>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+28>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+32>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+36>>2]))<=c)){a=0;return a|0}e=+n[a+40>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}if(!(+K(+(+n[a+44>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+48>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+52>>2]))<=c)){a=0;return a|0}if(!(+K(+(+n[a+56>>2]))<=c)){a=0;return a|0}e=+n[a+60>>2];d=+K(+(e+-1.0));e=+K(+e);if(!(d<=(e>1.0?1.0:e)*c)){a=0;return a|0}a=1;return a|0}function CWa(a,b,c,d,e,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=i|0;j=j|0;var k=0,l=0,m=0,n=0;l=u;u=u+16|0;k=l+4|0;m=l;a=f[a+244>>2]|0;n=f[b>>2]|0;f[b>>2]=0;f[k>>2]=n;b=f[d>>2]|0;f[d>>2]=0;f[m>>2]=b;DWa(a,k,c,m,e,g,h,i,j);a=f[m>>2]|0;f[m>>2]=0;if(a|0)tOb(a);a=f[k>>2]|0;f[k>>2]=0;if(!a){u=l;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=l;return}function DWa(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=+i;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;q=y+28|0;r=y;n=y+24|0;l=f[e>>2]|0;x=(l|0)==0;v=(g|0)==0;o=pOb(24)|0;f[o>>2]=38572;m=o+4|0;f[m>>2]=m;f[o+8>>2]=m;f[o+12>>2]=0;f[o+16>>2]=0;b[o+20>>0]=((v|x)^1)&1;if(!(v|x)){f[e>>2]=0;f[n>>2]=l;EWa(m,n,g);l=f[n>>2]|0;f[n>>2]=0;if(l|0)tOb(l)}v=f[a+8>>2]|0;x=a+16|0;n=pOb(88)|0;f[n>>2]=o;f[n+4>>2]=v;f[n+8>>2]=0;f[n+12>>2]=0;p[n+64>>3]=1.0;f[n+76>>2]=0;b[n+80>>0]=0;g=v+44|0;t=n;e=r+16|0;f[r>>2]=38528;f[r+4>>2]=t;f[e>>2]=r;b[q>>0]=0;l=v+48|0;m=f[l>>2]|0;if(m>>>0<(f[v+52>>2]|0)>>>0){f[m+16>>2]=m;v=f[e>>2]|0;oh[f[(f[v>>2]|0)+12>>2]&1023](v,m);v=f[l>>2]|0;b[m+24>>0]=0;m=v+32|0;f[l>>2]=m}else{Oha(g,r,q);m=f[l>>2]|0}l=f[e>>2]|0;f[n+72>>2]=(m-(f[g>>2]|0)>>5)+-1;if((r|0)==(l|0))gh[f[(f[l>>2]|0)+16>>2]&2047](l);else if(l|0)gh[f[(f[l>>2]|0)+20>>2]&2047](l);v=a+20|0;m=f[v>>2]|0;s=a+24|0;r=f[s>>2]|0;l=r;if(m>>>0<r>>>0){f[m>>2]=t;f[v>>2]=m+4}else{o=f[x>>2]|0;n=m-o>>2;e=n+1|0;r=o;if(e>>>0>1073741823)AMb(x);q=l-o|0;g=q>>1;g=q>>2>>>0<536870911?(g>>>0<e>>>0?e:g):1073741823;do if(!g)w=0;else if(g>>>0>1073741823)vd();else{w=pOb(g<<2)|0;break}while(0);l=w+(n<<2)|0;e=l;q=w+(g<<2)|0;f[l>>2]=t;g=l+4|0;if((m|0)==(r|0))n=o;else{do{m=m+-4|0;w=f[m>>2]|0;f[m>>2]=0;f[l+-4>>2]=w;l=e+-4|0;e=l}while((m|0)!=(r|0));n=f[x>>2]|0;m=f[v>>2]|0}f[x>>2]=e;f[v>>2]=g;f[s>>2]=q;g=n;if((m|0)!=(g|0))do{m=m+-4|0;e=f[m>>2]|0;f[m>>2]=0;if(e|0){nWa((f[e+4>>2]|0)+44|0,e+72|0);x=e+8|0;l=f[x>>2]|0;f[x>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);l=f[e>>2]|0;f[e>>2]=0;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);sOb(e)}}while((m|0)!=(g|0));if(n|0)sOb(n)}o=f[(f[v>>2]|0)+-4>>2]|0;x=f[c>>2]|0;f[c>>2]=0;n=j&1;g=k&1;k=o+8|0;l=f[k>>2]|0;f[k>>2]=x;if(l|0)gh[f[(f[l>>2]|0)+4>>2]&2047](l);f[o+76>>2]=d;if(!h)l=0;else{l=o+16|0;e=l;m=e+48|0;do{f[e>>2]=f[h>>2];e=e+4|0;h=h+4|0}while((e|0)<(m|0))}f[o+12>>2]=l;p[o+64>>3]=i;l=o+80|0;b[l>>0]=n<<1&255|g<<2&255|b[l>>0]&-16|1;l=a+440|0;if(b[l>>0]|0){u=y;return}b[l>>0]=1;Hha(940,a,~~+p[a+432>>3]);u=y;return}function EWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(16)|0;e=f[b>>2]|0;f[b>>2]=0;f[d+8>>2]=e;f[d+12>>2]=c;f[d+4>>2]=a;b=f[a>>2]|0;f[d>>2]=b;f[b+4>>2]=d;f[a>>2]=d;b=a+8|0;f[b>>2]=(f[b>>2]|0)+1;return}function FWa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=38572;d=a+4|0;b=a+12|0;if(!(f[b>>2]|0))return;a=f[a+8>>2]|0;c=(f[d>>2]|0)+4|0;e=f[a>>2]|0;f[e+4>>2]=f[c>>2];f[f[c>>2]>>2]=e;f[b>>2]=0;if((a|0)==(d|0))return;do{b=a;a=f[a+4>>2]|0;e=b+8|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)tOb(c);sOb(b)}while((a|0)!=(d|0));return}function GWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=38572;e=a+4|0;b=a+12|0;if(!(f[b>>2]|0)){sOb(a);return}c=f[a+8>>2]|0;d=(f[e>>2]|0)+4|0;g=f[c>>2]|0;f[g+4>>2]=f[d>>2];f[f[d>>2]>>2]=g;f[b>>2]=0;if((c|0)==(e|0)){sOb(a);return}do{b=c;c=f[c+4>>2]|0;g=b+8|0;d=f[g>>2]|0;f[g>>2]=0;if(d|0)tOb(d);sOb(b)}while((c|0)!=(e|0));sOb(a);return}function HWa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+12|0;if(!((c|0)!=0&(f[i>>2]|0)!=0)){c=0;return c|0}h=a+8|0;g=a+16|0;a=0;d=f[g>>2]|0;do{k=f[h>>2]|0;e=k+12|0;j=(f[e>>2]|0)-d|0;l=c-a|0;j=l>>>0<j>>>0?l:j;bQb(b+a|0,(f[k+8>>2]|0)+d|0,j|0)|0;d=(f[g>>2]|0)+j|0;f[g>>2]=d;a=j+a|0;if((d|0)==(f[e>>2]|0)){d=f[h>>2]|0;l=d+4|0;e=f[d>>2]|0;f[e+4>>2]=f[l>>2];f[f[l>>2]>>2]=e;f[i>>2]=(f[i>>2]|0)+-1;l=d+8|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0)tOb(e);sOb(d);f[g>>2]=0;d=0}}while(a>>>0<c>>>0&(f[i>>2]|0)!=0);return a|0}function IWa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=f[c>>2]|0;if((d|0)!=0&(e|0)!=0){g=a+4|0;h=pOb(16)|0;f[c>>2]=0;f[h+8>>2]=e;f[h+12>>2]=d;f[h+4>>2]=g;e=f[g>>2]|0;f[h>>2]=e;f[e+4>>2]=h;f[g>>2]=h;e=a+12|0;f[e>>2]=(f[e>>2]|0)+1;return}else{b[a+20>>0]=1;return}}function JWa(a){a=a|0;if(!(b[a+20>>0]|0)){a=1;return a|0}a=(f[a+12>>2]|0)!=0;return a|0}function KWa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;h=i;j=f[a+244>>2]|0;e=f[c>>2]|0;f[c>>2]=0;a=f[j+16>>2]|0;c=f[j+20>>2]|0;a:do if((a|0)==(c|0))g=4;else do{if((f[(f[a>>2]|0)+76>>2]|0)==(b|0)){g=4;break a}a=a+4|0}while((a|0)!=(c|0));while(0);if((g|0)==4)if((a|0)!=(c|0)){a=f[f[a>>2]>>2]|0;j=f[(f[a>>2]|0)+12>>2]|0;f[h>>2]=e;xh[j&127](a,h,d);a=f[h>>2]|0;f[h>>2]=0;if(a|0)tOb(a);u=i;return}if(!e){u=i;return}tOb(e);u=i;return}function LWa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;e=u;u=u+64|0;g=e;d=e+4|0;b=f[a+244>>2]|0;c=a+252|0;$ob(f[c>>2]|0,0,0);f[g>>2]=0;f[d>>2]=0;zWa(b,g,0,d,1.0,0,0);d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);Zob(f[c>>2]|0);lQa(a+20|0);lQa(a+104|0);g=b+28|0;f[g>>2]=1;RUa(b);f[g>>2]=2;RUa(b);u=e;return}function MWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){eYa(a);return}TWa(b);sOb(b);eYa(a);return}function NWa(a){a=a|0;var b=0,c=0;f[a>>2]=38600;c=a+248|0;b=f[c>>2]|0;f[c>>2]=0;if(b|0){TWa(b);sOb(b)}eYa(a);sOb(a);return}function OWa(a){a=a|0;return}function PWa(a,b,c){a=a|0;b=+b;c=+c;return}function QWa(a){a=a|0;return dpb(f[(f[f[a+248>>2]>>2]|0)+8>>2]|0)|0}function RWa(a){a=a|0;var c=0,d=0,e=0;c=a+248|0;d=f[c>>2]|0;e=d+41|0;if(b[e>>0]|0)return 1;b[e>>0]=1;SWa((f[a+240>>2]|0)+36|0,d+44|0);e=f[a+244>>2]|0;gh[f[(f[e>>2]|0)+8>>2]&2047](e);zxb((f[f[c>>2]>>2]|0)+56|0);return 1}function SWa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j;c=f[b>>2]|0;i=a+4|0;e=f[a>>2]|0;b=e;if(c>>>0>=(f[i>>2]|0)-e>>5>>>0){u=j;return}d=g+16|0;f[d>>2]=0;e=b+(c<<5)|0;c=b+(c<<5)+16|0;b=f[c>>2]|0;if((e|0)==(b|0))gh[f[(f[b>>2]|0)+16>>2]&2047](b);else if(b|0)gh[f[(f[b>>2]|0)+20>>2]&2047](b);f[c>>2]=0;b=f[d>>2]|0;do if(!b){f[c>>2]=0;h=11}else if((g|0)==(b|0)){f[c>>2]=e;h=f[d>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,e);h=11;break}else{f[c>>2]=b;f[d>>2]=0;b=0;c=0;break}while(0);if((h|0)==11){c=f[d>>2]|0;b=c}if((g|0)==(b|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);b=f[i>>2]|0;if((f[a>>2]|0)==(b|0)){u=j;return}while(1){if(!(f[b+-16>>2]|0)){c=b;d=0;e=0}else{h=25;break}b=b+-32|0;while(1){h=c+-32|0;f[i>>2]=h;if((h|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);c=f[i>>2]|0;if((c|0)==(b|0))break;e=f[c+-16>>2]|0;d=e}if((f[a>>2]|0)==(b|0)){h=25;break}}if((h|0)==25){u=j;return}}function TWa(a){a=a|0;var c=0,d=0;c=a+28|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+16|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+4|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);d=f[a>>2]|0;f[a>>2]=0;if(!d)return;uxb(d+56|0);f[d+12>>2]=38644;c=d+44|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=d+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=d+8|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0){Qob(c);sOb(c)}a=d+4|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(d);return}function UWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);a=a+20|0;if((b[a+11>>0]|0)>=0)return;sOb(f[a>>2]|0);return}function VWa(a){a=a|0;var c=0;f[a>>2]=38644;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+20|0;if((b[c+11>>0]|0)>=0){sOb(a);return}sOb(f[c>>2]|0);sOb(a);return}function WWa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0;m=u;u=u+32|0;g=m;l=a+4|0;f[l>>2]=0;switch(e|0){case 0:{f[a+8>>2]=1;f[l>>2]=0;mYa(f[a+12>>2]|0);Kha(g);n=+(f[g+4>>2]|0);o=+(f[g>>2]|0);Hxb(a,0,n/o,o,n);f[l>>2]=1;u=m;return}case 2:{j=a+16|0;k=Tob(f[j>>2]|0)|0;h=k+4|0;i=f[h>>2]|0;e=f[k>>2]|0;g=i-e|0;if(g>>>0<d>>>0){AWa(k,d-g|0);e=f[k>>2]|0}else if(g>>>0>d>>>0){g=e+d|0;if((g|0)!=(i|0))f[h>>2]=g}bQb(e|0,c|0,d|0)|0;Uob(f[j>>2]|0,k)|0;f[l>>2]=(f[l>>2]|0)+d;SUa((f[a+12>>2]|0)+128|0,d);u=m;return}case 3:{l=a+12|0;d=f[l>>2]|0;c=f[d+248>>2]|0;b[c+41>>0]=1;SWa((f[d+240>>2]|0)+36|0,c+44|0);d=f[d+244>>2]|0;gh[f[(f[d>>2]|0)+8>>2]&2047](d);l=f[l>>2]|0;gh[f[(f[l>>2]|0)+16>>2]&2047](l);u=m;return}default:{u=m;return}}}function XWa(a,b){a=a|0;b=b|0;xOb(a,b+32|0);return}function YWa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0,n=0;n=u;u=u+128|0;l=n+24|0;d=n;a=a+248|0;if(!(b[(f[a>>2]|0)+40>>0]|0)){u=n;return}i=+p[c+208>>3];j=+p[c+216>>3];Kha(d);k=+(f[d+4>>2]|0);g=+(f[d>>2]|0);h=k/g;switch(b[c>>0]|0){case 0:{e=0.0;m=5;break}case 1:{e=1.0;m=5;break}case 2:{e=2.0;m=5;break}default:{}}if((m|0)==5)p[l>>3]=e;p[l+8>>3]=+p[c+32>>3];p[l+16>>3]=+p[c+40>>3];p[l+24>>3]=+p[c+48>>3];p[l+32>>3]=+p[c+56>>3];p[l+40>>3]=+p[c+64>>3];p[l+48>>3]=+p[c+72>>3];p[l+56>>3]=+p[c+8>>3];p[l+64>>3]=+p[c+16>>3];p[l+72>>3]=+p[c+24>>3];p[l+80>>3]=i;p[l+88>>3]=j;Hxb((f[f[a>>2]>>2]|0)+12|0,l,h,g,k);u=n;return}function ZWa(a){a=a|0;sOb(a);return}function _Wa(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=38872;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function $Wa(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=38872;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function aXa(a){a=a|0;return}function bXa(a){a=a|0;sOb(a);return}function cXa(a,b){a=a|0;b=b|0;var c=0,d=0;c=f[a+4>>2]|0;d=f[a+8>>2]|0;a=(f[a+12>>2]|0)+(d>>1)|0;if(!(d&1)){d=c;oh[d&1023](a,b);return}else{d=f[(f[a>>2]|0)+c>>2]|0;oh[d&1023](a,b);return}}function dXa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==190629?a+4|0:0)|0}function eXa(a){a=a|0;return 14936}function fXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);return}function gXa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=38668;b=f[a+44>>2]|0;if(b|0){c=a+48|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+32>>2]|0;if(b|0){c=a+36|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+20>>2]|0;if(!b){pYa(a);sOb(a);return}c=a+24|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);pYa(a);sOb(a);return}function hXa(a){a=a|0;a=f[a+16>>2]|0;Fxb(a,a+20|0,a+32|0);return}function iXa(a,b){a=a|0;b=b|0;dyb(f[a+16>>2]|0,b);return}function jXa(a){a=a|0;return 0}function kXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;qyb(f[a+16>>2]|0,f[b>>2]|0,f[b+4>>2]|0,c,d);return}function lXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;ryb(f[a+16>>2]|0,f[c>>2]|0,f[c+4>>2]|0,d,f[b>>2]|0);return}function mXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;Gxb(f[a+16>>2]|0,b,c,d,e);return}function nXa(a){a=a|0;oyb(f[a+16>>2]|0);return}function oXa(a,b){a=a|0;b=b|0;pyb(f[a+16>>2]|0,f[b>>2]|0);return}function pXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Jxb(e,a,g,d);return}else{Mxb(e,a,g,d,b<<24>>24==2);return}}function qXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[c>>2]|0;e=f[a+16>>2]|0;a=(f[c+4>>2]|0)-g>>3;if(!(b<<24>>24)){Lxb(e,a,g,d);return}else{Nxb(e,a,g,d,b<<24>>24==2);return}}function rXa(a,b){a=a|0;b=b|0;Oxb(f[a+16>>2]|0,b);return}function sXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;gyb(f[a+16>>2]|0,b,c,d);return}function tXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;if(!b)return;hyb(f[a+16>>2]|0,b,c,d,e);return}function uXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;jyb(f[a+16>>2]|0,b,c,d);return}function vXa(a){a=a|0;kyb(f[a+16>>2]|0);return}function wXa(a,b){a=a|0;b=+b;lyb(f[a+16>>2]|0,b);return}function xXa(a,b){a=a|0;b=b|0;myb(f[a+16>>2]|0,b);return}function yXa(a,b){a=a|0;b=+b;nyb(f[a+16>>2]|0,b);return}function zXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0;F=u;u=u+80|0;D=F+56|0;x=F+48|0;y=F+36|0;z=F+24|0;A=F+12|0;B=F;t=f[(f[a+8>>2]|0)+232>>2]|0;f[D>>2]=0;E=D+4|0;f[E>>2]=0;f[D+8>>2]=0;C=b+4|0;d=f[C>>2]|0;e=f[b>>2]|0;g=d-e>>2;v=D+8|0;i=e;w=d;do if(!g)c=0;else if(g>>>0>357913941)vd();else{c=pOb(g*12|0)|0;s=c;f[D>>2]=s;f[E>>2]=s;f[v>>2]=c+(g*12|0);break}while(0);if((i|0)!=(w|0)){e=y+4|0;g=y+4|0;j=x+4|0;k=z+4|0;l=y+4|0;m=A+4|0;o=z+8|0;p=y+8|0;q=A+8|0;r=B+4|0;s=B+8|0;do{ARa(x,t,i);c=f[x>>2]|0;if(!c){f[e>>2]=0;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[e>>2];f[d+8>>2]=f[e>>2];d=d+12|0;f[E>>2]=d}else{_Xa(D,y);c=f[v>>2]|0;d=f[E>>2]|0}f[g>>2]=0;if(d>>>0<c>>>0){f[d>>2]=0;f[d+4>>2]=f[g>>2];f[d+8>>2]=f[g>>2];f[E>>2]=d+12}else _Xa(D,y)}else{JJa(c,y,z);K=+n[y>>2];h=(+n[z>>2]-K)*.5;n[A>>2]=h;J=+n[l>>2];I=(+n[k>>2]-J)*.5;n[m>>2]=I;H=+n[p>>2];G=(+n[o>>2]-H)*.5;n[q>>2]=G;h=K+h;n[B>>2]=h;n[r>>2]=J+I;n[s>>2]=H+G;d=f[E>>2]|0;c=f[v>>2]|0;if(d>>>0<c>>>0){n[d>>2]=h;f[d+4>>2]=f[r>>2];f[d+8>>2]=f[s>>2];d=d+12|0;f[E>>2]=d}else{ZXa(D,B);d=f[E>>2]|0;c=f[v>>2]|0}if(d>>>0<c>>>0){f[d>>2]=f[A>>2];f[d+4>>2]=f[m>>2];f[d+8>>2]=f[q>>2];f[E>>2]=d+12}else ZXa(D,A)}c=f[j>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(w|0));e=f[b>>2]|0;d=f[C>>2]|0;c=f[D>>2]|0}Qxb(f[a+16>>2]|0,d-e>>3,e,c);c=f[D>>2]|0;if(!c){u=F;return}d=f[E>>2]|0;if((d|0)!=(c|0))f[E>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=F;return}function AXa(a,b){a=a|0;b=b|0;var c=0;c=f[b>>2]|0;Sxb(f[a+16>>2]|0,(f[b+4>>2]|0)-c>>3,c);return}function BXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;byb(f[a+16>>2]|0,c,d,e,g,f[b>>2]|0);return}function CXa(a,b,c){a=a|0;b=b|0;c=c|0;ayb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,f[b>>2]|0);return}function DXa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h$a(a);Pxb(f[a+16>>2]|0,f[c+4>>2]|0,f[c>>2]|0,d,e,g,f[b>>2]|0);return}function EXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;syb(f[a+16>>2]|0,(c&1|0)!=0,(c&2|0)!=0,d,b);return}function FXa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0;g=f[c>>2]|0;tyb(f[a+16>>2]|0,d?31:32,(f[c+4>>2]|0)-g>>3,g,e,f[b>>2]|0);return}function GXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,d?29:30,(f[c+4>>2]|0)-e>>3,e,0,f[b>>2]|0);return}function HXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,24,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function IXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,25,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function JXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,26,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function KXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,21,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function LXa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=f[c>>2]|0;tyb(f[a+16>>2]|0,22,(f[c+4>>2]|0)-d>>3,d,0,f[b>>2]|0);return}function MXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0;e=f[c>>2]|0;tyb(f[a+16>>2]|0,23,(f[c+4>>2]|0)-e>>3,e,d,f[b>>2]|0);return}function NXa(a,c,d,e,g,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r;h$a(a);o=h[e>>0]|0;o=(b[e+1>>0]|0)==0?o:o|2;o=(b[e+8>>0]|0)==0?o:o|4;o=(b[e+9>>0]|0)==0?o:o|8;o=(b[e+10>>0]|0)==0?o:o|16;o=(b[e+11>>0]|0)==0?o:o|32;o=(b[e+12>>0]|0)==0?o:o|64;o=(b[e+2>>0]|0)==0?o:o|128;o=(b[e+3>>0]|0)==0?o:o|256;o=(b[e+4>>0]|0)==0?o:o|512;o=(b[e+5>>0]|0)==0?o:o|1024;o=(b[e+6>>0]|0)==0?o:o|2048;o=(b[e+7>>0]|0)==0?o:o|4096;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=g<<2;n=p+8|0;do if(!e){k=0;l=0;m=0}else if(e>>>0>1073741823)vd();else{m=pOb(g<<4)|0;l=m+(e<<2)|0;f[p>>2]=m;f[q>>2]=m;f[n>>2]=l;k=m;break}while(0);if(g){k=0;while(1){e=i+(k<<4)|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+4|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+8|0;if((m|0)==(l|0)){Tna(p,e);m=f[q>>2]|0;l=f[n>>2]|0}else{f[m>>2]=f[e>>2];m=m+4|0;f[q>>2]=m}e=i+(k<<4)+12|0;if((m|0)==(l|0))Tna(p,e);else{f[m>>2]=f[e>>2];f[q>>2]=m+4}k=k+1|0;if((k|0)==(g|0))break;m=f[q>>2]|0;l=f[n>>2]|0}k=f[p>>2]|0}Txb(f[a+16>>2]|0,f[c>>2]|0,d,o,g,k,j);k=f[p>>2]|0;if(!k){u=r;return}e=f[q>>2]|0;if((e|0)!=(k|0))f[q>>2]=e+(~((e+-4-k|0)>>>2)<<2);sOb(k);u=r;return}function OXa(a,c,d,e,g,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;var j=0,k=0,l=0;j=u;u=u+80|0;k=j;h$a(a);l=h[e>>0]|0;l=(b[e+1>>0]|0)==0?l:l|2;l=(b[e+8>>0]|0)==0?l:l|4;l=(b[e+9>>0]|0)==0?l:l|8;l=(b[e+10>>0]|0)==0?l:l|16;l=(b[e+11>>0]|0)==0?l:l|32;l=(b[e+12>>0]|0)==0?l:l|64;l=(b[e+2>>0]|0)==0?l:l|128;l=(b[e+3>>0]|0)==0?l:l|256;l=(b[e+4>>0]|0)==0?l:l|512;l=(b[e+5>>0]|0)==0?l:l|1024;l=(b[e+6>>0]|0)==0?l:l|2048;e=b[e+7>>0]|0;f[k>>2]=f[i>>2];f[k+4>>2]=f[i+4>>2];f[k+8>>2]=f[i+8>>2];f[k+12>>2]=f[i+12>>2];f[k+16>>2]=f[i+16>>2];f[k+20>>2]=f[i+20>>2];f[k+24>>2]=f[i+24>>2];f[k+28>>2]=f[i+28>>2];f[k+32>>2]=f[i+32>>2];f[k+36>>2]=f[i+36>>2];f[k+40>>2]=f[i+40>>2];f[k+44>>2]=f[i+44>>2];f[k+48>>2]=f[i+48>>2];f[k+52>>2]=f[i+52>>2];f[k+56>>2]=f[i+56>>2];f[k+60>>2]=f[i+60>>2];f[k+64>>2]=f[i+64>>2];f[k+68>>2]=f[i+68>>2];f[k+72>>2]=f[i+72>>2];f[k+76>>2]=f[i+76>>2];Uxb(f[a+16>>2]|0,f[c>>2]|0,d,e<<24>>24==0?l:l|4096,g,g+12|0,k);u=j;return}function PXa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var i=0.0,j=0,k=0;h$a(a);k=h[e>>0]|0;k=(b[e+1>>0]|0)==0?k:k|2;k=(b[e+8>>0]|0)==0?k:k|4;k=(b[e+9>>0]|0)==0?k:k|8;k=(b[e+10>>0]|0)==0?k:k|16;k=(b[e+11>>0]|0)==0?k:k|32;k=(b[e+12>>0]|0)==0?k:k|64;k=(b[e+2>>0]|0)==0?k:k|128;k=(b[e+3>>0]|0)==0?k:k|256;k=(b[e+4>>0]|0)==0?k:k|512;k=(b[e+5>>0]|0)==0?k:k|1024;k=(b[e+6>>0]|0)==0?k:k|2048;k=(b[e+7>>0]|0)==0?k:k|4096;j=f[a+16>>2]|0;e=f[c>>2]|0;a=g+16|0;i=+n[a>>2];if(!(i==-1.0)){Vxb(j,e,d,k,g,i);return}i=+L(+(+n[g+12>>2]));n[a>>2]=i;Vxb(j,e,d,k,g,i);return}function QXa(a,b,c){a=a|0;b=b|0;c=c|0;Wxb(f[a+16>>2]|0,f[b>>2]|0,c);return}function RXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;h$a(a);Xxb(f[a+16>>2]|0,f[b>>2]|0,c,d);return}function SXa(a,b,c){a=a|0;b=b|0;c=c|0;eyb(f[a+16>>2]|0,b,c);return}function TXa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=u;u=u+784|0;k=q+768|0;o=q;l=YRa(f[(f[a+8>>2]|0)+232>>2]|0)|0;c=f[l>>2]|0;l=f[l+4>>2]|0;m=l;n=c;if((c|0)==(l|0)){l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}else{j=k;b=o}do{i=f[c+4>>2]|0;d=f[c>>2]|0;f[j>>2]=i-d>>5;j=j+4|0;g=d;if((g|0)!=(i|0)){h=(i+-32+(0-d)|0)>>>5<<2;e=b;d=g;while(1){p[e>>3]=+p[d>>3];p[e+8>>3]=+p[d+8>>3];p[e+16>>3]=+p[d+16>>3];p[e+24>>3]=+p[d+24>>3];d=d+32|0;if((d|0)==(i|0))break;else e=e+32|0}b=b+32+(h<<3)|0}c=c+12|0}while((c|0)!=(l|0));l=a+16|0;l=f[l>>2]|0;n=m-n|0;n=(n|0)/12|0;iyb(l,n,k,o);u=q;return}function UXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+16|0;p=v+8|0;q=v;s=a+20|0;t=a+32|0;r=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{k=p+4|0;d=a+24|0;l=a+28|0;m=a+36|0;n=a+40|0;o=q+4|0;do{j=b;c=j+8|0;KRa(p,r,c);if(f[p>>2]|0){e=f[d>>2]|0;g=f[l>>2]|0;if((e|0)==(g|0)){fBa(s,c);i=f[d>>2]|0;e=f[l>>2]|0}else{f[e>>2]=f[c>>2];i=e+4|0;f[d>>2]=i;e=g}c=j+12|0;if((i|0)==(e|0))fBa(s,c);else{f[i>>2]=f[c>>2];f[d>>2]=i+4}e=f[p>>2]|0;g=e+200|0;c=f[g>>2]|0;if((c&201326592|0)==0&0==0){c=0;e=-1}else{c=ZPb(c|0,(h[g+4>>0]|0)&255|0,26)|0;e=(f[e+72+((c&3)<<3)>>2]|0)+112|0;c=f[e>>2]|0;e=f[e+4>>2]|0}j=q;f[j>>2]=c;f[j+4>>2]=e;if((c|0)==-1){f[q>>2]=0;c=0}e=f[m>>2]|0;g=f[n>>2]|0;if((e|0)==(g|0)){fBa(t,q);e=f[m>>2]|0;c=f[n>>2]|0}else{f[e>>2]=c;e=e+4|0;f[m>>2]=e;c=g}if((e|0)==(c|0))fBa(t,o);else{f[e>>2]=f[o>>2];f[m>>2]=e+4}}c=f[k>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[s>>2]|0;Yxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2>>>1,b,f[t>>2]|0);b=f[s>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[t>>2]|0;b=a+36|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=v;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=v;return}function VXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0;G=u;u=u+96|0;x=G+80|0;z=G+32|0;A=G+24|0;B=G+16|0;C=G+8|0;D=G;E=a+20|0;F=a+44|0;y=f[(f[a+8>>2]|0)+232>>2]|0;b=f[b+8>>2]|0;if(!b)d=a+24|0;else{g=B+4|0;h=C+4|0;d=a+24|0;i=a+28|0;j=z+4|0;k=z+8|0;l=z+12|0;m=z+16|0;n=z+20|0;o=z+24|0;p=z+28|0;q=z+32|0;r=z+36|0;s=z+40|0;t=z+44|0;v=a+48|0;w=z+48|0;do{c=f[b+8>>2]|0;f[A>>2]=c;f[B>>2]=0;f[g>>2]=c;tRa(C,y,B);c=f[C>>2]|0;if(c|0){e=f[d>>2]|0;if((e|0)==(f[i>>2]|0)){fBa(E,A);c=f[C>>2]|0}else{f[e>>2]=f[A>>2];f[d>>2]=e+4}f[z>>2]=f[c>>2];f[j>>2]=f[c+4>>2];f[k>>2]=f[c+8>>2];f[l>>2]=f[c+16>>2];f[m>>2]=f[c+20>>2];f[n>>2]=f[c+24>>2];f[o>>2]=f[c+32>>2];f[p>>2]=f[c+36>>2];f[q>>2]=f[c+40>>2];f[r>>2]=f[c+48>>2];f[s>>2]=f[c+52>>2];f[t>>2]=f[c+56>>2];f[D>>2]=f[v>>2];f[x>>2]=f[D>>2];YXa(F,x,z,w)|0}c=f[h>>2]|0;if(c|0)iOb(c);b=f[b>>2]|0}while((b|0)!=0)}b=f[E>>2]|0;Zxb(f[a+16>>2]|0,(f[d>>2]|0)-b>>2,b,f[F>>2]|0);b=f[E>>2]|0;c=f[d>>2]|0;if((c|0)!=(b|0))f[d>>2]=c+(~((c+-4-b|0)>>>2)<<2);d=f[F>>2]|0;b=a+48|0;c=f[b>>2]|0;if((c|0)==(d|0)){u=G;return}f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);u=G;return}function WXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;d=u;u=u+32|0;g=d+20|0;h=d+16|0;i=d+12|0;l=d+8|0;k=d+4|0;j=d;e=a+20|0;c=a+24|0;f[l>>2]=f[c>>2];f[k>>2]=f[b+8>>2];f[j>>2]=0;f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];f[g>>2]=f[j>>2];XXa(e,i,h,g)|0;b=f[e>>2]|0;$xb(f[a+16>>2]|0,(f[c>>2]|0)-b>>2,b);a=f[e>>2]|0;b=f[c>>2]|0;if((b|0)==(a|0)){u=d;return}f[c>>2]=b+(~((b+-4-a|0)>>>2)<<2);u=d;return}function XXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;q=f[a>>2]|0;k=q;m=(f[b>>2]|0)-k|0;b=q+(m>>2<<2)|0;e=f[c>>2]|0;t=f[d>>2]|0;j=t;g=e;if((e|0)==(t|0)){u=b;return u|0}i=0;d=e;while(1){p=i+1|0;d=f[d>>2]|0;if((t|0)==(d|0))break;else i=p}if((i|0)<=-1){u=b;return u|0}o=a+8|0;h=f[o>>2]|0;u=a+4|0;s=f[u>>2]|0;l=s;if((i|0)>=(h-l>>2|0)){d=(l-k>>2)+p|0;if(d>>>0>1073741823)AMb(a);i=h-k|0;g=i>>1;g=i>>2>>>0<536870911?(g>>>0<d>>>0?d:g):1073741823;i=b;d=m>>2;do if(!g){n=0;r=0}else if(g>>>0>1073741823)vd();else{r=pOb(g<<2)|0;n=r;break}while(0);k=r+(d<<2)|0;j=r+(g<<2)|0;g=k;h=e;while(1){f[g>>2]=f[e+8>>2];e=g+4|0;d=f[h>>2]|0;if((t|0)==(d|0))break;else{g=e;h=d;e=d}}if((m|0)>0)bQb(n|0,q|0,m|0)|0;d=l-i|0;if((d|0)>0){bQb(e|0,b|0,d|0)|0;e=e+(d>>>2<<2)|0;b=f[a>>2]|0}else b=q;f[a>>2]=r;f[u>>2]=e;f[o>>2]=j;if(!b){u=k;return u|0}sOb(b);u=k;return u|0}m=b;h=l-m|0;d=h>>2;if((i|0)<(d|0)){g=j;d=s}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((t|0)==(g|0))d=s;else{h=g;d=s;do{f[d>>2]=f[h+8>>2];h=f[h>>2]|0;d=d+4|0;f[u>>2]=d}while((t|0)!=(h|0))}if(!i){u=b;return u|0}}k=d-(b+(p<<2))|0;l=k>>2;h=b+(l<<2)|0;if(h>>>0<s>>>0){j=(s+(0-l<<2)+~m|0)>>>2;i=d;while(1){f[i>>2]=f[h>>2];h=h+4|0;if(h>>>0>=s>>>0)break;else i=i+4|0}f[u>>2]=d+(j+1<<2)}if(l){cQb(d+(0-l<<2)|0,b|0,k|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){u=b;return u|0}d=b;h=e;while(1){f[d>>2]=f[h+8>>2];e=f[e>>2]|0;if((g|0)==(e|0))break;else{d=d+4|0;h=e}}return b|0}function YXa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;t=c;r=f[a>>2]|0;p=r;l=(f[b>>2]|0)-p|0;m=l>>2;u=r+(m<<2)|0;h=d;v=h-t|0;i=v>>2;if((v|0)<=0){v=u;return v|0}o=a+8|0;e=f[o>>2]|0;v=a+4|0;q=f[v>>2]|0;k=q;if((i|0)<=(e-k>>2|0)){g=k-u|0;b=g>>2;if((i|0)>(b|0)){e=c+(b<<2)|0;b=h-e|0;if((b|0)>0){bQb(q|0,e|0,b|0)|0;b=(f[v>>2]|0)+(b>>>2<<2)|0;f[v>>2]=b}else b=q;if((g|0)>0){d=e;j=b}else{v=u;return v|0}}else j=q;h=j-(u+(i<<2))|0;i=h>>2;b=u+(i<<2)|0;if(b>>>0<q>>>0){g=((q+(0-i-m<<2)+~p|0)>>>2)+1|0;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if(b>>>0>=q>>>0)break;else e=e+4|0}f[v>>2]=j+(g<<2)}if(i|0)cQb(j+(0-i<<2)|0,u|0,h|0)|0;b=d-t|0;if(!b){v=u;return v|0}cQb(u|0,c|0,b|0)|0;v=u;return v|0}b=(k-p>>2)+i|0;if(b>>>0>1073741823)AMb(a);e=e-p|0;h=e>>1;b=e>>2>>>0<536870911?(h>>>0<b>>>0?b:h):1073741823;h=u;e=l>>2;do if(!b){s=0;n=0}else if(b>>>0>1073741823)vd();else{n=pOb(b<<2)|0;s=n;break}while(0);j=s+(e<<2)|0;i=s+(b<<2)|0;if((c|0)==(d|0))b=j;else{g=e+((d+-4-t|0)>>>2)+1|0;b=c;e=j;while(1){f[e>>2]=f[b>>2];b=b+4|0;if((b|0)==(d|0))break;else e=e+4|0}b=s+(g<<2)|0}if((l|0)>0)bQb(n|0,r|0,l|0)|0;e=k-h|0;if((e|0)>0){bQb(b|0,u|0,e|0)|0;b=b+(e>>>2<<2)|0}f[a>>2]=s;f[v>>2]=b;f[o>>2]=i;if(!r){v=j;return v|0}sOb(r);v=j;return v|0}function ZXa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;f[c>>2]=f[b>>2];f[g+(h*12|0)+4>>2]=f[b+4>>2];f[g+(h*12|0)+8>>2]=f[b+8>>2];b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function _Xa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;m=f[a>>2]|0;h=(e-m|0)/12|0;c=h+1|0;j=m;if(c>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/12|0;d=i<<1;d=i>>>0<178956970?(d>>>0<c>>>0?c:d):357913941;do if(!d)g=0;else if(d>>>0>357913941)vd();else{g=pOb(d*12|0)|0;break}while(0);c=g+(h*12|0)|0;i=g+(d*12|0)|0;b=f[b+4>>2]|0;f[c>>2]=b;f[g+(h*12|0)+4>>2]=b;f[g+(h*12|0)+8>>2]=b;b=c+12|0;if((e|0)!=(j|0))while(1){d=c+-12|0;h=e;e=e+-12|0;f[d>>2]=f[e>>2];f[c+-8>>2]=f[h+-8>>2];f[c+-4>>2]=f[h+-4>>2];if((e|0)==(j|0)){c=d;break}else c=d}f[a>>2]=c;f[l>>2]=b;f[k>>2]=i;if(!m)return;sOb(m);return}function $Xa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+32|0;i=k+28|0;j=k;e=k+24|0;f[a>>2]=38600;g=pOb(56)|0;bZa(g,a);f[g>>2]=38668;d=g;g=g+16|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[e>>2]=d;jYa(a,e,c);c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);f[a>>2]=38600;c=a+248|0;d=pOb(48)|0;b[d+41>>0]=0;g=d;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[c>>2]=d;h=f[a+240>>2]|0;e=h+36|0;g=j+16|0;f[j>>2]=38872;f[j+4>>2]=941;f[j+8>>2]=0;f[j+12>>2]=a;f[g>>2]=j;b[i>>0]=0;c=h+40|0;d=f[c>>2]|0;if(d>>>0<(f[h+44>>2]|0)>>>0){f[d+16>>2]=d;i=f[g>>2]|0;oh[f[(f[i>>2]|0)+12>>2]&1023](i,d);i=f[c>>2]|0;b[d+24>>0]=0;i=i+32|0;f[c>>2]=i;c=i}else{Pha(e,j,i);c=f[c>>2]|0}d=a+248|0;f[(f[d>>2]|0)+44>>2]=(c-(f[e>>2]|0)>>5)+-1;c=f[g>>2]|0;if((j|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}if(!c){j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);j=f[d>>2]|0;j=j+40|0;b[j>>0]=0;u=k;return}function aYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=f[c+248>>2]|0;m=pOb(68)|0;f[m>>2]=c;i=m+4|0;f[i>>2]=0;j=m+8|0;f[j>>2]=0;k=m+12|0;Axb(k);f[k>>2]=38644;h=m+32|0;n=m+36|0;f[n>>2]=0;f[n+4>>2]=0;b[m+43>>0]=3;b[h>>0]=b[191059]|0;b[h+1>>0]=b[191060]|0;b[h+2>>0]=b[191061]|0;b[m+35>>0]=0;h=m+44|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;wxb(m+56|0);h=f[m>>2]|0;n=pOb(12)|0;M3a(n,h);f[n>>2]=38916;f[n+8>>2]=h;h=f[i>>2]|0;f[i>>2]=n;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[j>>2]|0;h=n;if(!n){h=pOb(4)|0;Pob(h,f[i>>2]|0,0);i=f[j>>2]|0;f[j>>2]=h;if(i){Qob(i);sOb(i);h=f[j>>2]|0}}b[m+64>>0]=0;f[m+28>>2]=h;f[m+24>>2]=c;f[(f[c+244>>2]|0)+16>>2]=k;i=f[l>>2]|0;f[l>>2]=m;if(!i){bYa(a,c,d,e,g);return}uxb(i+56|0);f[i+12>>2]=38644;h=i+44|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);h=i+32|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);n=i+8|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0){Qob(h);sOb(h)}n=i+4|0;h=f[n>>2]|0;f[n>>2]=0;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);sOb(i);bYa(a,c,d,e,g);return}function bYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=c+248|0;FOb((f[i>>2]|0)+4|0,e)|0;FOb((f[i>>2]|0)+16|0,d)|0;FOb((f[i>>2]|0)+28|0,g)|0;c=f[f[i>>2]>>2]|0;FOb(c+32|0,d)|0;FOb(c+44|0,g)|0;h=xxb(c+56|0,e,c+12|0)|0;b[c+64>>0]=h&1;if(h){d=0;h=0;c=0}else{d=pOb(32)|0;c=d;e=191063;g=c+16|0;do{b[c>>0]=b[e>>0]|0;c=c+1|0;e=e+1|0}while((c|0)<(g|0));b[d+16>>0]=0;h=16;c=-2147483616}g=c>>>24;if(!(((g&255)<<24>>24<0?h:g)|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0}else{i=f[i>>2]|0;g=f[i>>2]|0;f[i>>2]=0;if(g|0){uxb(g+56|0);f[g+12>>2]=38644;e=g+44|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);e=g+32|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=g+8|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0){Qob(e);sOb(e)}i=g+4|0;e=f[i>>2]|0;f[i>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(g)}f[a>>2]=d;f[a+4>>2]=h;f[a+8>>2]=c;d=0;c=0}if((c>>>24&255)<<24>>24>=0)return;sOb(d);return}function cYa(a){a=a|0;F1a(a);sOb(a);return}function dYa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[(f[(f[a+8>>2]|0)+248>>2]|0)+40>>0]=1;return n2a(a,c,d,e,g)|0}function eYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39116;b=f[a+232>>2]|0;if(b|0)QNa(b);e=a+244|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);e=a+240|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0){x8a(b);sOb(b)}b=f[a+236>>2]|0;if(b|0)iOb(b);d=a+212|0;b=f[d>>2]|0;if(b|0){e=a+216|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+200|0;b=f[d>>2]|0;if(b|0){e=a+204|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+188|0;b=f[d>>2]|0;if(b|0){e=a+192|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+176|0;b=f[d>>2]|0;if(b|0){e=a+180|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+164|0;b=f[d>>2]|0;if(b|0){e=a+168|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+152|0;b=f[d>>2]|0;if(b|0){e=a+156|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+140|0;b=f[d>>2]|0;if(b|0){e=a+144|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+128|0;b=f[d>>2]|0;if(b|0){e=a+132|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+116|0;b=f[d>>2]|0;if(b|0){e=a+120|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+104|0;b=f[d>>2]|0;if(b|0){e=a+108|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+92|0;b=f[d>>2]|0;if(b|0){e=a+96|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+80|0;b=f[d>>2]|0;if(b|0){e=a+84|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+68|0;b=f[d>>2]|0;if(b|0){e=a+72|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+56|0;b=f[d>>2]|0;if(b|0){e=a+60|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+44|0;b=f[d>>2]|0;if(b|0){e=a+48|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+32|0;b=f[d>>2]|0;if(b|0){e=a+36|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}d=a+20|0;b=f[d>>2]|0;if(b|0){e=a+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}e=a+4|0;b=f[e>>2]|0;if(!b)return;d=a+8|0;c=f[d>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[d>>2]=g;c=f[c+-16>>2]|0;do if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else{if(!c)break;gh[f[(f[c>>2]|0)+20>>2]&2047](c)}while(0);c=f[d>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b);return}function fYa(a){a=a|0;yf()}function gYa(a){a=a|0;b[a+228>>0]=1;return}function hYa(a){a=a|0;return -1}function iYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;f[a>>2]=39116;e=a+4|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;b[e+12>>0]=0;dQb(a+20|0,0,204)|0;f[a+224>>2]=d;b[a+228>>0]=0;b[a+229>>0]=0;d=a+232|0;LNa(d);e=pOb(400)|0;u8a(e,d);f[a+240>>2]=e;e=f[c>>2]|0;f[c>>2]=0;f[a+244>>2]=e;yQa(f[d>>2]|0,a);return}function jYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;f[a>>2]=39116;e=a+4|0;g=d+4|0;f[e>>2]=0;i=a+8|0;f[i>>2]=0;f[a+12>>2]=0;f[e>>2]=f[g>>2];e=d+8|0;f[i>>2]=f[e>>2];i=d+12|0;f[a+12>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;b[a+16>>0]=b[d+16>>0]|0;g=a+20|0;e=d+20|0;f[g>>2]=0;i=a+24|0;f[i>>2]=0;f[a+28>>2]=0;f[g>>2]=f[e>>2];g=d+24|0;f[i>>2]=f[g>>2];i=d+28|0;f[a+28>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+32|0;g=d+32|0;f[e>>2]=0;i=a+36|0;f[i>>2]=0;f[a+40>>2]=0;f[e>>2]=f[g>>2];e=d+36|0;f[i>>2]=f[e>>2];i=d+40|0;f[a+40>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+44|0;e=d+44|0;f[g>>2]=0;i=a+48|0;f[i>>2]=0;f[a+52>>2]=0;f[g>>2]=f[e>>2];g=d+48|0;f[i>>2]=f[g>>2];i=d+52|0;f[a+52>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+56|0;g=d+56|0;f[e>>2]=0;i=a+60|0;f[i>>2]=0;f[a+64>>2]=0;f[e>>2]=f[g>>2];e=d+60|0;f[i>>2]=f[e>>2];i=d+64|0;f[a+64>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+68|0;e=d+68|0;f[g>>2]=0;i=a+72|0;f[i>>2]=0;f[a+76>>2]=0;f[g>>2]=f[e>>2];g=d+72|0;f[i>>2]=f[g>>2];i=d+76|0;f[a+76>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+80|0;g=d+80|0;f[e>>2]=0;i=a+84|0;f[i>>2]=0;f[a+88>>2]=0;f[e>>2]=f[g>>2];e=d+84|0;f[i>>2]=f[e>>2];i=d+88|0;f[a+88>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+92|0;e=d+92|0;f[g>>2]=0;i=a+96|0;f[i>>2]=0;f[a+100>>2]=0;f[g>>2]=f[e>>2];g=d+96|0;f[i>>2]=f[g>>2];i=d+100|0;f[a+100>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+104|0;g=d+104|0;f[e>>2]=0;i=a+108|0;f[i>>2]=0;f[a+112>>2]=0;f[e>>2]=f[g>>2];e=d+108|0;f[i>>2]=f[e>>2];i=d+112|0;f[a+112>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+116|0;e=d+116|0;f[g>>2]=0;i=a+120|0;f[i>>2]=0;f[a+124>>2]=0;f[g>>2]=f[e>>2];g=d+120|0;f[i>>2]=f[g>>2];i=d+124|0;f[a+124>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+128|0;g=d+128|0;f[e>>2]=0;i=a+132|0;f[i>>2]=0;f[a+136>>2]=0;f[e>>2]=f[g>>2];e=d+132|0;f[i>>2]=f[e>>2];i=d+136|0;f[a+136>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+140|0;e=d+140|0;f[g>>2]=0;i=a+144|0;f[i>>2]=0;f[a+148>>2]=0;f[g>>2]=f[e>>2];g=d+144|0;f[i>>2]=f[g>>2];i=d+148|0;f[a+148>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+152|0;g=d+152|0;f[e>>2]=0;i=a+156|0;f[i>>2]=0;f[a+160>>2]=0;f[e>>2]=f[g>>2];e=d+156|0;f[i>>2]=f[e>>2];i=d+160|0;f[a+160>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+164|0;e=d+164|0;f[g>>2]=0;i=a+168|0;f[i>>2]=0;f[a+172>>2]=0;f[g>>2]=f[e>>2];g=d+168|0;f[i>>2]=f[g>>2];i=d+172|0;f[a+172>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+176|0;g=d+176|0;f[e>>2]=0;i=a+180|0;f[i>>2]=0;f[a+184>>2]=0;f[e>>2]=f[g>>2];e=d+180|0;f[i>>2]=f[e>>2];i=d+184|0;f[a+184>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+188|0;e=d+188|0;f[g>>2]=0;i=a+192|0;f[i>>2]=0;f[a+196>>2]=0;f[g>>2]=f[e>>2];g=d+192|0;f[i>>2]=f[g>>2];i=d+196|0;f[a+196>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;e=a+200|0;g=d+200|0;f[e>>2]=0;i=a+204|0;f[i>>2]=0;f[a+208>>2]=0;f[e>>2]=f[g>>2];e=d+204|0;f[i>>2]=f[e>>2];i=d+208|0;f[a+208>>2]=f[i>>2];f[i>>2]=0;f[e>>2]=0;f[g>>2]=0;g=a+212|0;e=d+212|0;f[g>>2]=0;i=a+216|0;f[i>>2]=0;f[a+220>>2]=0;f[g>>2]=f[e>>2];g=d+216|0;f[i>>2]=f[g>>2];i=d+220|0;f[a+220>>2]=f[i>>2];f[i>>2]=0;f[g>>2]=0;f[e>>2]=0;f[a+224>>2]=f[d+224>>2];b[a+228>>0]=b[d+228>>0]|0;b[a+229>>0]=0;e=a+232|0;g=d+232|0;f[e>>2]=f[g>>2];i=d+236|0;h=f[i>>2]|0;f[a+236>>2]=h;if(h|0)gOb(h);j=d+240|0;h=f[j>>2]|0;f[j>>2]=0;f[a+240>>2]=h;h=a+244|0;j=f[c>>2]|0;f[c>>2]=0;f[h>>2]=j;yQa(f[e>>2]|0,a);cZa(f[h>>2]|0,f[d+244>>2]|0);f[g>>2]=0;a=f[i>>2]|0;f[i>>2]=0;if(!a)return;iOb(a);return}function kYa(a){a=a|0;if(b[a+228>>0]|0){a=0;return a|0}M_a(f[a+244>>2]|0);a=1;return a|0}function lYa(a){a=a|0;b[a+228>>0]=0;if(!(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0))return;bh[f[a+224>>2]&63]();return}function mYa(a){a=a|0;dZa(f[a+244>>2]|0);return}function nYa(a){a=a|0;return eZa(f[a+244>>2]|0)|0}function oYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a+244>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];N_a(a,d);u=c;return}function pYa(a){a=a|0;var b=0;f[a>>2]=39160;b=a+4|0;zYa(f[b>>2]|0,a);a=f[b>>2]|0;if(!a)return;_Ya(a);sOb(a);return}function qYa(a){a=a|0;yf()}function rYa(a){a=a|0;zYa(f[a+4>>2]|0,a);return}function sYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;h=i;e=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;g=f[c>>2]|0;c=f[e+4>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[e>>2]|0)+((d&g)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}else{if(g>>>0<c>>>0)c=g;else c=(g>>>0)%(c>>>0)|0;c=f[(f[e>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((g|0)!=(f[c+4>>2]|0))continue;if((f[c+8>>2]|0)==(g|0))break}}f[h>>2]=f[(f[c+12>>2]|0)+8>>2];h=xYa((f[a+4>>2]|0)+776|0,h)|0;b[h>>0]=1;u=i;return}function tYa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+136|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+140>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+144|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+148|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=vYa(l,c+4|0)|0;b[q>>0]=d;return}function uYa(a,b){a=a|0;b=b|0;return 0.0}function vYa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)wYa(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)wYa(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function wYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{d=j+-1|0;c=(d&j|0)==0;if(c)h=d&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&d|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(156)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;n[h+32>>2]=1.0;l=h+36|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+52>>2]=1.0;l=h+56|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+72>>2]=1.0;l=h+76|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+92>>2]=1.0;l=h+96|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+112>>2]=1.0;l=h+116|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+132>>2]=1.0;l=h+136|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+152>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;e=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;g=+n[c>>2];do if(i|g*+(j>>>0)<e){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(e/g))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;d=j}else if(!(b+-1&b))d=j;else{b=hDb(b)|0;d=f[k>>2]|0}if(b>>>0>d>>>0)yYa(a,b);else if(b>>>0<d>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<d>>>0)yYa(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&m;break}if(b>>>0>m>>>0){d=b;b=m}else{d=b;b=(m>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function yYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zYa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;AYa(a,c,a+816|0);f[a+476>>2]=0;b[a+480>>0]=0;n[a+484>>2]=1.0;b[a+488>>0]=0;b[a+489>>0]=0;b[a+490>>0]=0;h=f[a+504>>2]|0;i=a+508|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-20|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-16|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=f[a+492>>2]|0;i=a+496|0;d=f[i>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(h|0));h=a+528|0;if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){g=a+516|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}b[a+536>>0]=0;h=a+552|0;if(f[h>>2]|0){e=a+548|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+544>>2]|0;if(e|0){g=a+540|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+572|0;if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){g=a+560|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+592|0;if(f[h>>2]|0){e=a+588|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){g=a+580|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}d=f[a+600>>2]|0;e=a+604|0;g=f[e>>2]|0;if((g|0)!=(d|0))f[e>>2]=g+(~((g+-8-d|0)>>>3)<<3);h=a+636|0;if(f[h>>2]|0){e=a+632|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+628>>2]|0;if(e|0){g=a+624|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+656|0;if(f[h>>2]|0){e=a+652|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+648>>2]|0;if(e|0){g=a+644|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+676|0;if(f[h>>2]|0){e=a+672|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+668>>2]|0;if(e|0){g=a+664|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+696|0;if(f[h>>2]|0){e=a+692|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+688>>2]|0;if(e|0){g=a+684|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+716|0;if(f[h>>2]|0){e=a+712|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+708>>2]|0;if(e|0){g=a+704|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+736|0;if(f[h>>2]|0){e=a+732|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+728>>2]|0;if(e|0){g=a+724|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}h=a+756|0;if(f[h>>2]|0){e=a+752|0;d=f[e>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);f[e>>2]=0;e=f[a+748>>2]|0;if(e|0){g=a+744|0;d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}e=a+764|0;d=f[e>>2]|0;if(d|0){oh[f[(f[d>>2]|0)+16>>2]&1023](d,1);d=f[e>>2]|0;f[e>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}c=c+4|0;d=f[(f[c>>2]|0)+768>>2]|0;if(!d){u=k;return}e=f[(f[d>>2]|0)+12>>2]|0;g=pOb(32)|0;f[j>>2]=g;f[j+8>>2]=-2147483616;f[j+4>>2]=20;h=g;i=191136;a=h+20|0;do{b[h>>0]=b[i>>0]|0;h=h+1|0;i=i+1|0}while((h|0)<(a|0));b[g+20>>0]=0;oh[e&1023](d,j);if((b[j+11>>0]|0)<0)sOb(f[j>>2]|0);j=(f[c>>2]|0)+768|0;d=f[j>>2]|0;f[j>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);j=(f[c>>2]|0)+772|0;d=f[j>>2]|0;f[j>>2]=0;if(!d){u=k;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);u=k;return}function AYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+1600|0;k=0;if(!(f[a+12>>2]|0)){if((f[a+20>>2]|0)!=(f[a+24>>2]|0))k=3}else k=3;if((k|0)==3){d=f[a+8>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,10);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+20>>2]|0;e=f[a+24>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));CYa(a)}if(!(f[a+44>>2]|0)){if((f[a+52>>2]|0)!=(f[a+56>>2]|0))k=16}else k=16;if((k|0)==16){d=f[a+40>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,8);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+52>>2]|0;e=f[a+56>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));DYa(a+32|0)}EYa(b,a+64|0);EYa(b,a+96|0);if(!(f[a+140>>2]|0)){if((f[a+148>>2]|0)!=(f[a+152>>2]|0))k=29}else k=29;if((k|0)==29){d=f[a+136>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,3);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+148>>2]|0;e=f[a+152>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));FYa(a+128|0)}if(!(f[a+172>>2]|0)){if((f[a+180>>2]|0)!=(f[a+184>>2]|0))k=42}else k=42;if((k|0)==42){d=f[a+168>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,4);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+180>>2]|0;e=f[a+184>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));GYa(a+160|0)}if(!(f[a+204>>2]|0)){if((f[a+212>>2]|0)!=(f[a+216>>2]|0))k=55}else k=55;if((k|0)==55){d=f[a+200>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,7);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}i=f[e+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+212>>2]|0;e=f[a+216>>2]|0;if((d|0)!=(e|0))do{j=f[d+24>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,1);d=d+28|0}while((d|0)!=(e|0));KYa(a+192|0)}if(!(f[a+236>>2]|0)){if((f[a+244>>2]|0)!=(f[a+248>>2]|0))k=68}else k=68;if((k|0)==68){d=f[a+232>>2]|0;if(d|0)do{j=d;e=f[j+12>>2]|0;j=f[j+16>>2]|0;if((e|0)!=(j|0))do{h=f[e>>2]|0;i=f[e+4>>2]|0;if(i|0){g=h;do{if(f[g>>2]|0)BYa(b,g,1);g=g+8|0}while((g|0)!=(h+(i<<3)|0|0))}k=f[e+24>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,1);e=e+28|0}while((e|0)!=(j|0));d=f[d>>2]|0}while((d|0)!=0);d=f[a+244>>2]|0;e=f[a+248>>2]|0;if((d|0)!=(e|0))do{b=f[d+24>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=d+28|0}while((d|0)!=(e|0));LYa(a+224|0)}d=f[(a+284|0)>>2]|0;if(d|0)do{b=f[d+12>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,1);d=f[d>>2]|0}while((d|0)!=0);if(f[(a+288|0)>>2]|0){d=f[(a+284|0)>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[(e+12|0)>>2]|0;f[(e+12|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);f[(a+284|0)>>2]=0;e=f[a+280>>2]|0;if(e|0){d=0;do{f[(f[(a+276|0)>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[(a+288|0)>>2]=0}b=f[(a+264|0)>>2]|0;f[l+16>>2]=a;f[l+32>>2]=c;f[l+712>>2]=b;f[l+1536>>2]=0;f[l+1540>>2]=0;IYa(l);G=f[l+1536>>2]|0;D=f[l+1540>>2]|0;H=+n[l+1540>>2];f[l+1536>>2]=0;f[l+1540>>2]=0;if((G|0)==5){u=l;return}u=l}function BYa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+1392|0;l=0;a=f[a+4>>2]|0;e=f[b>>2]|0;i=f[a+780>>2]|0;if(!i){u=q;return}if(!((i+-1|0)&i))g=(i+-1|0)&e;else if(i>>>0>e>>>0)g=e;else g=(e>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}a:do if(!((i+-1|0)&i)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(e|0)|(d&(i+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(e|0))if((f[a+8>>2]|0)==(e|0)){p=a;break a}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(e|0)){if((f[a+8>>2]|0)==(e|0)){p=a;break a}}else{if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if((h[p+12>>0]|0)>1){u=q;return}k=f[b+4>>2]|0;d=1;a=c|0;if(d)switch(a|0){case 5:{i=p+56|0;e=f[p+60>>2]|0;if(!e){u=q;return}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(e>>>0>k>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;a=f[(f[i>>2]|0)+(g<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}b:do if(!((e+-1|0)&e)){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){j=a;break b}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){j=a;break b}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);XYa(i,j)|0;u=q;return}default:d=1}if(d)switch(a|0){case 3:{j=p+76|0;b=f[p+80>>2]|0;if(!b){u=q;return}c=((b+-1|0)&b|0)==0;if(c)e=(b+-1|0)&k;else if(b>>>0>k>>>0)e=k;else e=(k>>>0)%(b>>>0)|0;g=f[j>>2]|0;a=f[g+(e<<2)>>2]|0;if(!a){u=q;return}a=f[a>>2]|0;if(!a){u=q;return}c:do if(c){while(1){d=f[a+4>>2]|0;if(!((d|0)==(k|0)|(d&(b+-1|0)|0)==(e|0))){l=262;break}if((d|0)==(k|0))if((f[a+8>>2]|0)==(k|0)){o=a;break c}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}else{while(1){d=f[a+4>>2]|0;if((d|0)==(k|0)){if((f[a+8>>2]|0)==(k|0)){o=a;break c}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(e|0)){l=262;break}}a=f[a>>2]|0;if(!a){l=262;break}}if((l|0)==262){u=q;return}}while(0);if(c)i=(b+-1|0)&k;else if(b>>>0>k>>>0)i=k;else i=(k>>>0)%(b>>>0)|0;d=g+(i<<2)|0;e=f[d>>2]|0;while(1){a=f[e>>2]|0;if((a|0)==(o|0))break;else e=a}if((e|0)==(p+84|0))l=71;else{a=f[e+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0))m=o;else l=71}do if((l|0)==71){a=f[o>>2]|0;if(a|0){a=f[a+4>>2]|0;if(c)a=a&(b+-1|0);else if(a>>>0>=b>>>0)a=(a>>>0)%(b>>>0)|0;if((a|0)==(i|0)){m=o;break}}f[d>>2]=0;m=o}while(0);a=f[m>>2]|0;if(a){d=f[a+4>>2]|0;if(c)d=d&(b+-1|0);else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[j>>2]|0)+(d<<2)>>2]=e;a=f[o>>2]|0}}f[e>>2]=a;f[m>>2]=0;p=p+88|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(o);u=q;return}default:d=1}f[q+304>>2]=p;f[q+1160>>2]=k;f[q+1304>>2]=l;f[q+1312>>2]=d;f[q+1320>>2]=a;f[q+1328>>2]=0;f[q+1332>>2]=0;JYa(q);G=f[q+1328>>2]|0;D=f[q+1332>>2]|0;H=+n[q+1332>>2];f[q+1328>>2]=0;f[q+1332>>2]=0;if((G|0)==5){u=q;return}u=q}function CYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;WYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function DYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;VYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function EYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;if(!(f[b+12>>2]|0))if((f[b+20>>2]|0)==(f[b+24>>2]|0))return;c=f[b+8>>2]|0;if(c|0)do{h=c;d=f[h+12>>2]|0;h=f[h+16>>2]|0;if((d|0)!=(h|0))do{e=f[d>>2]|0;i=f[d+4>>2]|0;g=e+(i<<3)|0;if(i|0)do{if(f[e>>2]|0)BYa(a,e,5);e=e+8|0}while((e|0)!=(g|0));i=f[d+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);d=d+28|0}while((d|0)!=(h|0));c=f[c>>2]|0}while((c|0)!=0);c=f[b+20>>2]|0;d=f[b+24>>2]|0;if((c|0)!=(d|0))do{i=f[c+24>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](i,1);c=c+28|0}while((c|0)!=(d|0));TYa(b);return}function FYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;SYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function GYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;RYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function HYa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;G=f[a+288>>2]|0;l=f[a+296>>2]|0;w=+n[a+304>>2];e=f[a+552>>2]|0;D=f[a+592>>2]|0;m=f[a+1288>>2]|0;F=f[a+1480>>2]|0;g=f[a+1672>>2]|0;H=f[a+1920>>2]|0;a:{if(H){H=0;if(1){KUa(a+208|0,G,0);h=f[(a+208|0)>>2]|0;f[(a+208|0)>>2]=f[(a+144|0)>>2];f[(a+144|0)>>2]=h;h=f[((a+208|0)+4|0)>>2]|0;f[((a+208|0)+4|0)>>2]=f[((a+144|0)+4|0)>>2];f[((a+144|0)+4|0)>>2]=h;h=f[((a+208|0)+8|0)>>2]|0;f[((a+208|0)+8|0)>>2]=f[((a+144|0)+8|0)>>2];f[((a+144|0)+8|0)>>2]=h;h=f[((a+208|0)+12|0)>>2]|0;f[((a+208|0)+12|0)>>2]=f[((a+144|0)+12|0)>>2];f[((a+144|0)+12|0)>>2]=h;h=f[((a+208|0)+16|0)>>2]|0;f[((a+208|0)+16|0)>>2]=f[((a+144|0)+16|0)>>2];f[((a+144|0)+16|0)>>2]=h;h=f[((a+208|0)+20|0)>>2]|0;f[((a+208|0)+20|0)>>2]=f[((a+144|0)+20|0)>>2];f[((a+144|0)+20|0)>>2]=h;h=f[((a+208|0)+24|0)>>2]|0;f[((a+208|0)+24|0)>>2]=f[((a+144|0)+24|0)>>2];f[((a+144|0)+24|0)>>2]=h;h=f[((a+208|0)+28|0)>>2]|0;f[((a+208|0)+28|0)>>2]=f[((a+144|0)+28|0)>>2];f[((a+144|0)+28|0)>>2]=h;h=f[((a+208|0)+32|0)>>2]|0;f[((a+208|0)+32|0)>>2]=f[((a+144|0)+32|0)>>2];f[((a+144|0)+32|0)>>2]=h;h=f[((a+208|0)+36|0)>>2]|0;f[((a+208|0)+36|0)>>2]=f[((a+144|0)+36|0)>>2];f[((a+144|0)+36|0)>>2]=h;h=f[((a+208|0)+40|0)>>2]|0;f[((a+208|0)+40|0)>>2]=f[((a+144|0)+40|0)>>2];f[((a+144|0)+40|0)>>2]=h;h=f[((a+208|0)+44|0)>>2]|0;f[((a+208|0)+44|0)>>2]=f[((a+144|0)+44|0)>>2];f[((a+144|0)+44|0)>>2]=h;h=f[((a+208|0)+48|0)>>2]|0;f[((a+208|0)+48|0)>>2]=f[((a+144|0)+48|0)>>2];f[((a+144|0)+48|0)>>2]=h;h=f[((a+208|0)+52|0)>>2]|0;f[((a+208|0)+52|0)>>2]=f[((a+144|0)+52|0)>>2];f[((a+144|0)+52|0)>>2]=h;h=f[((a+208|0)+56|0)>>2]|0;f[((a+208|0)+56|0)>>2]=f[((a+144|0)+56|0)>>2];f[((a+144|0)+56|0)>>2]=h;f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=g;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2];h=f[e>>2]|0;i=f[G+356>>2]|0;b:do if(!i)j=1.0;else{if(!((i+-1|0)&i))k=(i+-1|0)&h;else if(h>>>0<i>>>0)k=h;else k=(h>>>0)%(i>>>0)|0;e=f[(f[G+352>>2]|0)+(k<<2)>>2]|0;if(!e)j=1.0;else{e=f[e>>2]|0;if(!e)j=1.0;else{c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((h|0)==(g|0)|(g&(i+-1|0)|0)==(k|0))){j=1.0;break b}if((h|0)==(g|0))if((f[e+8>>2]|0)==(h|0))break c;e=f[e>>2]|0;if(!e){j=1.0;break b}}else while(1){g=f[e+4>>2]|0;if((h|0)==(g|0)){if((f[e+8>>2]|0)==(h|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){j=1.0;break b}}e=f[e>>2]|0;if(!e){j=1.0;break b}}while(0);j=+p[e+16>>3];if(j==0.0)j=+p[G+184>>3]}}}while(0);e=w==0.0|j==0.0;j=w/j;if((e?1.0:j)!=1.0){w=e?1.0:j;f[(a+4|0)>>2]=0;f[(a+4|0)+4>>2]=0;f[(a+4|0)+8>>2]=0;f[(a+4|0)+12>>2]=0;f[(a+24|0)>>2]=0;f[(a+24|0)+4>>2]=0;f[(a+24|0)+8>>2]=0;f[(a+24|0)+12>>2]=0;f[(a+44|0)>>2]=0;f[(a+44|0)+4>>2]=0;f[(a+44|0)+8>>2]=0;f[(a+44|0)+12>>2]=0;n[a>>2]=w;n[a+20>>2]=w;n[a+40>>2]=w;n[a+60>>2]=1.0;f[(a+64|0)>>2]=a+144|0;f[(a+64|0)+4>>2]=a;gma(a+208|0,a+64|0)|0;f[(a+144|0)>>2]=f[(a+208|0)>>2];f[((a+144|0)+4|0)>>2]=f[(a+208|0)+4>>2];f[((a+144|0)+8|0)>>2]=f[(a+208|0)+8>>2];f[((a+144|0)+12|0)>>2]=f[(a+208|0)+12>>2];f[((a+144|0)+16|0)>>2]=f[(a+208|0)+16>>2];f[((a+144|0)+20|0)>>2]=f[(a+208|0)+20>>2];f[((a+144|0)+24|0)>>2]=f[(a+208|0)+24>>2];f[((a+144|0)+28|0)>>2]=f[(a+208|0)+28>>2];f[((a+144|0)+32|0)>>2]=f[(a+208|0)+32>>2];f[((a+144|0)+36|0)>>2]=f[(a+208|0)+36>>2];f[((a+144|0)+40|0)>>2]=f[(a+208|0)+40>>2];f[((a+144|0)+44|0)>>2]=f[(a+208|0)+44>>2];f[((a+144|0)+48|0)>>2]=f[(a+208|0)+48>>2];f[((a+144|0)+52|0)>>2]=f[(a+208|0)+52>>2];f[((a+144|0)+56|0)>>2]=f[(a+208|0)+56>>2];f[((a+144|0)+60|0)>>2]=f[(a+208|0)+60>>2]}}else H=1}IIa(a+208|0,a+144|0);i=f[G+172>>2]|0;x=f[l>>2]|0;e=f[m>>2]|0;g=b[G+192>>0]|0;h=f[(F+12|0)>>2]|0;if(!h)w2a(F,i,x,e,a+208|0,g);else Th[f[(f[h>>2]|0)+180>>2]&127](h,i,x,e,a+208|0,g);y=D+20|0;e=f[y>>2]|0;z=D+24|0;v=f[z>>2]|0;if((e|0)!=(v|0))do{g=f[e>>2]|0;h=f[e+4>>2]|0;i=f[e+8>>2]|0;k=f[e+12>>2]|0;l=f[e+16>>2]|0;m=f[e+20>>2]|0;o=f[e+24>>2]|0;q=f[e+28>>2]|0;r=f[e+32>>2]|0;s=f[e+36>>2]|0;t=f[(F+12|0)>>2]|0;if(!t)g2a(F,x,g,h,i,k,l,m,o,q,r,s);else ai[f[(f[t>>2]|0)+116>>2]&7](t,x,g,h,i,k,l,m,o,q,r,s);e=e+40|0}while((e|0)!=(v|0));k=f[D>>2]|0;m=f[(G+376|0)>>2]|0;e=f[D+4>>2]|0;o=((m+-1|0)&m|0)==0;if(o)e=(m+-1|0)&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(G+372|0)>>2]|0)+(e<<2)|0;l=f[i>>2]|0;while(1){g=f[l>>2]|0;if((g|0)==(D|0))break;else l=g}if((l|0)==(G+380|0))v=63;else{g=f[l+4>>2]|0;if(o)g=g&(m+-1|0);else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){A=k;v=71}else v=63}do if((v|0)==63){if(k|0){g=f[k+4>>2]|0;if(o)h=g&(m+-1|0);else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){c=g;C=k;v=73;break}}f[i>>2]=0;A=f[D>>2]|0;v=71}while(0);if((v|0)==71){g=A;if(!A)B=g;else{c=f[A+4>>2]|0;C=g;v=73}}if((v|0)==73){if(o)c=c&(m+-1|0);else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))B=C;else{f[(f[(G+372|0)>>2]|0)+(c<<2)>>2]=l;B=f[D>>2]|0}}f[l>>2]=B;f[D>>2]=0;f[(G+384|0)>>2]=(f[(G+384|0)>>2]|0)+-1;c=f[y>>2]|0;if(c|0){e=f[z>>2]|0;if((e|0)!=(c|0))f[z>>2]=e+(~(((e+-40-c|0)>>>0)/40|0)*40|0);sOb(c)}sOb(D);e=f[G+264>>2]|0;c=f[(G+268|0)>>2]|0;if((e|0)!=(c|0)){d:while(1){r=f[e>>2]|0;m=f[e+4>>2]|0;if((r|0)==(m|0)){E=r;v=110;break}o=f[(G+376|0)>>2]|0;if(!o){E=m;v=110;break}q=f[(G+372|0)>>2]|0;e:do if(!((o+-1|0)&o)){k=r;while(1){i=f[k>>2]|0;g=f[q+((i&(o+-1|0))<<2)>>2]|0;f:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if(!((h|0)==(i|0)|(h&(o+-1|0)|0)==(i&(o+-1|0)|0)))break f;if((h|0)==(i|0))if((f[g+8>>2]|0)==(i|0))break e;g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}else{k=r;while(1){i=f[k>>2]|0;if(o>>>0>i>>>0)l=i;else l=(i>>>0)%(o>>>0)|0;g=f[q+(l<<2)>>2]|0;g:do if(g|0){g=f[g>>2]|0;if(!g)break;do{h=f[g+4>>2]|0;if((h|0)==(i|0)){if((f[g+8>>2]|0)==(i|0))break e}else{if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(l|0))break g}g=f[g>>2]|0}while((g|0)!=0)}while(0);k=k+4|0;if((k|0)==(m|0)){E=m;v=110;break d}}}while(0);g=e+20|0;if((g|0)==(c|0)){d=c;break}else e=g}h:do if((v|0)==110){i=f[e+12>>2]|0;d=E-r>>2;g=f[e+16>>2]|0;h=f[(F+12|0)>>2]|0;if(!h)X1a(F,i,d,r,g);else Lh[f[(f[h>>2]|0)+72>>2]&255](h,i,d,r,g);d=e;if((e|0)!=(c|0)){g=e+20|0;if((g|0)!=(c|0))while(1){t=g;i:while(1){s=f[t>>2]|0;r=e+24|0;g=f[r>>2]|0;j:do if((s|0)==(g|0))g=s;else{o=f[(G+376|0)>>2]|0;if(!o)break;q=f[(G+372|0)>>2]|0;if(!((o+-1|0)&o)){l=s;while(1){k=f[l>>2]|0;h=f[q+((k&(o+-1|0))<<2)>>2]|0;k:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if(!((i|0)==(k|0)|(i&(o+-1|0)|0)==(k&(o+-1|0)|0)))break k;if((i|0)==(k|0))if((f[h+8>>2]|0)==(k|0))break i;h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0;if((l|0)==(g|0))break j}}else l=s;do{k=f[l>>2]|0;if(o>>>0>k>>>0)m=k;else m=(k>>>0)%(o>>>0)|0;h=f[q+(m<<2)>>2]|0;l:do if(h|0){h=f[h>>2]|0;if(!h)break;do{i=f[h+4>>2]|0;if((i|0)==(k|0)){if((f[h+8>>2]|0)==(k|0))break i}else{if(i>>>0>=o>>>0)i=(i>>>0)%(o>>>0)|0;if((i|0)!=(m|0))break l}h=f[h>>2]|0}while((h|0)!=0)}while(0);l=l+4|0}while((l|0)!=(g|0))}while(0);i=f[e+32>>2]|0;h=g-s>>2;e=f[e+36>>2]|0;g=f[(F+12|0)>>2]|0;if(!g)X1a(F,i,h,s,e);else Lh[f[(f[g>>2]|0)+72>>2]&255](g,i,h,s,e);e=t+20|0;if((e|0)==(c|0))break h;else{E=t;t=e;e=E}}k=d;h=f[k>>2]|0;if(!h){i=k+8|0;h=s}else{g=f[(k+4|0)>>2]|0;if((g|0)!=(h|0))f[(k+4|0)>>2]=g+(~((g+-4-h|0)>>>2)<<2);sOb(h);f[(k+8|0)>>2]=0;f[(k+4|0)>>2]=0;f[k>>2]=0;i=k+8|0;h=f[t>>2]|0;g=f[r>>2]|0}f[d>>2]=h;f[(k+4|0)>>2]=g;E=e+28|0;f[i>>2]=f[E>>2];f[E>>2]=0;f[r>>2]=0;f[t>>2]=0;E=e+32|0;g=f[E+4>>2]|0;f[(k+12|0)>>2]=f[E>>2];f[(k+12|0)+4>>2]=g;g=t+20|0;if((g|0)==(c|0)){d=k+20|0;break}else{d=k+20|0;e=t}}}}while(0);if((c|0)!=(d|0)){i=f[(G+268|0)>>2]|0;if((i|0)!=(c|0)){do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];D=c+4|0;f[h>>2]=f[D>>2];E=c+8|0;f[e>>2]=f[E>>2];f[E>>2]=0;f[D>>2]=0;f[c>>2]=0;D=c+12|0;E=f[D+4>>2]|0;F=d+12|0;f[F>>2]=f[D>>2];f[F+4>>2]=E;c=c+20|0;d=d+20|0}while((c|0)!=(i|0));c=f[(G+268|0)>>2]|0}if((c|0)!=(d|0))do{e=c+-20|0;f[(G+268|0)>>2]=e;g=f[e>>2]|0;if(!g)c=e;else{c=c+-16|0;e=f[c>>2]|0;if((e|0)!=(g|0))f[c>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g);c=f[(G+268|0)>>2]|0}}while((c|0)!=(d|0))}}c=f[(a+208|0)+4>>2]|0;if(c|0)iOb(c);u=a;f[a+1928>>2]=5;break a}f[a+1912>>2]=v;f[a+1920>>2]=H}function IYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;h=f[a+16>>2]|0;i=f[a+32>>2]|0;b=f[a+712>>2]|0;a:{if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+268|0)>>2]|0){b=f[(h+264|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+264|0)>>2]=0;c=f[h+260>>2]|0;if(c|0){b=0;do{f[(f[(h+256|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+268|0)>>2]=0}b=f[(h+304|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+308|0)>>2]|0){b=f[(h+304|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);f[(h+304|0)>>2]=0;c=f[h+300>>2]|0;if(c|0){b=0;do{f[(f[(h+296|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+308|0)>>2]=0}b=f[(h+324|0)>>2]|0;if(b|0)do{g=f[b+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+328|0)>>2]|0){MYa(f[(h+324|0)>>2]|0);f[(h+324|0)>>2]=0;c=f[h+320>>2]|0;if(c|0){b=0;do{f[(f[(h+316|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+328|0)>>2]=0}b=f[(h+344|0)>>2]|0;if(b|0)do{d=b;c=f[d+20>>2]|0;d=f[d+24>>2]|0;if((c|0)!=(d|0))do{g=f[c>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=c+4|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);if(f[(h+348|0)>>2]|0){b=f[(h+344|0)>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);f[(h+344|0)>>2]=0;c=f[h+340>>2]|0;if(c|0){b=0;do{f[(f[(h+336|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+348|0)>>2]=0}b=f[(h+364|0)>>2]|0;if(b|0)do{c=f[b+20>>2]|0;if(c|0)do{g=f[c+12>>2]|0;oh[f[(f[g>>2]|0)+16>>2]&1023](g,1);c=f[c>>2]|0}while((c|0)!=0);b=f[b>>2]|0}while((b|0)!=0);if(f[(h+368|0)>>2]|0){b=f[(h+364|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);f[(h+364|0)>>2]=0;c=f[h+360>>2]|0;if(c|0){b=0;do{f[(f[(h+356|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+368|0)>>2]=0}b=f[h+376>>2]|0;c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);if(f[(h+400|0)>>2]|0){b=f[(h+396|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);f[(h+396|0)>>2]=0;c=f[h+392>>2]|0;if(c|0){b=0;do{f[(f[(h+388|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+400|0)>>2]=0}if(f[(h+420|0)>>2]|0){b=f[(h+416|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+416|0)>>2]=0;c=f[h+412>>2]|0;if(c|0){b=0;do{f[(f[(h+408|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+420|0)>>2]=0}if(!(f[(h+456|0)>>2]|0)){g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}b=f[(h+452|0)>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);f[(h+452|0)>>2]=0;c=f[h+448>>2]|0;if(c|0){b=0;do{f[(f[(h+444|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(h+456|0)>>2]=0;g=h+464|0;c=h+468|0;e=f[c>>2]|0;NYa(g,e);e=h+472|0;f[e>>2]=0;f[g>>2]=c;f[c>>2]=0;c=h+428|0;g=h+432|0;e=f[g>>2]|0;OYa(c,e);e=h+436|0;f[e>>2]=0;f[c>>2]=g;f[g>>2]=0;g=f[i>>2]|0;c=g+1|0;e=i+4|0;d=f[e>>2]|0;d=d+-1|0;f[e>>2]=d;e=i+8|0;f[e>>2]=c;e=i+12|0;f[e>>2]=d;g=g+2|0;f[i>>2]=g;i=h+440|0;f[i>>2]=g;f[a+1536>>2]=5;break a}}function JYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;r=f[a+304>>2]|0;q=f[a+1160>>2]|0;s=f[a+1304>>2]|0;t=f[a+1312>>2]|0;b=f[a+1320>>2]|0;a:{if(t){t=0;switch(b|0){case 4:{j=r+96|0;h=f[r+100>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}b:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){n=b;break b}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){n=b;break b}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(n|0))break;else d=b}if((d|0)==(r+104|0))s=117;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))k=n;else s=117}do if((s|0)==117){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){k=n;break}}f[c>>2]=0;k=n}while(0);b=f[k>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[n>>2]|0}}f[d>>2]=b;f[k>>2]=0;r=r+108|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(n);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 1:{j=r+136|0;h=f[r+140>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}c:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){p=b;break c}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){p=b;break c}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(p|0))break;else d=b}if((d|0)==(r+144|0))s=163;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))l=p;else s=163}do if((s|0)==163){b=f[p>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){l=p;break}}f[c>>2]=0;l=p}while(0);b=f[l>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[p>>2]|0}}f[d>>2]=b;f[l>>2]=0;r=r+148|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(p);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 7:{j=r+116|0;h=f[r+120>>2]|0;if(!h){f[a+1328>>2]=5;break a}i=((h+-1|0)&h|0)==0;if(i)d=(h+-1|0)&q;else if(h>>>0>q>>>0)d=q;else d=(q>>>0)%(h>>>0)|0;e=f[j>>2]|0;b=f[e+(d<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}d:do if(i){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(h+-1|0)|0)==(d|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){o=b;break d}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){o=b;break d}}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(d|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);if(i)g=(h+-1|0)&q;else if(h>>>0>q>>>0)g=q;else g=(q>>>0)%(h>>>0)|0;c=e+(g<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(o|0))break;else d=b}if((d|0)==(r+124|0))s=209;else{b=f[d+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0))m=o;else s=209}do if((s|0)==209){b=f[o>>2]|0;if(b|0){b=f[b+4>>2]|0;if(i)b=b&(h+-1|0);else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){m=o;break}}f[c>>2]=0;m=o}while(0);b=f[m>>2]|0;if(b){c=f[b+4>>2]|0;if(i)c=c&(h+-1|0);else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[j>>2]|0)+(c<<2)>>2]=d;b=f[o>>2]|0}}f[d>>2]=b;f[m>>2]=0;r=r+128|0;f[r>>2]=(f[r>>2]|0)+-1;sOb(o);f[a+1328>>2]=5;break a}default:t=1}}if(t){t=0;switch(b|0){case 8:{g=r+36|0;d=f[r+40>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}e:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){i=b;break e}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){i=b;break e}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);YYa(g,i)|0;f[a+1328>>2]=5;break a}case 10:{g=r+16|0;d=f[r+20>>2]|0;if(!d){f[a+1328>>2]=5;break a}if(!((d+-1|0)&d))e=(d+-1|0)&q;else if(d>>>0>q>>>0)e=q;else e=(q>>>0)%(d>>>0)|0;b=f[(f[g>>2]|0)+(e<<2)>>2]|0;if(!b){f[a+1328>>2]=5;break a}b=f[b>>2]|0;if(!b){f[a+1328>>2]=5;break a}f:do if(!((d+-1|0)&d)){while(1){c=f[b+4>>2]|0;if(!((c|0)==(q|0)|(c&(d+-1|0)|0)==(e|0))){s=262;break}if((c|0)==(q|0))if((f[b+8>>2]|0)==(q|0)){h=b;break f}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){h=b;break f}}else{if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;if((c|0)!=(e|0)){s=262;break}}b=f[b>>2]|0;if(!b){s=262;break}}if((s|0)==262){f[a+1328>>2]=5;break a}}while(0);ZYa(g,h)|0;f[a+1328>>2]=5;break a}default:{f[a+1328>>2]=5;break a}}}}f[a+1304>>2]=s;f[a+1312>>2]=t}
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g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_0a(a,b);return}function _0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $0a(a,b,c){a=a|0;b=b|0;c=c|0;xh[f[(f[a>>2]|0)+172>>2]&127](a,b,c);return}function a1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;w=a+560|0;if(!b)return;t=a+564|0;u=a+572|0;v=a+576|0;s=a+568|0;r=0;do{l=c+(r<<3)|0;j=f[l>>2]|0;a:do if(j|0){k=f[c+(r<<3)+4>>2]|0;p=k+-1640531527+(j<<6)+(j>>>2)^j;m=f[t>>2]|0;o=(m|0)==0;b:do if(o)a=0;else{i=m+-1|0;h=(i&m|0)==0;if(h)a=p&i;else if(p>>>0<m>>>0)a=p;else a=(p>>>0)%(m>>>0)|0;d=f[(f[w>>2]|0)+(a<<2)>>2]|0;if(d){d=f[d>>2]|0;if(d){if(h)while(1){h=f[d+4>>2]|0;if(!((h|0)==(p|0)|(h&i|0)==(a|0)))break b;if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0;if(!d)break b}do{h=f[d+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(a|0))break b}if((f[d+8>>2]|0)==(j|0))if((f[d+12>>2]|0)==(k|0))break a;d=f[d>>2]|0}while((d|0)!=0)}}}while(0);i=pOb(16)|0;j=l;k=f[j+4>>2]|0;l=i+8|0;f[l>>2]=f[j>>2];f[l+4>>2]=k;f[i+4>>2]=p;f[i>>2]=0;e=+(((f[u>>2]|0)+1|0)>>>0);g=+n[v>>2];do if(o|g*+(m>>>0)<e){a=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;vza(w,a>>>0<d>>>0?d:a);a=f[t>>2]|0;d=a+-1|0;if(!(d&a)){h=a;a=d&p;break}if(p>>>0<a>>>0){h=a;a=p}else{h=a;a=(p>>>0)%(a>>>0)|0}}else h=m;while(0);d=(f[w>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[s>>2];f[s>>2]=i;f[d>>2]=s;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=h+-1|0;if(!(d&h))a=a&d;else if(a>>>0>=h>>>0)a=(a>>>0)%(h>>>0)|0;a=(f[w>>2]|0)+(a<<2)|0;q=37}}else{f[i>>2]=f[a>>2];q=37}if((q|0)==37){q=0;f[a>>2]=i}f[u>>2]=(f[u>>2]|0)+1}while(0);r=r+1|0}while((r|0)!=(b|0));return}function b1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;u=a+580|0;if(!b)return;q=a+516|0;r=a+584|0;s=a+592|0;t=a+596|0;p=a+588|0;o=0;do{l=c+(o<<3)+4|0;c1a(q,l)|0;l=f[l>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[u>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(u,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[u>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[p>>2];f[p>>2]=i;f[d>>2]=p;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[u>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}o=o+1|0}while((o|0)!=(b|0));return}function c1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function d1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e1a(a,b);return}function e1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;if(Pg[f[(f[a>>2]|0)+32>>2]&1023](a)|0)return;a=f[a+4>>2]|0;v=a+516|0;if(!b)return;r=a+520|0;s=a+528|0;t=a+532|0;u=a+524|0;p=a+580|0;o=0;do{q=c+(o<<3)+4|0;l=f[q>>2]|0;j=f[r>>2]|0;k=(j|0)==0;a:do if(k){a=0;m=20}else{i=j+-1|0;e=(i&j|0)==0;if(e)a=i&l;else if(l>>>0<j>>>0)a=l;else a=(l>>>0)%(j>>>0)|0;d=f[(f[v>>2]|0)+(a<<2)>>2]|0;if(!d)m=20;else{if(e)while(1){d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if(!((e|0)==(l|0)|(e&i|0)==(a|0))){m=20;break a}if((f[d+8>>2]|0)==(l|0))break a}do{d=f[d>>2]|0;if(!d){m=20;break a}e=f[d+4>>2]|0;if((e|0)!=(l|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(a|0)){m=20;break a}}}while((f[d+8>>2]|0)!=(l|0))}}while(0);if((m|0)==20){m=0;i=pOb(12)|0;f[i+8>>2]=l;f[i+4>>2]=l;f[i>>2]=0;g=+(((f[s>>2]|0)+1|0)>>>0);h=+n[t>>2];do if(k|h*+(j>>>0)<g){a=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(g/h))>>>0;d1a(v,a>>>0<d>>>0?d:a);a=f[r>>2]|0;d=a+-1|0;if(!(d&a)){e=a;a=d&l;break}if(l>>>0<a>>>0){e=a;a=l}else{e=a;a=(l>>>0)%(a>>>0)|0}}else e=j;while(0);d=(f[v>>2]|0)+(a<<2)|0;a=f[d>>2]|0;if(!a){f[i>>2]=f[u>>2];f[u>>2]=i;f[d>>2]=u;a=f[i>>2]|0;if(a|0){a=f[a+4>>2]|0;d=e+-1|0;if(!(d&e))a=a&d;else if(a>>>0>=e>>>0)a=(a>>>0)%(e>>>0)|0;a=(f[v>>2]|0)+(a<<2)|0;m=33}}else{f[i>>2]=f[a>>2];m=33}if((m|0)==33){m=0;f[a>>2]=i}f[s>>2]=(f[s>>2]|0)+1}c1a(p,q)|0;o=o+1|0}while((o|0)!=(b|0));return}function g1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0;if(((f[a+12>>2]|0)+-1|0)>>>0<2){Gh[f[(f[a>>2]|0)+44>>2]&3](a,b,c,d,e);return}j=a+4|0;a=f[j>>2]|0;k=a+600|0;g=f[k>>2]|0;i=a+604|0;if(!g)a=a+608|0;else{h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g);a=a+608|0;f[a>>2]=0;f[i>>2]=0;f[k>>2]=0}f[k>>2]=f[b>>2];k=b+4|0;f[i>>2]=f[k>>2];i=b+8|0;f[a>>2]=f[i>>2];f[i>>2]=0;f[k>>2]=0;f[b>>2]=0;b=f[j>>2]|0;f[b+612>>2]=c;f[b+616>>2]=d;n[b+620>>2]=e;return}function h1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;p=0;t=u;u=u+3296|0;d=f[b>>2]|0;if((c|0)==17&(d|0)==0){q=f[(f[(f[a+4>>2]|0)+428>>2]|0)+16>>2]|0;f[b>>2]=q}else q=d;s=f[(a+4|0)>>2]|0;if(q>>>0<=(f[s+816>>2]|0)>>>0){if(q>>>0<=(f[s+824>>2]|0)>>>0){u=t;return}i=f[(f[a+8>>2]|0)+232>>2]|0;b=f[(s+468|0)>>2]|0;do if(!b){k=s+468|0;l=s+468|0}else{e=s+468|0;a:while(1){d=f[b+16>>2]|0;do if(d>>>0>q>>>0)p=11;else{if(d>>>0>=q>>>0){d=f[b+20>>2]|0;if((d|0)>(c|0)){p=11;break}if((d|0)>=(c|0)){p=16;break a}}j=b+4|0;d=f[j>>2]|0;if(!d){p=15;break a}else{h=j;g=d}}while(0);if((p|0)==11){p=0;d=f[b>>2]|0;if(!d){p=12;break}else{h=b;g=d}}e=h;b=g}if((p|0)==12){k=b;l=b;break}else if((p|0)==15){k=b;l=j;break}else if((p|0)==16){k=b;l=e;break}}while(0);if(!(f[l>>2]|0)){b=pOb(24)|0;f[(b+16|0)>>2]=q;f[(b+16|0)+4>>2]=c;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=k;f[l>>2]=b;d=f[f[(s+464|0)>>2]>>2]|0;if(d){f[(s+464|0)>>2]=d;b=f[l>>2]|0}r_a(f[s+468>>2]|0,b);f[(s+472|0)>>2]=(f[(s+472|0)>>2]|0)+1}fZa(s,a,i);u=t;return}if(q>>>0>=(f[s+828>>2]|0)>>>0){u=t;return}r=f[(f[a+8>>2]|0)+232>>2]|0;f[t>>2]=q;b:do{m=1;l=c|0;if(m){m=0;switch(l|0){case 14:{e=f[(s+300|0)>>2]|0;if(e|0){if(!((e+-1|0)&e))g=(e+-1|0)&q;else if(e>>>0>q>>>0)g=q;else g=(q>>>0)%(e>>>0)|0;b=f[(f[(s+296|0)>>2]|0)+(g<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){c:do if(!((e+-1|0)&e))while(1){c=f[b+4>>2]|0;d=(c|0)==(q|0);if(!(d|(c&(e+-1|0)|0)==(g|0)))break b;if(d)if((f[b+8>>2]|0)==(q|0)){j=b;break c}b=f[b>>2]|0;if(!b)break b}else while(1){d=f[b+4>>2]|0;if((d|0)==(q|0)){if((f[b+8>>2]|0)==(q|0)){j=b;break c}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0))break b}b=f[b>>2]|0;if(!b)break b}while(0);k=j+12|0;e=f[k>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,t+8|0);e=f[(s+300|0)>>2]|0;b=f[j+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&b;else if(b>>>0<e>>>0)h=b;else h=(b>>>0)%(e>>>0)|0;d=(f[(s+296|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(j|0))break;else i=b}if((i|0)==(s+304|0))p=56;else{b=f[i+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0))o=j;else p=56}do if((p|0)==56){b=f[j>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&(e+-1|0);else if(b>>>0>=e>>>0)b=(b>>>0)%(e>>>0)|0;if((b|0)==(h|0)){o=j;break}}f[d>>2]=0;o=j}while(0);b=f[o>>2]|0;if(b){d=f[b+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(s+296|0)>>2]|0)+(d<<2)>>2]=i;b=f[j>>2]|0}}f[i>>2]=b;f[o>>2]=0;f[(s+308|0)>>2]=(f[(s+308|0)>>2]|0)+-1;b=f[k>>2]|0;f[k>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(j)}}}break}default:m=1}}f[t+48>>2]=a;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3112>>2]=m;f[t+3120>>2]=l;f[t+3152>>2]=0;f[t+3156>>2]=0;_4a(t);p=f[t+3104>>2]|0;m=f[t+3112>>2]|0;G=f[t+3152>>2]|0;D=f[t+3156>>2]|0;H=+n[t+3156>>2];f[t+3152>>2]=0;f[t+3156>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break b}if(m){m=0;switch(l|0){case 11:{b=f[s+364>>2]|0;if(b|0){o=b;f[t+656>>2]=o;f[t+1200>>2]=s;f[t+1232>>2]=q;f[t+2352>>2]=r;f[t+3104>>2]=p;f[t+3144>>2]=0;f[t+3148>>2]=0;Z4a(t);G=f[t+3144>>2]|0;D=f[t+3148>>2]|0;H=+n[t+3148>>2];f[t+3144>>2]=0;f[t+3148>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 8:break b}}break}default:m=1}}if(m)switch(l|0){case 17:{g=f[(s+432|0)>>2]|0;if(g|0){e=s+432|0;d=g;d:while(1){b=d;while(1){if((f[b+16>>2]|0)>>>0<=q>>>0)break;b=f[b+4>>2]|0;if(!b)break d}d=f[b>>2]|0;if(!d){e=b;break}else e=b}if((e|0)!=(s+432|0|0))if((f[e+16>>2]|0)>>>0>=q>>>0){b=f[e+4>>2]|0;if(!b){d=e+8|0;b=f[d>>2]|0;if((f[b>>2]|0)!=(e|0))do{q=f[d>>2]|0;d=q+8|0;b=f[d>>2]|0}while((f[b>>2]|0)!=(q|0))}else while(1){d=f[b>>2]|0;if(!d)break;else b=d}if((f[(s+428|0)>>2]|0)==(e|0))f[(s+428|0)>>2]=b;f[(s+436|0)>>2]=(f[(s+436|0)>>2]|0)+-1;n_a(g,e);sOb(e);if(!(f[(s+436|0)>>2]|0)){b=f[(s+376|0)>>2]|0;d=f[s+380>>2]|0;if((b|0)==(d|0))break b;while(1){s=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=f[b>>2];f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,s,t+8|0);b=b+8|0;if((b|0)==(d|0))break b}}i=f[(f[(s+428|0)>>2]|0)+16>>2]|0;b=f[(s+376|0)>>2]|0;d=f[(s+380|0)>>2]|0;if((b|0)!=(d|0)){e=d;while(1){d=f[b>>2]|0;if(i>>>0<d>>>0){h=f[b+4>>2]|0;q=f[(a+4|0)>>2]|0;f[(t+4|0)>>2]=d;f[(t+8|0)>>2]=f[(t+4|0)>>2];K0a(q,r,h,t+8|0);h=b+8|0;d=f[(s+380|0)>>2]|0;if((h|0)==(d|0))e=d+-8|0;else{e=h;g=b;while(1){f[g>>2]=f[e>>2];f[g+4>>2]=f[e+4>>2];e=e+8|0;if((e|0)==(d|0))break;else g=g+8|0}b=b+((((d+-8|0)-h|0)>>>3)+1<<3)|0;e=d+-8|0}e=d+(~((e-b|0)>>>3)<<3)|0;if((d|0)==(b|0))b=h;else{f[(s+380|0)>>2]=e;b=h;d=e}}else{b=b+8|0;d=e}if((b|0)==(d|0))break;else e=d}}}}break}default:{}}}while(0);u=t;return}function i1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(36)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[l+16>>2]=0;f[l+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;k1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function j1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){a=0;return a|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){a=0;return a|0}b=f[b>>2]|0;if(!b){a=0;return a|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=48;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=48;break}}b=f[b>>2]|0;if(!b){b=0;h=48;break}}if((h|0)==48)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}sOb(m);n=1;return n|0}function k1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){l1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;l1a(a,b);return}function l1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function m1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;k=m+4|0;l=m;switch(d|0){case 1:{xh[f[(f[a>>2]|0)+16>>2]&127](a,c,e);u=m;return}case 3:{n1a(a,c,e);u=m;return}case 4:{o1a(a,c,e);u=m;return}case 5:{p1a(a,c,e,0);u=m;return}case 7:{q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,c,e);u=m;return}case 8:{r1a(a,c,e);u=m;return}case 10:{s1a(a,c,e);u=m;return}case 9:{j=a+4|0;h=xYa((f[j>>2]|0)+776|0,c)|0;g=h+36|0;if(f[g>>2]|0){d=h+32|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+28>>2]|0;if(d|0){e=h+24|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+56|0;if(f[g>>2]|0){d=h+52|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+48>>2]|0;if(d|0){e=h+44|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+16|0;if(f[g>>2]|0){d=h+12|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+8>>2]|0;if(d|0){e=h+4|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+76|0;if(f[g>>2]|0){d=h+72|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+68>>2]|0;if(d|0){e=h+64|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+96|0;if(f[g>>2]|0){d=h+92|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+88>>2]|0;if(d|0){e=h+84|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+116|0;if(f[g>>2]|0){d=h+112|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+108>>2]|0;if(d|0){e=h+104|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}g=h+136|0;if(f[g>>2]|0){d=h+132|0;a=f[d>>2]|0;if(a|0)do{i=a;a=f[a>>2]|0;sOb(i)}while((a|0)!=0);f[d>>2]=0;d=f[h+128>>2]|0;if(d|0){e=h+124|0;a=0;do{f[(f[e>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[g>>2]=0}b[h>>0]=3;h=k+4|0;i=k+8|0;e=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=3;f[i>>2]=e;d=t1a(d+336|0,k)|0;g=d;if(d|0){a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{n=f[a>>2]|0;o=f[(f[n>>2]|0)+12>>2]|0;f[k>>2]=e;oh[o&1023](n,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=g;f[k>>2]=f[l>>2];u1a(o,k)|0}g=f[c>>2]|0;d=f[j>>2]|0;f[k>>2]=9;f[h>>2]=1;f[i>>2]=g;d=t1a(d+336|0,k)|0;e=d;if(!d){u=m;return}a=f[d+20>>2]|0;d=f[d+24>>2]|0;if((a|0)!=(d|0))do{o=f[a>>2]|0;n=f[(f[o>>2]|0)+12>>2]|0;f[k>>2]=g;oh[n&1023](o,k);a=a+4|0}while((a|0)!=(d|0));o=(f[j>>2]|0)+336|0;f[l>>2]=e;f[k>>2]=f[l>>2];u1a(o,k)|0;u=m;return}default:{u=m;return}}}function n1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+76|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+80>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+84|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+88|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=v0a(l,c+4|0)|0;b[q>>0]=d;return}function o1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a=f[a+4>>2]|0;j=f[c>>2]|0;i=f[a+780>>2]|0;if(!i)return;g=i+-1|0;e=(g&i|0)==0;if(e)k=g&j;else if(i>>>0>j>>>0)k=j;else k=(j>>>0)%(i>>>0)|0;a=f[(f[a+776>>2]|0)+(k<<2)>>2]|0;if(!a)return;a=f[a>>2]|0;if(!a)return;a:do if(e){while(1){l=f[a+4>>2]|0;e=(l|0)==(j|0);if(!(e|(l&g|0)==(k|0))){m=69;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break a}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break a}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(k|0)){m=69;break}}a=f[a>>2]|0;if(!a){m=69;break}}if((m|0)==69)return}while(0);l=o+96|0;if((h[o+12>>0]|0)>1)return;switch(d<<24>>24){case 0:{e=f[c+4>>2]|0;j=f[o+100>>2]|0;if(!j)return;k=j+-1|0;c=(k&j|0)==0;if(c)g=k&e;else if(j>>>0>e>>>0)g=e;else g=(e>>>0)%(j>>>0)|0;i=f[l>>2]|0;d=f[i+(g<<2)>>2]|0;if(!d)return;d=f[d>>2]|0;if(!d)return;b:do if(c){while(1){q=f[d+4>>2]|0;a=(q|0)==(e|0);if(!(a|(q&k|0)==(g|0))){m=69;break}if(a)if((f[d+8>>2]|0)==(e|0)){p=d;break b}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}else{while(1){a=f[d+4>>2]|0;if((a|0)==(e|0)){if((f[d+8>>2]|0)==(e|0)){p=d;break b}}else{if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(g|0)){m=69;break}}d=f[d>>2]|0;if(!d){m=69;break}}if((m|0)==69)return}while(0);if(c)e=k&e;else if(j>>>0<=e>>>0)e=(e>>>0)%(j>>>0)|0;a=i+(e<<2)|0;g=f[a>>2]|0;while(1){d=f[g>>2]|0;if((d|0)==(p|0))break;else g=d}if((g|0)==(o+104|0))m=52;else{d=f[g+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0))n=p;else m=52}do if((m|0)==52){d=f[p>>2]|0;if(d|0){d=f[d+4>>2]|0;if(c)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(e|0)){n=p;break}}f[a>>2]=0;n=p}while(0);a=f[n>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(c)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(e|0)){f[(f[l>>2]|0)+(a<<2)>>2]=g;d=f[p>>2]|0}}f[g>>2]=d;f[n>>2]=0;q=o+108|0;f[q>>2]=(f[q>>2]|0)+-1;sOb(p);return}case 2:case 1:break;default:d=2}q=A0a(l,c+4|0)|0;b[q>>0]=d;return}function p1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+32|0;q=t+16|0;r=t;p=t+8|0;s=a+4|0;g=f[s>>2]|0;n=f[c>>2]|0;k=f[g+780>>2]|0;a:do if(k|0){j=k+-1|0;i=(j&k|0)==0;if(i)l=j&n;else if(k>>>0>n>>>0)l=n;else l=(n>>>0)%(k>>>0)|0;g=f[(f[g+776>>2]|0)+(l<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(i)while(1){o=f[g+4>>2]|0;i=(o|0)==(n|0);if(!(i|(o&j|0)==(l|0)))break a;if(i)if((f[g+8>>2]|0)==(n|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){i=f[g+4>>2]|0;if((i|0)==(n|0)){if((f[g+8>>2]|0)==(n|0))break b}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);o=g+56|0;if((h[g+12>>0]|0)<=1){switch(d<<24>>24){case 0:{m=c+4|0;l=f[m>>2]|0;j=f[g+60>>2]|0;if(!j)break a;i=j+-1|0;g=(i&j|0)==0;if(g)k=i&l;else if(j>>>0>l>>>0)k=l;else k=(l>>>0)%(j>>>0)|0;d=f[(f[o>>2]|0)+(k<<2)>>2]|0;if(!d)break a;d=f[d>>2]|0;if(!d)break a;c:do if(g)while(1){j=f[d+4>>2]|0;g=(j|0)==(l|0);if(!(g|(j&i|0)==(k|0)))break a;if(g)if((f[d+8>>2]|0)==(l|0)){k=d;break c}d=f[d>>2]|0;if(!d)break a}else while(1){g=f[d+4>>2]|0;if((g|0)==(l|0)){if((f[d+8>>2]|0)==(l|0)){k=d;break c}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(k|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);do if(b[k+12>>0]|0){i=f[(f[a+8>>2]|0)+232>>2]|0;f[r>>2]=n;f[q>>2]=f[r>>2];i=mSa(i,q)|0;j=f[m>>2]|0;d=f[i+24>>2]|0;g=d+-1|0;if(!(g&d)){d=f[(f[i+20>>2]|0)+((g&j)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}else{if(j>>>0<d>>>0)d=j;else d=(j>>>0)%(d>>>0)|0;d=f[(f[i+20>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((j|0)!=(f[d+4>>2]|0))continue;if((f[d+8>>2]|0)==(j|0))break}}d=f[(f[d+16>>2]|0)+4>>2]|0;if(!d)break a;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))break a;else break}while(0);XYa(o,k)|0;break a}case 2:case 1:break;default:d=2}o=(P$a(o,c+4|0)|0)+1|0;b[o>>0]=d}}}}while(0);if(!e){u=t;return}m=f[(f[a+8>>2]|0)+232>>2]|0;n=ySa(m)|0;f[p>>2]=f[c>>2];f[q>>2]=f[p>>2];l=mSa(m,q)|0;d=f[l+8>>2]|0;l=f[l+12>>2]|0;if((d|0)==(l|0)){u=t;return}i=c+4|0;j=q+4|0;k=r+4|0;g=d;do{d=f[i>>2]|0;f[q>>2]=f[(f[g>>2]|0)+4>>2];f[j>>2]=d;ARa(r,m,q);qDa(n,f[r>>2]|0);d=f[(f[s>>2]|0)+364>>2]|0;if(d|0)do{Akb(m,f[d+8>>2]|0,f[r>>2]|0);d=f[d>>2]|0}while((d|0)!=0);d=f[k>>2]|0;if(d|0)iOb(d);g=g+8|0}while((g|0)!=(l|0));u=t;return}function q1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;t=y+24|0;v=y+16|0;w=y+8|0;x=y;l=f[d>>2]|0;k=f[a+780>>2]|0;if(!k){u=y;return}j=k+-1|0;i=(j&k|0)==0;if(i)m=j&l;else if(k>>>0>l>>>0)m=l;else m=(l>>>0)%(k>>>0)|0;g=f[(f[a+776>>2]|0)+(m<<2)>>2]|0;if(!g){u=y;return}g=f[g>>2]|0;if(!g){u=y;return}a:do if(i){while(1){p=f[g+4>>2]|0;i=(p|0)==(l|0);if(!(i|(p&j|0)==(m|0))){q=80;break}if(i)if((f[g+8>>2]|0)==(l|0)){s=g;break a}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}else{while(1){i=f[g+4>>2]|0;if((i|0)==(l|0)){if((f[g+8>>2]|0)==(l|0)){s=g;break a}}else{if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(m|0)){q=80;break}}g=f[g>>2]|0;if(!g){q=80;break}}if((q|0)==80){u=y;return}}while(0);p=s+116|0;if((h[s+12>>0]|0)>1){u=y;return}switch(e<<24>>24){case 0:{j=f[d+4>>2]|0;m=f[s+120>>2]|0;b:do if(m|0){n=m+-1|0;o=(n&m|0)==0;if(o)i=n&j;else if(m>>>0>j>>>0)i=j;else i=(j>>>0)%(m>>>0)|0;k=f[p>>2]|0;e=f[k+(i<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(o)while(1){l=f[e+4>>2]|0;g=(l|0)==(j|0);if(!(g|(l&n|0)==(i|0)))break b;if(g)if((f[e+8>>2]|0)==(j|0)){l=e;break c}e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(j|0)){if((f[e+8>>2]|0)==(j|0)){l=e;break c}}else{if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(i|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);if(o)j=n&j;else if(m>>>0<=j>>>0)j=(j>>>0)%(m>>>0)|0;g=k+(j<<2)|0;i=f[g>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(l|0))break;else i=e}if((i|0)==(s+124|0))q=52;else{e=f[i+4>>2]|0;if(o)e=e&n;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;if((e|0)==(j|0))r=l;else q=52}do if((q|0)==52){e=f[l>>2]|0;if(e|0){e=f[e+4>>2]|0;do if(o)e=e&n;else{if(e>>>0<m>>>0)break;e=(e>>>0)%(m>>>0)|0}while(0);if((e|0)==(j|0)){r=l;break}}f[g>>2]=0;r=l}while(0);g=f[r>>2]|0;e=g;if(g){g=f[g+4>>2]|0;if(o)g=g&n;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(j|0)){f[(f[p>>2]|0)+(g<<2)>>2]=i;e=f[l>>2]|0}}f[i>>2]=e;f[r>>2]=0;s=s+128|0;f[s>>2]=(f[s>>2]|0)+-1;sOb(l)}}}while(0);zRa(v,c,d);l=f[(f[v>>2]|0)+44>>2]|0;e=f[l+112>>2]|0;l=f[l+116>>2]|0;if((e|0)!=(l|0)){m=t+4|0;j=a+832|0;k=w+4|0;do{g=f[e>>2]|0;i=g+116|0;if(!(f[g+196>>2]&131072)){f[x>>2]=f[i>>2];f[t>>2]=f[x>>2];IQa(w,c,t);g=f[g+120>>2]|0;f[t>>2]=f[(f[w>>2]|0)+8>>2];f[m>>2]=g;p1a(f[j>>2]|0,t,0,1);g=f[k>>2]|0;if(g|0)iOb(g)}else p1a(f[j>>2]|0,i,0,1);e=e+4|0}while((e|0)!=(l|0))}e=f[v+4>>2]|0;if(e|0)iOb(e);u=y;return}case 2:case 1:break;default:e=2}x=G0a(p,d+4|0)|0;b[x>>0]=e;u=y;return}function r1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+36|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+40>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(!(b[o+12>>0]|0)){sRa(n,f[(f[a+8>>2]|0)+232>>2]|0,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(NFa(e)|0){u=p;return}}YYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(b0a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function s1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p;e=f[a+4>>2]|0;k=f[c>>2]|0;j=f[e+780>>2]|0;if(!j){u=p;return}i=j+-1|0;g=(i&j|0)==0;if(g)l=i&k;else if(j>>>0>k>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;e=f[(f[e+776>>2]|0)+(l<<2)>>2]|0;if(!e){u=p;return}e=f[e>>2]|0;if(!e){u=p;return}a:do if(g){while(1){j=f[e+4>>2]|0;g=(j|0)==(k|0);if(!(g|(j&i|0)==(l|0))){e=47;break}if(g)if((f[e+8>>2]|0)==(k|0)){m=e;break a}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0)){m=e;break a}}else{if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(l|0)){e=47;break}}e=f[e>>2]|0;if(!e){e=47;break}}if((e|0)==47){u=p;return}}while(0);l=m+16|0;if((h[m+12>>0]|0)>1){u=p;return}switch(d<<24>>24){case 0:{k=f[c+4>>2]|0;i=f[m+20>>2]|0;if(!i){u=p;return}g=i+-1|0;e=(g&i|0)==0;if(e)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;d=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!d){u=p;return}d=f[d>>2]|0;if(!d){u=p;return}b:do if(e){while(1){m=f[d+4>>2]|0;e=(m|0)==(k|0);if(!(e|(m&g|0)==(j|0))){e=47;break}if(e)if((f[d+8>>2]|0)==(k|0)){o=d;break b}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0)){o=d;break b}}else{if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(j|0)){e=47;break}}d=f[d>>2]|0;if(!d){e=47;break}}if((e|0)==47){u=p;return}}while(0);if(b[o+12>>0]|0){g=f[(f[a+8>>2]|0)+232>>2]|0;CRa(n,g,c);e=f[n>>2]|0;d=f[n+4>>2]|0;if(d|0)iOb(d);if(!(lFa(e,g,1,0)|0)){u=p;return}}ZYa(l,o)|0;u=p;return}case 2:case 1:break;default:d=2}o=(W$a(l,c+4|0)|0)+1|0;b[o>>0]=d;u=p;return}function t1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[b+4>>2]|0;g=l+-1640531527+(k<<6)+(k>>>2)^k;e=f[b+8>>2]|0;g=e+-1640531527+(g<<6)+(g>>>2)^g;h=f[a+4>>2]|0;if(!h){l=0;return l|0}d=h+-1|0;c=(d&h|0)==0;if(c)i=g&d;else if(g>>>0<h>>>0)i=g;else i=(g>>>0)%(h>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){l=0;return l|0}b=f[b>>2]|0;if(!b){l=0;return l|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(g|0);if(!(a|(c&d|0)==(i|0))){b=0;a=23;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(l|0))if((f[b+16>>2]|0)==(e|0)){a=23;break}b=f[b>>2]|0;if(!b){b=0;a=23;break}}if((a|0)==23)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(g|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(l|0))if((f[j+16>>2]|0)==(e|0)){b=j;a=23;break}}else{if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(i|0)){b=0;a=23;break}}j=f[j>>2]|0;if(!j){b=0;a=23;break}}if((a|0)==23)return b|0;return 0}function u1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;d=k+20|0;b=f[d>>2]|0;if(b|0){e=k+24|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{a=c+-4|0;f[e>>2]=a;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b)}sOb(k);return l|0}function v1a(a,b,c){a=a|0;b=b|0;c=c|0;q1a(f[a+4>>2]|0,f[(f[a+8>>2]|0)+232>>2]|0,b,c);return}function w1a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;w=y+4|0;x=y;v=a+4|0;t=f[v>>2]|0;f[w>>2]=b;f[w+4>>2]=c;f[w+8>>2]=d;b=t1a(t+336|0,w)|0;t=b;if(!b){u=y;return}a=f[b+20>>2]|0;s=f[b+24>>2]|0;a:do if((a|0)!=(s|0)){l=e+(g<<2)|0;m=w+4|0;n=w+8|0;k=g<<2;o=k>>2;p=(o|0)==0;q=o>>>0>1073741823;r=w+8|0;i=(g|0)==0;j=((l+-4-e|0)>>>2)+1|0;if(!h)while(1){e=f[a>>2]|0;r=f[(f[e>>2]|0)+12>>2]|0;f[w>>2]=d;oh[r&1023](e,w);a=a+4|0;if((a|0)==(s|0))break a}while(1){c=f[a>>2]|0;g=f[(f[c>>2]|0)+8>>2]|0;f[w>>2]=0;f[m>>2]=0;f[n>>2]=0;if(!p){if(q)break;h=pOb(k)|0;f[m>>2]=h;f[w>>2]=h;f[r>>2]=h+(o<<2);if(!i){b=e;d=h;while(1){f[d>>2]=f[b>>2];b=b+4|0;if((b|0)==(l|0))break;else d=d+4|0}f[m>>2]=h+(j<<2)}}oh[g&1023](c,w);b=f[w>>2]|0;if(b|0){c=f[m>>2]|0;if((c|0)!=(b|0))f[m>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}a=a+4|0;if((a|0)==(s|0))break a}AMb(w)}while(0);v=(f[v>>2]|0)+336|0;f[x>>2]=t;f[w>>2]=f[x>>2];u1a(v,w)|0;u=y;return}function x1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+16|0;m=n+4|0;e=n;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0){u=n;return}l=y1a(a+388|0,b)|0;k=l+4|0;a=f[k>>2]|0;if((f[l>>2]|0)!=(a|0)){f[e>>2]=a;f[m>>2]=f[e>>2];z1a(l,m,c,c+(d<<3)|0)|0;u=n;return}h=c+(d<<3)|0;f[m>>2]=0;j=m+4|0;f[j>>2]=0;f[m+8>>2]=0;b=d<<3;a=b>>3;if(!a){a=0;e=0}else{if(a>>>0>536870911)AMb(m);i=pOb(b)|0;f[j>>2]=i;f[m>>2]=i;f[m+8>>2]=i+(a<<3);e=i;if(!d)a=e;else{g=((b+-8|0)>>>3)+1|0;a=c;b=i;d=i;while(1){p=a;o=f[p+4>>2]|0;c=b;f[c>>2]=f[p>>2];f[c+4>>2]=o;a=a+8|0;d=d+8|0;if((a|0)==(h|0))break;else b=d}a=i+(g<<3)|0;f[j>>2]=a}}b=f[l>>2]|0;if(!b){d=l+8|0;b=e}else{a=f[k>>2]|0;if((a|0)!=(b|0))f[k>>2]=a+(~((a+-8-b|0)>>>3)<<3);sOb(b);d=l+8|0;f[d>>2]=0;f[k>>2]=0;f[l>>2]=0;b=f[m>>2]|0;a=f[j>>2]|0}f[l>>2]=b;f[k>>2]=a;f[d>>2]=f[m+8>>2];u=n;return}function y1a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(24)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;A1a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function z1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;o=l+(h>>3<<3)|0;k=c;p=d-k|0;j=p>>3;if((p|0)<=0){p=o;return p|0}n=a+8|0;e=f[n>>2]|0;p=a+4|0;m=f[p>>2]|0;b=m;if((j|0)<=(e-b>>3|0)){h=b-o|0;b=h>>3;if((j|0)>(b|0)){g=c+(b<<3)|0;if((g|0)==(d|0))b=m;else{e=g;b=m;do{n=e;a=f[n+4>>2]|0;f[b>>2]=f[n>>2];f[b+4>>2]=a;e=e+8|0;b=(f[p>>2]|0)+8|0;f[p>>2]=b}while((e|0)!=(d|0))}if((h|0)>0)d=g;else{p=o;return p|0}}else b=m;h=b-(o+(j<<3))|0;i=h>>3;e=o+(i<<3)|0;if(e>>>0<m>>>0){g=b;do{l=e;n=f[l+4>>2]|0;a=g;f[a>>2]=f[l>>2];f[a+4>>2]=n;e=e+8|0;g=(f[p>>2]|0)+8|0;f[p>>2]=g}while(e>>>0<m>>>0)}if(i|0)cQb(b+(0-i<<3)|0,o|0,h|0)|0;b=d-k|0;if(!b){p=o;return p|0}cQb(o|0,c|0,b|0)|0;p=o;return p|0}b=(b-g>>3)+j|0;if(b>>>0>536870911)AMb(a);j=e-g|0;g=j>>2;g=j>>3>>>0<268435455?(g>>>0<b>>>0?b:g):536870911;j=o;b=h>>3;do if(!g)i=0;else if(g>>>0>536870911)vd();else{i=pOb(g<<3)|0;break}while(0);k=i+(b<<3)|0;e=k;i=i+(g<<3)|0;if((c|0)==(d|0))b=l;else{b=c;g=k;do{l=b;m=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=m;g=e+8|0;e=g;b=b+8|0}while((b|0)!=(d|0));b=f[a>>2]|0}g=j-b|0;h=k+(0-(g>>3)<<3)|0;if((g|0)>0)bQb(h|0,b|0,g|0)|0;g=(f[p>>2]|0)-j|0;if((g|0)>0){bQb(e|0,o|0,g|0)|0;e=e+(g>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=h;f[p>>2]=e;f[n>>2]=i;if(!b){p=k;return p|0}sOb(b);p=k;return p|0}function A1a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){B1a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;B1a(a,b);return}function B1a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;a=f[(f[a+4>>2]|0)+364>>2]|0;if(!a)return;j=f[c>>2]|0;a:while(1){i=a;if((f[i+36>>2]|0)==(j|0))break;if((f[i+40>>2]|0)==(j|0))break;c=i+12|0;g=f[i+16>>2]|0;b:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&j;else if(j>>>0<g>>>0)h=j;else h=(j>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){if(d)while(1){g=f[c+4>>2]|0;d=(g|0)==(j|0);if(!(d|(g&e|0)==(h|0)))break b;if(d)if((f[c+8>>2]|0)==(j|0))break a;c=f[c>>2]|0;if(!c)break b}do{d=f[c+4>>2]|0;if((d|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break a}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break b}c=f[c>>2]|0}while((c|0)!=0)}}}while(0);a=f[a>>2]|0;if(!a){k=25;break}}if((k|0)==25)return;b[i+44>>0]=1;return}function D1a(a,b,c){a=a|0;b=b|0;c=c|0;a=f[a+4>>2]|0;if((f[b>>2]|0)>>>0>=(f[a+828>>2]|0)>>>0)return;b=i1a(a+408|0,b)|0;f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];f[b+8>>2]=f[c+8>>2];f[b+12>>2]=f[c+12>>2];f[b+16>>2]=f[c+16>>2];f[b+20>>2]=f[c+20>>2];return}function E1a(a,b){a=a|0;b=b|0;return}function F1a(a){a=a|0;var b=0;f[a>>2]=39368;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;K3a(a);sOb(a);return}function G1a(a){a=a|0;var b=0,c=0;f[a>>2]=39368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}K3a(b);sOb(b);sOb(a);return}function H1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;k=u;u=u+16|0;j=k;i=a+4|0;c=f[i>>2]|0;a=c+116|0;h=b[a>>0]|0;if(h&4){b[a>>0]=h&-5;lQa((f[c>>2]|0)+92|0);c=f[i>>2]|0}c=f[c>>2]|0;if(d>>>0<69&(Pg[f[(f[c>>2]|0)+28>>2]&1023](c)|0)){g=f[(f[i>>2]|0)+4>>2]|0;f[j>>2]=f[9952];CQa(g,j);u=k;return}if((e|0)!=-2){u=k;return}if(!(nYa(c)|0)){u=k;return}f[(f[i>>2]|0)+100>>2]=g;u=k;return}function I1a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;h=j+24|0;i=j;if((c|0)!=2){u=j;return}g=a+4|0;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;if(c&4){u=j;return}b[a>>0]=c|4;a=(f[g>>2]|0)+116|0;c=b[a>>0]|0;do if(c&8){b[a>>0]=c&-9;d=f[g>>2]|0;a=f[d>>2]|0;d=f[d+4>>2]|0;if((zSa(d)|0)<=0){Y8a(f[a+240>>2]|0);break}e=i+16|0;f[i>>2]=39772;f[i+4>>2]=a;f[e>>2]=i;b[h>>0]=1;a=d+8|0;c=f[a>>2]|0;if(c>>>0<(f[d+12>>2]|0)>>>0){f[c+16>>2]=c;h=f[e>>2]|0;oh[f[(f[h>>2]|0)+12>>2]&1023](h,c);h=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=h+32}else Qha(d+4|0,i,h);a=f[e>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a)}while(0);lQa((f[f[g>>2]>>2]|0)+104|0);u=j;return}function J1a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+16|0;d=g+4|0;e=g;if(!c){u=g;return}do switch(c&-2113929217|0){case 1:{c=8;break}case 2:{c=5;break}case 3:{c=4;break}case 4:{c=6;break}case 5:{c=c>>>30|2;break}case 6:{c=9;break}case 7:{c=7;break}case 8:{c=1;break}case 9:{c=10;break}case 10:{c=0;break}case 11:{c=14;break}case 12:{c=16;break}default:{u=g;return}}while(0);a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,c);u=g;return}function K1a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=j|0;var k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+848|0;o=w+832|0;q=w+824|0;r=w+72|0;s=w+48|0;t=w+24|0;v=w;m=a+4|0;a=f[m>>2]|0;k=a+116|0;l=b[k>>0]|0;if(l&4){b[k>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=w;return}n=f[(f[m>>2]|0)+4>>2]|0;a=BQa(n)|0;f[o>>2]=a;f[o+4>>2]=j;ERa(q,n,o);a=f[q>>2]|0;if(!a){i8a(r,f[(f[f[m>>2]>>2]|0)+240>>2]|0);k=f[r>>2]|0;a=r+4|0;j=f[a>>2]|0;f[r>>2]=0;f[a>>2]=0;f[q>>2]=k;k=q+4|0;l=f[k>>2]|0;f[k>>2]=j;if(l|0){iOb(l);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(n,q,o)|0;a=f[q>>2]|0}else k=q+4|0;p[s>>3]=+p[d>>3];p[s+8>>3]=+p[d+8>>3];p[s+16>>3]=+p[d+16>>3];p[t>>3]=+p[e>>3];p[t+8>>3]=+p[e+8>>3];p[t+16>>3]=+p[e+16>>3];p[v>>3]=+p[g>>3];p[v+8>>3]=+p[g+8>>3];p[v+16>>3]=+p[g+16>>3];aAa(r,(c|0)==3?2:(c|0)!=1&1,s,t,v,h,i,0.0);o8a(a,r);a=f[k>>2]|0;if(a|0)iOb(a);u=w;return}function L1a(a,b,c,d,e,g,h){a=a|0;b=+b;c=+c;d=+d;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+48|0;m=p+32|0;l=p+24|0;k=p+16|0;o=p+8|0;n=p;i=a+4|0;j=f[(f[i>>2]|0)+4>>2]|0;a=BQa(j)|0;f[k>>2]=a;f[k+4>>2]=h;ERa(o,j,k);if(!(f[o>>2]|0)){i8a(m,f[(f[f[i>>2]>>2]|0)+240>>2]|0);q=f[m>>2]|0;a=m+4|0;r=f[a>>2]|0;f[m>>2]=0;f[a>>2]=0;f[o>>2]=q;q=o+4|0;h=f[q>>2]|0;f[q>>2]=r;if(h|0){iOb(h);a=f[a>>2]|0;if(a|0)iOb(a)}bRa(j,o,k)|0}if(b>=0.0)q8a(f[o>>2]|0,b)|0;if(c>=0.0)r8a(f[o>>2]|0,c)|0;if(d>=0.0)s8a(f[o>>2]|0,d)|0;h=f[i>>2]|0;a=BQa(j)|0;do if(!g){f[n>>2]=0;f[n+4>>2]=0}else{if(!e){f[n>>2]=0;f[n+4>>2]=0;break}if((g|0)!=1){f[n>>2]=0;f[n+4>>2]=0;break}r=f[h+4>>2]|0;q=f[e>>2]|0;f[l>>2]=a;f[l+4>>2]=q;sRa(m,r,l);a=f[m>>2]|0;if(!a){f[n>>2]=0;f[n+4>>2]=0}else QFa(n,a);a=f[m+4>>2]|0;if(a|0)iOb(a);if(f[n>>2]|0)p8a(f[o>>2]|0,n)|0}while(0);a=f[n+4>>2]|0;if(a|0)iOb(a);a=f[o+4>>2]|0;if(!a){u=p;return}iOb(a);u=p;return}function M1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=u;u=u+16|0;i=h;f[i>>2]=g;Th[f[(f[a>>2]|0)+184>>2]&127](a,c,d,e,i,(b[(f[a+4>>2]|0)+116>>0]&64)!=0);u=h;return}function N1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0;d=u;u=u+48|0;h=d+32|0;i=d;g=d+8|0;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[i>>2]=e;f[g>>2]=f[b>>2];f[g+4>>2]=f[b+4>>2];f[g+8>>2]=f[b+8>>2];f[g+12>>2]=f[c>>2];f[g+16>>2]=f[c+4>>2];f[g+20>>2]=f[c+8>>2];f[h>>2]=f[i>>2];D1a(a,h,g);u=d;return}function O1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=u;u=u+32|0;g=h;if(!e){u=h;return}if(b[d+(e+-1)>>0]|0){u=h;return}e=d+e+-1|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;if((e|0)!=(d|0)){do{d=d3a(g,d,e)|0;if(!d)break;e3a(a,c,g)|0}while((d|0)!=(e|0));if((b[g+12+11>>0]|0)<0)sOb(f[g+12>>2]|0)}d=f[g>>2]|0;if(d|0){c=g+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{a=e+-24|0;f[c>>2]=a;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);e=f[c>>2]|0}while((e|0)!=(d|0));d=f[g>>2]|0}sOb(d)}u=h;return}function P1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;h=a+4|0;a=f[h>>2]|0;i=a+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[a>>2]|0)+92|0);a=f[h>>2]|0}j=f[(f[a>>2]|0)+240>>2]|0;fab(j,d,e,c,g);u9a(j);return}function Q1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;k=l;a=a+4|0;h=f[a>>2]|0;i=h+116|0;j=b[i>>0]|0;if(j&4){b[i>>0]=j&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=l;return}f[k>>2]=c;f[k+4>>2]=d;if(aRa(f[(f[a>>2]|0)+4>>2]|0,k,e,g)|0)s1a(f[(f[f[a>>2]>>2]|0)+244>>2]|0,k,0);u=l;return}function R1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g;if(!b){u=g;return}f[e>>2]=b;f[e+4>>2]=c;m1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,e,d&-134217729,d&134217728|0?1:2);u=g;return}function S1a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+8|0;h=j+4|0;i=j;a=f[a+4>>2]|0;e=f[a>>2]|0;a=f[a+4>>2]|0;if((d|0)<11){switch(d|0){case 9:break;default:{u=j;return}}f[i>>2]=c;f[g>>2]=f[i>>2];oYa(e,g);u=j;return}if((d|0)<536870919){switch(d|0){case 11:break;default:{u=j;return}}f[h>>2]=c;f[g>>2]=f[h>>2];KQa(a,e,g)|0;u=j;return}else{switch(d|0){case 536870919:break;default:{u=j;return}}f[g>>2]=b;f[g+4>>2]=c;rRa(a,g)|0;u=j;return}}function T1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=e&268435456;if(!(h|b))return;do switch(e&-2113929217|0){case 1:{g=8;break}case 2:{g=5;break}case 3:{g=4;break}case 4:{g=6;break}case 5:{g=2;break}case 6:{g=9;break}case 7:{g=7;break}case 8:{g=1;break}case 9:{g=10;break}case 10:{g=0;break}case 11:{g=14;break}case 12:{g=16;break}default:return}while(0);g=MMa(g)|0;w1a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,g,(h>>>28|e>>>24&2)^1,b,d,c,1);return}function U1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;h=l+16|0;k=l;i=l+8|0;a=f[a+4>>2]|0;g=f[a>>2]|0;j=f[g+240>>2]|0;switch(e|0){case 1:{a=f[a+4>>2]|0;f[h>>2]=b;f[h+4>>2]=c;zRa(k,a,h);a=f[k>>2]|0;if(a|0)if(Sg[f[(f[a>>2]|0)+24>>2]&255](a,d,1)|0){g=f[(f[k>>2]|0)+44>>2]|0;a=f[g+112>>2]|0;g=f[g+116>>2]|0;if((a|0)!=(g|0))do{AKa(f[a>>2]|0)|0;a=a+4|0}while((a|0)!=(g|0));Y8a(j)}a=f[k+4>>2]|0;if(a|0)iOb(a);u=l;return}case 3:{k=f[g+244>>2]|0;f[i>>2]=c;f[h>>2]=f[i>>2];S_a(k,d,h);u=l;return}default:{u=l;return}}}function V1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=u;u=u+32|0;h=g+20|0;i=g+16|0;j=g+12|0;m=g+8|0;l=g+4|0;k=g;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[m>>2]=b;f[l>>2]=c;f[k>>2]=d;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];c$a(a,e,j,i,h);u=g;return}function W1a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;b=u;u=u+32|0;g=b+16|0;h=b+12|0;l=b+8|0;j=b+4|0;i=b;a=a+4|0;k=f[(f[a>>2]|0)+4>>2]|0;f[l>>2]=c;f[g>>2]=f[l>>2];CQa(k,g);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[j>>2]=c;f[i>>2]=d;f[h>>2]=f[j>>2];f[g>>2]=f[i>>2];U_a(a,e,h,g);u=b;return}function X1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;k=n+16|0;j=n;l=n+12|0;m=n+8|0;a=a+4|0;d=f[a>>2]|0;h=f[d>>2]|0;i=f[d+4>>2]|0;c=f[h+240>>2]|0;d=d+116|0;e=b[d>>0]|0;if(!(e&16)){e=BQa(i)|0;a=f[(f[a>>2]|0)+100>>2]|0;f[j>>2]=e;f[j+4>>2]=a;ERa(k,i,j);if(f[k>>2]|0)U9a(c,k,1);c=f[k+4>>2]|0;if(c|0)iOb(c)}else b[d>>0]=e&-65;j=f[h+244>>2]|0;Jkb(DSa(i)|0,j);f[l>>2]=g;f[k>>2]=f[l>>2];f[m>>2]=g;f[k>>2]=f[m>>2];h1a(j,k,12);u=n;return}function Y1a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;e=a+4|0;a=f[e>>2]|0;g=a+116|0;h=b[g>>0]|0;if(h&4){b[g>>0]=h&-5;lQa((f[a>>2]|0)+92|0);a=f[e>>2]|0}c3a((f[a>>2]|0)+116|0,c,d);return}function Z1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;j=s+32|0;o=s+24|0;p=s+8|0;q=s;n=a+4|0;a=f[n>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(o,f[(f[n>>2]|0)+4>>2]|0,j);a=f[o>>2]|0;if(!a){l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39624;m=l+12|0;mLa(m);f[o>>2]=m;m=o+4|0;a=f[m>>2]|0;f[m>>2]=l;if(a|0)iOb(a);XQa(f[(f[n>>2]|0)+4>>2]|0,o,j)|0;a=f[o>>2]|0}mLa(p);tLa(p,a);h=f[p>>2]|0;if(h|0){j=p+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[p>>2]|0}sOb(h)}if(g|0){k=p+4|0;l=q+4|0;d=0;while(1){i=e+(d<<2)|0;j=d;do{j=j+1|0;m=j>>>0<g>>>0;if(!m){r=23;break}h=f[i>>2]|0}while((f[e+(j<<2)>>2]|0)==(h|0));if((r|0)==23){r=0;h=f[i>>2]|0}if((h|0)!=-1){f[p>>2]=c;f[k>>2]=h;vRa(q,f[(f[n>>2]|0)+4>>2]|0,p);if(f[q>>2]|0)nLa(a,d,j-d|0,q);h=f[l>>2]|0;if(h|0)iOb(h)}if(m)d=j;else break}}a=f[o+4>>2]|0;if(a|0)iOb(a)}u=s;return}function _1a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+48|0;j=o+32|0;l=o+24|0;m=o+8|0;n=o;k=a+4|0;a=f[k>>2]|0;h=a+116|0;i=b[h>>0]|0;if(i&4){b[h>>0]=i&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=o;return}f[j>>2]=c;f[j+4>>2]=d;if(e|0){wRa(l,f[(f[k>>2]|0)+4>>2]|0,j);a=f[l>>2]|0;if(!a){i=pOb(24)|0;f[i+4>>2]=0;f[i+8>>2]=0;f[i>>2]=39624;d=i+12|0;mLa(d);f[l>>2]=d;d=l+4|0;a=f[d>>2]|0;f[d>>2]=i;if(a|0)iOb(a);XQa(f[(f[k>>2]|0)+4>>2]|0,l,j)|0;a=f[l>>2]|0}mLa(m);tLa(m,a);h=f[m>>2]|0;if(h|0){j=m+4|0;i=f[j>>2]|0;if((i|0)!=(h|0)){do{d=i+-16|0;f[j>>2]=d;i=f[i+-12>>2]|0;if(!i)i=d;else{iOb(i);i=f[j>>2]|0}}while((i|0)!=(h|0));h=f[m>>2]|0}sOb(h)}if(g|0){i=m+4|0;d=n+4|0;h=0;do{j=f[e+(h*12|0)+8>>2]|0;f[m>>2]=c;f[i>>2]=j;vRa(n,f[(f[k>>2]|0)+4>>2]|0,m);if(f[n>>2]|0)nLa(a,f[e+(h*12|0)>>2]|0,f[e+(h*12|0)+4>>2]|0,n);j=f[d>>2]|0;if(j|0)iOb(j);h=h+1|0}while((h|0)!=(g|0))}a=f[l+4>>2]|0;if(a|0)iOb(a)}u=o;return}function $1a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+80|0;i=m+16|0;l=m+8|0;j=m;k=a+4|0;g=f[k>>2]|0;h=g+116|0;a=b[h>>0]|0;if(a&4){b[h>>0]=a&-5;lQa((f[g>>2]|0)+92|0)}if(!c){u=m;return}f[i>>2]=f[e>>2];f[i+16>>2]=f[e+12>>2];f[i+32>>2]=f[e+24>>2];f[i+48>>2]=f[e+36>>2];f[i+4>>2]=f[e+4>>2];f[i+20>>2]=f[e+16>>2];f[i+36>>2]=f[e+28>>2];f[i+52>>2]=f[e+40>>2];f[i+8>>2]=f[e+8>>2];f[i+24>>2]=f[e+20>>2];f[i+40>>2]=f[e+32>>2];f[i+56>>2]=f[e+44>>2];f[i+12>>2]=0;f[i+28>>2]=0;f[i+44>>2]=0;f[i+60>>2]=1065353216;f[l>>2]=c;f[l+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;IIa(j,i);g=UQa(g,j,l)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)o1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,l,0);u=m;return}function a2a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;r=s+24|0;p=s+16|0;q=s;n=a+4|0;a=f[n>>2]|0;j=a+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=s;return}f[r>>2]=0;o=r+4|0;f[o>>2]=0;f[r+8>>2]=0;if(!g)a=0;else{fEa(r,g);a=f[r>>2]|0}bQb(a|0,i|0,g*12|0)|0;i=h+(e<<2)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;l=h;a=e<<2;j=a>>2;if(j|0){if(j>>>0>1073741823)AMb(q);g=pOb(a)|0;f[m>>2]=g;f[q>>2]=g;f[q+8>>2]=g+(j<<2);if(e|0){k=i+-4|0;a=h;j=g;while(1){f[j>>2]=f[a>>2];a=a+4|0;if((a|0)==(i|0))break;else j=j+4|0}f[m>>2]=g+(((k-l|0)>>>2)+1<<2)}}jqb(p,r,q);a=f[q>>2]|0;if(a|0){j=f[m>>2]|0;if((j|0)!=(a|0))f[m>>2]=j+(~((j+-4-a|0)>>>2)<<2);sOb(a)}a=f[(f[n>>2]|0)+4>>2]|0;f[q>>2]=c;f[q+4>>2]=d;cRa(a,p,q)|0;a=f[p+4>>2]|0;if(a|0)iOb(a);a=f[r>>2]|0;if(a|0){j=f[o>>2]|0;if((j|0)!=(a|0))f[o>>2]=j+(~(((j+-12-a|0)>>>0)/12|0)*12|0);sOb(a)}u=s;return}function b2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+64|0;r=w+56|0;s=w+16|0;t=w+8|0;v=w;q=a+4|0;h=f[q>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=w;return}Rpb(r);a=f[e>>2]|0;i=f[e+4>>2]|0;if((a|0)!=(i|0)){j=s+24|0;k=s+16|0;l=s+4|0;m=t+4|0;n=v+4|0;o=t+4|0;p=v+4|0;do{Gpb(s);h=a+16|0;g=f[h>>2]|0;if(g&2){Jpb(s,1);g=f[h>>2]|0}if(g&1|0)Hpb(s,1);g=f[a+12>>2]|0;if(g|0){f[t>>2]=c;f[o>>2]=g;uRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Ipb(s,v);g=f[p>>2]|0;if(g|0)iOb(g)}g=f[a>>2]|0;e=f[a+4>>2]|0;if((g|0)!=(e|0))do{h=f[g>>2]|0;f[t>>2]=c;f[m>>2]=h;FRa(v,f[(f[q>>2]|0)+4>>2]|0,t);if(f[v>>2]|0)Kpb(s,v);h=f[n>>2]|0;if(h|0)iOb(h);g=g+4|0}while((g|0)!=(e|0));eqb(f[r>>2]|0,s);g=f[j>>2]|0;if(g|0)iOb(g);g=f[k>>2]|0;if(g|0)iOb(g);g=f[s>>2]|0;if(g|0){h=f[l>>2]|0;if((h|0)!=(g|0)){do{e=h+-8|0;f[l>>2]=e;h=f[h+-4>>2]|0;if(!h)h=e;else{iOb(h);h=f[l>>2]|0}}while((h|0)!=(g|0));g=f[s>>2]|0}sOb(g)}a=a+20|0}while((a|0)!=(i|0))}a=f[(f[q>>2]|0)+4>>2]|0;f[s>>2]=c;f[s+4>>2]=d;dRa(a,r,s)|0;a=f[r+4>>2]|0;if(a|0)iOb(a);u=w;return}function c2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;h=n+24|0;i=n+8|0;j=n;k=a+4|0;l=f[k>>2]|0;m=l+116|0;g=b[m>>0]|0;if(g&4){b[m>>0]=g&-5;lQa((f[l>>2]|0)+92|0)}if(!c){u=n;return}PHa(h);g=f[e+4>>2]|0;l=f[e+8>>2]|0;m=f[e+12>>2]|0;f[i>>2]=f[e>>2];f[i+4>>2]=g;f[i+8>>2]=l;f[i+12>>2]=m;_Ha(f[h>>2]|0,i);f[j>>2]=c;f[j+4>>2]=d;if(WQa(f[(f[k>>2]|0)+4>>2]|0,h,j)|0){n1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,j,0);I2a(f[k>>2]|0,a)}a=f[h+4>>2]|0;if(a|0)iOb(a);u=n;return}function d2a(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=+g;h=+h;i=+i;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+96|0;w=z+72|0;t=z+64|0;x=z+56|0;n=z+40|0;v=z+32|0;r=z+8|0;s=z;y=a+4|0;o=f[y>>2]|0;p=o+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[o>>2]|0)+92|0)}if(!c){u=z;return}PHa(x);o=f[e+4>>2]|0;p=f[e+8>>2]|0;q=f[e+12>>2]|0;f[n>>2]=f[e>>2];f[n+4>>2]=o;f[n+8>>2]=p;f[n+12>>2]=q;_Ha(f[x>>2]|0,n);$Ha(f[x>>2]|0,i);aIa(f[x>>2]|0,h);bIa(f[x>>2]|0,g);if((l|0)!=0&(m|0)!=0){DDa(w,f[l+8>>2]|0);m=f[l+4>>2]|0;if(m|0){f[t>>2]=c;f[t+4>>2]=m;uRa(v,f[(f[y>>2]|0)+4>>2]|0,t);m=f[v>>2]|0;if(m|0){e=f[x>>2]|0;f[r>>2]=f[m>>2];f[r+8>>2]=f[m+16>>2];f[r+16>>2]=f[m+48>>2];f[r+4>>2]=f[m+4>>2];f[r+12>>2]=f[m+20>>2];f[r+20>>2]=f[m+52>>2];YHa(e,r)}m=f[v+4>>2]|0;if(m|0)iOb(m)}l=f[l>>2]|0;f[t>>2]=c;f[t+4>>2]=l;sRa(v,f[(f[y>>2]|0)+4>>2]|0,t);if(f[v>>2]|0){Lwb(r);FDa(w,r);PFa(s,f[v>>2]|0,r);if(f[s>>2]|0){uIa(f[x>>2]|0,f[w+16>>2]|0);XHa(f[x>>2]|0,s)}m=f[s+4>>2]|0;if(m|0)iOb(m)}m=f[v+4>>2]|0;if(m|0)iOb(m)}m=f[y>>2]|0;do if(!k){f[v>>2]=0;f[v+4>>2]=0}else{if(!j){f[v>>2]=0;f[v+4>>2]=0;break}if((k|0)!=1){f[v>>2]=0;f[v+4>>2]=0;break}m=f[m+4>>2]|0;k=f[j>>2]|0;f[t>>2]=c;f[t+4>>2]=k;sRa(w,m,t);m=f[w>>2]|0;if(!m){f[v>>2]=0;f[v+4>>2]=0}else QFa(v,m);m=f[w+4>>2]|0;if(m|0)iOb(m);if(f[v>>2]|0)WHa(f[x>>2]|0,v)}while(0);m=f[v+4>>2]|0;if(m|0)iOb(m);f[w>>2]=c;f[w+4>>2]=d;if(WQa(f[(f[y>>2]|0)+4>>2]|0,x,w)|0){n1a(f[(f[f[y>>2]>>2]|0)+244>>2]|0,w,0);I2a(f[y>>2]|0,a)}m=f[x+4>>2]|0;if(m|0)iOb(m);u=z;return}function e2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r,s,t,v){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;q=+q;r=+r;s=+s;t=+t;v=v|0;var w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+112|0;z=D+88|0;A=D+96|0;m=D+72|0;y=D+64|0;B=D+40|0;x=D+32|0;l=D+24|0;w=D;f[z>>2]=c;C=a+4|0;n=f[C>>2]|0;v=n+116|0;k=b[v>>0]|0;if(k&4){b[v>>0]=k&-5;lQa((f[n>>2]|0)+92|0)}if(!c){u=D;return}PHa(A);oIa(f[A>>2]|0,1);v=f[o+4>>2]|0;k=f[o+8>>2]|0;c=f[o+12>>2]|0;f[m>>2]=f[o>>2];f[m+4>>2]=v;f[m+8>>2]=k;f[m+12>>2]=c;_Ha(f[A>>2]|0,m);f[y>>2]=z;f[y+4>>2]=a;if(e|0){DDa(B,f[e+8>>2]|0);uIa(f[A>>2]|0,f[B+16>>2]|0);m=f[e+4>>2]|0;if(m|0){f[x>>2]=f[z>>2];f[x+4>>2]=m;uRa(l,f[(f[C>>2]|0)+4>>2]|0,x);m=f[l>>2]|0;if(m|0){o=f[A>>2]|0;f[w>>2]=f[m>>2];f[w+8>>2]=f[m+16>>2];f[w+16>>2]=f[m+48>>2];f[w+4>>2]=f[m+4>>2];f[w+12>>2]=f[m+20>>2];f[w+20>>2]=f[m+52>>2];YHa(o,w)}m=f[l+4>>2]|0;if(m|0)iOb(m)}Z2a(x,y,e);if(f[x>>2]|0)XHa(f[A>>2]|0,x);m=f[x+4>>2]|0;if(m|0)iOb(m)}if(g|0){Z2a(B,y,g);if(f[B>>2]|0)wIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if(h|0){Z2a(B,y,h);if(f[B>>2]|0)yIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}if((i|0)!=0|(j|0)!=0){Z2a(B,y,i);if(f[B>>2]|0)xIa(f[A>>2]|0,B);m=f[B+4>>2]|0;if(m|0)iOb(m)}qIa(f[A>>2]|0,q);rIa(f[A>>2]|0,r);f[B>>2]=f[z>>2];f[B+4>>2]=d;if(WQa(f[(f[C>>2]|0)+4>>2]|0,A,B)|0){n1a(f[(f[f[C>>2]>>2]|0)+244>>2]|0,B,0);I2a(f[C>>2]|0,a)}m=f[A+4>>2]|0;if(m|0)iOb(m);u=D;return}function f2a(a,b,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0;s=u;u=u+64|0;r=s;f[r>>2]=b;f[r+4>>2]=c;c=r+8|0;f[c>>2]=d;f[c+4>>2]=e;f[r+16>>2]=g;f[r+20>>2]=h;f[r+24>>2]=i;f[r+28>>2]=j;f[r+32>>2]=k;f[r+36>>2]=l;f[r+40>>2]=m;f[r+44>>2]=n;f[r+48>>2]=o;f[r+52>>2]=p;f[r+56>>2]=q;if(J2a(a,r)|0){u=s;return}a=f[a+4>>2]|0;m=a+108|0;b=f[m>>2]|0;if((b|0)==(f[a+112>>2]|0)){Y2a(a+104|0,r);u=s;return}else{a=r;l=b+64|0;do{f[b>>2]=f[a>>2];b=b+4|0;a=a+4|0}while((b|0)<(l|0));f[m>>2]=(f[m>>2]|0)+64;u=s;return}}function g2a(a,c,d,e,g,h,i,j,k,l,m,n){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;var o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+64|0;r=A+56|0;z=A+40|0;q=A+48|0;s=A+16|0;y=A+24|0;v=A+8|0;w=A;x=a+4|0;a=f[x>>2]|0;o=a+116|0;p=b[o>>0]|0;if(p&4){b[o>>0]=p&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=A;return}t=f[(f[x>>2]|0)+4>>2]|0;f[q>>2]=c;f[r>>2]=f[q>>2];IQa(z,t,r);a=f[z>>2]|0;if(a|0){f[s>>2]=d;f[y>>2]=i;f[y+4>>2]=j;f[y+8>>2]=k;f[y+12>>2]=m;f[r>>2]=f[s>>2];YFa(a,r,y)}f[r>>2]=c;f[r+4>>2]=d;LRa(y,t,r);o=v+4|0;p=w+4|0;if((e|0)!=-1){d=BQa(t)|0;f[v>>2]=d;f[o>>2]=e;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,0,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((g|0)!=-1){e=BQa(t)|0;f[v>>2]=e;f[o>>2]=g;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,1,w);a=f[p>>2]|0;if(a|0)iOb(a)}if((h|0)!=-1){g=BQa(t)|0;f[v>>2]=g;f[o>>2]=h;vRa(w,t,v);if(f[w>>2]|0)hJa(f[y>>2]|0,2,w);a=f[p>>2]|0;if(a|0)iOb(a)}o=v+4|0;p=w+4|0;if(i|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=i;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,0,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(j|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=j;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,1,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(k|0){a=BQa(t)|0;f[v>>2]=a;f[o>>2]=k;wRa(w,f[(f[x>>2]|0)+4>>2]|0,v);a=f[w>>2]|0;if(a|0)zKa(f[y>>2]|0,2,a);a=f[p>>2]|0;if(a|0)iOb(a)}if(l|0){f[v>>2]=c;f[v+4>>2]=l;GRa(w,t,v);if(f[w>>2]|0)OKa(f[y>>2]|0,w);a=f[w+4>>2]|0;if(a|0)iOb(a)}if((m|0)!=-1){o=f[y>>2]|0;a=b[o+193>>0]|0;if(!(a&1)){HJa(o,1,(m&1|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&2)){HJa(o,2,(m&2|0)!=0,0)|0;o=f[y>>2]|0;a=b[o+193>>0]|0}if(!(a&4))HJa(o,4,(m&4|0)!=0,0)|0}K2a(f[y>>2]|0,n);if(f[(f[y>>2]|0)+4>>2]|0)Y8a(f[(f[f[x>>2]>>2]|0)+240>>2]|0);a=f[y+4>>2]|0;if(a|0)iOb(a);a=f[z+4>>2]|0;if(a|0)iOb(a);u=A;return}function h2a(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=+e;g=+g;h=+h;i=+i;j=j|0;var k=0,l=0,m=0;l=u;u=u+16|0;k=l+8|0;m=l;f[k>>2]=c;f[k+4>>2]=d;a=a+4|0;BRa(m,f[(f[a>>2]|0)+4>>2]|0,k);c=(f[m>>2]|0)==0;d=f[m+4>>2]|0;if(d|0)iOb(d);if(!c){u=l;return}m=V2a((f[a>>2]|0)+80|0,k)|0;n[m>>2]=e;n[m+4>>2]=g;n[m+8>>2]=h;n[m+12>>2]=i;b[m+16>>0]=(j|0)==1&1;u=l;return}function i2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;y=E+48|0;w=E+40|0;x=E+28|0;B=E+16|0;C=E+8|0;s=E;D=a+4|0;p=f[D>>2]|0;q=p+116|0;r=b[q>>0]|0;if(r&4){b[q>>0]=r&-5;lQa((f[p>>2]|0)+92|0)}if(!c){u=E;return}t=f[(f[D>>2]|0)+4>>2]|0;f[y>>2]=c;f[y+4>>2]=d;f[w>>2]=0;A=w+4|0;f[A>>2]=0;v=(e|0)!=0;do if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);if(!(f[B>>2]|0)){p=f[B+4>>2]|0;if(p|0)iOb(p);break}uMa(C,B);q=f[C>>2]|0;p=C+4|0;z=f[p>>2]|0;f[C>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}if(g|0){f[C>>2]=c;f[C+4>>2]=g;uRa(s,t,C);z=f[s>>2]|0;q=z;if(!z)p=s+4|0;else{r=f[w>>2]|0;p=s+4|0;n=f[p>>2]|0;if(n|0)gOb(n);f[r+36>>2]=q;z=r+40|0;q=f[z>>2]|0;f[z>>2]=n;if(q)iOb(q)}p=f[p>>2]|0;if(p|0)iOb(p)}p=f[B+4>>2]|0;if(p|0)iOb(p);z=26}else{tMa(x);q=f[x>>2]|0;p=x+4|0;z=f[p>>2]|0;f[x>>2]=0;f[p>>2]=0;f[w>>2]=q;q=f[A>>2]|0;f[A>>2]=z;if(q|0){iOb(q);p=f[p>>2]|0;if(p|0)iOb(p)}JMa(f[(f[w>>2]|0)+44>>2]|0,t,0);z=f[w>>2]|0;f[x>>2]=f[n>>2];f[x+4>>2]=f[n+4>>2];f[x+8>>2]=f[n+8>>2];f[B>>2]=f[o>>2];f[B+4>>2]=f[o+4>>2];f[B+8>>2]=f[o+8>>2];KMa(f[z+44>>2]|0,x,B);z=26}while(0);if((z|0)==26){n=x+4|0;o=B+4|0;if((h|0)!=-1){f[x>>2]=c;f[n>>2]=h;vRa(B,t,x);h=f[B>>2]|0;p=h;if(h|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+4>>2]=p;h=q+8|0;p=f[h>>2]|0;f[h>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((i|0)!=-1){f[x>>2]=c;f[n>>2]=i;vRa(B,t,x);i=f[B>>2]|0;p=i;if(i|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+12>>2]=p;i=q+16|0;p=f[i>>2]|0;f[i>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}if((j|0)!=-1){f[x>>2]=c;f[n>>2]=j;vRa(B,t,x);j=f[B>>2]|0;p=j;if(j|0){q=f[w>>2]|0;r=f[o>>2]|0;if(r|0)gOb(r);f[q+20>>2]=p;j=q+24|0;p=f[j>>2]|0;f[j>>2]=r;if(p|0)iOb(p)}p=f[o>>2]|0;if(p|0)iOb(p)}f[x>>2]=k;f[x+4>>2]=l;f[x+8>>2]=m;n=B+4|0;o=C+4|0;if(!k)r=0;else{f[B>>2]=c;f[n>>2]=k;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);r=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p)}if(l){f[B>>2]=c;f[n>>2]=l;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);p=(f[C>>2]|0)!=0;q=f[o>>2]|0;if(q|0)iOb(q);r=r|p}if(!m){if(r)z=40}else{f[B>>2]=c;f[n>>2]=m;wRa(C,f[(f[D>>2]|0)+4>>2]|0,B);q=(f[C>>2]|0)!=0;p=f[o>>2]|0;if(p|0)iOb(p);if(r|q)z=40}if((z|0)==40){m=f[(f[D>>2]|0)+4>>2]|0;l=pOb(24)|0;f[l+4>>2]=0;f[l+8>>2]=0;f[l>>2]=39568;k=l+12|0;f[k>>2]=f[x>>2];f[k+4>>2]=f[x+4>>2];f[k+8>>2]=f[x+8>>2];p=B+4|0;f[B>>2]=k;f[p>>2]=l;YQa(m,B,y)|0;p=f[p>>2]|0;if(p|0)iOb(p)}if(_Qa(t,w,y)|0){if(v){f[x>>2]=c;f[x+4>>2]=e;zRa(B,t,x);p=f[D>>2]|0;if(!(b[(f[(f[B>>2]|0)+44>>2]|0)+148>>0]&2)){o=G2a(p+60|0,x)|0;g=G2a((f[D>>2]|0)+60|0,y)|0;y=f[o>>2]|0;p=y;if(!y){n=pOb(24)|0;f[n+4>>2]=0;f[n+8>>2]=0;f[n>>2]=39596;r=n+12|0;f[r>>2]=0;f[n+16>>2]=0;f[n+20>>2]=0;f[g>>2]=r;p=g+4|0;q=f[p>>2]|0;f[p>>2]=n;if(!q){p=n;q=n;z=55}else{iOb(q);p=f[p>>2]|0;r=f[g>>2]|0;q=p;if(p)z=55}if((z|0)==55)gOb(p);f[o>>2]=r;z=o+4|0;p=f[z>>2]|0;f[z>>2]=q;if(p|0)iOb(p);p=f[g>>2]|0;f[C>>2]=e;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=e;f[q>>2]=r+4}else H2a(p,C)}else{q=f[o+4>>2]|0;if(q|0)gOb(q);f[g>>2]=p;e=g+4|0;p=f[e>>2]|0;f[e>>2]=q;if(p|0)iOb(p)}p=f[g>>2]|0;f[C>>2]=d;q=p+4|0;r=f[q>>2]|0;if(r>>>0<(f[p+8>>2]|0)>>>0){f[r>>2]=d;f[q>>2]=r+4}else H2a(p,C)}else v1a(f[(f[p>>2]|0)+244>>2]|0,y,0);p=f[B+4>>2]|0;if(p|0)iOb(p)}I2a(f[D>>2]|0,a)}}p=f[A>>2]|0;if(p|0)iOb(p);u=E;return}function j2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+48|0;m=p+32|0;o=p+24|0;n=p+16|0;l=p;f[m>>2]=b;f[m+4>>2]=c;if(!b){u=p;return}if(!((d|0)!=0&g>>>0<e>>>0)){u=p;return}k=f[(f[a+4>>2]|0)+4>>2]|0;j=f[d+(g<<2)>>2]|0;f[n>>2]=b;f[n+4>>2]=j;zRa(o,k,n);if(f[o>>2]|0){h=d+(e<<2)|0;f[l>>2]=0;j=l+4|0;f[j>>2]=0;f[l+8>>2]=0;i=d;a=e<<2;c=a>>2;if(c|0){if(c>>>0>1073741823)AMb(l);g=pOb(a)|0;f[j>>2]=g;f[l>>2]=g;f[l+8>>2]=g+(c<<2);b=h+-4|0;a=d;c=g;while(1){f[c>>2]=f[a>>2];a=a+4|0;if((a|0)==(h|0))break;else c=c+4|0}f[j>>2]=g+(((b-i|0)>>>2)+1<<2)}zMa(n,k,l,o);a=f[l>>2]|0;if(a|0){c=f[j>>2]|0;if((c|0)!=(a|0))f[j>>2]=c+(~((c+-4-a|0)>>>2)<<2);sOb(a)}if(f[n>>2]|0)_Qa(k,n,m)|0;a=f[n+4>>2]|0;if(a|0)iOb(a)}a=f[o+4>>2]|0;if(a|0)iOb(a);u=p;return}function k2a(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;var s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+64|0;v=E+48|0;D=E+40|0;A=E+32|0;B=E+24|0;C=E+16|0;x=E+8|0;y=E;z=a+4|0;a=f[z>>2]|0;s=a+116|0;t=b[s>>0]|0;if(t&4){b[s>>0]=t&-5;lQa((f[a>>2]|0)+92|0)}if((c|0)==0|(g|0)==0|(h|0)==0){u=E;return}t=k+j|0;w=t+l|0;if(!w){u=E;return}f[v>>2]=c;f[v+4>>2]=d;zRa(D,f[(f[z>>2]|0)+4>>2]|0,v);if(f[D>>2]|0){switch(e&3){case 2:{a=2;s=8;break}case 1:{a=1;s=8;break}default:{a=0;s=9}}if((s|0)==8)if(e&4)s=9;if((s|0)==9)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[A>>2]=a|e&196608;a=lMa(A)|0;f[B>>2]=0;s=B+4|0;f[s>>2]=0;a=X(a,h)|0;if(yLa((f[(f[D>>2]|0)+44>>2]|0)+68|0,a,g,w,i)|0){deb((f[z>>2]|0)+12|0,a<<2,B,C,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[C>>2]|0,B)|0;a=f[(f[D>>2]|0)+44>>2]|0;f[a+108>>2]=h;pMa(a,0,j);pMa(f[(f[D>>2]|0)+44>>2]|0,1,k);pMa(f[(f[D>>2]|0)+44>>2]|0,2,l);qMa(f[(f[D>>2]|0)+44>>2]|0,0,0);qMa(f[(f[D>>2]|0)+44>>2]|0,1,j);qMa(f[(f[D>>2]|0)+44>>2]|0,2,t);IDa(f[(f[D>>2]|0)+44>>2]|0,0,m,n);IDa(f[(f[D>>2]|0)+44>>2]|0,1,o,p);IDa(f[(f[D>>2]|0)+44>>2]|0,2,q,r);f[x>>2]=0;a=x+4|0;f[a>>2]=0;deb((f[z>>2]|0)+36|0,w<<1,x,y,64);ELa((f[(f[D>>2]|0)+44>>2]|0)+68|0,f[y>>2]|0,x)|0;nMa(f[(f[D>>2]|0)+44>>2]|0,x);oMa(f[(f[D>>2]|0)+44>>2]|0,f[y>>2]|0);a=f[a>>2]|0;if(a|0)iOb(a);l=f[(f[D>>2]|0)+44>>2]|0;f[l+52>>2]=f[A>>2];rMa(l,B,f[C>>2]|0);JMa(f[(f[D>>2]|0)+44>>2]|0,f[(f[z>>2]|0)+4>>2]|0,1);D2a(f[z>>2]|0,D);if(LMa(f[(f[D>>2]|0)+44>>2]|0,0,0,0)|0)u9a(f[(f[f[z>>2]>>2]|0)+240>>2]|0)}a=f[s>>2]|0;if(a|0)iOb(a)}a=f[D+4>>2]|0;if(a|0)iOb(a);u=E;return}function l2a(a,c,d,e,g,h,i,j,k,l,m,n,o){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;var p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+32|0;r=y+24|0;x=y+16|0;t=y+12|0;v=y+8|0;w=y;s=a+4|0;a=f[s>>2]|0;p=a+116|0;q=b[p>>0]|0;if(q&4){b[p>>0]=q&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=y;return}h=h+g|0;q=h+i|0;if(!q){u=y;return}f[r>>2]=c;f[r+4>>2]=d;zRa(x,f[(f[s>>2]|0)+4>>2]|0,r);a=f[x>>2]|0;do if(a|0){a=f[(f[a+44>>2]|0)+12>>2]|0;if(a|0)if(f[a>>2]|0)break;switch(e&3){case 2:{a=2;p=10;break}case 1:{a=1;p=10;break}default:{a=0;p=11}}if((p|0)==10)if(e&4)p=11;if((p|0)==11)a=a|4;if(e&268435456)a=e>>>2&64|e>>>1&8|e>>>3&512|a|4096;if(e&536870912)a=e>>>2&128|e>>>1&16|e>>>3&1024|a|8192;if(e&1073741824)a=e>>31&32768|e>>>2&256|e>>>1&32|e>>>3&2048|a|16384;f[t>>2]=a|e&196608;a=lMa(t)|0;if(xLa((f[(f[x>>2]|0)+44>>2]|0)+68|0,X(a,q)|0,0)|0){IDa(f[(f[x>>2]|0)+44>>2]|0,0,j,k);IDa(f[(f[x>>2]|0)+44>>2]|0,1,l,m);IDa(f[(f[x>>2]|0)+44>>2]|0,2,n,o);l=f[(f[x>>2]|0)+44>>2]|0;f[l+52>>2]=f[t>>2];f[l+108>>2]=q;qMa(l,0,0);qMa(f[(f[x>>2]|0)+44>>2]|0,1,g);qMa(f[(f[x>>2]|0)+44>>2]|0,2,h);pMa(f[(f[x>>2]|0)+44>>2]|0,0,0);pMa(f[(f[x>>2]|0)+44>>2]|0,1,0);pMa(f[(f[x>>2]|0)+44>>2]|0,2,0);f[v>>2]=0;f[w>>2]=0;l=w+4|0;f[l>>2]=0;deb((f[s>>2]|0)+12|0,X(q<<2,a)|0,w,v,64);rMa(f[(f[x>>2]|0)+44>>2]|0,w,f[v>>2]|0);a=f[l>>2]|0;if(a|0)iOb(a)}}while(0);a=f[x+4>>2]|0;if(a|0)iOb(a);u=y;return}function m2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;s=u;u=u+16|0;j=s+8|0;r=s;q=a+4|0;h=f[q>>2]|0;i=h+116|0;a=b[i>>0]|0;if(a&4){b[i>>0]=a&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(e|0)==0|(g|0)==0){u=s;return}f[j>>2]=c;f[j+4>>2]=d;zRa(r,f[(f[q>>2]|0)+4>>2]|0,j);a=f[r>>2]|0;do if(a|0){a=f[a+44>>2]|0;h=f[a+12>>2]|0;if(h|0)if(f[h>>2]|0)break;h=lMa(a+52|0)|0;i=h<<2;a=(g>>>0)/(i>>>0)|0;if((X(a,i)|0)==(g|0)){c=f[(f[r>>2]|0)+44>>2]|0;d=f[c+108>>2]|0;j=f[c+40>>2]|0;k=f[c+44>>2]|0;l=f[c+24>>2]|0;m=f[c+28>>2]|0;n=f[c+32>>2]|0;p=m+l+n|0;o=d-p|0;o=a>>>0>o>>>0?o:a;if(o|0){a=j-l|0;a=a>>>0<o>>>0?a:o;t=o-a|0;j=k-j-m|0;j=j>>>0<t>>>0?j:t;m=t-j|0;n=d-k-n|0;pMa(c,0,a+l|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,1,(f[l+28>>2]|0)+j|0);l=f[(f[r>>2]|0)+44>>2]|0;pMa(l,2,(f[l+32>>2]|0)+(n>>>0<m>>>0?n:m)|0);BLa((f[(f[r>>2]|0)+44>>2]|0)+68|0,X(p,h)|0,X(o,h)|0,e)|0;n=f[f[(f[r>>2]|0)+44>>2]>>2]|0;oub(f[n>>2]|0,(f[n+8>>2]|0)+(X(p,i)|0)|0,g,e);if((o+p|0)>>>0>=d>>>0)JMa(f[(f[r>>2]|0)+44>>2]|0,f[(f[q>>2]|0)+4>>2]|0,1);a=f[(f[r>>2]|0)+44>>2]|0;if(b[a+148>>0]&2){D2a(f[q>>2]|0,r);a=f[(f[r>>2]|0)+44>>2]|0}if(LMa(a,p,o,0)|0)u9a(f[(f[f[q>>2]>>2]|0)+240>>2]|0)}}}while(0);a=f[r+4>>2]|0;if(a|0)iOb(a);u=s;return}function n2a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;i=m+20|0;j=m+4|0;k=m+16|0;l=m;a=a+4|0;h=f[a>>2]|0;e=h+116|0;g=b[e>>0]|0;if(g&4){b[e>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if((c|0)==0|(d|0)==0){u=m;return 0}h=pOb(72)|0;e=f[(f[a>>2]|0)+4>>2]|0;f[i>>2]=f[d+16>>2];f[i+4>>2]=f[d+20>>2];f[i+8>>2]=f[d+24>>2];f[j>>2]=f[d+28>>2];f[j+4>>2]=f[d+32>>2];f[j+8>>2]=f[d+36>>2];epb(h,e,d,i,j,f[d+8>>2]|0);A2a(f[a>>2]|0,d,h);e=f[(f[a>>2]|0)+4>>2]|0;f[k>>2]=c;f[l>>2]=h;f[i>>2]=f[k>>2];MRa(e,i,l)|0;e=f[l>>2]|0;f[l>>2]=0;if(!e){u=m;return 0}TFa(e);sOb(e);u=m;return 0}function o2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;m=h+4|0;l=h;k=f[(f[a+4>>2]|0)+4>>2]|0;f[m>>2]=e;e=BQa(k)|0;f[l>>2]=e;f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];e=EQa(k,j,i)|0;Th[f[(f[a>>2]|0)+180>>2]&127](a,b,c,d,e,g?0:2);u=h;return}function p2a(a,c,d,e,g,h,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;m=v+36|0;t=v+40|0;s=v+24|0;p=v+16|0;q=v+8|0;n=v;f[m>>2]=g;o=a+4|0;a=f[o>>2]|0;g=a+116|0;l=b[g>>0]|0;if(l&4){b[g>>0]=l&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=v;return}kvb(t);hvb(s);if(((ODa(e,m,t,s,h,i,j)|0)+-1|0)>>>0>=4){f[p>>2]=c;f[p+4>>2]=d;sRa(q,f[(f[o>>2]|0)+4>>2]|0,p);a=f[q>>2]|0;c=(a|0)!=0;if(c)r=11;else{qFa(n,f[(f[o>>2]|0)+4>>2]|0);a=f[n>>2]|0;l=n+4|0;m=f[l>>2]|0;f[n>>2]=0;f[l>>2]=0;f[q>>2]=a;a=q+4|0;g=f[a>>2]|0;f[a>>2]=m;if(g|0){iOb(g);g=f[l>>2]|0;if(g|0)iOb(g)}if(TQa(f[(f[o>>2]|0)+4>>2]|0,q,p)|0){a=f[q>>2]|0;r=11}}if((r|0)==11){OFa(a,k);if(f[t>>2]|0)LFa(f[q>>2]|0,t);if(f[s>>2]|0)MFa(f[q>>2]|0,s);if(c){r=(f[o>>2]|0)+116|0;b[r>>0]=b[r>>0]|8}r1a(f[(f[f[o>>2]>>2]|0)+244>>2]|0,p,0);a=q+4|0}a=f[a>>2]|0;if(a|0)iOb(a)}a=f[s>>2]|0;f[s>>2]=0;if(a|0)tOb(a);a=f[t>>2]|0;f[t>>2]=0;if(a|0)tOb(a);u=v;return}function q2a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n+24|0;l=n+16|0;m=n+8|0;j=n;k=a+4|0;h=f[k>>2]|0;a=h+116|0;g=b[a>>0]|0;if(g&4){b[a>>0]=g&-5;lQa((f[h>>2]|0)+92|0)}if(!c){u=n;return}f[i>>2]=c;f[i+4>>2]=e;sRa(l,f[(f[k>>2]|0)+4>>2]|0,i);if(f[l>>2]|0){f[m>>2]=c;f[m+4>>2]=d;g=f[(f[k>>2]|0)+4>>2]|0;xFa(j,l);g=TQa(g,j,m)|0;a=f[j+4>>2]|0;if(a|0)iOb(a);if(g)r1a(f[(f[f[k>>2]>>2]|0)+244>>2]|0,m,0)}a=f[l+4>>2]|0;if(a|0)iOb(a);u=n;return}function r2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,13);u=h;return}function s2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+8|0;e=h+4|0;g=h;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(c){f[e>>2]=b;f[d>>2]=f[e>>2];C1a(a,d)}f[g>>2]=b;f[d>>2]=f[g>>2];h1a(a,d,15);u=h;return}function t2a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;g=k+8|0;i=k+4|0;j=k;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;if(e){f[g>>2]=b;f[h>>2]=f[g>>2];C1a(a,h);c=0;d=0}f[i>>2]=b;f[h>>2]=f[i>>2];x1a(a,h,c,d);f[j>>2]=b;f[h>>2]=f[j>>2];h1a(a,h,11);u=k;return}function u2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[(f[f[a+4>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,17);u=c;return}function v2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=a+4|0;z2a(f[a>>2]|0);a=f[(f[f[a>>2]>>2]|0)+244>>2]|0;f[e>>2]=b;f[d>>2]=f[e>>2];h1a(a,d,18);u=c;return}function w2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;m=s+24|0;l=s+20|0;o=s+16|0;p=s+12|0;q=s+8|0;r=s+4|0;n=s;a=a+4|0;i=f[a>>2]|0;j=i+116|0;k=b[j>>0]|0;if(k&4){b[j>>0]=k&-5;lQa((f[i>>2]|0)+92|0)}if((d|0)==0|(e|0)==0){u=s;return}k=f[(f[a>>2]|0)+4>>2]|0;f[o>>2]=e;f[m>>2]=f[o>>2];CQa(k,m);f[p>>2]=d;f[q>>2]=e;f[l>>2]=f[p>>2];f[m>>2]=f[q>>2];if(!(JQa(k,c,l,m,g,h)|0)){u=s;return}q=f[(f[f[a>>2]>>2]|0)+244>>2]|0;p=f[(f[q>>2]|0)+12>>2]|0;f[m>>2]=d;f[m+4>>2]=e;oh[p&1023](q,m);q=(f[f[a>>2]>>2]|0)+152|0;f[r>>2]=d;f[n>>2]=e;f[l>>2]=f[r>>2];f[m>>2]=f[n>>2];ima(q,c,l,m);u9a(f[(f[f[a>>2]>>2]|0)+240>>2]|0);u=s;return}function x2a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;B=u;u=u+832|0;s=B+820|0;v=B+808|0;z=B+800|0;A=B+48|0;w=B+24|0;x=B;y=a+4|0;a=f[y>>2]|0;m=a+116|0;o=b[m>>0]|0;if(o&4){b[m>>0]=o&-5;lQa((f[a>>2]|0)+92|0)}if(!c){u=B;return}c=(f[y>>2]|0)+116|0;b[c>>0]=b[c>>0]|16;if(g|0)$Ra(f[(f[y>>2]|0)+4>>2]|0,f[g>>2]|0);f[s>>2]=f[d>>2];m=s+4|0;f[m>>2]=f[d+4>>2];g=s+8|0;f[g>>2]=f[d+8>>2];f[v>>2]=f[e>>2];o=v+4|0;f[o>>2]=f[e+4>>2];d=v+8|0;f[d>>2]=f[e+8>>2];ZRa(f[(f[y>>2]|0)+4>>2]|0,s,v);if(h){c=f[y>>2]|0;h=f[c+4>>2]|0;c=f[(f[c>>2]|0)+240>>2]|0;a=BQa(h)|0;e=f[(f[y>>2]|0)+100>>2]|0;f[A>>2]=a;f[A+4>>2]=e;ERa(z,h,A);if(!(f[z>>2]|0))t=10;else{U9a(c,z,1);a=f[z>>2]|0;if(!a)t=10;else if(!(b[a+788>>0]&1))t=10}if((t|0)==10){r=+n[s>>2];q=+n[v>>2];if(!(r>q)){l=+n[m>>2];k=+n[o>>2];if(!(l>k)){j=+n[g>>2];i=+n[d>>2];if(!(j>i))if(!(r==q&l==k&j==i)){p[w>>3]=r;p[w+8>>3]=l;p[w+16>>3]=j;p[x>>3]=q;p[x+8>>3]=k;p[x+16>>3]=i;fAa(A,w,x,1);if(!(gAa(A,a9a(c)|0)|0)){X8a(c,A,1);if(gAa(A,a9a(c)|0)|0){t9a(c);y2a(c+48|0,A)}}}}}}a=f[z+4>>2]|0;if(a|0)iOb(a)}lQa((f[f[y>>2]>>2]|0)+20|0);u=B;return}function y2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function z2a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;i=j;f[a+100>>2]=0;h=a+72|0;if(f[h>>2]|0){g=a+68|0;c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+20>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[a+64>>2]|0;if(d|0){e=a+60|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=a+92|0;if(f[g>>2]|0){d=a+88|0;c=f[d>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);f[d>>2]=0;d=f[a+84>>2]|0;if(d|0){e=a+80|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}c=f[a+104>>2]|0;d=a+108|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);d=a+116|0;b[d>>0]=b[d>>0]&-128|64;ceb(i,34962,4194304,262144);f[a+12>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+16>>2]=h;h=a+20|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2]}else{iOb(d);c=f[c>>2]|0;h=a+24|0;g=i+12|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if(c|0)iOb(c)}ceb(i,34963,4194304,262144);f[a+36>>2]=f[i>>2];d=i+4|0;h=f[d>>2]|0;c=i+8|0;g=f[c>>2]|0;f[d>>2]=0;f[c>>2]=0;f[a+40>>2]=h;h=a+44|0;d=f[h>>2]|0;f[h>>2]=g;if(!d){a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];u=j;return}iOb(d);c=f[c>>2]|0;a=a+48|0;i=i+12|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];if(!c){u=j;return}iOb(c);u=j;return}function A2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;o=r+12|0;p=r;q=c+12|0;n=b+40|0;h=b+44|0;B2a(q,((f[h>>2]|0)-(f[n>>2]|0)|0)/56|0);b=f[n>>2]|0;h=f[h>>2]|0;if((b|0)==(h|0)){u=r;return}i=a+4|0;j=o+4|0;k=o+8|0;l=p+4|0;m=p+8|0;n=c+16|0;g=c+20|0;do{c=f[i>>2]|0;f[o>>2]=f[b+16>>2];f[j>>2]=f[b+20>>2];f[k>>2]=f[b+24>>2];f[p>>2]=f[b+28>>2];f[l>>2]=f[b+32>>2];f[m>>2]=f[b+36>>2];d=b+8|0;e=f[n>>2]|0;if(e>>>0<(f[g>>2]|0)>>>0){epb(e,c,b,o,p,f[d>>2]|0);c=(f[n>>2]|0)+72|0;f[n>>2]=c}else{C2a(q,c,b,o,p,d);c=f[n>>2]|0}A2a(a,b,c+-72|0);b=b+56|0}while((b|0)!=(h|0));u=r;return}function B2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+8|0;d=f[a>>2]|0;c=d;if((((f[k>>2]|0)-d|0)/72|0)>>>0>=b>>>0)return;l=a+4|0;if(b>>>0>59652323)vd();g=f[l>>2]|0;i=pOb(b*72|0)|0;h=i+(((g-d|0)/72|0)*72|0)|0;j=h;i=i+(b*72|0)|0;d=g;if((d|0)==(c|0)){e=j;b=g}else{e=j;b=h;do{d=d+-72|0;fpb(b+-72|0,d);b=e+-72|0;e=b}while((d|0)!=(c|0));b=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=j;f[k>>2]=i;d=b;if((c|0)!=(d|0))do{c=c+-72|0;TFa(c)}while((c|0)!=(d|0));if(!b)return;sOb(b);return}function C2a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;i=f[a>>2]|0;j=((f[n>>2]|0)-i|0)/72|0;h=j+1|0;if(h>>>0>59652323)AMb(a);m=a+8|0;i=((f[m>>2]|0)-i|0)/72|0;l=i<<1;h=i>>>0<29826161?(l>>>0<h>>>0?h:l):59652323;do if(!h)k=0;else if(h>>>0>59652323)vd();else{k=pOb(h*72|0)|0;break}while(0);i=k+(j*72|0)|0;j=i;l=k+(h*72|0)|0;epb(i,b,c,d,e,f[g>>2]|0);b=i+72|0;k=f[a>>2]|0;h=f[n>>2]|0;if((h|0)==(k|0)){i=j;j=k;h=k}else{do{h=h+-72|0;fpb(i+-72|0,h);i=j+-72|0;j=i}while((h|0)!=(k|0));i=j;j=f[a>>2]|0;h=f[n>>2]|0}f[a>>2]=i;f[n>>2]=b;f[m>>2]=l;i=j;if((h|0)!=(i|0))do{h=h+-72|0;TFa(h)}while((h|0)!=(i|0));if(!j)return;sOb(j);return}function D2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;m=o+8|0;n=o;v1a(f[(f[a>>2]|0)+244>>2]|0,(f[b>>2]|0)+28|0,0);l=a+60|0;c=E2a(l,(f[b>>2]|0)+28|0)|0;if(!c){u=o;return}d=f[c+16>>2]|0;j=f[c+20>>2]|0;k=(j|0)==0;if(!k)gOb(j);c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){g=m+4|0;h=a+4|0;i=n+4|0;do{p=f[c>>2]|0;d=f[b>>2]|0;f[m>>2]=f[d+28>>2];f[g>>2]=p;if((p|0)!=(f[d+32>>2]|0)){zRa(n,f[h>>2]|0,m);d=f[n>>2]|0;if(d|0)v1a(f[(f[a>>2]|0)+244>>2]|0,d+28|0,0);d=f[i>>2]|0;if(d|0)iOb(d)}F2a(l,m)|0;c=c+4|0}while((c|0)!=(e|0))}if(k){u=o;return}iOb(j);u=o;return}function E2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function F2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=E2a(a,b)|0;if(!l){l=0;return l|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;b=a+12|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[l+20>>2]|0;if(b|0)iOb(b);sOb(l);l=1;return l|0}function G2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(24)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;f[j+16>>2]=0;f[j+20>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;Q2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function H2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function I2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+16|0;s=y+8|0;t=y;v=a+104|0;w=a+108|0;c=f[w>>2]|0;if((f[v>>2]|0)==(c|0)){u=y;return}x=a+4|0;k=s+4|0;l=t+4|0;m=s+4|0;n=t+4|0;o=s+4|0;p=t+4|0;q=s+4|0;r=t+4|0;while(1){g=f[x>>2]|0;i=f[(f[a>>2]|0)+244>>2]|0;j=c+-64|0;d=f[c+-48>>2]|0;f[s>>2]=f[j>>2];f[k>>2]=d;zRa(t,g,s);d=(f[t>>2]|0)==0;e=f[l>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,5)|0;if(d<<24>>24==1)h=8;else{c=d;h=24}}else h=8;do if((h|0)==8){h=0;d=f[c+-40>>2]|0;f[s>>2]=f[j>>2];f[m>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[n>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}d=f[c+-36>>2]|0;f[s>>2]=f[j>>2];f[o>>2]=d;vRa(t,g,s);d=(f[t>>2]|0)==0;e=f[p>>2]|0;if(e|0)iOb(e);if(d){d=B_a(i,s,3)|0;if(d<<24>>24!=1){c=d;h=24;break}}c=f[c+-32>>2]|0;f[s>>2]=f[j>>2];f[q>>2]=c;vRa(t,g,s);c=(f[t>>2]|0)==0;d=f[r>>2]|0;if(d|0)iOb(d);if(c){c=B_a(i,s,3)|0;if(c<<24>>24!=1){h=24;break}}J2a(b,j)|0}while(0);if((h|0)==24)if(!(c<<24>>24)){h=26;break}c=(f[w>>2]|0)+-64|0;f[w>>2]=c;if((f[v>>2]|0)==(c|0)){h=26;break}}if((h|0)==26){u=y;return}}function J2a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+64|0;t=x+56|0;w=x+48|0;g=x+40|0;v=x+32|0;l=x+16|0;m=x+8|0;k=x;s=a+4|0;a=f[s>>2]|0;d=a+116|0;e=b[d>>0]|0;if(e&4){b[d>>0]=e&-5;lQa((f[a>>2]|0)+92|0)}a=f[c>>2]|0;if(!a){w=1;u=x;return w|0}r=f[s>>2]|0;q=f[r+4>>2]|0;r=f[r>>2]|0;o=f[c+4>>2]|0;f[t>>2]=a;f[t+4>>2]=o;UIa(w,q);o=f[c+16>>2]|0;f[g>>2]=f[c>>2];f[g+4>>2]=o;zRa(v,q,g);do if(!(f[v>>2]|0))d=0;else{eJa(f[w>>2]|0,v);a=f[c+24>>2]|0;e=f[c+28>>2]|0;g=f[c+32>>2]|0;j=l+4|0;h=m+4|0;i=k+4|0;d=f[v>>2]|0;f[l>>2]=f[d+4>>2];d=f[d+8>>2]|0;f[j>>2]=d;if(d|0)gOb(d);if((a|0)==-1)p=19;else{f[m>>2]=f[c>>2];f[h>>2]=a;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=15;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=15;else{iOb(a);p=15}}if((p|0)==15)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=19;else a=1}if((p|0)==19){hJa(f[w>>2]|0,0,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+12>>2];a=f[a+16>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((e|0)==-1)p=96;else{f[m>>2]=f[c>>2];f[h>>2]=e;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))a=1;else p=92;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=92;else{iOb(a);p=92}}if((p|0)==92)a=0;d=f[i>>2]|0;if(d|0)iOb(d);if(!a)p=96;else a=1}if((p|0)==96){hJa(f[w>>2]|0,1,l);a=0}d=f[j>>2]|0;if(d|0)iOb(d);if(!a){a=f[v>>2]|0;f[l>>2]=f[a+20>>2];a=f[a+24>>2]|0;f[j>>2]=a;if(a|0)gOb(a);if((g|0)==-1)p=113;else{f[m>>2]=f[c>>2];f[h>>2]=g;vRa(k,q,m);o=f[k>>2]|0;a=o;if(!o)if(!(f[l>>2]|0))d=1;else p=109;else{d=f[i>>2]|0;if(d|0)gOb(d);f[l>>2]=a;a=f[j>>2]|0;f[j>>2]=d;if(!a)p=109;else{iOb(a);p=109}}if((p|0)==109)d=0;a=f[i>>2]|0;if(a|0)iOb(a);if(!d)p=113;else d=1}if((p|0)==113){hJa(f[w>>2]|0,2,l);d=0}a=f[j>>2]|0;if(a|0)iOb(a);if(!d){i=f[c+36>>2]|0;f[l>>2]=i;j=f[c+40>>2]|0;f[l+4>>2]=j;o=f[c+44>>2]|0;f[l+8>>2]=o;if(i|j|o|0){o=f[v>>2]|0;if((Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0)>>>0>1){o=f[(f[s>>2]|0)+4>>2]|0;j=pOb(24)|0;f[j+4>>2]=0;f[j+8>>2]=0;f[j>>2]=39568;i=j+12|0;f[i>>2]=f[l>>2];f[i+4>>2]=f[l+4>>2];f[i+8>>2]=f[l+8>>2];a=m+4|0;f[m>>2]=i;f[a>>2]=j;ZQa(o,m,t)|0;a=f[a>>2]|0;if(a|0)iOb(a)}}a=f[v>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](k,a);xRa(m,q,k);a=f[m>>2]|0;d=f[w>>2]|0;if(!a)vKa(d,l,258736,258736)|0;else vKa(d,l,a,258736)|0;a=f[m+4>>2]|0;if(a|0)iOb(a);o=f[c+20>>2]|0;f[l>>2]=f[c>>2];f[l+4>>2]=o;uRa(m,q,l);if(f[m>>2]|0)pJa(f[w>>2]|0,0,m);a=f[m+4>>2]|0;if(a|0)iOb(a);a=f[c+48>>2]|0;if(a|0){f[l>>2]=f[c>>2];f[l+4>>2]=a;HRa(m,q,l);if(f[m>>2]|0)OKa(f[w>>2]|0,m);a=f[m+4>>2]|0;if(a|0)iOb(a)}m=c+52|0;HJa(f[w>>2]|0,1,(f[m>>2]&1|0)!=0,0)|0;HJa(f[w>>2]|0,2,(f[m>>2]&2|0)!=0,0)|0;HJa(f[w>>2]|0,4,(f[m>>2]&4|0)!=0,0)|0;K2a(f[w>>2]|0,f[c+56>>2]|0);m=L2a((f[s>>2]|0)+80|0,t)|0;if(m|0){UKa(f[w>>2]|0,b[m+32>>0]|0,m+16|0,+n[m+28>>2]);o=f[s>>2]|0;g=f[o+84>>2]|0;a=f[m+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;do if(i)k=h&a;else{if(a>>>0<g>>>0){k=a;break}k=(a>>>0)%(g>>>0)|0}while(0);j=o+80|0;d=(f[j>>2]|0)+(k<<2)|0;l=f[d>>2]|0;while(1){a=f[l>>2]|0;if((a|0)==(m|0))break;else l=a}do if((l|0)==(o+88|0))p=56;else{a=f[l+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)!=(k|0)){p=56;break}e=m}while(0);do if((p|0)==56){a=f[m>>2]|0;if(a|0){a=f[a+4>>2]|0;do if(i)a=a&h;else{if(a>>>0<g>>>0)break;a=(a>>>0)%(g>>>0)|0}while(0);if((a|0)==(k|0)){e=m;break}}f[d>>2]=0;e=m}while(0);d=f[e>>2]|0;a=d;do if(d){d=f[d+4>>2]|0;do if(i)d=d&h;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);if((d|0)==(k|0))break;f[(f[j>>2]|0)+(d<<2)>>2]=l;a=f[m>>2]|0}while(0);f[l>>2]=a;f[e>>2]=0;p=o+92|0;f[p>>2]=(f[p>>2]|0)+-1;sOb(m)}if(!($Qa(q,w,t,c+8|0)|0)){d=1;break}c=(b[(f[(f[(f[w>>2]|0)+4>>2]|0)+44>>2]|0)+148>>0]&2)!=0;p1a(f[r+244>>2]|0,t,0,c);if(!c){d=1;break}if(b[r+229>>0]|0)if(!(f[(f[w>>2]|0)+196>>2]&16777216)){d=1;break}a=(f[s>>2]|0)+116|0;d=b[a>>0]|0;if(!(d&32)){b[a>>0]=d|32;lQa(r+212|0)}u9a(f[r+240>>2]|0);d=1}else d=0}else d=0}else d=0}while(0);a=f[v+4>>2]|0;if(a|0)iOb(a);a=f[w+4>>2]|0;if(a|0)iOb(a);w=d;u=x;return w|0}function K2a(a,b){a=a|0;b=b|0;if(b&1|0)aJa(a,1);if(b&4|0)bJa(a,1);if(b&8|0)rJa(a,1);if(b&16|0)sJa(a,1);if(b&32|0)vJa(a,1);if(b&64|0)xJa(a,1);if(b&2048|0)yJa(a,1);if(b&8192|0)zJa(a,1);if(b&16384|0)BJa(a,1);if(b&32768|0)AJa(a,1);if(b&256|0)tJa(a,1);if(b&512|0)uJa(a,1);if(!(b&4096))return;IJa(a,7);return}function L2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function M2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function N2a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39596;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function O2a(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function P2a(a){a=a|0;sOb(a);return}function Q2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){R2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;R2a(a,b);return}function R2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function S2a(a){a=a|0;aOb(a);sOb(a);return}function T2a(a){a=a|0;return}function U2a(a){a=a|0;sOb(a);return}function V2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;j=f[b>>2]|0;l=f[b+4>>2]|0;p=l+-1640531527+(j<<6)+(j>>>2)^j;m=a+4|0;h=f[m>>2]|0;o=(h|0)==0;a:do if(o)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)k=p&i;else if(p>>>0<h>>>0)k=p;else k=(p>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(k<<2)>>2]|0;if(!c)c=k;else{c=f[c>>2]|0;if(!c)c=k;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(p|0)|(d&i|0)==(k|0))){c=k;break a}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(p|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(k|0)){c=k;break a}}if((f[c+8>>2]|0)==(j|0))if((f[c+12>>2]|0)==(l|0))break;c=f[c>>2]|0;if(!c){c=k;break a}}a=c+16|0;return a|0}}}while(0);j=pOb(36)|0;l=b;b=f[l+4>>2]|0;i=j+8|0;f[i>>2]=f[l>>2];f[i+4>>2]=b;i=j+16|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[j+4>>2]=p;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(o|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;W2a(a,c>>>0<d>>>0?d:c);c=f[m>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&p;break}if(p>>>0<c>>>0){h=c;c=p}else{h=c;c=(p>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;q=33}}else{f[j>>2]=f[c>>2];q=33}if((q|0)==33)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+16|0;return a|0}function W2a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){X2a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;X2a(a,b);return}function X2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function Y2a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;l=f[a>>2]|0;m=(f[i>>2]|0)-l|0;d=m>>6;c=d+1|0;if(c>>>0>67108863)AMb(a);n=a+8|0;g=(f[n>>2]|0)-l|0;h=g>>5;c=g>>6>>>0<33554431?(h>>>0<c>>>0?c:h):67108863;do if(!c){j=0;k=0}else if(c>>>0>67108863)vd();else{k=pOb(c<<6)|0;j=k;break}while(0);h=j+(d<<6)|0;e=j+(c<<6)|0;g=h;c=b;d=g+64|0;do{f[g>>2]=f[c>>2];g=g+4|0;c=c+4|0}while((g|0)<(d|0));if((m|0)>0)bQb(k|0,l|0,m|0)|0;f[a>>2]=j;f[i>>2]=h+64;f[n>>2]=e;if(!l)return;sOb(l);return}function Z2a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+64|0;d=h+40|0;i=h+32|0;e=h+24|0;g=h;j=f[b+4>>2]|0;DDa(d,f[c+8>>2]|0);c=f[c>>2]|0;f[i>>2]=f[f[b>>2]>>2];f[i+4>>2]=c;sRa(e,f[(f[j+4>>2]|0)+4>>2]|0,i);if(!(f[e>>2]|0)){b=f[e+4>>2]|0;if(b|0)iOb(b);f[a>>2]=0;f[a+4>>2]=0;u=h;return}else{Lwb(g);FDa(d,g);PFa(a,f[e>>2]|0,g);b=f[e+4>>2]|0;if(b|0)iOb(b);u=h;return}}function _2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);return}function $2a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=39624;e=a+12|0;b=f[e>>2]|0;if(!b){aOb(a);sOb(a);return}g=a+16|0;c=f[g>>2]|0;if((c|0)!=(b|0)){d=c;while(1){c=d+-16|0;f[g>>2]=c;d=f[d+-12>>2]|0;if(d){iOb(d);c=f[g>>2]|0}if((c|0)==(b|0))break;else d=c}b=f[e>>2]|0}sOb(b);aOb(a);sOb(a);return}function a3a(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+12|0;b=f[e>>2]|0;if(!b)return;d=a+16|0;a=f[d>>2]|0;if((a|0)!=(b|0)){c=a;while(1){a=c+-16|0;f[d>>2]=a;c=f[c+-12>>2]|0;if(c){iOb(c);a=f[d>>2]|0}if((a|0)==(b|0))break;else c=a}b=f[e>>2]|0}sOb(b);return}function b3a(a){a=a|0;sOb(a);return}function c3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function d3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=a+12|0;k=j+11|0;if((b[k>>0]|0)<0){b[f[j>>2]>>0]=0;f[a+16>>2]=0}else{b[j>>0]=0;b[k>>0]=0}h=f[a>>2]|0;i=a+4|0;e=f[i>>2]|0;if((e|0)!=(h|0))do{g=e+-24|0;f[i>>2]=g;e=e+-12|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);e=f[i>>2]|0}while((e|0)!=(h|0));f[l>>2]=c;if((c|0)==(d|0)){l=0;u=m;return l|0}e=c+1|0;f[l>>2]=e;if((b[c>>0]|0)!=60){l=0;u=m;return l|0}a:do if((e|0)==(d|0))e=d;else while(1){c=(lAb(b[e>>0]|0)|0)<<24;if(!((c|0)==1593835520|(c+-1610612737|0)>>>0<452984831))break a;c=e;e=e+1|0;f[l>>2]=e;LOb(j,b[c>>0]|0);if((e|0)==(d|0)){e=d;break}}while(0);g=b[k>>0]|0;if(g<<24>>24<0)g=f[a+16>>2]|0;else g=g&255;if((e|0)==(d|0)|(g|0)==0){l=0;u=m;return l|0}switch(b[e>>0]|0){case 32:{e=e+1|0;f[l>>2]=e;break}case 62:break;default:{l=0;u=m;return l|0}}if((e|0)==(d|0)){l=0;u=m;return l|0}while(1){k=(lAb(b[e>>0]|0)|0)<<24;if(!((k|0)==1593835520|(k+-1610612737|0)>>>0<452984831)){g=25;break}if(!(z3a(a,l,d)|0)){e=0;g=27;break}e=f[l>>2]|0;if((e|0)==(d|0)){e=0;g=27;break}}if((g|0)==25){if((b[e>>0]|0)!=62){l=0;u=m;return l|0}d=e+1|0;f[l>>2]=d;l=d;u=m;return l|0}else if((g|0)==27){u=m;return e|0}return 0}function e3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;l=m;j=d+12|0;h=j+11|0;g=b[h>>0]|0;i=d+16|0;e=f[i>>2]|0;do if(((g<<24>>24<0?e:g&255)|0)==24){if(MOb(j,0,-1,191518,24)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;a:do if((e|0)==(g|0))e=0;else{while(1){l=b[e+11>>0]|0;if(((l<<24>>24<0?f[e+4>>2]|0:l&255)|0)==5)if(!(MOb(e,0,-1,191543,5)|0))break;e=e+24|0;if((e|0)==(g|0)){e=0;break a}}e=$Ob(e+12|0,0,10)|0}while(0);f3a((f[f[a+4>>2]>>2]|0)+32|0,c,e);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==14){if(MOb(j,0,-1,191549,14)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}c=(f[f[a+4>>2]>>2]|0)+56|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==13){if(MOb(j,0,-1,191564,13)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=f[d>>2]|0;g=f[d+4>>2]|0;if((e|0)==(g|0)){l=1;u=m;return l|0}while(1){d=b[e+11>>0]|0;if(((d<<24>>24<0?f[e+4>>2]|0:d&255)|0)==4)if(!(MOb(e,0,-1,191578,4)|0))break;e=e+24|0;if((e|0)==(g|0)){e=1;k=55;break}}if((k|0)==55){u=m;return e|0}e=e+12|0;j=(f[f[a+4>>2]>>2]|0)+80|0;if((b[e+11>>0]|0)<0)e=f[e>>2]|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;i=pAb(e)|0;if(i>>>0>4294967279)vOb(l);if(i>>>0<11){h=l+11|0;b[h>>0]=i;if(!i){g=l;e=h}else{g=l;k=31}}else{h=i+16&-16;g=pOb(h)|0;f[l>>2]=g;f[l+8>>2]=h|-2147483648;f[l+4>>2]=i;h=l+11|0;k=31}if((k|0)==31){bQb(g|0,e|0,i|0)|0;e=h}b[g+i>>0]=0;i3a(j,c,l);if((b[e>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==11){if(MOb(j,0,-1,247514,11)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}y$a(f[(f[f[a+4>>2]>>2]|0)+244>>2]|0,0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==17){if(MOb(j,0,-1,191583,17)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&2){l=1;u=m;return l|0}b[g>>0]=h|2;c=f[f[e>>2]>>2]|0;gh[f[(f[c>>2]|0)+16>>2]&2047](c);c=(f[f[e>>2]>>2]|0)+68|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);do if(((g<<24>>24<0?e:g&255)|0)==8){if(MOb(j,0,-1,191601,8)|0){g=b[h>>0]|0;e=f[i>>2]|0;break}e=a+4|0;g=(f[e>>2]|0)+116|0;h=b[g>>0]|0;if(h&1){l=1;u=m;return l|0}b[g>>0]=h|1;c=(f[f[e>>2]>>2]|0)+44|0;g3a(l,d);h3a(c,l);if((b[l+11>>0]|0)<0)sOb(f[l>>2]|0);l=1;u=m;return l|0}while(0);if(((g<<24>>24<0?e:g&255)|0)==11){l=(MOb(j,0,-1,191610,11)|0)==0;u=m;return l|0}else{l=0;u=m;return l|0}return 0}function f3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;i=o;j=o+24|0;e=f[a>>2]|0;n=a+4|0;k=f[n>>2]|0;if((e|0)==(k|0)){u=o;return}l=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;f[j>>2]=d;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,j);if(b[e+24>>0]|0){f[l>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[l>>2]|0;do if(!g){f[h>>2]=0;m=15}else if((i|0)==(g|0)){f[h>>2]=e;m=f[l>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[h>>2]=g;f[l>>2]=0;g=0;h=0;break}while(0);if((m|0)==15){m=0;h=f[l>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(k|0));e=f[n>>2]|0;if((f[a>>2]|0)==(e|0)){u=o;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{m=30;break}e=e+-32|0;while(1){m=g+-32|0;f[n>>2]=m;if((m|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[n>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){m=30;break}}if((m|0)==30){u=o;return}}function g3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;k=m;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;l=a+11|0;b[l>>0]=1;b[a>>0]=123;b[a+1>>0]=0;h=f[c>>2]|0;i=f[c+4>>2]|0;if((h|0)==(i|0))c=1;else{j=k+11|0;d=k+4|0;e=k+11|0;g=k+4|0;c=h;do{LOb(a,34);j3a(k,c);h=b[j>>0]|0;n=h<<24>>24<0;JOb(a,n?f[k>>2]|0:k,n?f[d>>2]|0:h&255)|0;if((b[j>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,191622)|0;j3a(k,c+12|0);n=b[e>>0]|0;h=n<<24>>24<0;JOb(a,h?f[k>>2]|0:k,h?f[g>>2]|0:n&255)|0;if((b[e>>0]|0)<0)sOb(f[k>>2]|0);KOb(a,247179)|0;c=c+24|0}while((c|0)!=(i|0));c=b[l>>0]|0;if(c<<24>>24<0){l=a+4|0;n=(f[l>>2]|0)+-1|0;f[l>>2]=n;n=(f[a>>2]|0)+n|0;b[n>>0]=0;LOb(a,125);u=m;return}}n=(c&255)+-1|0;b[l>>0]=n;n=a+n|0;b[n>>0]=0;LOb(a,125);u=m;return}function h3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+32|0;h=m;d=f[a>>2]|0;l=a+4|0;i=f[l>>2]|0;if((d|0)==(i|0)){u=m;return}j=h+16|0;do{g=d+16|0;e=f[g>>2]|0;if(e|0){oh[f[(f[e>>2]|0)+24>>2]&1023](e,c);if(b[d+24>>0]|0){f[j>>2]=0;e=f[g>>2]|0;if((d|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);f[g>>2]=0;e=f[j>>2]|0;do if(!e){f[g>>2]=0;k=15}else if((h|0)==(e|0)){f[g>>2]=d;k=f[j>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,d);k=15;break}else{f[g>>2]=e;f[j>>2]=0;e=0;g=0;break}while(0);if((k|0)==15){k=0;g=f[j>>2]|0;e=g}if((h|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}d=d+32|0}while((d|0)!=(i|0));d=f[l>>2]|0;if((f[a>>2]|0)==(d|0)){u=m;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;c=0}else{k=30;break}d=d+-32|0;while(1){k=e+-32|0;f[l>>2]=k;if((k|0)==(g|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);e=f[l>>2]|0;if((e|0)==(d|0))break;c=f[e+-16>>2]|0;g=c}if((f[a>>2]|0)==(d|0)){k=30;break}}if((k|0)==30){u=m;return}}function i3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+32|0;i=n;e=f[a>>2]|0;m=a+4|0;j=f[m>>2]|0;if((e|0)==(j|0)){u=n;return}k=i+16|0;do{h=e+16|0;g=f[h>>2]|0;if(g|0){f[i>>2]=c;xh[f[(f[g>>2]|0)+24>>2]&127](g,i,d);if(b[e+24>>0]|0){f[k>>2]=0;g=f[h>>2]|0;if((e|0)==(g|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);f[h>>2]=0;g=f[k>>2]|0;do if(!g){f[h>>2]=0;l=15}else if((i|0)==(g|0)){f[h>>2]=e;l=f[k>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,e);l=15;break}else{f[h>>2]=g;f[k>>2]=0;g=0;h=0;break}while(0);if((l|0)==15){l=0;h=f[k>>2]|0;g=h}if((i|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h)}}e=e+32|0}while((e|0)!=(j|0));e=f[m>>2]|0;if((f[a>>2]|0)==(e|0)){u=n;return}while(1){if(!(f[e+-16>>2]|0)){g=e;h=0;c=0}else{l=30;break}e=e+-32|0;while(1){l=g+-32|0;f[m>>2]=l;if((l|0)==(h|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);g=f[m>>2]|0;if((g|0)==(e|0))break;c=f[g+-16>>2]|0;h=c}if((f[a>>2]|0)==(e|0)){l=30;break}}if((l|0)==30){u=n;return}}function j3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+160|0;i=m+136|0;j=m;k=j+4|0;f[j>>2]=15100;l=j+56|0;f[l>>2]=15120;tEb(j+56|0,k);f[j+128>>2]=0;f[j+132>>2]=-1;f[j>>2]=39656;f[j+56>>2]=39676;xEb(k);f[k>>2]=39692;h=j+36|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[j+52>>2]=16;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;k3a(k,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);e=b[c+11>>0]|0;g=e<<24>>24<0;d=g?f[c>>2]|0:c;e=g?f[c+4>>2]|0:e&255;g=d+e|0;a:do if(e|0)while(1){c=b[d>>0]|0;e=c<<24>>24;b:do switch(e|0){case 34:{m3a(j,191626,2)|0;break}case 92:{m3a(j,191629,2)|0;break}case 8:{m3a(j,191632,2)|0;break}case 12:{m3a(j,191635,2)|0;break}case 10:{m3a(j,191638,2)|0;break}case 13:{m3a(j,191641,2)|0;break}case 9:{m3a(j,191644,2)|0;break}default:if((c&255)<32){c=m3a(j,191647,2)|0;n=c+(f[(f[c>>2]|0)+-12>>2]|0)+4|0;f[n>>2]=f[n>>2]&-75|8;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+12>>2]=4;f[c+(f[(f[c>>2]|0)+-12>>2]|0)+76>>2]=48;JEb(c,e)|0;break b}else{b[i>>0]=c;m3a(j,i,1)|0;break b}}while(0);d=d+1|0;if((d|0)==(g|0))break a}while(0);l3a(a,k);f[j>>2]=39656;f[l>>2]=39676;f[k>>2]=39692;if((b[h+11>>0]|0)>=0){oDb(k);kEb(j,39752);jDb(l);u=m;return}sOb(f[h>>2]|0);oDb(k);kEb(j,39752);jDb(l);u=m;return}function k3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;e=a+32|0;AOb(e,c)|0;i=a+44|0;f[i>>2]=0;j=a+48|0;h=f[j>>2]|0;if(h&8|0){c=b[e+11>>0]|0;if(c<<24>>24<0){c=f[e>>2]|0;d=c;g=c;c=c+(f[a+36>>2]|0)|0}else{d=e;g=e;c=e+(c&255)|0}f[i>>2]=c;f[a+8>>2]=d;f[a+12>>2]=g;f[a+16>>2]=c}if(!(h&16))return;d=e+11|0;c=b[d>>0]|0;if(c<<24>>24<0){g=f[a+36>>2]|0;f[i>>2]=(f[e>>2]|0)+g;c=(f[a+40>>2]&2147483647)+-1|0}else{g=c&255;f[i>>2]=e+g;c=10}GOb(e,c,0);c=b[d>>0]|0;if(c<<24>>24<0){e=f[e>>2]|0;c=f[a+36>>2]|0}else c=c&255;d=a+24|0;f[d>>2]=e;f[a+20>>2]=e;f[a+28>>2]=e+c;if(!(f[j>>2]&3))return;f[d>>2]=e+g;return}function l3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=f[c+48>>2]|0;if(d&16|0){d=c+44|0;e=f[d>>2]|0;g=f[c+24>>2]|0;if(e>>>0<g>>>0){f[d>>2]=g;e=g}d=f[c+20>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=e-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{h=c+16&-16;g=pOb(h)|0;f[a>>2]=g;f[a+8>>2]=h|-2147483648;f[a+4>>2]=c;a=g}if((d|0)!=(e|0)){g=a;while(1){b[g>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(e|0))break;else g=g+1|0}a=a+c|0}b[a>>0]=0;return}if(!(d&8)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;return}d=f[c+8>>2]|0;g=f[c+16>>2]|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=g-d|0;if(c>>>0>4294967279)vOb(a);if(c>>>0<11)b[a+11>>0]=c;else{e=c+16&-16;h=pOb(e)|0;f[a>>2]=h;f[a+8>>2]=e|-2147483648;f[a+4>>2]=c;a=h}if((d|0)!=(g|0)){e=a;while(1){b[e>>0]=b[d>>0]|0;d=d+1|0;if((d|0)==(g|0))break;else e=e+1|0}a=a+c|0}b[a>>0]=0;return}function m3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+12|0;k=m;l=m+8|0;BEb(k,a);if(!(b[k>>0]|0)){CEb(k);u=m;return a|0}j=(f[a>>2]|0)+-12|0;f[l>>2]=f[a+(f[j>>2]|0)+24>>2];j=a+(f[j>>2]|0)|0;g=c+d|0;h=(f[j+4>>2]&176|0)==32?g:c;e=j+76|0;d=f[e>>2]|0;if((d|0)==-1){vEb(i,j);d=XFb(i,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,32)|0;YFb(i);d=d<<24>>24;f[e>>2]=d}f[i>>2]=f[l>>2];if(n3a(i,c,h,g,j,d&255)|0){CEb(k);u=m;return a|0}l=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;sEb(l,f[l+16>>2]|5);CEb(k);u=m;return a|0}function n3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;m=o;n=f[a>>2]|0;if(!n){n=0;u=o;return n|0}i=c;j=e-i|0;l=g+12|0;k=f[l>>2]|0;j=(k|0)>(j|0)?k-j|0:0;k=d;g=k-i|0;if((g|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,c,g)|0)!=(g|0)){f[a>>2]=0;n=0;u=o;return n|0}do if((j|0)>0){f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;if(j>>>0<11){c=m+11|0;b[c>>0]=j;g=m;i=m}else{c=j+16&-16;g=pOb(c)|0;f[m>>2]=g;f[m+8>>2]=c|-2147483648;f[m+4>>2]=j;c=m+11|0;i=m}dQb(g|0,h|0,j|0)|0;b[g+j>>0]=0;if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,(b[c>>0]|0)<0?f[i>>2]|0:m,j)|0)==(j|0)){if((b[c>>0]|0)<0)sOb(f[i>>2]|0);break}f[a>>2]=0;if((b[c>>0]|0)<0)sOb(f[i>>2]|0);n=0;u=o;return n|0}while(0);e=e-k|0;if((e|0)>0)if((Sg[f[(f[n>>2]|0)+48>>2]&255](n,d,e)|0)!=(e|0)){f[a>>2]=0;n=0;u=o;return n|0}f[l>>2]=0;u=o;return n|0}function o3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);return}function p3a(a){a=a|0;var c=0;f[a>>2]=39692;c=a+32|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);oDb(a);sOb(a);return}function q3a(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=c+44|0;j=f[i>>2]|0;m=c+24|0;n=f[m>>2]|0;k=n;if(j>>>0<n>>>0){f[i>>2]=n;l=k}else l=j;i=h&24;a:do if(!i){j=-1;i=-1}else if((g|0)==1&(i|0)==24){j=-1;i=-1}else{b:do switch(g|0){case 0:{i=0;j=0;break}case 1:if(!(h&8)){j=k-(f[c+20>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}else{j=(f[c+12>>2]|0)-(f[c+8>>2]|0)|0;i=j;j=((j|0)<0)<<31>>31;break b}case 2:{i=c+32|0;if((b[i+11>>0]|0)<0)i=f[i>>2]|0;j=l-i|0;i=j;j=((j|0)<0)<<31>>31;break}default:{j=-1;i=-1;break a}}while(0);j=QPb(i|0,j|0,d|0,e|0)|0;i=I;if((i|0)<0){j=-1;i=-1}else{k=c+32|0;if((b[k+11>>0]|0)<0)k=f[k>>2]|0;e=l-k|0;d=((e|0)<0)<<31>>31;if((i|0)>(d|0)|(i|0)==(d|0)&j>>>0>e>>>0){j=-1;i=-1}else{k=h&8;if(!((j|0)==0&(i|0)==0)){if(k|0)if(!(f[c+12>>2]|0)){j=-1;i=-1;break}if((h&16|0)!=0&(n|0)==0){j=-1;i=-1;break}}if(k|0){f[c+12>>2]=(f[c+8>>2]|0)+j;f[c+16>>2]=l}if(h&16)f[m>>2]=(f[c+20>>2]|0)+j}}}while(0);n=a;f[n>>2]=0;f[n+4>>2]=0;a=a+8|0;f[a>>2]=j;f[a+4>>2]=i;return}function r3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=c+8|0;Th[f[(f[b>>2]|0)+16>>2]&127](a,b,f[c>>2]|0,f[c+4>>2]|0,0,d);return}function s3a(a){a=a|0;var b=0,c=0,d=0;b=a+44|0;d=f[b>>2]|0;c=f[a+24>>2]|0;if(d>>>0<c>>>0){f[b>>2]=c;d=c}if(!(f[a+48>>2]&8)){a=-1;return a|0}b=a+16|0;c=f[b>>2]|0;if(c>>>0<d>>>0){f[b>>2]=d;c=d}b=f[a+12>>2]|0;if(b>>>0>=c>>>0){a=-1;return a|0}a=h[b>>0]|0;return a|0}function t3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=a+44|0;d=f[e>>2]|0;g=f[a+24>>2]|0;if(d>>>0<g>>>0){f[e>>2]=g;d=g}h=a+12|0;e=f[h>>2]|0;if((f[a+8>>2]|0)>>>0>=e>>>0){c=-1;return c|0}if((c|0)==-1){f[h>>2]=e+-1;f[a+16>>2]=d;c=0;return c|0}if(!(f[a+48>>2]&16)){g=c&255;e=e+-1|0;if((b[e>>0]|0)!=g<<24>>24){c=-1;return c|0}}else{g=c&255;e=e+-1|0}f[h>>2]=e;f[a+16>>2]=d;b[e>>0]=g;return c|0}function u3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;o=t;if((c|0)==-1){s=0;u=t;return s|0}p=a+12|0;q=a+8|0;r=(f[p>>2]|0)-(f[q>>2]|0)|0;s=a+24|0;k=f[s>>2]|0;m=a+28|0;d=f[m>>2]|0;if((k|0)==(d|0)){j=a+48|0;if(!(f[j>>2]&16)){s=-1;u=t;return s|0}h=a+20|0;i=f[h>>2]|0;n=a+44|0;l=(f[n>>2]|0)-i|0;g=a+32|0;LOb(g,0);d=g+11|0;if((b[d>>0]|0)<0)e=(f[a+40>>2]&2147483647)+-1|0;else e=10;GOb(g,e,0);d=b[d>>0]|0;if(d<<24>>24<0){e=f[g>>2]|0;d=f[a+36>>2]|0}else{e=g;d=d&255}d=e+d|0;f[h>>2]=e;f[m>>2]=d;k=e+(k-i)|0;f[s>>2]=k;e=e+l|0;f[n>>2]=e;l=n;g=n;i=d}else{e=a+44|0;l=e;j=a+48|0;g=e;e=f[e>>2]|0;i=d}h=k+1|0;f[o>>2]=h;e=f[(h>>>0<e>>>0?g:o)>>2]|0;f[l>>2]=e;if(f[j>>2]&8|0){d=a+32|0;if((b[d+11>>0]|0)<0)d=f[d>>2]|0;f[q>>2]=d;f[p>>2]=d+r;f[a+16>>2]=e}if((k|0)==(i|0)){s=Rg[f[(f[a>>2]|0)+52>>2]&255](a,c&255)|0;u=t;return s|0}else{f[s>>2]=h;b[k>>0]=c;s=c&255;u=t;return s|0}return 0}function v3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function w3a(a){a=a|0;var c=0,d=0,e=0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function x3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);return}function y3a(a){a=a|0;var c=0,d=0,e=0;a=a+(f[(f[a>>2]|0)+-12>>2]|0)|0;f[a>>2]=39656;c=a+56|0;f[c>>2]=39676;d=a+4|0;f[d>>2]=39692;e=a+36|0;if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);oDb(d);kEb(a,39752);jDb(c);sOb(a);return}function z3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;e=a+4|0;g=f[e>>2]|0;if(g>>>0<(f[a+8>>2]|0)>>>0){f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;g=(f[e>>2]|0)+24|0;f[e>>2]=g}else{A3a(a);g=f[e>>2]|0}e=g+-24|0;i=g+-12|0;a=f[c>>2]|0;a:do if((a|0)==(d|0))h=d;else while(1){h=(lAb(b[a>>0]|0)|0)<<24;if(!((h|0)==1593835520|(h+-1610612737|0)>>>0<452984831)){h=a;break a}f[c>>2]=a+1;LOb(e,b[a>>0]|0);a=f[c>>2]|0;if((a|0)==(d|0)){h=d;break}}while(0);a=b[e+11>>0]|0;if(a<<24>>24<0)a=f[g+-20>>2]|0;else a=a&255;if((a|0)==0|(h|0)==(d|0)){c=0;return c|0}a=h+1|0;f[c>>2]=a;if((b[h>>0]|0)!=61){c=0;return c|0}e=B3a(a,d,i)|0;f[c>>2]=e;if((e|0)==0|(e|0)==(d|0)){c=0;return c|0}a=b[e>>0]|0;if(a<<24>>24==32){f[c>>2]=e+1;c=1;return c|0}else{c=a<<24>>24==62;return c|0}return 0}function A3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;k=f[l>>2]|0;d=f[a>>2]|0;i=(k-d|0)/24|0;e=i+1|0;c=d;g=k;if(e>>>0>178956970)AMb(a);m=a+8|0;d=((f[m>>2]|0)-d|0)/24|0;h=d<<1;h=d>>>0<89478485?(h>>>0<e>>>0?e:h):178956970;do if(!h)j=0;else if(h>>>0>178956970)vd();else{j=pOb(h*24|0)|0;break}while(0);d=j+(i*24|0)|0;e=d;h=j+(h*24|0)|0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;i=d+24|0;if((g|0)==(c|0))g=k;else{do{j=d+-24|0;k=g;g=g+-24|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;j=d+-12|0;k=k+-12|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;d=e+-24|0;e=d}while((g|0)!=(c|0));g=f[a>>2]|0;c=f[l>>2]|0}f[a>>2]=e;f[l>>2]=i;f[m>>2]=h;e=g;if((c|0)!=(e|0))do{d=c+-12|0;c=c+-24|0;if((b[d+11>>0]|0)<0)sOb(f[d>>2]|0);if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function B3a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;e=d+11|0;if((b[e>>0]|0)<0){b[f[d>>2]>>0]=0;f[d+4>>2]=0}else{b[d>>0]=0;b[e>>0]=0}if((a|0)==(c|0)){d=0;return d|0}e=a+1|0;i=b[a>>0]|0;switch(i<<24>>24){case 39:case 34:break;default:{d=0;return d|0}}if((e|0)==(c|0)){d=0;return d|0}a:while(1){a=b[e>>0]|0;b:do if(a<<24>>24==92){a=e+1|0;if((a|0)==(c|0)){e=0;a=29;break a}switch(b[a>>0]|0){case 34:{LOb(d,34);e=a;break b}case 8:{LOb(d,8);e=a;break b}case 12:{LOb(d,12);e=a;break b}case 10:{LOb(d,10);e=a;break b}case 13:{LOb(d,13);e=a;break b}case 9:{LOb(d,9);e=a;break b}case 92:{LOb(d,92);e=a;break b}case 117:{a=e+2|0;if((a|0)==(c|0)){e=0;a=29;break a}h=b[a>>0]|0;a=h<<24>>24;if((h+-48&255)<10)a=a+65488&65535;else{a=sAb(a)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=(a&255)+65461|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+3|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);g=e+4|0;if((g|0)==(c|0)){e=0;a=29;break a}j=b[g>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);e=e+5|0;if((e|0)==(c|0)){e=0;a=29;break a}j=b[e>>0]|0;a=a<<4;h=a&1048560;g=j<<24>>24;if((j+-48&255)<10)a=(g+65488&65535)+(a&65520)|0;else{a=sAb(g)|0;if(((a<<24)+-1073741825|0)>>>0>=117440511){e=0;a=29;break a}a=h+65461+(a&255)|0}if((a&65504)>>>0>=32){e=0;a=29;break a}LOb(d,a&255);break b}default:{e=0;a=29;break a}}}else{if(a<<24>>24==i<<24>>24){a=9;break a}if(a<<24>>24<32){e=0;a=29;break a}LOb(d,a)}while(0);e=e+1|0;if((e|0)==(c|0)){e=0;a=29;break}}if((a|0)==9){j=e+1|0;return j|0}else if((a|0)==29)return e|0;return 0}function C3a(a){a=a|0;sOb(a);return}function D3a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return b|0}function E3a(a,b){a=a|0;b=b|0;f[b>>2]=39772;f[b+4>>2]=f[a+4>>2];return}function F3a(a){a=a|0;return}function G3a(a){a=a|0;sOb(a);return}function H3a(a){a=a|0;Y8a(f[(f[a+4>>2]|0)+240>>2]|0);return}function I3a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==191786?a+4|0:0)|0}function J3a(a){a=a|0;return 15176}function K3a(a){a=a|0;var b=0,c=0,d=0;b=f[a+104>>2]|0;if(b|0){c=a+108|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-64-b|0)>>>6)<<6);sOb(b)}b=f[a+88>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+80|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+60|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+44>>2]|0;if(b|0)iOb(b);b=f[a+20>>2]|0;if(b|0)iOb(b);b=f[a+8>>2]|0;if(!b)return;iOb(b);return}function L3a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function M3a(a,b){a=a|0;b=b|0;var c=0;f[a>>2]=39368;c=pOb(120)|0;f[c>>2]=b;f[c+4>>2]=f[b+232>>2];b=f[b+236>>2]|0;f[c+8>>2]=b;if(b|0)gOb(b);ceb(c+12|0,34962,4194304,262144);ceb(c+36|0,34963,4194304,262144);b=c+60|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+76>>2]=1.0;b=c+80|0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=0;f[b+12>>2]=0;n[c+96>>2]=1.0;f[c+104>>2]=0;f[c+108>>2]=0;f[c+112>>2]=0;z2a(c);f[a+4>>2]=c;return}function N3a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=u;u=u+16|0;a=i+8|0;h=i;d=f[d>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=d;eRa(h,f[b+232>>2]|0,a,e,g);if(f[h>>2]|0){g=f[b+244>>2]|0;xh[f[(f[g>>2]|0)+16>>2]&127](g,a,0)}a=f[h+4>>2]|0;if(!a){u=i;return}iOb(a);u=i;return}function O3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;f[a>>2]=39820;c=f[a+2956>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);i=a+2948|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);h=a+2852|0;c=f[h>>2]|0;if(c|0){i=a+2856|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+2648>>2]|0;if(c|0){d=a+2652|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+2636>>2]|0;if(c|0){d=a+2640|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}i=a+2632|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=a+100|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+88|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+40|0;if((b[c+11>>0]|0)<0)sOb(f[c>>2]|0);c=a+12|0;if((b[c+11>>0]|0)>=0)return;sOb(f[c>>2]|0);return}function P3a(a){a=a|0;O3a(a);sOb(a);return}function Q3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0.0,U=0.0,V=0.0,W=0,X=0.0,Y=0.0;S=u;u=u+1136|0;R=S+1080|0;D=S+1072|0;O=S+48|0;B=S+1112|0;E=S;P=gDb()|0;Q=I;wqb(B);l=a9a(AQa(c)|0)|0;M=IAa(l)|0;p[a+2664>>3]=+p[M>>3];p[a+2672>>3]=+p[M+8>>3];p[a+2680>>3]=+p[M+16>>3];p[a+2688>>3]=+p[M+24>>3];p[a+2696>>3]=+p[M+32>>3];p[a+2704>>3]=+p[M+40>>3];p[a+2712>>3]=+p[M+48>>3];p[a+2720>>3]=+p[M+56>>3];p[a+2728>>3]=+p[M+64>>3];p[a+2736>>3]=+p[M+72>>3];p[a+2744>>3]=+p[M+80>>3];p[a+2752>>3]=+p[M+88>>3];p[a+2760>>3]=+p[M+96>>3];p[a+2768>>3]=+p[M+104>>3];p[a+2776>>3]=+p[M+112>>3];p[a+2784>>3]=+p[M+120>>3];T=+p[l+32>>3];M=a+2792|0;p[M>>3]=T;g=+p[l+40>>3];N=a+2800|0;p[N>>3]=g;i=+p[l+48>>3];F=a+2808|0;p[F>>3]=i;V=+p[l+56>>3];G=a+2816|0;p[G>>3]=V;U=+p[l+64>>3];H=a+2824|0;p[H>>3]=U;j=+p[l+72>>3];J=a+2832|0;p[J>>3]=j;T=V-T;g=U-g;i=j-i;j=+L(+(T*T+(g*g+i*i)));p[a+2888>>3]=T/j;p[a+2896>>3]=g/j;p[a+2904>>3]=i/j;K=a+2848|0;b[K>>0]=b[l>>0]|0;n[a+2840>>2]=+n[B+8>>2]-+n[B>>2];n[a+2844>>2]=+n[B+12>>2]-+n[B+4>>2];B=a+2852|0;l=f[B>>2]|0;C=a+2856|0;d=f[C>>2]|0;if((d|0)!=(l|0))do{e=d+-12|0;f[C>>2]=e;k=f[e>>2]|0;if(!k)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(k|0))f[d>>2]=e+(~((e+-32-k|0)>>>5)<<5);sOb(k);d=f[C>>2]|0}}while((d|0)!=(l|0));v5a(B);z=YRa(c)|0;d=f[z>>2]|0;z=f[z+4>>2]|0;a:do if((d|0)!=(z|0)){A=a+2860|0;while(1){x=f[d>>2]|0;v=d+4|0;y=f[v>>2]|0;l=y;k=x;if((x|0)!=(y|0)){e=f[C>>2]|0;if(e>>>0<(f[A>>2]|0)>>>0){f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;w=e+12|0;f[C>>2]=w;e=l}else{w5a(B);w=f[C>>2]|0;k=f[d>>2]|0;e=f[v>>2]|0}y=w+-12|0;e=e-k|0;k=e>>5;x=w+-4|0;s=f[y>>2]|0;q=s;if((f[x>>2]|0)-s>>5>>>0<k>>>0){t=w+-8|0;if(k>>>0>134217727)break;l=f[t>>2]|0;o=pOb(e)|0;m=o+(l-s>>5<<5)|0;r=m;o=o+(k<<5)|0;e=l;if((e|0)==(q|0))e=r;else{l=e+-32|0;k=m;while(1){W=e;e=e+-32|0;p[k+-32>>3]=+p[e>>3];p[k+-24>>3]=+p[W+-24>>3];p[k+-16>>3]=+p[W+-16>>3];p[k+-8>>3]=+p[W+-8>>3];if((e|0)==(q|0))break;else k=k+-32|0}e=m+(~((l-s|0)>>>5)<<5)|0}f[y>>2]=e;f[t>>2]=r;f[x>>2]=o;if(s|0)sOb(s)}k=f[d>>2]|0;m=f[v>>2]|0;if((k|0)!=(m|0)){l=w+-8|0;e=f[l>>2]|0;do{if(e>>>0<(f[x>>2]|0)>>>0){e=e+32|0;f[l>>2]=e}else{x5a(y);e=f[l>>2]|0}p[e+-32>>3]=+p[k>>3];p[e+-24>>3]=+p[k+8>>3];p[e+-16>>3]=+p[k+16>>3];p[e+-8>>3]=+p[k+24>>3];k=k+32|0}while((k|0)!=(m|0))}}d=d+12|0;if((d|0)==(z|0))break a}vd()}while(0);if(CEa(c,E)|0){e=E+24|0;k=E;l=E+32|0;m=E+8|0;o=E+40|0;d=E+16|0}else{p[E>>3]=-1.0;m=E+8|0;p[m>>3]=-1.0;d=E+16|0;p[d>>3]=-1.0;e=E+24|0;p[e>>3]=1.0;l=E+32|0;p[l>>3]=1.0;o=E+40|0;p[o>>3]=1.0;XAb(O,1024,194680,D)|0;k=m3a(260024,O,pAb(O)|0)|0;vEb(D,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);W=XFb(D,260896)|0;W=Rg[f[(f[W>>2]|0)+28>>2]&255](W,10)|0;YFb(D);OEb(k,W)|0;AEb(k)|0;k=E}U=+p[e>>3]-+p[k>>3];p[O>>3]=U;W=O+8|0;g=+p[l>>3]-+p[m>>3];p[W>>3]=g;V=+p[o>>3]-+p[d>>3];p[O+16>>3]=V;g=U<g?+p[W>>3]:+p[O>>3];g=g<V?V:g;p[a+2912>>3]=g;switch(b[K>>0]|0){case 1:{U=g*1.0e10;X=+p[G>>3];i=+p[M>>3]-X;T=+p[H>>3];V=+p[N>>3]-T;Y=+p[J>>3];j=+p[F>>3]-Y;g=+L(+(i*i+(V*V+j*j)));j=Y+U*(j/g);i=X+U*(i/g);g=T+U*(V/g);break}case 0:{j=+p[F>>3];i=+p[M>>3];g=+p[N>>3];break}default:{W=JEb(m3a(260024,194719,40)|0,h[K>>0]|0)|0;vEb(O,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);K=XFb(O,260896)|0;K=Rg[f[(f[K>>2]|0)+28>>2]&255](K,10)|0;YFb(O);OEb(W,K)|0;AEb(W)|0;j=+p[F>>3];i=+p[M>>3];g=+p[N>>3]}}p[a+2864>>3]=i;p[a+2872>>3]=g;p[a+2880>>3]=j;y5a(a,c);d=gDb()|0;e=I;if(!(b[a+121>>0]|0)){u=S;return}M=RPb(d|0,e|0,P|0,Q|0)|0;M=UPb(M|0,I|0,1e6,0)|0;N=f[a+2936>>2]|0;c=f[a+2940>>2]|0;P=f[a+2928>>2]|0;Q=f[a+2932>>2]|0;W=f[a+2944>>2]|0;a=R;f[a>>2]=M;f[a+4>>2]=I;f[R+8>>2]=N;f[R+12>>2]=c;f[R+16>>2]=P;f[R+20>>2]=Q;f[R+24>>2]=W;XAb(O,1024,194760,R)|0;W=m3a(260024,O,pAb(O)|0)|0;vEb(R,W+(f[(f[W>>2]|0)+-12>>2]|0)|0);Q=XFb(R,260896)|0;Q=Rg[f[(f[Q>>2]|0)+28>>2]&255](Q,10)|0;YFb(R);OEb(W,Q)|0;AEb(W)|0;u=S;return}function R3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j;d=gDb()|0;c=a+2920|0;f[c>>2]=d;f[c+4>>2]=I;c=a+8|0;d=pOb(148)|0;f[d>>2]=c;g=d+4|0;h=d+60|0;i=d+8|0;f[g>>2]=15100;f[h>>2]=15120;tEb(h,i);f[d+132>>2]=0;f[d+136>>2]=-1;f[g>>2]=39656;f[h>>2]=39676;xEb(i);f[i>>2]=39692;h=d+40|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[d+56>>2]=16;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;k3a(i,e);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);i=pOb(272)|0;f[e>>2]=d;U3a(i,e,a+2664|0,a+2636|0,a+2648|0,a+2948|0,c);h=f[e>>2]|0;f[e>>2]=0;if(h|0){c=h+4|0;f[c>>2]=39656;d=h+60|0;f[d>>2]=39676;e=h+8|0;f[e>>2]=39692;g=h+40|0;if((b[g+11>>0]|0)<0)sOb(f[g>>2]|0);oDb(e);kEb(c,39752);jDb(d);sOb(h)}c=a+2632|0;d=f[c>>2]|0;f[c>>2]=i;if(!d){a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}gh[f[(f[d>>2]|0)+4>>2]&2047](d);i=f[c>>2]|0;a=f[i>>2]|0;a=a+8|0;a=f[a>>2]|0;gh[a&2047](i);u=j;return}function S3a(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+16|0;c=b;e=gDb()|0;e=QPb(e|0,I|0,1e9,0)|0;d=c;f[d>>2]=e;f[d+4>>2]=I;a=f[a+2632>>2]|0;a=Rg[f[(f[a>>2]|0)+12>>2]&255](a,c)|0;u=b;return a|0}function T3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;g=u;u=u+1040|0;e=g;d=g+8|0;h=c+2632|0;i=f[h>>2]|0;oh[f[(f[i>>2]|0)+16>>2]&1023](a,i);a=f[h>>2]|0;f[h>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);if(!(b[c+121>>0]|0)){u=g;return}h=gDb()|0;i=c+2920|0;i=RPb(h|0,I|0,f[i>>2]|0,f[i+4>>2]|0)|0;i=UPb(i|0,I|0,1e6,0)|0;p[e>>3]=(+(i>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192106,e)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(e,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);h=XFb(e,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(e);OEb(i,h)|0;AEb(i)|0;u=g;return}function U3a(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;f[a>>2]=39852;f[a+4>>2]=i;f[a+8>>2]=d;m=f[c>>2]|0;f[c>>2]=0;f[a+12>>2]=m;m=a+16|0;f[m>>2]=1e3;f[m+4>>2]=0;m=gDb()|0;m=QPb(m|0,I|0,1e9,0)|0;j=a+24|0;f[j>>2]=m;f[j+4>>2]=I;j=gDb()|0;m=a+32|0;f[m>>2]=j;f[m+4>>2]=I;m=a+40|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;b[m+12>>0]=0;m=f[h>>2]|0;f[h>>2]=0;j=h+4|0;i=f[j>>2]|0;f[j>>2]=0;f[a+56>>2]=m;f[a+60>>2]=i;j=a+64|0;k=h+8|0;c=f[k>>2]|0;f[j>>2]=c;l=h+12|0;d=f[l>>2]|0;f[a+68>>2]=d;f[a+72>>2]=f[h+16>>2];h=m;if(d|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;f[h+(c<<2)>>2]=j;f[k>>2]=0;f[l>>2]=0}i=a+80|0;c=a+164|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;i=a+104|0;h=i+60|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));n[c>>2]=1.0;c=a+212|0;f[c>>2]=0;d=a+216|0;f[d>>2]=0;f[a+220>>2]=0;i=a+168|0;h=i+40|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));f[c>>2]=f[e>>2];i=e+4|0;f[d>>2]=f[i>>2];h=e+8|0;f[a+220>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[e>>2]=0;i=a+224|0;f[i>>2]=0;h=a+228|0;f[h>>2]=0;f[a+232>>2]=0;f[i>>2]=f[g>>2];i=g+4|0;f[h>>2]=f[i>>2];h=g+8|0;f[a+232>>2]=f[h>>2];f[h>>2]=0;f[i>>2]=0;f[g>>2]=0;i=a+236|0;h=i+36|0;do{f[i>>2]=0;i=i+4|0}while((i|0)<(h|0));return}function V3a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;f[a>>2]=39852;c=f[a+260>>2]|0;if(c|0){d=a+264|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}c=f[a+248>>2]|0;if(c|0){d=a+252|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+236>>2]|0;if(c|0){d=a+240|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+224>>2]|0;if(c|0){d=a+228|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-64-c|0)>>>6)<<6);sOb(c)}c=f[a+212>>2]|0;if(c|0){d=a+216|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}h=a+196|0;c=f[h>>2]|0;if(c|0){i=a+200|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[i>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[i>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}k=a+184|0;c=f[k>>2]|0;if(c|0){l=a+188|0;d=f[l>>2]|0;if((d|0)!=(c|0)){e=d;while(1){j=e+-12|0;f[l>>2]=j;d=f[j>>2]|0;if(!d)d=j;else{i=e+-8|0;e=f[i>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[i>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[i>>2]|0}}while((e|0)!=(d|0));d=f[j>>2]|0}sOb(d);d=f[l>>2]|0}if((d|0)==(c|0))break;else e=d}c=f[k>>2]|0}sOb(c)}o=a+148|0;t4a(o,f[a+156>>2]|0);c=f[o>>2]|0;f[o>>2]=0;if(c|0)sOb(c);o=a+136|0;c=f[o>>2]|0;f[o>>2]=0;if(c|0){d=f[c>>2]|0;f[c>>2]=0;if(d|0){l4a(d);sOb(d)}sOb(c)}n=a+96|0;o=f[n>>2]|0;f[n>>2]=0;if(o|0){m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=o+20|0;d=0}else{k=o+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;p=64;break}case 2:{d=512;p=64;break}default:{}}if((p|0)==64)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o)}p=a+92|0;h=f[p>>2]|0;f[p>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}p=a+88|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0){W6a(c);sOb(c)}c=f[a+64>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{p=d;d=f[d>>2]|0;sOb(p)}while((d|0)!=0);p=e+20|0;d=f[p>>2]|0;f[p>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);p=a+56|0;c=f[p>>2]|0;f[p>>2]=0;if(c|0)sOb(c);a=a+12|0;c=f[a>>2]|0;f[a>>2]=0;if(!c)return;d=c+4|0;f[d>>2]=39656;e=c+60|0;f[e>>2]=39676;g=c+8|0;f[g>>2]=39692;h=c+40|0;if((b[h+11>>0]|0)<0)sOb(f[h>>2]|0);oDb(g);kEb(d,39752);jDb(e);sOb(c);return}function W3a(a){a=a|0;V3a(a);sOb(a);return}function X3a(a){a=a|0;b[a+52>>0]=0;f[a+44>>2]=943;f[a+48>>2]=0;return}function Y3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=a+44|0;g=a+48|0;h=a+52|0;do{d=f[e>>2]|0;k=f[g>>2]|0;i=a+(k>>1)|0;if(k&1)d=f[(f[i>>2]|0)+d>>2]|0;oh[d&1023](i,c);if(b[h>>0]|0){d=1;j=8;break}i=gDb()|0;l=I;k=c;d=f[k+4>>2]|0}while((l|0)<(d|0)|((l|0)==(d|0)?i>>>0<(f[k>>2]|0)>>>0:0));if((j|0)==8)return d|0;l=(b[h>>0]|0)!=0;return l|0}function Z3a(a,b){a=a|0;b=b|0;l3a(a,(f[b+12>>2]|0)+8|0);return}function _3a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0;x=u;u=u+1072|0;t=x+44|0;w=x+8|0;d=x;v=x+48|0;r=x+24|0;s=a+4|0;c=f[s>>2]|0;if(!(b[c+16>>0]|0)){if(!(b[c+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}XAb(v,1024,192149,d)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}o=gDb()|0;q=a+32|0;d=q;f[d>>2]=o;f[d+4>>2]=I;y=+p[(f[a+8>>2]|0)+248>>3]*1.0e-08;p[a+80>>3]=y<1.0e-06?y:1.0e-06;d=f[a+64>>2]|0;if(!d)g=0;else{l=a+228|0;m=a+232|0;o=a+224|0;c=0;do{e=d;k=e+8|0;e=f[e+28>>2]|0;if(e)do{g=e;if(a4a(a,g+64|0)|0){h=g+8|0;i=g+32|0;j=f[l>>2]|0;if(j>>>0<(f[m>>2]|0)>>>0){p[j>>3]=+p[h>>3];p[j+8>>3]=+p[g+16>>3];p[j+16>>3]=+p[g+24>>3];p[j+24>>3]=+p[i>>3];p[j+32>>3]=+p[g+40>>3];p[j+40>>3]=+p[g+48>>3];j=j+48|0;f[j>>2]=f[k>>2];f[j+4>>2]=f[k+4>>2];f[j+8>>2]=f[k+8>>2];f[l>>2]=(f[l>>2]|0)+64}else b4a(o,h,i,k);c=c+1|0}e=f[e>>2]|0}while((e|0)!=0);d=f[d>>2]|0}while((d|0)!=0);g=c}f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;n[r+16>>2]=1.0;b[t>>0]=b[v>>0]|0;$3a(a+56|0,r,t);c=f[r+8>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{o=d;d=f[d>>2]|0;sOb(o)}while((d|0)!=0);o=e+20|0;d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);c=f[r>>2]|0;f[r>>2]=0;if(c|0)sOb(c);s=f[s>>2]|0;c=gDb()|0;d=I;if(!(b[s+112>>0]|0)){w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}s=q;s=RPb(c|0,d|0,f[s>>2]|0,f[s+4>>2]|0)|0;s=UPb(s|0,I|0,1e6,0)|0;f[w>>2]=g;p[w+8>>3]=(+(s>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(v,1024,192175,w)|0;w=m3a(260024,v,pAb(v)|0)|0;vEb(t,w+(f[(f[w>>2]|0)+-12>>2]|0)|0);v=XFb(t,260896)|0;v=Rg[f[(f[v>>2]|0)+28>>2]&255](v,10)|0;YFb(t);OEb(w,v)|0;AEb(w)|0;w=a+44|0;f[w>>2]=944;a=a+48|0;f[a>>2]=0;u=x;return}function $3a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=a+12|0;if(f[h>>2]|0){g=a+8|0;c=f[g>>2]|0;if(c|0)do{e=c;c=f[c>>2]|0;d=f[e+28>>2]|0;if(d|0)do{i=d;d=f[d>>2]|0;sOb(i)}while((d|0)!=0);i=e+20|0;d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);sOb(e)}while((c|0)!=0);f[g>>2]=0;d=f[a+4>>2]|0;if(d|0){c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}i=f[b>>2]|0;f[b>>2]=0;c=f[a>>2]|0;f[a>>2]=i;if(c|0)sOb(c);i=b+4|0;d=a+4|0;f[d>>2]=f[i>>2];f[i>>2]=0;i=b+12|0;e=f[i>>2]|0;f[h>>2]=e;f[a+16>>2]=f[b+16>>2];g=b+8|0;c=f[g>>2]|0;h=a+8|0;f[h>>2]=c;if(!e)return;c=f[c+4>>2]|0;d=f[d>>2]|0;e=d+-1|0;if(!(e&d))c=e&c;else if(c>>>0>=d>>>0)c=(c>>>0)%(d>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=h;f[g>>2]=0;f[i>>2]=0;return}function a4a(a,c){a=a|0;c=c|0;var d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0;if((f[c+144>>2]|0)==1){a=1;return a|0}q=+p[c+32>>3];k=+p[c+8>>3];t=q-k;s=+p[c+40>>3];i=+p[c+64>>3]-s;d=+p[c+16>>3];s=s-d;q=+p[c+56>>3]-q;g=t*i-s*q;l=+p[c+24>>3];j=+p[c+48>>3]-l;h=+p[c>>3];l=l-h;i=s*j-i*l;j=q*l-t*j;t=+p[c+104>>3];l=+p[c+80>>3];q=t-l;s=+p[c+112>>3];r=+p[c+136>>3]-s;n=+p[c+88>>3];s=s-n;t=+p[c+128>>3]-t;o=+p[c+96>>3];u=+p[c+120>>3]-o;m=+p[c+72>>3];o=o-m;c=f[a+8>>2]|0;if((b[c+184>>0]|0)==1){n=+p[c+224>>3];h=+p[c+232>>3];d=+p[c+240>>3];i=g*n+(i*h+j*d);g=n}else{w=+p[c+200>>3];x=+p[c+208>>3];v=+p[c+216>>3];i=g*(h-w)+(i*(k-x)+j*(d-v));h=l-x;g=m-w;d=n-v}d=(q*r-s*t)*g+((t*o-q*u)*d+(s*u-r*o)*h);if(!(i>=0.0)){x=+K(+(0.0-i));e=x<+p[a+80>>3]&1}else e=1;if(!(d>=0.0)){x=+K(+(0.0-d));c=x<+p[a+80>>3]&1}else c=1;a=(e|0)!=(c|0);return a|0}function b4a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;q=a+4|0;e=f[q>>2]|0;g=f[a>>2]|0;k=e-g>>6;i=k+1|0;n=g;h=e;if(i>>>0>67108863)AMb(a);o=a+8|0;l=(f[o>>2]|0)-g|0;m=l>>5;i=l>>6>>>0<33554431?(m>>>0<i>>>0?i:m):67108863;do if(!i)j=0;else if(i>>>0>67108863)vd();else{j=pOb(i<<6)|0;break}while(0);l=j+(k<<6)|0;g=l;m=j+(i<<6)|0;p[l>>3]=+p[b>>3];p[j+(k<<6)+8>>3]=+p[b+8>>3];p[j+(k<<6)+16>>3]=+p[b+16>>3];p[j+(k<<6)+24>>3]=+p[c>>3];p[j+(k<<6)+32>>3]=+p[c+8>>3];p[j+(k<<6)+40>>3]=+p[c+16>>3];i=j+(k<<6)+48|0;f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2];i=l+64|0;if((h|0)!=(n|0)){e=l;do{k=h;h=h+-64|0;p[e+-64>>3]=+p[h>>3];p[e+-56>>3]=+p[k+-56>>3];p[e+-48>>3]=+p[k+-48>>3];p[e+-40>>3]=+p[k+-40>>3];p[e+-32>>3]=+p[k+-32>>3];p[e+-24>>3]=+p[k+-24>>3];l=e+-16|0;k=k+-16|0;f[l>>2]=f[k>>2];f[l+4>>2]=f[k+4>>2];f[l+8>>2]=f[k+8>>2];e=g+-64|0;g=e}while((h|0)!=(n|0));e=f[a>>2]|0}f[a>>2]=g;f[q>>2]=i;f[o>>2]=m;if(!e)return;sOb(e);return}function c4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+1040|0;h=i;e=i+8|0;d=gDb()|0;g=a+32|0;f[g>>2]=d;f[g+4>>2]=I;g=a+4|0;V6a(e,f[g>>2]|0,f[a+8>>2]|0);d=a+88|0;j=f[e>>2]|0;f[e>>2]=0;c=f[d>>2]|0;f[d>>2]=j;if(!c)f[e>>2]=0;else{W6a(c);sOb(c);c=f[e>>2]|0;f[e>>2]=0;if(c|0){W6a(c);sOb(c)}}if(b[(f[g>>2]|0)+112>>0]|0){p[h>>3]=+p[(f[d>>2]|0)+32>>3];XAb(e,1024,192226,h)|0;j=m3a(260024,e,pAb(e)|0)|0;vEb(h,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(j,g)|0;AEb(j)|0}j=a+212|0;g=pOb(136)|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=f[j>>2];h=a+216|0;f[g+28>>2]=f[h>>2];e=a+220|0;f[g+32>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[j>>2]=0;f[g+36>>2]=0;f[g+112>>2]=0;f[g+116>>2]=0;f[g+120>>2]=0;b[g+128>>0]=0;j=a+92|0;h=f[j>>2]|0;f[j>>2]=g;if(!h){h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h);h=gDb()|0;e=I;g=a+16|0;j=g;j=f[j>>2]|0;g=g+4|0;g=f[g>>2]|0;g=WPb(j|0,g|0,1e6,0)|0;j=I;e=QPb(g|0,j|0,h|0,e|0)|0;h=I;j=a+24|0;g=j;f[g>>2]=e;j=j+4|0;f[j>>2]=h;j=a+44|0;f[j>>2]=945;j=a+48|0;f[j>>2]=0;u=i;return}function d4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=a+4|0;b=f[i>>2]|0;k=a+16|0;c=f[k>>2]|0;d=b+(c>>>8<<2)|0;j=a+8|0;if((f[j>>2]|0)==(b|0)){h=0;g=a+20|0;b=0}else{g=a+20|0;h=c+(f[g>>2]|0)|0;h=(f[b+(h>>>8<<2)>>2]|0)+((h&255)<<4)|0;b=(f[d>>2]|0)+((c&255)<<4)|0}e=d;a:while(1){do{if((h|0)==(b|0))break a;a=f[b+4>>2]|0;if(a|0){c=b+8|0;d=f[c>>2]|0;if((d|0)!=(a|0))f[c>>2]=d+(~(((d+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}b=b+16|0}while((b-(f[e>>2]|0)|0)!=4096);b=e+4|0;e=b;b=f[b>>2]|0}f[g>>2]=0;a=f[i>>2]|0;b=(f[j>>2]|0)-a>>2;if(b>>>0>2)do{sOb(f[a>>2]|0);a=(f[i>>2]|0)+4|0;f[i>>2]=a;b=(f[j>>2]|0)-a>>2}while(b>>>0>2);switch(b|0){case 1:{b=128;break}case 2:{b=256;break}default:return}f[k>>2]=b;return}function e4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+1088|0;i=n+48|0;k=n+40|0;h=n+16|0;e=n;m=n+64|0;j=a+88|0;l=a+92|0;o=Y6a(f[j>>2]|0,f[l>>2]|0,c)|0;g=a+4|0;d=f[g>>2]|0;c=(b[d+112>>0]|0)!=0;if(!o){if(!c){u=n;return}d=gDb()|0;e=I;c=a+24|0;o=c;l=f[o+4>>2]|0;if(!((l|0)<(e|0)|((l|0)==(e|0)?(f[o>>2]|0)>>>0<d>>>0:0))){u=n;return}o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;a=c;f[a>>2]=o;f[a+4>>2]=I;a=f[j>>2]|0;o=f[a+24>>2]|0;a=f[a+8>>2]|0;f[i>>2]=a;f[i+4>>2]=o;p[i+8>>3]=+(a>>>0)/+(o>>>0)*100.0;XAb(m,1024,192261,i)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(i,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);a=XFb(i,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(i);OEb(o,a)|0;AEb(o)|0;u=n;return}if(c){o=f[j>>2]|0;d=f[o+24>>2]|0;o=f[o+8>>2]|0;f[e>>2]=o;f[e+4>>2]=d;p[e+8>>3]=+(o>>>0)/+(d>>>0)*100.0;XAb(m,1024,192261,e)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(e,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(e,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(e);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=f[j>>2]|0;if(b[d+113>>0]|0){i=f[c+8>>2]|0;j=f[c+12>>2]|0;o=f[c+16>>2]|0;d=f[c+20>>2]|0;f[h>>2]=f[c+4>>2];f[h+4>>2]=i;f[h+8>>2]=j;f[h+12>>2]=o;f[h+16>>2]=d;XAb(m,1024,192314,h)|0;d=m3a(260024,m,pAb(m)|0)|0;vEb(h,d+(f[(f[d>>2]|0)+-12>>2]|0)|0);o=XFb(h,260896)|0;o=Rg[f[(f[o>>2]|0)+28>>2]&255](o,10)|0;YFb(h);OEb(d,o)|0;AEb(d)|0;d=f[g>>2]|0}c=gDb()|0;if(b[d+112>>0]|0){o=a+32|0;o=RPb(c|0,I|0,f[o>>2]|0,f[o+4>>2]|0)|0;o=UPb(o|0,I|0,1e6,0)|0;p[k>>3]=(+(o>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(m,1024,192391,k)|0;o=m3a(260024,m,pAb(m)|0)|0;vEb(k,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);m=XFb(k,260896)|0;m=Rg[f[(f[m>>2]|0)+28>>2]&255](m,10)|0;YFb(k);OEb(o,m)|0;AEb(o)|0}h=f[l>>2]|0;f[l>>2]=0;if(h|0){c=f[h+24>>2]|0;if(c|0){d=h+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-88-c|0)>>>0)/88|0)*88|0);sOb(c)}d4a(h);d=h+4|0;c=f[d>>2]|0;g=h+8|0;e=f[g>>2]|0;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[d>>2]|0;d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[h>>2]|0;if(c|0)sOb(c);sOb(h)}f[a+44>>2]=946;f[a+48>>2]=0;u=n;return}function f4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h+1024|0;g=h;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,192419,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}e=f[a+12>>2]|0;i=(f[a+8>>2]|0)+176|0;p[g>>3]=-32767.0;p[g+8>>3]=-32767.0;p[g+16>>3]=65534.0;p[g+24>>3]=65534.0;g4a(e,i,g,c+4|0);f[a+44>>2]=947;f[a+48>>2]=0;u=h;return}function g4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;k=l;f[a+140>>2]=f[c>>2];j=c+4|0;f[a+144>>2]=f[j>>2];g=+n[c>>2];h=+n[j>>2];j=a+4|0;if(b[f[a>>2]>>0]|0){i=m3a(j,194226,54)|0;b[k>>0]=10;m3a(i,k,1)|0}a=m3a(m3a(NEb(m3a(m3a(NEb(m3a(m3a(m3a(m3a(m3a(m3a(m3a(j,194281,4)|0,194286,14)|0,194301,19)|0,194321,35)|0,194357,43)|0,194401,45)|0,194447,8)|0,g)|0,193077,1)|0,194456,9)|0,h)|0,193077,1)|0,194466,10)|0;a=m3a(JEb(a,~~+p[d>>3])|0,193056,1)|0;c=d+8|0;a=m3a(JEb(a,~~+p[c>>3])|0,193056,1)|0;a=m3a(JEb(a,~~+p[d+16>>3])|0,193056,1)|0;a=m3a(m3a(m3a(m3a(JEb(a,~~+p[d+24>>3])|0,193077,1)|0,194477,27)|0,194505,37)|0,193142,1)|0;b[k>>0]=10;m3a(a,k,1)|0;a=e+11|0;m=b[a>>0]|0;i=e+4|0;if(!((m<<24>>24<0?f[i>>2]|0:m&255)|0)){u=l;return}j=m3a(m3a(j,194543,5)|0,194549,4)|0;j=m3a(m3a(JEb(j,~~+p[d>>3])|0,193077,1)|0,194554,4)|0;j=m3a(m3a(m3a(JEb(j,~~+p[c>>3])|0,193077,1)|0,194559,27)|0,193174,7)|0;m=b[a>>0]|0;d=m<<24>>24<0;m=m3a(m3a(m3a(j,d?f[e>>2]|0:e,d?f[i>>2]|0:m&255)|0,193077,1)|0,194587,2)|0;b[k>>0]=10;m3a(m,k,1)|0;u=l;return}function h4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;d=r;c=r+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192430,d)|0;q=m3a(260024,c,pAb(c)|0)|0;vEb(d,q+(f[(f[q>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(q,n)|0;AEb(q)|0}p[a+104>>3]=1797693134862315708145274.0e284;p[a+112>>3]=-1797693134862315708145274.0e284;m=a+120|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;q=m+32|0;n=a+96|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;b[q+24>>0]=0;q=f[n>>2]|0;f[n>>2]=m;if(!q){q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}m=q+4|0;c=f[m>>2]|0;l=q+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=q+8|0;e=f[n>>2]|0;h=e;i=c;if((e|0)==(c|0)){j=0;k=q+20|0;d=0}else{k=q+20|0;j=(f[k>>2]|0)+d|0;j=(f[c+(j>>>9<<2)>>2]|0)+((j&511)<<3)|0;d=(f[g>>2]|0)+((d&511)<<3)|0}a:while(1){do{if((j|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[k>>2]=0;d=h-i>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;o=17;break}case 2:{d=512;o=17;break}default:{}}if((o|0)==17)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[q>>2]|0;if(c|0)sOb(c);sOb(q);q=a+44|0;f[q>>2]=948;a=a+48|0;f[a>>2]=0;u=r;return}function i4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0.0;s=u;u=u+32|0;r=s;q=r+16|0;f[r>>2]=39880;f[r+4>>2]=a;f[q>>2]=r;c=a+96|0;if(j4a(f[a+88>>2]|0,f[c>>2]|0,r,b)|0){v=+p[a+104>>3];t=(+p[a+112>>3]-v)*.5;p[a+128>>3]=-(v+t);p[a+120>>3]=32767.0/t;o=f[c>>2]|0;f[c>>2]=0;if(o|0){l=o+4|0;b=f[l>>2]|0;k=o+16|0;c=f[k>>2]|0;e=b+(c>>>9<<2)|0;n=o+8|0;d=f[n>>2]|0;g=d;h=b;if((d|0)==(b|0)){i=0;j=o+20|0;c=0}else{j=o+20|0;i=(f[j>>2]|0)+c|0;i=(f[b+(i>>>9<<2)>>2]|0)+((i&511)<<3)|0;c=(f[e>>2]|0)+((c&511)<<3)|0}a:while(1){do{if((i|0)==(c|0))break a;c=c+8|0}while((c-(f[e>>2]|0)|0)!=4096);c=e+4|0;e=c;c=f[c>>2]|0}f[j>>2]=0;c=g-h>>2;if(c>>>0>2)do{sOb(f[b>>2]|0);b=(f[l>>2]|0)+4|0;f[l>>2]=b;d=f[n>>2]|0;c=d-b>>2}while(c>>>0>2);switch(c|0){case 1:{c=256;m=16;break}case 2:{c=512;m=16;break}default:{}}if((m|0)==16)f[k>>2]=c;if((b|0)!=(d|0)){do{sOb(f[b>>2]|0);b=b+4|0}while((b|0)!=(d|0));b=f[l>>2]|0;c=f[n>>2]|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2)}b=f[o>>2]|0;if(b|0)sOb(b);sOb(o)}f[a+44>>2]=949;f[a+48>>2]=0}b=f[q>>2]|0;if((r|0)==(b|0)){gh[f[(f[b>>2]|0)+16>>2]&2047](b);u=s;return}if(!b){u=s;return}gh[f[(f[b>>2]|0)+20>>2]&2047](b);u=s;return}function j4a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;s=c+56|0;if(b[s>>0]|0){t=1;return t|0}t=c+24|0;g=f[t>>2]|0;if(!g){g=f[a>>2]|0;f[t>>2]=g;if(!g){b[s>>0]=1;t=1;return t|0}}o=c+32|0;q=c+40|0;r=c+48|0;j=d+16|0;k=c+20|0;l=c+16|0;m=c+4|0;n=c+8|0;a:while(1){b:do if(!(+p[g+24>>3]+(+p[g>>3]*+p[o>>3]+(+p[g+8>>3]*+p[q>>3]+ +p[g+16>>3]*+p[r>>3]))<0.0)){if(f[g+44>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=1;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+44|0;i=39;break}a=f[j>>2]|0;if(!a){i=12;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+48>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=16;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=18;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}else{if(f[g+48>>2]|0){d=f[m>>2]|0;i=(f[n>>2]|0)-d|0;a=f[l>>2]|0;h=f[k>>2]|0;if((((i|0)==0?0:(i<<7)+-1|0)|0)==(h+a|0)){i5a(c);a=f[l>>2]|0;h=f[k>>2]|0;d=f[m>>2]|0}h=h+a|0;i=h&511;h=f[d+(h>>>9<<2)>>2]|0;f[h+(i<<3)>>2]=g;f[h+(i<<3)+4>>2]=0;f[k>>2]=(f[k>>2]|0)+1;g=(f[t>>2]|0)+48|0;i=39;break}a=f[j>>2]|0;if(!a){i=28;break a}oh[f[(f[a>>2]|0)+24>>2]&1023](a,g);g=f[(f[t>>2]|0)+44>>2]|0;if(g|0){f[t>>2]=g;break}g=f[k>>2]|0;if(!g){i=32;break a}while(1){a=g+-1+(f[l>>2]|0)|0;g=f[(f[m>>2]|0)+(a>>>9<<2)>>2]|0;a=a&511;d=g+(a<<3)|0;h=f[j>>2]|0;if(!h){i=34;break a}oh[f[(f[h>>2]|0)+24>>2]&1023](h,f[d>>2]|0);d=f[d>>2]|0;g=f[((f[g+(a<<3)+4>>2]|0)==1?d+48|0:d+44|0)>>2]|0;f[t>>2]=g;d=f[k>>2]|0;f[k>>2]=d+-1;a=f[n>>2]|0;h=a-(f[m>>2]|0)|0;if((1-d-(f[l>>2]|0)+((h|0)==0?0:(h<<7)+-1|0)|0)>>>0>1023){sOb(f[a+-4>>2]|0);f[n>>2]=(f[n>>2]|0)+-4;g=f[t>>2]|0}if(g|0)break b;g=f[k>>2]|0;if(!g)break a}}while(0);if((i|0)==39){i=0;h=f[g>>2]|0;f[t>>2]=h;if(!h)break}d=gDb()|0;u=I;h=e;a=f[h+4>>2]|0;g=f[t>>2]|0;if(!((u|0)<(a|0)|((u|0)==(a|0)?d>>>0<(f[h>>2]|0)>>>0:0))){i=41;break}}if((i|0)==12)vd();else if((i|0)==16)f[t>>2]=0;else if((i|0)==18)vd();else if((i|0)==28)vd();else if((i|0)==32)f[t>>2]=0;else if((i|0)==34)vd();else if((i|0)==41)if(g|0){u=0;return u|0}b[s>>0]=1;u=1;return u|0}function k4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=u;u=u+1040|0;e=r;c=r+8|0;d=a+4|0;if(b[(f[d>>2]|0)+112>>0]|0){f[e>>2]=f[(f[a+88>>2]|0)+8>>2];XAb(c,1024,192453,e)|0;o=m3a(260024,c,pAb(c)|0)|0;vEb(e,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(e,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(e);OEb(o,n)|0;AEb(o)|0}e=gDb()|0;c=a+32|0;f[c>>2]=e;f[c+4>>2]=I;d=f[d>>2]|0;c=pOb(88)|0;f[c>>2]=0;f[c+4>>2]=-32767;f[c+8>>2]=-32767;f[c+12>>2]=32767;f[c+16>>2]=32767;f[c+20>>2]=200;f[c+24>>2]=0;f[c+28>>2]=0;f[c+32>>2]=-1;e=c+36|0;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));f[c+84>>2]=d;d=a+136|0;e=f[d>>2]|0;f[d>>2]=c;if(e){c=f[e>>2]|0;f[e>>2]=0;if(c|0){l4a(c);sOb(c)}sOb(e);c=f[d>>2]|0}z7a(c,15);n=f[a+8>>2]|0;m=pOb(64)|0;f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;f[m+12>>2]=0;f[m+16>>2]=0;f[m+20>>2]=0;f[m+24>>2]=0;p[m+32>>3]=+p[n+200>>3];p[m+40>>3]=+p[n+208>>3];p[m+48>>3]=+p[n+216>>3];b[m+56>>0]=0;n=a+96|0;o=f[n>>2]|0;f[n>>2]=m;if(!o){o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}m=o+4|0;c=f[m>>2]|0;l=o+16|0;d=f[l>>2]|0;g=c+(d>>>9<<2)|0;n=o+8|0;e=f[n>>2]|0;j=e;k=c;if((e|0)==(c|0)){d=0;h=0;i=o+20|0}else{i=o+20|0;h=(f[i>>2]|0)+d|0;d=(f[g>>2]|0)+((d&511)<<3)|0;h=(f[c+(h>>>9<<2)>>2]|0)+((h&511)<<3)|0}a:while(1){do{if((h|0)==(d|0))break a;d=d+8|0}while((d-(f[g>>2]|0)|0)!=4096);d=g+4|0;g=d;d=f[d>>2]|0}f[i>>2]=0;d=j-k>>2;if(d>>>0>2)do{sOb(f[c>>2]|0);c=(f[m>>2]|0)+4|0;f[m>>2]=c;e=f[n>>2]|0;d=e-c>>2}while(d>>>0>2);switch(d|0){case 1:{d=256;q=21;break}case 2:{d=512;q=21;break}default:{}}if((q|0)==21)f[l>>2]=d;if((c|0)!=(e|0)){do{sOb(f[c>>2]|0);c=c+4|0}while((c|0)!=(e|0));c=f[m>>2]|0;d=f[n>>2]|0;if((d|0)!=(c|0))f[n>>2]=d+(~((d+-4-c|0)>>>2)<<2)}c=f[o>>2]|0;if(c|0)sOb(c);sOb(o);o=a+140|0;f[o>>2]=0;o=a+144|0;f[o>>2]=0;o=gDb()|0;m=I;n=a+16|0;q=n;q=f[q>>2]|0;n=n+4|0;n=f[n>>2]|0;n=WPb(q|0,n|0,1e6,0)|0;q=I;m=QPb(n|0,q|0,o|0,m|0)|0;o=I;q=a+24|0;n=q;f[n>>2]=m;q=q+4|0;f[q>>2]=o;q=a+44|0;f[q>>2]=950;a=a+48|0;f[a>>2]=0;u=r;return}function l4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=a+40|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}h=a+36|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){l4a(b);sOb(b)}g=a+28|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}g=a+24|0;h=f[g>>2]|0;f[g>>2]=0;if(h|0){b=f[h>>2]|0;if(b|0){g=h+4|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[g>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[h>>2]|0}sOb(b)}sOb(h)}h=a+20|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0){c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(b)}a=a+16|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;c=f[b>>2]|0;if(c|0){d=b+4|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-32-c|0)>>>5)<<5);sOb(c)}sOb(b);return}function m4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+2112|0;j=m+1056|0;e=m+1048|0;d=m+24|0;h=m+1080|0;i=m+1072|0;l=m;f[i>>2]=a;k=l+16|0;f[l>>2]=39924;f[l+4>>2]=a;f[l+8>>2]=i;f[k>>2]=l;i=a+88|0;n=j4a(f[i>>2]|0,f[a+96>>2]|0,l,c)|0;g=a+4|0;c=(b[(f[g>>2]|0)+112>>0]|0)!=0;if(n){if(c){j=f[(f[i>>2]|0)+8>>2]|0;n=f[a+140>>2]|0;f[d>>2]=n;f[d+4>>2]=j;p[d+8>>3]=+(n>>>0)/+(j>>>0)*100.0;XAb(h,1024,192495,d)|0;j=m3a(260024,h,pAb(h)|0)|0;vEb(d,j+(f[(f[j>>2]|0)+-12>>2]|0)|0);n=XFb(d,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(d);OEb(j,n)|0;AEb(j)|0;j=gDb()|0;n=a+32|0;n=RPb(j|0,I|0,f[n>>2]|0,f[n+4>>2]|0)|0;n=UPb(n|0,I|0,1e6,0)|0;p[e>>3]=(+(n>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(d,1024,192551,e)|0;n=m3a(260024,d,pAb(d)|0)|0;vEb(e,n+(f[(f[n>>2]|0)+-12>>2]|0)|0);j=XFb(e,260896)|0;j=Rg[f[(f[j>>2]|0)+28>>2]&255](j,10)|0;YFb(e);OEb(n,j)|0;AEb(n)|0}c=f[i>>2]|0;f[i>>2]=0;if(c|0){W6a(c);sOb(c)}f[a+44>>2]=951;f[a+48>>2]=0}else if(c){d=gDb()|0;e=I;c=a+24|0;n=c;o=f[n+4>>2]|0;if((o|0)<(e|0)|((o|0)==(e|0)?(f[n>>2]|0)>>>0<d>>>0:0)){o=a+16|0;o=WPb(f[o>>2]|0,f[o+4>>2]|0,1e6,0)|0;o=QPb(o|0,I|0,d|0,e|0)|0;f[c>>2]=o;f[c+4>>2]=I;c=f[(f[i>>2]|0)+8>>2]|0;if(b[(f[g>>2]|0)+112>>0]|0){o=f[a+140>>2]|0;f[j>>2]=o;f[j+4>>2]=c;p[j+8>>3]=+(o>>>0)/+(c>>>0)*100.0;XAb(h,1024,192495,j)|0;o=m3a(260024,h,pAb(h)|0)|0;vEb(j,o+(f[(f[o>>2]|0)+-12>>2]|0)|0);n=XFb(j,260896)|0;n=Rg[f[(f[n>>2]|0)+28>>2]&255](n,10)|0;YFb(j);OEb(o,n)|0;AEb(o)|0}}}c=f[k>>2]|0;if((l|0)==(c|0)){gh[f[(f[c>>2]|0)+16>>2]&2047](c);u=m;return}if(!c){u=m;return}gh[f[(f[c>>2]|0)+20>>2]&2047](c);u=m;return}function n4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+1040|0;i=j+8|0;h=j;d=j+16|0;e=a+4|0;g=f[e>>2]|0;do if(b[g+112>>0]|0){c=f[a+160>>2]|0;if(!(b[g+64>>0]|0)){f[i>>2]=c;XAb(d,1024,192630,i)|0;h=m3a(260024,d,pAb(d)|0)|0;vEb(i,h+(f[(f[h>>2]|0)+-12>>2]|0)|0);g=XFb(i,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(i);OEb(h,g)|0;AEb(h)|0;break}else{f[h>>2]=c;XAb(d,1024,192584,h)|0;i=m3a(260024,d,pAb(d)|0)|0;vEb(h,i+(f[(f[i>>2]|0)+-12>>2]|0)|0);g=XFb(h,260896)|0;g=Rg[f[(f[g>>2]|0)+28>>2]&255](g,10)|0;YFb(h);OEb(i,g)|0;AEb(i)|0;break}}while(0);h=gDb()|0;i=a+32|0;f[i>>2]=h;f[i+4>>2]=I;i=f[e>>2]|0;o4a(f[a+12>>2]|0,+p[i+72>>3],i+80|0,i+92|0);f[a+168>>2]=f[a+156>>2];i=gDb()|0;h=I;g=a+16|0;g=WPb(f[g>>2]|0,f[g+4>>2]|0,1e6,0)|0;h=QPb(g|0,I|0,i|0,h|0)|0;i=a+24|0;f[i>>2]=h;f[i+4>>2]=I;f[a+44>>2]=952;f[a+48>>2]=0;u=j;return}function o4a(a,c,d,e){a=a|0;c=+c;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;a=a+4|0;m3a(a,193058,2)|0;g=e+11|0;k=b[g>>0]|0;h=e+4|0;if((k<<24>>24<0?f[h>>2]|0:k&255)|0){l=m3a(a,193174,7)|0;k=b[g>>0]|0;g=k<<24>>24<0;m3a(m3a(l,g?f[e>>2]|0:e,g?f[h>>2]|0:k&255)|0,193077,1)|0}e=m3a(m3a(NEb(m3a(a,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;l=b[d+11>>0]|0;k=l<<24>>24<0;l=m3a(m3a(m3a(m3a(e,k?f[d>>2]|0:d,k?f[d+4>>2]|0:l&255)|0,193077,1)|0,193219,40)|0,193142,1)|0;b[i>>0]=10;m3a(l,i,1)|0;u=j;return}function p4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0;L=u;u=u+1296|0;H=L+24|0;G=L+16|0;F=L;K=L+264|0;B=L+248|0;C=L+188|0;D=L+40|0;E=a+168|0;J=a+148|0;d=f[E>>2]|0;do if(!d)if(!(b[(f[a+4>>2]|0)+112>>0]|0))d=43;else d=44;else{k=a+172|0;l=a+4|0;m=B+4|0;o=B+8|0;q=B+12|0;r=a+12|0;s=K+11|0;t=B+4|0;v=B+8|0;w=C+48|0;x=C+52|0;y=C+56|0;z=D+76|0;A=D+76|0;while(1){f[k>>2]=(f[k>>2]|0)+1;i=d+20|0;e=f[l>>2]|0;j=e+92|0;g=b[j+11>>0]|0;if(g<<24>>24<0)e=f[e+96>>2]|0;else e=g&255;if(!e){j=d+16|0;O=+(h[j+1>>0]|0)*.003921568859368563;N=+(h[j+2>>0]|0)*.003921568859368563;M=+(h[j+3>>0]|0)*.003921568859368563;n[B>>2]=+(h[j>>0]|0)*.003921568859368563;n[m>>2]=O;n[o>>2]=N;n[q>>2]=M;xqb(K,B)}else xOb(K,j);if(!(b[(f[l>>2]|0)+64>>0]|0)){e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{r4a(f[r>>2]|0,d,K);d=d+12|0}while((d|0)!=(g|0))}}else{f[B>>2]=0;f[t>>2]=0;f[v>>2]=0;Vmb(C);f[C>>2]=39968;f[w>>2]=0;f[x>>2]=0;f[y>>2]=0;Xmb(D,0);e=f[i>>2]|0;g=f[d+24>>2]|0;if((e|0)!=(g|0)){d=e;do{Wmb(z,d,0,1)|0;d=d+12|0}while((d|0)!=(g|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);mnb(B,1.415);q4a(D,40996);Tlb(z);Xmb(D,0);d=f[B>>2]|0;e=f[t>>2]|0;if((d|0)!=(e|0)){do{Vlb(A,d,0,1)|0;d=d+12|0}while((d|0)!=(e|0));i=f[B>>2]|0;d=f[t>>2]|0;if((d|0)!=(i|0))do{e=d+-12|0;f[t>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[t>>2]|0}}while((d|0)!=(i|0))}Ymb(D,1,B,1,1)|0;gnb(B,1);q4a(D,40996);Tlb(A);if((f[B>>2]|0)!=(f[t>>2]|0))r4a(f[r>>2]|0,B,K);s4a(C);d=f[B>>2]|0;if(d|0){e=f[t>>2]|0;if((e|0)!=(d|0)){g=e;while(1){e=g+-12|0;f[t>>2]=e;i=f[e>>2]|0;if(i){e=g+-8|0;g=f[e>>2]|0;if((g|0)!=(i|0))f[e>>2]=g+(~((g+-8-i|0)>>>3)<<3);sOb(i);e=f[t>>2]|0}if((e|0)==(d|0))break;else g=e}d=f[B>>2]|0}sOb(d)}}e=f[f[E>>2]>>2]|0;f[E>>2]=e;e=(e|0)==0;if(e)d=1;else{d=gDb()|0;i=I;j=c;g=f[j+4>>2]|0;d=(g|0)<(i|0)|((g|0)==(i|0)?(f[j>>2]|0)>>>0<d>>>0:0)}if((b[s>>0]|0)<0)sOb(f[K>>2]|0);if(d)break;d=f[E>>2]|0}d=(b[(f[l>>2]|0)+112>>0]|0)!=0;if(e)if(d){d=44;break}else{d=43;break}if(!d){u=L;return}e=gDb()|0;g=I;d=a+24|0;J=d;G=f[J+4>>2]|0;if(!((G|0)<(g|0)|((G|0)==(g|0)?(f[J>>2]|0)>>>0<e>>>0:0))){u=L;return}G=a+16|0;G=WPb(f[G>>2]|0,f[G+4>>2]|0,1e6,0)|0;G=QPb(G|0,I|0,e|0,g|0)|0;J=d;f[J>>2]=G;f[J+4>>2]=I;J=f[a+160>>2]|0;a=f[a+172>>2]|0;f[H>>2]=a;f[H+4>>2]=J;p[H+8>>3]=+(a>>>0)/+(J>>>0)*100.0;XAb(K,1024,192666,H)|0;K=m3a(260024,K,pAb(K)|0)|0;vEb(H,K+(f[(f[K>>2]|0)+-12>>2]|0)|0);a=XFb(H,260896)|0;a=Rg[f[(f[a>>2]|0)+28>>2]&255](a,10)|0;YFb(H);OEb(K,a)|0;AEb(K)|0;u=L;return}while(0);if((d|0)==43)g=a+160|0;else if((d|0)==44){g=a+160|0;H=f[g>>2]|0;E=f[a+172>>2]|0;f[F>>2]=E;f[F+4>>2]=H;p[F+8>>3]=+(E>>>0)/+(H>>>0)*100.0;XAb(K,1024,192666,F)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(F,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);E=XFb(F,260896)|0;E=Rg[f[(f[E>>2]|0)+28>>2]&255](E,10)|0;YFb(F);OEb(H,E)|0;AEb(H)|0;F=gDb()|0;H=a+32|0;H=RPb(F|0,I|0,f[H>>2]|0,f[H+4>>2]|0)|0;H=UPb(H|0,I|0,1e6,0)|0;p[G>>3]=(+(H>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(K,1024,192730,G)|0;H=m3a(260024,K,pAb(K)|0)|0;vEb(G,H+(f[(f[H>>2]|0)+-12>>2]|0)|0);F=XFb(G,260896)|0;F=Rg[f[(f[F>>2]|0)+28>>2]&255](F,10)|0;YFb(G);OEb(H,F)|0;AEb(H)|0}if(f[g>>2]|0){e=a+156|0;t4a(J,f[e>>2]|0);f[e>>2]=0;e=f[a+152>>2]|0;if(e|0){d=0;do{f[(f[J>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[g>>2]=0}J=m3a((f[a+12>>2]|0)+4|0,192764,4)|0;b[K>>0]=10;m3a(J,K,1)|0;f[a+44>>2]=953;f[a+48>>2]=0;u=L;return}function q4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0;d=f[b>>2]|0;f[a>>2]=d;f[a+(f[d+-12>>2]|0)>>2]=f[b+4>>2];d=a+44|0;c=a+52|0;if(f[c>>2]|0){b=f[a+48>>2]|0;e=(f[d>>2]|0)+4|0;g=f[b>>2]|0;f[g+4>>2]=f[e>>2];f[f[e>>2]>>2]=g;f[c>>2]=0;if((b|0)!=(d|0))do{g=b;b=f[b+4>>2]|0;sOb(g)}while((b|0)!=(d|0))}b=f[a+28>>2]|0;if(b|0){c=a+32|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-4-d|0)>>>2)<<2);sOb(d);return}function r4a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;h=a+4|0;m3a(h,193168,5)|0;a=d+11|0;g=b[a>>0]|0;e=d+4|0;if((g<<24>>24<0?f[e>>2]|0:g&255)|0){k=m3a(h,193174,7)|0;g=b[a>>0]|0;a=g<<24>>24<0;m3a(m3a(k,a?f[d>>2]|0:d,a?f[e>>2]|0:g&255)|0,193077,1)|0}m3a(h,193182,4)|0;a=f[c>>2]|0;g=f[c+4>>2]|0;if((a|0)==(g|0)){k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}do{e=f[a>>2]|0;c=f[a+4>>2]|0;if((e|0)!=(c|0)){d=0;do{if(!(d<<24>>24)){m3a(h,193191,3)|0;d=1}else m3a(h,193054,1)|0;k=m3a(JEb(h,f[e>>2]|0)|0,193056,1)|0;JEb(k,0-(f[e+4>>2]|0)|0)|0;e=e+8|0}while((e|0)!=(c|0))}m3a(h,193187,3)|0;a=a+12|0}while((a|0)!=(g|0));k=m3a(h,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;u=j;return}function s4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39968;Umb(a);b=f[a+48>>2]|0;if(b|0){c=a+52|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function t4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(!b)return;do{l=b;b=f[b>>2]|0;j=l+20|0;a=f[j>>2]|0;if(a|0){k=l+24|0;c=f[k>>2]|0;if((c|0)!=(a|0)){d=c;while(1){c=d+-12|0;f[k>>2]=c;i=f[c>>2]|0;if(i){h=d+-8|0;d=f[h>>2]|0;if((d|0)==(i|0))c=i;else{do{e=d+-12|0;f[h>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[h>>2]|0}}while((d|0)!=(i|0));c=f[c>>2]|0}sOb(c);c=f[k>>2]|0}if((c|0)==(a|0))break;else d=c}a=f[j>>2]|0}sOb(a)}sOb(l)}while((b|0)!=0);return}function u4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+1040|0;c=h+8|0;g=h;d=h+16|0;e=f[a+4>>2]|0;if(!(b[e+17>>0]|0))if(!(b[e+112>>0]|0))c=955;else{XAb(d,1024,192808,c)|0;g=m3a(260024,d,pAb(d)|0)|0;vEb(c,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);e=XFb(c,260896)|0;e=Rg[f[(f[e>>2]|0)+28>>2]&255](e,10)|0;YFb(c);OEb(g,e)|0;AEb(g)|0;c=955}else{c=a+224|0;if(b[e+112>>0]|0){f[g>>2]=(f[a+228>>2]|0)-(f[c>>2]|0)>>6;XAb(d,1024,192769,g)|0;e=m3a(260024,d,pAb(d)|0)|0;vEb(g,e+(f[(f[e>>2]|0)+-12>>2]|0)|0);d=XFb(g,260896)|0;d=Rg[f[(f[d>>2]|0)+28>>2]&255](d,10)|0;YFb(g);OEb(e,d)|0;AEb(e)|0}e=gDb()|0;g=a+32|0;f[g>>2]=e;f[g+4>>2]=I;f[a+208>>2]=f[c>>2];c=954}f[a+44>>2]=c;f[a+48>>2]=0;e=gDb()|0;g=I;d=a+16|0;d=WPb(f[d>>2]|0,f[d+4>>2]|0,1e6,0)|0;g=QPb(d|0,I|0,e|0,g|0)|0;a=a+24|0;f[a>>2]=g;f[a+4>>2]=I;u=h;return}function v4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0.0,X=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0,ba=0.0,ca=0.0,da=0.0,ea=0,fa=0;H=u;u=u+1152|0;C=H+1112|0;z=H+1104|0;y=H+1088|0;A=H+64|0;w=H+1140|0;E=H+1128|0;x=H;f[w>>2]=a;f[E>>2]=0;G=E+4|0;f[G>>2]=0;f[E+8>>2]=0;B=a+224|0;F=a+228|0;g=a+208|0;d=f[g>>2]|0;do if((d|0)==(f[F>>2]|0))D=11;else{h=a+8|0;i=A+8|0;j=A+16|0;k=A+24|0;l=A+32|0;m=A+40|0;n=A+48|0;o=x+8|0;q=x+16|0;r=x+24|0;s=x+32|0;t=x+40|0;v=x+48|0;while(1){e=f[h>>2]|0;da=+p[d>>3];ca=+p[d+8>>3];ba=+p[d+16>>3];Q=+p[d+24>>3];p[k>>3]=Q;O=+p[d+32>>3];M=+p[d+40>>3];d=d+48|0;f[n>>2]=f[d>>2];f[n+4>>2]=f[d+4>>2];f[n+8>>2]=f[d+8>>2];Y=+p[e>>3];X=+p[e+32>>3];W=+p[e+64>>3];U=+p[e+8>>3];T=+p[e+40>>3];S=+p[e+72>>3];P=+p[e+16>>3];N=+p[e+48>>3];L=+p[e+80>>3];$=+p[e+24>>3];_=+p[e+56>>3];Z=+p[e+88>>3];V=+p[e+96>>3];R=+p[e+104>>3];K=+p[e+112>>3];J=+p[e+120>>3];aa=1.0/(da*$+ca*_+ba*Z+J);p[A>>3]=(da*Y+ca*X+ba*W+V)*aa;p[i>>3]=(da*U+ca*T+ba*S+R)*aa;p[j>>3]=(da*P+ca*N+ba*L+K)*aa;J=1.0/(Q*$+O*_+M*Z+J);p[k>>3]=(Q*Y+O*X+M*W+V)*J;p[l>>3]=(Q*U+O*T+M*S+R)*J;p[m>>3]=(Q*P+O*N+M*L+K)*J;if(!(uqb(A,E)|0)){e=f[E>>2]|0;p[x>>3]=+p[e>>3];p[o>>3]=+p[e+8>>3];p[q>>3]=+p[e+16>>3];p[r>>3]=+p[e+24>>3];p[s>>3]=+p[e+32>>3];p[t>>3]=+p[e+40>>3];f[v>>2]=f[n>>2];f[v+4>>2]=f[n+4>>2];f[v+8>>2]=f[n+8>>2];x4a(w,x)}d=f[E>>2]|0;e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);e=(f[g>>2]|0)+64|0;f[g>>2]=e;if((e|0)==(f[F>>2]|0)){D=10;break}e=gDb()|0;ea=I;d=c;fa=f[d+4>>2]|0;if((fa|0)<(ea|0)|((fa|0)==(ea|0)?(f[d>>2]|0)>>>0<e>>>0:0))break;d=f[g>>2]|0}if((D|0)==10){D=11;break}e=gDb()|0;c=I;d=a+24|0;fa=d;ea=f[fa+4>>2]|0;if((ea|0)<(c|0)|((ea|0)==(c|0)?(f[fa>>2]|0)>>>0<e>>>0:0)){ea=a+16|0;ea=WPb(f[ea>>2]|0,f[ea+4>>2]|0,1e6,0)|0;ea=QPb(ea|0,I|0,e|0,c|0)|0;fa=d;f[fa>>2]=ea;f[fa+4>>2]=I;fa=(f[F>>2]|0)-(f[B>>2]|0)>>6;ea=f[a+176>>2]|0;f[C>>2]=ea;f[C+4>>2]=fa;p[C+8>>3]=+(ea>>>0)/+(fa>>>0)*100.0;XAb(A,1024,192866,C)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(C,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(C,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(C);OEb(fa,ea)|0;AEb(fa)|0}}while(0);if((D|0)==11){if(b[(f[a+4>>2]|0)+112>>0]|0){ea=(f[F>>2]|0)-(f[B>>2]|0)>>6;fa=f[a+176>>2]|0;f[y>>2]=fa;f[y+4>>2]=ea;p[y+8>>3]=+(fa>>>0)/+(ea>>>0)*100.0;XAb(A,1024,192866,y)|0;ea=m3a(260024,A,pAb(A)|0)|0;vEb(y,ea+(f[(f[ea>>2]|0)+-12>>2]|0)|0);fa=XFb(y,260896)|0;fa=Rg[f[(f[fa>>2]|0)+28>>2]&255](fa,10)|0;YFb(y);OEb(ea,fa)|0;AEb(ea)|0;ea=gDb()|0;fa=a+32|0;fa=RPb(ea|0,I|0,f[fa>>2]|0,f[fa+4>>2]|0)|0;fa=UPb(fa|0,I|0,1e6,0)|0;p[z>>3]=(+(fa>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(A,1024,192919,z)|0;fa=m3a(260024,A,pAb(A)|0)|0;vEb(z,fa+(f[(f[fa>>2]|0)+-12>>2]|0)|0);ea=XFb(z,260896)|0;ea=Rg[f[(f[ea>>2]|0)+28>>2]&255](ea,10)|0;YFb(z);OEb(fa,ea)|0;AEb(fa)|0}d=f[B>>2]|0;e=f[F>>2]|0;if((e|0)!=(d|0))f[F>>2]=e+(~((e+-64-d|0)>>>6)<<6);f[a+44>>2]=956;f[a+48>>2]=0}d=f[E>>2]|0;if(!d){u=H;return}e=f[G>>2]|0;if((e|0)!=(d|0))f[G>>2]=e+(~(((e+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=H;return}function w4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;e=u;u=u+1040|0;d=e;c=e+8|0;if(b[(f[a+4>>2]|0)+112>>0]|0){XAb(c,1024,192844,d)|0;g=m3a(260024,c,pAb(c)|0)|0;vEb(d,g+(f[(f[g>>2]|0)+-12>>2]|0)|0);h=XFb(d,260896)|0;h=Rg[f[(f[h>>2]|0)+28>>2]&255](h,10)|0;YFb(d);OEb(g,h)|0;AEb(g)|0}h=m3a((f[a+12>>2]|0)+4|0,192859,6)|0;b[c>>0]=10;m3a(h,c,1)|0;b[a+52>>0]=1;u=e;return}function x4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+12|0;g=i;c=f[a>>2]|0;e=c+176|0;f[e>>2]=(f[e>>2]|0)+1;C4a(h,b,+p[c+128>>3],+p[c+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;do if(E7a(f[c+136>>2]|0,h,g)|0){d=c+180|0;f[d>>2]=(f[d>>2]|0)+1}else{a=c+188|0;b=f[a>>2]|0;if((b|0)==(f[c+192>>2]|0)){E4a(c+184|0,g);break}else{D4a(b,g);f[a>>2]=(f[a>>2]|0)+12;break}}while(0);a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function y4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+1040|0;m=n+8|0;c=n;l=n+16|0;j=a+4|0;if(b[(f[j>>2]|0)+112>>0]|0){XAb(l,1024,192953,c)|0;k=m3a(260024,l,pAb(l)|0)|0;vEb(c,k+(f[(f[k>>2]|0)+-12>>2]|0)|0);i=XFb(c,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(c);OEb(k,i)|0;AEb(k)|0}d=gDb()|0;k=a+32|0;i=k;f[i>>2]=d;f[i+4>>2]=I;Cqb(l,a+184|0);i=a+196|0;d=f[i>>2]|0;if(!d){c=a+200|0;d=a+204|0}else{c=a+200|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[c>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~((g+-8-h|0)>>>3)<<3);sOb(h);e=f[c>>2]|0}}while((e|0)!=(d|0));d=f[i>>2]|0}sOb(d);d=a+204|0;f[d>>2]=0;f[c>>2]=0;f[i>>2]=0}f[i>>2]=f[l>>2];f[c>>2]=f[l+4>>2];f[d>>2]=f[l+8>>2];j=f[j>>2]|0;c=gDb()|0;d=I;if(!(b[j+112>>0]|0)){m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}k=RPb(c|0,d|0,f[k>>2]|0,f[k+4>>2]|0)|0;k=UPb(k|0,I|0,1e6,0)|0;p[m>>3]=(+(k>>>0)+4294967296.0*+(I|0))/1.0e3;XAb(l,1024,192974,m)|0;l=m3a(260024,l,pAb(l)|0)|0;vEb(m,l+(f[(f[l>>2]|0)+-12>>2]|0)|0);k=XFb(m,260896)|0;k=Rg[f[(f[k>>2]|0)+28>>2]&255](k,10)|0;YFb(m);OEb(l,k)|0;AEb(l)|0;m=a+44|0;f[m>>2]=957;a=a+48|0;f[a>>2]=0;u=n;return}function z4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+1040|0;e=h;g=h+8|0;d=a+4|0;c=f[d>>2]|0;if(b[c+112>>0]|0){XAb(g,1024,193013,e)|0;c=m3a(260024,g,pAb(g)|0)|0;vEb(e,c+(f[(f[c>>2]|0)+-12>>2]|0)|0);i=XFb(e,260896)|0;i=Rg[f[(f[i>>2]|0)+28>>2]&255](i,10)|0;YFb(e);OEb(c,i)|0;AEb(c)|0;c=f[d>>2]|0}i=a+12|0;A4a(f[i>>2]|0,+p[c+24>>3],c+32|0);B4a(f[i>>2]|0,a+196|0);i=m3a((f[i>>2]|0)+4|0,192764,4)|0;b[g>>0]=10;m3a(i,g,1)|0;f[a+44>>2]=955;f[a+48>>2]=0;u=h;return}function A4a(a,c,d){a=a|0;c=+c;d=d|0;var e=0,g=0,h=0,i=0;e=u;u=u+16|0;g=e;i=m3a(m3a(NEb(m3a(m3a(a+4|0,193058,2)|0,193061,15)|0,c)|0,193077,1)|0,193079,9)|0;a=b[d+11>>0]|0;h=a<<24>>24<0;d=m3a(m3a(m3a(m3a(i,h?f[d>>2]|0:d,h?f[d+4>>2]|0:a&255)|0,193077,1)|0,193089,52)|0,193142,1)|0;b[g>>0]=10;m3a(d,g,1)|0;u=e;return}function B4a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;d=f[c>>2]|0;h=f[c+4>>2]|0;if((d|0)==(h|0)){u=j;return}g=a+4|0;do{m3a(g,193031,18)|0;c=f[d>>2]|0;e=f[d+4>>2]|0;if((c|0)!=(e|0)){a=0;do{if(!(a<<24>>24))a=1;else m3a(g,193054,1)|0;k=m3a(JEb(g,f[c>>2]|0)|0,193056,1)|0;JEb(k,0-(f[c+4>>2]|0)|0)|0;c=c+8|0}while((c|0)!=(e|0))}k=m3a(g,193050,3)|0;b[i>>0]=10;m3a(k,i,1)|0;d=d+12|0}while((d|0)!=(h|0));u=j;return}function C4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=u;u=u+16|0;g=i;f[a>>2]=0;h=a+4|0;f[h>>2]=0;f[a+8>>2]=0;l=ZCb(+p[b>>3]*32767.0)|0;j=ZCb(+p[b+8>>3]*32767.0)|0;e=ZCb((+p[b+16>>3]+c)*d)|0;e=(e|0)<32767?e:32767;f[g>>2]=l;f[g+4>>2]=j;f[g+8>>2]=(e|0)>-32767?e:-32767;F4a(a,g);e=f[h>>2]|0;j=f[a+8>>2]|0;l=ZCb(+p[b+24>>3]*32767.0)|0;k=ZCb(+p[b+32>>3]*32767.0)|0;b=ZCb((+p[b+40>>3]+c)*d)|0;b=(b|0)<32767?b:32767;f[g>>2]=l;f[g+4>>2]=k;f[g+8>>2]=(b|0)>-32767?b:-32767;if(e>>>0<j>>>0){f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[h>>2]=(f[h>>2]|0)+12;u=i;return}else{F4a(a,g);u=i;return}}function D4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;f[a>>2]=0;j=a+4|0;f[j>>2]=0;f[a+8>>2]=0;e=b+4|0;c=(f[e>>2]|0)-(f[b>>2]|0)|0;d=(c|0)/12|0;if(!c)return;if(d>>>0>357913941)AMb(a);g=pOb(c)|0;f[j>>2]=g;f[a>>2]=g;f[a+8>>2]=g+(d*12|0);c=f[b>>2]|0;i=f[e>>2]|0;if((c|0)==(i|0))return;else h=c;while(1){f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;b=h+4|0;c=(f[b>>2]|0)-(f[h>>2]|0)|0;a=c>>3;if(a|0){if(a>>>0>536870911){c=7;break}d=pOb(c)|0;f[e>>2]=d;f[g>>2]=d;f[g+8>>2]=d+(a<<3);a=f[h>>2]|0;c=(f[b>>2]|0)-a|0;if((c|0)>0){bQb(d|0,a|0,c|0)|0;f[e>>2]=d+(c>>>3<<3)}}h=h+12|0;c=(f[j>>2]|0)+12|0;f[j>>2]=c;if((h|0)==(i|0)){c=11;break}else g=c}if((c|0)==7)AMb(g);else if((c|0)==11)return}function E4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;i=a+4|0;c=f[a>>2]|0;e=((f[i>>2]|0)-c|0)/12|0;d=e+1|0;if(d>>>0>357913941)AMb(a);j=a+8|0;k=((f[j>>2]|0)-c|0)/12|0;c=k<<1;c=k>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(e*12|0)|0;e=d;h=g+(c*12|0)|0;D4a(d,b);b=d+12|0;g=f[a>>2]|0;c=f[i>>2]|0;if((c|0)==(g|0)){c=e;k=g;d=g}else{do{k=d+-12|0;l=c;c=c+-12|0;f[k>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[k>>2]=f[c>>2];k=l+-8|0;f[m>>2]=f[k>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[k>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(g|0));c=e;k=f[a>>2]|0;d=f[i>>2]|0}f[a>>2]=c;f[i>>2]=b;f[j>>2]=h;a=k;if((d|0)!=(a|0)){h=d;do{d=h;h=h+-12|0;c=f[h>>2]|0;if(c|0){b=d+-8|0;d=f[b>>2]|0;if((d|0)!=(c|0)){do{e=d+-12|0;f[b>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[b>>2]|0}}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}}while((h|0)!=(a|0))}if(!k)return;sOb(k);return}function F4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function G4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}d=f[a+4>>2]|0;if(!d)return;b=a+8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);return}function H4a(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=39984;b=f[a+16>>2]|0;if(b|0){c=a+20|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+4>>2]|0;if(!b){sOb(a);return}c=a+8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b);sOb(a);return}function I4a(a){a=a|0;s4a(a);sOb(a);return}function J4a(a){a=a|0;return}function K4a(a){a=a|0;sOb(a);return}function L4a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=39924;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function M4a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=39924;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function N4a(a){a=a|0;return}function O4a(a){a=a|0;sOb(a);return}function P4a(a,b){a=a|0;b=b|0;S4a(a+4|0,b);return}function Q4a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193260?a+4|0:0)|0}function R4a(a){a=a|0;return 15304}function S4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0;F=u;u=u+96|0;C=F;i=f[a>>2]|0;D=i+260|0;c=f[D>>2]|0;E=i+264|0;d=f[E>>2]|0;g=c;if((d|0)==(c|0))e=c;else{e=d+(~(((d+-88-g|0)>>>0)/88|0)*88|0)|0;f[E>>2]=e;d=e}h=f[b+32>>2]|0;B=f[b+36>>2]|0;if((h|0)!=(B|0)){m=i+8|0;n=i+236|0;o=i+248|0;q=i+268|0;r=C+8|0;s=C+16|0;t=C+24|0;v=C+32|0;w=C+40|0;x=C+48|0;y=C+56|0;z=C+64|0;A=C+72|0;l=i+240|0;do{T4a(C,h,f[m>>2]|0);do if(tqb(C,n,o)|0){e=f[l>>2]|0;k=f[n>>2]|0;c=k;if((e|0)==(k|0))d=e;else{k=0;do{d=c+(k*24|0)|0;e=k+1|0;g=c+(e*24|0)|0;b=k+2|0;i=c+(b*24|0)|0;j=f[E>>2]|0;if(j>>>0<(f[q>>2]|0)>>>0){p[j>>3]=+p[d>>3];p[j+8>>3]=+p[c+(k*24|0)+8>>3];p[j+16>>3]=+p[c+(k*24|0)+16>>3];p[j+24>>3]=+p[g>>3];p[j+32>>3]=+p[c+(e*24|0)+8>>3];p[j+40>>3]=+p[c+(e*24|0)+16>>3];p[j+48>>3]=+p[i>>3];p[j+56>>3]=+p[c+(b*24|0)+8>>3];p[j+64>>3]=+p[c+(b*24|0)+16>>3];j=j+72|0;f[j>>2]=f[A>>2];f[j+4>>2]=f[A+4>>2];f[j+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88}else U4a(D,d,g,i,A);k=k+3|0;d=f[l>>2]|0;e=f[n>>2]|0;c=e}while(k>>>0<((d-e|0)/24|0)>>>0)}if((c|0)!=(d|0))f[l>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0)}else{c=f[E>>2]|0;if((c|0)==(f[q>>2]|0)){V4a(D,C);break}else{p[c>>3]=+p[C>>3];p[c+8>>3]=+p[r>>3];p[c+16>>3]=+p[s>>3];p[c+24>>3]=+p[t>>3];p[c+32>>3]=+p[v>>3];p[c+40>>3]=+p[w>>3];p[c+48>>3]=+p[x>>3];p[c+56>>3]=+p[y>>3];p[c+64>>3]=+p[z>>3];k=c+72|0;f[k>>2]=f[A>>2];f[k+4>>2]=f[A+4>>2];f[k+8>>2]=f[A+8>>2];f[E>>2]=(f[E>>2]|0)+88;break}}while(0);h=h+88|0}while((h|0)!=(B|0));d=f[E>>2]|0;g=f[D>>2]|0;c=g;e=d}if(((d-g|0)/88|0)>>>0>1){W4a(c,e,C);c=f[D>>2]|0;e=f[E>>2]|0}if((c|0)==(e|0)){u=F;return}d=a+4|0;do{X4a(f[d>>2]|0,c);c=c+88|0}while((c|0)!=(e|0));u=F;return}function T4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,L=0;K=+p[b>>3];J=+p[b+8>>3];I=+p[b+16>>3];F=+p[b+24>>3];H=a+24|0;p[H>>3]=F;i=+p[b+32>>3];G=a+32|0;p[G>>3]=i;k=+p[b+40>>3];E=a+40|0;p[E>>3]=k;D=b+48|0;t=a+48|0;p[t>>3]=+p[D>>3];C=b+56|0;n=a+56|0;p[n>>3]=+p[C>>3];B=b+64|0;d=a+64|0;p[d>>3]=+p[B>>3];L=a+72|0;b=b+72|0;f[L>>2]=f[b>>2];f[L+4>>2]=f[b+4>>2];f[L+8>>2]=f[b+8>>2];x=+p[c>>3];w=+p[c+32>>3];v=+p[c+64>>3];s=+p[c+8>>3];r=+p[c+40>>3];q=+p[c+72>>3];l=+p[c+16>>3];j=+p[c+48>>3];h=+p[c+80>>3];A=+p[c+24>>3];z=+p[c+56>>3];y=+p[c+88>>3];u=+p[c+96>>3];o=+p[c+104>>3];g=+p[c+112>>3];e=+p[c+120>>3];m=1.0/(K*A+J*z+I*y+e);p[a>>3]=(x*K+w*J+v*I+u)*m;p[a+8>>3]=(K*s+J*r+I*q+o)*m;p[a+16>>3]=(K*l+J*j+I*h+g)*m;m=1.0/(F*A+i*z+k*y+e);p[H>>3]=(x*F+w*i+v*k+u)*m;p[G>>3]=(F*s+i*r+k*q+o)*m;p[E>>3]=(F*l+i*j+k*h+g)*m;m=+p[D>>3];k=+p[C>>3];i=+p[B>>3];e=1.0/(m*A+k*z+i*y+e);p[t>>3]=(x*m+w*k+v*i+u)*e;p[n>>3]=(m*s+k*r+i*q+o)*e;p[d>>3]=(m*l+k*j+i*h+g)*e;return}function U4a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function V4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];p[h+(i*88|0)+24>>3]=+p[b+24>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];p[h+(i*88|0)+48>>3]=+p[b+48>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{i=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[i+-80>>3];p[c+-72>>3]=+p[i+-72>>3];p[c+-64>>3]=+p[i+-64>>3];p[c+-56>>3]=+p[i+-56>>3];p[c+-48>>3]=+p[i+-48>>3];p[c+-40>>3]=+p[i+-40>>3];p[c+-32>>3]=+p[i+-32>>3];p[c+-24>>3]=+p[i+-24>>3];j=c+-16|0;i=i+-16|0;f[j>>2]=f[i>>2];f[j+4>>2]=f[i+4>>2];f[j+8>>2]=f[i+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function W4a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,E=0.0,F=0.0,I=0.0,J=0.0,K=0.0,L=0;w=0;x=u;u=u+2096|0;a:while(1){k=b;l=b+-88|0;m=b+-80|0;o=b+-72|0;q=b+-64|0;r=b+-56|0;s=b+-48|0;g=b+-40|0;h=b+-32|0;i=b+-24|0;j=b+-16|0;d=a;while(1){e=d;f[x+48>>2]=c;f[x+56>>2]=d;f[x+104>>2]=b;f[x+112>>2]=e;f[x+232>>2]=t;f[x+680>>2]=g;f[x+728>>2]=h;f[x+816>>2]=i;f[x+880>>2]=j;f[x+1672>>2]=v;f[x+1720>>2]=k;f[x+1768>>2]=l;f[x+1784>>2]=m;f[x+1808>>2]=o;f[x+1848>>2]=q;f[x+1920>>2]=r;f[x+1976>>2]=s;f[x+2016>>2]=w;f[x+2024>>2]=0;f[x+2028>>2]=0;$4a(x);d=f[x+56>>2]|0;e=f[x+112>>2]|0;t=f[x+232>>2]|0;v=f[x+1672>>2]|0;w=f[x+2016>>2]|0;G=f[x+2024>>2]|0;D=f[x+2028>>2]|0;H=+n[x+2028>>2];f[x+2024>>2]=0;f[x+2028>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((w|0)==44){w=0;W4a(t+88|0,b,c);a=e;b=t;continue}else if((w|0)==45){w=0;if(v){w=46;break}else{a=e;b=t;continue}}}if((w|0)==5){y=+sqb(l);if(!(y<+sqb(e))){u=x;return}L=e+8|0;a=e+16|0;J=+p[e>>3];I=+p[L>>3];F=+p[a>>3];b=e+24|0;d=e+32|0;k=e+40|0;E=+p[b>>3];C=+p[d>>3];B=+p[k>>3];t=e+48|0;c=e+56|0;v=e+64|0;A=+p[t>>3];z=+p[c>>3];y=+p[v>>3];w=e+72|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];K=+p[l>>3];p[l>>3]=J;p[e>>3]=K;K=+p[m>>3];p[m>>3]=+p[L>>3];p[L>>3]=K;K=+p[o>>3];p[o>>3]=+p[a>>3];p[a>>3]=K;K=+p[q>>3];p[q>>3]=+p[b>>3];p[b>>3]=K;K=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=K;K=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=K;K=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=K;p[c>>3]=+p[h>>3];p[v>>3]=+p[i>>3];f[w>>2]=f[j>>2];f[w+4>>2]=f[j+4>>2];f[w+8>>2]=f[j+8>>2];p[l>>3]=J;p[m>>3]=I;p[o>>3]=F;p[q>>3]=E;p[r>>3]=C;p[s>>3]=B;p[g>>3]=A;p[h>>3]=z;p[i>>3]=y;f[j>>2]=f[x>>2];f[j+4>>2]=f[x+4>>2];f[j+8>>2]=f[x+8>>2];u=x;return}else if((w|0)==7){d5a(e,e+88|0,l,c)|0;u=x;return}else if((w|0)==8){e5a(e,e+88|0,e+176|0,l,c)|0;u=x;return}else if((w|0)==9){f5a(e,e+88|0,e+176|0,e+264|0,l,c)|0;u=x;return}else if((w|0)==11){g5a(e,b,c);u=x;return}else if((w|0)==46){u=x;return}}function X4a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+24|0;g=i+12|0;c=i;a=f[a>>2]|0;e=a+140|0;f[e>>2]=(f[e>>2]|0)+1;Y4a(h,b,+p[a+128>>3],+p[a+120>>3]);f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;if(B7a(f[a+136>>2]|0,h,g)|0){d=a+144|0;f[d>>2]=(f[d>>2]|0)+1}else{b=b+72|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];a=a5a(a+148|0,c)|0;b=a+4|0;c=f[b>>2]|0;if((c|0)==(f[a+8>>2]|0))E4a(a,g);else{D4a(c,g);f[b>>2]=(f[b>>2]|0)+12}}a=f[g>>2]|0;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0)){do{c=b+-12|0;f[e>>2]=c;d=f[c>>2]|0;if(!d)b=c;else{b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(d|0))f[b>>2]=c+(~((c+-8-d|0)>>>3)<<3);sOb(d);b=f[e>>2]|0}}while((b|0)!=(a|0));a=f[g>>2]|0}sOb(a)}c=f[h>>2]|0;if(!c){u=i;return}a=h+4|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~(((b+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=i;return}function Y4a(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+16|0;h=j;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;k=ZCb(+p[b>>3]*32767.0)|0;e=ZCb(+p[b+8>>3]*32767.0)|0;g=ZCb((+p[b+16>>3]+c)*d)|0;g=(g|0)<32767?g:32767;f[h>>2]=k;f[h+4>>2]=e;f[h+8>>2]=(g|0)>-32767?g:-32767;g=a+8|0;F4a(a,h);e=f[i>>2]|0;k=f[g>>2]|0;n=ZCb(+p[b+24>>3]*32767.0)|0;m=ZCb(+p[b+32>>3]*32767.0)|0;l=ZCb((+p[b+40>>3]+c)*d)|0;l=(l|0)<32767?l:32767;f[h>>2]=n;f[h+4>>2]=m;f[h+8>>2]=(l|0)>-32767?l:-32767;if(e>>>0<k>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];e=(f[i>>2]|0)+12|0;f[i>>2]=e}else{F4a(a,h);e=f[i>>2]|0}l=ZCb(+p[b+48>>3]*32767.0)|0;m=ZCb(+p[b+56>>3]*32767.0)|0;n=ZCb((+p[b+64>>3]+c)*d)|0;n=(n|0)<32767?n:32767;f[h>>2]=l;f[h+4>>2]=m;f[h+8>>2]=(n|0)>-32767?n:-32767;if(e>>>0<(f[g>>2]|0)>>>0){f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];f[e+8>>2]=f[h+8>>2];f[i>>2]=(f[i>>2]|0)+12;u=j;return}else{F4a(a,h);u=j;return}}function Z4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;H=f[a+656>>2]|0;C=f[a+1200>>2]|0;i=f[a+1232>>2]|0;y=f[a+2352>>2]|0;F=f[a+3104>>2]|0;a:{b:while(1){G=H;g=f[(G+16|0)>>2]|0;c:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(G+12|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){if(!((g+-1|0)&g))while(1){D=f[d+4>>2]|0;e=(D|0)==(i|0);if(!(e|(D&(g+-1|0)|0)==(h|0)))break c;if(e)if((f[d+8>>2]|0)==(i|0)){D=d;break b}d=f[d>>2]|0;if(!d)break c}do{e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){D=d;break b}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break c}d=f[d>>2]|0}while((d|0)!=0)}}}while(0);H=f[H>>2]|0;if(!H){f[a+3144>>2]=2;f[a+3148>>2]=8;break a}}r=f[G+8>>2]|0;r=Kkb(DSa(y)|0,r)|0;g=f[(C+392|0)>>2]|0;d:do if(!g)A=0;else{if(!((g+-1|0)&g))h=(g+-1|0)&i;else if(g>>>0>i>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;d=f[(f[(C+388|0)>>2]|0)+(h<<2)>>2]|0;if(!d)A=0;else{d=f[d>>2]|0;if(!d)A=0;else{if(!((g+-1|0)&g))while(1){A=f[d+4>>2]|0;e=(A|0)==(i|0);if(!(e|(A&(g+-1|0)|0)==(h|0))){A=0;break d}if(e)if((f[d+8>>2]|0)==(i|0)){A=d;break d}d=f[d>>2]|0;if(!d){A=0;break d}}while(1){e=f[d+4>>2]|0;if((e|0)==(i|0)){if((f[d+8>>2]|0)==(i|0)){A=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){A=0;break d}}d=f[d>>2]|0;if(!d){A=0;break}}}}}while(0);do{d=1;if(d){d=0;if(!r)F=402;else d=1}if(d)if(1){u=1;if(u){u=0;if(!(b[G+44>>0]|0)){s=A+12|0;d=f[s>>2]|0;t=A+16|0;q=f[t>>2]|0;if((d|0)==(q|0)){c=pOb(8)|0;f[(a+8|0)>>2]=c;f[(a+8|0)+8>>2]=c+8|0;f[c>>2]=0;f[c+4>>2]=-1;f[((a+8|0)+4|0)>>2]=c+8|0;c=f[D+12>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,a+8|0);c=f[(a+8|0)>>2]|0;if(c|0){d=f[((a+8|0)+4|0)>>2]|0;if((d|0)!=(c|0))f[((a+8|0)+4|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}break}p=0;while(1){if(!(b[(r+15|0)>>0]|0))F=345;else if(FSa(y,d,b[(r+14|0)>>0]|0)|0)F=345;else F=385;e:do if((F|0)==345){F=0;l=f[d>>2]|0;m=f[d+4>>2]|0;i=f[(r+36|0)>>2]|0;f:do if(!i)e=0;else{if(!((i+-1|0)&i))e=(m+-1640531527+(l<<6)+(l>>>2)^l)&(i+-1|0);else if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<i>>>0)e=m+-1640531527+(l<<6)+(l>>>2)^l;else e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(i>>>0)|0;g=f[(f[(r+32|0)>>2]|0)+(e<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){if(!((i+-1|0)&i))while(1){o=f[g+4>>2]|0;if(!((o|0)==(m+-1640531527+(l<<6)+(l>>>2)^l|0)|(o&(i+-1|0)|0)==(e|0)))break f;if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0;if(!g)break f}do{h=f[g+4>>2]|0;if((h|0)!=(m+-1640531527+(l<<6)+(l>>>2)^l|0)){if(h>>>0>=i>>>0)h=(h>>>0)%(i>>>0)|0;if((h|0)!=(e|0))break f}if((f[g+8>>2]|0)==(l|0))if((f[g+12>>2]|0)==(m|0)){F=385;break e}g=f[g>>2]|0}while((g|0)!=0)}}}while(0);o=pOb(16)|0;g=d;h=f[g+4>>2]|0;f[(o+8|0)>>2]=f[g>>2];f[(o+8|0)+4>>2]=h;f[o+4>>2]=m+-1640531527+(l<<6)+(l>>>2)^l;f[o>>2]=0;j=+(((f[(r+44|0)>>2]|0)+1|0)>>>0);k=+n[(r+48|0)>>2];do if((i|0)==0|k*+(i>>>0)<j){e=~~+W(+(j/k))>>>0;vza(r+32|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<e>>>0?e:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);e=f[(r+36|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(m+-1640531527+(l<<6)+(l>>>2)^l);break}if((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0<e>>>0){h=e;e=m+-1640531527+(l<<6)+(l>>>2)^l}else{h=e;e=((m+-1640531527+(l<<6)+(l>>>2)^l)>>>0)%(e>>>0)|0}}else h=i;while(0);e=(f[(r+32|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[o>>2]=f[(r+40|0)>>2];f[(r+40|0)>>2]=o;f[e>>2]=r+40|0;e=f[o>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;do if(!(g&h))e=e&g;else{if(e>>>0<h>>>0)break;e=(e>>>0)%(h>>>0)|0}while(0);v=(f[(r+32|0)>>2]|0)+(e<<2)|0;F=377}}else{f[o>>2]=f[g>>2];v=g;F=377}if((F|0)==377){F=0;f[v>>2]=o}f[(r+44|0)>>2]=(f[(r+44|0)>>2]|0)+1;KRa(a+8|0,y,d);e=f[(a+8|0)>>2]|0;if(!e)F=381;else if((f[(e+200|0)>>2]&-268435456|0)==0&0==0)if(!(f[e+196>>2]&33554456))F=381;else x=25;else x=25;if((F|0)==381){F=0;x=0}e=f[((a+8|0)+4|0)>>2]|0;if(e|0)iOb(e);if((x&31)==25)F=385;else w=p}while(0);if((F|0)==385){F=0;w=d;f[w>>2]=0;f[w+4>>2]=-1;w=1}d=d+8|0;if((d|0)==(q|0))break;else p=w}g:do if(w){e=f[s>>2]|0;d=f[t>>2]|0;h:do if((e|0)!=(d|0))while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1)break h;e=e+8|0;if((e|0)==(d|0))break g}while(0);if((e|0)!=(d|0)){g=e+8|0;if((g|0)==(d|0))c=e;else{h=e;i=e;while(1){if(!(f[g>>2]|0))if((f[i+12>>2]|0)==-1){c=h;z=e}else F=396;else F=396;if((F|0)==396){F=0;y=g;c=f[y+4>>2]|0;z=e;f[z>>2]=f[y>>2];f[z+4>>2]=c;z=e+8|0;c=z}e=g+8|0;if((e|0)==(d|0))break;else{i=g;g=e;h=c;e=z}}d=f[t>>2]|0}if((d|0)!=(c|0))f[t>>2]=d+(~((d+-8-c|0)>>>3)<<3)}}while(0);z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+8>>2]&1023](z,s)}else u=1}if(u)if(1)F=402}}while(0);if((F|0)==402){z=f[D+12>>2]|0;oh[f[(f[z>>2]|0)+12>>2]&1023](z,a+8|0)}e=f[(C+392|0)>>2]|0;c=f[A+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(C+388|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(A|0))break;else i=c}if((i|0)==(C+396|0))F=416;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))B=A;else F=416}do if((F|0)==416){c=f[A>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){B=A;break}}f[d>>2]=0;B=A}while(0);c=f[B>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(C+388|0)>>2]|0)+(d<<2)>>2]=i;c=f[A>>2]|0}}f[i>>2]=c;f[B>>2]=0;f[(C+400|0)>>2]=(f[(C+400|0)>>2]|0)+-1;if(A|0){c=f[A+12>>2]|0;if(c|0){d=A+16|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}sOb(A)}e=f[(G+16|0)>>2]|0;c=f[D+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(G+12|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(D|0))break;else i=c}if((i|0)==(G+20|0))F=449;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))E=D;else F=449}do if((F|0)==449){c=f[D>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){E=D;break}}f[d>>2]=0;E=D}while(0);c=f[E>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(G+12|0)>>2]|0)+(d<<2)>>2]=i;c=f[D>>2]|0}}f[i>>2]=c;f[E>>2]=0;f[(G+24|0)>>2]=(f[(G+24|0)>>2]|0)+-1;G=D+12|0;c=f[G>>2]|0;f[G>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);sOb(D)}f[a+656>>2]=H;f[a+3104>>2]=F}function _4a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;o=f[a+48>>2]|0;B=f[a+1200>>2]|0;v=f[a+1232>>2]|0;w=f[a+2352>>2]|0;x=f[a+3104>>2]|0;C=f[a+3112>>2]|0;u=f[a+3120>>2]|0;a:{if(C){C=0;switch(u|0){case 16:{g=f[(B+280|0)>>2]|0;b:do if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+276|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){c:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0)))break b;if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break c}d=f[d>>2]|0;if(!d)break b}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break c}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0))break b}d=f[d>>2]|0;if(!d)break b}while(0);h=i1a(B+408|0,a)|0;l=k+12|0;g=f[l>>2]|0;d=f[(f[g>>2]|0)+8>>2]|0;f[(a+8|0)>>2]=f[h>>2];f[(a+8|0)+4>>2]=f[h+4>>2];f[(a+8|0)+8>>2]=f[h+8>>2];f[(a+8|0)+12>>2]=f[h+12>>2];f[(a+8|0)+16>>2]=f[h+16>>2];f[(a+8|0)+20>>2]=f[h+20>>2];oh[d&1023](g,a+8|0);g=f[(B+280|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+276|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+284|0))x=104;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))m=k;else x=104}do if((x|0)==104){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){m=k;break}}f[e>>2]=0;m=k}while(0);d=f[m>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+276|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[m>>2]=0;f[(B+288|0)>>2]=(f[(B+288|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}while(0);j1a(B+408|0,a)|0;break}default:C=1}}if(C){C=0;switch(u|0){case 12:{g=f[(B+260|0)>>2]|0;if(g|0){if(!((g+-1|0)&g))h=(g+-1|0)&v;else if(g>>>0>v>>>0)h=v;else h=(v>>>0)%(g>>>0)|0;d=f[(f[(B+256|0)>>2]|0)+(h<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){d:do if(!((g+-1|0)&g))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(g+-1|0)|0)==(h|0))){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}if(e)if((f[d+8>>2]|0)==(v|0)){k=d;break d}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){k=d;break d}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(h|0)){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}while(0);l=k+12|0;g=f[l>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,a+8|0);g=f[(B+260|0)>>2]|0;d=f[k+4>>2]|0;h=((g+-1|0)&g|0)==0;if(h)i=(g+-1|0)&d;else if(d>>>0<g>>>0)i=d;else i=(d>>>0)%(g>>>0)|0;e=(f[(B+256|0)>>2]|0)+(i<<2)|0;j=f[e>>2]|0;while(1){d=f[j>>2]|0;if((d|0)==(k|0))break;else j=d}if((j|0)==(B+264|0))x=153;else{d=f[j+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0))n=k;else x=153}do if((x|0)==153){d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;if(h)d=d&(g+-1|0);else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)==(i|0)){n=k;break}}f[e>>2]=0;n=k}while(0);d=f[n>>2]|0;if(d){e=f[d+4>>2]|0;if(h)e=e&(g+-1|0);else if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){f[(f[(B+256|0)>>2]|0)+(e<<2)>>2]=j;d=f[k>>2]|0}}f[j>>2]=d;f[n>>2]=0;f[(B+268|0)>>2]=(f[(B+268|0)>>2]|0)+-1;d=f[l>>2]|0;f[l>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(k)}}}break}default:C=1}}if(C){C=0;switch(u|0){case 18:{i=zQa(w)|0;e=f[(B+316|0)>>2]|0;f[(B+316|0)>>2]=0;f[(a+8|0)>>2]=e;h=f[(B+320|0)>>2]|0;f[(B+320|0)>>2]=0;f[((a+8|0)+4|0)>>2]=h;d=f[(B+324|0)>>2]|0;f[(B+324|0)>>2]=0;f[((a+8|0)+8|0)>>2]=d;p=f[(B+328|0)>>2]|0;f[(B+328|0)>>2]=0;f[((a+8|0)+12|0)>>2]=p;n=f[(B+332|0)>>2]|0;f[(B+332|0)>>2]=1065353216;f[(a+8|0)+16>>2]=n;if(p|0){d=f[d+4>>2]|0;if(!((h+-1|0)&h))d=d&(h+-1|0);else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[e+(d<<2)>>2]=(a+8|0)+8|0}e:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&v;else if(h>>>0>v>>>0)g=v;else g=(v>>>0)%(h>>>0)|0;d=f[(f[(a+8|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){f:do if(!((h+-1|0)&h))while(1){p=f[d+4>>2]|0;e=(p|0)==(v|0);if(!(e|(p&(h+-1|0)|0)==(g|0)))break e;if(e)if((f[d+8>>2]|0)==(v|0)){p=d;break f}d=f[d>>2]|0;if(!d)break e}else while(1){e=f[d+4>>2]|0;if((e|0)==(v|0)){if((f[d+8>>2]|0)==(v|0)){p=d;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break e}d=f[d>>2]|0;if(!d)break e}while(0);d=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;x=Pg[f[(f[o>>2]|0)+20>>2]&1023](o)|0;I$a(f[(o+4|0)>>2]|0,o,x);if(!x)f[o+12>>2]=0;n=p+16|0;m=p+36|0;MQa(w,i,f[p+20>>2]|0,f[n>>2]|0,f[p+40>>2]|0,f[m>>2]|0,d);o=p+12|0;h=f[o>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,a+4|0);h=f[p>>2]|0;j=f[((a+8|0)+4|0)>>2]|0;d=f[p+4>>2]|0;k=((j+-1|0)&j|0)==0;if(k)l=(j+-1|0)&d;else if(d>>>0<j>>>0)l=d;else l=(d>>>0)%(j>>>0)|0;g=(f[(a+8|0)>>2]|0)+(l<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(p|0))break;else i=d}if((i|0)==((a+8|0)+8|0|0))x=208;else{d=f[i+4>>2]|0;if(k)d=d&(j+-1|0);else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(l|0)){q=h;x=216}else x=208}do if((x|0)==208){if(h|0){d=f[h+4>>2]|0;if(k)e=d&(j+-1|0);else if(d>>>0<j>>>0)e=d;else e=(d>>>0)%(j>>>0)|0;if((e|0)==(l|0)){t=h;r=d;x=218;break}}f[g>>2]=0;q=f[p>>2]|0;x=216}while(0);if((x|0)==216){d=q;if(!q)s=d;else{t=d;r=f[q+4>>2]|0;x=218}}if((x|0)==218){if(k)d=r&(j+-1|0);else if(r>>>0<j>>>0)d=r;else d=(r>>>0)%(j>>>0)|0;if((d|0)==(l|0))s=t;else{f[(f[(a+8|0)>>2]|0)+(d<<2)>>2]=i;s=f[p>>2]|0}}f[i>>2]=s;f[p>>2]=0;f[((a+8|0)+12|0)>>2]=(f[((a+8|0)+12|0)>>2]|0)+-1;g=p+44|0;d=f[g>>2]|0;h=p+48|0;if((d|0)==(f[h>>2]|0)){e=f[m>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}g=p+24|0;d=f[g>>2]|0;h=p+28|0;if((d|0)==(f[h>>2]|0)){e=f[n>>2]|0;if(e){tOb(e);d=f[g>>2]|0}}if(d|0){e=f[h>>2]|0;if((e|0)!=(d|0))f[h>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}d=f[o>>2]|0;f[o>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(p)}}}while(0);d=f[((a+8|0)+8|0)>>2]|0;if(d){do{t=f[d+12>>2]|0;oh[f[(f[t>>2]|0)+16>>2]&1023](t,1);d=f[d>>2]|0}while((d|0)!=0);d=f[((a+8|0)+8|0)>>2]|0}MYa(d);d=f[(a+8|0)>>2]|0;f[(a+8|0)>>2]=0;if(d|0)sOb(d);break}default:C=1}}if(C){C=0;switch(u|0){case 13:{d=f[B+364>>2]|0;if(d|0){while(1){e=d;if((f[e+36>>2]|0)==(v|0))break;d=f[d>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}}if(b[e+44>>0]|0){B=f[e+32>>2]|0;oh[f[(f[B>>2]|0)+12>>2]&1023](B,a+8|0);f[a+3152>>2]=2;f[a+3156>>2]=12;break a}t=f[e+8>>2]|0;f[(a+8|0)>>2]=t;t=(Kkb(DSa(w)|0,t)|0)==0;d=f[e+32>>2]|0;if(t)oh[f[(f[d>>2]|0)+12>>2]&1023](d,a+4|0);else oh[f[(f[d>>2]|0)+8>>2]&1023](d,a+8|0)}break}default:C=1}}if(C){C=0;switch(u|0){case 15:{d=f[B+364>>2]|0;if(d|0){m=d;while(1){n=m;if((f[n+40>>2]|0)==(v|0))break;d=f[m>>2]|0;if(!d){f[a+3152>>2]=2;f[a+3156>>2]=12;break a}else m=d}zkb(w,f[n+8>>2]|0);i=f[n>>2]|0;k=f[B+360>>2]|0;d=f[n+4>>2]|0;l=((k+-1|0)&k|0)==0;if(l)d=(k+-1|0)&d;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;h=(f[(B+356|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(n|0))break;else j=e}if((j|0)==(B+364|0))x=270;else{e=f[j+4>>2]|0;if(l)e=e&(k+-1|0);else if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)==(d|0)){y=i;x=278}else x=270}do if((x|0)==270){if(i|0){e=f[i+4>>2]|0;if(l)g=e&(k+-1|0);else if(e>>>0<k>>>0)g=e;else g=(e>>>0)%(k>>>0)|0;if((g|0)==(d|0)){A=i;c=e;x=280;break}}f[h>>2]=0;y=f[n>>2]|0;x=278}while(0);if((x|0)==278){e=y;if(!y)z=e;else{A=e;c=f[y+4>>2]|0;x=280}}if((x|0)==280){if(l)c=c&(k+-1|0);else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;if((c|0)==(d|0))z=A;else{f[(f[(B+356|0)>>2]|0)+(c<<2)>>2]=j;z=f[m>>2]|0}}f[j>>2]=z;f[n>>2]=0;f[(B+368|0)>>2]=(f[(B+368|0)>>2]|0)+-1;c=f[(n+32|0)>>2]|0;f[(n+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[n+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(n+12|0)>>2]|0;f[(n+12|0)>>2]=0;if(c|0)sOb(c);sOb(m)}break}default:C=1}}}f[a+3104>>2]=x;f[a+3112>>2]=C}function $4a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0;z=f[a+48>>2]|0;w=f[a+56>>2]|0;x=f[a+104>>2]|0;y=f[a+112>>2]|0;c=f[a+232>>2]|0;k=f[a+680>>2]|0;l=f[a+728>>2]|0;m=f[a+816>>2]|0;n=f[a+880>>2]|0;A=f[a+1672>>2]|0;B=f[a+1720>>2]|0;o=f[a+1768>>2]|0;q=f[a+1784>>2]|0;r=f[a+1808>>2]|0;t=f[a+1848>>2]|0;u=f[a+1920>>2]|0;v=f[a+1976>>2]|0;C=f[a+2016>>2]|0;a:{b:while(1){i=y;switch((B-i|0|0)/88|0|0){case 2:{C=5;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 3:{C=7;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 4:{C=8;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 5:{C=9;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}case 1:case 0:{C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}default:{}}if((B-i|0|0)<616){C=11;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}h=y+((((B-i|0)>>>0)/176|0)*88|0)|0;if((B-i|0|0)>87912)e=f5a(y,y+((((B-i|0)>>>0)/352|0)*88|0)|0,h,h+((((B-i|0)>>>0)/352|0)*88|0)|0,o,z)|0;else e=d5a(y,h,o,z)|0;D=+sqb(y);if(D<+sqb(h)){d=o;b=e;break}else j=o;while(1){s=j+-88|0;if((y|0)==(s|0))break;D=+sqb(s);if(D<+sqb(h)){C=29;break b}else j=s}e=y+88|0;D=+sqb(y);if(!(D<+sqb(o))){if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}while(1){D=+sqb(y);if(D<+sqb(e))break;e=e+88|0;if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}}S=e+8|0;R=e+16|0;L=+p[e>>3];K=+p[S>>3];J=+p[R>>3];Q=e+24|0;P=e+32|0;O=e+40|0;I=+p[Q>>3];H=+p[P>>3];G=+p[O>>3];M=e+48|0;g=e+56|0;h=e+64|0;F=+p[M>>3];E=+p[g>>3];D=+p[h>>3];i=e+72|0;f[a>>2]=f[i>>2];f[a+4>>2]=f[i+4>>2];f[a+8>>2]=f[i+8>>2];N=+p[o>>3];p[o>>3]=L;p[e>>3]=N;N=+p[q>>3];p[q>>3]=+p[S>>3];p[S>>3]=N;N=+p[r>>3];p[r>>3]=+p[R>>3];p[R>>3]=N;N=+p[t>>3];p[t>>3]=+p[Q>>3];p[Q>>3]=N;N=+p[u>>3];p[u>>3]=+p[P>>3];p[P>>3]=N;N=+p[v>>3];p[v>>3]=+p[O>>3];p[O>>3]=N;N=+p[k>>3];p[k>>3]=+p[M>>3];p[M>>3]=N;p[g>>3]=+p[l>>3];p[h>>3]=+p[m>>3];f[i>>2]=f[n>>2];f[i+4>>2]=f[n+4>>2];f[i+8>>2]=f[n+8>>2];p[o>>3]=L;p[q>>3]=K;p[r>>3]=J;p[t>>3]=I;p[u>>3]=H;p[v>>3]=G;p[k>>3]=F;p[l>>3]=E;p[m>>3]=D;f[n>>2]=f[a>>2];f[n+4>>2]=f[a+4>>2];f[n+8>>2]=f[a+8>>2];e=e+88|0}if((e|0)==(o|0)){C=46;f[a+2024>>2]=2;f[a+2028>>2]=11;break a}else g=o;while(1){while(1){N=+sqb(y);i=e+88|0;if(N<+sqb(e))break;else e=i}while(1){h=g+-88|0;N=+sqb(y);if(N<+sqb(h))g=h;else break}if(e>>>0>=h>>>0){y=e;continue b}M=e+8|0;O=e+16|0;E=+p[e>>3];F=+p[M>>3];G=+p[O>>3];P=e+24|0;Q=e+32|0;R=e+40|0;H=+p[P>>3];I=+p[Q>>3];J=+p[R>>3];S=e+48|0;W=e+56|0;V=e+64|0;K=+p[S>>3];L=+p[W>>3];N=+p[V>>3];U=e+72|0;f[a>>2]=f[U>>2];f[a+4>>2]=f[U+4>>2];f[a+8>>2]=f[U+8>>2];D=+p[h>>3];p[h>>3]=E;p[e>>3]=D;T=g+-80|0;D=+p[T>>3];p[T>>3]=+p[M>>3];p[M>>3]=D;M=g+-72|0;D=+p[M>>3];p[M>>3]=+p[O>>3];p[O>>3]=D;O=g+-64|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=g+-56|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=g+-48|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=g+-40|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=g+-32|0;p[W>>3]=+p[S>>3];e=g+-24|0;p[V>>3]=+p[e>>3];g=g+-16|0;f[U>>2]=f[g>>2];f[U+4>>2]=f[g+4>>2];f[U+8>>2]=f[g+8>>2];p[h>>3]=E;p[T>>3]=F;p[M>>3]=G;p[O>>3]=H;p[P>>3]=I;p[Q>>3]=J;p[R>>3]=K;p[S>>3]=L;p[e>>3]=N;f[g>>2]=f[a>>2];f[g+4>>2]=f[a+4>>2];f[g+8>>2]=f[a+8>>2];g=h;e=i}}if((C|0)==29){C=0;R=y+8|0;S=y+16|0;E=+p[y>>3];F=+p[R>>3];G=+p[S>>3];T=y+24|0;U=y+32|0;V=y+40|0;H=+p[T>>3];I=+p[U>>3];J=+p[V>>3];W=y+48|0;b=y+56|0;d=y+64|0;K=+p[W>>3];L=+p[b>>3];N=+p[d>>3];P=y+72|0;f[a>>2]=f[P>>2];f[a+4>>2]=f[P+4>>2];f[a+8>>2]=f[P+8>>2];D=+p[s>>3];p[s>>3]=E;p[y>>3]=D;Q=j+-80|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=j+-72|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=j+-64|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=j+-56|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=j+-48|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=j+-40|0;D=+p[V>>3];p[V>>3]=+p[W>>3];p[W>>3]=D;W=j+-32|0;p[b>>3]=+p[W>>3];b=j+-24|0;p[d>>3]=+p[b>>3];d=j+-16|0;f[P>>2]=f[d>>2];f[P+4>>2]=f[d+4>>2];f[P+8>>2]=f[d+8>>2];p[s>>3]=E;p[Q>>3]=F;p[R>>3]=G;p[S>>3]=H;p[T>>3]=I;p[U>>3]=J;p[V>>3]=K;p[W>>3]=L;p[b>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];d=s;b=e+1|0}c=y+88|0;c:do if(c>>>0<d>>>0)while(1){while(1){N=+sqb(c);g=c+88|0;if(N<+sqb(h))c=g;else break}while(1){e=d+-88|0;N=+sqb(e);if(N<+sqb(h))break;else d=e}if(c>>>0>e>>>0){d=h;break c}Q=c+8|0;R=c+16|0;E=+p[c>>3];F=+p[Q>>3];G=+p[R>>3];S=c+24|0;T=c+32|0;U=c+40|0;H=+p[S>>3];I=+p[T>>3];J=+p[U>>3];V=c+48|0;W=c+56|0;M=c+64|0;K=+p[V>>3];L=+p[W>>3];N=+p[M>>3];O=c+72|0;f[a>>2]=f[O>>2];f[a+4>>2]=f[O+4>>2];f[a+8>>2]=f[O+8>>2];D=+p[e>>3];p[e>>3]=E;p[c>>3]=D;P=d+-80|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+-72|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+-64|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+-56|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+-48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+-40|0;D=+p[U>>3];p[U>>3]=+p[V>>3];p[V>>3]=D;V=d+-32|0;p[W>>3]=+p[V>>3];W=d+-24|0;p[M>>3]=+p[W>>3];d=d+-16|0;f[O>>2]=f[d>>2];f[O+4>>2]=f[d+4>>2];f[O+8>>2]=f[d+8>>2];p[e>>3]=E;p[P>>3]=F;p[Q>>3]=G;p[R>>3]=H;p[S>>3]=I;p[T>>3]=J;p[U>>3]=K;p[V>>3]=L;p[W>>3]=N;f[d>>2]=f[a>>2];f[d+4>>2]=f[a+4>>2];f[d+8>>2]=f[a+8>>2];h=(h|0)==(c|0)?e:h;d=e;c=g;b=b+1|0}else d=h;while(0);if((c|0)!=(d|0)){N=+sqb(d);if(N<+sqb(c)){P=c+8|0;Q=c+16|0;E=+p[c>>3];F=+p[P>>3];G=+p[Q>>3];R=c+24|0;S=c+32|0;T=c+40|0;H=+p[R>>3];I=+p[S>>3];J=+p[T>>3];U=c+48|0;V=c+56|0;W=c+64|0;K=+p[U>>3];L=+p[V>>3];N=+p[W>>3];M=c+72|0;f[a>>2]=f[M>>2];f[a+4>>2]=f[M+4>>2];f[a+8>>2]=f[M+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;O=d+8|0;D=+p[O>>3];p[O>>3]=+p[P>>3];p[P>>3]=D;P=d+16|0;D=+p[P>>3];p[P>>3]=+p[Q>>3];p[Q>>3]=D;Q=d+24|0;D=+p[Q>>3];p[Q>>3]=+p[R>>3];p[R>>3]=D;R=d+32|0;D=+p[R>>3];p[R>>3]=+p[S>>3];p[S>>3]=D;S=d+40|0;D=+p[S>>3];p[S>>3]=+p[T>>3];p[T>>3]=D;T=d+48|0;D=+p[T>>3];p[T>>3]=+p[U>>3];p[U>>3]=D;U=d+56|0;p[V>>3]=+p[U>>3];V=d+64|0;p[W>>3]=+p[V>>3];W=d+72|0;f[M>>2]=f[W>>2];f[M+4>>2]=f[W+4>>2];f[M+8>>2]=f[W+8>>2];p[d>>3]=E;p[O>>3]=F;p[P>>3]=G;p[Q>>3]=H;p[R>>3]=I;p[S>>3]=J;p[T>>3]=K;p[U>>3]=L;p[V>>3]=N;f[W>>2]=f[a>>2];f[W+4>>2]=f[a+4>>2];f[W+8>>2]=f[a+8>>2];b=b+1|0}}if(!b){A=h5a(y,c,z)|0;b=c+88|0;if(h5a(b,x,z)|0){C=45;f[a+2024>>2]=1;break a}if(A){w=b;f[a+2024>>2]=3;break a}}W=c;if(((W-i|0)/88|0|0)>=((B-W|0)/88|0|0)){C=44;f[a+2024>>2]=1;break a}W4a(y,c,z);w=c+88|0}f[a+56>>2]=w;f[a+112>>2]=y;f[a+232>>2]=c;f[a+1672>>2]=A;f[a+2016>>2]=C}
+function sua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(g|0){g=h+4|0;a=1;do{LRa(h,j,b);d=f[h>>2]|0;if(d){l=d+200|0;a=a&((f[l>>2]&-268435456|0)!=0|0!=0);uJa(d,c)}d=f[g>>2]|0;if(d|0)iOb(d);b=b+8|0}while((b|0)!=(e|0));if(!a){l=DSa(j)|0;Jkb(l,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=k;return}}u9a(f[i+240>>2]|0);u=k;return}function tua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34848;mma(d,b,c,0);return}function uua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&67108864|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function wua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,16,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(q|0){h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);vJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(!a){c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);Y8a(f[i+240>>2]|0);u=s;return}}u9a(f[i+240>>2]|0);u=s;return}function xua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34880;mma(d,b,c,0);return}function yua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function zua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Aua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+32|0;r=s+12|0;o=s;n=(Bla()|0)+244|0;n=f[n>>2]|0;g=f[b>>2]|0;q=b+4|0;e=f[q>>2]|0;h=g+(e<<3)|0;f[o>>2]=0;p=o+4|0;f[p>>2]=0;f[o+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=o+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(o);k=pOb(a)|0;f[p>>2]=k;f[o>>2]=k;a=k+(d<<3)|0;m=o+8|0;f[m>>2]=a;l=k;if(!e){i=m;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){g=a;i=f[g+4>>2]|0;j=d;f[j>>2]=f[g>>2];f[j+4>>2]=i;a=a+8|0;j=e+8|0;f[p>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=m;g=k;e=j;h=l;d=j;a=f[m>>2]|0}}f[r>>2]=(g|0)==(e|0)?0:g;f[r+4>>2]=e-g>>3;g=r+12|0;f[r+8>>2]=h;f[g>>2]=d;f[r+16>>2]=a;f[i>>2]=0;f[p>>2]=0;f[o>>2]=0;n$a(n,r,32,c);d=r+8|0;a=f[d>>2]|0;if((a|0)==(f[g>>2]|0)){e=f[r>>2]|0;if(e){tOb(e);a=f[d>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[o>>2]|0;if(a|0){d=f[p>>2]|0;if((d|0)!=(a|0))f[p>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}if(!(f[q>>2]|0)){u=s;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;d=f[b>>2]|0;q=f[q>>2]|0;g=d+(q<<3)|0;if(!q){u=s;return}h=r+4|0;a=1;do{LRa(r,j,d);e=f[r>>2]|0;if(e){q=e+200|0;a=a&((f[q>>2]&-268435456|0)!=0|0!=0);xJa(e,c)}e=f[h>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(g|0));if(a){u=s;return}c=DSa(j)|0;Jkb(c,f[i+244>>2]|0);u=s;return}function Bua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34912;mma(d,b,c,0);return}function Cua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&64|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Eua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);yJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function Fua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34944;mma(d,b,c,0);return}function Gua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&8192|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Iua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);zJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){s9a(a);u=k;return}}u9a(a);u=k;return}function Jua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=34976;mma(d,b,c,0);return}function Kua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&16384|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Mua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);AJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){Y8a(a);u=k;return}}u9a(a);u=k;return}function Nua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35008;mma(d,b,c,0);return}function Oua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Pua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&32768|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Qua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+16|0;g=i;a=b+4|0;if(!(f[a>>2]|0)){u=i;return}h=(Bla()|0)+232|0;h=f[h>>2]|0;ySa(h)|0;b=f[b>>2]|0;e=f[a>>2]|0;d=b+(e<<3)|0;if(!e){u=i;return}e=g+4|0;do{LRa(g,h,b);a=f[g>>2]|0;if(a|0)BJa(a,c);a=f[e>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(d|0));u=i;return}function Rua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35040;mma(d,b,c,0);return}function Sua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tua(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=b+4|0;oB(i,f[h>>2]|0);b=f[b>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){ARa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&65536|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function Uua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r+12|0;q=r;k=Bla()|0;l=f[k+232>>2]|0;o=f[k+244>>2]|0;a=f[b>>2]|0;m=b+4|0;j=f[m>>2]|0;h=a+(j<<3)|0;if(!j){a=f[k+240>>2]|0;n=10}else{i=c?7:0;j=p+4|0;d=1;while(1){LRa(p,l,a);e=f[p>>2]|0;if(!(f[e+4>>2]|0))g=d;else{g=e+200|0;g=d&((f[g>>2]&-268435456|0)!=0|0!=0)}IJa(e,i);d=f[j>>2]|0;if(d|0)iOb(d);a=a+8|0;if((a|0)==(h|0))break;else d=g}a=f[k+240>>2]|0;if(g)n=10;else{Jkb(DSa(l)|0,o);Y8a(a)}}if((n|0)==10)u9a(a);g=f[b>>2]|0;e=f[m>>2]|0;h=g+(e<<3)|0;f[q>>2]=0;m=q+4|0;f[m>>2]=0;f[q+8>>2]=0;a=e<<3;d=a>>3;if(!d){i=q+8|0;g=0;e=0;h=0;d=0;a=0}else{if(d>>>0>536870911)AMb(q);k=pOb(a)|0;f[m>>2]=k;f[q>>2]=k;a=k+(d<<3)|0;b=q+8|0;f[b>>2]=a;l=k;if(!e){i=b;g=k;e=k;h=l;d=l}else{a=g;d=k;e=k;while(1){i=a;n=f[i+4>>2]|0;j=d;f[j>>2]=f[i>>2];f[j+4>>2]=n;a=a+8|0;j=e+8|0;f[m>>2]=j;if((a|0)==(h|0))break;else{d=j;e=j}}i=b;g=k;e=j;h=l;d=j;a=f[b>>2]|0}}f[p>>2]=(g|0)==(e|0)?0:g;f[p+4>>2]=e-g>>3;g=p+12|0;f[p+8>>2]=h;f[g>>2]=d;f[p+16>>2]=a;f[i>>2]=0;f[m>>2]=0;f[q>>2]=0;n$a(o,p,8,c);e=p+8|0;a=f[e>>2]|0;if((a|0)==(f[g>>2]|0)){d=f[p>>2]|0;if(d){tOb(d);a=f[e>>2]|0}}if(a|0){d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a)}a=f[q>>2]|0;if(!a){u=r;return}d=f[m>>2]|0;if((d|0)!=(a|0))f[m>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);u=r;return}function Vua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35072;mma(d,b,c,0);return}function Wua(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Xua(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+32|0;j=o+8|0;k=o;l=(Bla()|0)+232|0;l=f[l>>2]|0;f[j>>2]=0;m=j+4|0;f[m>>2]=0;n=j+8|0;f[n>>2]=0;i=c+4|0;oB(j,f[i>>2]|0);c=f[c>>2]|0;i=f[i>>2]|0;h=c+(i<<3)|0;a:do if(i|0){i=k+4|0;while(1){ARa(k,l,c);d=f[k>>2]|0;if(!d)g=0;else g=(b[d+192>>0]&56)!=0;d=f[m>>2]|0;e=f[n>>2]|0;if((d|0)==(e<<5|0)){if((d+1|0)<0)break;e=e<<6;p=d+32&-32;oB(j,d>>>0<1073741823?(e>>>0<p>>>0?p:e):2147483647);d=f[m>>2]|0}f[m>>2]=d+1;e=(f[j>>2]|0)+(d>>>5<<2)|0;d=1<<(d&31);if(g)d=f[e>>2]|d;else d=f[e>>2]&~d;f[e>>2]=d;d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(h|0))break a}AMb(j)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,j);c=f[j>>2]|0;if(!c){u=o;return}sOb(c);u=o;return}function Yua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;g=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{h=j+4|0;i=(c&1)<<7;b=0;d=1;e=a;do{LRa(j,l,e);a=f[j>>2]|0;if(a){n=a+200|0;d=d&((f[n>>2]&-268435456|0)!=0|0!=0);n=a+196|0;a=f[n>>2]|0;f[n>>2]=i|a&134217087|a&-134217728|512;b=b|(a&128|0)!=0}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));a=f[k+240>>2]|0;if(!d)if(b^1|c){r9a(a);u=m;return}else{s9a(a);u=m;return}}u9a(a);u=m;return}function Zua(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+32|0;i=n+8|0;j=n;k=(Bla()|0)+232|0;k=f[k>>2]|0;f[i>>2]=0;l=i+4|0;f[l>>2]=0;m=i+8|0;f[m>>2]=0;h=c+4|0;oB(i,f[h>>2]|0);b=f[c>>2]|0;h=f[h>>2]|0;g=b+(h<<3)|0;a:do if(h|0){h=j+4|0;while(1){KRa(j,k,b);c=f[j>>2]|0;if(!c)e=0;else e=(f[c+196>>2]&128|0)!=0;c=f[l>>2]|0;d=f[m>>2]|0;if((c|0)==(d<<5|0)){if((c+1|0)<0)break;d=d<<6;o=c+32&-32;oB(i,c>>>0<1073741823?(d>>>0<o>>>0?o:d):2147483647);c=f[l>>2]|0}f[l>>2]=c+1;d=(f[i>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(e)c=f[d>>2]|c;else c=f[d>>2]&~c;f[d>>2]=c;c=f[h>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(g|0))break a}AMb(i)}while(0);b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,i);b=f[i>>2]|0;if(!b){u=n;return}sOb(b);u=n;return}function _ua(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0;g=u;u=u+16|0;e=g;if(d>>>0<3){e=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=h;f[e>>2]=35104;f[e+8>>2]=d;mma(e,b,c,0);u=g;return}a=f[a>>2]|0;h=f[(f[a>>2]|0)+12>>2]|0;f[e>>2]=0;c=e+4|0;f[c>>2]=0;f[e+8>>2]=0;oh[h&1023](a,e);a=f[e>>2]|0;if(a|0){b=f[c>>2]|0;if((b|0)!=(a|0))f[c>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}u=g;return}function $ua(a){a=a|0;var b=0;f[a>>2]=35136;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function ava(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function bva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;r=u;u=u+32|0;l=r+16|0;m=r+8|0;n=r;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[l>>2]=0;q=l+4|0;f[q>>2]=0;f[l+8>>2]=0;c=f[b>>2]|0;k=f[b+4>>2]|0;e=c+(k<<3)|0;if(k|0){g=n+4|0;h=l+8|0;i=m+4|0;j=n+4|0;k=a+8|0;do{ARa(m,o,c);b=f[m>>2]|0;if(!b){b=0;p=16}else{s=f[k>>2]|0;d=f[b+72+(s<<3)>>2]|0;b=f[b+72+(s<<3)+4>>2]|0;if(!b)b=0;else gOb(b);if(!d)p=16;else{d=f[d+116>>2]|0;f[n>>2]=f[c>>2];f[j>>2]=d;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){v=n;t=f[v+4>>2]|0;s=d;f[s>>2]=f[v>>2];f[s+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}}if((p|0)==16){p=0;f[n>>2]=0;f[g>>2]=-1;d=f[q>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=n;t=f[s+4>>2]|0;v=d;f[v>>2]=f[s>>2];f[v+4>>2]=t;f[q>>2]=(f[q>>2]|0)+8}else eva(l,n)}if(b|0)iOb(b);b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,l);b=f[l>>2]|0;if(!b){u=r;return}c=f[q>>2]|0;if((c|0)!=(b|0))f[q>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);u=r;return}function cva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function dva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function fva(a){a=a|0;yf()}function gva(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;g=u;u=u+32|0;b=g;if(d>>>0>=3){e=f[a>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,b);u=g;return}h=pOb(32)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=35168;f[h+8>>2]=f[c>>2];f[h+12>>2]=f[c+4>>2];a=c+8|0;f[h+16>>2]=f[a>>2];i=c+12|0;f[h+20>>2]=f[i>>2];j=c+16|0;f[h+24>>2]=f[j>>2];f[j>>2]=0;f[i>>2]=0;f[a>>2]=0;f[c>>2]=0;f[h+28>>2]=d;c=pOb(8)|0;f[c>>2]=34512;f[c+4>>2]=h;h=pOb(8)|0;a=f[e+4>>2]|0;d=h;f[d>>2]=f[e>>2];f[d+4>>2]=a;d=h+8|0;f[b>>2]=h;f[b+4>>2]=1;a=b+12|0;f[b+8>>2]=h;f[a>>2]=d;f[b+16>>2]=d;Hra(c,b);c=f[b+8>>2]|0;d=f[a>>2]|0;e=(c|0)==(d|0);if(e){b=f[b>>2]|0;if(b|0)tOb(b)}if(c|0){if(!e)f[a>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}u=g;return}function hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function iva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35168;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35232;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function jva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;q=r+24|0;p=r;n=Bla()|0;o=f[n+232>>2]|0;tRa(q,o,c);if(!(f[q>>2]|0)){a=f[a+4>>2]|0;n=f[(f[a>>2]|0)+12>>2]|0;o=p+4|0;f[o>>2]=0;e=p+8|0;f[e>>2]=0;f[p+12>>2]=0;b[p>>0]=1;l=c;m=f[l+4>>2]|0;c=p+16|0;f[c>>2]=f[l>>2];f[c+4>>2]=m;oh[n&1023](a,p);c=f[o>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}else{m=a+8|0;l=a+12|0;do if(f[l>>2]|0){h=ySa(o)|0;c=f[m>>2]|0;k=f[l>>2]|0;i=c+(k<<3)|0;if(!k){a1a(f[n+244>>2]|0,0,c);break}j=p+4|0;k=a+28|0;d=1;e=1;while(1){ARa(p,o,c);g=f[p>>2]|0;if(!g)g=d;else{if(d){d=g+200|0;d=(f[d>>2]&-268435456|0)!=0|0!=0}else d=0;if(e)e=(b[g+192>>0]&7)==0;else e=0;pJa(g,f[k>>2]|0,q);wDa(h,g);g=d}d=f[j>>2]|0;if(d|0)iOb(d);c=c+8|0;if((c|0)==(i|0))break;else d=g}d=f[n+244>>2]|0;a1a(d,f[l>>2]|0,f[m>>2]|0);if(!e){c=f[n+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(o)|0,d);v9a(c);break}}}while(0);o=pOb(4)|0;f[o>>2]=35200;mma(o,0,m,0);o=f[a+4>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}c=f[q+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function kva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;e=u;u=u+32|0;g=e;h=f[a+4>>2]|0;i=f[(f[h>>2]|0)+12>>2]|0;a=g+4|0;f[a>>2]=0;d=g+8|0;f[d>>2]=0;f[g+12>>2]=0;b[g>>0]=1;k=c;j=f[k+4>>2]|0;c=g+16|0;f[c>>2]=f[k>>2];f[c+4>>2]=j;oh[i&1023](h,g);a=f[a>>2]|0;if(!a){u=e;return}c=f[d>>2]|0;if((c|0)!=(a|0))f[d>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=e;return}function lva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function mva(a){a=a|0;return}function nva(a){a=a|0;sOb(a);return}function ova(a,b){a=a|0;b=b|0;a=(Bla()|0)+244|0;t$a(f[a>>2]|0,b);return}function pva(a,b){a=a|0;b=b|0;return}function qva(a,b){a=a|0;b=b|0;return}function rva(a){a=a|0;return 1}function sva(a){a=a|0;var b=0;f[a>>2]=35232;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function tva(a){a=a|0;yf()}function uva(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;k=q+8|0;l=q;if(d>>>0>=3){c=f[a>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);u=q;return}m=c+4|0;if(f[m>>2]|0){n=Bla()|0;o=f[n+232>>2]|0;g=ySa(o)|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;b=f[c>>2]|0;j=f[m>>2]|0;i=b+(j<<3)|0;if(!j){h=1;g=0}else{j=l+4|0;h=1;do{KRa(l,o,b);e=f[l>>2]|0;if(e){r=e+200|0;h=h&((f[r>>2]&-268435456|0)!=0|0!=0);pJa(e,d,k);wDa(g,e)}e=f[j>>2]|0;if(e|0)iOb(e);b=b+8|0}while((b|0)!=(i|0));g=f[m>>2]|0;b=f[c>>2]|0}e=f[n+244>>2]|0;a1a(e,g,b);b=f[n+240>>2]|0;if(h)u9a(b);else{Jkb(DSa(o)|0,e);v9a(b)}b=f[p>>2]|0;if(b|0)iOb(b)}r=pOb(8)|0;p=f[a>>2]|0;f[a>>2]=0;f[r+4>>2]=p;f[r>>2]=35264;mma(r,0,c,0);u=q;return}function vva(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function wva(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function xva(a,b){a=a|0;b=b|0;return}function yva(a,b){a=a|0;b=b|0;return}function zva(a){a=a|0;return 1}function Ava(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=0;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Bva(a){a=a|0;var b=0;f[a>>2]=35328;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Cva(a){a=a|0;var b=0,c=0;f[a>>2]=35328;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Dva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Eva(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Fva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Gva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Hva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35296;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35360;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Iva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=u;u=u+64|0;d=i+32|0;e=i+24|0;g=i;j=(Bla()|0)+232|0;ARa(e,f[j>>2]|0,c);c=f[e>>2]|0;if(!c)h=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))h=4;else{cEa(g,c,b[a+28>>0]|0,f[a+8>>2]|0,f[a+12>>2]|0);k=f[g>>2]|0;f[g>>2]=f[d>>2];f[d>>2]=k;k=g+4|0;j=f[k>>2]|0;c=d+4|0;f[k>>2]=f[c>>2];f[c>>2]=j;c=g+8|0;j=f[c>>2]|0;k=d+8|0;f[c>>2]=f[k>>2];f[k>>2]=j;k=d+12|0;j=g+12|0;c=f[j>>2]|0;f[j>>2]=f[k>>2];f[k>>2]=c;k=g+16|0;c=f[k>>2]|0;j=d+16|0;f[k>>2]=f[j>>2];f[j>>2]=c;f[d+20>>2]=f[g+20>>2]}if((h|0)==4){f[d>>2]=1065353216;f[d+4>>2]=1065353216;f[d+8>>2]=1065353216;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,d);c=f[e+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Jva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Kva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Lva(a){a=a|0;return 0}function Mva(a){a=a|0;var b=0;f[a>>2]=35360;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Nva(a){a=a|0;yf()}function Ova(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=1;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Pva(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;i=u;u=u+32|0;h=i;g=pOb(32)|0;e=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=e;f[g>>2]=35296;f[g+8>>2]=f[c>>2];f[g+12>>2]=f[c+4>>2];e=c+8|0;f[g+16>>2]=f[e>>2];a=c+12|0;f[g+20>>2]=f[a>>2];j=c+16|0;f[g+24>>2]=f[j>>2];f[j>>2]=0;f[a>>2]=0;f[e>>2]=0;f[c>>2]=0;b[g+28>>0]=2;e=pOb(8)|0;f[e>>2]=35328;f[e+4>>2]=g;g=pOb(8)|0;a=d;c=f[a+4>>2]|0;d=g;f[d>>2]=f[a>>2];f[d+4>>2]=c;d=g+8|0;f[h>>2]=g;f[h+4>>2]=1;c=h+12|0;f[h+8>>2]=g;f[c>>2]=d;f[h+16>>2]=d;mma(e,0,h,1);d=f[h+8>>2]|0;e=f[c>>2]|0;g=(d|0)==(e|0);if(g){a=f[h>>2]|0;if(a|0)tOb(a)}if(!d){u=i;return}if(!g)f[c>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=i;return}function Qva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+32|0;g=h;e=pOb(28)|0;d=f[a>>2]|0;f[a>>2]=0;f[e+4>>2]=d;f[e>>2]=35392;f[e+8>>2]=f[b>>2];f[e+12>>2]=f[b+4>>2];d=b+8|0;f[e+16>>2]=f[d>>2];a=b+12|0;f[e+20>>2]=f[a>>2];i=b+16|0;f[e+24>>2]=f[i>>2];f[i>>2]=0;f[a>>2]=0;f[d>>2]=0;f[b>>2]=0;d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=e;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Rva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Sva(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35392;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c)}f[a>>2]=35424;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Tva(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=u;u=u+32|0;h=i+16|0;g=i;e=(Bla()|0)+232|0;ARa(h,f[e>>2]|0,c);c=f[h>>2]|0;do if(!c){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;f[g>>2]=0;e=g+4|0;f[e>>2]=0;f[g+8>>2]=0;oh[a&1023](c,g);c=f[g>>2]|0;if(c|0){d=f[e>>2]|0;if((d|0)!=(c|0))f[e>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}}else{c=f[c+4>>2]|0;d=f[a+4>>2]|0;e=f[(f[d>>2]|0)+8>>2]|0;if(!(b[(f[c+44>>2]|0)+148>>0]&2)){f[g>>2]=0;a=g+4|0;f[a>>2]=0;f[g+8>>2]=0;oh[e&1023](d,g);c=f[g>>2]|0;if(c|0){d=f[a>>2]|0;if((d|0)!=(c|0))f[a>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c)}break}else{dEa(g,c,f[a+8>>2]|0,f[a+12>>2]|0);oh[e&1023](d,g);e=f[g>>2]|0;if(e|0){c=g+4|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-4-e|0)>>>2)<<2);sOb(e)}break}}while(0);c=f[h+4>>2]|0;if(!c){u=i;return}iOb(c);u=i;return}function Uva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Vva(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wva(a){a=a|0;var b=0;f[a>>2]=35424;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Xva(a){a=a|0;yf()}function Yva(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=b;j=f[i>>2]|0;i=f[i+4>>2]|0;b=c;e=f[b>>2]|0;b=f[b+4>>2]|0;d=pOb(16)|0;c=d;f[c>>2]=j;f[c+4>>2]=i;c=d+8|0;f[c>>2]=e;f[c+4>>2]=b;c=pOb(8)|0;b=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=b;f[c>>2]=35456;f[g>>2]=d;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=d;f[b>>2]=d+16;f[g+16>>2]=d+16;mma(c,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function Zva(a){a=a|0;var b=0;f[a>>2]=35488;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function _va(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function $va(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{a=f[a+4>>2]|0;l=f[(f[a>>2]|0)+8>>2]|0;SDa(i,e,c,d);oh[l&1023](a,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function awa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function bwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function cwa(a){a=a|0;yf()}function dwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;h=u;u=u+32|0;g=h;k=b;l=f[k>>2]|0;k=f[k+4>>2]|0;b=d;j=f[b>>2]|0;b=f[b+4>>2]|0;i=pOb(16)|0;d=i;f[d>>2]=l;f[d+4>>2]=k;d=i+8|0;f[d>>2]=j;f[d+4>>2]=b;d=pOb(16)|0;b=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=b;f[d>>2]=35520;f[d+8>>2]=c;f[d+12>>2]=e;f[g>>2]=i;f[g+4>>2]=2;b=g+12|0;f[g+8>>2]=i;f[b>>2]=i+16;f[g+16>>2]=i+16;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function ewa(a){a=a|0;var b=0,c=0;f[a>>2]=35488;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=u;u=u+80|0;j=k+64|0;h=k+56|0;i=k;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(j,e,f[c>>2]|0);ARa(h,e,(f[c>>2]|0)+8|0);c=f[j>>2]|0;if(!c)g=6;else{d=f[h>>2]|0;if(!d)g=6;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else if(!(b[(f[(f[d+4>>2]|0)+44>>2]|0)+148>>0]&2))g=6;else{l=f[a+4>>2]|0;m=f[(f[l>>2]|0)+8>>2]|0;XDa(i,e,c,f[a+8>>2]|0,d,f[a+12>>2]|0);oh[m&1023](l,i)}}if((g|0)==6){c=f[a+4>>2]|0;d=f[(f[c>>2]|0)+8>>2]|0;a=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[a>>3]=C;oh[d&1023](c,i)}c=f[h+4>>2]|0;if(c|0)iOb(c);c=f[j+4>>2]|0;if(!c){u=k;return}iOb(c);u=k;return}function gwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(138,a,b,c,d);return}function hwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;h=u;u=u+32|0;g=h;i=pOb(64)|0;j=f[b>>2]|0;f[b>>2]=0;f[i+4>>2]=j;f[i>>2]=35552;f[i+8>>2]=a;f[i+12>>2]=d;p[i+16>>3]=+p[e>>3];p[i+24>>3]=+p[e+8>>3];p[i+32>>3]=+p[e+16>>3];p[i+40>>3]=+p[e+24>>3];p[i+48>>3]=+p[e+32>>3];p[i+56>>3]=+p[e+40>>3];d=pOb(8)|0;f[d>>2]=35328;f[d+4>>2]=i;e=pOb(8)|0;a=c;b=f[a+4>>2]|0;c=e;f[c>>2]=f[a>>2];f[c+4>>2]=b;c=e+8|0;f[g>>2]=e;f[g+4>>2]=1;b=g+12|0;f[g+8>>2]=e;f[b>>2]=c;f[g+16>>2]=c;mma(d,0,g,1);c=f[g+8>>2]|0;d=f[b>>2]|0;e=(c|0)==(d|0);if(e){a=f[g>>2]|0;if(a|0)tOb(a)}if(!c){u=h;return}if(!e)f[b>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=h;return}function iwa(a){a=a|0;var b=0;f[a>>2]=35584;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jwa(a){a=a|0;var b=0,c=0;f[a>>2]=35584;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function kwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=u;u=u+112|0;h=j+104|0;i=j+48|0;d=j;e=(Bla()|0)+232|0;e=f[e>>2]|0;ARa(h,e,c);c=f[h>>2]|0;if(!c)g=4;else if(!(b[(f[(f[c+4>>2]|0)+44>>2]|0)+148>>0]&2))g=4;else{k=f[a+4>>2]|0;l=f[(f[k>>2]|0)+8>>2]|0;n=f[a+8>>2]|0;m=f[a+12>>2]|0;p[d>>3]=+p[a+16>>3];p[d+8>>3]=+p[a+24>>3];p[d+16>>3]=+p[a+32>>3];p[d+24>>3]=+p[a+40>>3];p[d+32>>3]=+p[a+48>>3];p[d+40>>3]=+p[a+56>>3];Lh[n&255](i,e,c,m,d);oh[l&1023](k,i)}if((g|0)==4){c=f[a+4>>2]|0;a=f[(f[c>>2]|0)+8>>2]|0;d=i+48|0;e=i;g=e+48|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));p[d>>3]=C;oh[a&1023](c,i)}c=f[h+4>>2]|0;if(!c){u=j;return}iOb(c);u=j;return}function lwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function mwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function nwa(a){a=a|0;yf()}function owa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;hwa(139,a,b,c,d);return}function pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35616;mma(d,b,c,0);return}function qwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function rwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+16|0;q=s+8|0;m=s;p=Bla()|0;r=f[p+232>>2]|0;n=ySa(r)|0;d=f[c>>2]|0;o=c+4|0;l=f[o>>2]|0;j=d+(l<<3)|0;if(!l){i=1;h=1;g=0}else{k=q+4|0;l=m+4|0;i=1;h=1;do{ARa(q,r,d);g=f[q>>2]|0;if(g){if(i){i=g+200|0;i=(f[i>>2]&-268435456|0)!=0|0!=0}else i=0;if(h)h=(b[g+192>>0]&7)==0;else h=0;f[m>>2]=0;f[l>>2]=0;pJa(g,2,m);e=f[l>>2]|0;if(e|0)iOb(e);wDa(n,g)}e=f[k>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(j|0));g=f[o>>2]|0;d=f[c>>2]|0}e=f[p+244>>2]|0;a1a(e,g,d);t$a(e,c);if(h){r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}d=f[p+240>>2]|0;if(i){u9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}else{Jkb(DSa(r)|0,e);v9a(d);r=a+4|0;r=f[r>>2]|0;a=f[r>>2]|0;a=a+8|0;a=f[a>>2]|0;oh[a&1023](r,q);u=s;return}}function swa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=35648;mma(d,b,c,0);return}function twa(a){a=a|0;var b=0,c=0;f[a>>2]=35136;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;q=u;u=u+32|0;n=q+16|0;j=q+8|0;k=q;o=Bla()|0;l=f[o+232>>2]|0;o=f[o+244>>2]|0;f[n>>2]=0;p=n+4|0;f[p>>2]=0;f[n+8>>2]=0;c=f[b>>2]|0;m=b+4|0;i=f[m>>2]|0;e=c+(i<<3)|0;if(!i){c=0;d=0}else{g=k+4|0;h=n+8|0;i=j+4|0;do{ARa(j,l,c);d=f[j>>2]|0;if(!d){f[k>>2]=0;f[g>>2]=-1;d=f[p>>2]|0;if(d>>>0<(f[h>>2]|0)>>>0){s=k;r=f[s+4>>2]|0;f[d>>2]=f[s>>2];f[d+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}else vwa(n,k)}else{NJa(k,d,l);d=f[p>>2]|0;if((d|0)==(f[h>>2]|0))RF(n,k);else{t=k;r=f[t+4>>2]|0;s=d;f[s>>2]=f[t>>2];f[s+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8}}d=f[i>>2]|0;if(d|0)iOb(d);c=c+8|0}while((c|0)!=(e|0));c=f[n>>2]|0;d=f[p>>2]|0}b1a(o,d-c>>3,c);a1a(o,f[m>>2]|0,f[b>>2]|0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,n);c=f[n>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c);u=q;return}function vwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function wwa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+16|0;p=r+8|0;l=r;o=Bla()|0;q=f[o+232>>2]|0;m=ySa(q)|0;IIa(p,e);vSa(q,p);e=f[d>>2]|0;n=d+4|0;k=f[n>>2]|0;j=e+(k<<3)|0;if(!k){g=1;c=1}else{k=l+4|0;g=1;c=1;do{LRa(l,q,e);i=f[l>>2]|0;h=f[k>>2]|0;if(h|0)iOb(h);if(g){g=i+200|0;g=(f[g>>2]&-268435456|0)!=0|0!=0}else g=0;if(c)c=(b[i+192>>0]&7)==0;else c=0;pJa(i,2,p);wDa(m,i);e=e+8|0}while((e|0)!=(j|0))}e=f[o+244>>2]|0;b1a(e,1,(f[p>>2]|0)+112|0);a1a(e,f[n>>2]|0,f[d>>2]|0);do if(!c){c=f[o+240>>2]|0;if(g){u9a(c);break}else{Jkb(DSa(q)|0,e);v9a(c);break}}while(0);c=pOb(8)|0;q=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=q;f[c>>2]=35680;mma(c,0,d,0);c=f[p+4>>2]|0;if(!c){u=r;return}iOb(c);u=r;return}function xwa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function ywa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+16|0;d=(Bla()|0)+244|0;t$a(f[d>>2]|0,b);b=f[a+4>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,c);u=c;return}function zwa(a,b){a=a|0;b=b|0;return}function Awa(a,b){a=a|0;b=b|0;return}function Bwa(a){a=a|0;return 1}function Cwa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;g=f[c>>2]|0;m=c+4|0;Dwa(g,g+(f[m>>2]<<3)|0,n);g=f[c>>2]|0;e=f[m>>2]|0;l=g+(e<<3)|0;a:do switch(e|0){case 0:{h=g;k=6;break}case 1:{h=l;e=1;break}default:{h=g;i=g+8|0;j=f[g>>2]|0;while(1){o=j;j=f[i>>2]|0;if((o|0)==(j|0))if((f[h+4>>2]|0)==(f[h+12>>2]|0)){k=6;break a}h=i+8|0;if((h|0)==(l|0)){h=l;break}else{o=i;i=h;h=o}}}}while(0);if((k|0)==6)if((h|0)==(l|0))h=l;else{e=h+8|0;b:while(1){i=h+4|0;do{g=e;e=e+8|0;if((e|0)==(l|0))break b;if((f[h>>2]|0)!=(f[e>>2]|0))break}while((f[i>>2]|0)==(f[g+12>>2]|0));o=h+8|0;i=e;j=f[i+4>>2]|0;k=o;f[k>>2]=f[i>>2];f[k+4>>2]=j;h=o}h=h+8|0;g=f[c>>2]|0;e=f[m>>2]|0}f[m>>2]=e-(g+(e<<3)-h>>3);o=pOb(72)|0;m=f[a>>2]|0;f[a>>2]=0;f[o+4>>2]=m;f[o>>2]=35712;f[o+8>>2]=f[d>>2];f[o+12>>2]=f[d+4>>2];f[o+16>>2]=f[d+8>>2];f[o+20>>2]=f[d+12>>2];f[o+24>>2]=f[d+16>>2];f[o+28>>2]=f[d+20>>2];f[o+32>>2]=f[d+24>>2];f[o+36>>2]=f[d+28>>2];f[o+40>>2]=f[d+32>>2];f[o+44>>2]=f[d+36>>2];f[o+48>>2]=f[d+40>>2];f[o+52>>2]=f[d+44>>2];f[o+56>>2]=f[d+48>>2];f[o+60>>2]=f[d+52>>2];f[o+64>>2]=f[d+56>>2];f[o+68>>2]=f[d+60>>2];mma(o,b,c,0);u=n;return}function Dwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=Nwa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=Pwa(a,i,c)|0;e=i+8|0;if(Pwa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}Dwa(a,i,c);a=i+8|0}if((q|0)==105){q=0;Dwa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){Mwa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){Nwa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){Owa(a,b,c);return}else if((q|0)==107)return}function Ewa(a){a=a|0;var b=0,c=0;f[a>>2]=32768;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Fwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0,ba=0,ca=0,da=0,ea=0,fa=0,ga=0;ea=u;u=u+192|0;da=ea+160|0;ca=ea+152|0;Y=ea+144|0;P=ea+80|0;V=ea;W=ea+72|0;$=Bla()|0;aa=f[$+232>>2]|0;X=ySa(aa)|0;Gwa(da,f[64601]|0);ba=f[$+244>>2]|0;d=f[c>>2]|0;Z=c+4|0;U=f[Z>>2]|0;j=d+(U<<3)|0;if(!U){e=1;g=1;_=4}else{k=ca+4|0;l=a+8|0;m=V+4|0;n=V+8|0;o=V+12|0;p=P+4|0;q=V+16|0;r=P+8|0;s=V+20|0;t=P+12|0;v=V+24|0;w=P+16|0;x=V+28|0;y=P+20|0;z=V+32|0;A=P+24|0;B=V+36|0;C=P+28|0;D=V+40|0;E=P+32|0;F=V+44|0;G=P+36|0;H=V+48|0;I=P+40|0;J=V+52|0;K=P+44|0;L=V+56|0;M=P+48|0;N=V+60|0;O=P+52|0;Q=V+64|0;R=P+56|0;S=V+68|0;T=P+60|0;U=W+4|0;e=1;g=1;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h){if(e){e=h+200|0;e=(f[e>>2]&-268435456|0)!=0|0!=0}else e=0;if(g)g=(b[h+192>>0]&7)==0;else g=0;f[Y>>2]=f[h+96>>2];i=Hwa(da,Y)|0;if(!(f[i>>2]|0)){fa=f[Y>>2]|0;f[V>>2]=l;f[m>>2]=fa;gma(n,V)|0;f[P>>2]=f[n>>2];f[p>>2]=f[o>>2];f[r>>2]=f[q>>2];f[t>>2]=f[s>>2];f[w>>2]=f[v>>2];f[y>>2]=f[x>>2];f[A>>2]=f[z>>2];f[C>>2]=f[B>>2];f[E>>2]=f[D>>2];f[G>>2]=f[F>>2];f[I>>2]=f[H>>2];f[K>>2]=f[J>>2];f[M>>2]=f[L>>2];f[O>>2]=f[N>>2];f[R>>2]=f[Q>>2];f[T>>2]=f[S>>2];IIa(W,P);fa=f[W>>2]|0;ga=f[U>>2]|0;f[W>>2]=0;f[U>>2]=0;f[i>>2]=fa;fa=i+4|0;h=f[fa>>2]|0;f[fa>>2]=ga;if(h|0)iOb(h);h=f[U>>2]|0;if(h|0)iOb(h);vSa(aa,i);b1a(ba,1,(f[i>>2]|0)+112|0)}}h=f[k>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(j|0));d=f[c>>2]|0;ga=f[Z>>2]|0;i=d+(ga<<3)|0;if(!ga)_=4;else{j=ca+4|0;do{ARa(ca,aa,d);h=f[ca>>2]|0;if(h|0){f[Y>>2]=f[h+96>>2];pJa(h,2,Hwa(da,Y)|0);wDa(X,h)}h=f[j>>2]|0;if(h|0)iOb(h);d=d+8|0}while((d|0)!=(i|0));l=e;k=da;e=f[Z>>2]|0;d=f[c>>2]|0}}if((_|0)==4){l=e;k=da;e=0}a1a(ba,e,d);t$a(ba,c);j=da+12|0;if(f[j>>2]|0){i=da+8|0;d=f[i>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;h=f[e+16>>2]|0;if(h|0)iOb(h);sOb(e)}while((d|0)!=0);f[i>>2]=0;e=f[da+4>>2]|0;if(e|0){d=0;do{f[(f[da>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[j>>2]=0}do if(!g){d=f[$+240>>2]|0;if(l){u9a(d);break}else{Jkb(DSa(aa)|0,ba);v9a(d);break}}while(0);d=f[a+4>>2]|0;oh[f[(f[d>>2]|0)+8>>2]&1023](d,ca);d=f[da+20>>2]|0;if(d|0)Iwa(d,k);d=f[da+8>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[da>>2]|0;f[da>>2]=0;if(!d){u=ea;return}sOb(d);u=ea;return}function Gwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;o=p;if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}d=f[64603]|0;if((f[64602]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;f[a+16>>2]=1065353216;f[a+20>>2]=c;u=p;return}k=d+-20|0;h=f[k>>2]|0;f[k>>2]=0;k=d+-16|0;g=f[k>>2]|0;f[k>>2]=0;f[o>>2]=h;k=o+4|0;f[k>>2]=g;m=o+8|0;i=d+-12|0;e=f[i>>2]|0;f[m>>2]=e;j=d+-8|0;n=o+12|0;q=f[j>>2]|0;f[n>>2]=q;l=o+16|0;f[l>>2]=f[d+-4>>2];if(q|0){d=f[e+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;f[h+(d<<2)>>2]=m;f[i>>2]=0;f[j>>2]=0}d=f[64603]|0;h=d+-20|0;do{i=d+-20|0;f[64603]=i;d=f[d+-12>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0);d=f[i>>2]|0;f[i>>2]=0;if(d|0)sOb(d);d=f[64603]|0}while((d|0)!=(h|0));g=f[o>>2]|0;f[o>>2]=0;h=f[k>>2]|0;f[k>>2]=0;f[a>>2]=g;f[a+4>>2]=h;i=a+8|0;e=f[m>>2]|0;f[i>>2]=e;q=f[n>>2]|0;f[a+12>>2]=q;f[a+16>>2]=f[l>>2];d=e;if(!q){f[a+20>>2]=c;if(e|0)do{e=d;d=f[d>>2]|0;g=f[e+16>>2]|0;if(g|0)iOb(g);sOb(e)}while((d|0)!=0)}else{d=f[d+4>>2]|0;e=h+-1|0;if(!(e&h))d=d&e;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;f[g+(d<<2)>>2]=i;f[m>>2]=0;f[n>>2]=0;f[a+20>>2]=c}d=f[o>>2]|0;f[o>>2]=0;if(d|0)sOb(d);u=p;return}function Hwa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;j=f[b>>2]|0;o=X(j,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;k=a+4|0;l=f[k>>2]|0;m=(l|0)==0;h=j;a:do if(m)b=0;else{g=l+-1|0;c=(g&l|0)==0;if(c)i=o&g;else if(o>>>0<l>>>0)i=o;else i=(o>>>0)%(l>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b)b=i;else{if(c){do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if(!((c|0)==(o|0)|(c&g|0)==(i|0))){b=i;break a}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=i;break a}c=f[b+4>>2]|0;if((c|0)!=(o|0)){if(c>>>0>=l>>>0)c=(c>>>0)%(l>>>0)|0;if((c|0)!=(i|0)){b=i;break a}}}while((f[b+8>>2]|0)!=(h|0));a=b+12|0;return a|0}}while(0);i=pOb(20)|0;f[i+8>>2]=j;f[i+12>>2]=0;f[i+16>>2]=0;f[i+4>>2]=o;f[i>>2]=0;h=a+12|0;d=+(((f[h>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(m|e*+(l>>>0)<d){b=l<<1|(l>>>0<3|(l+-1&l|0)!=0)&1;c=~~+W(+(d/e))>>>0;Kwa(a,b>>>0<c>>>0?c:b);b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&o;break}if(o>>>0<b>>>0){g=b;b=o}else{g=b;b=(o>>>0)%(b>>>0)|0}}else g=l;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[i>>2]=f[b>>2];f[b>>2]=i;f[c>>2]=b;b=f[i>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;p=30}}else{f[i>>2]=f[b>>2];p=30}if((p|0)==30)f[b>>2]=i;f[h>>2]=(f[h>>2]|0)+1;a=i;a=a+12|0;return a|0}function Iwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=c+4|0;d=f[i>>2]|0;if(!d)return;j=c+12|0;if(f[j>>2]|0){g=c+8|0;a=f[g>>2]|0;if(!a){f[g>>2]=0;h=9}else{do{d=a;a=f[a>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((a|0)!=0);a=f[i>>2]|0;f[g>>2]=0;if(a|0){d=a;h=9}}if((h|0)==9){a=0;do{f[(f[c>>2]|0)+(a<<2)>>2]=0;a=a+1|0}while((a|0)!=(d|0))}f[j>>2]=0}if(!(b[257152]|0))if(MPb(257152)|0){f[64602]=0;f[64603]=0;f[64604]=0}a=f[64603]|0;if(a>>>0>=(f[64604]|0)>>>0){Jwa(258408,c);return}e=f[c>>2]|0;f[c>>2]=0;g=f[i>>2]|0;f[i>>2]=0;f[a>>2]=e;f[a+4>>2]=g;h=a+8|0;i=c+8|0;d=f[i>>2]|0;f[h>>2]=d;k=f[j>>2]|0;f[a+12>>2]=k;f[a+16>>2]=f[c+16>>2];if(k|0){a=f[d+4>>2]|0;d=g+-1|0;if(!(d&g))a=a&d;else if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;f[e+(a<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}f[64603]=(f[64603]|0)+20;return}function Jwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=a+4|0;c=f[a>>2]|0;h=((f[q>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);r=a+8|0;p=((f[r>>2]|0)-c|0)/20|0;c=p<<1;c=p>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)e=0;else if(c>>>0>214748364)vd();else{e=pOb(c*20|0)|0;break}while(0);n=e+(h*20|0)|0;l=n;p=e+(c*20|0)|0;m=f[b>>2]|0;f[b>>2]=0;i=b+4|0;g=f[i>>2]|0;f[i>>2]=0;f[n>>2]=m;f[e+(h*20|0)+4>>2]=g;i=e+(h*20|0)+8|0;j=b+8|0;c=f[j>>2]|0;f[i>>2]=c;k=b+12|0;o=f[k>>2]|0;f[e+(h*20|0)+12>>2]=o;f[e+(h*20|0)+16>>2]=f[b+16>>2];b=m;if(o|0){c=f[c+4>>2]|0;d=g+-1|0;if(!(d&g))c=c&d;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;f[b+(c<<2)>>2]=i;f[j>>2]=0;f[k>>2]=0}o=n+20|0;m=f[a>>2]|0;c=f[q>>2]|0;if((c|0)==(m|0)){c=l;h=m;e=m}else{k=l;d=n;do{l=c;c=c+-20|0;g=f[c>>2]|0;f[c>>2]=0;h=l+-16|0;e=f[h>>2]|0;f[h>>2]=0;f[d+-20>>2]=g;f[d+-16>>2]=e;h=d+-12|0;i=l+-12|0;b=f[i>>2]|0;f[h>>2]=b;j=l+-8|0;n=f[j>>2]|0;f[d+-8>>2]=n;f[d+-4>>2]=f[l+-4>>2];if(n|0){d=f[b+4>>2]|0;b=e+-1|0;if(!(b&e))d=d&b;else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;f[g+(d<<2)>>2]=h;f[i>>2]=0;f[j>>2]=0}d=k+-20|0;k=d}while((c|0)!=(m|0));c=k;h=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=c;f[q>>2]=o;f[r>>2]=p;g=h;if((e|0)!=(g|0))do{c=f[e+-12>>2]|0;e=e+-20|0;if(c|0)do{d=c;c=f[c>>2]|0;b=f[d+16>>2]|0;if(b|0)iOb(b);sOb(d)}while((c|0)!=0);c=f[e>>2]|0;f[e>>2]=0;if(c|0)sOb(c)}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function Kwa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){Lwa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;Lwa(a,b);return}function Lwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function Mwa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function Nwa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=Mwa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function Owa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function Pwa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{Mwa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{Nwa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function Qwa(a,c,d,e,g,h,i,j,k,l,m){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;var n=0,o=0,p=0;o=u;u=u+32|0;p=o+20|0;n=o;c=pOb(116)|0;l=EDa(i,j,k,l,m)|0;k=f[a>>2]|0;f[a>>2]=0;f[c+4>>2]=k;f[c>>2]=35744;f[c+8>>2]=f[d>>2];f[c+12>>2]=f[d+4>>2];k=d+8|0;f[c+16>>2]=f[k>>2];j=d+12|0;f[c+20>>2]=f[j>>2];i=d+16|0;f[c+24>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[k>>2]=0;f[d>>2]=0;f[c+28>>2]=f[h>>2];f[c+32>>2]=f[h+4>>2];f[c+36>>2]=f[h+8>>2];f[c+40>>2]=f[h+12>>2];f[c+44>>2]=f[h+16>>2];f[c+48>>2]=f[h+20>>2];f[c+52>>2]=f[h+24>>2];f[c+56>>2]=f[h+28>>2];f[c+60>>2]=f[h+32>>2];f[c+64>>2]=f[h+36>>2];f[c+68>>2]=f[h+40>>2];f[c+72>>2]=f[h+44>>2];f[c+76>>2]=f[h+48>>2];f[c+80>>2]=f[h+52>>2];f[c+84>>2]=f[h+56>>2];f[c+88>>2]=f[h+60>>2];DDa(c+92|0,l);b[c+112>>0]=e;l=pOb(8)|0;f[l>>2]=35776;f[l+4>>2]=c;k=pOb(8)|0;j=g;d=f[j+4>>2]|0;c=k;f[c>>2]=f[j>>2];f[c+4>>2]=d;c=k+8|0;f[n>>2]=k;f[n+4>>2]=1;d=n+12|0;f[n+8>>2]=k;f[d>>2]=c;f[n+16>>2]=c;c=(Bla()|0)+244|0;c=f[c>>2]|0;f[p>>2]=l;J0a(c,p,n,1);c=f[p>>2]|0;f[p>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);m=n+8|0;c=f[m>>2]|0;if((c|0)==(f[d>>2]|0)){a=f[n>>2]|0;if(a){tOb(a);c=f[m>>2]|0}}if(!c){u=o;return}a=f[d>>2]|0;if((a|0)!=(c|0))f[d>>2]=a+(~((a+-8-c|0)>>>3)<<3);sOb(c);u=o;return}function Rwa(a){a=a|0;var b=0;f[a>>2]=35776;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Swa(a){a=a|0;var b=0,c=0;f[a>>2]=35776;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Twa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Uwa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Vwa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Wwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b)return;gh[f[(f[b>>2]|0)+4>>2]&2047](b);return}function Xwa(a){a=a|0;var b=0,c=0,d=0,e=0;f[a>>2]=35744;b=a+16|0;c=f[b>>2]|0;e=a+20|0;if((c|0)==(f[e>>2]|0)){d=f[a+8>>2]|0;if(d){tOb(d);c=f[b>>2]|0}}if(c|0){b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c)}f[a>>2]=35852;e=a+4|0;b=f[e>>2]|0;f[e>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Ywa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;C=u;u=u+80|0;z=C+64|0;y=C;B=C+56|0;v=C+32|0;A=C+24|0;w=Bla()|0;x=f[w+232>>2]|0;sRa(B,x,c);Lwb(v);g=a+92|0;FDa(g,v);PFa(A,f[B>>2]|0,v);if(!(f[A>>2]|0)){b[z>>0]=1;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,z)}else{c=f[a+8>>2]|0;v=f[a+12>>2]|0;h=c+(v<<3)|0;if(!v)d=1;else{i=z+4|0;j=a+112|0;k=a+28|0;l=a+44|0;m=y+8|0;n=a+76|0;o=y+16|0;p=a+32|0;q=y+4|0;r=a+48|0;s=y+12|0;t=a+80|0;v=y+20|0;d=1;do{LRa(z,x,c);e=f[z>>2]|0;if(e){if(f[e+4>>2]|0){D=e+200|0;d=d&((f[D>>2]&-268435456|0)!=0|0!=0)}XKa(e,b[j>>0]|0,A)|0;D=b[j>>0]|0;f[y>>2]=f[k>>2];f[m>>2]=f[l>>2];f[o>>2]=f[n>>2];f[q>>2]=f[p>>2];f[s>>2]=f[r>>2];f[v>>2]=f[t>>2];ZKa(e,D,y)|0;GDa(g,e,b[j>>0]|0)|0}e=f[i>>2]|0;if(e|0)iOb(e);c=c+8|0}while((c|0)!=(h|0))}do if((zSa(x)|0)>0){e=y+16|0;f[y>>2]=35808;f[y+4>>2]=w;b[y+8>>0]=d&1;f[e>>2]=y;b[z>>0]=1;c=x+8|0;d=f[c>>2]|0;if(d>>>0<(f[x+12>>2]|0)>>>0){f[d+16>>2]=d;D=f[e>>2]|0;oh[f[(f[D>>2]|0)+12>>2]&1023](D,d);D=f[c>>2]|0;b[d+24>>0]=1;f[c>>2]=D+32}else Qha(x+4|0,y,z);c=f[e>>2]|0;if((y|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c)}else{c=f[w+240>>2]|0;if(d){u9a(c);break}else{Y8a(c);break}}while(0);D=f[a+4>>2]|0;oh[f[(f[D>>2]|0)+8>>2]&1023](D,z)}c=f[A+4>>2]|0;if(c|0)iOb(c);c=f[B+4>>2]|0;if(!c){u=C;return}iOb(c);u=C;return}function Zwa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;d=u;u=u+16|0;e=d;b[e>>0]=0;h=c;g=f[h+4>>2]|0;c=e+4|0;f[c>>2]=f[h>>2];f[c+4>>2]=g;c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+12>>2]&1023](c,e);u=d;return}function _wa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function $wa(a){a=a|0;return 0}function axa(a){a=a|0;sOb(a);return}function bxa(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=35808;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function cxa(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=35808;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function dxa(a){a=a|0;return}function exa(a){a=a|0;sOb(a);return}function fxa(a){a=a|0;var c=0;c=f[(f[a+4>>2]|0)+240>>2]|0;if(!(b[a+8>>0]|0)){Y8a(c);return}else{u9a(c);return}}function gxa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==182944?a+4|0:0)|0}function hxa(a){a=a|0;return 13960}function ixa(a){a=a|0;var b=0;f[a>>2]=35852;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function jxa(a){a=a|0;yf()}function kxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i){u=m;return}i=j+4|0;b=1;e=0;g=a;do{KRa(j,l,g);d=f[j>>2]|0;if(d){if(!(f[d+4>>2]|0))a=b;else{a=d+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}e=e|(YKa(d,c)|0);e=e|(_Ka(f[j>>2]|0,c)|0);e=e|(aLa(f[j>>2]|0,c)|0);b=a}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));if(!e){u=m;return}a=f[k+240>>2]|0;if(b){u9a(a);u=m;return}else{Y8a(a);u=m;return}}function lxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=aKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function mxa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[a>>2]=0;n=a+4|0;f[n>>2]=0;k=a+8|0;f[k>>2]=0;j=c+4|0;oB(a,f[j>>2]|0);b=f[c>>2]|0;j=f[j>>2]|0;i=b+(j<<3)|0;if(!j){u=o;return}j=l+4|0;while(1){KRa(l,m,b);c=f[l>>2]|0;if(!c)h=0;else h=bKa(c,d,e)|0;c=f[n>>2]|0;g=f[k>>2]|0;if((c|0)==(g<<5|0)){if((c+1|0)<0){b=7;break}g=g<<6;p=c+32&-32;oB(a,c>>>0<1073741823?(g>>>0<p>>>0?p:g):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;g=(f[a>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(h)c=f[g>>2]|c;else c=f[g>>2]&~c;f[g>>2]=c;c=f[j>>2]|0;if(c|0)iOb(c);b=b+8|0;if((b|0)==(i|0)){b=15;break}}if((b|0)==7)AMb(a);else if((b|0)==15){u=o;return}}function nxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);OJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h)if(g){r9a(a);u=n;return}else{s9a(a);u=n;return}}u9a(a);u=n;return}function oxa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j)a=f[l+240>>2]|0;else{j=k+4|0;h=1;do{LRa(k,m,a);b=f[k>>2]|0;if(b){o=b+200|0;h=h&((f[o>>2]&-268435456|0)!=0|0!=0);TJa(b,c,d,e,g)}b=f[j>>2]|0;if(b|0)iOb(b);a=a+8|0}while((a|0)!=(i|0));a=f[l+240>>2]|0;if(!h){Y8a(a);u=n;return}}u9a(a);u=n;return}function pxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,3)|0;if(k&p){lKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}s9a(f[m+240>>2]|0);u=o;return}function qxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;l=o;m=Bla()|0;n=f[m+232>>2]|0;a=f[b>>2]|0;k=f[b+4>>2]|0;i=a+(k<<3)|0;if(!k){u=o;return}j=l+4|0;k=1<<(c&255)&7;d=0;b=1;g=a;do{KRa(l,n,g);a=f[l>>2]|0;if(a){p=a+200|0;e=f[p>>2]|0;p=ZPb(e|0,(h[p+4>>0]|0)&255|0,9)|0;if(k&p){nKa(a,c)|0;d=1;b=b&((e&-268435456|0)!=0|0!=0)}}a=f[j>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(i|0));if(b|d^1){u=o;return}Y8a(f[m+240>>2]|0);u=o;return}function rxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&56|0)==0&0==0)){sKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}s9a(f[j+240>>2]|0);u=l;return}function sxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;c=0;b=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a){d=a+200|0;d=f[d>>2]|0;if(!((d&3584|0)==0&0==0)){tKa(a)|0;c=1;b=b&((d&-268435456|0)!=0|0!=0)}}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(b|c^1){u=l;return}Y8a(f[j+240>>2]|0);u=l;return}function txa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;m=Bla()|0;l=f[m+232>>2]|0;d=f[b>>2]|0;j=f[b+4>>2]|0;i=d+(j<<3)|0;do if(j|0){j=k+4|0;g=0;h=1;do{ARa(k,l,d);e=f[k>>2]|0;if(e){e=f[e+4>>2]|0;if(Sg[f[(f[e>>2]|0)+24>>2]&255](e,c,0)|0){AKa(f[k>>2]|0)|0;e=(f[k>>2]|0)+200|0;g=1;h=h&((f[e>>2]&-268435456|0)!=0|0!=0)}}e=f[j>>2]|0;if(e|0)iOb(e);d=d+8|0}while((d|0)!=(i|0));if(g){d=f[m+240>>2]|0;if(h){u9a(d);break}else{Y8a(d);break}}}while(0);i$a(f[m+244>>2]|0,a,b,c);u=n;return}function uxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;e=f[b>>2]|0;h=f[b+4>>2]|0;g=e+(h<<3)|0;if(!h){a=0;d=1}else{h=i+4|0;a=0;d=1;do{LRa(i,k,e);b=f[i>>2]|0;if(f[b+4>>2]|0){m=b+200|0;d=d&((f[m>>2]&-268435456|0)!=0|0!=0)}a=a|(_Ia(b,c)|0);b=f[h>>2]|0;if(b|0)iOb(b);e=e+8|0}while((e|0)!=(g|0))}b=(c|0)!=0;if(b|d^1){m=DSa(k)|0;Jkb(m,f[j+244>>2]|0)}if(!a){u=l;return}a=f[j+240>>2]|0;if(b&d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function vxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(PKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{Y8a(a);u=n;return}}function wxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(QKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{Y8a(a);u=l;return}}function xxa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[a>>2]=0;p=a+4|0;f[p>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;k=a+8|0;if(!b){u=q;return}if(b>>>0>1073741823)vd();i=pOb(b<<2)|0;f[a>>2]=i;f[p>>2]=i;f[k>>2]=i+(b<<2);c=f[c>>2]|0;i=c+(b<<3)|0;j=l+4|0;d=d&255;g=1<<d&7;do{KRa(l,o,c);b=f[l>>2]|0;if(!b){n[m>>2]=-1.0;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){f[b>>2]=-1082130432;f[p>>2]=b+4}else LB(a,m)}else{r=b+200|0;r=ZPb(f[r>>2]|0,(h[r+4>>0]|0)&255|0,34)|0;if(!(g&r))e=-1.0;else e=+n[b+180+(d<<2)>>2];n[m>>2]=e;b=f[p>>2]|0;if(b>>>0<(f[k>>2]|0)>>>0){n[b>>2]=e;f[p>>2]=b+4}else LB(a,m)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(i|0));u=q;return}function yxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35884;b[g+8>>0]=e;mma(g,c,d,0);return}function zxa(a){a=a|0;var b=0;f[a>>2]=35916;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Axa(a){a=a|0;var b=0,c=0;f[a>>2]=35916;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Bxa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;k=q+12|0;l=q+8|0;m=q;o=(Bla()|0)+232|0;o=f[o>>2]|0;f[k>>2]=0;p=k+4|0;f[p>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>1073741823)vd();g=pOb(d<<2)|0;f[k>>2]=g;f[p>>2]=g;f[j>>2]=g+(d<<2);c=f[c>>2]|0;g=c+(d<<3)|0;h=a+8|0;i=m+4|0;d=c;do{ARa(m,o,d);e=+RKa(f[m>>2]|0,b[h>>0]|0);n[l>>2]=e;c=f[p>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){n[c>>2]=e;f[p>>2]=c+4}else LB(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(g|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=q;return}d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-4-c|0)>>>2)<<2);sOb(c);u=q;return}function Cxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Dxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Exa(a){a=a|0;yf()}function Fxa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=35948;b[g+8>>0]=e;mma(g,c,d,0);return}function Gxa(a){a=a|0;var b=0,c=0;f[a>>2]=34368;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Hxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;k=p+8|0;l=p;m=(Bla()|0)+232|0;m=f[m>>2]|0;f[k>>2]=0;n=k+4|0;f[n>>2]=0;o=k+8|0;f[o>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(j|0){i=l+4|0;j=a+8|0;while(1){ARa(l,m,d);c=f[l>>2]|0;e=f[i>>2]|0;if(e|0)iOb(e);g=!(+RKa(c,b[j>>0]|0)<1.0);c=f[n>>2]|0;e=f[o>>2]|0;if((c|0)==(e<<5|0)){if((c+1|0)<0)break;e=e<<6;q=c+32&-32;oB(k,c>>>0<1073741823?(e>>>0<q>>>0?q:e):2147483647);c=f[n>>2]|0}f[n>>2]=c+1;e=(f[k>>2]|0)+(c>>>5<<2)|0;c=1<<(c&31);if(g)c=f[e>>2]&~c;else c=f[e>>2]|c;f[e>>2]=c;d=d+8|0;if((d|0)==(h|0))break a}AMb(k)}while(0);c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}sOb(c);u=p;return}function Ixa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=u;u=u+32|0;i=h+20|0;g=h;j=pOb(12)|0;k=f[a>>2]|0;f[a>>2]=0;f[j+4>>2]=k;f[j>>2]=35980;b[j+8>>0]=c;b[j+9>>0]=d;d=pOb(8)|0;f[d>>2]=36012;f[d+4>>2]=j;c=pOb(8)|0;j=e;e=f[j+4>>2]|0;a=c;f[a>>2]=f[j>>2];f[a+4>>2]=e;a=c+8|0;f[g>>2]=c;f[g+4>>2]=1;e=g+12|0;f[g+8>>2]=c;f[e>>2]=a;f[g+16>>2]=a;a=(Bla()|0)+244|0;a=f[a>>2]|0;f[i>>2]=d;t0a(a,i,g);a=f[i>>2]|0;f[i>>2]=0;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);d=g+8|0;a=f[d>>2]|0;if((a|0)==(f[e>>2]|0)){c=f[g>>2]|0;if(c){tOb(c);a=f[d>>2]|0}}if(!a){u=h;return}c=f[e>>2]|0;if((c|0)!=(a|0))f[e>>2]=c+(~((c+-8-a|0)>>>3)<<3);sOb(a);u=h;return}function Jxa(a){a=a|0;var b=0;f[a>>2]=36012;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Kxa(a){a=a|0;var b=0,c=0;f[a>>2]=36012;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Lxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+8>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Mxa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;c=u;u=u+16|0;d=c;a=f[a+4>>2]|0;e=f[(f[a>>2]|0)+12>>2]|0;h=f[b>>2]|0;g=f[h+4>>2]|0;b=d;f[b>>2]=f[h>>2];f[b+4>>2]=g;oh[e&1023](a,d);u=c;return}function Nxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Oxa(a){a=a|0;var b=0;f[a>>2]=36044;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Pxa(a){a=a|0;var b=0,c=0;f[a>>2]=36044;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Qxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;k=Bla()|0;g=f[k+232>>2]|0;k=f[k+240>>2]|0;h=b[a+8>>0]|0;d=b[a+9>>0]|0;e=f[k+236+((h&255)*24|0)+((d&255)<<3)>>2]|0;if(!e)i=4;else if((f[e+204>>2]|0)==(f[c>>2]|0)){if((f[e+208>>2]|0)!=(f[c+4>>2]|0))i=4}else i=4;if((i|0)==4){vRa(j,g,c);hab(k,h,d,j);c=f[j+4>>2]|0;if(c|0)iOb(c);if((b[k+226>>0]|0)==3)Y8a(k)}k=f[a+4>>2]|0;oh[f[(f[k>>2]|0)+8>>2]&1023](k,j);u=l;return}function Rxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Sxa(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Txa(a){a=a|0;return 0}function Uxa(a){a=a|0;yf()}function Vxa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g;e=(Bla()|0)+240|0;e=f[e>>2]|0;if(!(f[e+236+((a&255)*24|0)+((c&255)<<3)>>2]|0)){u=g;return}f[d>>2]=0;h=d+4|0;f[h>>2]=0;hab(e,a,c,d);a=f[h>>2]|0;if(a|0)iOb(a);if((b[e+226>>0]|0)!=3){u=g;return}Y8a(e);u=g;return}function Wxa(a,c){a=a|0;c=+c;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(+n[d+284+((a&255)<<2)>>2]!=c))return;iab(d,a,c);if((b[d+226>>0]|0)!=3)return;Y8a(d);return}function Xxa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+296>>0]|0)==a<<24>>24)return;jab(c,a);if((b[c+226>>0]|0)!=3)return;t9a(c);return}function Yxa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;l=Bla()|0;k=f[l+232>>2]|0;e=f[c>>2]|0;i=f[c+4>>2]|0;h=e+(i<<3)|0;if(!i){c=0;a=1}else{i=j+4|0;c=0;a=1;g=e;do{LRa(j,k,g);e=f[j>>2]|0;if(e){n=e+200|0;a=a&((f[n>>2]&-268435456|0)!=0|0!=0);if((f[e+196>>2]&2097152|0)!=0^d){CJa(e,d);c=1}}e=f[i>>2]|0;if(e|0)iOb(e);g=g+8|0}while((g|0)!=(h|0))}g=f[l+240>>2]|0;if(a|((b[g+226>>0]|0)!=3|c^1)){u=m;return}if(!d){Y8a(g);u=m;return}c=f[g+236>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+244>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){c=f[g+252>>2]|0;if(c|0){e=c+215|0;a=b[e>>0]|0;if(a&2){tIa(c);a=b[e>>0]|0}if(!(a&4)){r9a(g);$8a(g,1);u=m;return}}}}}}Y8a(g);u=m;return}function Zxa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;a=b+4|0;if(!(f[a>>2]|0)){u=k;return}i=Bla()|0;j=f[i+232>>2]|0;ySa(j)|0;b=f[b>>2]|0;g=f[a>>2]|0;e=b+(g<<3)|0;if(!g)a=f[i+240>>2]|0;else{g=h+4|0;d=1;do{LRa(h,j,b);a=f[h>>2]|0;if(a){l=a+200|0;d=d&((f[l>>2]&-268435456|0)!=0|0!=0);DJa(a,c)}a=f[g>>2]|0;if(a|0)iOb(a);b=b+8|0}while((b|0)!=(e|0));a=f[i+240>>2]|0;if(!d){t9a(a);u=k;return}}u9a(a);u=k;return}function _xa(a,c){a=+a;c=c|0;var d=0,e=0,g=0.0;e=(Bla()|0)+240|0;e=f[e>>2]|0;g=+p[e+304>>3];d=b[e+312>>0]|0;if(g==a?d<<24>>24==c<<24>>24:0)return;if(g<a?1:d<<24>>24!=c<<24>>24){d=f[e+72>>2]|0;gh[f[(f[d>>2]|0)+80>>2]&2047](d)}H9a(e,a,c);v9a(e);return}function $xa(a){a=a|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if((b[c+313>>0]|0)==a<<24>>24)return;I9a(c,a);Y8a(c);return}function aya(){var a=0;a=(Bla()|0)+240|0;return +(+p[(f[a>>2]|0)+304>>3])}function bya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+312>>0]|0}function cya(){var a=0;a=(Bla()|0)+240|0;return b[(f[a>>2]|0)+313>>0]|0}function dya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!((Qab(b)|0)^a))return;Pab(b,a);u9a(b);return}function eya(){var a=0;a=(Bla()|0)+240|0;return Qab(f[a>>2]|0)|0}function fya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Rab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function gya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Tab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function hya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Vab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function iya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Xab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function jya(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;Zab(b,a);if(!(Qab(b)|0))return;u9a(b);return}function kya(){var a=0;a=(Bla()|0)+240|0;return Sab(f[a>>2]|0)|0}function lya(){var a=0;a=(Bla()|0)+240|0;return +(+Uab(f[a>>2]|0))}function mya(){var a=0;a=(Bla()|0)+240|0;return +(+Wab(f[a>>2]|0))}function nya(){var a=0;a=(Bla()|0)+240|0;return +(+Yab(f[a>>2]|0))}function oya(){var a=0;a=(Bla()|0)+240|0;return +(+_ab(f[a>>2]|0))}function pya(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=(f[b>>2]|0)+230|0;a=(j[b>>1]|j[b+2>>1]<<16)&-65537|(a&1)<<16;d[b>>1]=a;d[b+2>>1]=a>>>16;return}function qya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m;k=Bla()|0;l=f[k+232>>2]|0;a=f[b>>2]|0;i=f[b+4>>2]|0;h=a+(i<<3)|0;if(!i)a=f[k+240>>2]|0;else{i=j+4|0;b=1;g=a;do{LRa(j,l,g);a=f[j>>2]|0;if(a){n=a+200|0;b=b&((f[n>>2]&-268435456|0)!=0|0!=0);UKa(a,c,d,e)}a=f[i>>2]|0;if(a|0)iOb(a);g=g+8|0}while((g|0)!=(h|0));a=f[k+240>>2]|0;if(!b){n=DSa(l)|0;Jkb(n,f[k+244>>2]|0);Y8a(a);u=m;return}}u9a(a);u=m;return}function rya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j;h=Bla()|0;i=f[h+232>>2]|0;a=f[b>>2]|0;d=f[b+4>>2]|0;e=a+(d<<3)|0;if(!d)a=f[h+240>>2]|0;else{d=g+4|0;b=1;c=a;do{KRa(g,i,c);a=f[g>>2]|0;if(a){k=a+200|0;b=b&((f[k>>2]&-268435456|0)!=0|0!=0);VKa(a)}a=f[d>>2]|0;if(a|0)iOb(a);c=c+8|0}while((c|0)!=(e|0));a=f[h+240>>2]|0;if(!b){k=DSa(i)|0;Jkb(k,f[h+244>>2]|0);Y8a(a);u=j;return}}u9a(a);u=j;return}function sya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=pOb(8)|0;e=f[a>>2]|0;f[a>>2]=0;f[d+4>>2]=e;f[d>>2]=36076;mma(d,b,c,0);return}function tya(a){a=a|0;var b=0;f[a>>2]=36108;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function uya(a){a=a|0;var b=0,c=0;f[a>>2]=36108;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function vya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0;y=u;u=u+48|0;r=y+32|0;s=y+24|0;t=y;v=(Bla()|0)+232|0;v=f[v>>2]|0;f[r>>2]=0;x=r+4|0;f[x>>2]=0;f[r+8>>2]=0;d=f[c+4>>2]|0;q=r+8|0;if(d|0){if(d>>>0>214748364)vd();e=pOb(d*20|0)|0;g=e;f[r>>2]=g;f[x>>2]=g;f[q>>2]=e+(d*20|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=t+4|0;h=t+8|0;i=t+12|0;j=t+16|0;k=s+4|0;l=t+4|0;m=t+8|0;o=t+12|0;p=t+16|0;d=c;do{ARa(s,v,d);c=f[s>>2]|0;if(!c)w=16;else if(!(f[c+196>>2]&134217728))w=16;else{A=f[c+104>>2]|0;f[t>>2]=f[A+300>>2];f[l>>2]=f[A+304>>2];f[m>>2]=f[A+308>>2];z=+WKa(c);n[o>>2]=z;b[p>>0]=b[(f[(f[s>>2]|0)+104>>2]|0)+364>>0]&1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=f[t>>2];f[c+4>>2]=f[l>>2];f[c+8>>2]=f[m>>2];A=c+12|0;f[A>>2]=f[o>>2];b[A+4>>0]=b[o+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}if((w|0)==16){w=0;f[t>>2]=0;f[t+4>>2]=0;f[t+8>>2]=0;f[t+12>>2]=0;b[j>>0]=1;c=f[x>>2]|0;if(c>>>0<(f[q>>2]|0)>>>0){f[c>>2]=f[t>>2];f[c+4>>2]=f[t+4>>2];f[c+8>>2]=f[t+8>>2];f[c>>2]=0;f[c+4>>2]=f[g>>2];f[c+8>>2]=f[h>>2];A=c+12|0;f[A>>2]=f[i>>2];b[A+4>>0]=b[i+4>>0]|0;f[x>>2]=(f[x>>2]|0)+20}else yya(r,t)}c=f[k>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,r);c=f[r>>2]|0;if(!c){u=y;return}d=f[x>>2]|0;if((d|0)!=(c|0))f[x>>2]=d+(~(((d+-20-c|0)>>>0)/20|0)*20|0);sOb(c);u=y;return}function wya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function xya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function yya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;d=f[o>>2]|0;e=f[a>>2]|0;j=(d-e|0)/20|0;h=j+1|0;m=e;g=d;if(h>>>0>214748364)AMb(a);n=a+8|0;k=((f[n>>2]|0)-e|0)/20|0;l=k<<1;h=k>>>0<107374182?(l>>>0<h>>>0?h:l):214748364;do if(!h)i=0;else if(h>>>0>214748364)vd();else{i=pOb(h*20|0)|0;break}while(0);k=i+(j*20|0)|0;e=k;l=i+(h*20|0)|0;f[k>>2]=f[c>>2];f[k+4>>2]=f[c+4>>2];f[k+8>>2]=f[c+8>>2];f[k>>2]=f[c>>2];f[i+(j*20|0)+4>>2]=f[c+4>>2];f[i+(j*20|0)+8>>2]=f[c+8>>2];h=i+(j*20|0)+12|0;j=c+12|0;f[h>>2]=f[j>>2];b[h+4>>0]=b[j+4>>0]|0;h=k+20|0;if((g|0)!=(m|0)){d=k;do{j=g;g=g+-20|0;f[d+-20>>2]=f[g>>2];f[d+-16>>2]=f[j+-16>>2];f[d+-12>>2]=f[j+-12>>2];k=d+-8|0;j=j+-8|0;f[k>>2]=f[j>>2];b[k+4>>0]=b[j+4>>0]|0;d=e+-20|0;e=d}while((g|0)!=(m|0));d=f[a>>2]|0}f[a>>2]=e;f[o>>2]=h;f[n>>2]=l;if(!d)return;sOb(d);return}function zya(a){a=a|0;yf()}function Aya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;e=f[b>>2]|0;j=f[b+4>>2]|0;i=e+(j<<3)|0;if(!j){u=n;return}j=k+4|0;a=0;b=1;do{LRa(k,m,e);g=f[k>>2]|0;h=f[j>>2]|0;if(h|0)iOb(h);if(SKa(g,c,d)|0){h=g+200|0;a=1;b=b&((f[h>>2]&-268435456|0)!=0|0!=0)}e=e+8|0}while((e|0)!=(i|0));if(!a){u=n;return}a=f[l+240>>2]|0;if(b){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Bya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(TKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Cya(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;o=s+16|0;p=s;q=(Bla()|0)+232|0;q=f[q>>2]|0;f[m>>2]=0;r=m+4|0;f[r>>2]=0;f[m+8>>2]=0;b=f[c+4>>2]|0;l=m+8|0;if(b|0){if(b>>>0>357913941)vd();e=pOb(b*12|0)|0;g=e;f[m>>2]=g;f[r>>2]=g;f[l>>2]=e+(b*12|0);c=f[c>>2]|0;e=c+(b<<3)|0;g=p+4|0;h=p+8|0;i=o+4|0;j=p+4|0;k=p+8|0;d=d&255;do{KRa(o,q,c);b=f[o>>2]|0;if(!b){n[p>>2]=-1.0;n[g>>2]=-1.0;n[h>>2]=-1.0;b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}else{if(!(f[b+196>>2]&8388608)){n[p>>2]=-1.0;n[j>>2]=-1.0;n[k>>2]=-1.0}else{b=(f[b+104>>2]|0)+328+(d*12|0)|0;f[p>>2]=f[b>>2];f[p+4>>2]=f[b+4>>2];f[p+8>>2]=f[b+8>>2]}b=f[r>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[p>>2];f[b+4>>2]=f[p+4>>2];f[b+8>>2]=f[p+8>>2];f[r>>2]=(f[r>>2]|0)+12}else XI(m,p)}b=f[i>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(e|0))}b=f[a>>2]|0;oh[f[(f[b>>2]|0)+8>>2]&1023](b,m);b=f[m>>2]|0;if(!b){u=s;return}c=f[r>>2]|0;if((c|0)!=(b|0))f[r>>2]=c+(~(((c+-12-b|0)>>>0)/12|0)*12|0);sOb(b);u=s;return}function Dya(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;g=pOb(12)|0;h=f[a>>2]|0;f[a>>2]=0;f[g+4>>2]=h;f[g>>2]=36140;b[g+8>>0]=e;mma(g,c,d,0);return}function Eya(a){a=a|0;var b=0;f[a>>2]=36172;b=a+4|0;a=f[b>>2]|0;f[b>>2]=0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function Fya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Gya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+48|0;s=A+32|0;t=A+24|0;v=A+12|0;w=A;x=(Bla()|0)+232|0;x=f[x>>2]|0;f[s>>2]=0;z=s+4|0;f[z>>2]=0;f[s+8>>2]=0;d=f[c+4>>2]|0;r=s+8|0;if(d|0){if(d>>>0>357913941)vd();i=pOb(d*12|0)|0;j=i;f[s>>2]=j;f[z>>2]=j;f[r>>2]=i+(d*12|0);i=f[c>>2]|0;j=i+(d<<3)|0;k=a+8|0;l=v+4|0;m=v+8|0;o=w+4|0;p=w+8|0;q=t+4|0;do{ARa(t,x,i);d=f[t>>2]|0;do if(!(f[d+196>>2]&8388608)){n[v>>2]=-1.0;n[l>>2]=-1.0;n[m>>2]=-1.0;y=16}else{g=(f[d+104>>2]|0)+328+((h[k>>0]|0)*12|0)|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];if(!(+n[v>>2]>=0.0))y=16;else{c=f[z>>2]|0;if((c|0)==(f[r>>2]|0)){Jya(s,v);break}else{f[c>>2]=f[v>>2];f[c+4>>2]=f[v+4>>2];f[c+8>>2]=f[v+8>>2];f[z>>2]=(f[z>>2]|0)+12;break}}}while(0);if((y|0)==16){y=0;e=b[k>>0]|0;g=d+12+((e&255)<<3)|0;c=f[g>>2]|0;if(!c){fKa(d,e);c=f[g>>2]|0}f[w>>2]=f[c+152>>2];f[o>>2]=f[c+156>>2];f[p>>2]=f[c+160>>2];c=f[z>>2]|0;if(c>>>0<(f[r>>2]|0)>>>0){f[c>>2]=f[w>>2];f[c+4>>2]=f[w+4>>2];f[c+8>>2]=f[w+8>>2];f[z>>2]=(f[z>>2]|0)+12}else XI(s,w)}c=f[q>>2]|0;if(c|0)iOb(c);i=i+8|0}while((i|0)!=(j|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,s);c=f[s>>2]|0;if(!c){u=A;return}d=f[z>>2]|0;if((d|0)!=(c|0))f[z>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=A;return}function Hya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+12>>2]&1023](a,b);return}function Iya(a,b){a=a|0;b=b|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+16>>2]&1023](a,b);return}function Jya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;g=a+4|0;i=f[a>>2]|0;j=(f[g>>2]|0)-i|0;d=(j|0)/12|0;c=d+1|0;if(c>>>0>357913941)AMb(a);k=a+8|0;l=((f[k>>2]|0)-i|0)/12|0;e=l<<1;e=l>>>0<178956970?(e>>>0<c>>>0?c:e):357913941;do if(!e)h=0;else if(e>>>0>357913941)vd();else{h=pOb(e*12|0)|0;break}while(0);d=h+(d*12|0)|0;f[d>>2]=f[b>>2];f[d+4>>2]=f[b+4>>2];f[d+8>>2]=f[b+8>>2];c=d+(((j|0)/-12|0)*12|0)|0;if((j|0)>0)bQb(c|0,i|0,j|0)|0;f[a>>2]=c;f[g>>2]=d+12;f[k>>2]=h+(e*12|0);if(!i)return;sOb(i);return}function Kya(a){a=a|0;yf()}function Lya(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;m=p;n=Bla()|0;o=f[n+232>>2]|0;h=f[b>>2]|0;l=f[b+4>>2]|0;k=h+(l<<3)|0;if(!l){u=p;return}l=m+4|0;a=0;b=1;do{LRa(m,o,h);i=f[m>>2]|0;j=f[l>>2]|0;if(j|0)iOb(j);if(VJa(i,c,d,e,g)|0){j=i+200|0;a=1;b=b&((f[j>>2]&-268435456|0)!=0|0!=0)}h=h+8|0}while((h|0)!=(k|0));if(!a){u=p;return}a=f[n+240>>2]|0;if(b){u9a(a);u=p;return}else{t9a(a);u=p;return}}function Mya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;k=n;l=Bla()|0;m=f[l+232>>2]|0;a=f[b>>2]|0;j=f[b+4>>2]|0;i=a+(j<<3)|0;if(!j){u=n;return}j=k+4|0;b=0;g=1;h=a;do{KRa(k,m,h);a=f[k>>2]|0;if(a)if(ZJa(a,c,d,e)|0){a=(f[k>>2]|0)+200|0;b=1;g=g&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[j>>2]|0;if(a|0)iOb(a);h=h+8|0}while((h|0)!=(i|0));if(!b){u=n;return}a=f[l+240>>2]|0;if(g){u9a(a);u=n;return}else{t9a(a);u=n;return}}function Nya(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;h=f[b+4>>2]|0;g=a+(h<<3)|0;if(!h){u=l;return}h=i+4|0;b=0;d=1;e=a;do{KRa(i,k,e);a=f[i>>2]|0;if(a)if(pKa(a,c)|0){a=(f[i>>2]|0)+200|0;b=1;d=d&((f[a>>2]&-268435456|0)!=0|0!=0)}a=f[h>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(g|0));if(!b){u=l;return}a=f[j+240>>2]|0;if(d){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Oya(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0;q=u;u=u+32|0;m=q+16|0;o=q;p=(Bla()|0)+232|0;p=f[p>>2]|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;b=f[c+4>>2]|0;l=a+8|0;if(!b){u=q;return}if(b>>>0>357913941)vd();g=pOb(b*12|0)|0;h=g;f[a>>2]=h;f[k>>2]=h;f[l>>2]=g+(b*12|0);c=f[c>>2]|0;g=c+(b<<3)|0;h=o+4|0;i=o+8|0;j=m+4|0;do{KRa(m,p,c);b=f[m>>2]|0;if(!b){n[o>>2]=-1.0;n[h>>2]=-1.0;n[i>>2]=-1.0;b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}else{cKa(o,b,d,e);b=f[k>>2]|0;if(b>>>0<(f[l>>2]|0)>>>0){f[b>>2]=f[o>>2];f[b+4>>2]=f[o+4>>2];f[b+8>>2]=f[o+8>>2];f[k>>2]=(f[k>>2]|0)+12}else XI(a,o)}b=f[j>>2]|0;if(b|0)iOb(b);c=c+8|0}while((c|0)!=(g|0));u=q;return}function Pya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=pOb(16)|0;i=f[a>>2]|0;f[a>>2]=0;f[h+4>>2]=i;f[h>>2]=36204;b[h+8>>0]=e;f[h+12>>2]=g;mma(h,c,d,0);return}function Qya(a){a=a|0;var b=0,c=0;f[a>>2]=36172;c=a+4|0;b=f[c>>2]|0;f[c>>2]=0;if(!b){sOb(a);return}gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(a);return}function Rya(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+32|0;k=p+20|0;l=p+8|0;m=p;n=(Bla()|0)+232|0;n=f[n>>2]|0;f[k>>2]=0;o=k+4|0;f[o>>2]=0;f[k+8>>2]=0;d=f[c+4>>2]|0;j=k+8|0;if(d|0){if(d>>>0>357913941)vd();e=pOb(d*12|0)|0;g=e;f[k>>2]=g;f[o>>2]=g;f[j>>2]=e+(d*12|0);c=f[c>>2]|0;e=c+(d<<3)|0;g=a+8|0;h=a+12|0;i=m+4|0;d=c;do{ARa(m,n,d);eKa(l,f[m>>2]|0,b[g>>0]|0,f[h>>2]|0);c=f[o>>2]|0;if(c>>>0<(f[j>>2]|0)>>>0){f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];f[o>>2]=(f[o>>2]|0)+12}else XI(k,l);c=f[i>>2]|0;if(c|0)iOb(c);d=d+8|0}while((d|0)!=(e|0))}c=f[a+4>>2]|0;oh[f[(f[c>>2]|0)+8>>2]&1023](c,k);c=f[k>>2]|0;if(!c){u=p;return}d=f[o>>2]|0;if((d|0)!=(c|0))f[o>>2]=d+(~(((d+-12-c|0)>>>0)/12|0)*12|0);sOb(c);u=p;return}function Sya(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;A=u;u=u+32|0;v=A+16|0;w=A;x=Bla()|0;y=f[x+232>>2]|0;a=f[c>>2]|0;t=f[c+4>>2]|0;o=a+(t<<3)|0;if(!t){u=A;return}p=v+4|0;q=d+4|0;r=w+4|0;s=w+8|0;t=w+8|0;c=1;j=0;m=a;while(1){LRa(v,y,m);i=f[v>>2]|0;if(!i){l=j;n=c}else{if(!(f[i+4>>2]|0))k=c;else{k=i+200|0;k=c&((f[k>>2]&-268435456|0)!=0|0!=0)}a=f[d>>2]|0;c=f[q>>2]|0;h=a+c|0;f[w>>2]=0;f[r>>2]=0;f[s>>2]=0;if(c|0){if((c|0)<0){z=9;break}n=pOb(c)|0;f[r>>2]=n;f[w>>2]=n;f[t>>2]=n+c;c=n;do{b[c>>0]=b[a>>0]|0;a=a+1|0;c=(f[r>>2]|0)+1|0;f[r>>2]=c}while((a|0)!=(h|0))}a=j|(bLa(i,w,e,g)|0);c=f[w>>2]|0;if(c|0){if((f[r>>2]|0)!=(c|0))f[r>>2]=c;sOb(c)}l=a;n=k}a=f[p>>2]|0;if(a|0)iOb(a);m=m+8|0;if((m|0)==(o|0))break;else{c=n;j=l}}if((z|0)==9)AMb(w);if(!l){u=A;return}a=f[x+240>>2]|0;if(n){u9a(a);u=A;return}else{t9a(a);u=A;return}}function Tya(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;i=l;j=Bla()|0;k=f[j+232>>2]|0;a=f[b>>2]|0;g=f[b+4>>2]|0;h=a+(g<<3)|0;if(!g){u=l;return}g=i+4|0;b=1;d=0;e=a;do{KRa(i,k,e);c=f[i>>2]|0;if(c){if(!(f[c+4>>2]|0))a=b;else{a=c+200|0;a=b&((f[a>>2]&-268435456|0)!=0|0!=0)}d=d|(cLa(c)|0);b=a}a=f[g>>2]|0;if(a|0)iOb(a);e=e+8|0}while((e|0)!=(h|0));if(!d){u=l;return}a=f[j+240>>2]|0;if(b){u9a(a);u=l;return}else{t9a(a);u=l;return}}function Uya(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+32|0;g=j+24|0;i=j;c=f[a>>2]|0;f[a>>2]=0;a=c;h=pOb(16)|0;f[h+4>>2]=0;f[h+8>>2]=0;f[h>>2]=36236;f[h+12>>2]=a;e=(Bla()|0)+232|0;e=f[e>>2]|0;gOb(h);if((zSa(e)|0)<=0){oh[f[(f[c>>2]|0)+8>>2]&1023](c,g);iOb(h);iOb(h);u=j;return}d=i+16|0;f[i>>2]=36264;f[i+4>>2]=a;f[i+8>>2]=h;f[d>>2]=i;b[g>>0]=1;a=e+8|0;c=f[a>>2]|0;if(c>>>0<(f[e+12>>2]|0)>>>0){f[c+16>>2]=c;g=f[d>>2]|0;oh[f[(f[g>>2]|0)+12>>2]&1023](g,c);g=f[a>>2]|0;b[c+24>>0]=1;f[a>>2]=g+32}else Qha(e+4|0,i,g);a=f[d>>2]|0;if((i|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);iOb(h);u=j;return}function Vya(a){a=a|0;f[a>>2]=36264;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function Wya(a){a=a|0;var b=0;f[a>>2]=36264;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function Xya(a){a=a|0;var b=0;b=pOb(12)|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return b|0;gOb(a);return b|0}function Yya(a,b){a=a|0;b=b|0;f[b>>2]=36264;f[b+4>>2]=f[a+4>>2];a=f[a+8>>2]|0;f[b+8>>2]=a;if(!a)return;gOb(a);return}function Zya(a){a=a|0;a=f[a+8>>2]|0;if(!a)return;iOb(a);return}function _ya(a){a=a|0;var b=0;b=f[a+8>>2]|0;if(!b){sOb(a);return}iOb(b);sOb(a);return}function $ya(a){a=a|0;var b=0;b=u;u=u+16|0;a=f[a+4>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,b);u=b;return}function aza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==187966?a+4|0:0)|0}function bza(a){a=a|0;return 14336}function cza(a){a=a|0;aOb(a);sOb(a);return}function dza(a){a=a|0;a=f[a+12>>2]|0;if(!a)return;gh[f[(f[a>>2]|0)+4>>2]&2047](a);return}function eza(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==188283?a+12|0:0)|0}function fza(a){a=a|0;sOb(a);return}function gza(a){a=a|0;var b=0,c=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;c=K9a(b)|0;if(+n[c>>2]==+n[a>>2])if(+n[c+4>>2]==+n[a+4>>2])if(!(+n[c+8>>2]!=+n[a+8>>2]))return;L9a(b,a);t9a(b);return}function hza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(M9a(a)|0))return;Y8a(a);return}function iza(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0.0,r=0.0,t=0.0,v=0.0;p=u;u=u+48|0;l=p+8|0;m=p;o=(Bla()|0)+240|0;o=f[o>>2]|0;f[l>>2]=1058256454;i=l+4|0;f[i>>2]=1058256454;j=l+8|0;f[j>>2]=1058256454;n[l+12>>2]=1.0;n[l+16>>2]=1.0;n[l+20>>2]=1.0;k=l+28|0;h=f[65704]|0;f[65704]=h+1;f[k>>2]=h;b[l+24>>0]=c;b[l+25>>0]=d;if(!(c<<24>>24)){v=+n[e>>2];t=+n[e+4>>2];r=+n[e+8>>2];q=+L(+(v*v+(t*t+r*r)));d=(n[s>>2]=v/q,f[s>>2]|0);h=(n[s>>2]=t/q,f[s>>2]|0);c=(n[s>>2]=r/q,f[s>>2]|0)}else{d=f[e>>2]|0;h=f[e+4>>2]|0;c=f[e+8>>2]|0}f[l>>2]=d;f[i>>2]=h;f[j>>2]=c;j=l+12|0;f[j>>2]=f[g>>2];f[j+4>>2]=f[g+4>>2];f[j+8>>2]=f[g+8>>2];if(N9a(o,l)|0){Y8a(o);o=f[a>>2]|0;l=f[(f[o>>2]|0)+8>>2]|0;f[m>>2]=f[k>>2];oh[l&1023](o,m);u=p;return}else{o=f[a>>2]|0;l=f[(f[o>>2]|0)+12>>2]|0;b[m>>0]=0;oh[l&1023](o,m);u=p;return}}function jza(a){a=a|0;var b=0,c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;b=(Bla()|0)+240|0;b=f[b>>2]|0;f[e>>2]=f[a>>2];f[d>>2]=f[e>>2];if(!(P9a(b,d)|0)){u=c;return}Y8a(b);u=c;return}function kza(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0;k=u;u=u+32|0;g=k+16|0;h=k;i=k+4|0;j=(Bla()|0)+240|0;j=f[j>>2]|0;f[h>>2]=f[a>>2];if(!(b<<24>>24)){p=+n[d>>2];o=+n[d+4>>2];m=+n[d+8>>2];l=+L(+(p*p+(o*o+m*m)));n[i>>2]=p/l;n[i+4>>2]=o/l;n[i+8>>2]=m/l}else{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];f[i+8>>2]=f[d+8>>2]};f[g>>2]=f[h>>2];if(!(Q9a(j,g,b,c,i,e)|0)){u=k;return}Y8a(j);u=k;return}function lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!($ab(b,a)|0))return;u9a(b);return}function mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(abb(b,a)|0))return;u9a(b);return}function nza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(bbb(b,a)|0))return;u9a(b);return}function oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(cbb(b,a)|0))return;u9a(b);return}function pza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(dbb(b,a)|0))return;u9a(b);return}function qza(a,b){a=a|0;b=+b;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(ebb(c,a,b)|0))return;u9a(c);return}function rza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(fbb(c,a,b)|0))return;u9a(c);return}function sza(a,b,c){a=a|0;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(gbb(d,a,b,c)|0))return;u9a(d);return}function tza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=u;u=u+48|0;h=i+20|0;g=i;d=a+4|0;if(!(f[d>>2]|0)){u=i;return}e=b+4|0;if(!(f[e>>2]|0)){u=i;return}c=(Bla()|0)+240|0;c=f[c>>2]|0;a=f[a>>2]|0;uza(h,a,a+(f[d>>2]<<3)|0);d=f[b>>2]|0;uza(g,d,d+(f[e>>2]<<3)|0);if(hbb(c,h,g)|0)Y8a(c);a=f[g+8>>2]|0;if(a|0)do{e=a;a=f[a>>2]|0;sOb(e)}while((a|0)!=0);a=f[g>>2]|0;f[g>>2]=0;if(a|0)sOb(a);a=f[h+8>>2]|0;if(a|0)do{g=a;a=f[a>>2]|0;sOb(g)}while((a|0)!=0);a=f[h>>2]|0;f[h>>2]=0;if(a|0)sOb(a);u=i;return}function uza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0;s=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[s>>2]=1.0;if((b|0)==(c|0))return;t=a+4|0;u=a+12|0;v=a+8|0;d=0;e=0;do{o=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(o<<6)+(o>>>2)^o;p=(d|0)==0;a:do if(p){i=0;r=22}else{l=d+-1|0;k=(l&d|0)==0;if(k)i=q&l;else if(q>>>0<d>>>0)i=q;else i=(q>>>0)%(d>>>0)|0;j=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!j)r=22;else{j=f[j>>2]|0;if(!j)r=22;else{if(k)while(1){k=f[j+4>>2]|0;if(!((k|0)==(q|0)|(k&l|0)==(i|0))){r=22;break a}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break a}}while(1){k=f[j+4>>2]|0;if((k|0)!=(q|0)){if(k>>>0>=d>>>0)k=(k>>>0)%(d>>>0)|0;if((k|0)!=(i|0)){r=22;break a}}if((f[j+8>>2]|0)==(o|0))if((f[j+12>>2]|0)==(m|0))break a;j=f[j>>2]|0;if(!j){r=22;break}}}}}while(0);if((r|0)==22){r=0;k=pOb(16)|0;l=b;m=f[l+4>>2]|0;o=k+8|0;f[o>>2]=f[l>>2];f[o+4>>2]=m;f[k+4>>2]=q;f[k>>2]=0;g=+((e+1|0)>>>0);h=+n[s>>2];do if(p|h*+(d>>>0)<g){d=d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1;e=~~+W(+(g/h))>>>0;vza(a,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){j=d;d=e&q;break}if(q>>>0<d>>>0){j=d;d=q}else{j=d;d=(q>>>0)%(d>>>0)|0}}else{j=d;d=i}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[k>>2]=f[v>>2];f[v>>2]=k;f[e>>2]=v;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=j+-1|0;if(!(e&j))d=d&e;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=35}}else{f[k>>2]=f[d>>2];r=35}if((r|0)==35){r=0;f[d>>2]=k}e=(f[u>>2]|0)+1|0;f[u>>2]=e;d=j}b=b+8|0}while((b|0)!=(c|0));return}function vza(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wza(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wza(a,b);return}function wza(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function xza(){var a=0;a=(Bla()|0)+240|0;a=f[a>>2]|0;if(!(kbb(a)|0))return;Y8a(a);return}function yza(a,b,c){a=a|0;b=b|0;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;lbb(d,a,b,c);if(!(_8a(d)|0))return;t9a(d);return}function zza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(mbb(b,a)|0))return;u9a(b);return}function Aza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(nbb(b,a)|0))return;u9a(b);return}function Bza(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Abb(c,a,b)|0))return;u9a(c);return}function Cza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Cbb(b,a)|0))return;u9a(b);return}function Dza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Dbb(b,a)|0))return;u9a(b);return}function Eza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Bbb(b,a)|0))return;u9a(b);return}function Fza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ebb(b,a)|0))return;u9a(b);return}function Gza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Fbb(b,a)|0))return;u9a(b);return}function Hza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Gbb(f[b>>2]|0,a)|0;return}function Iza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Hbb(b,a)|0))return;u9a(b);return}function Jza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ibb(b,a)|0))return;u9a(b);return}function Kza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Jbb(b,a)|0))return;u9a(b);return}function Lza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Kbb(b,a)|0))return;u9a(b);return}function Mza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Lbb(b,a)|0))return;u9a(b);return}function Nza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Mbb(b,a)|0))return;u9a(b);return}function Oza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Nbb(b,a)|0))return;u9a(b);return}function Pza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Obb(b,a)|0))return;u9a(b);return}function Qza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Pbb(b,a)|0))return;u9a(b);return}function Rza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Qbb(b,a)|0))return;u9a(b);return}function Sza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Rbb(b,a)|0))return;if(a){t9a(b);return}else{u9a(b);return}}function Tza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Sbb(b,a)|0))return;u9a(b);return}function Uza(a){a=+a;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Tbb(b,a)|0))return;u9a(b);return}function Vza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;b=f[b>>2]|0;if(!(Ubb(b,a)|0))return;u9a(b);return}function Wza(a,b){a=+a;b=b|0;var c=0;c=(Bla()|0)+240|0;c=f[c>>2]|0;if(!(Vbb(c,a,b)|0))return;u9a(c);return}function Xza(a,b,c){a=+a;b=+b;c=c|0;var d=0;d=(Bla()|0)+240|0;d=f[d>>2]|0;if(!(Wbb(d,a,b,c)|0))return;t9a(d);return}function Yza(a){a=a|0;var b=0;b=(Bla()|0)+240|0;Xbb(f[b>>2]|0,a)|0;return}function Zza(a){a=a|0;var b=0;b=(Bla()|0)+232|0;CSa(f[b>>2]|0,a);return}function _za(a,b){a=a|0;b=b|0;var c=0;c=(Bla()|0)+240|0;Zbb(a,f[c>>2]|0,f[b>>2]|0,f[b+4>>2]|0);return}function $za(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=(Bla()|0)+240|0;h=f[h>>2]|0;b=f[a>>2]|0;d=f[a+4>>2]|0;e=b+(d*24|0)|0;f[g>>2]=0;i=g+4|0;f[i>>2]=0;f[g+8>>2]=0;a=d*24|0;c=(a|0)/24|0;if(a|0){if(c>>>0>178956970)AMb(g);a=pOb(a)|0;f[i>>2]=a;f[g>>2]=a;f[g+8>>2]=a+(c*24|0);if(d|0){do{p[a>>3]=+p[b>>3];p[a+8>>3]=+p[b+8>>3];p[a+16>>3]=+p[b+16>>3];b=b+24|0;a=a+24|0}while((b|0)!=(e|0));f[i>>2]=a}}Ybb(h,g);a=f[g>>2]|0;if(!a){u=j;return}b=f[i>>2]|0;if((b|0)!=(a|0))f[i>>2]=b+(~(((b+-24-a|0)>>>0)/24|0)*24|0);sOb(a);u=j;return}function aAa(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=+h;i=+i;j=+j;var k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0,t=0,u=0.0,v=0.0;b[a>>0]=c;n=+p[d>>3];p[a+32>>3]=n;o=+p[d+8>>3];p[a+40>>3]=o;q=+p[d+16>>3];p[a+48>>3]=q;k=+p[e>>3];p[a+56>>3]=k;l=+p[e+8>>3];p[a+64>>3]=l;m=+p[e+16>>3];p[a+72>>3]=m;p[a+80>>3]=1.0;r=a+88|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+120>>3]=1.0;r=a+128|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+160>>3]=1.0;r=a+168|0;f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;f[r+12>>2]=0;f[r+16>>2]=0;f[r+20>>2]=0;f[r+24>>2]=0;f[r+28>>2]=0;p[a+200>>3]=1.0;r=a+224|0;p[r>>3]=.01;f[a+732>>2]=1;f[a+736>>2]=1;s=a+744|0;t=b[s>>0]&-64;b[s>>0]=t;k=n-k;l=o-l;m=q-m;q=+L(+(k*k+(l*l+m*m)));c=q<1.0e-20;if(c){k=0.0;l=0.0;n=1.0}else{k=k/q;l=l/q;n=m/q}o=+p[g>>3];m=+p[g+8>>3];v=+p[g+16>>3];u=k*o+(l*m+n*v);o=o-k*u;m=m-l*u;k=v-n*u;l=+L(+(o*o+(m*m+k*k)));if(l>1.0e-20){p[a+8>>3]=o/l;p[a+16>>3]=m/l;p[a+24>>3]=k/l;b[s>>0]=t}e=a+208|0;p[e>>3]=1.0;g=a+216|0;p[g>>3]=1.0;k=c?1.0:1.0/q;d=a+232|0;p[d>>3]=k;c=a+240|0;p[c>>3]=k;b[s>>0]=t;if(!(h<=0.0)){u=+K(+h);p[e>>3]=u;v=+K(+(!(i<=0.0)?i:h));p[g>>3]=v;p[d>>3]=u*k;p[c>>3]=v*k;b[s>>0]=t}k=!(j<=0.0)?j:.01;if(k==.01)return;p[r>>3]=k;b[s>>0]=t;return}function bAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];g=+p[a+48>>3]-+p[a+72>>3];h=+L(+(d*d+(e*e+g*g)));if(h<1.0e-20){f=0.0;e=0.0;d=1.0}else{f=d/h;e=e/h;d=g/h}g=+p[c>>3];j=+p[c+8>>3];i=+p[c+16>>3];h=f*g+(e*j+d*i);g=g-f*h;f=j-e*h;d=i-d*h;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))return;p[a+8>>3]=g/e;p[a+16>>3]=f/e;p[a+24>>3]=d/e;a=a+744|0;b[a>>0]=b[a>>0]&-60;return}function cAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0;if(c<=0.0)return;e=+K(+c);p[a+208>>3]=e;d=+K(+(!(d<=0.0)?d:c));p[a+216>>3]=d;g=+p[a+32>>3]-+p[a+56>>3];f=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(g*g+(f*f+c*c)));c=c<1.0e-20?1.0:1.0/c;p[a+232>>3]=e*c;p[a+240>>3]=c*d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function dAa(a,c){a=a|0;c=+c;var d=0;c=!(c<=0.0)?c:.01;d=a+224|0;if(+p[d>>3]==c)return;p[d>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function eAa(a){a=a|0;var b=0,c=0,d=0,e=0;b=u;u=u+80|0;e=b+48|0;d=b+24|0;c=b;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;p[e+16>>3]=5.0;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=0;f[d+12>>2]=0;f[d+16>>2]=0;f[d+20>>2]=0;p[c>>3]=0.0;p[c+8>>3]=1.0;p[c+16>>3]=0.0;aAa(a,1,e,d,c,2.0,2.0,.01);u=b;return}function fAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0.0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;e=u;u=u+80|0;h=e+48|0;i=e+24|0;g=e;l=+p[c>>3];o=+p[b>>3];r=l-o;k=+p[c+8>>3];n=+p[b+8>>3];q=k-n;j=+p[c+16>>3];m=+p[b+16>>3];f=j-m;f=+L(+(r*r+(q*q+f*f)));l=o*.5+l*.5;p[h>>3]=l;k=n*.5+k*.5;p[h+8>>3]=k;j=m*.5+j*.5;p[h+16>>3]=j;p[i>>3]=l;p[i+8>>3]=k;p[i+16>>3]=f+j;p[g>>3]=0.0;p[g+8>>3]=1.0;p[g+16>>3]=0.0;aAa(a,d,i,h,g,f,f,0.0);u=e;return}function gAa(a,c){a=a|0;c=c|0;var d=0,e=0;e=u;u=u+16|0;d=e;if((b[a>>0]|0)==(b[c>>0]|0))if(+p[a+8>>3]==+p[c+8>>3])if(+p[a+16>>3]==+p[c+16>>3])if(+p[a+24>>3]==+p[c+24>>3])if(+p[a+32>>3]==+p[c+32>>3])if(+p[a+40>>3]==+p[c+40>>3])if(+p[a+48>>3]==+p[c+48>>3])if(+p[a+56>>3]==+p[c+56>>3])if(+p[a+64>>3]==+p[c+64>>3])if(+p[a+72>>3]==+p[c+72>>3]){f[d>>2]=a+80;f[d+4>>2]=c+80;if(hAa(d)|0)if(+p[a+208>>3]==+p[c+208>>3])if(+p[a+216>>3]==+p[c+216>>3])a=+p[a+224>>3]==+p[c+224>>3];else a=0;else a=0;else a=0}else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;else a=0;u=e;return a|0}function hAa(a){a=a|0;var b=0;b=f[a>>2]|0;a=f[a+4>>2]|0;if(!(+p[b>>3]==+p[a>>3])){b=0;return b|0}if(!(+p[b+8>>3]==+p[a+8>>3])){b=0;return b|0}if(!(+p[b+16>>3]==+p[a+16>>3])){b=0;return b|0}if(!(+p[b+24>>3]==+p[a+24>>3])){b=0;return b|0}if(!(+p[b+32>>3]==+p[a+32>>3])){b=0;return b|0}if(!(+p[b+40>>3]==+p[a+40>>3])){b=0;return b|0}if(!(+p[b+48>>3]==+p[a+48>>3])){b=0;return b|0}if(!(+p[b+56>>3]==+p[a+56>>3])){b=0;return b|0}if(!(+p[b+64>>3]==+p[a+64>>3])){b=0;return b|0}if(!(+p[b+72>>3]==+p[a+72>>3])){b=0;return b|0}if(!(+p[b+80>>3]==+p[a+80>>3])){b=0;return b|0}if(!(+p[b+88>>3]==+p[a+88>>3])){b=0;return b|0}if(!(+p[b+96>>3]==+p[a+96>>3])){b=0;return b|0}if(!(+p[b+104>>3]==+p[a+104>>3])){b=0;return b|0}if(!(+p[b+112>>3]==+p[a+112>>3])){b=0;return b|0}b=+p[b+120>>3]==+p[a+120>>3];return b|0}function iAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,u=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;q=a+744|0;s=b[q>>0]|0;t=s&-60;b[q>>0]=t;d=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];r=+L(+(d*d+(e*e+f*f)));do if(r>1.0e-20){m=d/r;n=e/r;o=f/r;j=+p[c+8>>3];k=+p[c+16>>3];l=o*j-n*k;d=+p[c>>3];e=m*k-o*d;f=n*d-m*j;g=+L(+(l*l+(e*e+f*f)));if(g>.0001){D=l/g;A=e/g;e=f/g;f=m*d+(n*j+o*k);w=g*D;y=g*A;C=g*e;d=1.0-f;j=D*d;k=d*A;B=A*j;z=e*j;v=e*k;c=a+8|0;x=+p[c>>3];h=a+16|0;g=+p[h>>3];i=a+24|0;l=+p[i>>3];j=(f+D*j)*x+(B-C)*g+(y+z)*l;k=(C+B)*x+(f+A*k)*g+(v-w)*l;l=(z-y)*x+(w+v)*g+(f+e*(d*e))*l;u=r<1.0e-20;d=u?0.0:m;e=u?0.0:n;g=u?1.0:o;f=j*d+(k*e+l*g);d=j-d*f;e=k-e*f;f=l-g*f;g=+L(+(d*d+(e*e+f*f)));if(!(g>1.0e-20))break;p[c>>3]=d/g;p[h>>3]=e/g;p[i>>3]=f/g;b[q>>0]=t;break}else{c=a+8|0;g=+p[c>>3];h=a+16|0;f=+p[h>>3];i=a+24|0;e=+p[i>>3];d=m*g+(n*f+o*e);g=g-m*d;f=f-n*d;d=e-o*d;e=+L(+(g*g+(f*f+d*d)));if(!(e>1.0e-20))break;p[c>>3]=g/e;p[h>>3]=f/e;p[i>>3]=d/e;b[q>>0]=t;break}}while(0);if(b[a>>0]|0)return;b[q>>0]=s&-64;p[a+208>>3]=r*+p[a+232>>3];p[a+216>>3]=r*+p[a+240>>3];return}function jAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+32|0;d=+p[j>>3];k=+p[b>>3];l=a+40|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+48>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=d-+p[a+56>>3];c=c-+p[a+64>>3];h=a+48|0;d=+p[h>>3]-+p[a+72>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function kAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0;m=u;u=u+32|0;i=m;j=a+56|0;d=+p[j>>3];k=+p[b>>3];l=a+64|0;if(d==k){c=+p[l>>3];if(c==+p[b+8>>3])if(+p[a+72>>3]==+p[b+16>>3]){u=m;return}}else c=+p[l>>3];g=+p[a+32>>3]-d;c=+p[a+40>>3]-c;h=a+72|0;d=+p[a+48>>3]-+p[h>>3];e=+L(+(g*g+(c*c+d*d)));if(e<1.0e-20){f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;c=1.0}else{p[i>>3]=g/e;p[i+8>>3]=c/e;c=d/e}p[i+16>>3]=c;p[j>>3]=k;p[l>>3]=+p[b+8>>3];p[h>>3]=+p[b+16>>3];iAa(a,i);u=m;return}function lAa(a,c){a=a|0;c=c|0;if((b[a>>0]|0)==c<<24>>24)return;b[a>>0]=c;c=a+744|0;b[c>>0]=b[c>>0]&-29;return}function mAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c<=0.0)return;d=+K(+c);p[a+208>>3]=d;p[a+216>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:1.0/c);p[a+232>>3]=c;p[a+240>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function nAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0;if(c==0.0)return;c=+K(+c);c=+P(+((c<179.0?c:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=c;p[a+240>>3]=c;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];d=+p[a+48>>3]-+p[a+72>>3];d=+L(+(f*f+(e*e+d*d)));d=c*(d<1.0e-20?1.0:d);p[a+208>>3]=d;p[a+216>>3]=d;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function oAa(a,c){a=a|0;c=+c;var d=0.0,e=0.0,f=0.0;if(c==0.0)return;d=+K(+c);d=+P(+((d<179.0?d:179.0)*.017453292519943295*.5))*2.0;p[a+232>>3]=d;p[a+240>>3]=d;f=+p[a+32>>3]-+p[a+56>>3];e=+p[a+40>>3]-+p[a+64>>3];c=+p[a+48>>3]-+p[a+72>>3];c=+L(+(f*f+(e*e+c*c)));c=d*(c<1.0e-20?1.0:c);p[a+208>>3]=c;p[a+216>>3]=c;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function pAa(a){a=a|0;return +(+p[a+224>>3])}function qAa(a,c,d,e){a=a|0;c=+c;d=+d;e=+e;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0,u=0.0,v=0.0,w=0,x=0,y=0.0,z=0.0,A=0,B=0;w=a+32|0;x=a+56|0;y=+p[w>>3];z=+p[x>>3];f=y-z;A=a+40|0;o=a+64|0;q=+p[A>>3];r=+p[o>>3];g=q-r;s=a+48|0;t=a+72|0;u=+p[s>>3];v=+p[t>>3];h=u-v;i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){n=0.0;m=0.0;i=1.0}else{n=f/i;m=g/i;i=h/i}j=+p[a+16>>3];k=+p[a+24>>3];l=+p[a+8>>3];B=e!=0.0;g=B?0.0-n*e:0.0;h=B?0.0-m*e:0.0;f=B?0.0-i*e:0.0;if(d!=0.0){g=g+l*d;h=h+j*d;f=f+k*d}B=c!=0.0;e=B?(i*j-m*k)*c+g:g;d=B?(n*k-i*l)*c+h:h;c=B?(m*l-n*j)*c+f:f;p[w>>3]=e+y;p[A>>3]=d+q;p[s>>3]=c+u;p[x>>3]=e+z;p[o>>3]=d+r;p[t>>3]=c+v;B=a+744|0;b[B>>0]=b[B>>0]&-60;return}function rAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+32|0;s=+p[a+56>>3];e=+p[r>>3]-s;t=a+40|0;n=+p[a+64>>3];f=+p[t>>3]-n;o=a+48|0;q=+p[a+72>>3];g=+p[o>>3]-q;h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+-d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s+B;p[r>>3]=B;C=m*C;C=n+C;p[t>>3]=C;D=m*D;D=q+D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function sAa(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0.0,o=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0.0,I=0.0;r=a+56|0;v=+p[r>>3];l=a+64|0;q=+p[l>>3];e=a+72|0;k=+p[e>>3];A=a+32|0;E=+p[A>>3]-v;p[A>>3]=E;y=a+40|0;D=+p[y>>3]-q;p[y>>3]=D;w=a+48|0;C=+p[w>>3]-k;p[w>>3]=C;i=v-v;p[r>>3]=i;g=q-q;p[l>>3]=g;f=k-k;p[e>>3]=f;H=+p[c>>3];x=+p[c+8>>3];h=+p[c+16>>3];B=+L(+(H*H+(x*x+h*h)));H=H/B;x=x/B;B=h/B;h=+O(+d);I=h*H;j=h*x;h=h*B;z=+N(+d);d=1.0-z;u=H*d;n=x*d;o=x*u;t=o-h;o=h+o;h=B*u;s=j+h;j=h-j;h=B*n;m=h-I;h=I+h;u=z+H*u;n=z+x*n;d=z+B*(B*d);B=C*s+(E*u+D*t);z=C*m+(E*o+D*n);x=C*d+(E*j+D*h);G=a+8|0;E=E+ +p[G>>3];F=a+16|0;D=D+ +p[F>>3];c=a+24|0;C=C+ +p[c>>3];p[G>>3]=u*E+t*D+s*C-B;p[F>>3]=o*E+n*D+m*C-z;p[c>>3]=j*E+h*D+d*C-x;p[A>>3]=v+B;p[y>>3]=q+z;p[w>>3]=k+x;p[r>>3]=v+(u*i+t*g+s*f);p[l>>3]=q+(o*i+n*g+m*f);p[e>>3]=k+(j*i+h*g+d*f);c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function tAa(a,c,d,e){a=a|0;c=c|0;d=+d;e=+e;var f=0,g=0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0,r=0.0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0.0,D=0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0;q=a+32|0;y=+p[q>>3]-+p[c>>3];p[q>>3]=y;n=a+40|0;i=c+8|0;w=+p[n>>3]-+p[i>>3];p[n>>3]=w;l=a+48|0;g=c+16|0;u=+p[l>>3]-+p[g>>3];p[l>>3]=u;j=a+56|0;J=+p[j>>3]-+p[c>>3];p[j>>3]=J;h=a+64|0;I=+p[h>>3]-+p[i>>3];p[h>>3]=I;f=a+72|0;H=+p[f>>3]-+p[g>>3];p[f>>3]=H;D=a+8|0;F=+p[D>>3];z=a+16|0;r=+p[z>>3];s=a+24|0;t=+p[s>>3];C=H-u;B=I-w;E=r*C-t*B;m=J-y;C=t*m-F*C;m=F*B-r*m;B=+L(+(E*E+(C*C+m*m)));x=d*.5;A=+N(+x);x=+O(+x);F=F*x;r=r*x;x=t*x;t=e*.5;v=+N(+t);t=+O(+t);E=E/B*t;C=C/B*t;t=m/B*t;B=A*v-F*E-r*C-x*t;m=r*t+(F*v+A*E)-x*C;o=x*E+(r*v+A*C)-F*t;E=F*C+(x*v+A*t)-r*E;r=m*2.0;t=o*2.0;A=E*2.0;v=B*r;x=B*t;B=B*A;r=m*r;C=m*t;m=m*A;t=o*t;o=o*A;A=E*A;E=1.0-(t+A);F=C-B;G=m+x;B=C+B;A=1.0-(r+A);C=o-v;x=m-x;v=o+v;t=1.0-(r+t);r=u*G+(w*F+y*E);o=u*C+(y*B+w*A);m=y*x+w*v+u*t;k=H*G+(I*F+J*E);d=H*C+(J*B+I*A);e=J*x+I*v+H*t;y=y+ +p[D>>3];w=w+ +p[z>>3];u=u+ +p[s>>3];p[q>>3]=r;p[n>>3]=o;p[l>>3]=m;p[j>>3]=k;p[h>>3]=d;p[f>>3]=e;p[D>>3]=u*G+(w*F+y*E)-r;p[z>>3]=u*C+(y*B+w*A)-o;p[s>>3]=y*x+w*v+u*t-m;p[q>>3]=r+ +p[c>>3];p[n>>3]=o+ +p[i>>3];p[l>>3]=m+ +p[g>>3];p[j>>3]=k+ +p[c>>3];p[h>>3]=d+ +p[i>>3];p[f>>3]=e+ +p[g>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function uAa(a,c,d){a=a|0;c=+c;d=+d;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0.0,n=0.0,o=0,q=0.0,r=0,s=0.0,t=0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;r=a+56|0;s=+p[a+32>>3];e=s-+p[r>>3];t=a+64|0;n=+p[a+40>>3];f=n-+p[t>>3];o=a+72|0;q=+p[a+48>>3];g=q-+p[o>>3];h=+L(+(e*e+(f*f+g*g)));if(h<1.0e-20){m=1.0;i=0.0;f=0.0;e=1.0}else{m=h;i=e/h;f=f/h;e=g/h}if(c!=0.0){w=+p[a+8>>3];A=+p[a+16>>3];D=+p[a+24>>3];u=+O(+-c);B=w*u;z=A*u;u=D*u;x=+N(+c);g=1.0-x;v=w*g;h=A*g;c=A*v;y=D*v;C=D*h;g=e*(x+D*(D*g))+(i*(y-z)+f*(B+C));h=e*(C-B)+(i*(u+c)+f*(x+A*h));e=e*(z+y)+(i*(x+w*v)+f*(c-u))}else{g=e;h=f;e=i}if(!(d!=0.0)){B=e;C=h;D=g;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}j=a+16|0;C=+p[j>>3];k=a+24|0;D=+p[k>>3];c=C*g-D*h;l=a+8|0;v=+p[l>>3];D=D*e-g*v;C=h*v-C*e;v=+O(+d);B=c*v;A=v*D;v=v*C;x=+N(+d);y=1.0-x;i=c*y;d=D*y;w=D*i;z=C*i;f=C*d;i=g*(A+z)+(e*(x+c*i)+h*(w-v));d=g*(f-B)+(e*(v+w)+h*(x+D*d));e=g*(x+C*(C*y))+(e*(z-A)+h*(B+f));f=C*d-D*e;g=c*e-C*i;c=D*i-c*d;h=i*f+(d*g+e*c);f=f-i*h;g=g-d*h;h=c-e*h;c=+L(+(f*f+(g*g+h*h)));if(!(c>1.0e-20)){B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}p[l>>3]=f/c;p[j>>3]=g/c;p[k>>3]=h/c;l=a+744|0;b[l>>0]=b[l>>0]&-60;B=i;C=d;D=e;B=m*B;B=s-B;p[r>>3]=B;C=m*C;C=n-C;p[t>>3]=C;D=m*D;D=q-D;p[o>>3]=D;t=a+744|0;r=b[t>>0]|0;r=r&-60;b[t>>0]=r;return}function vAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,u=0.0,v=0.0;if(c==0.0)return;f=+p[a+32>>3]-+p[a+56>>3];g=+p[a+40>>3]-+p[a+64>>3];h=+p[a+48>>3]-+p[a+72>>3];i=+L(+(f*f+(g*g+h*h)));if(i<1.0e-20){j=0.0;g=0.0;f=1.0}else{j=f/i;g=g/i;f=h/i}v=+O(+c);m=j*v;n=g*v;v=f*v;s=+N(+c);r=1.0-s;i=j*r;h=g*r;u=g*i;o=f*i;l=f*h;d=a+8|0;q=+p[d>>3];e=a+16|0;c=+p[e>>3];k=a+24|0;t=+p[k>>3];i=t*(n+o)+(q*(s+j*i)+c*(u-v));h=t*(l-m)+(q*(v+u)+c*(s+g*h));l=t*(s+f*(f*r))+(q*(o-n)+c*(m+l));c=j*i+(g*h+f*l);i=i-j*c;h=h-g*c;f=l-f*c;g=+L(+(i*i+(h*h+f*f)));if(g>1.0e-20){p[d>>3]=i/g;p[e>>3]=h/g;p[k>>3]=f/g;d=a+744|0;e=b[d>>0]&-60;b[d>>0]=e}else{e=a+744|0;d=e;e=b[e>>0]|0}b[d>>0]=e&-60;return}function wAa(a,c){a=a|0;c=+c;var d=0,e=0,f=0.0,g=0.0,h=0.0,i=0.0;if(c<=0.0)return;f=1.0/c;d=a+208|0;c=f*+p[d>>3];e=a+216|0;f=f*+p[e>>3];if(c<=0.0)return;g=+K(+c);p[d>>3]=g;c=+K(+(!(f<=0.0)?f:c));p[e>>3]=c;i=+p[a+32>>3]-+p[a+56>>3];h=+p[a+40>>3]-+p[a+64>>3];f=+p[a+48>>3]-+p[a+72>>3];f=+L(+(i*i+(h*h+f*f)));f=f<1.0e-20?1.0:1.0/f;p[a+232>>3]=g*f;p[a+240>>3]=c*f;a=a+744|0;b[a>>0]=b[a>>0]&-29;return}function xAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0;v=u;u=u+528|0;o=v+400|0;q=v+272|0;r=v+136|0;s=v;t=+p[b+32>>3];c=t-+p[b+56>>3];m=+p[b+40>>3];e=m-+p[b+64>>3];n=+p[b+48>>3];g=n-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){p[a>>3]=1.0;s=a+8|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+40>>3]=1.0;s=a+48|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+80>>3]=1.0;s=a+88|0;f[s>>2]=0;f[s+4>>2]=0;f[s+8>>2]=0;f[s+12>>2]=0;f[s+16>>2]=0;f[s+20>>2]=0;f[s+24>>2]=0;f[s+28>>2]=0;p[a+120>>3]=1.0;u=v;return}p[o>>3]=g;p[o+32>>3]=i;p[o+64>>3]=j;p[o+96>>3]=0.0;p[o+8>>3]=h;p[o+40>>3]=d;p[o+72>>3]=e;p[o+104>>3]=0.0;p[o+16>>3]=l;p[o+48>>3]=k;p[o+80>>3]=c;p[o+112>>3]=0.0;p[o+24>>3]=0.0;p[o+56>>3]=0.0;p[o+88>>3]=0.0;p[o+120>>3]=1.0;p[q>>3]=1.0;w=q+8|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+32>>3]=0.0;p[q+40>>3]=1.0;p[q+48>>3]=0.0;w=q+64|0;f[w>>2]=0;f[w+4>>2]=0;f[w+8>>2]=0;f[w+12>>2]=0;p[q+80>>3]=1.0;p[q+96>>3]=-t;p[q+104>>3]=-m;p[q+112>>3]=-n;p[q+24>>3]=0.0;p[q+56>>3]=0.0;p[q+88>>3]=0.0;p[q+120>>3]=1.0;f[r>>2]=o;f[r+4>>2]=q;q=r+8|0;yAa(q,r)|0;f[s>>2]=q;f[s+4>>2]=b+80;r=s+8|0;yAa(r,s)|0;p[a>>3]=+p[r>>3];p[a+8>>3]=+p[s+16>>3];p[a+16>>3]=+p[s+24>>3];p[a+24>>3]=+p[s+32>>3];p[a+32>>3]=+p[s+40>>3];p[a+40>>3]=+p[s+48>>3];p[a+48>>3]=+p[s+56>>3];p[a+56>>3]=+p[s+64>>3];p[a+64>>3]=+p[s+72>>3];p[a+72>>3]=+p[s+80>>3];p[a+80>>3]=+p[s+88>>3];p[a+88>>3]=+p[s+96>>3];p[a+96>>3]=+p[s+104>>3];p[a+104>>3]=+p[s+112>>3];p[a+112>>3]=+p[s+120>>3];p[a+120>>3]=+p[s+128>>3];u=v;return}function yAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;e=f[b>>2]|0;d=b+4|0;c=f[d>>2]|0;p[a>>3]=+p[e>>3]*+p[c>>3]+ +p[e+32>>3]*+p[c+8>>3]+ +p[e+64>>3]*+p[c+16>>3]+ +p[e+96>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+8>>3]=+p[c+8>>3]*+p[e>>3]+ +p[c+40>>3]*+p[e+8>>3]+ +p[c+72>>3]*+p[e+16>>3]+ +p[c+104>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+16>>3]=+p[e+16>>3]*+p[c>>3]+ +p[e+48>>3]*+p[c+8>>3]+ +p[e+80>>3]*+p[c+16>>3]+ +p[e+112>>3]*+p[c+24>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+24>>3]=+p[c+24>>3]*+p[e>>3]+ +p[c+56>>3]*+p[e+8>>3]+ +p[c+88>>3]*+p[e+16>>3]+ +p[c+120>>3]*+p[e+24>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+32>>3]=+p[e>>3]*+p[c+32>>3]+ +p[e+32>>3]*+p[c+40>>3]+ +p[e+64>>3]*+p[c+48>>3]+ +p[e+96>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+40>>3]=+p[c+8>>3]*+p[e+32>>3]+ +p[c+40>>3]*+p[e+40>>3]+ +p[c+72>>3]*+p[e+48>>3]+ +p[c+104>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+48>>3]=+p[e+16>>3]*+p[c+32>>3]+ +p[e+48>>3]*+p[c+40>>3]+ +p[e+80>>3]*+p[c+48>>3]+ +p[e+112>>3]*+p[c+56>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+56>>3]=+p[c+24>>3]*+p[e+32>>3]+ +p[c+56>>3]*+p[e+40>>3]+ +p[c+88>>3]*+p[e+48>>3]+ +p[c+120>>3]*+p[e+56>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+64>>3]=+p[e>>3]*+p[c+64>>3]+ +p[e+32>>3]*+p[c+72>>3]+ +p[e+64>>3]*+p[c+80>>3]+ +p[e+96>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+72>>3]=+p[c+8>>3]*+p[e+64>>3]+ +p[c+40>>3]*+p[e+72>>3]+ +p[c+72>>3]*+p[e+80>>3]+ +p[c+104>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+80>>3]=+p[e+16>>3]*+p[c+64>>3]+ +p[e+48>>3]*+p[c+72>>3]+ +p[e+80>>3]*+p[c+80>>3]+ +p[e+112>>3]*+p[c+88>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+88>>3]=+p[c+24>>3]*+p[e+64>>3]+ +p[c+56>>3]*+p[e+72>>3]+ +p[c+88>>3]*+p[e+80>>3]+ +p[c+120>>3]*+p[e+88>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+96>>3]=+p[e>>3]*+p[c+96>>3]+ +p[e+32>>3]*+p[c+104>>3]+ +p[e+64>>3]*+p[c+112>>3]+ +p[e+96>>3]*+p[c+120>>3];c=f[b>>2]|0;e=f[d>>2]|0;p[a+104>>3]=+p[c+8>>3]*+p[e+96>>3]+ +p[c+40>>3]*+p[e+104>>3]+ +p[c+72>>3]*+p[e+112>>3]+ +p[c+104>>3]*+p[e+120>>3];e=f[b>>2]|0;c=f[d>>2]|0;p[a+112>>3]=+p[e+16>>3]*+p[c+96>>3]+ +p[e+48>>3]*+p[c+104>>3]+ +p[e+80>>3]*+p[c+112>>3]+ +p[e+112>>3]*+p[c+120>>3];c=f[b>>2]|0;b=f[d>>2]|0;p[a+120>>3]=+p[c+24>>3]*+p[b+96>>3]+ +p[c+56>>3]*+p[b+104>>3]+ +p[c+88>>3]*+p[b+112>>3]+ +p[c+120>>3]*+p[b+120>>3];return a|0}function zAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0,q=0,r=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0,H=0,I=0.0,J=0.0,K=0.0,M=0.0,N=0.0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0,X=0,Y=0,Z=0,_=0,$=0,aa=0.0,ba=0.0;z=u;u=u+784|0;q=z+656|0;r=z+528|0;t=z+400|0;v=z+272|0;w=z+136|0;x=z;y=b+32|0;c=+p[y>>3]-+p[b+56>>3];m=b+40|0;e=+p[m>>3]-+p[b+64>>3];o=b+48|0;g=+p[o>>3]-+p[b+72>>3];d=+L(+(c*c+(e*e+g*g)));if(d<1.0e-20){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}d=1.0/d;l=c*d;k=e*d;c=g*d;d=+p[b+16>>3];e=+p[b+24>>3];g=c*d-k*e;h=+p[b+8>>3];i=l*e-c*h;j=k*h-l*d;if(g==0.0)if(!(i!=0.0|j!=0.0)){n[a>>2]=1.0;y=a+4|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+20>>2]=1.0;y=a+24|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+40>>2]=1.0;y=a+44|0;f[y>>2]=0;f[y+4>>2]=0;f[y+8>>2]=0;f[y+12>>2]=0;n[a+60>>2]=1.0;u=z;return}S=r+40|0;V=r+8|0;O=r+24|0;f[O>>2]=0;f[O+4>>2]=0;O=r+80|0;R=r+48|0;U=r+56|0;f[U>>2]=0;f[U+4>>2]=0;U=r+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[r+120>>3]=1.0;U=t+24|0;f[U>>2]=0;f[U+4>>2]=0;U=t+56|0;f[U>>2]=0;f[U+4>>2]=0;U=t+88|0;f[U>>2]=0;f[U+4>>2]=0;f[U+8>>2]=0;f[U+12>>2]=0;f[U+16>>2]=0;f[U+20>>2]=0;f[U+24>>2]=0;f[U+28>>2]=0;p[t+120>>3]=1.0;M=+p[b+80>>3];p[r>>3]=M;B=+p[b+88>>3];p[V>>3]=B;K=+p[b+96>>3];U=r+16|0;p[U>>3]=K;C=+p[b+112>>3];T=r+32|0;p[T>>3]=C;N=+p[b+120>>3];p[S>>3]=N;A=+p[b+128>>3];p[R>>3]=A;I=+p[b+144>>3];Q=r+64|0;p[Q>>3]=I;J=+p[b+152>>3];P=r+72|0;p[P>>3]=J;F=+p[b+160>>3];p[O>>3]=F;ba=N*F-A*J;aa=A*I-C*F;E=C*J-N*I;D=1.0/(M*ba+(K*E+B*aa));p[t>>3]=ba*D;p[t+32>>3]=aa*D;p[t+64>>3]=E*D;p[t+8>>3]=(K*J-B*F)*D;p[t+40>>3]=(M*F-K*I)*D;p[t+72>>3]=(B*I-M*J)*D;p[t+16>>3]=(B*A-K*N)*D;p[t+48>>3]=(K*C-M*A)*D;p[t+80>>3]=(M*N-B*C)*D;p[v>>3]=1.0;_=v+40|0;$=v+8|0;f[$>>2]=0;f[$+4>>2]=0;f[$+8>>2]=0;f[$+12>>2]=0;f[$+16>>2]=0;f[$+20>>2]=0;f[$+24>>2]=0;f[$+28>>2]=0;p[_>>3]=1.0;Y=v+80|0;Z=v+48|0;f[Z>>2]=0;f[Z+4>>2]=0;f[Z+8>>2]=0;f[Z+12>>2]=0;f[Z+16>>2]=0;f[Z+20>>2]=0;f[Z+24>>2]=0;f[Z+28>>2]=0;p[Y>>3]=1.0;W=v+120|0;X=v+88|0;H=X;f[H>>2]=0;f[H+4>>2]=0;p[W>>3]=1.0;H=v+96|0;p[H>>3]=+p[b+176>>3]-+p[y>>3];G=v+104|0;p[G>>3]=+p[b+184>>3]-+p[m>>3];m=v+112|0;p[m>>3]=+p[b+192>>3]-+p[o>>3];f[x>>2]=t;f[x+4>>2]=v;y=x+8|0;yAa(y,x)|0;f[w>>2]=y;f[w+4>>2]=r;yAa(q,w)|0;p[v>>3]=+p[q>>3];p[$>>3]=+p[q+8>>3];p[v+16>>3]=+p[q+16>>3];p[v+24>>3]=+p[q+24>>3];p[v+32>>3]=+p[q+32>>3];p[_>>3]=+p[q+40>>3];p[Z>>3]=+p[q+48>>3];p[v+56>>3]=+p[q+56>>3];p[v+64>>3]=+p[q+64>>3];p[v+72>>3]=+p[q+72>>3];p[Y>>3]=+p[q+80>>3];p[X>>3]=+p[q+88>>3];D=+p[q+96>>3];p[H>>3]=D;C=+p[q+104>>3];p[G>>3]=C;B=+p[q+112>>3];p[m>>3]=B;p[W>>3]=+p[q+120>>3];n[q>>2]=D;v=q+4|0;n[v>>2]=C;x=q+8|0;n[x>>2]=B;f[w+12>>2]=0;f[w+28>>2]=0;y=w+60|0;o=w+44|0;f[o>>2]=0;n[y>>2]=1.0;B=+p[r>>3];C=+p[V>>3];D=+p[U>>3];N=+p[T>>3];M=+p[S>>3];A=+p[R>>3];K=+p[Q>>3];J=+p[P>>3];I=+p[O>>3];F=g*B+i*C+j*D;n[w>>2]=F;E=h*B+d*C+e*D;n[w+4>>2]=E;D=l*B+k*C+c*D;n[w+8>>2]=D;C=g*N+i*M+j*A;n[w+16>>2]=C;B=h*N+d*M+e*A;n[w+20>>2]=B;A=l*N+k*M+c*A;n[w+24>>2]=A;i=g*K+i*J+j*I;n[w+32>>2]=i;j=h*K+d*J+e*I;n[w+36>>2]=j;k=l*K+k*J+c*I;n[w+40>>2]=k;t=f[q>>2]|0;f[w+48>>2]=t;v=f[v>>2]|0;f[w+52>>2]=v;x=f[x>>2]|0;f[w+56>>2]=x;g=+p[H>>3]-(f[s>>2]=t,+n[s>>2]);n[w+12>>2]=g;h=+p[G>>3]-(f[s>>2]=v,+n[s>>2]);n[w+28>>2]=h;l=+p[m>>3]-(f[s>>2]=x,+n[s>>2]);n[o>>2]=l;n[a>>2]=F;n[a+4>>2]=E;n[a+8>>2]=D;n[a+12>>2]=g;n[a+16>>2]=C;n[a+20>>2]=B;n[a+24>>2]=A;n[a+28>>2]=h;n[a+32>>2]=i;n[a+36>>2]=j;n[a+40>>2]=k;n[a+44>>2]=l;f[a+48>>2]=t;f[a+52>>2]=v;f[a+56>>2]=x;f[a+60>>2]=f[y>>2];u=z;return}function AAa(a,c){a=a|0;c=c|0;var d=0.0,e=0.0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0.0,m=0.0,n=0,o=0,q=0,r=0;r=u;u=u+16|0;k=r+8|0;n=r;h=+p[c+208>>3];if(!(h<=0.0)){i=+p[c+216>>3];if(!(i<=0.0)){l=+p[c+32>>3]-+p[c+56>>3];m=+p[c+40>>3]-+p[c+64>>3];d=+p[c+48>>3]-+p[c+72>>3];d=+L(+(l*l+(m*m+d*d)));if(d<1.0e-20){p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}g=1.0/d;p[k>>3]=1.0;p[n>>3]=1.0;o=b[c>>0]|0;if(o<<24>>24==2){e=-g;g=+p[c+224>>3];d=2.0/i;h=2.0/h;q=13}else{d=+(f[c+736>>2]|0)/+(f[c+732>>2]|0);e=i/h;if(!(d<=e)){j=n;d=e/d}else{j=k;d=d/e}p[j>>3]=d;h=+p[k>>3]*2.0/h;d=+p[n>>3]*2.0/i;e=-g;g=+p[c+224>>3];if(!(o<<24>>24)){m=e;l=e;g=g*-2.0;i=0.0;e=h}else q=13}if((q|0)==13){m=g*e;l=0.0;g=0.0-g;i=1.0;e=h}o=a+8|0;c=a+48|0;q=a+96|0;p[a>>3]=e;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;f[o+24>>2]=0;f[o+28>>2]=0;p[a+40>>3]=d;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[a+80>>3]=m;p[a+88>>3]=l;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;p[a+112>>3]=g;p[a+120>>3]=i;u=r;return}}p[a>>3]=1.0;q=a+8|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+40>>3]=1.0;q=a+48|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+80>>3]=1.0;q=a+88|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;f[q+24>>2]=0;f[q+28>>2]=0;p[a+120>>3]=1.0;u=r;return}function BAa(a){a=a|0;var c=0,d=0,e=0,f=0,g=0.0,h=0;e=u;u=u+128|0;c=e;d=a+744|0;if(b[d>>0]&1){d=0;u=e;return d|0}xAa(c,a);g=+p[c>>3];f=a+248|0;p[c>>3]=+p[f>>3];p[f>>3]=g;f=c+8|0;g=+p[f>>3];h=a+256|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+16|0;g=+p[h>>3];f=a+264|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+24|0;g=+p[f>>3];h=a+272|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+32|0;g=+p[h>>3];f=a+280|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+40|0;g=+p[f>>3];h=a+288|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+48|0;g=+p[h>>3];f=a+296|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+56|0;g=+p[f>>3];h=a+304|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+64|0;g=+p[h>>3];f=a+312|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+72|0;g=+p[f>>3];h=a+320|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+80|0;g=+p[h>>3];f=a+328|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+88|0;g=+p[f>>3];h=a+336|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+96|0;g=+p[h>>3];f=a+344|0;p[h>>3]=+p[f>>3];p[f>>3]=g;f=c+104|0;g=+p[f>>3];h=a+352|0;p[f>>3]=+p[h>>3];p[h>>3]=g;h=c+112|0;g=+p[h>>3];f=a+360|0;p[h>>3]=+p[f>>3];p[f>>3]=g;p[a+368>>3]=+p[c+120>>3];b[d>>0]=b[d>>0]|1;d=1;u=e;return d|0}function CAa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;e=u;u=u+64|0;c=e;d=a+744|0;if(b[d>>0]&2){d=0;u=e;return d|0}zAa(c,a);g=a+376|0;h=f[c>>2]|0;f[c>>2]=f[g>>2];f[g>>2]=h;g=c+4|0;h=f[g>>2]|0;i=a+380|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+8|0;h=f[i>>2]|0;g=a+384|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+12|0;h=f[g>>2]|0;i=a+388|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+16|0;h=f[i>>2]|0;g=a+392|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+20|0;h=f[g>>2]|0;i=a+396|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+24|0;h=f[i>>2]|0;g=a+400|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+28|0;h=f[g>>2]|0;i=a+404|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+32|0;h=f[i>>2]|0;g=a+408|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+36|0;h=f[g>>2]|0;i=a+412|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+40|0;h=f[i>>2]|0;g=a+416|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+44|0;h=f[g>>2]|0;i=a+420|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+48|0;h=f[i>>2]|0;g=a+424|0;f[i>>2]=f[g>>2];f[g>>2]=h;g=c+52|0;h=f[g>>2]|0;i=a+428|0;f[g>>2]=f[i>>2];f[i>>2]=h;i=c+56|0;h=f[i>>2]|0;g=a+432|0;f[i>>2]=f[g>>2];f[g>>2]=h;f[a+436>>2]=f[c+60>>2];b[d>>0]=b[d>>0]|2;d=1;u=e;return d|0}function DAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0.0;k=u;u=u+128|0;h=k;i=a+744|0;j=b[i>>0]|0;e=b[a>>0]|0;if(!(j&4)){f[a+732>>2]=c;f[a+736>>2]=d;if(e<<24>>24!=2)g=7}else{if(e<<24>>24==2){j=0;u=k;return j|0}e=a+732|0;if((f[e>>2]|0)==(c|0))if((f[a+736>>2]|0)==(d|0)){j=0;u=k;return j|0}f[e>>2]=c;f[a+736>>2]=d;g=7}if((g|0)==7)b[i>>0]=j&-29;AAa(h,a);l=+p[h>>3];j=a+440|0;p[h>>3]=+p[j>>3];p[j>>3]=l;j=h+8|0;l=+p[j>>3];d=a+448|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+16|0;l=+p[d>>3];j=a+456|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+24|0;l=+p[j>>3];d=a+464|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+32|0;l=+p[d>>3];j=a+472|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+40|0;l=+p[j>>3];d=a+480|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+48|0;l=+p[d>>3];j=a+488|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+56|0;l=+p[j>>3];d=a+496|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+64|0;l=+p[d>>3];j=a+504|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+72|0;l=+p[j>>3];d=a+512|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+80|0;l=+p[d>>3];j=a+520|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+88|0;l=+p[j>>3];d=a+528|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+96|0;l=+p[d>>3];j=a+536|0;p[d>>3]=+p[j>>3];p[j>>3]=l;j=h+104|0;l=+p[j>>3];d=a+544|0;p[j>>3]=+p[d>>3];p[d>>3]=l;d=h+112|0;l=+p[d>>3];j=a+552|0;p[d>>3]=+p[j>>3];p[j>>3]=l;p[a+560>>3]=+p[h+120>>3];b[i>>0]=b[i>>0]|4;j=1;u=k;return j|0}function EAa(a){a=a|0;BAa(a)|0;return a+248|0}function FAa(a){a=a|0;CAa(a)|0;return a+376|0}function GAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);DAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a+440|0}function HAa(a,b,c){a=a|0;b=b|0;c=c|0;DAa(a,b,c)|0;return a+440|0}function IAa(a){a=a|0;var b=0,c=0;b=u;u=u+32|0;c=b;Kha(c);a=JAa(a,f[c>>2]|0,f[c+4>>2]|0)|0;u=b;return a|0}function JAa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0;i=u;u=u+272|0;e=i+136|0;g=i;h=a+744|0;if(b[h>>0]&8)if(!(DAa(a,c,d)|0))if(!(BAa(a)|0)){h=a+568|0;u=i;return h|0}DAa(a,c,d)|0;BAa(a)|0;f[g>>2]=a+440;f[g+4>>2]=a+248;yAa(e,g)|0;p[a+568>>3]=+p[e>>3];p[a+576>>3]=+p[e+8>>3];p[a+584>>3]=+p[e+16>>3];p[a+592>>3]=+p[e+24>>3];p[a+600>>3]=+p[e+32>>3];p[a+608>>3]=+p[e+40>>3];p[a+616>>3]=+p[e+48>>3];p[a+624>>3]=+p[e+56>>3];p[a+632>>3]=+p[e+64>>3];p[a+640>>3]=+p[e+72>>3];p[a+648>>3]=+p[e+80>>3];p[a+656>>3]=+p[e+88>>3];p[a+664>>3]=+p[e+96>>3];p[a+672>>3]=+p[e+104>>3];p[a+680>>3]=+p[e+112>>3];p[a+688>>3]=+p[e+120>>3];b[h>>0]=b[h>>0]|8;h=a+568|0;u=i;return h|0}function KAa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0;d=u;u=u+160|0;i=d+24|0;m=d;Kha(m);LAa(JAa(b,f[m>>2]|0,f[m+4>>2]|0)|0,i);f[i+128>>2]=c;l=+p[c>>3];k=+p[c+8>>3];j=+p[c+16>>3];h=l*+p[i+8>>3]+k*+p[i+40>>3]+j*+p[i+72>>3]+ +p[i+104>>3];g=l*+p[i+16>>3]+k*+p[i+48>>3]+j*+p[i+80>>3]+ +p[i+112>>3];e=1.0/(l*+p[i+24>>3]+k*+p[i+56>>3]+j*+p[i+88>>3]+ +p[i+120>>3]);p[a>>3]=(+p[i>>3]*l+ +p[i+32>>3]*k+ +p[i+64>>3]*j+ +p[i+96>>3])*e;p[a+8>>3]=h*e;p[a+16>>3]=g*e;u=d;return}function LAa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,f=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0,q=0,r=0,s=0,t=0.0,u=0,v=0,w=0,x=0.0,y=0,z=0,A=0,B=0.0,C=0.0,D=0,E=0,F=0,G=0,H=0,I=0,J=0;H=a+40|0;G=a+80|0;n=+p[G>>3];h=a+120|0;g=+p[h>>3];J=a+112|0;B=+p[J>>3];o=a+88|0;x=+p[o>>3];E=a+48|0;f=a+104|0;C=+p[f>>3];F=a+72|0;d=+p[F>>3];i=a+56|0;p[b>>3]=+p[i>>3]*(B*d-n*C)+(+p[H>>3]*(n*g-B*x)+ +p[E>>3]*(x*C-g*d));d=+p[J>>3];y=a+24|0;g=+p[y>>3];z=a+16|0;C=+p[z>>3];x=+p[h>>3];A=a+8|0;B=+p[A>>3];n=+p[f>>3];w=b+8|0;p[w>>3]=-(+p[o>>3]*(C*n-d*B)+(+p[F>>3]*(d*g-C*x)+ +p[G>>3]*(x*B-g*n)));n=+p[z>>3];g=+p[i>>3];B=+p[E>>3];x=+p[y>>3];C=+p[H>>3];d=+p[A>>3];v=b+16|0;p[v>>3]=+p[h>>3]*(B*d-n*C)+(+p[f>>3]*(n*g-B*x)+ +p[J>>3]*(x*C-g*d));d=+p[E>>3];g=+p[o>>3];C=+p[G>>3];x=+p[i>>3];B=+p[F>>3];n=+p[H>>3];u=b+24|0;p[u>>3]=-(+p[y>>3]*(C*n-d*B)+(+p[A>>3]*(d*g-C*x)+ +p[z>>3]*(x*B-g*n)));D=a+64|0;n=+p[D>>3];g=+p[f>>3];I=a+96|0;B=+p[I>>3];x=+p[F>>3];c=a+32|0;C=+p[h>>3];d=+p[o>>3];m=b+64|0;p[m>>3]=+p[H>>3]*(B*d-n*C)+(+p[i>>3]*(n*g-B*x)+ +p[c>>3]*(x*C-g*d));d=+p[I>>3];g=+p[A>>3];C=+p[a>>3];x=+p[f>>3];B=+p[y>>3];n=+p[h>>3];l=b+72|0;p[l>>3]=-(+p[F>>3]*(C*n-d*B)+(+p[o>>3]*(d*g-C*x)+ +p[D>>3]*(x*B-g*n)));n=+p[a>>3];g=+p[H>>3];B=+p[c>>3];x=+p[A>>3];C=+p[i>>3];d=+p[y>>3];k=b+80|0;p[k>>3]=+p[f>>3]*(B*d-n*C)+(+p[h>>3]*(n*g-B*x)+ +p[I>>3]*(x*C-g*d));d=+p[c>>3];g=+p[F>>3];C=+p[D>>3];x=+p[H>>3];B=+p[o>>3];n=+p[i>>3];j=b+88|0;p[j>>3]=-(+p[A>>3]*(C*n-d*B)+(+p[y>>3]*(d*g-C*x)+ +p[a>>3]*(x*B-g*n)));n=+p[o>>3];g=+p[I>>3];B=+p[h>>3];x=+p[D>>3];C=+p[J>>3];d=+p[G>>3];s=b+32|0;p[s>>3]=-(+p[c>>3]*(B*d-n*C)+(+p[E>>3]*(n*g-B*x)+ +p[i>>3]*(x*C-g*d)));d=+p[h>>3];g=+p[a>>3];C=+p[y>>3];x=+p[I>>3];B=+p[z>>3];n=+p[J>>3];r=b+40|0;p[r>>3]=+p[D>>3]*(C*n-d*B)+(+p[G>>3]*(d*g-C*x)+ +p[o>>3]*(x*B-g*n));n=+p[y>>3];g=+p[c>>3];B=+p[i>>3];x=+p[a>>3];C=+p[E>>3];d=+p[z>>3];q=b+48|0;p[q>>3]=-(+p[I>>3]*(B*d-n*C)+(+p[J>>3]*(n*g-B*x)+ +p[h>>3]*(x*C-g*d)));d=+p[i>>3];g=+p[D>>3];C=+p[o>>3];x=+p[c>>3];B=+p[G>>3];n=+p[E>>3];o=b+56|0;p[o>>3]=+p[a>>3]*(C*n-d*B)+(+p[z>>3]*(d*g-C*x)+ +p[y>>3]*(x*B-g*n));n=+p[F>>3];g=+p[J>>3];B=+p[f>>3];x=+p[G>>3];C=+p[I>>3];d=+p[D>>3];d=-(+p[E>>3]*(B*d-n*C)+(+p[c>>3]*(n*g-B*x)+ +p[H>>3]*(x*C-g*d)));i=b+96|0;p[i>>3]=d;g=+p[f>>3];C=+p[z>>3];x=+p[A>>3];B=+p[J>>3];n=+p[a>>3];t=+p[I>>3];h=b+104|0;p[h>>3]=+p[G>>3]*(x*t-g*n)+(+p[D>>3]*(g*C-x*B)+ +p[F>>3]*(B*n-C*t));t=+p[A>>3];C=+p[E>>3];n=+p[H>>3];B=+p[z>>3];x=+p[c>>3];g=+p[a>>3];g=-(+p[J>>3]*(n*g-t*x)+(+p[I>>3]*(t*C-n*B)+ +p[f>>3]*(B*x-C*g)));f=b+112|0;p[f>>3]=g;C=+p[H>>3];x=+p[G>>3];B=+p[F>>3];n=+p[E>>3];t=+p[D>>3];e=+p[c>>3];e=+p[z>>3]*(B*e-C*t)+(+p[a>>3]*(C*x-B*n)+ +p[A>>3]*(n*t-x*e));c=b+120|0;p[c>>3]=e;x=+p[b>>3];t=+p[s>>3];n=+p[m>>3];d=+p[a>>3]*x+ +p[A>>3]*t+(+p[z>>3]*n+ +p[y>>3]*d);p[b>>3]=x/d;p[w>>3]=+p[w>>3]/d;p[v>>3]=+p[v>>3]/d;p[u>>3]=+p[u>>3]/d;p[s>>3]=t/d;p[r>>3]=+p[r>>3]/d;p[q>>3]=+p[q>>3]/d;p[o>>3]=+p[o>>3]/d;p[m>>3]=n/d;p[l>>3]=+p[l>>3]/d;p[k>>3]=+p[k>>3]/d;p[j>>3]=+p[j>>3]/d;p[i>>3]=+p[i>>3]/d;p[h>>3]=+p[h>>3]/d;p[f>>3]=g/d;p[c>>3]=e/d;return}function MAa(a,b){a=a|0;b=b|0;var c=0,d=0;c=u;u=u+32|0;d=c;Kha(d);NAa(a,b,f[d>>2]|0,f[d+4>>2]|0);u=c;return}function NAa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0,i=0,j=0,k=0.0,l=0.0;h=a+732|0;i=a+736|0;if((f[h>>2]|0)==(d|0)){if((f[i>>2]|0)!=(e|0))j=3}else j=3;if((j|0)==3){f[h>>2]=d;f[i>>2]=e;if((b[a>>0]|0)!=2){j=a+744|0;b[j>>0]=b[j>>0]&-29}}i=a+744|0;if(!(b[i>>0]&16)){DAa(a,d,e)|0;k=+p[a+440>>3];l=+p[a+448>>3];g=+p[a+456>>3];g=+L(+(k*k+(l*l+g*g)));h=b[a>>0]|0;if(h<<24>>24!=2){k=+(e|0)/+(d|0);l=+p[a+216>>3]/+p[a+208>>3];if(k<=l)g=g*(l/k)}l=1.0/g;n[a+740>>2]=l;b[i>>0]=b[i>>0]|16;g=l;i=(n[s>>2]=l,f[s>>2]|0)}else{i=f[a+740>>2]|0;g=(f[s>>2]=i,+n[s>>2]);h=b[a>>0]|0}if(!(h<<24>>24)){e=JAa(a,d,e)|0;g=(+n[c+48>>2]*+p[e+24>>3]+ +n[c+52>>2]*+p[e+56>>3]+(+n[c+56>>2]*+p[e+88>>3]+ +n[c+60>>2]*+p[e+120>>3]))*(f[s>>2]=i,+n[s>>2])}n[c>>2]=g*+n[c>>2];e=c+4|0;n[e>>2]=g*+n[e>>2];e=c+8|0;n[e>>2]=g*+n[e>>2];e=c+16|0;n[e>>2]=g*+n[e>>2];e=c+20|0;n[e>>2]=g*+n[e>>2];e=c+24|0;n[e>>2]=g*+n[e>>2];e=c+32|0;n[e>>2]=g*+n[e>>2];e=c+36|0;n[e>>2]=g*+n[e>>2];c=c+40|0;n[c>>2]=g*+n[c>>2];return}function OAa(a){a=a|0;var c=0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0.0,r=0.0;c=a+744|0;if(b[c>>0]&32)return;BAa(a)|0;h=+p[a+248>>3];f=+p[a+256>>3];m=+p[a+264>>3];e=+p[a+280>>3];g=+p[a+288>>3];l=+p[a+296>>3];j=+p[a+312>>3];i=+p[a+320>>3];o=+p[a+328>>3];r=g*o-l*i;q=l*j-e*o;k=e*i-g*j;d=1.0/(h*r+(m*k+f*q));n[a+696>>2]=r*d;n[a+700>>2]=(m*i-f*o)*d;n[a+704>>2]=(f*l-m*g)*d;n[a+708>>2]=q*d;n[a+712>>2]=(h*o-m*j)*d;n[a+716>>2]=(m*e-h*l)*d;n[a+720>>2]=k*d;n[a+724>>2]=(f*j-h*i)*d;n[a+728>>2]=(h*g-f*e)*d;b[c>>0]=b[c>>0]|32;return}function PAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+16|0;u=+n[w>>2];v=b+20|0;t=+n[v>>2];r=b+24|0;s=+n[r>>2];m=b+32|0;g=+n[m>>2];i=b+36|0;e=+n[i>>2];a=b+40|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function QAa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0.0,v=0,w=0,x=0,y=0.0,z=0.0,A=0.0,B=0;OAa(a);q=+n[a+696>>2];A=+n[b>>2];p=+n[a+708>>2];B=b+4|0;z=+n[B>>2];o=+n[a+720>>2];x=b+8|0;y=+n[x>>2];l=+n[a+700>>2];k=+n[a+712>>2];j=+n[a+724>>2];h=+n[a+704>>2];f=+n[a+716>>2];d=+n[a+728>>2];w=b+12|0;u=+n[w>>2];v=b+16|0;t=+n[v>>2];r=b+20|0;s=+n[r>>2];m=b+24|0;g=+n[m>>2];i=b+28|0;e=+n[i>>2];a=b+32|0;c=+n[a>>2];n[b>>2]=q*A+p*z+o*y;n[B>>2]=A*l+z*k+y*j;n[x>>2]=A*h+z*f+y*d;n[w>>2]=q*u+p*t+o*s;n[v>>2]=l*u+k*t+j*s;n[r>>2]=h*u+f*t+d*s;n[m>>2]=q*g+p*e+o*c;n[i>>2]=l*g+k*e+j*c;n[a>>2]=h*g+f*e+d*c;return}function RAa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0,o=0.0,p=0.0,q=0.0,r=0,s=0.0,t=0.0,u=0,v=0.0,w=0,x=0.0,y=0.0,z=0.0,A=0,B=0.0,C=0.0,D=0.0;if((c|0)>(d|0)){f=1.0;e=+(d|0)/+(c|0)}else{f=(d|0)>(c|0)?+(c|0)/+(d|0):1.0;e=1.0}D=+n[b>>2];A=b+4|0;C=+n[A>>2];y=C*0.0;w=b+8|0;x=+n[w>>2];B=x*0.0;z=D*0.0;u=b+16|0;v=+n[u>>2];r=b+20|0;t=+n[r>>2];p=t*0.0;m=b+24|0;o=+n[m>>2];s=o*0.0;q=v*0.0;a=b+32|0;l=+n[a>>2];c=b+36|0;k=+n[c>>2];h=k*0.0;d=b+40|0;g=+n[d>>2];j=g*0.0;i=l*0.0;n[b>>2]=e*D+y+B;n[A>>2]=z+C*f+B;n[w>>2]=z+y+x;n[u>>2]=e*v+p+s;n[r>>2]=q+f*t+s;n[m>>2]=q+p+o;n[a>>2]=e*l+h+j;n[c>>2]=i+f*k+j;n[d>>2]=i+h+g;return}function SAa(a,b){a=a|0;b=b|0;var c=0;a=u;u=u+32|0;c=a;Kha(c);RAa(0,b,f[c>>2]|0,f[c+4>>2]|0);u=a;return}function TAa(a,b,c){a=a|0;b=+b;c=+c;b=b*.5;c=c*.5;p[a>>3]=b;p[a+32>>3]=0.0;p[a+64>>3]=0.0;p[a+96>>3]=b;p[a+8>>3]=0.0;p[a+40>>3]=c;p[a+72>>3]=0.0;p[a+104>>3]=c;p[a+16>>3]=0.0;p[a+48>>3]=0.0;p[a+80>>3]=.5;p[a+112>>3]=.5;p[a+24>>3]=0.0;p[a+56>>3]=0.0;p[a+88>>3]=0.0;p[a+120>>3]=1.0;return}function UAa(a,c){a=a|0;c=c|0;p[a+80>>3]=+p[c>>3];p[a+88>>3]=+p[c+8>>3];p[a+96>>3]=+p[c+16>>3];p[a+104>>3]=+p[c+24>>3];p[a+112>>3]=+p[c+32>>3];p[a+120>>3]=+p[c+40>>3];p[a+128>>3]=+p[c+48>>3];p[a+136>>3]=+p[c+56>>3];p[a+144>>3]=+p[c+64>>3];p[a+152>>3]=+p[c+72>>3];p[a+160>>3]=+p[c+80>>3];p[a+168>>3]=+p[c+88>>3];p[a+176>>3]=+p[c+96>>3];p[a+184>>3]=+p[c+104>>3];p[a+192>>3]=+p[c+112>>3];p[a+200>>3]=+p[c+120>>3];c=a+744|0;b[c>>0]=b[c>>0]&-60;return}function VAa(){if(!(b[257160]|0))MPb(257160)|0;f[64605]=262922;if(!(b[257168]|0))MPb(257168)|0;f[64606]=262923;if(b[257144]|0){f[64607]=262921;return}if(!(MPb(257144)|0)){f[64607]=262921;return}f[64607]=262921;return}function WAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}d=f[64609]|0;if((f[64608]|0)==(d|0)){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;i=a+12|0;f[i>>2]=c;return}g=d+-12|0;h=f[g>>2]|0;j=d+-8|0;i=f[j>>2]|0;d=d+-4|0;e=f[d>>2]|0;f[d>>2]=0;f[j>>2]=0;f[g>>2]=0;d=f[64609]|0;g=d+-12|0;do{d=d+-12|0;f[64609]=d;if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0);d=f[64609]|0}}while((d|0)!=(g|0));f[a>>2]=h;f[a+4>>2]=i;f[a+8>>2]=e;j=a+12|0;f[j>>2]=c;return}function XAa(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;c=a+4|0;a=f[c>>2]|0;if((a|0)==(d|0))return;do{f[c>>2]=a+-20;b=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,b);if(f[b>>2]|0){XAa(b);sOb(f[b>>2]|0)}a=f[c>>2]|0}while((a|0)!=(d|0));return}function YAa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;g=c+8|0;h=f[c>>2]|0;e=h;if((f[g>>2]|0)==(h|0))return;h=c+4|0;a=f[h>>2]|0;if((a|0)!=(e|0))do{f[h>>2]=a+-20;d=a+-16|0;a=f[a+-4>>2]|0;if(a|0)YAa(a,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}a=f[h>>2]|0}while((a|0)!=(e|0));if(!(b[257176]|0))if(MPb(257176)|0){f[64608]=0;f[64609]=0;f[64610]=0}a=f[64609]|0;if(a>>>0<(f[64610]|0)>>>0){f[a>>2]=0;e=a+4|0;f[e>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[e>>2]=f[h>>2];f[a+8>>2]=f[g>>2];f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[64609]=a+12;return}else{ZAa(258432,c);return}}function ZAa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;e=b;c=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));d=e;e=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=g;f[k>>2]=i;d=e;if((c|0)!=(d|0))do{c=c+-12|0;if(f[c>>2]|0){XAa(c);sOb(f[c>>2]|0)}}while((c|0)!=(d|0));if(!e)return;sOb(e);return}function _Aa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=a+12|0;c=f[h>>2]|0;if(c|0)YAa(c,a);d=f[a>>2]|0;if(!d){c=a+4|0;d=a+8|0}else{c=a+4|0;e=f[c>>2]|0;if((e|0)!=(d|0)){do{f[c>>2]=e+-20;g=e+-16|0;e=f[e+-4>>2]|0;if(e|0)YAa(e,g);if(f[g>>2]|0){XAa(g);sOb(f[g>>2]|0)}e=f[c>>2]|0}while((e|0)!=(d|0));d=f[a>>2]|0}sOb(d);d=a+8|0;f[d>>2]=0;f[c>>2]=0;f[a>>2]=0}f[a>>2]=f[b>>2];a=b+4|0;f[c>>2]=f[a>>2];g=b+8|0;f[d>>2]=f[g>>2];f[g>>2]=0;f[a>>2]=0;f[b>>2]=0;b=b+12|0;f[h>>2]=f[b>>2];f[b>>2]=0;return}function $Aa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257216]|0))if(MPb(257216)|0){f[64623]=0;f[64624]=0;f[64625]=0}e=f[64624]|0;if((f[64623]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64624]|0;j=h+-12|0;while(1){e=h+-12|0;f[64624]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-16-i|0)>>>4)<<4);sOb(i);e=f[64624]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function aBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}e=f[64621]|0;if((f[64620]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64621]|0;j=h+-12|0;while(1){e=h+-12|0;f[64621]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64621]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function bBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257200]|0))if(MPb(257200)|0){f[64617]=0;f[64618]=0;f[64619]=0}e=f[64618]|0;if((f[64617]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64618]|0;j=h+-12|0;while(1){e=h+-12|0;f[64618]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64618]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function cBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257192]|0))if(MPb(257192)|0){f[64614]=0;f[64615]=0;f[64616]=0}e=f[64615]|0;if((f[64614]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64615]|0;j=h+-12|0;while(1){e=h+-12|0;f[64615]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64615]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function dBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257184]|0))if(MPb(257184)|0){f[64611]=0;f[64612]=0;f[64613]=0}e=f[64612]|0;if((f[64611]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64612]|0;j=h+-12|0;while(1){e=h+-12|0;f[64612]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-4-i|0)>>>2)<<2);sOb(i);e=f[64612]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function eBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+48|0;q=z+16|0;s=z;x=z+36|0;y=z+32|0;h=z+40|0;f[x>>2]=b;f[y>>2]=c;d=a+36|0;e=a+40|0;c=f[e>>2]|0;t=c-(f[d>>2]|0)>>2;v=a+20|0;w=a+24|0;b=(f[w>>2]|0)-(f[v>>2]|0)>>4;f[h>>2]=b;if((f[a+44>>2]|0)==(c|0))fBa(d,h);else{f[c>>2]=b;f[e>>2]=c+4}n=a+56|0;o=f[n>>2]|0;if(o>>>0<(f[a+60>>2]|0)>>>0){e=f[x>>2]|0;b=f[y>>2]|0;p[o+24>>3]=-1.0;g=+p[e>>3];p[q>>3]=g;m=+p[e+8>>3];h=q+8|0;p[h>>3]=m;p[s>>3]=g;i=s+8|0;p[i>>3]=m;if(b>>>0>1){c=1;while(1){j=+p[e+(c<<4)>>3];if(j<g){d=q;r=9}else if(j>+p[s>>3]){d=s;r=9}if((r|0)==9){r=0;p[d>>3]=j}g=+p[e+(c<<4)+8>>3];if(g<+p[h>>3]){d=q;r=12}else if(g>+p[i>>3]){d=s;r=12}if((r|0)==12){r=0;p[d+8>>3]=g}c=c+1|0;if((c|0)==(b|0))break;g=+p[q>>3]}l=+p[q>>3];k=+p[s>>3];j=+p[h>>3];g=+p[i>>3]}else{l=g;k=g;j=m;g=m}m=(k-l)*.5;k=(g-j)*.5;p[o>>3]=l+m;p[o+8>>3]=j+k;p[o+16>>3]=k*k+m*m;f[n>>2]=o+32}else{gBa(a+52|0,x,y);b=f[y>>2]|0}if(!b){hBa(a,a,t);u=z;return}i=a+28|0;h=0;do{c=f[x>>2]|0;d=c+(h<<4)|0;e=f[w>>2]|0;if((e|0)==(f[i>>2]|0)){iBa(v,d);b=f[y>>2]|0}else{p[e>>3]=+p[d>>3];p[e+8>>3]=+p[c+(h<<4)+8>>3];f[w>>2]=e+16}h=h+1|0}while(h>>>0<b>>>0);hBa(a,a,t);u=z;return}function fBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function gBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;C=u;u=u+32|0;r=C+16|0;t=C;B=a+4|0;d=f[B>>2]|0;i=f[a>>2]|0;w=d-i>>5;e=w+1|0;z=i;g=d;if(e>>>0>134217727)AMb(a);A=a+8|0;y=(f[A>>2]|0)-i|0;i=y>>4;i=y>>5>>>0<67108863?(i>>>0<e>>>0?e:i):134217727;do if(!i)v=0;else if(i>>>0>134217727)vd();else{v=pOb(i<<5)|0;break}while(0);x=v+(w<<5)|0;e=x;y=v+(i<<5)|0;n=f[b>>2]|0;c=f[c>>2]|0;p[v+(w<<5)+24>>3]=-1.0;h=+p[n>>3];p[r>>3]=h;m=+p[n+8>>3];o=r+8|0;p[o>>3]=m;p[t>>3]=h;q=t+8|0;p[q>>3]=m;if(c>>>0>1){i=1;while(1){j=+p[n+(i<<4)>>3];if(j<h){b=r;s=11}else if(j>+p[t>>3]){b=t;s=11}if((s|0)==11){s=0;p[b>>3]=j}h=+p[n+(i<<4)+8>>3];if(h<+p[o>>3]){b=r;s=14}else if(h>+p[q>>3]){b=t;s=14}if((s|0)==14){s=0;p[b+8>>3]=h}i=i+1|0;if((i|0)==(c|0))break;h=+p[r>>3]}l=+p[r>>3];k=+p[t>>3];j=+p[o>>3];h=+p[q>>3]}else{l=h;k=h;j=m;h=m}m=(k-l)*.5;k=(h-j)*.5;p[x>>3]=l+m;p[v+(w<<5)+8>>3]=j+k;p[v+(w<<5)+16>>3]=k*k+m*m;i=x+32|0;if((g|0)!=(z|0)){d=x;do{w=g;g=g+-32|0;p[d+-32>>3]=+p[g>>3];p[d+-24>>3]=+p[w+-24>>3];x=d+-16|0;w=w+-16|0;f[x>>2]=f[w>>2];f[x+4>>2]=f[w+4>>2];f[x+8>>2]=f[w+8>>2];f[x+12>>2]=f[w+12>>2];d=e+-32|0;e=d}while((g|0)!=(z|0));d=f[a>>2]|0}f[a>>2]=e;f[B>>2]=i;f[A>>2]=y;if(!d){u=C;return}sOb(d);u=C;return}function hBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;j=p;l=p+4|0;f[j>>2]=c;f[l>>2]=-1;o=l+4|0;WAa(o,f[64605]|0);m=b+4|0;e=f[m>>2]|0;n=b+8|0;g=f[n>>2]|0;if((e|0)==(g|0)){d=e;c=e}else{h=l+8|0;i=l+12|0;d=e;while(1){if(jBa(a,c,f[d>>2]|0)|0){if((f[l>>2]|0)==-1)f[l>>2]=f[j>>2];c=f[h>>2]|0;if(c>>>0<(f[i>>2]|0)>>>0){f[c>>2]=f[d>>2];q=c+4|0;e=d+4|0;f[q>>2]=0;r=c+8|0;f[r>>2]=0;f[c+12>>2]=0;f[q>>2]=f[e>>2];q=d+8|0;f[r>>2]=f[q>>2];r=d+12|0;f[c+12>>2]=f[r>>2];f[r>>2]=0;f[q>>2]=0;f[e>>2]=0;e=d+16|0;f[c+16>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=(f[h>>2]|0)+20}else kBa(o,d);f[d>>2]=-1}d=d+20|0;if((d|0)==(g|0))break;c=f[j>>2]|0}d=f[m>>2]|0;c=f[n>>2]|0}e=(d|0)==(c|0);a:do if((f[l>>2]|0)==-1){do if(!e){while(1){if(jBa(a,f[d>>2]|0,f[j>>2]|0)|0){k=41;break}d=d+20|0;if((d|0)==(c|0)){k=42;break}}if((k|0)==41){hBa(a,d,f[j>>2]|0);break a}else if((k|0)==42){c=f[n>>2]|0;break}}while(0);if(c>>>0<(f[b+12>>2]|0)>>>0){f[c>>2]=f[j>>2];WAa(c+4|0,f[64605]|0);f[n>>2]=(f[n>>2]|0)+20;break}else{lBa(m,j);break}}else{do if(e)g=c;else{e=d;while(1){if((f[e>>2]|0)==-1)break;e=e+20|0;if((e|0)==(c|0)){k=19;break}}if((k|0)==19){g=c;break}g=e;if((e|0)!=(c|0)){d=g;b:while(1){do{h=d;e=h+20|0;d=e;if((e|0)==(c|0))break b;e=f[e>>2]|0}while((e|0)==-1);r=g;f[r>>2]=e;_Aa(r+4|0,h+24|0);g=r+20|0}d=f[m>>2]|0;c=f[n>>2]|0}}while(0);d=d+(((g-d|0)/20|0)*20|0)|0;if((c|0)==(g|0))d=c;else{e=d+(((c-g|0)/20|0)*20|0)|0;if((e|0)!=(c|0)){do{f[d>>2]=f[e>>2];_Aa(d+4|0,e+4|0);e=e+20|0;d=d+20|0}while((e|0)!=(c|0));c=f[n>>2]|0}if((c|0)==(d|0))d=c;else do{f[n>>2]=c+-20;e=c+-16|0;c=f[c+-4>>2]|0;if(c|0)YAa(c,e);if(f[e>>2]|0){XAa(e);sOb(f[e>>2]|0)}c=f[n>>2]|0}while((c|0)!=(d|0))}if(d>>>0<(f[b+12>>2]|0)>>>0){f[d>>2]=f[l>>2];r=d+4|0;f[r>>2]=0;q=d+8|0;f[q>>2]=0;f[d+12>>2]=0;f[r>>2]=f[o>>2];r=l+8|0;f[q>>2]=f[r>>2];q=l+12|0;f[d+12>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[o>>2]=0;r=l+16|0;f[d+16>>2]=f[r>>2];f[r>>2]=0;f[n>>2]=(f[n>>2]|0)+20;break}else{kBa(m,l);break}}while(0);d=f[l+16>>2]|0;if(d|0)YAa(d,o);if(!(f[o>>2]|0)){u=p;return}XAa(o);sOb(f[o>>2]|0);u=p;return}function iBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=d-m>>4;c=h+1|0;j=m;if(c>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-m|0;e=i>>3;e=i>>4>>>0<134217727?(e>>>0<c>>>0?c:e):268435455;do if(!e)g=0;else if(e>>>0>268435455)vd();else{g=pOb(e<<4)|0;break}while(0);c=g+(h<<4)|0;i=g+(e<<4)|0;p[c>>3]=+p[b>>3];p[g+(h<<4)+8>>3]=+p[b+8>>3];g=c+16|0;if((d|0)!=(j|0)){b=d+-16-m|0;e=c;while(1){h=d;d=d+-16|0;p[e+-16>>3]=+p[d>>3];p[e+-8>>3]=+p[h+-8>>3];if((d|0)==(j|0))break;else e=e+-16|0}c=c+(~(b>>>4)<<4)|0}f[a>>2]=c;f[l>>2]=g;f[k>>2]=i;if(!m)return;sOb(m);return}function jBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0;e=f[a+52>>2]|0;j=+p[e+(b<<5)>>3]-+p[e+(c<<5)>>3];i=+p[e+(b<<5)+8>>3]-+p[e+(c<<5)+8>>3];d=e+(b<<5)+24|0;g=+p[d>>3];if(g==-1.0){h=+L(+(+p[e+(b<<5)+16>>3]));p[d>>3]=h}else h=g;d=e+(c<<5)+24|0;g=+p[d>>3];if(g==-1.0){g=+L(+(+p[e+(c<<5)+16>>3]));p[d>>3]=g}h=h+g;if(!(j*j+i*i<=h*h)){a=0;return a|0}l=f[a+36>>2]|0;e=f[l+(b<<2)>>2]|0;k=f[a+20>>2]|0;o=k+(e<<4)|0;n=f[l+(c<<2)>>2]|0;q=k+(n<<4)|0;m=(f[a+40>>2]|0)-l>>2;d=b+1|0;b=k;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;k=d-e|0;d=c+1|0;if((m|0)==(d|0))d=(f[a+24>>2]|0)-b>>4;else d=f[l+(d<<2)>>2]|0;e=d-n|0;if(!k){a=0;return a|0}else d=0;while(1){if(Cib(q,e,o+(d<<4)|0)|0){d=1;e=15;break}d=d+1|0;if(d>>>0>=k>>>0){d=0;e=15;break}}if((e|0)==15)return d|0;return 0}function kBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*20|0)+12>>2]=0;f[g+(h*20|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*20|0)+8>>2]=f[l>>2];m=b+12|0;f[g+(h*20|0)+12>>2]=f[m>>2];f[m>>2]=0;f[l>>2]=0;f[c>>2]=0;b=b+16|0;f[g+(h*20|0)+16>>2]=f[b>>2];f[b>>2]=0;h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{m=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];g=d+-16|0;l=m+-16|0;f[g>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[g>>2]=f[l>>2];g=m+-12|0;f[n>>2]=f[g>>2];n=m+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[g>>2]=0;f[l>>2]=0;m=m+-4|0;f[d+-4>>2]=f[m>>2];f[m>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function lBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/20|0;d=h+1|0;if(d>>>0>214748364)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/20|0;c=i<<1;c=i>>>0<107374182?(c>>>0<d>>>0?d:c):214748364;do if(!c)g=0;else if(c>>>0>214748364)vd();else{g=pOb(c*20|0)|0;break}while(0);d=g+(h*20|0)|0;e=d;i=g+(c*20|0)|0;f[d>>2]=f[b>>2];WAa(g+(h*20|0)+4|0,f[64605]|0);h=d+20|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{g=c;c=c+-20|0;f[d+-20>>2]=f[c>>2];m=d+-16|0;l=g+-16|0;f[m>>2]=0;n=d+-12|0;f[n>>2]=0;f[d+-8>>2]=0;f[m>>2]=f[l>>2];m=g+-12|0;f[n>>2]=f[m>>2];n=g+-8|0;f[d+-8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[l>>2]=0;g=g+-4|0;f[d+-4>>2]=f[g>>2];f[g>>2]=0;d=e+-20|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;b=g;if((c|0)!=(b|0))do{d=c+-16|0;e=f[c+-4>>2]|0;c=c+-20|0;if(e|0)YAa(e,d);if(f[d>>2]|0){XAa(d);sOb(f[d>>2]|0)}}while((c|0)!=(b|0));if(!g)return;sOb(g);return}function mBa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0.0,F=0.0,G=0;D=u;u=u+32|0;C=D;h=f[c>>2]|0;i=f[a+36>>2]|0;j=f[i+(h<<2)>>2]|0;g=f[a+20>>2]|0;z=g+(j<<4)|0;h=h+1|0;if(((f[a+40>>2]|0)-i>>2|0)==(h|0))g=(f[a+24>>2]|0)-g>>4;else g=f[i+(h<<2)>>2]|0;A=g-j|0;i=a+68|0;j=a+72|0;h=f[j>>2]|0;B=(h-(f[i>>2]|0)|0)/24|0;a:do if(A|0){k=b+32|0;l=b+56|0;n=b+80|0;o=b+40|0;q=b+64|0;r=b+88|0;s=C+8|0;t=b+48|0;v=b+72|0;w=b+96|0;x=C+16|0;y=a+76|0;g=0;while(1){G=z+(g<<4)|0;F=+p[G>>3];E=+p[G+8>>3];m=+p[k>>3]+F*+p[l>>3]+E*+p[n>>3];p[C>>3]=m;p[s>>3]=+p[o>>3]+F*+p[q>>3]+E*+p[r>>3];p[x>>3]=+p[t>>3]+F*+p[v>>3]+E*+p[w>>3];if(h>>>0<(f[y>>2]|0)>>>0){p[h>>3]=m;p[h+8>>3]=+p[s>>3];p[h+16>>3]=+p[x>>3];f[j>>2]=h+24}else oBa(i,C);g=g+1|0;if((g|0)==(A|0))break a;h=f[j>>2]|0}}while(0);j=a+84|0;g=d?0-A|0:A;f[C>>2]=g;k=a+88|0;h=f[k>>2]|0;l=a+92|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=g;f[k>>2]=h+4}else pBa(j,C);if((A|0)>0){g=0;do{i=g+B|0;f[C>>2]=i;h=f[k>>2]|0;if(h>>>0<(f[l>>2]|0)>>>0){f[h>>2]=i;f[k>>2]=h+4}else pBa(j,C);g=g+1|0}while((g|0)!=(A|0))}g=f[c+4>>2]|0;i=f[c+8>>2]|0;if((g|0)==(i|0)){u=D;return}h=d^1;do{mBa(a,b,g,h,e);g=g+20|0}while((g|0)!=(i|0));u=D;return}function nBa(a,b,c,d,e,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;h=a+4|0;l=f[h>>2]|0;g=a+8|0;b=f[g>>2]|0;if(l>>>0<b>>>0){p[l>>3]=+p[c>>3];p[l+8>>3]=+p[c+8>>3];p[l+16>>3]=+p[c+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,c);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[d>>3];p[l+8>>3]=+p[d+8>>3];p[l+16>>3]=+p[d+16>>3];l=l+24|0;f[h>>2]=l}else{oBa(a,d);l=f[h>>2]|0;b=f[g>>2]|0}if(l>>>0<b>>>0){p[l>>3]=+p[e>>3];p[l+8>>3]=+p[e+8>>3];p[l+16>>3]=+p[e+16>>3];f[h>>2]=l+24;return}else{oBa(a,e);return}}function oBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/24|0;c=h+1|0;j=m;if(c>>>0>178956970)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<c>>>0?c:e):178956970;do if(!e)g=0;else if(e>>>0>178956970)vd();else{g=pOb(e*24|0)|0;break}while(0);c=g+(h*24|0)|0;i=g+(e*24|0)|0;p[c>>3]=+p[b>>3];p[g+(h*24|0)+8>>3]=+p[b+8>>3];p[g+(h*24|0)+16>>3]=+p[b+16>>3];e=c+24|0;if((d|0)!=(j|0))do{h=d;d=d+-24|0;p[c+-24>>3]=+p[d>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-24|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function pBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function qBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0;rBa(a)|0;c=a+1235|0;if((b[c>>0]|0)!=1){b[c>>0]=1;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,1,f[a+1352>>2]|0)}}c=f[a+1348>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1340|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1328>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1320|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1308>>2]|0;if(c|0){d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1296>>2]|0;if(c|0){d=a+1300|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1284>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1276|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1264>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1256|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1244>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1236|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1216>>2]|0;if(c|0){d=a+1220|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}c=f[a+1204>>2]|0;if(c|0){d=a+1208|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}d=f[a+1192>>2]|0;if(d|0){e=a+1196|0;c=f[e>>2]|0;if((c|0)!=(d|0))f[e>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d)}c=f[a+1180>>2]|0;if(c|0){d=a+1184|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}e=f[a+1168>>2]|0;if(e|0){c=a+1172|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~(((d+-24-e|0)>>>0)/24|0)*24|0);sOb(e)}c=f[a+1156>>2]|0;if(c|0){d=a+1160|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1144>>2]|0;if(c|0){d=a+1148|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}c=f[a+1132>>2]|0;if(c|0){d=a+1136|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}h=a+1120|0;c=f[h>>2]|0;if(c|0){i=a+1124|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)tBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-4-g|0)>>>2)<<2);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+1108>>2]|0;if(c|0)do{i=c;c=f[c>>2]|0;sOb(i)}while((c|0)!=0);i=a+1100|0;c=f[i>>2]|0;f[i>>2]=0;if(c|0)sOb(c);c=f[a+1088>>2]|0;if(c|0){d=a+1092|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-16-c|0)>>>4)<<4);sOb(c)}c=f[a+1076>>2]|0;if(c|0){d=a+1080|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~(((e+-24-c|0)>>>0)/24|0)*24|0);sOb(c)}h=a+1064|0;c=f[h>>2]|0;if(c|0){i=a+1068|0;d=f[i>>2]|0;if((d|0)!=(c|0)){do{e=d+-16|0;f[i>>2]=e;g=f[d+-4>>2]|0;if(g|0)uBa(g,e);g=f[e>>2]|0;if(g|0){d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-32-g|0)>>>5)<<5);sOb(g)}d=f[i>>2]|0}while((d|0)!=(c|0));c=f[h>>2]|0}sOb(c)}c=f[a+16>>2]|0;if(c|0)iOb(c);c=f[a+8>>2]|0;if(!c)return;iOb(c);return}function rBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+1228|0;if(!(f[c>>2]|0)){a=0;return a|0}f[c>>2]=0;b[a+1233>>0]=0;xBa(a);g=f[a+1064>>2]|0;h=a+1068|0;c=f[h>>2]|0;if((c|0)!=(g|0))do{d=c+-16|0;f[h>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[h>>2]|0}while((c|0)!=(g|0));a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);return a|0}function sBa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o;k=o+24|0;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=c&1;h=j+16|0;do{g=e+16|0;c=f[g>>2]|0;if(c|0){b[j>>0]=i;f[k>>2]=d;xh[f[(f[c>>2]|0)+24>>2]&127](c,j,k);if(b[e+24>>0]|0){f[h>>2]=0;c=f[g>>2]|0;if((e|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);f[g>>2]=0;c=f[h>>2]|0;do if(!c){f[g>>2]=0;m=15}else if((j|0)==(c|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=c;f[h>>2]=0;c=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;c=g}if((j|0)==(c|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));c=f[n>>2]|0;if((f[a>>2]|0)==(c|0)){u=o;return}while(1){if(!(f[c+-16>>2]|0)){e=c;g=0;h=0}else{m=30;break}c=c+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(c|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(c|0)){m=30;break}}if((m|0)==30){u=o;return}}function tBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-4-a|0)>>>2)<<2);if(!(b[257208]|0))if(MPb(257208)|0){f[64620]=0;f[64621]=0;f[64622]=0}a=f[64621]|0;if(a>>>0<(f[64622]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64621]=a+12;return}else{wBa(258480,c);return}}function uBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~((d+-32-a|0)>>>5)<<5);if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}a=f[64627]|0;if(a>>>0<(f[64628]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64627]=a+12;return}else{vBa(258504,c);return}}function vBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-32-b|0)>>>5)<<5);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function wBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function xBa(a){a=a|0;var b=0,c=0,d=0,e=0;e=a+1332|0;if(f[e>>2]|0){c=a+1328|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1324>>2]|0;if(c|0){d=a+1320|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}b=f[a+1308>>2]|0;c=a+1312|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);e=a+1248|0;if(f[e>>2]|0){c=a+1244|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1240>>2]|0;if(c|0){d=a+1236|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1268|0;if(f[e>>2]|0){c=a+1264|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1260>>2]|0;if(c|0){d=a+1256|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}e=a+1288|0;if(f[e>>2]|0){c=a+1284|0;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;c=f[a+1280>>2]|0;if(c|0){d=a+1276|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}c=a+1348|0;b=f[c>>2]|0;if(b|0)do{kJa(f[b+8>>2]|0);b=f[b>>2]|0}while((b|0)!=0);e=a+1352|0;if(!(f[e>>2]|0))return;b=f[c>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);f[c>>2]=0;d=f[a+1344>>2]|0;if(d|0){c=a+1340|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function yBa(a){a=a|0;var c=0,d=0;c=rBa(a)|0;d=a+1235|0;if((b[d>>0]|0)==1)return c|0;b[d>>0]=1;if(!(b[a+1234>>0]|0))return c|0;d=(zQa(f[a>>2]|0)|0)+140|0;sBa(d,1,f[a+1352>>2]|0);return c|0}function zBa(a,c){a=a|0;c=c|0;var e=0,g=0,h=0;f[a>>2]=c;c=a+4|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;eAa(a+24|0);c=a+776|0;n[c>>2]=-1.0;n[a+780>>2]=0.0;n[a+784>>2]=0.0;n[a+788>>2]=1.0;n[a+792>>2]=0.0;n[a+796>>2]=-1.0;n[a+800>>2]=0.0;n[a+804>>2]=1.0;n[a+808>>2]=0.0;n[a+812>>2]=0.0;n[a+816>>2]=-1.0;n[a+820>>2]=1.0;f[a+824>>2]=1065353216;f[a+828>>2]=0;f[a+832>>2]=0;f[a+836>>2]=1065353216;f[a+840>>2]=0;f[a+844>>2]=1065353216;f[a+848>>2]=0;f[a+852>>2]=1065353216;f[a+856>>2]=0;f[a+860>>2]=0;f[a+864>>2]=1065353216;f[a+868>>2]=1065353216;ABa(c);b[a+1040>>0]=0;c=a+1116|0;g=a+1048|0;h=g+68|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;c=a+1120|0;e=a+1235|0;g=c;h=g+112|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));d[c+112>>1]=0;b[c+114>>0]=0;b[e>>0]=1;c=a+1236|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1252>>2]=1.0;c=a+1256|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1272>>2]=1.0;c=a+1276|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;n[a+1292>>2]=1.0;c=a+1336|0;g=a+1296|0;h=g+40|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));n[c>>2]=1.0;h=a+1340|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;n[a+1356>>2]=1.0;a=a+1360|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function ABa(a){a=a|0;var b=0.0,c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0;v=a+12|0;n[v>>2]=-+n[v>>2];b=+n[a>>2];c=+K(+b);n[a+96>>2]=c;v=a+4|0;c=+n[v>>2];d=+K(+c);n[a+100>>2]=d;u=a+8|0;d=+n[u>>2];g=+K(+d);n[a+104>>2]=g;n[a+168>>2]=b>=0.0?1.0:-1.0;n[a+172>>2]=c>=0.0?1.0:-1.0;n[a+176>>2]=d>=0.0?1.0:-1.0;t=a+28|0;n[t>>2]=-+n[t>>2];t=a+16|0;d=+n[t>>2];c=+K(+d);n[a+108>>2]=c;s=a+20|0;c=+n[s>>2];b=+K(+c);n[a+112>>2]=b;r=a+24|0;b=+n[r>>2];g=+K(+b);n[a+116>>2]=g;n[a+180>>2]=d>=0.0?1.0:-1.0;n[a+184>>2]=c>=0.0?1.0:-1.0;n[a+188>>2]=b>=0.0?1.0:-1.0;q=a+44|0;n[q>>2]=-+n[q>>2];q=a+32|0;b=+n[q>>2];c=+K(+b);n[a+120>>2]=c;p=a+36|0;c=+n[p>>2];d=+K(+c);n[a+124>>2]=d;o=a+40|0;d=+n[o>>2];g=+K(+d);n[a+128>>2]=g;n[a+192>>2]=b>=0.0?1.0:-1.0;n[a+196>>2]=c>=0.0?1.0:-1.0;n[a+200>>2]=d>=0.0?1.0:-1.0;m=a+60|0;n[m>>2]=-+n[m>>2];m=a+48|0;d=+n[m>>2];c=+K(+d);n[a+132>>2]=c;l=a+52|0;c=+n[l>>2];b=+K(+c);n[a+136>>2]=b;k=a+56|0;b=+n[k>>2];g=+K(+b);n[a+140>>2]=g;n[a+204>>2]=d>=0.0?1.0:-1.0;n[a+208>>2]=c>=0.0?1.0:-1.0;n[a+212>>2]=b>=0.0?1.0:-1.0;j=a+76|0;n[j>>2]=-+n[j>>2];j=a+64|0;b=+n[j>>2];c=+K(+b);n[a+144>>2]=c;i=a+68|0;c=+n[i>>2];d=+K(+c);n[a+148>>2]=d;h=a+72|0;d=+n[h>>2];g=+K(+d);n[a+152>>2]=g;n[a+216>>2]=b>=0.0?1.0:-1.0;n[a+220>>2]=c>=0.0?1.0:-1.0;n[a+224>>2]=d>=0.0?1.0:-1.0;w=a+92|0;n[w>>2]=-+n[w>>2];d=+n[a+80>>2];c=+K(+d);n[a+156>>2]=c;c=+n[a+84>>2];b=+K(+c);n[a+160>>2]=b;b=+n[a+88>>2];g=+K(+b);n[a+164>>2]=g;n[a+228>>2]=d>=0.0?1.0:-1.0;n[a+232>>2]=c>=0.0?1.0:-1.0;n[a+236>>2]=b>=0.0?1.0:-1.0;g=+n[a>>2];f=+n[v>>2];e=+n[u>>2];e=g*g+(f*f+e*e);n[a+240>>2]=e==0.0?0.0:1.0/e;e=+n[t>>2];f=+n[s>>2];g=+n[r>>2];g=e*e+(f*f+g*g);n[a+244>>2]=g==0.0?0.0:1.0/g;g=+n[q>>2];f=+n[p>>2];e=+n[o>>2];e=g*g+(f*f+e*e);n[a+248>>2]=e==0.0?0.0:1.0/e;e=+n[m>>2];f=+n[l>>2];g=+n[k>>2];g=e*e+(f*f+g*g);n[a+252>>2]=g==0.0?0.0:1.0/g;g=+n[j>>2];f=+n[i>>2];e=+n[h>>2];e=g*g+(f*f+e*e);n[a+256>>2]=e==0.0?0.0:1.0/e;b=d*d+(c*c+b*b);n[a+260>>2]=b==0.0?0.0:1.0/b;return}function BBa(a){a=a|0;var b=0,c=0,d=0.0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0.0;w=u;u=u+32|0;k=w+8|0;s=w;t=YRa(f[a>>2]|0)|0;b=f[t>>2]|0;t=f[t+4>>2]|0;if((b|0)==(t|0)){u=w;return}v=a+1068|0;l=a+1072|0;m=k+4|0;n=k+8|0;o=k+12|0;q=k+8|0;r=k+16|0;j=a+1064|0;do{e=b+4|0;if((f[b>>2]|0)!=(f[e>>2]|0)){CBa(k,f[64607]|0);a=f[v>>2]|0;if(a>>>0<(f[l>>2]|0)>>>0){f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;f[a>>2]=f[k>>2];f[i>>2]=f[m>>2];f[a+8>>2]=f[n>>2];f[n>>2]=0;f[m>>2]=0;f[k>>2]=0;f[a+12>>2]=f[o>>2];f[o>>2]=0;f[v>>2]=(f[v>>2]|0)+16}else{DBa(j,k);a=f[o>>2]|0;if(a|0)uBa(a,k)}a=f[k>>2]|0;if(a|0){c=f[m>>2]|0;if((c|0)!=(a|0))f[m>>2]=c+(~((c+-32-a|0)>>>5)<<5);sOb(a)}a=f[v>>2]|0;i=a+-16|0;c=f[b>>2]|0;g=f[e>>2]|0;if((c|0)!=(g|0)){h=a+-12|0;e=a+-8|0;a=c;do{d=+p[a>>3];z=+p[a+8>>3];y=+p[a+16>>3];x=1.0/+L(+(d*d+(z*z+y*y)));d=d*x;p[k>>3]=d;p[q>>3]=z*x;p[r>>3]=y*x;p[s>>3]=x*+p[a+24>>3];c=f[h>>2]|0;if(c>>>0<(f[e>>2]|0)>>>0){p[c>>3]=d;p[c+8>>3]=+p[q>>3];p[c+16>>3]=+p[r>>3];p[c+24>>3]=+p[s>>3];f[h>>2]=c+32}else EBa(i,k,s);a=a+32|0}while((a|0)!=(g|0))}}b=b+12|0}while((b|0)!=(t|0));u=w;return}function CBa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257224]|0))if(MPb(257224)|0){f[64626]=0;f[64627]=0;f[64628]=0}e=f[64627]|0;if((f[64626]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64627]|0;j=h+-12|0;while(1){e=h+-12|0;f[64627]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~((h+-32-i|0)>>>5)<<5);sOb(i);e=f[64627]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function DBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=(f[j>>2]|0)-c>>4;d=h+1|0;if(d>>>0>268435455)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>3;c=i>>4>>>0<134217727?(c>>>0<d>>>0?d:c):268435455;do if(!c)g=0;else if(c>>>0>268435455)vd();else{g=pOb(c<<4)|0;break}while(0);d=g+(h<<4)|0;e=d;i=g+(c<<4)|0;f[g+(h<<4)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h<<4)+4>>2]=f[c>>2];l=b+8|0;f[g+(h<<4)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;b=b+12|0;f[g+(h<<4)+12>>2]=f[b>>2];f[b>>2]=0;g=d+16|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b}else{do{h=d+-16|0;l=c;c=c+-16|0;f[h>>2]=0;m=d+-12|0;f[m>>2]=0;f[d+-8>>2]=0;f[h>>2]=f[c>>2];h=l+-12|0;f[m>>2]=f[h>>2];m=l+-8|0;f[d+-8>>2]=f[m>>2];f[m>>2]=0;f[h>>2]=0;f[c>>2]=0;l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;d=e+-16|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;b=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((b|0)!=(g|0))do{d=b;b=b+-16|0;c=f[d+-4>>2]|0;if(c|0)uBa(c,b);e=f[b>>2]|0;if(e|0){c=d+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}}while((b|0)!=(g|0));if(!h)return;sOb(h);return}function EBa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=a+4|0;e=f[m>>2]|0;n=f[a>>2]|0;i=e-n>>5;d=i+1|0;k=n;if(d>>>0>134217727)AMb(a);l=a+8|0;j=(f[l>>2]|0)-n|0;g=j>>4;g=j>>5>>>0<67108863?(g>>>0<d>>>0?d:g):134217727;do if(!g)h=0;else if(g>>>0>134217727)vd();else{h=pOb(g<<5)|0;break}while(0);d=h+(i<<5)|0;j=h+(g<<5)|0;p[d>>3]=+p[b>>3];p[h+(i<<5)+8>>3]=+p[b+8>>3];p[h+(i<<5)+16>>3]=+p[b+16>>3];p[h+(i<<5)+24>>3]=+p[c>>3];c=d+32|0;if((e|0)!=(k|0)){b=e+-32-n|0;g=d;while(1){i=e;e=e+-32|0;p[g+-32>>3]=+p[e>>3];p[g+-24>>3]=+p[i+-24>>3];p[g+-16>>3]=+p[i+-16>>3];p[g+-8>>3]=+p[i+-8>>3];if((e|0)==(k|0))break;else g=g+-32|0}d=d+(~(b>>>5)<<5)|0}f[a>>2]=d;f[m>>2]=c;f[l>>2]=j;if(!n)return;sOb(n);return}function FBa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,o=0.0,q=0,r=0,s=0,t=0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0;t=u;u=u+272|0;s=t;if(!(f[c>>2]|0))if(!(f[d>>2]|0)){h=rBa(a)|0;g=a+1235|0;if((b[g>>0]|0)==1){a=h;u=t;return a|0}b[g>>0]=1;if(!(b[a+1234>>0]|0)){a=h;u=t;return a|0}s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,1,f[a+1352>>2]|0);a=h;u=t;return a|0}if(e<0.0){h=f[a>>2]|0;if(g)xEa(h,1,0,0,s);else _Ra(h,s,s+12|0)|0;i=+n[s>>2];j=+n[s+12>>2];if(!(i<=j))e=0.0;else{k=+n[s+4>>2];l=+n[s+16>>2];if(!(k<=l))e=0.0;else{m=+n[s+8>>2];o=+n[s+20>>2];if(!(m<=o))e=0.0;else{j=j-i;l=l-k;o=o-m;e=+L(+(j*j+(l*l+o*o)))/-e}}}}e=e>0.0?e:0.0;q=a+1228|0;h=f[q>>2]|0;switch(h|0){case 1:{f[q>>2]=2;r=16;break}case 2:{r=16;break}default:g=0}if((r|0)==16){if((f[c>>2]|0)==(f[a+4>>2]|0))if((f[d>>2]|0)==(f[a+12>>2]|0))if(!(e!=+p[a+1048>>3])){a=0;u=t;return a|0}g=rBa(a)|0;h=f[q>>2]|0}if(h|0){a=g;u=t;return a|0}h=f[c>>2]|0;g=f[c+4>>2]|0;if(g|0)gOb(g);f[a+4>>2]=h;c=a+8|0;h=f[c>>2]|0;f[c>>2]=g;if(h|0)iOb(h);h=f[d>>2]|0;g=f[d+4>>2]|0;if(g|0)gOb(g);f[a+12>>2]=h;d=a+16|0;h=f[d>>2]|0;f[d>>2]=g;if(h|0)iOb(h);b[a+1040>>0]=e!=0.0&1;p[a+1048>>3]=e;h=a+24|0;bR(h,a9a(AQa(f[a>>2]|0)|0)|0)|0;h=IAa(h)|0;D=+p[h>>3];z=+p[h+8>>3];v=+p[h+16>>3];e=+p[h+24>>3];C=+p[h+32>>3];y=+p[h+40>>3];i=+p[h+48>>3];j=+p[h+56>>3];B=+p[h+64>>3];x=+p[h+72>>3];k=+p[h+80>>3];l=+p[h+88>>3];A=+p[h+96>>3];w=+p[h+104>>3];m=+p[h+112>>3];o=+p[h+120>>3];n[s>>2]=e-D;n[s+4>>2]=j-C;n[s+8>>2]=l-B;n[s+12>>2]=o-A;n[s+16>>2]=e-z;n[s+20>>2]=j-y;n[s+24>>2]=l-x;n[s+28>>2]=o-w;n[s+32>>2]=e-v;n[s+36>>2]=j-i;n[s+40>>2]=l-k;n[s+44>>2]=o-m;n[s+48>>2]=D+e;n[s+52>>2]=C+j;n[s+56>>2]=B+l;n[s+60>>2]=A+o;n[s+64>>2]=z+e;n[s+68>>2]=y+j;n[s+72>>2]=x+l;n[s+76>>2]=w+o;n[s+80>>2]=v+e;n[s+84>>2]=i+j;n[s+88>>2]=k+l;n[s+92>>2]=m+o;ABa(s);GBa(a+776|0,s)|0;f[q>>2]=2;h=a+1235|0;if(b[h>>0]|0){b[h>>0]=0;if(b[a+1234>>0]|0){s=(zQa(f[a>>2]|0)|0)+140|0;sBa(s,0,f[a+1352>>2]|0)}}h=a+1232|0;if(!(b[h>>0]|0)){b[h>>0]=1;Hha(939,a,4)}a=YRa(f[a>>2]|0)|0;a=(f[a>>2]|0)!=(f[a+4>>2]|0);u=t;return a|0}function GBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=f[b>>2]|0;f[b>>2]=f[a>>2];f[a>>2]=c;c=b+4|0;e=f[c>>2]|0;d=a+4|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+8|0;e=f[d>>2]|0;c=a+8|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+12|0;e=f[c>>2]|0;d=a+12|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+16|0;e=b+16|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+20|0;c=f[d>>2]|0;e=a+20|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+24|0;c=f[e>>2]|0;d=a+24|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+28|0;c=f[d>>2]|0;e=a+28|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+32|0;c=b+32|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+36|0;d=f[e>>2]|0;c=a+36|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+40|0;d=f[c>>2]|0;e=a+40|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+44|0;d=f[e>>2]|0;c=a+44|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+48|0;d=b+48|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+52|0;e=f[c>>2]|0;d=a+52|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+56|0;e=f[d>>2]|0;c=a+56|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+60|0;e=f[c>>2]|0;d=a+60|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=a+64|0;e=b+64|0;c=f[e>>2]|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+68|0;c=f[d>>2]|0;e=a+68|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=b+72|0;c=f[e>>2]|0;d=a+72|0;f[e>>2]=f[d>>2];f[d>>2]=c;d=b+76|0;c=f[d>>2]|0;e=a+76|0;f[d>>2]=f[e>>2];f[e>>2]=c;e=a+80|0;c=b+80|0;d=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+84|0;d=f[e>>2]|0;c=a+84|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+88|0;d=f[c>>2]|0;e=a+88|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+92|0;d=f[e>>2]|0;c=a+92|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+96|0;d=b+96|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+100|0;e=f[c>>2]|0;d=a+100|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+104|0;e=f[d>>2]|0;c=a+104|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+108|0;e=b+108|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+112|0;d=f[c>>2]|0;e=a+112|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+116|0;d=f[e>>2]|0;c=a+116|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+120|0;d=b+120|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+124|0;e=f[c>>2]|0;d=a+124|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+128|0;e=f[d>>2]|0;c=a+128|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+132|0;e=b+132|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+136|0;d=f[c>>2]|0;e=a+136|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+140|0;d=f[e>>2]|0;c=a+140|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+144|0;d=b+144|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+148|0;e=f[c>>2]|0;d=a+148|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+152|0;e=f[d>>2]|0;c=a+152|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+156|0;e=b+156|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+160|0;d=f[c>>2]|0;e=a+160|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+164|0;d=f[e>>2]|0;c=a+164|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+168|0;d=b+168|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+172|0;e=f[c>>2]|0;d=a+172|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+176|0;e=f[d>>2]|0;c=a+176|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+180|0;e=b+180|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+184|0;d=f[c>>2]|0;e=a+184|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+188|0;d=f[e>>2]|0;c=a+188|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+192|0;d=b+192|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+196|0;e=f[c>>2]|0;d=a+196|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+200|0;e=f[d>>2]|0;c=a+200|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+204|0;e=b+204|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+208|0;d=f[c>>2]|0;e=a+208|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+212|0;d=f[e>>2]|0;c=a+212|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+216|0;d=b+216|0;e=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=b+220|0;e=f[c>>2]|0;d=a+220|0;f[c>>2]=f[d>>2];f[d>>2]=e;d=b+224|0;e=f[d>>2]|0;c=a+224|0;f[d>>2]=f[c>>2];f[c>>2]=e;c=a+228|0;e=b+228|0;d=f[e>>2]|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=b+232|0;d=f[c>>2]|0;e=a+232|0;f[c>>2]=f[e>>2];f[e>>2]=d;e=b+236|0;d=f[e>>2]|0;c=a+236|0;f[e>>2]=f[c>>2];f[c>>2]=d;c=a+240|0;b=b+240|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];return a|0}function HBa(a,b){a=a|0;b=b|0;if(!a)return;IBa(b);return}function IBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0.0,l=0;j=a+1232|0;b[j>>0]=0;switch(f[a+1228>>2]|0){case 1:{b[j>>0]=1;Hha(939,a,4);return}case 0:return;default:{k=+Gha();g=a+1360|0;p[g>>3]=k;h=a+1368|0;p[h>>3]=k+20.0;c=a+1233|0;do if(!(b[c>>0]|0)){e=JBa(a)|0;b[c>>0]=e&1;if(e){k=+Gha();p[g>>3]=k;if(!(k>=+p[h>>3]))break}c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}while(0);if(!(KBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){i=(zQa(f[a>>2]|0)|0)+140|0;sBa(i,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}c=a+1308|0;d=a+1312|0;while(1){e=f[d>>2]|0;if((f[c>>2]|0)==(e|0))break;l=e+-4|0;e=f[l>>2]|0;f[d>>2]=l;MBa(a,XFa(e)|0);k=+Gha();p[g>>3]=k;if(k>=+p[h>>3]){i=26;break}}if((i|0)==26){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(LBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(NBa(a)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}if(!(OBa(a,a+1256|0)|0)){c=a+1235|0;if(b[c>>0]|0){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}l=OBa(a,a+1276|0)|0;c=a+1235|0;d=b[c>>0]|0;if(l){if(d<<24>>24==1)return;b[c>>0]=1;if(!(b[a+1234>>0]|0))return;l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,1,f[a+1352>>2]|0);return}if(d<<24>>24){b[c>>0]=0;if(b[a+1234>>0]|0){l=(zQa(f[a>>2]|0)|0)+140|0;sBa(l,0,f[a+1352>>2]|0)}}if(b[j>>0]|0)return;b[j>>0]=1;Hha(939,a,4);return}}}function JBa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0;z=u;u=u+32|0;m=z+24|0;l=z+20|0;k=z+16|0;o=z+12|0;q=z+8|0;r=z+28|0;s=z+4|0;t=z;c=f[a+1308>>2]|0;d=a+1312|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);g=a+1332|0;if(f[g>>2]|0){d=a+1328|0;c=f[d>>2]|0;if(c|0)do{x=c;c=f[c>>2]|0;sOb(x)}while((c|0)!=0);f[d>>2]=0;d=f[a+1324>>2]|0;if(d|0){e=a+1320|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[g>>2]=0}x=(AQa(f[a>>2]|0)|0)+224|0;if(!(b[x>>0]&1)){a=1;u=z;return a|0}BBa(a);c=a+1064|0;j=a+1068|0;if((f[c>>2]|0)==(f[j>>2]|0)){a=1;u=z;return a|0}rSa(f[a>>2]|0);i=+Gha();p[a+1360>>3]=i;if(i>=+p[a+1368>>3]){g=f[c>>2]|0;c=f[j>>2]|0;if((c|0)==(g|0)){a=0;u=z;return a|0}do{d=c+-16|0;f[j>>2]=d;e=f[c+-4>>2]|0;if(e|0)uBa(e,d);e=f[d>>2]|0;if(e|0){c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e)}c=f[j>>2]|0}while((c|0)!=(g|0));c=0;u=z;return c|0}x=tSa(f[a>>2]|0)|0;c=f[a>>2]|0;a:do if(x){c=(IRa(c)|0)+8|0;c=f[c>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;if(c|0)c:while(1){do{e=d+12|0;d:do if($Ca(a,f[e>>2]|0)|0){l=f[e>>2]|0;m=l;r=X(m,1540483477)|0;r=(X(r>>>24^r,1540483477)|0)^1866966612;r=X(r>>>13^r,1540483477)|0;r=r>>>15^r;o=f[t>>2]|0;q=(o|0)==0;e:do if(q)e=0;else{k=o+-1|0;j=(k&o|0)==0;if(j)e=r&k;else if(r>>>0<o>>>0)e=r;else e=(r>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(g){if(j)while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if(!((j|0)==(r|0)|(j&k|0)==(e|0)))break e;if((f[g+8>>2]|0)==(l|0))break d}while(1){g=f[g>>2]|0;if(!g)break e;j=f[g+4>>2]|0;if((j|0)!=(r|0)){if(j>>>0>=o>>>0)j=(j>>>0)%(o>>>0)|0;if((j|0)!=(e|0))break e}if((f[g+8>>2]|0)==(l|0))break d}}}while(0);k=pOb(12)|0;f[k+8>>2]=m;f[k+4>>2]=r;f[k>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(q|i*+(o>>>0)<h){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;g=~~+W(+(h/i))>>>0;WCa(s,e>>>0<g>>>0?g:e);e=f[t>>2]|0;g=e+-1|0;if(!(g&e)){j=e;e=g&r;break}if(r>>>0<e>>>0){j=e;e=r}else{j=e;e=(r>>>0)%(e>>>0)|0}}else j=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){f[k>>2]=f[x>>2];f[x>>2]=k;f[g>>2]=x;e=f[k>>2]|0;if(e|0){e=f[e+4>>2]|0;g=j+-1|0;do if(!(g&j))e=e&g;else{if(e>>>0<j>>>0)break;e=(e>>>0)%(j>>>0)|0}while(0);e=(f[s>>2]|0)+(e<<2)|0;y=58}}else{f[k>>2]=f[e>>2];y=58}if((y|0)==58){y=0;f[e>>2]=k}f[v>>2]=(f[v>>2]|0)+1}while(0);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}else{e=gSa(c)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=aDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];bDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{eDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));e=FQa(f[a>>2]|0)|0;c=e+40|0;if(!(b[c>>0]|0))d=e+4|0;else{b[c>>0]=0;f[o>>2]=f[e>>2];d=e+4|0;f[q>>2]=f[d>>2];f[k>>2]=f[o>>2];f[l>>2]=f[q>>2];b[m>>0]=b[r>>0]|0;x=cDa(k,l,m)|0;f[s>>2]=x;f[t>>2]=f[d>>2];f[l>>2]=f[s>>2];f[m>>2]=f[t>>2];dDa(e,l,m)|0}c=f[e>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fDa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));r=fSa(f[a>>2]|0)|0;c=f[r>>2]|0;r=f[r+4>>2]|0;if((c|0)!=(r|0)){s=a+1236|0;t=a+1240|0;v=a+1248|0;w=a+1252|0;x=a+1244|0;do{k=f[c>>2]|0;l=k;f:do if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[t>>2]|0;o=(m|0)==0;g:do if(o)d=0;else{j=m+-1|0;g=(j&m|0)==0;if(g)d=j&q;else if(q>>>0<m>>>0)d=q;else d=(q>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(d<<2)>>2]|0;if(e){if(g)while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if(!((g|0)==(q|0)|(g&j|0)==(d|0)))break g;if((f[e+8>>2]|0)==(k|0))break f}while(1){e=f[e>>2]|0;if(!e)break g;g=f[e+4>>2]|0;if((g|0)!=(q|0)){if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)!=(d|0))break g}if((f[e+8>>2]|0)==(k|0))break f}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;h=+(((f[v>>2]|0)+1|0)>>>0);i=+n[w>>2];do if(o|i*+(m>>>0)<h){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(h/i))>>>0;WCa(s,d>>>0<e>>>0?e:d);d=f[t>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&q;break}if(q>>>0<d>>>0){g=d;d=q}else{g=d;d=(q>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[s>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[j>>2]=f[x>>2];f[x>>2]=j;f[e>>2]=x;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;do if(!(e&g))d=d&e;else{if(d>>>0<g>>>0)break;d=(d>>>0)%(g>>>0)|0}while(0);d=(f[s>>2]|0)+(d<<2)|0;y=105}}else{f[j>>2]=f[d>>2];y=105}if((y|0)==105){y=0;f[d>>2]=j}f[v>>2]=(f[v>>2]|0)+1}while(0);c=c+4|0}while((c|0)!=(r|0))}}while(0);if(!(b[a+1040>>0]|0)){a=1;u=z;return a|0}p[a+1056>>3]=1.0/+p[a+1048>>3];a=1;u=z;return a|0}function KBa(a){a=a|0;var b=0,c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;x=a+1324|0;y=a+1320|0;z=a+1328|0;A=a+1332|0;B=a+1236|0;C=a+1240|0;D=a+1248|0;t=a+1252|0;u=a+1244|0;v=a+1360|0;w=a+1368|0;s=f[a+1328>>2]|0;while(1){g=s;if(!s){b=1;r=63;break}q=f[s+8>>2]|0;m=s;o=s;s=f[m>>2]|0;h=f[x>>2]|0;b=f[g+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)k=i&b;else if(b>>>0<h>>>0)k=b;else k=(b>>>0)%(h>>>0)|0;c=(f[y>>2]|0)+(k<<2)|0;l=f[c>>2]|0;while(1){b=f[l>>2]|0;if((b|0)==(g|0))break;else l=b}if((l|0)==(z|0))r=16;else{b=f[l+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)!=(k|0))r=16}do if((r|0)==16){r=0;b=f[g>>2]|0;if(b|0){b=f[b+4>>2]|0;if(j)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(k|0))break}f[c>>2]=0}while(0);c=f[g>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(k|0)){f[(f[y>>2]|0)+(c<<2)>>2]=l;b=f[m>>2]|0}}f[l>>2]=b;f[g>>2]=0;f[A>>2]=(f[A>>2]|0)+-1;sOb(o);a:do if($Ca(a,q)|0){i=q;l=X(i,1540483477)|0;l=(X(l>>>24^l,1540483477)|0)^1866966612;l=X(l>>>13^l,1540483477)|0;l=l>>>15^l;j=f[C>>2]|0;k=(j|0)==0;b:do if(k)b=0;else{h=j+-1|0;g=(h&j|0)==0;if(g)b=h&l;else if(l>>>0<j>>>0)b=l;else b=(l>>>0)%(j>>>0)|0;c=f[(f[B>>2]|0)+(b<<2)>>2]|0;if(c){if(g)while(1){c=f[c>>2]|0;if(!c)break b;o=f[c+4>>2]|0;if(!((o|0)==(l|0)|(o&h|0)==(b|0)))break b;if((f[c+8>>2]|0)==(q|0))break a}while(1){c=f[c>>2]|0;if(!c)break b;g=f[c+4>>2]|0;if((g|0)!=(l|0)){if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(b|0))break b}if((f[c+8>>2]|0)==(q|0))break a}}}while(0);h=pOb(12)|0;f[h+8>>2]=i;f[h+4>>2]=l;f[h>>2]=0;d=+(((f[D>>2]|0)+1|0)>>>0);e=+n[t>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WCa(B,b>>>0<c>>>0?c:b);b=f[C>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&l;break}if(l>>>0<b>>>0){g=b;b=l}else{g=b;b=(l>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[B>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){f[h>>2]=f[u>>2];f[u>>2]=h;f[c>>2]=u;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[B>>2]|0)+(b<<2)|0;r=60}}else{f[h>>2]=f[b>>2];r=60}if((r|0)==60){r=0;f[b>>2]=h}f[D>>2]=(f[D>>2]|0)+1}while(0);e=+Gha();p[v>>3]=e;if(e>=+p[w>>3]){b=0;r=63;break}}if((r|0)==63)return b|0;return 0}function LBa(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;t=a+1296|0;u=a+1300|0;v=a+1360|0;w=a+1368|0;x=a+1236|0;y=a+1240|0;z=a+1248|0;A=a+1252|0;B=a+1244|0;while(1){b=f[u>>2]|0;if((f[t>>2]|0)==(b|0)){b=1;r=39;break}b=b+-4|0;s=f[b>>2]|0;f[u>>2]=b;b=f[s+4>>2]|0;s=f[s+8>>2]|0;if((b|0)!=(s|0))do{k=f[b>>2]|0;l=k;a:do if(0==0?((h[k+200+4>>0]|0)&3|0)==1:0)if($Ca(a,k)|0){q=X(l,1540483477)|0;q=(X(q>>>24^q,1540483477)|0)^1866966612;q=X(q>>>13^q,1540483477)|0;q=q>>>15^q;m=f[y>>2]|0;o=(m|0)==0;b:do if(o)c=0;else{j=m+-1|0;i=(j&m|0)==0;if(i)c=j&q;else if(q>>>0<m>>>0)c=q;else c=(q>>>0)%(m>>>0)|0;d=f[(f[x>>2]|0)+(c<<2)>>2]|0;if(d){if(i)while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if(!((i|0)==(q|0)|(i&j|0)==(c|0)))break b;if((f[d+8>>2]|0)==(k|0))break a}while(1){d=f[d>>2]|0;if(!d)break b;i=f[d+4>>2]|0;if((i|0)!=(q|0)){if(i>>>0>=m>>>0)i=(i>>>0)%(m>>>0)|0;if((i|0)!=(c|0))break b}if((f[d+8>>2]|0)==(k|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=l;f[j+4>>2]=q;f[j>>2]=0;e=+(((f[z>>2]|0)+1|0)>>>0);g=+n[A>>2];do if(o|g*+(m>>>0)<e){c=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;d=~~+W(+(e/g))>>>0;WCa(x,c>>>0<d>>>0?d:c);c=f[y>>2]|0;d=c+-1|0;if(!(d&c)){i=c;c=d&q;break}if(q>>>0<c>>>0){i=c;c=q}else{i=c;c=(q>>>0)%(c>>>0)|0}}else i=m;while(0);d=(f[x>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[j>>2]=f[B>>2];f[B>>2]=j;f[d>>2]=B;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=i+-1|0;if(!(d&i))c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;c=(f[x>>2]|0)+(c<<2)|0;r=36}}else{f[j>>2]=f[c>>2];r=36}if((r|0)==36){r=0;f[c>>2]=j}f[z>>2]=(f[z>>2]|0)+1}while(0);b=b+4|0}while((b|0)!=(s|0));g=+Gha();p[v>>3]=g;if(g>=+p[w>>3]){b=0;r=39;break}}if((r|0)==39)return b|0;return 0}function MBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0,o=0,q=0,r=0,s=0.0;q=u;u=u+48|0;o=q+40|0;c=q;Xib(c,b);d=f[a+1064>>2]|0;i=f[a+1068>>2]|0;if((d|0)==(i|0)){u=q;return}k=+p[c>>3];l=+p[c+8>>3];m=+p[c+16>>3];j=+p[c+24>>3];c=0;a:do{e=f[d>>2]|0;h=f[d+4>>2]|0;b:do if((e|0)!=(h|0)){g=2;do{s=+p[e+24>>3]+(k*+p[e>>3]+(l*+p[e+8>>3]+m*+p[e+16>>3]));r=!(s*s>=j)?1:s<0.0?0:2;g=(r|0)<(g|0)?r:g;e=e+32|0}while((e|0)!=(h|0));switch(g|0){case 2:{n=17;break a}case 1:break;default:break b}c=1}while(0);d=d+16|0}while((d|0)!=(i|0));if((n|0)==17){u=q;return}if(!c){u=q;return}c=f[b+12>>2]|0;d=f[b+16>>2]|0;if((c|0)!=(d|0))do{MBa(a,c);c=c+72|0}while((c|0)!=(d|0));c=f[b+24>>2]|0;g=f[b+28>>2]|0;if((c|0)==(g|0)){u=q;return}h=a+1300|0;i=a+1304|0;e=a+1296|0;do{f[o>>2]=c;d=f[h>>2]|0;if(d>>>0<(f[i>>2]|0)>>>0){f[d>>2]=c;f[h>>2]=(f[h>>2]|0)+4}else _Ca(e,o);c=c+20|0}while((c|0)!=(g|0));u=q;return}function NBa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,Y=0.0,Z=0.0,_=0.0,$=0.0,aa=0.0;M=u;u=u+272|0;d=M;b=AQa(f[a>>2]|0)|0;c=a+24|0;if(gAa(c,a9a(b)|0)|0){b=a+1360|0;c=a+1368|0;e=a+776|0}else{bR(c,a9a(b)|0)|0;e=IAa(c)|0;aa=+p[e>>3];Y=+p[e+8>>3];S=+p[e+16>>3];R=+p[e+24>>3];$=+p[e+32>>3];V=+p[e+40>>3];Q=+p[e+48>>3];P=+p[e+56>>3];_=+p[e+64>>3];U=+p[e+72>>3];O=+p[e+80>>3];N=+p[e+88>>3];Z=+p[e+96>>3];T=+p[e+104>>3];g=+p[e+112>>3];h=+p[e+120>>3];n[d>>2]=R-aa;n[d+4>>2]=P-$;n[d+8>>2]=N-_;n[d+12>>2]=h-Z;n[d+16>>2]=R-Y;n[d+20>>2]=P-V;n[d+24>>2]=N-U;n[d+28>>2]=h-T;n[d+32>>2]=R-S;n[d+36>>2]=P-Q;n[d+40>>2]=N-O;n[d+44>>2]=h-g;n[d+48>>2]=aa+R;n[d+52>>2]=$+P;n[d+56>>2]=_+N;n[d+60>>2]=Z+h;n[d+64>>2]=Y+R;n[d+68>>2]=V+P;n[d+72>>2]=U+N;n[d+76>>2]=T+h;n[d+80>>2]=S+R;n[d+84>>2]=Q+P;n[d+88>>2]=O+N;n[d+92>>2]=g+h;ABa(d);e=a+776|0;GBa(e,d)|0;YCa(a,a+1256|0);YCa(a,a+1276|0);h=+Gha();b=a+1360|0;p[b>>3]=h;c=a+1368|0;if(h>=+p[c>>3]){L=0;u=M;return L|0}}v=a+1240|0;w=a+1236|0;x=a+1244|0;y=a+1248|0;z=a+1256|0;A=a+1260|0;B=a+1268|0;C=a+1272|0;D=a+1256|0;E=a+1264|0;F=a+1276|0;G=a+1280|0;H=a+1288|0;I=a+1292|0;J=a+1276|0;K=a+1284|0;t=f[a+1244>>2]|0;while(1){i=t;if(!t){b=1;L=101;break}s=f[t+8>>2]|0;q=t;r=t;t=f[q>>2]|0;j=f[v>>2]|0;d=f[i+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&d;else if(d>>>0<j>>>0)m=d;else m=(d>>>0)%(j>>>0)|0;a=(f[w>>2]|0)+(m<<2)|0;o=f[a>>2]|0;while(1){d=f[o>>2]|0;if((d|0)==(i|0))break;else o=d}if((o|0)==(x|0))L=19;else{d=f[o+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(m|0))L=19}do if((L|0)==19){L=0;d=f[i>>2]|0;if(d|0){d=f[d+4>>2]|0;if(l)d=d&k;else if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)==(m|0))break}f[a>>2]=0}while(0);a=f[i>>2]|0;d=a;if(a){a=f[a+4>>2]|0;if(l)a=a&k;else if(a>>>0>=j>>>0)a=(a>>>0)%(j>>>0)|0;if((a|0)!=(m|0)){f[(f[w>>2]|0)+(a<<2)>>2]=o;d=f[q>>2]|0}}f[o>>2]=d;f[i>>2]=0;f[y>>2]=(f[y>>2]|0)+-1;sOb(r);a=s+200|0;d=f[a>>2]|0;if(!((d&33554432|0)==0&0==0)){LJa(s);d=f[a>>2]|0}if(!((d&16777216|0)==0&0==0))MJa(s);m=s;o=X(m,1540483477)|0;o=(X(o>>>24^o,1540483477)|0)^1866966612;o=X(o>>>13^o,1540483477)|0;o=o>>>15^o;a:do if(ZCa(e,s+168|0,+n[s+152>>2])|0){k=f[A>>2]|0;l=(k|0)==0;b:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[D>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break b;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break b;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break b;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break b}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[B>>2]|0)+1|0)>>>0);h=+n[C>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(z,d>>>0<a>>>0?a:d);d=f[A>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[D>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[E>>2];f[E>>2]=j;f[a>>2]=E;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[D>>2]|0)+(d<<2)|0;L=67}}else{f[j>>2]=f[d>>2];L=67}if((L|0)==67){L=0;f[d>>2]=j}f[B>>2]=(f[B>>2]|0)+1}else{k=f[G>>2]|0;l=(k|0)==0;c:do if(l)d=0;else{j=k+-1|0;i=(j&k|0)==0;if(i)d=j&o;else if(o>>>0<k>>>0)d=o;else d=(o>>>0)%(k>>>0)|0;a=f[(f[J>>2]|0)+(d<<2)>>2]|0;if(a){if(i)while(1){a=f[a>>2]|0;if(!a)break c;r=f[a+4>>2]|0;if(!((r|0)==(o|0)|(r&j|0)==(d|0)))break c;if((f[a+8>>2]|0)==(s|0))break a}while(1){a=f[a>>2]|0;if(!a)break c;i=f[a+4>>2]|0;if((i|0)!=(o|0)){if(i>>>0>=k>>>0)i=(i>>>0)%(k>>>0)|0;if((i|0)!=(d|0))break c}if((f[a+8>>2]|0)==(s|0))break a}}}while(0);j=pOb(12)|0;f[j+8>>2]=m;f[j+4>>2]=o;f[j>>2]=0;g=+(((f[H>>2]|0)+1|0)>>>0);h=+n[I>>2];do if(l|h*+(k>>>0)<g){d=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;a=~~+W(+(g/h))>>>0;WCa(F,d>>>0<a>>>0?a:d);d=f[G>>2]|0;a=d+-1|0;if(!(a&d)){i=d;d=a&o;break}if(o>>>0<d>>>0){i=d;d=o}else{i=d;d=(o>>>0)%(d>>>0)|0}}else i=k;while(0);a=(f[J>>2]|0)+(d<<2)|0;d=f[a>>2]|0;if(!d){f[j>>2]=f[K>>2];f[K>>2]=j;f[a>>2]=K;d=f[j>>2]|0;if(d|0){d=f[d+4>>2]|0;a=i+-1|0;if(!(a&i))d=d&a;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[J>>2]|0)+(d<<2)|0;L=98}}else{f[j>>2]=f[d>>2];L=98}if((L|0)==98){L=0;f[d>>2]=j}f[H>>2]=(f[H>>2]|0)+1}while(0);aa=+Gha();p[b>>3]=aa;if(aa>=+p[c>>3]){b=0;L=101;break}}if((L|0)==101){u=M;return b|0}return 0}function OBa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0.0;r=AQa(f[a>>2]|0)|0;s=b+4|0;t=b+8|0;u=b+12|0;v=a+1360|0;o=a+1368|0;m=f[b+8>>2]|0;while(1){e=m;if(!m){w=32;break}q=f[m+8>>2]|0;l=m;n=m;m=f[l>>2]|0;g=f[s>>2]|0;c=f[e+4>>2]|0;h=g+-1|0;i=(h&g|0)==0;if(i)j=h&c;else if(c>>>0<g>>>0)j=c;else j=(c>>>0)%(g>>>0)|0;d=(f[b>>2]|0)+(j<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(e|0))break;else k=c}if((k|0)==(t|0))w=16;else{c=f[k+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)!=(j|0))w=16}do if((w|0)==16){w=0;c=f[e>>2]|0;if(c|0){c=f[c+4>>2]|0;if(i)c=c&h;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(j|0))break}f[d>>2]=0}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(i)d=d&h;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(j|0)){f[(f[b>>2]|0)+(d<<2)>>2]=k;c=f[l>>2]|0}}f[k>>2]=c;f[e>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;sOb(n);PBa(a,q);x=+Gha();p[v>>3]=x;if(x>=+p[o>>3]){w=31;break}}if((w|0)==31){u9a(r);w=0;return w|0}else if((w|0)==32){u9a(r);w=1;return w|0}return 0}
+function B_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;a=f[a+4>>2]|0;i=f[c>>2]|0;h=f[a+780>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(h>>>0>i>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;a=f[(f[a+776>>2]|0)+(j<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}a:do if(e){while(1){h=f[a+4>>2]|0;e=(h|0)==(i|0);if(!(e|(h&g|0)==(j|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(i|0)){k=a;break a}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(i|0)){if((f[a+8>>2]|0)==(i|0)){k=a;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(j|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=b[k+12>>0]|0;if((a&255)>1){r=a;return r|0}j=f[c+4>>2]|0;switch(d|0){case 5:{a=k+56|0;h=f[k+60>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}b:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){q=a;break b}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){q=a;break b}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=q+8+5|0;break}case 3:{a=k+76|0;h=f[k+80>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}c:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){p=a;break c}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){p=a;break c}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=p+12|0;break}case 4:{a=k+96|0;h=f[k+100>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}d:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){o=a;break d}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){o=a;break d}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=o+12|0;break}case 1:{a=k+136|0;h=f[k+140>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}e:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){n=a;break e}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){n=a;break e}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=n+12|0;break}case 7:{a=k+116|0;h=f[k+120>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}f:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){m=a;break f}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){m=a;break f}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=m+12|0;break}case 8:{a=k+36|0;h=f[k+40>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}g:do if(e){while(1){r=f[a+4>>2]|0;e=(r|0)==(j|0);if(!(e|(r&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){l=a;break g}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){l=a;break g}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=l+8+5|0;break}case 10:{a=k+16|0;h=f[k+20>>2]|0;if(!h){r=0;return r|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&j;else if(h>>>0>j>>>0)i=j;else i=(j>>>0)%(h>>>0)|0;a=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!a){r=0;return r|0}a=f[a>>2]|0;if(!a){r=0;return r|0}h:do if(e){while(1){q=f[a+4>>2]|0;e=(q|0)==(j|0);if(!(e|(q&g|0)==(i|0))){a=0;e=156;break}if(e)if((f[a+8>>2]|0)==(j|0)){r=a;break h}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}else{while(1){e=f[a+4>>2]|0;if((e|0)==(j|0)){if((f[a+8>>2]|0)==(j|0)){r=a;break h}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){a=0;e=156;break}}a=f[a>>2]|0;if(!a){a=0;e=156;break}}if((e|0)==156)return a|0}while(0);a=r+8+5|0;break}default:{r=3;return r|0}}a=b[a>>0]|0;if((a&255)<3)return 197120>>>((a&255)<<3&16777215)&255|0;else{r=3;return r|0}return 0}function C_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;f_a(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;f_a(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function D_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;qZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;qZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function E_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;yZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;yZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function F_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;GZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;GZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function G_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;OZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;OZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function H_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;WZa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;WZa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function I_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;m=u;u=u+16|0;j=m;f[j>>2]=0;l=j+4|0;f[l>>2]=0;f[j+8>>2]=0;d=f[c>>2]|0;h=f[c+4>>2]|0;i=d+(h<<3)|0;a:do if(!h)k=9;else{g=c+20|0;h=j+8|0;do{b:do switch((K_a(a,b,f[g>>2]|0,d)|0)<<24>>24){case 0:{g=0;break a}case 3:{e=f[l>>2]|0;if((e|0)==(f[h>>2]|0)){b_a(j,d);break b}else{o=d;n=f[o+4>>2]|0;f[e>>2]=f[o>>2];f[e+4>>2]=n;f[l>>2]=(f[l>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(i|0));if((f[j>>2]|0)==(f[l>>2]|0))k=9;else{L_a(c+24|0,j,c);g=1}}while(0);if((k|0)==9){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[j>>2]|0;if(!d){u=m;return g|0}e=f[l>>2]|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=m;return g|0}function J_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;if((b|0)==(c|0))return;j=a+4|0;i=f[j>>2]|0;if((i|0)==(c|0)){g=b;a=c}else{do{f[b>>2]=f[c>>2];f[b+4>>2]=f[c+4>>2];h=c+8|0;g=b+8|0;a=f[g>>2]|0;e=b+12|0;if(!a)a=b+16|0;else{d=f[e>>2]|0;if((d|0)!=(a|0))f[e>>2]=d+(~((d+-8-a|0)>>>3)<<3);sOb(a);a=b+16|0;f[a>>2]=0;f[e>>2]=0;f[g>>2]=0}f[g>>2]=f[h>>2];g=c+12|0;f[e>>2]=f[g>>2];e=c+16|0;f[a>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[h>>2]=0;f[c>>2]=0;f[b+20>>2]=f[c+20>>2];a=c+24|0;h=b+24|0;g=f[a>>2]|0;f[a>>2]=0;a=f[h>>2]|0;f[h>>2]=g;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);c=c+28|0;b=b+28|0}while((c|0)!=(i|0));g=b;a=f[j>>2]|0}if((a|0)==(g|0))return;do{c=a+-28|0;f[j>>2]=c;i=a+-4|0;b=f[i>>2]|0;f[i>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=a+-20|0;d=f[b>>2]|0;e=a+-16|0;if((d|0)==(f[e>>2]|0)){a=f[c>>2]|0;if(!a)a=d;else{tOb(a);a=f[b>>2]|0}}else a=d;if(a|0){b=f[e>>2]|0;if((b|0)!=(a|0))f[e>>2]=b+(~((b+-8-a|0)>>>3)<<3);sOb(a)}a=f[j>>2]|0}while((a|0)!=(g|0));return}function K_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l+4|0;i=l;k=(d&1|0)==0;f[i>>2]=f[e>>2];f[j>>2]=f[i>>2];d=mSa(c,j)|0;if(!d){e=0;u=l;return e|0}i=f[e+4>>2]|0;h=f[d+24>>2]|0;a:do if(h|0){g=h+-1|0;c=(g&h|0)==0;if(c)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;d=f[(f[d+20>>2]|0)+(j<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(c)while(1){h=f[d+4>>2]|0;c=(i|0)==(h|0);if(!(c|(h&g|0)==(j|0)))break a;if(c)if((f[d+8>>2]|0)==(i|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){c=f[d+4>>2]|0;if((i|0)==(c|0)){if((f[d+8>>2]|0)==(i|0))break b}else{if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(j|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);d=f[d+16>>2]|0;if(d|0){if(k){e=1;u=l;return e|0}d=f[d+4>>2]|0;if(d|0)if(b[(f[d+44>>2]|0)+148>>0]&2){e=1;u=l;return e|0}e=0;u=l;return e|0}}}}while(0);e=B_a(a,e,5)|0;u=l;return e|0}function L_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;i=o;l=b+4|0;cFa(f[b>>2]|0,f[l>>2]|0,i);d=f[b>>2]|0;e=f[l>>2]|0;a:do if((d|0)==(e|0)){g=d;n=6}else{g=d+8|0;if((g|0)!=(e|0))while(1){if((f[d>>2]|0)==(f[d+8>>2]|0))if((f[d+4>>2]|0)==(f[d+12>>2]|0)){g=d;n=6;break a}d=g+8|0;if((d|0)==(e|0))break;else{m=g;g=d;d=m}}}while(0);if((n|0)==6)if((g|0)!=(e|0)){d=g+16|0;if((d|0)==(e|0))d=g;else{h=d;d=g;g=g+8|0;while(1){if((f[d>>2]|0)==(f[h>>2]|0)){if((f[d+4>>2]|0)!=(f[g+12>>2]|0))n=11}else n=11;if((n|0)==11){n=0;d=d+8|0;j=h;k=f[j+4>>2]|0;m=d;f[m>>2]=f[j>>2];f[m+4>>2]=k}g=h+8|0;if((g|0)==(e|0))break;else{m=h;h=g;g=m}}e=f[l>>2]|0}d=d+8|0;if((e|0)!=(d|0))f[l>>2]=e+(~((e+-8-d|0)>>>3)<<3)}g=f[c>>2]|0;m=c+4|0;cFa(g,g+(f[m>>2]<<3)|0,i);g=f[c>>2]|0;d=f[m>>2]|0;j=g+(d<<3)|0;b:do switch(d|0){case 0:{e=g;n=21;break}case 1:{e=j;d=1;break}default:{e=g;h=g+8|0;i=f[g>>2]|0;while(1){k=i;i=f[h>>2]|0;if((k|0)==(i|0))if((f[e+4>>2]|0)==(f[e+12>>2]|0)){n=21;break b}e=h+8|0;if((e|0)==(j|0)){e=j;break}else{k=h;h=e;e=k}}}}while(0);if((n|0)==21)if((e|0)==(j|0))e=j;else{d=e+8|0;g=e;c:while(1){h=g+4|0;do{e=d;d=d+8|0;if((d|0)==(j|0))break c;if((f[g>>2]|0)!=(f[d>>2]|0))break}while((f[h>>2]|0)==(f[e+12>>2]|0));k=g+8|0;e=d;h=f[e+4>>2]|0;i=k;f[i>>2]=f[e>>2];f[i+4>>2]=h;g=k}e=g+8|0;g=f[c>>2]|0;d=f[m>>2]|0}i=d-(g+(d<<3)-e>>3)|0;f[m>>2]=i;k=g+(i<<3)|0;d=f[b>>2]|0;j=f[l>>2]|0;d:do if((d|0)!=(j|0)&(i|0)!=0){e=g;do{h=f[d>>2]|0;i=d+4|0;while(1){g=f[e>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0)break;if((f[e+4>>2]|0)>>>0>=(f[i>>2]|0)>>>0)break}e=e+8|0;if((e|0)==(k|0))break d}if((g|0)==(h|0))if((f[e+4>>2]|0)==(f[i>>2]|0)){l=e;f[l>>2]=0;f[l+4>>2]=-1}d=d+8|0}while((d|0)!=(j|0)&(e|0)!=(k|0))}while(0);h=f[c>>2]|0;d=f[m>>2]|0;i=h+(d<<3)|0;e:do if(!d){e=h;n=43}else{e=h;while(1){if(!(f[e>>2]|0))if((f[e+4>>2]|0)==-1){n=43;break e}e=e+8|0;if((e|0)==(i|0)){g=i;e=h;break}}}while(0);if((n|0)==43)if((e|0)==(i|0)){g=i;e=h}else{d=e;g=e;f:while(1){do{e=d;d=d+8|0;if((d|0)==(i|0))break f;if(f[d>>2]|0)break}while((f[e+12>>2]|0)==-1);k=d;l=f[k+4>>2]|0;n=g;f[n>>2]=f[k>>2];f[n+4>>2]=l;g=g+8|0}e=f[c>>2]|0;d=f[m>>2]|0}f[m>>2]=d-(e+(d<<3)-g>>3);d=f[a>>2]|0;if(Pg[f[(f[d>>2]|0)+20>>2]&1023](d)|0){oh[f[(f[d>>2]|0)+8>>2]&1023](d,c);u=o;return}else{oh[f[(f[d>>2]|0)+12>>2]&1023](d,b);u=o;return}}function M_a(a){a=a|0;var b=0,c=0;b=a+12|0;if((f[b>>2]|0)!=2)return;c=a+4|0;fZa(f[c>>2]|0,a,f[(f[a+8>>2]|0)+232>>2]|0);if((f[b>>2]|0)!=2)return;gZa(f[c>>2]|0,0);return}function N_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;n=p+4|0;m=p;o=f[(f[a+8>>2]|0)+232>>2]|0;e=f[b>>2]|0;f[m>>2]=e;f[n>>2]=f[m>>2];if(!(LQa(o,n)|0)){u=p;return}m=f[a+4>>2]|0;i=f[m+780>>2]|0;a:do if(i|0){j=i+-1|0;k=(j&i|0)==0;if(k)d=j&e;else if(i>>>0>e>>>0)d=e;else d=(e>>>0)%(i>>>0)|0;l=m+776|0;g=f[l>>2]|0;b=f[g+(d<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(k)while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&j|0)==(d|0)))break a;if(c)if((f[b+8>>2]|0)==(e|0)){n=b;break b}b=f[b>>2]|0;if(!b)break a}else while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){n=b;break b}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(d|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);if(k)e=j&e;else if(i>>>0<=e>>>0)e=(e>>>0)%(i>>>0)|0;c=g+(e<<2)|0;g=f[c>>2]|0;while(1){b=f[g>>2]|0;if((b|0)==(n|0))break;else g=b}if((g|0)==(m+784|0))h=33;else{b=f[g+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0))d=n;else h=33}do if((h|0)==33){b=f[n>>2]|0;if(b|0){b=f[b+4>>2]|0;if(k)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(e|0)){d=n;break}}f[c>>2]=0;d=n}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(k)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(e|0)){f[(f[l>>2]|0)+(c<<2)>>2]=g;b=f[n>>2]|0}}f[g>>2]=b;f[d>>2]=0;b=m+788|0;f[b>>2]=(f[b>>2]|0)+-1;b=f[n+144>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+136|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+124>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+116|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+104>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+96|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+84>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+76|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+64>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+56|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+44>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+36|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);b=f[n+24>>2]|0;if(b|0)do{m=b;b=f[b>>2]|0;sOb(m)}while((b|0)!=0);m=n+16|0;b=f[m>>2]|0;f[m>>2]=0;if(b|0)sOb(b);sOb(n)}}}while(0);n=f[(f[a>>2]|0)+28>>2]|0;o=ORa(o)|0;oh[n&1023](a,o);u=p;return}function O_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=f[(f[a+8>>2]|0)+232>>2]|0;g=f[a+4>>2]|0;switch(b|0){case 0:{b=f[g+8>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{w_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+20>>2]|0;c=f[g+24>>2]|0;if((b|0)!=(c|0))do{w_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));CYa(g);return}case 1:{e=g+32|0;b=f[g+40>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{v_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+52>>2]|0;c=f[g+56>>2]|0;if((b|0)!=(c|0))do{v_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));DYa(e);return}case 2:{e=g+64|0;b=f[g+72>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+84>>2]|0;c=f[g+88>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);e=g+96|0;b=f[g+104>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{I_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+116>>2]|0;c=f[g+120>>2]|0;if((b|0)!=(c|0))do{I_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));TYa(e);return}case 8:{e=g+224|0;b=f[g+232>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{t_a(a,h,c);c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+244>>2]|0;c=f[g+248>>2]|0;if((b|0)!=(c|0))do{t_a(a,h,b);b=b+28|0}while((b|0)!=(c|0));LYa(e);return}case 4:{e=g+128|0;b=f[g+136>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{q_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+148>>2]|0;c=f[g+152>>2]|0;if((b|0)!=(c|0))do{q_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));FYa(e);return}case 6:{e=g+160|0;b=f[g+168>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{s_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+180>>2]|0;c=f[g+184>>2]|0;if((b|0)!=(c|0))do{s_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));GYa(e);return}case 7:{e=g+192|0;b=f[g+200>>2]|0;if(b|0)do{d=b;c=f[d+12>>2]|0;d=f[d+16>>2]|0;if((c|0)!=(d|0))do{u_a(a,h,c)|0;c=c+28|0}while((c|0)!=(d|0));b=f[b>>2]|0}while((b|0)!=0);b=f[g+212>>2]|0;c=f[g+216>>2]|0;if((b|0)!=(c|0))do{u_a(a,h,b)|0;b=b+28|0}while((b|0)!=(c|0));KYa(e);return}default:return}}function P_a(a){a=a|0;var b=0,c=0;c=f[(f[a+8>>2]|0)+232>>2]|0;b=f[a+4>>2]|0;Q_a(b,a,c,b+64|0);Q_a(b,a,c,b+96|0);return}function Q_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;a=f[d+8>>2]|0;if(a|0){s=d+4|0;t=d+8|0;u=d+12|0;do{q=a;r=q+12|0;e=f[r>>2]|0;h=q+16|0;g=f[h>>2]|0;if((e|0)!=(g|0))do{if(!(f[e+20>>2]&1))I_a(b,c,e)|0;e=e+28|0}while((e|0)!=(g|0));R_a(r);o=a;p=a;a=f[o>>2]|0;if((f[r>>2]|0)==(f[h>>2]|0)){e=f[q>>2]|0;j=f[s>>2]|0;g=f[q+4>>2]|0;k=j+-1|0;l=(k&j|0)==0;if(l)m=k&g;else if(g>>>0<j>>>0)m=g;else m=(g>>>0)%(j>>>0)|0;i=(f[d>>2]|0)+(m<<2)|0;n=f[i>>2]|0;while(1){g=f[n>>2]|0;if((g|0)==(q|0))break;else n=g}if((n|0)==(t|0))h=20;else{g=f[n+4>>2]|0;if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)==(m|0)){g=e;h=28}else h=20}do if((h|0)==20){if(e|0){g=f[e+4>>2]|0;if(l)h=g&k;else if(g>>>0<j>>>0)h=g;else h=(g>>>0)%(j>>>0)|0;if((h|0)==(m|0)){h=30;break}}f[i>>2]=0;g=f[q>>2]|0;h=28}while(0);if((h|0)==28){h=0;e=g;if(g){g=f[g+4>>2]|0;h=30}}if((h|0)==30){if(l)g=g&k;else if(g>>>0>=j>>>0)g=(g>>>0)%(j>>>0)|0;if((g|0)!=(m|0)){f[(f[d>>2]|0)+(g<<2)>>2]=n;e=f[o>>2]|0}}f[n>>2]=e;f[q>>2]=0;f[u>>2]=(f[u>>2]|0)+-1;UYa(r);sOb(p)}}while((a|0)!=0)}g=d+20|0;a=f[g>>2]|0;e=f[d+24>>2]|0;if((a|0)==(e|0)){R_a(g);return}do{if(!(f[a+20>>2]&1))I_a(b,c,a)|0;a=a+28|0}while((a|0)!=(e|0));R_a(g);return}function R_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;b=f[a>>2]|0;m=a+4|0;n=f[m>>2]|0;a:do if((b|0)!=(n|0)){do{if(!(f[b+20>>2]&1))break a;b=b+28|0}while((b|0)!=(n|0));m=n;J_a(a,n,m);return}while(0);c=b;if((b|0)==(n|0)){m=c;J_a(a,m,n);return}else b=c;b:while(1){k=b;do{j=k;i=j+28|0;k=i;if((i|0)==(n|0))break b;d=j+48|0;b=f[d>>2]|0}while(!(b&1|0));l=c;f[c>>2]=f[i>>2];f[l+4>>2]=f[j+32>>2];g=j+36|0;h=l+8|0;c=f[h>>2]|0;e=l+12|0;if(!c)c=l+16|0;else{b=f[e>>2]|0;if((b|0)!=(c|0))f[e>>2]=b+(~((b+-8-c|0)>>>3)<<3);sOb(c);c=l+16|0;f[c>>2]=0;f[e>>2]=0;f[h>>2]=0;b=f[d>>2]|0}f[h>>2]=f[g>>2];h=j+40|0;f[e>>2]=f[h>>2];e=j+44|0;f[c>>2]=f[e>>2];f[e>>2]=0;f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[l+20>>2]=b;b=j+52|0;j=l+24|0;i=f[b>>2]|0;f[b>>2]=0;b=f[j>>2]|0;f[j>>2]=i;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=k;c=l+28|0}n=f[m>>2]|0;m=c;J_a(a,m,n);return}function S_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=(f[a+8>>2]|0)+188|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];T_a(a,b,e);u=d;return}function T_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;e=f[a>>2]|0;n=a+4|0;l=f[n>>2]|0;if((e|0)==(l|0)){u=o;return}i=f[d>>2]|0;h=j+16|0;do{g=e+16|0;d=f[g>>2]|0;if(d|0){f[k>>2]=i;f[j>>2]=c;xh[f[(f[d>>2]|0)+24>>2]&127](d,j,k);if(b[e+24>>0]|0){f[h>>2]=0;d=f[g>>2]|0;if((e|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[g>>2]=0;d=f[h>>2]|0;do if(!d){f[g>>2]=0;m=15}else if((j|0)==(d|0)){f[g>>2]=e;m=f[h>>2]|0;oh[f[(f[m>>2]|0)+12>>2]&1023](m,e);m=15;break}else{f[g>>2]=d;f[h>>2]=0;d=0;g=0;break}while(0);if((m|0)==15){m=0;g=f[h>>2]|0;d=g}if((j|0)==(d|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g)}}e=e+32|0}while((e|0)!=(l|0));d=f[n>>2]|0;if((f[a>>2]|0)==(d|0)){u=o;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{m=30;break}d=d+-32|0;while(1){m=e+-32|0;f[n>>2]=m;if((m|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[n>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){m=30;break}}if((m|0)==30){u=o;return}}function U_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;m=r+16|0;l=r+12|0;n=r+8|0;o=r+4|0;p=r;f[n>>2]=b;j=V_a((f[a+4>>2]|0)+796|0,n)|0;b=f[d>>2]|0;i=f[j+4>>2]|0;a:do if(!i)q=19;else{h=i+-1|0;g=(h&i|0)==0;if(g)k=h&b;else if(b>>>0<i>>>0)k=b;else k=(b>>>0)%(i>>>0)|0;e=f[(f[j>>2]|0)+(k<<2)>>2]|0;if(!e)q=19;else{e=f[e>>2]|0;if(!e)q=19;else{if(g)while(1){i=f[e+4>>2]|0;g=(i|0)==(b|0);if(!(g|(i&h|0)==(k|0))){q=19;break a}if(g)if((f[e+8>>2]|0)==(b|0))break a;e=f[e>>2]|0;if(!e){q=19;break a}}while(1){g=f[e+4>>2]|0;if((g|0)==(b|0)){if((f[e+8>>2]|0)==(b|0))break a}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(k|0)){q=19;break a}}e=f[e>>2]|0;if(!e){q=19;break}}}}}while(0);if((q|0)==19){b=W_a(j,d)|0;f[b>>2]=f[c>>2];X_a(j+20|0,c)|0;b=f[d>>2]|0}a=(f[a+8>>2]|0)+164|0;q=f[n>>2]|0;f[o>>2]=f[c>>2];f[p>>2]=b;f[l>>2]=f[o>>2];f[m>>2]=f[p>>2];Y_a(a,q,l,m);u=r;return}function V_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;k=a+4|0;j=f[k>>2]|0;i=(j|0)==0;a:do if(i)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(j>>>0>m>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(52)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;l=h+32|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+48>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);c=a+16|0;e=+n[c>>2];do if(i|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;i=~~+W(+(d/e))>>>0;b=b>>>0<i>>>0?i:b;if((b|0)==1){b=2;g=j}else if(!(b+-1&b))g=j;else{b=hDb(b)|0;g=f[k>>2]|0}if(b>>>0>g>>>0)b$a(a,b);else if(b>>>0<g>>>0){c=~~+W(+(+((f[l>>2]|0)>>>0)/+n[c>>2]))>>>0;if(g>>>0>2&(g+-1&g|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0<g>>>0)b$a(a,b)}b=f[k>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(b>>>0>m>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=41}}else{f[h>>2]=f[b>>2];o=41}if((o|0)==41)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function W_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;$_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function X_a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+12|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;n[h+28>>2]=1.0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;Z_a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function Y_a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+48|0;k=q+16|0;l=q+8|0;m=q;g=f[a>>2]|0;p=a+4|0;n=f[p>>2]|0;if((g|0)==(n|0)){u=q;return}j=f[d>>2]|0;h=f[e>>2]|0;i=k+16|0;do{e=g+16|0;d=f[e>>2]|0;if(d|0){f[l>>2]=h;f[m>>2]=j;f[k>>2]=c;Fh[f[(f[d>>2]|0)+24>>2]&255](d,k,m,l);if(b[g+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((g|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;o=15}else if((k|0)==(d|0)){f[e>>2]=g;o=f[i>>2]|0;oh[f[(f[o>>2]|0)+12>>2]&1023](o,g);o=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((o|0)==15){o=0;e=f[i>>2]|0;d=e}if((k|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}g=g+32|0}while((g|0)!=(n|0));d=f[p>>2]|0;if((f[a>>2]|0)==(d|0)){u=q;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{o=30;break}d=d+-32|0;while(1){o=e+-32|0;f[p>>2]=o;if((o|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[p>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){o=30;break}}if((o|0)==30){u=q;return}}function Z_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){__a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;__a(a,b);return}function __a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){a$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;a$a(a,b);return}function a$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function b$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function c$a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;g=u;u=u+32|0;h=g+24|0;i=g+20|0;j=g+16|0;o=g+12|0;m=g+8|0;l=g+4|0;k=g;f[o>>2]=b;b=d$a(X_a((V_a((f[a+4>>2]|0)+796|0,o)|0)+20|0,c)|0,e)|0;n=f[d>>2]|0;f[b>>2]=n;b=(f[a+8>>2]|0)+176|0;d=f[o>>2]|0;f[m>>2]=f[c>>2];f[l>>2]=n;f[k>>2]=f[e>>2];f[j>>2]=f[m>>2];f[i>>2]=f[l>>2];f[h>>2]=f[k>>2];e$a(b,d,j,i,h);u=g;return}function d$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;f$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function e$a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;s=u;u=u+48|0;m=s+24|0;n=s+16|0;o=s+8|0;p=s;h=f[a>>2]|0;r=a+4|0;l=f[r>>2]|0;if((h|0)==(l|0)){u=s;return}k=f[d>>2]|0;j=f[e>>2]|0;g=f[g>>2]|0;i=m+16|0;do{e=h+16|0;d=f[e>>2]|0;if(d|0){f[n>>2]=g;f[o>>2]=j;f[p>>2]=k;f[m>>2]=c;Lh[f[(f[d>>2]|0)+24>>2]&255](d,m,p,o,n);if(b[h+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((h|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;q=15}else if((m|0)==(d|0)){f[e>>2]=h;q=f[i>>2]|0;oh[f[(f[q>>2]|0)+12>>2]&1023](q,h);q=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((q|0)==15){q=0;e=f[i>>2]|0;d=e}if((m|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}h=h+32|0}while((h|0)!=(l|0));d=f[r>>2]|0;if((f[a>>2]|0)==(d|0)){u=s;return}while(1){if(!(f[d+-16>>2]|0)){e=d;g=0;h=0}else{q=30;break}d=d+-32|0;while(1){q=e+-32|0;f[r>>2]=q;if((q|0)==(g|0))gh[f[(f[h>>2]|0)+16>>2]&2047](h);else if(h|0)gh[f[(f[h>>2]|0)+20>>2]&2047](h);e=f[r>>2]|0;if((e|0)==(d|0))break;h=f[e+-16>>2]|0;g=h}if((f[a>>2]|0)==(d|0)){q=30;break}}if((q|0)==30){u=s;return}}function f$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){g$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;g$a(a,b);return}function g$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h$a(a){a=a|0;hZa(f[a+4>>2]|0);return}function i$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+504|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+508|0;a=f[k>>2]|0;l=l+512|0;j=f[l>>2]|0;d=j;if(a>>>0<j>>>0){f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;f[a>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[a+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;f[a+12>>2]=e;b[a+16>>0]=c;f[k>>2]=(f[k>>2]|0)+20;a=n}else{g=f[m>>2]|0;h=(a-g|0)/20|0;a=h+1|0;if(a>>>0>214748364)AMb(m);g=(d-g|0)/20|0;j=g<<1;a=g>>>0<107374182?(j>>>0<a>>>0?a:j):214748364;do if(!a)i=0;else if(a>>>0>214748364)vd();else{i=pOb(a*20|0)|0;break}while(0);d=i+(h*20|0)|0;g=d;j=i+(a*20|0)|0;f[i+(h*20|0)+8>>2]=0;f[d>>2]=f[n>>2];a=n+4|0;f[i+(h*20|0)+4>>2]=f[a>>2];p=n+8|0;f[i+(h*20|0)+8>>2]=f[p>>2];f[p>>2]=0;f[a>>2]=0;f[n>>2]=0;f[i+(h*20|0)+12>>2]=e;b[i+(h*20|0)+16>>0]=c;c=d+20|0;h=f[m>>2]|0;a=f[k>>2]|0;if((a|0)==(h|0)){a=g;e=h;g=h}else{do{i=d+-20|0;p=a;a=a+-20|0;f[i>>2]=0;e=d+-16|0;f[e>>2]=0;f[d+-12>>2]=0;f[i>>2]=f[a>>2];i=p+-16|0;f[e>>2]=f[i>>2];e=p+-12|0;f[d+-12>>2]=f[e>>2];f[e>>2]=0;f[i>>2]=0;f[a>>2]=0;f[d+-8>>2]=f[p+-8>>2];b[d+-4>>0]=b[p+-4>>0]|0;d=g+-20|0;g=d}while((a|0)!=(h|0));a=g;e=f[m>>2]|0;g=f[k>>2]|0}f[m>>2]=a;f[k>>2]=c;f[l>>2]=j;c=e;if((g|0)!=(c|0))do{a=g;g=g+-20|0;h=f[g>>2]|0;if(h|0){a=a+-16|0;d=f[a>>2]|0;if((d|0)!=(h|0))f[a>>2]=d+(~((d+-8-h|0)>>>3)<<3);sOb(h)}}while((g|0)!=(c|0));if(!e)a=n;else{sOb(e);a=n}}g=f[a>>2]|0;if(g|0){a=n+4|0;d=f[a>>2]|0;if((d|0)!=(g|0))f[a>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}u=o;return}function j$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;g=b+(c<<3)|0;f[a>>2]=0;k=a+4|0;f[k>>2]=0;f[a+8>>2]=0;d=c<<3;e=d>>3;do if(!e){e=0;b=0;d=0;j=11}else{if(e>>>0>536870911)AMb(a);d=pOb(d)|0;f[k>>2]=d;f[a>>2]=d;f[a+8>>2]=d+(e<<3);if(!c){e=d;b=d;j=11}else{h=d;do{c=b;e=f[c+4>>2]|0;i=h;f[i>>2]=f[c>>2];f[i+4>>2]=e;b=b+8|0;i=f[k>>2]|0;h=i+8|0;f[k>>2]=h}while((b|0)!=(g|0));d=h;b=f[a>>2]|0;if((b|0)==(h|0)){e=h;j=11}else{e=b;while(1){if(!(f[e>>2]|0))break;if((e|0)==(i|0)){j=10;break}else e=e+8|0}if((j|0)==10){c=h;e=h;break}c=e;if((e|0)==(h|0))e=h;else{b=c;a:while(1){do{h=b;d=h+8|0;b=d;if((i|0)==(h|0))break a}while(!(f[d>>2]|0));e=d;g=f[e+4>>2]|0;h=c;f[h>>2]=f[e>>2];f[h+4>>2]=g;c=c+8|0}d=f[k>>2]|0;b=f[a>>2]|0;e=d}}}}while(0);if((j|0)==11)c=e;g=b+(c-b>>3<<3)|0;if((e|0)==(c|0))return;b=g+(e-c>>3<<3)|0;c=d-b|0;e=c>>3;if(e){cQb(g|0,b|0,c|0)|0;d=f[k>>2]|0}b=g+(e<<3)|0;if((d|0)==(b|0))return;f[k>>2]=d+(~((d+-8-b|0)>>>3)<<3);return}function k$a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=u;u=u+16|0;n=o;h=e&1;if((f[a+12>>2]|0)!=2){u=o;return}l=f[a+4>>2]|0;m=l+492|0;j$a(n,f[d>>2]|0,f[d+4>>2]|0);k=l+496|0;e=f[k>>2]|0;l=l+500|0;j=f[l>>2]|0;a=j;if(e>>>0<j>>>0){f[e>>2]=0;l=e+4|0;f[l>>2]=0;f[e+8>>2]=0;f[e>>2]=f[n>>2];m=n+4|0;f[l>>2]=f[m>>2];l=n+8|0;f[e+8>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[n>>2]=0;b[e+12>>0]=h;b[e+13>>0]=c;f[k>>2]=(f[k>>2]|0)+16;e=n}else{d=f[m>>2]|0;g=e-d>>4;e=g+1|0;if(e>>>0>268435455)AMb(m);d=a-d|0;j=d>>3;e=d>>4>>>0<134217727?(j>>>0<e>>>0?e:j):268435455;do if(!e)i=0;else if(e>>>0>268435455)vd();else{i=pOb(e<<4)|0;break}while(0);a=i+(g<<4)|0;d=a;j=i+(e<<4)|0;f[i+(g<<4)+8>>2]=0;f[a>>2]=f[n>>2];e=n+4|0;f[i+(g<<4)+4>>2]=f[e>>2];p=n+8|0;f[i+(g<<4)+8>>2]=f[p>>2];f[p>>2]=0;f[e>>2]=0;f[n>>2]=0;b[i+(g<<4)+12>>0]=h;b[i+(g<<4)+13>>0]=c;h=a+16|0;g=f[m>>2]|0;e=f[k>>2]|0;if((e|0)==(g|0)){e=d;c=g;d=g}else{do{i=a+-16|0;p=e;e=e+-16|0;f[i>>2]=0;c=a+-12|0;f[c>>2]=0;f[a+-8>>2]=0;f[i>>2]=f[e>>2];i=p+-12|0;f[c>>2]=f[i>>2];c=p+-8|0;f[a+-8>>2]=f[c>>2];f[c>>2]=0;f[i>>2]=0;f[e>>2]=0;b[a+-4>>0]=b[p+-4>>0]|0;b[a+-3>>0]=b[p+-3>>0]|0;a=d+-16|0;d=a}while((e|0)!=(g|0));e=d;c=f[m>>2]|0;d=f[k>>2]|0}f[m>>2]=e;f[k>>2]=h;f[l>>2]=j;h=c;if((d|0)!=(h|0))do{e=d;d=d+-16|0;g=f[d>>2]|0;if(g|0){e=e+-12|0;a=f[e>>2]|0;if((a|0)!=(g|0))f[e>>2]=a+(~((a+-8-g|0)>>>3)<<3);sOb(g)}}while((d|0)!=(h|0));if(!c)e=n;else{sOb(c);e=n}}d=f[e>>2]|0;if(d|0){e=n+4|0;a=f[e>>2]|0;if((a|0)!=(d|0))f[e>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d)}u=o;return}function l$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;if((f[a+12>>2]|0)!=2)return;i=c&1;g=a+4|0;c=f[g>>2]|0;h=f[c+492>>2]|0;e=c+496|0;a=f[e>>2]|0;if((a|0)!=(h|0)){while(1){c=a+-16|0;f[e>>2]=c;d=f[c>>2]|0;if(d){c=a+-12|0;a=f[c>>2]|0;if((a|0)!=(d|0))f[c>>2]=a+(~((a+-8-d|0)>>>3)<<3);sOb(d);c=f[e>>2]|0}if((c|0)==(h|0))break;else a=c}c=f[g>>2]|0}b[c+489>>0]=i;b[c+490>>0]=1;return}function m$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[a+12>>2]|0)!=2)return;Fh[f[(f[a>>2]|0)+68>>2]&255](a,b,c,d);return}function n$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;if((f[a+12>>2]|0)!=2)return;h=f[b>>2]|0;k=b+4|0;e=f[k>>2]|0;i=h+(e<<3)|0;a:do if(!e){g=h;j=5}else{g=h;while(1){if(!(f[g>>2]|0)){j=5;break a}g=g+8|0;if((g|0)==(i|0)){g=i;break}}}while(0);if((j|0)==5)if((g|0)==(i|0))g=i;else{e=g;b:while(1){do{e=e+8|0;if((e|0)==(i|0))break 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r$a(a,c){a=a|0;c=c|0;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;f[a+476>>2]=c;b[a+480>>0]=1;return}function s$a(a,c){a=a|0;c=+c;if((f[a+12>>2]|0)!=2)return;a=f[a+4>>2]|0;n[a+484>>2]=c;b[a+488>>0]=1;hZa(a);return}function t$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;if((f[a+12>>2]|0)!=2)return;e=f[b>>2]|0;j=b+4|0;c=f[j>>2]|0;g=e+(c<<3)|0;a:do if(!c){d=e;u=5}else{d=e;while(1){if(!(f[d>>2]|0)){u=5;break a}d=d+8|0;if((d|0)==(g|0)){d=g;break}}}while(0);if((u|0)==5)if((d|0)==(g|0))d=g;else{c=d;b:while(1){do{c=c+8|0;if((c|0)==(g|0))break b}while(!(f[c>>2]|0));r=c;s=f[r+4>>2]|0;t=d;f[t>>2]=f[r>>2];f[t+4>>2]=s;d=d+8|0}e=f[b>>2]|0;c=f[j>>2]|0}c=c-(e+(c<<3)-d>>3)|0;f[j>>2]=c;if(!c)return;s=f[a+4>>2]|0;t=s+540|0;o=e+(c<<3)|0;p=s+544|0;q=s+552|0;r=s+556|0;s=s+548|0;c=f[p>>2]|0;do{j=f[e>>2]|0;k=f[e+4>>2]|0;m=k+-1640531527+(j<<6)+(j>>>2)^j;l=(c|0)==0;c:do if(l){d=0;u=32}else{a=c+-1|0;b=(a&c|0)==0;if(b)d=m&a;else if(m>>>0<c>>>0)d=m;else 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if(d>>>0>=c>>>0)d=(d>>>0)%(c>>>0)|0;d=(f[t>>2]|0)+(d<<2)|0;u=45}}else{f[b>>2]=f[d>>2];u=45}if((u|0)==45){u=0;f[d>>2]=b}f[q>>2]=(f[q>>2]|0)+1}e=e+8|0}while((e|0)!=(o|0));return}function u$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;h=u;u=u+16|0;g=h;if((f[a+12>>2]|0)!=2){a=f[b>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,g);u=h;return}d=a+4|0;c=f[d>>2]|0;e=f[c+764>>2]|0;if(e){oh[f[(f[e>>2]|0)+12>>2]&1023](e,g);c=f[d>>2]|0}g=c+764|0;e=f[b>>2]|0;f[b>>2]=0;c=f[g>>2]|0;f[g>>2]=e;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);gh[f[(f[a>>2]|0)+48>>2]&2047](a);u=h;return}function v$a(a,b){a=a|0;b=b|0;if(!a)return;w$a(b);return}function w$a(a){a=a|0;var c=0,d=0,e=0,g=0;g=u;u=u+16|0;e=g;d=a+4|0;c=f[d>>2]|0;if(!(f[c+768>>2]|0)){u=g;return}c=f[c+772>>2]|0;if(!c){u=g;return}if(!(Pg[f[(f[c>>2]|0)+16>>2]&1023](c)|0)){Hha(942,a,1);u=g;return}a=f[(f[d>>2]|0)+772>>2]|0;oh[f[(f[a>>2]|0)+20>>2]&1023](e,a);a=f[(f[d>>2]|0)+768>>2]|0;oh[f[(f[a>>2]|0)+8>>2]&1023](a,e);a=(f[d>>2]|0)+768|0;c=f[a>>2]|0;f[a>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=(f[d>>2]|0)+772|0;c=f[d>>2]|0;f[d>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);if((b[e+11>>0]|0)<0)sOb(f[e>>2]|0);u=g;return}function x$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;g=a+4|0;e=(f[g>>2]|0)+768|0;if(f[e>>2]|0){d=f[c>>2]|0;c=f[(f[d>>2]|0)+12>>2]|0;e=pOb(32)|0;f[i>>2]=e;f[i+8>>2]=-2147483616;f[i+4>>2]=30;a=e;g=191186;h=a+30|0;do{b[a>>0]=b[g>>0]|0;a=a+1|0;g=g+1|0}while((a|0)<(h|0));b[e+30>>0]=0;oh[c&1023](d,i);if((b[i+11>>0]|0)<0)sOb(f[i>>2]|0);u=j;return}h=f[c>>2]|0;f[c>>2]=0;c=f[e>>2]|0;f[e>>2]=h;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=f[(f[a+8>>2]|0)+232>>2]|0;O6a(i,d);h=(f[g>>2]|0)+772|0;d=f[i>>2]|0;f[i>>2]=0;c=f[h>>2]|0;f[h>>2]=d;if(!c)f[i>>2]=0;else{gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[i>>2]|0;f[i>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c)}i=f[(f[g>>2]|0)+772>>2]|0;oh[f[(f[i>>2]|0)+8>>2]&1023](i,e);i=f[(f[g>>2]|0)+772>>2]|0;gh[f[(f[i>>2]|0)+12>>2]&2047](i);Hha(942,a,5);u=j;return}function y$a(a,b){a=a|0;b=b|0;var c=0,d=0;d=u;u=u+16|0;c=(f[a+4>>2]|0)+764|0;a=f[c>>2]|0;if(!a){u=d;return}if(b)oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);else oh[f[(f[a>>2]|0)+8>>2]&1023](a,d);a=f[c>>2]|0;f[c>>2]=0;if(!a){u=d;return}gh[f[(f[a>>2]|0)+4>>2]&2047](a);u=d;return}function z$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(!(f[b>>2]|0))return;Fh[f[(f[a>>2]|0)+36>>2]&255](a,b,c,d);return}function A$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;j=n+4|0;l=n;if(!(f[b>>2]|0)){u=n;return}m=f[a+4>>2]|0;i=m+820|0;k=(f[i>>2]|0)+-1|0;f[i>>2]=k;i=m+428|0;d=m+432|0;e=f[d>>2]|0;do if(!e){h=d;g=d}else{g=m+432|0;while(1){d=f[e+16>>2]|0;if(d>>>0<k>>>0){d=f[e>>2]|0;if(!d){d=7;break}}else{if(d>>>0<=k>>>0){d=11;break}g=e+4|0;d=f[g>>2]|0;if(!d){d=10;break}else e=g}g=e;e=d}if((d|0)==7){h=e;g=e;break}else if((d|0)==10){h=e;break}else if((d|0)==11){h=e;break}}while(0);if(!(f[g>>2]|0)){d=pOb(20)|0;f[d+16>>2]=k;f[d>>2]=0;f[d+4>>2]=0;f[d+8>>2]=h;f[g>>2]=d;e=f[f[i>>2]>>2]|0;if(e){f[i>>2]=e;d=f[g>>2]|0}r_a(f[m+432>>2]|0,d);m=m+436|0;f[m>>2]=(f[m>>2]|0)+1}m=f[(f[a>>2]|0)+40>>2]|0;f[l>>2]=k;f[j>>2]=f[l>>2];Fh[m&255](a,j,b,c);u=n;return}function B$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=u;u=u+16|0;i=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){b=f[b>>2]|0;if(!b){u=l;return}oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);u=l;return}h=f[a+4>>2]|0;n=h+820|0;m=(f[n>>2]|0)+-1|0;f[n>>2]=m;f[j>>2]=m;if(f[b>>2]|0){n=C$a(h+256|0,j)|0;m=f[b>>2]|0;f[b>>2]=0;b=f[n>>2]|0;f[n>>2]=m;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b)}n=f[(f[a>>2]|0)+104>>2]|0;f[k>>2]=f[j>>2];f[i>>2]=f[k>>2];Ih[n&7](a,i,c,d,e,g);u=l;return}function C$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;D$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function D$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){E$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;E$a(a,b);return}function E$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function F$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+16|0;s=w+8|0;t=w+4|0;v=w;if((f[a+12>>2]|0)!=2){d=f[b>>2]|0;if(!d){u=w;return}oh[f[(f[d>>2]|0)+16>>2]&1023](d,0);u=w;return}r=a+4|0;gZa(f[r>>2]|0,1);p=(f[r>>2]|0)+820|0;d=(f[p>>2]|0)+-1|0;f[p>>2]=d;f[t>>2]=d;d=GQa(f[(f[a+8>>2]|0)+232>>2]|0)|0;p=f[c>>2]|0;q=c+4|0;n=f[q>>2]|0;m=p+(n<<2)|0;a:do if(!n){e=p;d=0}else{n=d+4|0;j=f[d>>2]|0;i=p;do{k=f[i>>2]|0;h=f[n>>2]|0;b:do if(!h)o=34;else{g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[j+(l<<2)>>2]|0;if(!d)o=34;else{d=f[d>>2]|0;if(!d)o=34;else{if(e)while(1){h=f[d+4>>2]|0;e=(k|0)==(h|0);if(!(e|(h&g|0)==(l|0))){o=34;break b}if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d){o=34;break b}}while(1){e=f[d+4>>2]|0;if((k|0)==(e|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0)){o=34;break b}}d=f[d>>2]|0;if(!d){o=34;break}}}}}while(0);if((o|0)==34){o=0;f[i>>2]=0}i=i+4|0}while((i|0)!=(m|0));d=f[q>>2]|0;h=p+(d<<2)|0;c:do if(!d){e=p;d=0}else{e=p;while(1){if(!(f[e>>2]|0))break c;e=e+4|0;if((e|0)==(h|0)){e=h;break a}}}while(0);if((e|0)==(h|0))e=h;else{d=e;d:while(1){do{d=d+4|0;if((d|0)==(h|0))break d;g=f[d>>2]|0}while(!(g|0));f[e>>2]=g;e=e+4|0}d=f[q>>2]|0}}while(0);p=d-(p+(d<<2)-e>>2)|0;f[q>>2]=p;d=f[b>>2]|0;e=(d|0)!=0;if(!p){if(e)oh[f[(f[d>>2]|0)+8>>2]&1023](d,s)}else{if(e){r=C$a((f[r>>2]|0)+296|0,t)|0;q=f[b>>2]|0;f[b>>2]=0;d=f[r>>2]|0;f[r>>2]=q;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}r=f[(f[a>>2]|0)+108>>2]|0;f[v>>2]=f[t>>2];f[s>>2]=f[v>>2];xh[r&127](a,s,c)}u=w;return}function G$a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;t=x+4|0;v=x;q=f[a+4>>2]|0;s=q+820|0;w=(f[s>>2]|0)+-1|0;f[s>>2]=w;s=q+316|0;p=q+320|0;o=f[p>>2]|0;j=(o|0)==0;a:do if(j){e=0;r=17}else{i=o+-1|0;h=(i&o|0)==0;if(h)e=i&w;else if(o>>>0>w>>>0)e=w;else e=(w>>>0)%(o>>>0)|0;g=f[(f[s>>2]|0)+(e<<2)>>2]|0;if(!g)r=17;else{if(h)while(1){g=f[g>>2]|0;if(!g){r=17;break a}m=f[g+4>>2]|0;if(!((m|0)==(w|0)|(m&i|0)==(e|0))){r=17;break a}if((f[g+8>>2]|0)==(w|0)){m=g;break a}}while(1){g=f[g>>2]|0;if(!g){r=17;break a}h=f[g+4>>2]|0;if((h|0)!=(w|0)){if(h>>>0>=o>>>0)h=(h>>>0)%(o>>>0)|0;if((h|0)!=(e|0)){r=17;break a}}if((f[g+8>>2]|0)==(w|0)){m=g;break}}}}while(0);if((r|0)==17){m=pOb(56)|0;f[m+8>>2]=w;g=m+12|0;h=g+44|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));f[m+4>>2]=w;f[m>>2]=0;i=q+328|0;k=+(((f[i>>2]|0)+1|0)>>>0);g=q+332|0;l=+n[g>>2];do if(j|l*+(o>>>0)<k){e=o<<1|(o>>>0<3|(o+-1&o|0)!=0)&1;j=~~+W(+(k/l))>>>0;e=e>>>0<j>>>0?j:e;if((e|0)==1){e=2;h=o}else if(!(e+-1&e))h=o;else{e=hDb(e)|0;h=f[p>>2]|0}if(e>>>0>h>>>0)H$a(s,e);else if(e>>>0<h>>>0){g=~~+W(+(+((f[i>>2]|0)>>>0)/+n[g>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)g=1<<32-(_(g+-1|0)|0);else g=hDb(g)|0;e=e>>>0<g>>>0?g:e;if(e>>>0<h>>>0)H$a(s,e)}e=f[p>>2]|0;g=e+-1|0;if(!(g&e)){h=e;e=g&w;break}if(e>>>0>w>>>0){h=e;e=w}else{h=e;e=(w>>>0)%(e>>>0)|0}}else h=o;while(0);g=(f[s>>2]|0)+(e<<2)|0;e=f[g>>2]|0;if(!e){e=q+324|0;f[m>>2]=f[e>>2];f[e>>2]=m;f[g>>2]=e;e=f[m>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;e=(f[s>>2]|0)+(e<<2)|0;r=41}}else{f[m>>2]=f[e>>2];r=41}if((r|0)==41)f[e>>2]=m;f[i>>2]=(f[i>>2]|0)+1}s=m+12|0;r=f[b>>2]|0;f[b>>2]=0;e=f[s>>2]|0;f[s>>2]=r;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);f[m+16>>2]=f[c>>2];f[m+20>>2]=f[c+4>>2];i=c+8|0;j=m+24|0;e=f[j>>2]|0;h=m+28|0;if(!e)e=m+32|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-4-e|0)>>>2)<<2);sOb(e);e=m+32|0;f[e>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];g=c+12|0;f[h>>2]=f[g>>2];h=c+16|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[i>>2]=0;f[c>>2]=0;f[m+36>>2]=f[d>>2];f[m+40>>2]=f[d+4>>2];g=d+8|0;h=m+44|0;i=f[h>>2]|0;e=m+48|0;if(!i){s=m+52|0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}j=f[e>>2]|0;if((j|0)!=(i|0))f[e>>2]=j+(~((j+-4-i|0)>>>2)<<2);sOb(i);s=m+52|0;f[s>>2]=0;f[e>>2]=0;f[h>>2]=0;c=f[g>>2]|0;f[h>>2]=c;c=d+12|0;b=f[c>>2]|0;f[e>>2]=b;b=d+16|0;r=f[b>>2]|0;f[s>>2]=r;f[b>>2]=0;f[c>>2]=0;f[g>>2]=0;f[d>>2]=0;d=f[a>>2]|0;d=d+52|0;d=f[d>>2]|0;f[v>>2]=w;f[t>>2]=f[v>>2];oh[d&1023](a,t);u=x;return}function H$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I$a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;zYa(a,b);AYa(a,b,a+816|0);g=a+456|0;if(f[g>>2]|0){d=a+452|0;b=f[d>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);f[d>>2]=0;d=f[a+448>>2]|0;if(d|0){e=a+444|0;b=0;do{f[(f[e>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[g>>2]=0}e=a+464|0;g=a+468|0;NYa(e,f[g>>2]|0);f[a+472>>2]=0;f[e>>2]=g;f[g>>2]=0;if(c)return;d=a+788|0;if(f[d>>2]|0){e=a+784|0;aZa(f[e>>2]|0);f[e>>2]=0;e=f[a+780>>2]|0;if(e|0){g=a+776|0;b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(e|0))}f[d>>2]=0}e=a+808|0;if(!(f[e>>2]|0))return;g=a+804|0;$Ya(f[g>>2]|0);f[g>>2]=0;g=f[a+800>>2]|0;if(g|0){d=a+796|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(g|0))}f[e>>2]=0;return}function J$a(a){a=a|0;b[(f[a+4>>2]|0)+536>>0]=1;return}function K$a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0;m=u;u=u+16|0;j=m+8|0;k=m+4|0;l=m;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;n=f[c+4>>2]|0;i=h+(n<<3)|0;if(n|0){while(1){if(f[h>>2]|0)break;h=h+8|0;if((h|0)==(i|0))break a}n=f[b>>2]|0;oh[f[(f[n>>2]|0)+16>>2]&1023](n,0);u=m;return}}while(0);n=a+4|0;gZa(f[n>>2]|0,1);n=f[n>>2]|0;h=n+820|0;i=(f[h>>2]|0)+-1|0;f[h>>2]=i;f[k>>2]=i;n=L$a(n+276|0,k)|0;i=f[b>>2]|0;f[b>>2]=0;h=f[n>>2]|0;f[n>>2]=i;if(h|0)gh[f[(f[h>>2]|0)+4>>2]&2047](h);n=f[(f[a>>2]|0)+112>>2]|0;f[l>>2]=f[k>>2];f[j>>2]=f[l>>2];Th[n&127](a,j,c,d,e,g);u=m;return}function L$a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;M$a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function M$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){N$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;N$a(a,b);return}function N$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;d=f[c>>2]|0;n=f[c+4>>2]|0;o=d+(n<<3)|0;if(!n)return;m=a+4|0;n=p<<24>>24==0;l=d;do{d=xYa((f[m>>2]|0)+776|0,l)|0;a:do if((h[d>>0]|0)<=1){j=d+44|0;k=l+4|0;i=f[k>>2]|0;e=f[d+48>>2]|0;b:do if(!e)q=23;else{a=e+-1|0;c=(a&e|0)==0;if(c)g=a&i;else if(e>>>0>i>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;d=f[(f[j>>2]|0)+(g<<2)>>2]|0;if(!d)q=23;else{d=f[d>>2]|0;if(!d)q=23;else{c:do if(c)while(1){e=f[d+4>>2]|0;c=(e|0)==(i|0);if(!(c|(e&a|0)==(g|0))){q=23;break b}if(c)if((f[d+8>>2]|0)==(i|0))break c;d=f[d>>2]|0;if(!d){q=23;break b}}else while(1){c=f[d+4>>2]|0;if((c|0)==(i|0)){if((f[d+8>>2]|0)==(i|0))break c}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){q=23;break b}}d=f[d>>2]|0;if(!d){q=23;break b}}while(0);c=d+12|0;if(n|(b[d+8+5>>0]|0)!=0)break a;if(b[c>>0]|0)break a;b[c>>0]=1}}}while(0);if((q|0)==23){q=0;k=P$a(j,k)|0;b[k>>0]=p;b[k+1>>0]=0}d=Q$a((f[m>>2]|0)+664|0,l)|0;if(!d){k=R$a((f[m>>2]|0)+664|0,l)|0;b[k>>0]=p;break}else{k=d+16|0;b[k>>0]=b[k>>0]|p;break}}while(0);l=l+8|0}while((l|0)!=(o|0));return}function P$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)U$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)U$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function Q$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function R$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;S$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function S$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){T$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;T$a(a,b);return}function T$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function U$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function V$a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=d&1;e=f[c>>2]|0;n=f[c+4>>2]|0;o=e+(n<<3)|0;if(!n)return;n=a+4|0;m=d^1;do{c=xYa((f[n>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){k=c+4|0;l=e+4|0;j=f[l>>2]|0;g=f[c+8>>2]|0;b:do if(!g)q=23;else{d=g+-1|0;a=(d&g|0)==0;if(a)i=d&j;else if(g>>>0>j>>>0)i=j;else i=(j>>>0)%(g>>>0)|0;c=f[(f[k>>2]|0)+(i<<2)>>2]|0;if(!c)q=23;else{c=f[c>>2]|0;if(!c)q=23;else{c:do if(a)while(1){g=f[c+4>>2]|0;a=(g|0)==(j|0);if(!(a|(g&d|0)==(i|0))){q=23;break b}if(a)if((f[c+8>>2]|0)==(j|0))break c;c=f[c>>2]|0;if(!c){q=23;break b}}else while(1){a=f[c+4>>2]|0;if((a|0)==(j|0)){if((f[c+8>>2]|0)==(j|0))break c}else{if(a>>>0>=g>>>0)a=(a>>>0)%(g>>>0)|0;if((a|0)!=(i|0)){q=23;break b}}c=f[c>>2]|0;if(!c){q=23;break b}}while(0);a=c+12|0;if((b[c+8+5>>0]|0)!=0|m)break a;if(b[a>>0]|0)break a;b[a>>0]=1}}}while(0);if((q|0)==23){q=0;l=W$a(k,l)|0;b[l>>0]=p;b[l+1>>0]=0}c=X$a((f[n>>2]|0)+624|0,e)|0;if(!c){l=Y$a((f[n>>2]|0)+624|0,e)|0;b[l>>0]=p;break}else{l=c+16|0;b[l>>0]=b[l>>0]|p;break}}while(0);e=e+8|0}while((e|0)!=(o|0));return}function W$a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)$$a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)$$a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function X$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function Y$a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;Z$a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function Z$a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_$a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_$a(a,b);return}function _$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function $$a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function a0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=d&1;e=f[c>>2]|0;o=f[c+4>>2]|0;p=e+(o<<3)|0;if(!o)return;o=a+4|0;n=d^1;do{c=xYa((f[o>>2]|0)+776|0,e)|0;a:do if((h[c>>0]|0)<=1){l=c+24|0;m=e+4|0;k=f[m>>2]|0;i=f[c+28>>2]|0;b:do if(!i)r=23;else{g=i+-1|0;d=(g&i|0)==0;if(d)j=g&k;else if(i>>>0>k>>>0)j=k;else j=(k>>>0)%(i>>>0)|0;c=f[(f[l>>2]|0)+(j<<2)>>2]|0;if(!c)r=23;else{a=f[c>>2]|0;if(!a)r=23;else{c:do if(d)while(1){i=f[a+4>>2]|0;c=(i|0)==(k|0);if(!(c|(i&g|0)==(j|0))){r=23;break b}if(c)if((f[a+8>>2]|0)==(k|0))break c;a=f[a>>2]|0;if(!a){r=23;break b}}else while(1){c=f[a+4>>2]|0;if((c|0)==(k|0)){if((f[a+8>>2]|0)==(k|0))break c}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(j|0)){r=23;break b}}a=f[a>>2]|0;if(!a){r=23;break b}}while(0);c=a+12|0;if(!((b[a+8+5>>0]|0)==0&n))break a;if(!(b[c>>0]|0))break a}}}while(0);if((r|0)==23){r=0;c=b0a(l,m)|0;b[c>>0]=q;c=c+1|0}b[c>>0]=0;c=c0a((f[o>>2]|0)+644|0,e)|0;if(!c){m=d0a((f[o>>2]|0)+644|0,e)|0;b[m>>0]=q;break}else{m=c+16|0;b[m>>0]=b[m>>0]&q;break}}while(0);e=e+8|0}while((e|0)!=(p|0));return}function b0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;b[i+13>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)g0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)g0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function c0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function d0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;e0a(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function e0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){f0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;f0a(a,b);return}function f0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function g0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function h0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+48|0;h=n+28|0;m=n+16|0;j=n+4|0;l=n;k=(d&2|0)==0;a:do if(d&1|0){f[h>>2]=e;switch(e|0){case 0:{g=f[(f[a+8>>2]|0)+232>>2]|0;f[m>>2]=0;a=m+4|0;f[a>>2]=0;f[m+8>>2]=0;if((c|0)==5){nSa(j,g);i=j+4|0;i0a(m,f[j>>2]|0,f[i>>2]|0);g=f[j>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}}if(!k){h=f[a>>2]|0;g=f[m>>2]|0;j=h-g>>2;switch(j|0){case 0:{aWa(m,1);g=f[m>>2]|0;break}case 1:break;default:{i=g+4|0;if((i|0)!=(h|0))f[a>>2]=h+(~((h+-4-i|0)>>>2)<<2)}}f[g>>2]=j}g=f[b>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,m);g=f[m>>2]|0;if(g|0){h=f[a>>2]|0;if((h|0)!=(g|0))f[a>>2]=h+(~((h+-4-g|0)>>>2)<<2);sOb(g)}u=n;return}case -1:{b=f[b>>2]|0;oh[f[(f[b>>2]|0)+12>>2]&1023](b,h);u=n;return}default:break a}}while(0);g=f[b>>2]|0;if((f[a+12>>2]|0)!=2){oh[f[(f[g>>2]|0)+16>>2]&1023](g,0);u=n;return}if(!g){Fh[f[(f[a>>2]|0)+116>>2]&255](a,c,d,e);u=n;return}i=(f[a+4>>2]|0)+336|0;f[h>>2]=c;f[h+4>>2]=d;f[h+8>>2]=e;i=j0a(i,h)|0;g=i+4|0;h=f[g>>2]|0;if(h>>>0<(f[i+8>>2]|0)>>>0){m=f[b>>2]|0;f[b>>2]=0;f[h>>2]=m;b=(f[g>>2]|0)+4|0;f[g>>2]=b;g=b}else{k0a(i,b);g=f[g>>2]|0}if((g-(f[i>>2]|0)|0)!=4){u=n;return}f[l>>2]=0;h0a(a,l,c,d,e);g=f[l>>2]|0;f[l>>2]=0;if(!g){u=n;return}gh[f[(f[g>>2]|0)+4>>2]&2047](g);u=n;return}function i0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=c;h=b;i=j-h|0;g=i>>2;k=a+8|0;d=f[k>>2]|0;m=f[a>>2]|0;l=m;if(g>>>0<=d-m>>2>>>0){i=a+4|0;e=(f[i>>2]|0)-m>>2;a=g>>>0>e>>>0;g=a?b+(e<<2)|0:c;e=g;d=e-h|0;c=d>>2;if(c|0)cQb(m|0,b|0,d|0)|0;c=l+(c<<2)|0;if(a){d=j-e|0;if((d|0)<=0)return;bQb(f[i>>2]|0,g|0,d|0)|0;f[i>>2]=(f[i>>2]|0)+(d>>>2<<2);return}else{d=f[i>>2]|0;if((d|0)==(c|0))return;f[i>>2]=d+(~((d+-4-c|0)>>>2)<<2);return}}e=m;if(m){d=a+4|0;c=f[d>>2]|0;if((c|0)!=(l|0))f[d>>2]=c+(~((c+-4-m|0)>>>2)<<2);sOb(e);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(g>>>0>1073741823)AMb(a);m=d>>1;d=d>>2>>>0<536870911?(m>>>0<g>>>0?g:m):1073741823;if(d>>>0>1073741823)AMb(a);c=pOb(d<<2)|0;e=a+4|0;f[e>>2]=c;f[a>>2]=c;f[k>>2]=c+(d<<2);if((i|0)<=0)return;bQb(c|0,b|0,i|0)|0;f[e>>2]=c+(i>>>2<<2);return}function j0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;l0a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function k0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+4|0;c=f[a>>2]|0;e=(f[j>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;c=i>>1;c=i>>2>>>0<536870911?(c>>>0<d>>>0?d:c):1073741823;do if(!c)g=0;else if(c>>>0>1073741823)vd();else{g=pOb(c<<2)|0;break}while(0);d=g+(e<<2)|0;e=d;i=g+(c<<2)|0;h=f[b>>2]|0;f[b>>2]=0;f[d>>2]=h;h=d+4|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){d=e;g=b;c=b}else{do{c=c+-4|0;g=f[c>>2]|0;f[c>>2]=0;f[d+-4>>2]=g;d=e+-4|0;e=d}while((c|0)!=(b|0));d=e;g=f[a>>2]|0;c=f[j>>2]|0}f[a>>2]=d;f[j>>2]=h;f[k>>2]=i;e=g;if((c|0)!=(e|0))do{c=c+-4|0;d=f[c>>2]|0;f[c>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function l0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){m0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;m0a(a,b);return}function m0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function n0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;a:do if((f[a+12>>2]|0)!=2){a=f[c>>2]|0;c=f[c+4>>2]|0;d=a+(c<<3)|0;if(c|0){while(1){if(f[a>>2]|0)break;a=a+8|0;if((a|0)==(d|0))break a}b=f[b>>2]|0;oh[f[(f[b>>2]|0)+16>>2]&1023](b,0);return}}while(0);a=f[b>>2]|0;if(!a)return;oh[f[(f[a>>2]|0)+16>>2]&1023](a,1);return}function o0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;s=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){O$a(a,c,d);u=z;return}i=f[(f[a+8>>2]|0)+232>>2]|0;w=f[a+4>>2]|0;r=d&1|0?w+64|0:w+96|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;h=f[c>>2]|0;b=f[(c+4|0)>>2]|0;e=1;if(e){e=0;if(!b)s=22;else e=1}if(e)if(1){g=h;do{b:do switch((K_a(a,i,d,g)|0)<<24>>24){case 0:if(!(f[g>>2]|0)){e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{A=g;j=f[A+4>>2]|0;f[e>>2]=f[A>>2];f[e+4>>2]=j;f[y>>2]=(f[y>>2]|0)+8;break b}}else{e=f[x>>2]|0;if((e|0)==(f[((z+24|0)+8|0)>>2]|0)){b_a(z+24|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break b}}case 3:{e=f[y>>2]|0;if((e|0)==(f[((z+36|0)+8|0)>>2]|0)){b_a(z+36|0,g);break b}else{j=g;A=f[j+4>>2]|0;f[e>>2]=f[j>>2];f[e+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(h+(b<<3)|0|0));e=1;if(e){e=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))s=22;else e=1}if(e)if(1){b=f[(r+24|0)>>2]|0;g=f[(r+28|0)>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[(r+24|0)>>2]=(f[(r+24|0)>>2]|0)+28}else e=1}if(e)if(1){h=f[(r+20|0)>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(r+20|0);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)m=0;else if(e>>>0>153391689)vd();else{m=pOb(e*28|0)|0;break}while(0);j=m+(((b-h|0)/28|0)*28|0)|0;i=m+(e*28|0)|0;f[j>>2]=f[c>>2];f[m+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[m+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[m+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{m=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[m+-24>>2];B=h+-20|0;f[B>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[B>>2]=f[(m+-20|0)>>2];f[A>>2]=f[(m+-16|0)>>2];f[h+-12>>2]=f[(m+-12|0)>>2];f[(m+-12|0)>>2]=0;f[(m+-16|0)>>2]=0;f[(m+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[m+-8>>2];A=f[(m+-4|0)>>2]|0;f[(m+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[(r+20|0)>>2]|0;e=f[(r+24|0)>>2]|0}f[(r+20|0)>>2]=g;f[(r+24|0)>>2]=j+28|0;f[(r+28|0)>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}e=f[(r+24|0)>>2]|0;A=f[(z+24|0)>>2]|0;B=f[x>>2]|0;f[z>>2]=(A|0)==(B|0)?0:A;f[z+4>>2]=B-A>>3;f[z+8>>2]=A;f[(z+12|0)>>2]=B;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;f[(z+48|0)>>2]=0;o0a(a,z+48|0,z,f[e+-8>>2]|0);e=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);e=f[(z+8|0)>>2]|0;if((e|0)==(f[(z+12|0)>>2]|0)){g=f[z>>2]|0;if(g){tOb(g);e=f[(z+8|0)>>2]|0}}if(e|0){g=f[(z+12|0)>>2]|0;if((g|0)!=(e|0))f[(z+12|0)>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}}do if((s|0)==22){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){L_a(z+20|0,z+36|0,c);break}i=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=i;e=1;if(e){e=0;if((i|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else e=1}if(e)if(1){f[(w+816|0)>>2]=i+1|0;h=f[(r+4|0)>>2]|0;c:do if(!h){o=0;s=41}else{if(!((h+-1|0)&h))b=(h+-1|0)&(i+1|0);else if(h>>>0>(i+1|0)>>>0)b=i+1|0;else b=((i+1|0)>>>0)%(h>>>0)|0;e=f[(f[r>>2]|0)+(b<<2)>>2]|0;if(!e){o=b;s=41}else{if(!((h+-1|0)&h))while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}B=f[e+4>>2]|0;if(!((B|0)==(i+1|0|0)|(B&(h+-1|0)|0)==(b|0))){o=b;s=41;break c}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break c}}while(1){e=f[e>>2]|0;if(!e){o=b;s=41;break c}g=f[e+4>>2]|0;if((g|0)!=(i+1|0|0)){if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(b|0)){o=b;s=41;break c}}if((f[e+8>>2]|0)==(i+1|0|0)){q=e;break}}}}while(0);if((s|0)==41){b=pOb(24)|0;f[b+8>>2]=i+1|0;f[b+12>>2]=0;f[b+16>>2]=0;f[b+20>>2]=0;f[b+4>>2]=i+1|0;f[b>>2]=0;k=+(((f[(r+12|0)>>2]|0)+1|0)>>>0);l=+n[r+16>>2];do if((h|0)==0|l*+(h>>>0)<k){e=~~+W(+(k/l))>>>0;d_a(r,(h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1)>>>0<e>>>0?e:h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1);e=f[(r+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(i+1|0);break}if(e>>>0>(i+1|0)>>>0){h=e;e=i+1|0}else{h=e;e=((i+1|0)>>>0)%(e>>>0)|0}}else e=o;while(0);e=(f[r>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[b>>2]=f[(r+8|0)>>2];f[(r+8|0)>>2]=b;f[e>>2]=r+8|0;e=f[b>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;p=(f[r>>2]|0)+(e<<2)|0;s=54}}else{f[b>>2]=f[g>>2];p=g;s=54}if((s|0)==54)f[p>>2]=b;f[(r+12|0)>>2]=(f[(r+12|0)>>2]|0)+1;q=b}o=q+12|0;p=q+16|0;b=f[p>>2]|0;a=q+20|0;g=f[a>>2]|0;e=1;if(e){e=0;if(b>>>0<g>>>0){f[b>>2]=f[c>>2];f[b+4>>2]=f[(c+4|0)>>2];f[(b+8|0)>>2]=0;f[(b+12|0)>>2]=0;f[b+16>>2]=0;f[(b+8|0)>>2]=f[(c+8|0)>>2];f[(b+12|0)>>2]=f[(c+12|0)>>2];f[b+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[b+20>>2]=d;f[(z+20|0)>>2]=0;f[b+24>>2]=t;f[p>>2]=(f[p>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((b-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);j=v+(((b-h|0)/28|0)*28|0)|0;i=v+(e*28|0)|0;f[j>>2]=f[c>>2];f[v+(((b-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((b-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+20>>2]=d;f[(z+20|0)>>2]=0;f[v+(((b-h|0)/28|0)*28|0)+24>>2]=t;b=f[o>>2]|0;e=f[p>>2]|0;if((e|0)==(b|0)){g=j;m=b;e=b}else{g=j;h=j;do{A=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[A+-24>>2];d=h+-20|0;f[d>>2]=0;B=h+-16|0;f[B>>2]=0;f[h+-12>>2]=0;f[d>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[h+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[A+-8>>2];B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[h+-4>>2]=B;h=g+-28|0;g=h}while((e|0)!=(b|0));m=f[o>>2]|0;e=f[p>>2]|0}f[o>>2]=g;f[p>>2]=j+28|0;f[a>>2]=i;j=m;if((e|0)!=(j|0)){i=e;do{B=i+-4|0;e=f[B>>2]|0;f[B>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=i+-20|0;e=f[g>>2]|0;b=i+-16|0;i=i+-28|0;if((e|0)==(f[b>>2]|0)){h=f[i>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[b>>2]|0;if((g|0)!=(e|0))f[b>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((i|0)!=(j|0))}if(m|0)sOb(m)}B=p0a(w+444|0,z+48|0)|0;f[B>>2]=2}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function p0a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(16)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;q0a(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function q0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){r0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;r0a(a,b);return}function r0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function s0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;r=0;z=u;u=u+64|0;a:do if((f[a+12>>2]|0)!=2){h=f[c>>2]|0;i=f[c+4>>2]|0;if(i|0){g=h;while(1){if(f[g>>2]|0)break;g=g+8|0;if((g|0)==(h+(i<<3)|0|0))break a}y=f[b>>2]|0;oh[f[(f[y>>2]|0)+16>>2]&1023](y,0);u=z;return}}while(0);t=f[b>>2]|0;if(!t){V$a(a,c,d);u=z;return}l=f[(f[a+8>>2]|0)+232>>2]|0;s=d?2:0;w=f[a+4>>2]|0;f[b>>2]=0;f[(z+20|0)>>2]=t;f[(z+36|0)>>2]=0;y=(z+36|0)+4|0;f[y>>2]=0;f[(z+36|0)+8>>2]=0;f[(z+24|0)>>2]=0;x=(z+24|0)+4|0;f[x>>2]=0;f[(z+24|0)+8>>2]=0;i=f[c>>2]|0;d=f[(c+4|0)>>2]|0;g=1;if(g){g=0;if(!d)r=29;else g=1}if(g)if(1){h=i;do{CRa(z+48|0,l,h);g=f[(z+48|0)>>2]|0;if(!g){m=B_a(a,h,10)|0;r=13}else if(lFa(g,l,s>>>1,0)|0){g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g)}else{m=0;r=13}b:do if((r|0)==13){r=0;g=f[((z+48|0)+4|0)>>2]|0;if(g|0)iOb(g);switch(m<<24>>24){case 0:break;case 3:{g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break b}else{A=h;b=f[A+4>>2]|0;f[g>>2]=f[A>>2];f[g+4>>2]=b;f[y>>2]=(f[y>>2]|0)+8;break b}}default:break b}if(!(f[h>>2]|0)){g=f[y>>2]|0;if((g|0)==(f[((z+36|0)+8|0)>>2]|0)){SD(z+36|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break}}else{g=f[x>>2]|0;if((g|0)==(f[((z+24|0)+8|0)>>2]|0)){SD(z+24|0,h);break}else{b=h;A=f[b+4>>2]|0;f[g>>2]=f[b>>2];f[g+4>>2]=A;f[x>>2]=(f[x>>2]|0)+8;break}}}while(0);h=h+8|0}while((h|0)!=(i+(d<<3)|0|0));g=1;if(g){g=0;if((f[(z+24|0)>>2]|0)==(f[x>>2]|0))r=29;else g=1}if(g)if(1){d=f[(w+24|0)>>2]|0;h=f[(w+28|0)>>2]|0;g=1;if(g){g=0;if(d>>>0<h>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[(c+4|0)>>2];f[(d+8|0)>>2]=0;f[(d+12|0)>>2]=0;f[d+16>>2]=0;f[(d+8|0)>>2]=f[(c+8|0)>>2];f[(d+12|0)>>2]=f[(c+12|0)>>2];f[d+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[d+20>>2]=s;f[(z+20|0)>>2]=0;f[d+24>>2]=t;f[(w+24|0)>>2]=(f[(w+24|0)>>2]|0)+28}else g=1}if(g)if(1){i=f[(w+20|0)>>2]|0;g=((d-i|0)/28|0)+1|0;if(g>>>0>153391689)AMb(w+20|0);g=((h-i|0)/28|0)>>>0<76695844?(((h-i|0)/28|0)<<1>>>0<g>>>0?g:((h-i|0)/28|0)<<1):153391689;do if(!g)o=0;else if(g>>>0>153391689)vd();else{o=pOb(g*28|0)|0;break}while(0);l=o+(((d-i|0)/28|0)*28|0)|0;b=o+(g*28|0)|0;f[l>>2]=f[c>>2];f[o+(((d-i|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[o+(((d-i|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[o+(((d-i|0)/28|0)*28|0)+24>>2]=t;d=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0;if((g|0)==(d|0)){h=l;m=d;g=d}else{h=l;i=l;do{o=g;g=g+-28|0;f[i+-28>>2]=f[g>>2];f[i+-24>>2]=f[o+-24>>2];m=i+-20|0;f[m>>2]=0;A=i+-16|0;f[A>>2]=0;f[i+-12>>2]=0;f[m>>2]=f[(o+-20|0)>>2];f[A>>2]=f[(o+-16|0)>>2];f[i+-12>>2]=f[(o+-12|0)>>2];f[(o+-12|0)>>2]=0;f[(o+-16|0)>>2]=0;f[(o+-20|0)>>2]=0;f[g>>2]=0;f[i+-8>>2]=f[o+-8>>2];A=f[(o+-4|0)>>2]|0;f[(o+-4|0)>>2]=0;f[i+-4>>2]=A;i=h+-28|0;h=i}while((g|0)!=(d|0));m=f[(w+20|0)>>2]|0;g=f[(w+24|0)>>2]|0}f[(w+20|0)>>2]=h;f[(w+24|0)>>2]=l+28|0;f[(w+28|0)>>2]=b;l=m;if((g|0)!=(l|0)){b=g;do{A=b+-4|0;g=f[A>>2]|0;f[A>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);h=b+-20|0;g=f[h>>2]|0;d=b+-16|0;b=b+-28|0;if((g|0)==(f[d>>2]|0)){i=f[b>>2]|0;if(i){tOb(i);g=f[h>>2]|0}}if(g|0){h=f[d>>2]|0;if((h|0)!=(g|0))f[d>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}while((b|0)!=(l|0))}if(m|0)sOb(m)}g=f[(w+24|0)>>2]|0;o=f[(z+24|0)>>2]|0;A=f[x>>2]|0;f[z>>2]=(o|0)==(A|0)?0:o;f[z+4>>2]=A-o>>3;f[z+8>>2]=o;f[(z+12|0)>>2]=A;f[z+16>>2]=f[((z+24|0)+8|0)>>2];f[((z+24|0)+8|0)>>2]=0;f[x>>2]=0;f[(z+24|0)>>2]=0;g=(f[g+-8>>2]&2|0)!=0;f[(z+48|0)>>2]=0;s0a(a,z+48|0,z,g);g=f[(z+48|0)>>2]|0;f[(z+48|0)>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);g=f[(z+8|0)>>2]|0;if((g|0)==(f[(z+12|0)>>2]|0)){h=f[z>>2]|0;if(h){tOb(h);g=f[(z+8|0)>>2]|0}}if(g|0){h=f[(z+12|0)>>2]|0;if((h|0)!=(g|0))f[(z+12|0)>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}}do if((r|0)==29){if((f[(z+36|0)>>2]|0)!=(f[y>>2]|0)){C_a(z+20|0,z+36|0,c);break}b=f[(w+816|0)>>2]|0;f[(z+48|0)>>2]=b;g=1;if(g){g=0;if((b|0)==(f[w+440>>2]|0))oh[f[(f[t>>2]|0)+8>>2]&1023](t,c);else g=1}if(g)if(1){f[(w+816|0)>>2]=b+1|0;d=f[(w+4|0)>>2]|0;c:do if(!d){e=0;r=48}else{if(!((d+-1|0)&d))i=(d+-1|0)&(b+1|0);else if(d>>>0>(b+1|0)>>>0)i=b+1|0;else i=((b+1|0)>>>0)%(d>>>0)|0;g=f[(f[w>>2]|0)+(i<<2)>>2]|0;if(!g){e=i;r=48}else{if(!((d+-1|0)&d))while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}A=f[g+4>>2]|0;if(!((A|0)==(b+1|0|0)|(A&(d+-1|0)|0)==(i|0))){e=i;r=48;break c}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break c}}while(1){g=f[g>>2]|0;if(!g){e=i;r=48;break c}h=f[g+4>>2]|0;if((h|0)!=(b+1|0|0)){if(h>>>0>=d>>>0)h=(h>>>0)%(d>>>0)|0;if((h|0)!=(i|0)){e=i;r=48;break c}}if((f[g+8>>2]|0)==(b+1|0|0)){p=g;break}}}}while(0);if((r|0)==48){i=pOb(24)|0;f[i+8>>2]=b+1|0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+4>>2]=b+1|0;f[i>>2]=0;j=+(((f[(w+12|0)>>2]|0)+1|0)>>>0);k=+n[w+16>>2];do if((d|0)==0|k*+(d>>>0)<j){e=~~+W(+(j/k))>>>0;g_a(w,(d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1)>>>0<e>>>0?e:d<<1|(d>>>0<3|(d+-1&d|0)!=0)&1);e=f[(w+4|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(b+1|0);break}if(e>>>0>(b+1|0)>>>0){h=e;e=b+1|0}else{h=e;e=((b+1|0)>>>0)%(e>>>0)|0}}else h=d;while(0);e=(f[w>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[i>>2]=f[(w+8|0)>>2];f[(w+8|0)>>2]=i;f[e>>2]=w+8|0;e=f[i>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;q=(f[w>>2]|0)+(e<<2)|0;r=61}}else{f[i>>2]=f[g>>2];q=g;r=61}if((r|0)==61)f[q>>2]=i;f[(w+12|0)>>2]=(f[(w+12|0)>>2]|0)+1;p=i}o=p+12|0;a=p+16|0;i=f[a>>2]|0;m=p+20|0;g=f[m>>2]|0;e=1;if(e){e=0;if(i>>>0<g>>>0){f[i>>2]=f[c>>2];f[i+4>>2]=f[(c+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(c+8|0)>>2];f[(i+12|0)>>2]=f[(c+12|0)>>2];f[i+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[i+20>>2]=s;f[(z+20|0)>>2]=0;f[i+24>>2]=t;f[a>>2]=(f[a>>2]|0)+28}else e=1}if(e)if(1){h=f[o>>2]|0;e=((i-h|0)/28|0)+1|0;if(e>>>0>153391689)AMb(o);e=((g-h|0)/28|0)>>>0<76695844?(((g-h|0)/28|0)<<1>>>0<e>>>0?e:((g-h|0)/28|0)<<1):153391689;do if(!e)v=0;else if(e>>>0>153391689)vd();else{v=pOb(e*28|0)|0;break}while(0);b=v+(((i-h|0)/28|0)*28|0)|0;d=v+(e*28|0)|0;f[b>>2]=f[c>>2];f[v+(((i-h|0)/28|0)*28|0)+4>>2]=f[(c+4|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+8>>2]=f[(c+8|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+12>>2]=f[(c+12|0)>>2];f[v+(((i-h|0)/28|0)*28|0)+16>>2]=f[(c+16|0)>>2];f[(c+16|0)>>2]=0;f[(c+12|0)>>2]=0;f[(c+8|0)>>2]=0;f[c>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+20>>2]=s;f[(z+20|0)>>2]=0;f[v+(((i-h|0)/28|0)*28|0)+24>>2]=t;i=f[o>>2]|0;e=f[a>>2]|0;if((e|0)==(i|0)){g=b;l=i;e=i}else{g=b;h=b;do{v=e;e=e+-28|0;f[h+-28>>2]=f[e>>2];f[h+-24>>2]=f[v+-24>>2];c=h+-20|0;f[c>>2]=0;A=h+-16|0;f[A>>2]=0;f[h+-12>>2]=0;f[c>>2]=f[(v+-20|0)>>2];f[A>>2]=f[(v+-16|0)>>2];f[h+-12>>2]=f[(v+-12|0)>>2];f[(v+-12|0)>>2]=0;f[(v+-16|0)>>2]=0;f[(v+-20|0)>>2]=0;f[e>>2]=0;f[h+-8>>2]=f[v+-8>>2];A=f[(v+-4|0)>>2]|0;f[(v+-4|0)>>2]=0;f[h+-4>>2]=A;h=g+-28|0;g=h}while((e|0)!=(i|0));l=f[o>>2]|0;e=f[a>>2]|0}f[o>>2]=g;f[a>>2]=b+28|0;f[m>>2]=d;b=l;if((e|0)!=(b|0)){d=e;do{A=d+-4|0;e=f[A>>2]|0;f[A>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);g=d+-20|0;e=f[g>>2]|0;i=d+-16|0;d=d+-28|0;if((e|0)==(f[i>>2]|0)){h=f[d>>2]|0;if(h){tOb(h);e=f[g>>2]|0}}if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}}while((d|0)!=(b|0))}if(l|0)sOb(l)}A=p0a(w+444|0,z+48|0)|0;f[A>>2]=0}}while(0);e=f[(z+24|0)>>2]|0;if(e|0){g=f[x>>2]|0;if((g|0)!=(e|0))f[x>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+36|0)>>2]|0;if(e|0){g=f[y>>2]|0;if((g|0)!=(e|0))f[y>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(z+20|0)>>2]|0;f[(z+20|0)>>2]=0;if(!e){u=z;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=z;return}function t0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+68>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+64|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+688|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+684|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+696|0)>>2]|0)+1|0)>>>0);o=+n[(r+700|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;u0a(r+684|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+688|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+684|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+692|0)>>2];f[(r+692|0)>>2]=j;f[e>>2]=r+692|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+684|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+696|0)>>2]=(f[(r+696|0)>>2]|0)+1}p=v0a(d+64|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;T0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function u0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){x0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;x0a(a,b);return}function v0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)w0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)w0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function w0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function x0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function y0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+88>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+84|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+708|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+704|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+716|0)>>2]|0)+1|0)>>>0);o=+n[(r+720|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;z0a(r+704|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+708|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+704|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+712|0)>>2];f[(r+712|0)>>2]=j;f[e>>2]=r+712|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+704|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+716|0)>>2]=(f[(r+716|0)>>2]|0)+1}p=A0a(d+84|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;U0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function z0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C0a(a,b);return}function A0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)B0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)B0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function B0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function C0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function D0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1600|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+128>>2]|0;b:do if(!h)v=153;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+124|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=153;else{e=f[e>>2]|0;if(!e)v=153;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=153;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=153;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=153;break b}}e=f[e>>2]|0;if(!e){v=153;break}}}}}while(0);if((v|0)==153){v=0;i=f[l>>2]|0;c=f[(r+748|0)>>2]|0;c:do if(!c){t=0;v=172}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+744|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=172}else{e=f[e>>2]|0;if(!e){t=h;v=172}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=172;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=172;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=172;break}}}}}while(0);if((v|0)==172){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+756|0)>>2]|0)+1|0)>>>0);o=+n[(r+760|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;IUa(r+744|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+748|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+744|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+752|0)>>2];f[(r+752|0)>>2]=j;f[e>>2]=r+752|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+744|0)>>2]|0)+(e<<2)|0;v=185}}else{f[j>>2]=f[g>>2];s=g;v=185}if((v|0)==185){v=0;f[s>>2]=j}f[(r+756|0)>>2]=(f[(r+756|0)>>2]|0)+1}p=vYa(d+124|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=26;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+648>>2]=j;f[w+704>>2]=k;f[w+752>>2]=e;f[w+800>>2]=g;f[w+824>>2]=h;f[w+864>>2]=c;f[w+1472>>2]=v;f[w+1480>>2]=i;f[w+1520>>2]=0;f[w+1524>>2]=0;V0a(w);G=f[w+1520>>2]|0;D=f[w+1524>>2]|0;H=+n[w+1524>>2];f[w+1520>>2]=0;f[w+1524>>2]=0;if((G|0)==5)return}function E0a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0.0,o=0.0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;v=0;w=u;u=u+1616|0;a:do if((f[a+12>>2]|0)!=2){g=f[d>>2]|0;h=f[d+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}v=f[c>>2]|0;oh[f[(f[v>>2]|0)+16>>2]&1023](v,0);u=w;return}}while(0);l=f[c>>2]|0;if(!l){r=f[a+4>>2]|0;q=f[d>>2]|0;a=f[d+4>>2]|0;if(!a){u=w;return}l=q;do{d=xYa(r+776|0,l)|0;p=l+4|0;k=f[p>>2]|0;h=f[d+108>>2]|0;b:do if(!h)v=154;else{if(!((h+-1|0)&h))c=(h+-1|0)&k;else if(h>>>0>k>>>0)c=k;else c=(k>>>0)%(h>>>0)|0;e=f[(f[(d+104|0)>>2]|0)+(c<<2)>>2]|0;if(!e)v=154;else{e=f[e>>2]|0;if(!e)v=154;else{if(!((h+-1|0)&h))while(1){g=f[e+4>>2]|0;if(!((g|0)==(k|0)|(g&(h+-1|0)|0)==(c|0))){v=154;break b}if((g|0)==(k|0))if((f[e+8>>2]|0)==(k|0))break b;e=f[e>>2]|0;if(!e){v=154;break b}}while(1){g=f[e+4>>2]|0;if((g|0)==(k|0)){if((f[e+8>>2]|0)==(k|0))break b}else{if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;if((g|0)!=(c|0)){v=154;break b}}e=f[e>>2]|0;if(!e){v=154;break}}}}}while(0);if((v|0)==154){v=0;i=f[l>>2]|0;c=f[(r+728|0)>>2]|0;c:do if(!c){t=0;v=173}else{if(!((c+-1|0)&c))h=(k+-1640531527+(i<<6)+(i>>>2)^i)&(c+-1|0);else if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<c>>>0)h=k+-1640531527+(i<<6)+(i>>>2)^i;else h=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(c>>>0)|0;e=f[(f[(r+724|0)>>2]|0)+(h<<2)>>2]|0;if(!e){t=h;v=173}else{e=f[e>>2]|0;if(!e){t=h;v=173}else{if(!((c+-1|0)&c))while(1){j=f[e+4>>2]|0;if(!((j|0)==(k+-1640531527+(i<<6)+(i>>>2)^i|0)|(j&(c+-1|0)|0)==(h|0))){t=h;v=173;break c}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break c}}while(1){g=f[e+4>>2]|0;if((g|0)!=(k+-1640531527+(i<<6)+(i>>>2)^i|0)){if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(h|0)){t=h;v=173;break c}}if((f[e+8>>2]|0)==(i|0))if((f[e+12>>2]|0)==(k|0))break c;e=f[e>>2]|0;if(!e){t=h;v=173;break}}}}}while(0);if((v|0)==173){v=0;j=pOb(16)|0;g=l;h=f[g+4>>2]|0;f[(j+8|0)>>2]=f[g>>2];f[(j+8|0)+4>>2]=h;f[j+4>>2]=k+-1640531527+(i<<6)+(i>>>2)^i;f[j>>2]=0;m=+(((f[(r+736|0)>>2]|0)+1|0)>>>0);o=+n[(r+740|0)>>2];do if((c|0)==0|o*+(c>>>0)<m){e=~~+W(+(m/o))>>>0;F0a(r+724|0,(c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1)>>>0<e>>>0?e:c<<1|(c>>>0<3|(c+-1&c|0)!=0)&1);e=f[(r+728|0)>>2]|0;if(!((e+-1|0)&e)){h=e;e=(e+-1|0)&(k+-1640531527+(i<<6)+(i>>>2)^i);break}if((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0<e>>>0){h=e;e=k+-1640531527+(i<<6)+(i>>>2)^i}else{h=e;e=((k+-1640531527+(i<<6)+(i>>>2)^i)>>>0)%(e>>>0)|0}}else{h=c;e=t}while(0);e=(f[(r+724|0)>>2]|0)+(e<<2)|0;g=f[e>>2]|0;if(!g){f[j>>2]=f[(r+732|0)>>2];f[(r+732|0)>>2]=j;f[e>>2]=r+732|0;e=f[j>>2]|0;if(e|0){e=f[e+4>>2]|0;g=h+-1|0;if(!(g&h))e=e&g;else if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;s=(f[(r+724|0)>>2]|0)+(e<<2)|0;v=186}}else{f[j>>2]=f[g>>2];s=g;v=186}if((v|0)==186){v=0;f[s>>2]=j}f[(r+736|0)>>2]=(f[(r+736|0)>>2]|0)+1}p=G0a(d+104|0,p)|0;b[p>>0]=0}l=l+8|0}while((l|0)!=(q+(a<<3)|0|0));u=w;return}j=f[(f[a+8>>2]|0)+232>>2]|0;k=f[a+4>>2]|0;f[c>>2]=0;f[(w+20|0)>>2]=l;f[(w+36|0)>>2]=0;e=(w+36|0)+4|0;f[e>>2]=0;f[(w+36|0)+8>>2]=0;f[(w+24|0)>>2]=0;g=(w+24|0)+4|0;f[g>>2]=0;f[(w+24|0)+8>>2]=0;h=f[d>>2]|0;c=f[(d+4|0)>>2]|0;i=1;if(i){i=0;if(!c)v=27;else i=1}f[w+80>>2]=a;f[w+96>>2]=d;f[w+568>>2]=l;f[w+640>>2]=j;f[w+672>>2]=k;f[w+736>>2]=e;f[w+792>>2]=g;f[w+824>>2]=h;f[w+848>>2]=c;f[w+1480>>2]=v;f[w+1488>>2]=i;f[w+1528>>2]=0;f[w+1532>>2]=0;W0a(w);G=f[w+1528>>2]|0;D=f[w+1532>>2]|0;H=+n[w+1532>>2];f[w+1528>>2]=0;f[w+1532>>2]=0;if((G|0)==5)return}function F0a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){I0a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;I0a(a,b);return}function G0a(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{h=k+-1|0;d=(h&k|0)==0;if(d)i=h&o;else if(k>>>0>o>>>0)i=o;else i=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!c)c=i;else{if(d){do{c=f[c>>2]|0;if(!c){c=i;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&h|0)==(i|0))){c=i;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=i;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(i|0)){c=i;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);i=pOb(16)|0;f[i+8>>2]=o;b[i+12>>0]=0;f[i+4>>2]=o;f[i>>2]=0;m=a+12|0;e=+(((f[m>>2]|0)+1|0)>>>0);d=a+16|0;g=+n[d>>2];do if(j|g*+(k>>>0)<e){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(e/g))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;h=k}else if(!(c+-1&c))h=k;else{c=hDb(c)|0;h=f[l>>2]|0}if(c>>>0>h>>>0)H0a(a,c);else if(c>>>0<h>>>0){d=~~+W(+(+((f[m>>2]|0)>>>0)/+n[d>>2]))>>>0;if(h>>>0>2&(h+-1&h|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<h>>>0)H0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&o;break}if(c>>>0>o>>>0){h=c;c=o}else{h=c;c=(o>>>0)%(c>>>0)|0}}else h=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[i>>2]=f[c>>2];f[c>>2]=i;f[d>>2]=c;c=f[i>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[i>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=i;f[m>>2]=(f[m>>2]|0)+1;a=i;a=a+12|0;return a|0}function H0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function I0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function J0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;p=0;q=u;u=u+1360|0;a:do if((f[a+12>>2]|0)!=2){g=f[c>>2]|0;h=f[c+4>>2]|0;if(h|0){e=g;while(1){if(f[e>>2]|0)break;e=e+8|0;if((e|0)==(g+(h<<3)|0|0))break a}p=f[b>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}}while(0);j=f[b>>2]|0;if(!j){a0a(a,c,d);u=q;return}k=f[(f[a+8>>2]|0)+232>>2]|0;l=f[a+4>>2]|0;f[b>>2]=0;f[(q+20|0)>>2]=j;f[(q+36|0)>>2]=0;o=(q+36|0)+4|0;f[o>>2]=0;f[(q+36|0)+8>>2]=0;f[(q+24|0)>>2]=0;m=(q+24|0)+4|0;f[m>>2]=0;f[(q+24|0)+8>>2]=0;b=f[c>>2]|0;i=f[(c+4|0)>>2]|0;b:do if(i|0){if(d){h=b;while(1){sRa(q+48|0,k,h);if(!(f[(q+48|0)>>2]|0))e=B_a(a,h,8)|0;else e=1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);c:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{r=h;g=f[r+4>>2]|0;f[e>>2]=f[r>>2];f[e+4>>2]=g;f[o>>2]=(f[o>>2]|0)+8;break c}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break c}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break c}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break c}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}else h=b;while(1){sRa(q+48|0,k,h);e=f[(q+48|0)>>2]|0;if(!e)e=B_a(a,h,8)|0;else e=((NFa(e)|0)^1)&1;g=f[((q+48|0)+4|0)>>2]|0;if(g|0)iOb(g);d:do switch(e<<24>>24){case 0:if(!(f[h>>2]|0)){e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}else{e=f[m>>2]|0;if((e|0)==(f[((q+24|0)+8|0)>>2]|0)){lE(q+24|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[m>>2]=(f[m>>2]|0)+8;break d}}case 3:{e=f[o>>2]|0;if((e|0)==(f[((q+36|0)+8|0)>>2]|0)){lE(q+36|0,h);break d}else{g=h;r=f[g+4>>2]|0;f[e>>2]=f[g>>2];f[e+4>>2]=r;f[o>>2]=(f[o>>2]|0)+8;break d}}default:{}}while(0);h=h+8|0;if((h|0)==(b+(i<<3)|0|0))break b}}while(0);do{r=1;f[q+80>>2]=a;f[q+96>>2]=c;f[q+104>>2]=d;f[q+472>>2]=j;f[q+632>>2]=l;f[q+656>>2]=o;f[q+688>>2]=m;f[q+1248>>2]=p;f[q+1256>>2]=r;f[q+1288>>2]=0;f[q+1292>>2]=0;X0a(q);G=f[q+1288>>2]|0;D=f[q+1292>>2]|0;H=+n[q+1292>>2];f[q+1288>>2]=0;f[q+1292>>2]=0;if((G|0)==1)break}while(0);e=f[(q+24|0)>>2]|0;if(e|0){g=f[m>>2]|0;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+36|0)>>2]|0;if(e|0){g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e)}e=f[(q+20|0)>>2]|0;f[(q+20|0)>>2]=0;if(!e){u=q;return}gh[f[(f[e>>2]|0)+4>>2]&2047](e);u=q;return}function K0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+128|0;l=q+124|0;p=q+120|0;m=q+96|0;n=q+8|0;o=q+88|0;j=q+4|0;k=q;f[p>>2]=d;if(f[a+436>>2]|0){h=f[e>>2]|0;if(h>>>0<(f[(f[a+428>>2]|0)+16>>2]|0)>>>0){g=a+380|0;c=f[g>>2]|0;if(c>>>0<(f[a+384>>2]|0)>>>0){f[c>>2]=h;f[c+4>>2]=f[p>>2];f[g>>2]=c+8;u=q;return}else{L0a(a+376|0,e,p);u=q;return}}}ykb(c,d);g=gkb(c,d)|0;i=hkb(c,d)|0;if(b[i+13>>0]|0){e=(M0a(a+356|0,p)|0)+20|0;e=f[e>>2]|0;oh[f[(f[e>>2]|0)+8>>2]&1023](e,p);u=q;return}switch(g|0){case 0:{ikb(m,c,d);kkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;k=f[(f[a>>2]|0)+152>>2]|0;f[o>>2]=f[e>>2];e=f[p>>2]|0;h=m+4|0;g=f[m>>2]|0;p=(f[h>>2]|0)-g>>4;f[l>>2]=f[o>>2];Xh[k&63](a,l,e,i,p,g,n);g=f[m>>2]|0;if(g|0){c=f[h>>2]|0;if((c|0)!=(g|0))f[h>>2]=c+(~((c+-16-g|0)>>>4)<<4);sOb(g)}u=q;return}case 1:{lkb(m,c,d);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+160>>2]|0;f[j>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[j>>2];Lh[o&255](a,l,p,i,m);u=q;return}case 2:{mkb(m,c,d);nkb(n,c,f[p>>2]|0);a=f[a+832>>2]|0;o=f[(f[a>>2]|0)+156>>2]|0;f[k>>2]=f[e>>2];p=f[p>>2]|0;f[l>>2]=f[k>>2];Th[o&127](a,l,p,i,m,n);u=q;return}default:{u=q;return}}}function L0a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;i=a+4|0;k=f[a>>2]|0;l=(f[i>>2]|0)-k|0;m=l>>3;d=m+1|0;if(d>>>0>536870911)AMb(a);g=a+8|0;n=(f[g>>2]|0)-k|0;e=n>>2;d=n>>3>>>0<268435455?(e>>>0<d>>>0?d:e):536870911;do if(!d){h=0;j=0}else if(d>>>0>536870911)vd();else{j=pOb(d<<3)|0;h=j;break}while(0);e=h+(m<<3)|0;f[e>>2]=f[b>>2];f[h+(m<<3)+4>>2]=f[c>>2];if((l|0)>0)bQb(j|0,k|0,l|0)|0;f[a>>2]=h;f[i>>2]=e+8;f[g>>2]=h+(d<<3);if(!k)return;sOb(k);return}function M0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0;o=f[c>>2]|0;l=a+4|0;k=f[l>>2]|0;j=(k|0)==0;a:do if(j)c=0;else{e=k+-1|0;d=(e&k|0)==0;if(d)g=e&o;else if(k>>>0>o>>>0)g=o;else g=(o>>>0)%(k>>>0)|0;c=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!c)c=g;else{if(d){do{c=f[c>>2]|0;if(!c){c=g;break a}m=f[c+4>>2]|0;if(!((m|0)==(o|0)|(m&e|0)==(g|0))){c=g;break a}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}do{c=f[c>>2]|0;if(!c){c=g;break a}d=f[c+4>>2]|0;if((d|0)!=(o|0)){if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(g|0)){c=g;break a}}}while((f[c+8>>2]|0)!=(o|0));a=c+12|0;return a|0}}while(0);m=pOb(48)|0;f[m+8>>2]=o;d=m+28|0;e=m+12|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[d>>2]=1.0;g=m+32|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;b[g+12>>0]=0;f[m+4>>2]=o;f[m>>2]=0;g=a+12|0;h=+(((f[g>>2]|0)+1|0)>>>0);d=a+16|0;i=+n[d>>2];do if(j|i*+(k>>>0)<h){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;j=~~+W(+(h/i))>>>0;c=c>>>0<j>>>0?j:c;if((c|0)==1){c=2;e=k}else if(!(c+-1&c))e=k;else{c=hDb(c)|0;e=f[l>>2]|0}if(c>>>0>e>>>0)N0a(a,c);else if(c>>>0<e>>>0){d=~~+W(+(+((f[g>>2]|0)>>>0)/+n[d>>2]))>>>0;if(e>>>0>2&(e+-1&e|0)==0)d=1<<32-(_(d+-1|0)|0);else d=hDb(d)|0;c=c>>>0<d>>>0?d:c;if(c>>>0<e>>>0)N0a(a,c)}c=f[l>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&o;break}if(c>>>0>o>>>0){e=c;c=o}else{e=c;c=(o>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[m>>2]=f[c>>2];f[c>>2]=m;f[d>>2]=c;c=f[m>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;p=41}}else{f[m>>2]=f[c>>2];p=41}if((p|0)==41)f[c>>2]=m;f[g>>2]=(f[g>>2]|0)+1;a=m;a=a+12|0;return a|0}function N0a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function O0a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;i=m+8|0;k=m+4|0;l=m;if((f[a+12>>2]|0)!=2){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+16>>2]&1023](l,0);u=m;return}j=a+4|0;gZa(f[j>>2]|0,1);h=f[(f[a+8>>2]|0)+232>>2]|0;g=okb(c,h,d,e,g)|0;f[l>>2]=g;if(!g){l=f[b>>2]|0;oh[f[(f[l>>2]|0)+12>>2]&1023](l,i)}else{c=M0a((f[j>>2]|0)+356|0,l)|0;g=c+20|0;e=f[b>>2]|0;f[b>>2]=0;a=f[g>>2]|0;f[g>>2]=e;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);g=(f[j>>2]|0)+820|0;b=(f[g>>2]|0)+-1|0;f[g>>2]=b;f[c+24>>2]=b;l=f[l>>2]|0;j=f[j>>2]|0;f[k>>2]=b;f[i>>2]=f[k>>2];K0a(j,h,l,i)}u=m;return}function P0a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;h=l+8|0;j=l+4|0;k=l;if((f[a+12>>2]|0)!=2){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+16>>2]&1023](k,0);u=l;return}i=a+4|0;gZa(f[i>>2]|0,1);g=f[(f[a+8>>2]|0)+232>>2]|0;e=wkb(c,g,d,e)|0;f[k>>2]=e;if(!e){k=f[b>>2]|0;oh[f[(f[k>>2]|0)+12>>2]&1023](k,h)}else{c=M0a((f[i>>2]|0)+356|0,k)|0;e=c+20|0;d=f[b>>2]|0;f[b>>2]=0;a=f[e>>2]|0;f[e>>2]=d;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);e=(f[i>>2]|0)+820|0;b=(f[e>>2]|0)+-1|0;f[e>>2]=b;f[c+24>>2]=b;k=f[k>>2]|0;i=f[i>>2]|0;f[j>>2]=b;f[h>>2]=f[j>>2];K0a(i,g,k,h)}u=l;return}function Q0a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;g=k+8|0;i=k+4|0;j=k;if((f[a+12>>2]|0)!=2){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+16>>2]&1023](j,0);u=k;return}h=a+4|0;gZa(f[h>>2]|0,1);e=f[(f[a+8>>2]|0)+232>>2]|0;d=vkb(c,e,d)|0;f[j>>2]=d;if(!d){j=f[b>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,g)}else{c=M0a((f[h>>2]|0)+356|0,j)|0;d=c+20|0;l=f[b>>2]|0;f[b>>2]=0;a=f[d>>2]|0;f[d>>2]=l;if(a|0)gh[f[(f[a>>2]|0)+4>>2]&2047](a);l=(f[h>>2]|0)+820|0;b=(f[l>>2]|0)+-1|0;f[l>>2]=b;f[c+24>>2]=b;l=f[j>>2]|0;j=f[h>>2]|0;f[i>>2]=b;f[g>>2]=f[i>>2];K0a(j,e,l,g)}u=k;return}function R0a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+16|0;q=x+4|0;r=x;if((c|0)==0?1:(f[a+12>>2]|0)!=2){u=x;return}n=a+4|0;j=f[n>>2]|0;m=j+380|0;l=f[m>>2]|0;k=l;j=f[j+376>>2]|0;a:do if((j|0)==(l|0))g=l;else{e=j;while(1){if((f[e+4>>2]|0)==(c|0))break;e=e+8|0;if((e|0)==(l|0)){g=k;break a}}g=e;if((e|0)!=(l|0)){e=g;while(1){do{h=e;i=h+8|0;e=i;if((i|0)==(l|0))break a;h=h+12|0}while((f[h>>2]|0)==(c|0));p=g;f[p>>2]=f[i>>2];f[p+4>>2]=f[h>>2];g=p+8|0}}}while(0);e=j+(g-j>>3<<3)|0;if((l|0)!=(g|0)){i=e+(k-g>>3<<3)|0;if((i|0)!=(l|0)){j=l+-8|0;g=i;h=e;while(1){f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];g=g+8|0;if((g|0)==(l|0))break;else h=h+8|0}e=e+(((j-i|0)>>>3)+1<<3)|0}if((l|0)!=(e|0))f[m>>2]=l+(~((l+-8-e|0)>>>3)<<3)}o=f[(f[a+8>>2]|0)+232>>2]|0;i=(hkb(o,c)|0)+13|0;i=b[i>>0]|0;zkb(o,c);o=f[n>>2]|0;l=f[o+360>>2]|0;if(!l){u=x;return}m=l+-1|0;n=(m&l|0)==0;if(n)h=m&c;else if(l>>>0>c>>>0)h=c;else h=(c>>>0)%(l>>>0)|0;p=o+356|0;k=f[p>>2]|0;e=f[k+(h<<2)>>2]|0;if(!e){u=x;return}e=f[e>>2]|0;if(!e){u=x;return}b:do if(n){while(1){j=f[e+4>>2]|0;g=(j|0)==(c|0);if(!(g|(j&m|0)==(h|0))){g=75;break}if(g)if((f[e+8>>2]|0)==(c|0)){w=e;break b}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(c|0)){if((f[e+8>>2]|0)==(c|0)){w=e;break b}}else{if(g>>>0>=l>>>0)g=(g>>>0)%(l>>>0)|0;if((g|0)!=(h|0)){g=75;break}}e=f[e>>2]|0;if(!e){g=75;break}}if((g|0)==75){u=x;return}}while(0);if(!(i<<24>>24)){t=o+820|0;v=(f[t>>2]|0)+-1|0;f[t>>2]=v;f[w+40>>2]=v;w=f[(f[a>>2]|0)+164>>2]|0;f[r>>2]=v;f[q>>2]=f[r>>2];xh[w&127](a,q,c);u=x;return}j=f[w>>2]|0;if(n)c=m&c;else if(l>>>0<=c>>>0)c=(c>>>0)%(l>>>0)|0;h=k+(c<<2)|0;i=f[h>>2]|0;while(1){e=f[i>>2]|0;if((e|0)==(w|0))break;else i=e}if((i|0)==(o+364|0))g=49;else{e=f[i+4>>2]|0;if(n)e=e&m;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(c|0)){s=j;g=57}else g=49}do if((g|0)==49){if(j|0){e=f[j+4>>2]|0;if(n)g=e&m;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(c|0)){d=e;v=j;g=59;break}}f[h>>2]=0;s=f[w>>2]|0;g=57}while(0);if((g|0)==57){e=s;if(!s)t=e;else{d=f[s+4>>2]|0;v=e;g=59}}if((g|0)==59){if(n)d=d&m;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;if((d|0)==(c|0))t=v;else{f[(f[p>>2]|0)+(d<<2)>>2]=i;t=f[w>>2]|0}}f[i>>2]=t;f[w>>2]=0;v=o+368|0;f[v>>2]=(f[v>>2]|0)+-1;v=w+32|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[w+20>>2]|0;if(d|0)do{e=d;d=f[d>>2]|0;v=e+12|0;g=f[v>>2]|0;f[v>>2]=0;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);sOb(e)}while((d|0)!=0);v=w+12|0;d=f[v>>2]|0;f[v>>2]=0;if(d|0)sOb(d);sOb(w);u=x;return}function S0a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+32|0;o=q+20|0;p=q+4|0;m=q;n=q+16|0;if((f[a+12>>2]|0)!=2){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+16>>2]&1023](p,0);u=q;return}if(!d){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}l=a+4|0;g=f[l>>2]|0;j=f[g+360>>2]|0;a:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&d;else if(j>>>0>d>>>0)k=d;else k=(d>>>0)%(j>>>0)|0;g=f[(f[g+356>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(d|0);if(!(h|(j&i|0)==(k|0)))break a;if(h)if((f[g+8>>2]|0)==(d|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(d|0)){if((f[g+8>>2]|0)==(d|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=g+12|0;if(f[g+40>>2]|0){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}g=f[(f[a+8>>2]|0)+232>>2]|0;if(!(xkb(g,d)|0)){p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}f[p>>2]=0;j=p+4|0;f[j>>2]=0;f[p+8>>2]=0;Ckb(g,d,e,p);do if((f[p>>2]|0)==(f[j>>2]|0)){k=(hkb(g,d)|0)+13|0;if(!(b[k>>0]|0)){k=(f[l>>2]|0)+820|0;l=(f[k>>2]|0)+-1|0;f[k>>2]=l;f[m>>2]=l;l=Y0a(h,m)|0;k=f[c>>2]|0;f[c>>2]=0;g=f[l>>2]|0;f[l>>2]=k;if(g|0)gh[f[(f[g>>2]|0)+4>>2]&2047](g);c=f[(f[a>>2]|0)+168>>2]|0;f[n>>2]=f[m>>2];f[o>>2]=f[n>>2];Fh[c&255](a,o,d,e);break}i=o+4|0;n=pOb(8)|0;f[o>>2]=n;g=n+8|0;f[o+8>>2]=g;f[n>>2]=0;f[n+4>>2]=-1;f[i>>2]=g;g=f[c>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,o);g=f[o>>2]|0;if(g|0){h=f[i>>2]|0;if((h|0)!=(g|0))f[i>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}}else{o=f[c>>2]|0;oh[f[(f[o>>2]|0)+8>>2]&1023](o,p)}while(0);g=f[p>>2]|0;if(g|0){h=f[j>>2]|0;if((h|0)!=(g|0))f[j>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}u=q;return}}}while(0);p=f[c>>2]|0;oh[f[(f[p>>2]|0)+12>>2]&1023](p,o);u=q;return}function T0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{vRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,3)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){$E(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){$E(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+152|0)>>2]|0;d=f[(t+156|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+152|0)>>2]=(f[(t+152|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+148|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+148|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+148|0)>>2]|0;c=f[(t+152|0)>>2]|0}f[(t+148|0)>>2]=d;f[(t+152|0)>>2]=k+28|0;f[(t+156|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;t0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){H_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+132|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+128|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+140|0)>>2]|0)+1|0)>>>0);h=+n[t+144>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;XZa(t+128|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+132|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+128|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+136|0)>>2];f[(t+136|0)>>2]=e;f[b>>2]=t+136|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+128|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+140|0)>>2]=(f[(t+140|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=4}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function U0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{uRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,4)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){xM(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){xM(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+184|0)>>2]|0;d=f[(t+188|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+184|0)>>2]=(f[(t+184|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+180|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+180|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+180|0)>>2]|0;c=f[(t+184|0)>>2]|0}f[(t+180|0)>>2]=d;f[(t+184|0)>>2]=k+28|0;f[(t+188|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;y0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){G_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+164|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+160|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+172|0)>>2]|0)+1|0)>>>0);h=+n[t+176>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;PZa(t+160|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+164|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+160|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+168|0)>>2];f[(t+168|0)>>2]=e;f[b>>2]=t+168|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+160|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+172|0)>>2]=(f[(t+172|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=6}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function V0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0;m=f[a+80>>2]|0;q=f[a+96>>2]|0;r=f[a+568>>2]|0;i=f[a+648>>2]|0;t=f[a+704>>2]|0;x=f[a+752>>2]|0;v=f[a+800>>2]|0;j=f[a+824>>2]|0;k=f[a+864>>2]|0;w=f[a+1472>>2]|0;y=f[a+1480>>2]|0;a:{if(y){y=0;if(1){e=j;do{DRa(a+48|0,i,e);if(!(f[(a+48|0)>>2]|0))c=B_a(m,e,1)|0;else c=1;d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(c<<24>>24){case 0:if(!(f[e>>2]|0)){c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{z=e;d=f[z+4>>2]|0;f[c>>2]=f[z>>2];f[c+4>>2]=d;f[x>>2]=(f[x>>2]|0)+8;break b}}else{c=f[v>>2]|0;if((c|0)==(f[((a+24|0)+8|0)>>2]|0)){uH(a+24|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[v>>2]=(f[v>>2]|0)+8;break b}}case 3:{c=f[x>>2]|0;if((c|0)==(f[((a+36|0)+8|0)>>2]|0)){uH(a+36|0,e);break b}else{d=e;z=f[d+4>>2]|0;f[c>>2]=f[d>>2];f[c+4>>2]=z;f[x>>2]=(f[x>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(j+(k<<3)|0|0));c=1;if(c){c=0;if((f[(a+24|0)>>2]|0)==(f[v>>2]|0))w=26;else c=1}if(c)if(1){i=f[(t+248|0)>>2]|0;d=f[(t+252|0)>>2]|0;c=1;if(c){c=0;if(i>>>0<d>>>0){f[i>>2]=f[q>>2];f[i+4>>2]=f[(q+4|0)>>2];f[(i+8|0)>>2]=0;f[(i+12|0)>>2]=0;f[i+16>>2]=0;f[(i+8|0)>>2]=f[(q+8|0)>>2];f[(i+12|0)>>2]=f[(q+12|0)>>2];f[i+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[i+24>>2]=r;f[(t+248|0)>>2]=(f[(t+248|0)>>2]|0)+28}else c=1}if(c)if(1){e=f[(t+244|0)>>2]|0;c=((i-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(t+244|0);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)l=0;else if(c>>>0>153391689)vd();else{l=pOb(c*28|0)|0;break}while(0);k=l+(((i-e|0)/28|0)*28|0)|0;j=l+(c*28|0)|0;f[k>>2]=f[q>>2];f[l+(((i-e|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[l+(((i-e|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[l+(((i-e|0)/28|0)*28|0)+24>>2]=r;i=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0;if((c|0)==(i|0)){d=k;l=i;c=i}else{d=k;e=k;do{l=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[l+-24>>2];A=e+-20|0;f[A>>2]=0;z=e+-16|0;f[z>>2]=0;f[e+-12>>2]=0;f[A>>2]=f[(l+-20|0)>>2];f[z>>2]=f[(l+-16|0)>>2];f[e+-12>>2]=f[(l+-12|0)>>2];f[(l+-12|0)>>2]=0;f[(l+-16|0)>>2]=0;f[(l+-20|0)>>2]=0;f[c>>2]=0;z=f[(l+-4|0)>>2]|0;f[(l+-4|0)>>2]=0;f[e+-4>>2]=z;e=d+-28|0;d=e}while((c|0)!=(i|0));l=f[(t+244|0)>>2]|0;c=f[(t+248|0)>>2]|0}f[(t+244|0)>>2]=d;f[(t+248|0)>>2]=k+28|0;f[(t+252|0)>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{A=j+-4|0;c=f[A>>2]|0;f[A>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;i=j+-16|0;j=j+-28|0;if((c|0)==(f[i>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[i>>2]|0;if((d|0)!=(c|0))f[i>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}A=f[(a+24|0)>>2]|0;c=f[v>>2]|0;f[a>>2]=(A|0)==(c|0)?0:A;f[a+4>>2]=c-A>>3;f[a+8>>2]=A;f[(a+12|0)>>2]=c;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[v>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;D0a(m,a+48|0,a);c=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[(a+8|0)>>2]|0;if((c|0)==(f[(a+12|0)>>2]|0)){d=f[a>>2]|0;if(d){tOb(d);c=f[(a+8|0)>>2]|0}}if(c|0){d=f[(a+12|0)>>2]|0;if((d|0)!=(c|0))f[(a+12|0)>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}}else y=1}do if((w|0)==26){if((f[(a+36|0)>>2]|0)!=(f[x>>2]|0)){F_a(a+20|0,a+36|0,q);break}j=f[(t+816|0)>>2]|0;f[(a+48|0)>>2]=j;c=1;if(c){c=0;if((j|0)==(f[t+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(t+816|0)>>2]=j+1|0;i=f[(t+228|0)>>2]|0;c:do if(!i){b=0;w=45}else{if(!((i+-1|0)&i))e=(i+-1|0)&(j+1|0);else if(i>>>0>(j+1|0)>>>0)e=j+1|0;else e=((j+1|0)>>>0)%(i>>>0)|0;c=f[(f[(t+224|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;w=45}else{if(!((i+-1|0)&i))while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}A=f[c+4>>2]|0;if(!((A|0)==(j+1|0|0)|(A&(i+-1|0)|0)==(e|0))){b=e;w=45;break c}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break c}}while(1){c=f[c>>2]|0;if(!c){b=e;w=45;break c}d=f[c+4>>2]|0;if((d|0)!=(j+1|0|0)){if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;if((d|0)!=(e|0)){b=e;w=45;break c}}if((f[c+8>>2]|0)==(j+1|0|0)){p=c;break}}}}while(0);if((w|0)==45){e=pOb(24)|0;f[e+8>>2]=j+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=j+1|0;f[e>>2]=0;g=+(((f[(t+236|0)>>2]|0)+1|0)>>>0);h=+n[t+240>>2];do if((i|0)==0|h*+(i>>>0)<g){b=~~+W(+(g/h))>>>0;HZa(t+224|0,(i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1)>>>0<b>>>0?b:i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1);b=f[(t+228|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(j+1|0);break}if(b>>>0>(j+1|0)>>>0){d=b;b=j+1|0}else{d=b;b=((j+1|0)>>>0)%(b>>>0)|0}}else d=i;while(0);b=(f[(t+224|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(t+232|0)>>2];f[(t+232|0)>>2]=e;f[b>>2]=t+232|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;o=(f[(t+224|0)>>2]|0)+(b<<2)|0;w=58}}else{f[e>>2]=f[c>>2];o=c;w=58}if((w|0)==58)f[o>>2]=e;f[(t+236|0)>>2]=(f[(t+236|0)>>2]|0)+1;p=e}m=p+12|0;o=p+16|0;e=f[o>>2]|0;l=p+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)s=0;else if(b>>>0>153391689)vd();else{s=pOb(b*28|0)|0;break}while(0);j=s+(((e-d|0)/28|0)*28|0)|0;i=s+(b*28|0)|0;f[j>>2]=f[q>>2];f[s+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[s+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[(a+20|0)>>2]=0;f[s+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=j;k=e;b=e}else{c=j;d=j;do{z=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[z+-24>>2];s=d+-20|0;f[s>>2]=0;A=d+-16|0;f[A>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(z+-20|0)>>2];f[A>>2]=f[(z+-16|0)>>2];f[d+-12>>2]=f[(z+-12|0)>>2];f[(z+-12|0)>>2]=0;f[(z+-16|0)>>2]=0;f[(z+-20|0)>>2]=0;f[b>>2]=0;A=f[(z+-4|0)>>2]|0;f[(z+-4|0)>>2]=0;f[d+-4>>2]=A;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=j+28|0;f[l>>2]=i;j=k;if((b|0)!=(j|0)){i=b;do{A=i+-4|0;b=f[A>>2]|0;f[A>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=i+-20|0;b=f[c>>2]|0;e=i+-16|0;i=i+-28|0;if((b|0)==(f[e>>2]|0)){d=f[i>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((i|0)!=(j|0))}if(k|0)sOb(k)}A=p0a(t+444|0,a+48|0)|0;f[A>>2]=8}}while(0);b=f[(a+24|0)>>2]|0;if(b|0){c=f[v>>2]|0;if((c|0)!=(b|0))f[v>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+36|0)>>2]|0;if(b|0){c=f[x>>2]|0;if((c|0)!=(b|0))f[x>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!b){u=a;f[a+1520>>2]=5;break a}gh[f[(f[b>>2]|0)+4>>2]&2047](b);u=a;f[a+1520>>2]=5;break a}f[a+1472>>2]=w;f[a+1480>>2]=y}function W0a(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0;o=f[a+80>>2]|0;r=f[a+96>>2]|0;s=f[a+568>>2]|0;j=f[a+640>>2]|0;v=f[a+672>>2]|0;y=f[a+736>>2]|0;w=f[a+792>>2]|0;k=f[a+824>>2]|0;l=f[a+848>>2]|0;x=f[a+1480>>2]|0;z=f[a+1488>>2]|0;a:{if(z){z=0;if(1){g=k;do{zRa(a+48|0,j,g);d=f[(a+48|0)>>2]|0;if(!d)x=12;else if(!(b[(f[d+44>>2]|0)+148>>0]&2))x=12;else e=1;if((x|0)==12){x=0;e=B_a(o,g,7)|0}d=f[((a+48|0)+4|0)>>2]|0;if(d|0)iOb(d);b:do switch(e<<24>>24){case 0:if(!(f[g>>2]|0)){d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{B=g;A=f[B+4>>2]|0;f[d>>2]=f[B>>2];f[d+4>>2]=A;f[y>>2]=(f[y>>2]|0)+8;break b}}else{d=f[w>>2]|0;if((d|0)==(f[((a+24|0)+8|0)>>2]|0)){kG(a+24|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[w>>2]=(f[w>>2]|0)+8;break b}}case 3:{d=f[y>>2]|0;if((d|0)==(f[((a+36|0)+8|0)>>2]|0)){kG(a+36|0,g);break b}else{A=g;B=f[A+4>>2]|0;f[d>>2]=f[A>>2];f[d+4>>2]=B;f[y>>2]=(f[y>>2]|0)+8;break b}}default:{}}while(0);g=g+8|0}while((g|0)!=(k+(l<<3)|0|0));d=1;if(d){d=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0))x=27;else d=1}if(d)if(1){j=f[(v+216|0)>>2]|0;e=f[(v+220|0)>>2]|0;d=1;if(d){d=0;if(j>>>0<e>>>0){f[j>>2]=f[r>>2];f[j+4>>2]=f[(r+4|0)>>2];f[(j+8|0)>>2]=0;f[(j+12|0)>>2]=0;f[j+16>>2]=0;f[(j+8|0)>>2]=f[(r+8|0)>>2];f[(j+12|0)>>2]=f[(r+12|0)>>2];f[j+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[j+24>>2]=s;f[(v+216|0)>>2]=(f[(v+216|0)>>2]|0)+28}else d=1}if(d)if(1){g=f[(v+212|0)>>2]|0;d=((j-g|0)/28|0)+1|0;if(d>>>0>153391689)AMb(v+212|0);d=((e-g|0)/28|0)>>>0<76695844?(((e-g|0)/28|0)<<1>>>0<d>>>0?d:((e-g|0)/28|0)<<1):153391689;do if(!d)m=0;else if(d>>>0>153391689)vd();else{m=pOb(d*28|0)|0;break}while(0);l=m+(((j-g|0)/28|0)*28|0)|0;k=m+(d*28|0)|0;f[l>>2]=f[r>>2];f[m+(((j-g|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[m+(((j-g|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[m+(((j-g|0)/28|0)*28|0)+24>>2]=s;j=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0;if((d|0)==(j|0)){e=l;m=j;d=j}else{e=l;g=l;do{A=d;d=d+-28|0;f[g+-28>>2]=f[d>>2];f[g+-24>>2]=f[A+-24>>2];m=g+-20|0;f[m>>2]=0;B=g+-16|0;f[B>>2]=0;f[g+-12>>2]=0;f[m>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[g+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[d>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[g+-4>>2]=B;g=e+-28|0;e=g}while((d|0)!=(j|0));m=f[(v+212|0)>>2]|0;d=f[(v+216|0)>>2]|0}f[(v+212|0)>>2]=e;f[(v+216|0)>>2]=l+28|0;f[(v+220|0)>>2]=k;l=m;if((d|0)!=(l|0)){k=d;do{B=k+-4|0;d=f[B>>2]|0;f[B>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);e=k+-20|0;d=f[e>>2]|0;j=k+-16|0;k=k+-28|0;if((d|0)==(f[j>>2]|0)){g=f[k>>2]|0;if(g){tOb(g);d=f[e>>2]|0}}if(d|0){e=f[j>>2]|0;if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}while((k|0)!=(l|0))}if(m|0)sOb(m)}B=f[(a+24|0)>>2]|0;d=f[w>>2]|0;f[a>>2]=(B|0)==(d|0)?0:B;f[a+4>>2]=d-B>>3;f[a+8>>2]=B;f[(a+12|0)>>2]=d;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;f[(a+48|0)>>2]=0;E0a(o,a+48|0,a);d=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(a+8|0)>>2]|0;if((d|0)==(f[(a+12|0)>>2]|0)){e=f[a>>2]|0;if(e){tOb(e);d=f[(a+8|0)>>2]|0}}if(d|0){e=f[(a+12|0)>>2]|0;if((e|0)!=(d|0))f[(a+12|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}}}else z=1}do if((x|0)==27){if((f[(a+36|0)>>2]|0)!=(f[y>>2]|0)){E_a(a+20|0,a+36|0,r);break}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;d=1;if(d){d=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[s>>2]|0)+8>>2]&1023](s,r);else d=1}if(d)if(1){f[(v+816|0)>>2]=k+1|0;j=f[(v+196|0)>>2]|0;c:do if(!j){c=0;x=46}else{if(!((j+-1|0)&j))g=(j+-1|0)&(k+1|0);else if(j>>>0>(k+1|0)>>>0)g=k+1|0;else g=((k+1|0)>>>0)%(j>>>0)|0;d=f[(f[(v+192|0)>>2]|0)+(g<<2)>>2]|0;if(!d){c=g;x=46}else{if(!((j+-1|0)&j))while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}B=f[d+4>>2]|0;if(!((B|0)==(k+1|0|0)|(B&(j+-1|0)|0)==(g|0))){c=g;x=46;break c}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break c}}while(1){d=f[d>>2]|0;if(!d){c=g;x=46;break c}e=f[d+4>>2]|0;if((e|0)!=(k+1|0|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(g|0)){c=g;x=46;break c}}if((f[d+8>>2]|0)==(k+1|0|0)){q=d;break}}}}while(0);if((x|0)==46){g=pOb(24)|0;f[g+8>>2]=k+1|0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=k+1|0;f[g>>2]=0;h=+(((f[(v+204|0)>>2]|0)+1|0)>>>0);i=+n[v+208>>2];do if((j|0)==0|i*+(j>>>0)<h){c=~~+W(+(h/i))>>>0;zZa(v+192|0,(j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1)>>>0<c>>>0?c:j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1);c=f[(v+196|0)>>2]|0;if(!((c+-1|0)&c)){e=c;c=(c+-1|0)&(k+1|0);break}if(c>>>0>(k+1|0)>>>0){e=c;c=k+1|0}else{e=c;c=((k+1|0)>>>0)%(c>>>0)|0}}else e=j;while(0);c=(f[(v+192|0)>>2]|0)+(c<<2)|0;d=f[c>>2]|0;if(!d){f[g>>2]=f[(v+200|0)>>2];f[(v+200|0)>>2]=g;f[c>>2]=v+200|0;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;p=(f[(v+192|0)>>2]|0)+(c<<2)|0;x=59}}else{f[g>>2]=f[d>>2];p=d;x=59}if((x|0)==59)f[p>>2]=g;f[(v+204|0)>>2]=(f[(v+204|0)>>2]|0)+1;q=g}o=q+12|0;p=q+16|0;g=f[p>>2]|0;m=q+20|0;d=f[m>>2]|0;c=1;if(c){c=0;if(g>>>0<d>>>0){f[g>>2]=f[r>>2];f[g+4>>2]=f[(r+4|0)>>2];f[(g+8|0)>>2]=0;f[(g+12|0)>>2]=0;f[g+16>>2]=0;f[(g+8|0)>>2]=f[(r+8|0)>>2];f[(g+12|0)>>2]=f[(r+12|0)>>2];f[g+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[g+24>>2]=s;f[p>>2]=(f[p>>2]|0)+28}else c=1}if(c)if(1){e=f[o>>2]|0;c=((g-e|0)/28|0)+1|0;if(c>>>0>153391689)AMb(o);c=((d-e|0)/28|0)>>>0<76695844?(((d-e|0)/28|0)<<1>>>0<c>>>0?c:((d-e|0)/28|0)<<1):153391689;do if(!c)t=0;else if(c>>>0>153391689)vd();else{t=pOb(c*28|0)|0;break}while(0);k=t+(((g-e|0)/28|0)*28|0)|0;j=t+(c*28|0)|0;f[k>>2]=f[r>>2];f[t+(((g-e|0)/28|0)*28|0)+4>>2]=f[(r+4|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+8>>2]=f[(r+8|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+12>>2]=f[(r+12|0)>>2];f[t+(((g-e|0)/28|0)*28|0)+16>>2]=f[(r+16|0)>>2];f[(r+16|0)>>2]=0;f[(r+12|0)>>2]=0;f[(r+8|0)>>2]=0;f[r>>2]=0;f[(a+20|0)>>2]=0;f[t+(((g-e|0)/28|0)*28|0)+24>>2]=s;g=f[o>>2]|0;c=f[p>>2]|0;if((c|0)==(g|0)){d=k;l=g;c=g}else{d=k;e=k;do{A=c;c=c+-28|0;f[e+-28>>2]=f[c>>2];f[e+-24>>2]=f[A+-24>>2];t=e+-20|0;f[t>>2]=0;B=e+-16|0;f[B>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[(A+-20|0)>>2];f[B>>2]=f[(A+-16|0)>>2];f[e+-12>>2]=f[(A+-12|0)>>2];f[(A+-12|0)>>2]=0;f[(A+-16|0)>>2]=0;f[(A+-20|0)>>2]=0;f[c>>2]=0;B=f[(A+-4|0)>>2]|0;f[(A+-4|0)>>2]=0;f[e+-4>>2]=B;e=d+-28|0;d=e}while((c|0)!=(g|0));l=f[o>>2]|0;c=f[p>>2]|0}f[o>>2]=d;f[p>>2]=k+28|0;f[m>>2]=j;k=l;if((c|0)!=(k|0)){j=c;do{B=j+-4|0;c=f[B>>2]|0;f[B>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);d=j+-20|0;c=f[d>>2]|0;g=j+-16|0;j=j+-28|0;if((c|0)==(f[g>>2]|0)){e=f[j>>2]|0;if(e){tOb(e);c=f[d>>2]|0}}if(c|0){d=f[g>>2]|0;if((d|0)!=(c|0))f[g>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}}while((j|0)!=(k|0))}if(l|0)sOb(l)}B=p0a(v+444|0,a+48|0)|0;f[B>>2]=7}}while(0);c=f[(a+24|0)>>2]|0;if(c|0){d=f[w>>2]|0;if((d|0)!=(c|0))f[w>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+36|0)>>2]|0;if(c|0){d=f[y>>2]|0;if((d|0)!=(c|0))f[y>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[(a+20|0)>>2]|0;f[(a+20|0)>>2]=0;if(!c){u=a;f[a+1528>>2]=5;break a}gh[f[(f[c>>2]|0)+4>>2]&2047](c);u=a;f[a+1528>>2]=5;break a}f[a+1480>>2]=x;f[a+1488>>2]=z}function X0a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;u=f[a+80>>2]|0;q=f[a+96>>2]|0;s=f[a+104>>2]|0;r=f[a+472>>2]|0;v=f[a+632>>2]|0;c=f[a+656>>2]|0;w=f[a+688>>2]|0;x=f[a+1248>>2]|0;y=f[a+1256>>2]|0;a:{if(y){y=0;if((f[(a+24|0)>>2]|0)==(f[w>>2]|0)){if((f[(a+36|0)>>2]|0)!=(f[c>>2]|0)){D_a(a+20|0,a+36|0,q);f[a+1288>>2]=1;break a}k=f[(v+816|0)>>2]|0;f[(a+48|0)>>2]=k;c=1;if(c){c=0;if((k|0)==(f[v+440>>2]|0))oh[f[(f[r>>2]|0)+8>>2]&1023](r,q);else c=1}if(c)if(1){f[(v+816|0)>>2]=k+1|0;g=f[(v+36|0)>>2]|0;b:do if(!g){b=0;x=62}else{if(!((g+-1|0)&g))e=(g+-1|0)&(k+1|0);else if(g>>>0>(k+1|0)>>>0)e=k+1|0;else e=((k+1|0)>>>0)%(g>>>0)|0;c=f[(f[(v+32|0)>>2]|0)+(e<<2)>>2]|0;if(!c){b=e;x=62}else{if(!((g+-1|0)&g))while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}o=f[c+4>>2]|0;if(!((o|0)==(k+1|0|0)|(o&(g+-1|0)|0)==(e|0))){b=e;x=62;break b}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break b}}while(1){c=f[c>>2]|0;if(!c){b=e;x=62;break b}d=f[c+4>>2]|0;if((d|0)!=(k+1|0|0)){if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0)){b=e;x=62;break b}}if((f[c+8>>2]|0)==(k+1|0|0)){h=c;break}}}}while(0);if((x|0)==62){e=pOb(24)|0;f[e+8>>2]=k+1|0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=k+1|0;f[e>>2]=0;i=+(((f[(v+44|0)>>2]|0)+1|0)>>>0);j=+n[v+48>>2];do if((g|0)==0|j*+(g>>>0)<i){b=~~+W(+(i/j))>>>0;rZa(v+32|0,(g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1)>>>0<b>>>0?b:g<<1|(g>>>0<3|(g+-1&g|0)!=0)&1);b=f[(v+36|0)>>2]|0;if(!((b+-1|0)&b)){d=b;b=(b+-1|0)&(k+1|0);break}if(b>>>0>(k+1|0)>>>0){d=b;b=k+1|0}else{d=b;b=((k+1|0)>>>0)%(b>>>0)|0}}else d=g;while(0);b=(f[(v+32|0)>>2]|0)+(b<<2)|0;c=f[b>>2]|0;if(!c){f[e>>2]=f[(v+40|0)>>2];f[(v+40|0)>>2]=e;f[b>>2]=v+40|0;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;l=(f[(v+32|0)>>2]|0)+(b<<2)|0;x=75}}else{f[e>>2]=f[c>>2];l=c;x=75}if((x|0)==75)f[l>>2]=e;f[(v+44|0)>>2]=(f[(v+44|0)>>2]|0)+1;h=e}m=h+12|0;o=h+16|0;e=f[o>>2]|0;l=h+20|0;c=f[l>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[o>>2]=(f[o>>2]|0)+28}else b=1}if(b)if(1){d=f[m>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(m);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)p=0;else if(b>>>0>153391689)vd();else{p=pOb(b*28|0)|0;break}while(0);h=p+(((e-d|0)/28|0)*28|0)|0;g=p+(b*28|0)|0;f[h>>2]=f[q>>2];f[p+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[p+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[p+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[m>>2]|0;b=f[o>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{k=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[k+-24>>2];z=d+-20|0;f[z>>2]=0;p=d+-16|0;f[p>>2]=0;f[d+-12>>2]=0;f[z>>2]=f[(k+-20|0)>>2];f[p>>2]=f[(k+-16|0)>>2];f[d+-12>>2]=f[(k+-12|0)>>2];f[(k+-12|0)>>2]=0;f[(k+-16|0)>>2]=0;f[(k+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[k+-8>>2];p=f[(k+-4|0)>>2]|0;f[(k+-4|0)>>2]=0;f[d+-4>>2]=p;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[m>>2]|0;b=f[o>>2]|0}f[m>>2]=c;f[o>>2]=h+28|0;f[l>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;do if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(!d)break;tOb(d);b=f[c>>2]|0}while(0);if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}z=p0a(v+444|0,a+48|0)|0;f[z>>2]=1}}else y=1}if(y){y=0;if(1){e=f[(v+56|0)>>2]|0;c=f[(v+60|0)>>2]|0;b=1;if(b){b=0;if(e>>>0<c>>>0){f[e>>2]=f[q>>2];f[e+4>>2]=f[(q+4|0)>>2];f[(e+8|0)>>2]=0;f[(e+12|0)>>2]=0;f[e+16>>2]=0;f[(e+8|0)>>2]=f[(q+8|0)>>2];f[(e+12|0)>>2]=f[(q+12|0)>>2];f[e+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[e+20>>2]=s&1;f[(a+20|0)>>2]=0;f[e+24>>2]=r;f[(v+56|0)>>2]=(f[(v+56|0)>>2]|0)+28}else b=1}if(b)if(1){d=f[(v+52|0)>>2]|0;b=((e-d|0)/28|0)+1|0;if(b>>>0>153391689)AMb(v+52|0);b=((c-d|0)/28|0)>>>0<76695844?(((c-d|0)/28|0)<<1>>>0<b>>>0?b:((c-d|0)/28|0)<<1):153391689;do if(!b)t=0;else if(b>>>0>153391689)vd();else{t=pOb(b*28|0)|0;break}while(0);h=t+(((e-d|0)/28|0)*28|0)|0;g=t+(b*28|0)|0;f[h>>2]=f[q>>2];f[t+(((e-d|0)/28|0)*28|0)+4>>2]=f[(q+4|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+8>>2]=f[(q+8|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+12>>2]=f[(q+12|0)>>2];f[t+(((e-d|0)/28|0)*28|0)+16>>2]=f[(q+16|0)>>2];f[(q+16|0)>>2]=0;f[(q+12|0)>>2]=0;f[(q+8|0)>>2]=0;f[q>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+20>>2]=s&1;f[(a+20|0)>>2]=0;f[t+(((e-d|0)/28|0)*28|0)+24>>2]=r;e=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0;if((b|0)==(e|0)){c=h;k=e;b=e}else{c=h;d=h;do{t=b;b=b+-28|0;f[d+-28>>2]=f[b>>2];f[d+-24>>2]=f[t+-24>>2];s=d+-20|0;f[s>>2]=0;z=d+-16|0;f[z>>2]=0;f[d+-12>>2]=0;f[s>>2]=f[(t+-20|0)>>2];f[z>>2]=f[(t+-16|0)>>2];f[d+-12>>2]=f[(t+-12|0)>>2];f[(t+-12|0)>>2]=0;f[(t+-16|0)>>2]=0;f[(t+-20|0)>>2]=0;f[b>>2]=0;f[d+-8>>2]=f[t+-8>>2];z=f[(t+-4|0)>>2]|0;f[(t+-4|0)>>2]=0;f[d+-4>>2]=z;d=c+-28|0;c=d}while((b|0)!=(e|0));k=f[(v+52|0)>>2]|0;b=f[(v+56|0)>>2]|0}f[(v+52|0)>>2]=c;f[(v+56|0)>>2]=h+28|0;f[(v+60|0)>>2]=g;h=k;if((b|0)!=(h|0)){g=b;do{z=g+-4|0;b=f[z>>2]|0;f[z>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);c=g+-20|0;b=f[c>>2]|0;e=g+-16|0;g=g+-28|0;if((b|0)==(f[e>>2]|0)){d=f[g>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}while((g|0)!=(h|0))}if(k|0)sOb(k)}b=f[(v+56|0)>>2]|0;v=f[(a+24|0)>>2]|0;z=f[w>>2]|0;f[a>>2]=(v|0)==(z|0)?0:v;f[a+4>>2]=z-v>>3;f[a+8>>2]=v;f[(a+12|0)>>2]=z;f[a+16>>2]=f[((a+24|0)+8|0)>>2];f[((a+24|0)+8|0)>>2]=0;f[w>>2]=0;f[(a+24|0)>>2]=0;b=(f[b+-8>>2]&1|0)!=0;f[(a+48|0)>>2]=0;J0a(u,a+48|0,a,b);b=f[(a+48|0)>>2]|0;f[(a+48|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+8|0)>>2]|0;if((b|0)==(f[(a+12|0)>>2]|0)){c=f[a>>2]|0;if(c){tOb(c);b=f[(a+8|0)>>2]|0}}if(b|0){c=f[(a+12|0)>>2]|0;if((c|0)!=(b|0))f[(a+12|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}}else y=1}}f[a+1248>>2]=x;f[a+1256>>2]=y}
+function ZMa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;A=u;u=u+48|0;s=A+32|0;r=A+24|0;w=A+20|0;t=A;x=f[c>>2]|0;k=f[x+4>>2]|0;p=f[d+120>>2]|0;f[w>>2]=p;v=x+48|0;q=x+68|0;m=x+72|0;j=f[m>>2]|0;a:do if(!j)z=41;else{i=j+-1|0;h=(i&j|0)==0;if(h)l=i&p;else if(p>>>0<j>>>0)l=p;else l=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(l<<2)>>2]|0;if(!g)z=41;else{g=f[g>>2]|0;if(!g)z=41;else{b:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(l|0))){z=41;break a}if(h)if((f[g+8>>2]|0)==(p|0))break b;g=f[g>>2]|0;if(!g){z=41;break a}}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0)){z=41;break a}}g=f[g>>2]|0;if(!g){z=41;break a}}while(0);l=f[g+12>>2]|0;g=f[g+16>>2]|0;o=g;if(g){gOb(g);j=f[m>>2]|0}c:do if(j|0){i=j+-1|0;h=(i&j|0)==0;if(h)k=i&p;else if(p>>>0<j>>>0)k=p;else k=(p>>>0)%(j>>>0)|0;g=f[(f[q>>2]|0)+(k<<2)>>2]|0;if(g|0){g=f[g>>2]|0;if(g|0){d:do if(h)while(1){y=f[g+4>>2]|0;h=(y|0)==(p|0);if(!(h|(y&i|0)==(k|0)))break c;if(h)if((f[g+8>>2]|0)==(p|0))break d;g=f[g>>2]|0;if(!g)break c}else while(1){h=f[g+4>>2]|0;if((h|0)==(p|0)){if((f[g+8>>2]|0)==(p|0))break d}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(k|0))break c}g=f[g>>2]|0;if(!g)break c}while(0);f[r>>2]=g;f[s>>2]=f[r>>2];_Ma(q,s)|0}}}while(0)}}}while(0);if((z|0)==41){UIa(s,f[a>>2]|0);l=f[s>>2]|0;o=f[s+4>>2]|0;y=l;r=y+116|0;f[r>>2]=k;f[r+4>>2]=p;y=y+196|0;f[y>>2]=f[y>>2]&-131073}k=(e|0)==0;g=d+72|0;if(!k)g=$Ma(x+88|0,(f[g>>2]|0)+116|0)|0;y=l;if(!(f[d+116>>2]|0))EJa(y);eJa(y,d+4|0);pJa(y,0,g);g=y+200|0;if(!(f[y+36>>2]|0))hJa(y,0,d+36|0);if((f[g>>2]&1|0)==0&0==0)MKa(y,0,d);if(!(f[y+44>>2]|0))hJa(y,1,d+44|0);if((f[g>>2]&2|0)==0&0==0)MKa(y,1,d);if(!(f[y+52>>2]|0))hJa(y,2,d+52|0);if((f[g>>2]&4|0)==0&0==0)MKa(y,2,d);cNa(a,d,y,x);IJa(y,((b[d+192>>0]|b[y+192>>0])&255)>>>3&7);r=y+196|0;if(!(f[r>>2]&2))g=(f[d+196>>2]&2|0)!=0;else g=1;aJa(y,g);if(!(f[r>>2]&4))g=(f[d+196>>2]&4|0)!=0;else g=1;bJa(y,g);if(!(f[r>>2]&8))g=(f[d+196>>2]&8|0)!=0;else g=1;rJa(y,g);if(!(f[r>>2]&16))g=(f[d+196>>2]&16|0)!=0;else g=1;sJa(y,g);if(!(f[r>>2]&32))g=(f[d+196>>2]&32|0)!=0;else g=1;vJa(y,g);if(!(f[r>>2]&64))g=(f[d+196>>2]&64|0)!=0;else g=1;xJa(y,g);if(!(f[r>>2]&8192))g=(f[d+196>>2]&8192|0)!=0;else g=1;yJa(y,g);if(!(f[r>>2]&16384))g=(f[d+196>>2]&16384|0)!=0;else g=1;zJa(y,g);if(!(f[r>>2]&32768))g=(f[d+196>>2]&32768|0)!=0;else g=1;AJa(y,g);if(!(f[r>>2]&65536))g=(f[d+196>>2]&65536|0)!=0;else g=1;BJa(y,g);if(!(f[r>>2]&33554432))g=(f[d+196>>2]&33554432|0)!=0;else g=1;tJa(y,g);if(!(f[r>>2]&67108864))g=(f[d+196>>2]&67108864|0)!=0;else g=1;uJa(y,g);g=f[r>>2]|0;do if(!(g&4096)){if(!(f[d+196>>2]&4096))break;f[s>>2]=f[(f[d+108>>2]|0)+40>>2];OKa(y,aNa(x+108|0,s)|0);g=f[r>>2]|0}while(0);do if(!(g&134217728)){if(!(f[d+196>>2]&134217728))break;h=d+104|0;g=f[h>>2]|0;j=b[g+364>>0]&1;if(!(j<<24>>24))g=g+300|0;else{i=f[x+12>>2]|0;if(b[i+120>>0]&4){AIa(i);g=f[h>>2]|0}q=i+76|0;p=g+300|0;f[t>>2]=q;f[t+4>>2]=p;s=t+8|0;D=+n[p>>2];C=+n[g+304>>2];B=+n[g+308>>2];n[s>>2]=+n[q>>2]*D+ +n[i+88>>2]*C+ +n[i+100>>2]*B;n[t+12>>2]=+n[i+80>>2]*D+ +n[i+92>>2]*C+ +n[i+104>>2]*B;n[t+16>>2]=+n[i+84>>2]*D+ +n[i+96>>2]*C+ +n[i+108>>2]*B;g=s}UKa(y,j,g,+WKa(d))}while(0);g=bNa(v,w)|0;p=o;q=(o|0)==0;if(!q)gOb(p);f[g>>2]=l;w=g+4|0;g=f[w>>2]|0;f[w>>2]=o;if(g|0)iOb(g);e:do if(!k){g=WFa(x)|0;o=e;m=f[o>>2]|0;o=f[o+4>>2]|0;j=m&15;i=ZPb(m|0,o|0,4)|0;if((j|0)!=15){h=f[g+12>>2]|0;if(j>>>0>=(((f[g+16>>2]|0)-h|0)/72|0)>>>0)break;k=i&15;i=ZPb(m|0,o|0,8)|0;do if((k|0)==15)g=h+(j*72|0)|0;else{g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,12)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,16)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,20)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,24)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,28)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=o&15;i=ZPb(m|0,o|0,36)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,40)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,44)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;k=i&15;i=ZPb(m|0,o|0,48)|0;if((k|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(k>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=i&15;i=ZPb(m|0,o|0,52)|0;if((j|0)==15){g=g+(k*72|0)|0;break}h=f[g+(k*72|0)+12>>2]|0;if(j>>>0>=(((f[g+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)break e;l=i&15;i=ZPb(m|0,o|0,56)|0;if((l|0)==15){g=h+(j*72|0)|0;break}g=f[h+(j*72|0)+12>>2]|0;if(l>>>0>=(((f[h+(j*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;j=g;k=i&15;h=ZPb(m|0,o|0,60)|0;if((k|0)==15){g=j+(l*72|0)|0;break}g=f[j+(l*72|0)+12>>2]|0;if(k>>>0>=(((f[j+(l*72|0)+16>>2]|0)-g|0)/72|0)>>>0)break e;i=g;g=h&15;if((g|0)==15){g=i+(k*72|0)|0;break}h=f[i+(k*72|0)+12>>2]|0;if(g>>>0<(((f[i+(k*72|0)+16>>2]|0)-h|0)/72|0)>>>0)g=h+(g*72|0)|0;else break e}while(0);if(!g)break}gpb(g,y,c,(f[a+8>>2]|0)>>>0<524289,(b[a+416>>0]&4)!=0)}while(0);ZIa(y);g=f[a+4>>2]|0;if(!(b[g+229>>0]|0))z=126;else if(f[r>>2]&16777216|0)z=126;if((z|0)==126)U8a(f[g+240>>2]|0,y,0,0);if(q){u=A;return}iOb(p);u=A;return}function _Ma(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=f[b>>2]|0;l=f[k>>2]|0;h=f[a+4>>2]|0;b=f[k+4>>2]|0;i=h+-1|0;e=(i&h|0)==0;if(e)g=i&b;else if(b>>>0<h>>>0)g=b;else g=(b>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(g<<2)|0;j=f[c>>2]|0;while(1){b=f[j>>2]|0;if((b|0)==(k|0))break;else j=b}if((j|0)==(a+8|0))d=13;else{b=f[j+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;d=21}else d=13}do if((d|0)==13){if(l|0){b=f[l+4>>2]|0;if(e)b=b&i;else if(b>>>0>=h>>>0)b=(b>>>0)%(h>>>0)|0;if((b|0)==(g|0)){c=l;b=l;d=22;break}}f[c>>2]=0;c=f[k>>2]|0;d=21}while(0);if((d|0)==21){b=c;if(c)d=22}if((d|0)==22){c=f[c+4>>2]|0;if(e)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)!=(g|0)){f[(f[a>>2]|0)+(c<<2)>>2]=j;b=f[k>>2]|0}}f[j>>2]=b;f[k>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!k)return l|0;b=f[k+16>>2]|0;if(b|0)iOb(b);sOb(k);return l|0}function $Ma(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function aNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;fNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;dNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function cNa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j+4|0;h=j;if(!(b[(f[a+4>>2]|0)+229>>0]|0))a=0;else a=(f[d+196>>2]&16777216|0)==0;i=e+128|0;if(a|(b[i>>0]|0)!=2)g=0;else{f[h>>2]=f[d+120>>2];f[g>>2]=f[h>>2];g=bGa(e,g)|0}h=d+193|0;c=c+192|0;e=g+12|0;if(a){do if(!(b[h>>0]&1))if(!(b[i>>0]|0)){HJa(d,1,0,1)|0;break}else{HJa(d,1,0,0)|0;break}while(0);do if(!(b[h>>0]&2))if(!(b[i>>0]|0)){HJa(d,2,0,1)|0;break}else{HJa(d,2,0,0)|0;break}while(0);if(b[h>>0]&4){u=j;return}if(!(b[i>>0]|0)){HJa(d,4,0,1)|0;u=j;return}else{HJa(d,4,0,0)|0;u=j;return}}a=(b[h>>0]&1)==0;if(!g){a:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break a}case 1:{HJa(d,1,1,1)|0;break a}default:{HJa(d,1,(b[c>>0]&1)!=0,0)|0;break a}}while(0);b:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break b}case 1:{HJa(d,2,1,1)|0;break b}default:{HJa(d,2,(b[c>>0]&2)!=0,0)|0;break b}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{HJa(d,4,(b[c>>0]&4)!=0,0)|0;u=j;return}}}c:do if(a)switch(b[i>>0]|0){case 0:{HJa(d,1,0,1)|0;break c}case 1:{HJa(d,1,1,1)|0;break c}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&1)!=0;else a=(a&1|0)!=0;HJa(d,1,a,0)|0;break c}}while(0);d:do if(!(b[h>>0]&2))switch(b[i>>0]|0){case 0:{HJa(d,2,0,1)|0;break d}case 1:{HJa(d,2,1,1)|0;break d}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&2)!=0;else a=(a&2|0)!=0;HJa(d,2,a,0)|0;break d}}while(0);if(b[h>>0]&4){u=j;return}switch(b[i>>0]|0){case 0:{HJa(d,4,0,1)|0;u=j;return}case 1:{HJa(d,4,1,1)|0;u=j;return}default:{a=f[e>>2]|0;if((a|0)==-1)a=(b[c>>0]&4)!=0;else a=(a&4|0)!=0;HJa(d,4,a,0)|0;u=j;return}}}function dNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){eNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;eNa(a,b);return}function eNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function fNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){gNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;gNa(a,b);return}function gNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function hNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iNa(a,b);return}function iNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=uNa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=uNa(p,a)|0;u=q;return w|0}function kNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;tNa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;tNa(p);u=r;return}function lNa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;mNa(a);lNa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(e,i);eGa(d,a);u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];k=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=k))g=15;else{l=+n[e+4>>2];if(!(t>=l))g=15;else{m=+n[e+8>>2];if(!(v>=m))g=15;else{o=+n[e+12>>2];if(!(r<=o))g=15;else{p=+n[e+16>>2];if(!(t<=p))g=15;else{q=+n[e+20>>2];if(!(v<=q)|!(w>=k)|!(x>=l))g=15;else if(!(y<=q&((!(x<=p)|(!(w<=o)|!(y>=m)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else nNa(a+24|0,i);eGa(d,a);u=F;return}while(0);lNa(e,c,d);u=F;return}function mNa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;oNa(c,a);wib(p,a,0,.5);o=pNa(p,c)|0;wib(p,a,0,.3330000042915344);q=pNa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=pNa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=pNa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=pNa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=pNa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=pNa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=pNa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(pNa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function nNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function oNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;p=q;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);m=c+24|0;n=c+28|0;l=f[n>>2]|0;c=f[m>>2]|0;e=l-c>>2;o=a+8|0;i=f[a>>2]|0;g=i;if((((f[o>>2]|0)-i|0)/24|0)>>>0<e>>>0){j=a+4|0;if(e>>>0>178956970)vd();r=f[j>>2]|0;h=pOb(e*24|0)|0;d=h+(((r-i|0)/24|0)*24|0)|0;k=d;h=h+(e*24|0)|0;e=r;if((e|0)==(g|0))d=k;else do{r=d;d=d+-24|0;s=e;e=e+-24|0;f[d>>2]=f[e>>2];f[r+-20>>2]=f[s+-20>>2];f[r+-16>>2]=f[s+-16>>2];f[r+-12>>2]=f[s+-12>>2];f[r+-8>>2]=f[s+-8>>2];f[r+-4>>2]=f[s+-4>>2]}while((e|0)!=(g|0));f[a>>2]=d;f[j>>2]=k;f[o>>2]=h;if(!i)e=l;else{sOb(i);c=f[m>>2]|0;e=f[n>>2]|0}}else e=l;if((c|0)==(e|0)){u=q;return}g=a+4|0;h=p+4|0;i=p+8|0;j=p+12|0;k=p+16|0;l=p+20|0;do{cGa(p,f[c>>2]|0);d=f[g>>2]|0;if(d>>>0<(f[o>>2]|0)>>>0){f[d>>2]=f[p>>2];f[d+4>>2]=f[p+4>>2];f[d+8>>2]=f[p+8>>2];f[d>>2]=f[p>>2];f[d+4>>2]=f[h>>2];f[d+8>>2]=f[i>>2];s=d+12|0;f[s>>2]=f[j>>2];f[s+4>>2]=f[j+4>>2];f[s+8>>2]=f[j+8>>2];f[s>>2]=f[j>>2];f[d+16>>2]=f[k>>2];f[d+20>>2]=f[l>>2];f[g>>2]=(f[g>>2]|0)+24}else cD(a,p);c=c+4|0}while((c|0)!=(e|0));u=q;return}function pNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function qNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0;e=c+8|0;a=f[c>>2]|0;if((f[e>>2]|0)==(a|0))return;g=c+4|0;d=f[g>>2]|0;if((d|0)!=(a|0))f[g>>2]=d+(~(((d+-24-a|0)>>>0)/24|0)*24|0);if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}a=f[64674]|0;if(a>>>0<(f[64675]|0)>>>0){f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;f[a>>2]=f[c>>2];f[d>>2]=f[g>>2];f[a+8>>2]=f[e>>2];f[e>>2]=0;f[g>>2]=0;f[c>>2]=0;f[64674]=a+12;return}else{rNa(258692,c);return}}function rNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;j=a+4|0;c=f[a>>2]|0;h=((f[j>>2]|0)-c|0)/12|0;d=h+1|0;if(d>>>0>357913941)AMb(a);k=a+8|0;i=((f[k>>2]|0)-c|0)/12|0;c=i<<1;c=i>>>0<178956970?(c>>>0<d>>>0?d:c):357913941;do if(!c)g=0;else if(c>>>0>357913941)vd();else{g=pOb(c*12|0)|0;break}while(0);d=g+(h*12|0)|0;e=d;i=g+(c*12|0)|0;f[g+(h*12|0)+8>>2]=0;f[d>>2]=f[b>>2];c=b+4|0;f[g+(h*12|0)+4>>2]=f[c>>2];l=b+8|0;f[g+(h*12|0)+8>>2]=f[l>>2];f[l>>2]=0;f[c>>2]=0;f[b>>2]=0;g=d+12|0;b=f[a>>2]|0;c=f[j>>2]|0;if((c|0)==(b|0)){c=e;h=b;e=b}else{do{l=d+-12|0;h=c;c=c+-12|0;f[l>>2]=0;m=d+-8|0;f[m>>2]=0;f[d+-4>>2]=0;f[l>>2]=f[c>>2];l=h+-8|0;f[m>>2]=f[l>>2];h=h+-4|0;f[d+-4>>2]=f[h>>2];f[h>>2]=0;f[l>>2]=0;f[c>>2]=0;d=e+-12|0;e=d}while((c|0)!=(b|0));c=e;h=f[a>>2]|0;e=f[j>>2]|0}f[a>>2]=c;f[j>>2]=g;f[k>>2]=i;g=h;if((e|0)!=(g|0))do{c=e;e=e+-12|0;b=f[e>>2]|0;if(b|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~(((d+-24-b|0)>>>0)/24|0)*24|0);sOb(b)}}while((e|0)!=(g|0));if(!h)return;sOb(h);return}function sNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;if(!(b[257328]|0))if(MPb(257328)|0){f[64673]=0;f[64674]=0;f[64675]=0}e=f[64674]|0;if((f[64673]|0)==(e|0)){j=0;i=0;h=0;k=a+4|0;f[a>>2]=h;f[k>>2]=i;k=a+8|0;f[k>>2]=j;a=a+12|0;f[a>>2]=c;return}h=e+-12|0;d=f[h>>2]|0;j=e+-8|0;k=f[j>>2]|0;i=e+-4|0;g=f[i>>2]|0;f[i>>2]=0;f[j>>2]=0;f[h>>2]=0;h=f[64674]|0;j=h+-12|0;while(1){e=h+-12|0;f[64674]=e;i=f[e>>2]|0;if(i){e=h+-8|0;h=f[e>>2]|0;if((h|0)!=(i|0))f[e>>2]=h+(~(((h+-24-i|0)>>>0)/24|0)*24|0);sOb(i);e=f[64674]|0}if((e|0)==(j|0)){e=k;break}else h=e}k=a+4|0;f[a>>2]=d;f[k>>2]=e;k=a+8|0;f[k>>2]=g;a=a+12|0;f[a>>2]=c;return}function tNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){iDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function uNa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function vNa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+48|0;k=l;wNa(k,c);c=f[k+12>>2]|0;a:do if(c|0)if((b[k+33>>0]|0)!=1){d=f[a>>2]|0;i=f[c+116>>2]|0;h=f[d+92>>2]|0;if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)j=g&i;else if(i>>>0<h>>>0)j=i;else j=(i>>>0)%(h>>>0)|0;c=f[(f[d+88>>2]|0)+(j<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(e)while(1){h=f[c+4>>2]|0;d=(i|0)==(h|0);if(!(d|(h&g|0)==(j|0)))break a;if(d)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){d=f[c+4>>2]|0;if((i|0)==(d|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(j|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);Ipb(k,c+12|0)}}}}while(0);eqb(f[f[a+4>>2]>>2]|0,k);c=f[k+24>>2]|0;if(c|0)iOb(c);c=f[k+16>>2]|0;if(c|0)iOb(c);c=f[k>>2]|0;if(!c){u=l;return}g=k+4|0;d=f[g>>2]|0;if((d|0)!=(c|0)){do{e=d+-8|0;f[g>>2]=e;d=f[d+-4>>2]|0;if(!d)d=e;else{iOb(d);d=f[g>>2]|0}}while((d|0)!=(c|0));c=f[k>>2]|0}sOb(c);u=l;return}function wNa(a,b){a=a|0;b=b|0;var c=0,e=0,g=0,h=0,i=0;f[a>>2]=0;i=a+4|0;f[i>>2]=0;f[a+8>>2]=0;h=b+4|0;c=(f[h>>2]|0)-(f[b>>2]|0)|0;g=c>>3;if(g|0){if(g>>>0>536870911)AMb(a);e=pOb(c)|0;f[i>>2]=e;f[a>>2]=e;f[a+8>>2]=e+(g<<3);c=f[b>>2]|0;h=f[h>>2]|0;if((c|0)!=(h|0))do{f[e>>2]=f[c>>2];g=f[c+4>>2]|0;f[e+4>>2]=g;if(g|0)gOb(g);c=c+8|0;e=(f[i>>2]|0)+8|0;f[i>>2]=e}while((c|0)!=(h|0))}f[a+12>>2]=f[b+12>>2];c=f[b+16>>2]|0;f[a+16>>2]=c;if(c|0)gOb(c);f[a+20>>2]=f[b+20>>2];c=f[b+24>>2]|0;f[a+24>>2]=c;if(!c){a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}gOb(c);a=a+28|0;b=b+28|0;f[a>>2]=f[b>>2];d[a+4>>1]=d[b+4>>1]|0;return}function xNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){yNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;yNa(a,b);return}function yNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function zNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ANa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);return}function BNa(a){a=a|0;f[a>>2]=37720;ENa(a+12|0);aOb(a);sOb(a);return}function CNa(a){a=a|0;ENa(a+12|0);return}function DNa(a){a=a|0;sOb(a);return}function ENa(a){a=a|0;var b=0,c=0,d=0;b=f[a+116>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+108|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+96>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+88|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+76>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+68|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+56>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);d=a+48|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[a+36>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=a+28|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);d=a+20|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){TFa(b);sOb(b)}b=f[a+16>>2]|0;if(!b)return;iOb(b);return}function FNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){GNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;GNa(a,b);return}function GNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function HNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a+1856>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+1848|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);qBa(a+464|0);b=f[a+440>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+432|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+380>>2]|0;if(b|0){c=a+384|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}g=a+368|0;b=f[g>>2]|0;if(b|0){h=a+372|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{d=c+-12|0;f[h>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[h>>2]|0}}while((c|0)!=(b|0));b=f[g>>2]|0}sOb(b)}b=f[a+356>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+348|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+336>>2]|0;if(b|0){c=a+340|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+324>>2]|0;if(b|0){c=a+328|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+312>>2]|0;if(b|0){c=a+316|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+300>>2]|0;if(b|0){c=a+304|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+288>>2]|0;if(b|0){c=a+292|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+276>>2]|0;if(b|0){c=a+280|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}b=f[a+232>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+224|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+212>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+204|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+192>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+184|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+172>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;sOb(h)}while((b|0)!=0);h=a+164|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+152>>2]|0;if(b|0){c=a+156|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}INa(a+108|0);JNa(a+64|0);e=a+52|0;b=f[e>>2]|0;if(b|0){g=a+56|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[g>>2]=d;c=f[c+-12>>2]|0;if(c|0)do{h=c;c=f[c>>2]|0;sOb(h)}while((c|0)!=0);c=f[d>>2]|0;f[d>>2]=0;if(c|0)sOb(c);c=f[g>>2]|0}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}b=f[a+40>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);h=a+32|0;b=f[h>>2]|0;f[h>>2]=0;if(b|0)sOb(b);b=f[a+20>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;KNa(h+12|0);sOb(h)}while((b|0)!=0);a=a+12|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;sOb(b);return}function INa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function JNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;b=f[a>>2]|0;if(!b)return;h=a+4|0;c=f[h>>2]|0;if((c|0)!=(b|0)){do{e=c+-4|0;f[h>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[h>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function KNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;b=f[a+268>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+260|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+248>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+240|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+228>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+220|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+208>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+200|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+188>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+180|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+168>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+160|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+148>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+140|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+128>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+120|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+108>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+100|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+88>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+80|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+68>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+60|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+48>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+40|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[a+28>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);g=a+20|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);e=a+8|0;b=f[e>>2]|0;if(b|0){g=a+12|0;c=f[g>>2]|0;if((c|0)!=(b|0)){do{d=c+-8|0;f[g>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[g>>2]|0}}while((c|0)!=(b|0));b=f[e>>2]|0}sOb(b)}a=a+4|0;b=f[a>>2]|0;f[a>>2]=0;if(!b)return;TFa(b);sOb(b);return}function LNa(a){a=a|0;var b=0,c=0;b=pOb(32)|0;f[b+4>>2]=0;f[b+8>>2]=0;f[b>>2]=37748;c=b+12|0;NMa(c,0);f[a>>2]=c;f[a+4>>2]=b;return}function MNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);return}function NNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;f[a>>2]=37748;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b){aOb(a);sOb(a);return}e=a+20|0;c=f[e>>2]|0;if((c|0)!=(b|0)){do{g=c+-32|0;f[e>>2]=g;c=f[c+-16>>2]|0;if((g|0)==(c|0))gh[f[(f[c>>2]|0)+16>>2]&2047](c);else if(c|0)gh[f[(f[c>>2]|0)+20>>2]&2047](c);c=f[e>>2]|0}while((c|0)!=(b|0));b=f[d>>2]|0}sOb(b);aOb(a);sOb(a);return}function ONa(a){a=a|0;var b=0,c=0,d=0,e=0;b=f[a+12>>2]|0;if(b|0){HNa(b);sOb(b)}d=a+16|0;b=f[d>>2]|0;if(!b)return;c=a+20|0;a=f[c>>2]|0;if((a|0)!=(b|0)){do{e=a+-32|0;f[c>>2]=e;a=f[a+-16>>2]|0;if((e|0)==(a|0))gh[f[(f[a>>2]|0)+16>>2]&2047](a);else if(a|0)gh[f[(f[a>>2]|0)+20>>2]&2047](a);a=f[c>>2]|0}while((a|0)!=(b|0));b=f[d>>2]|0}sOb(b);return}function PNa(a){a=a|0;sOb(a);return}function QNa(a){a=a|0;RNa(f[a>>2]|0);return}function RNa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;yBa(a+464|0)|0;g=a+152|0;j=f[g>>2]|0;k=a+156|0;d=f[k>>2]|0;e=j;b=d+(~((d+-4-e|0)>>>2)<<2)|0;if((d|0)==(j|0))b=j;else f[k>>2]=b;d=a+160|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0>b>>>0){do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,j|0,c|0)|0;f[g>>2]=h;f[k>>2]=b;f[d>>2]=b;if(j|0)sOb(j)}SNa(a+108|0);TNa(a+64|0);g=a+44|0;if(f[g>>2]|0){e=a+40|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[a+36>>2]|0;if(c|0){d=a+32|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}d=f[a+52>>2]|0;e=a+56|0;b=f[e>>2]|0;if((b|0)!=(d|0))do{c=b+-20|0;f[e>>2]=c;b=f[b+-12>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;sOb(k)}while((b|0)!=0);b=f[c>>2]|0;f[c>>2]=0;if(b|0)sOb(b);b=f[e>>2]|0}while((b|0)!=(d|0));e=a+24|0;if(!(f[e>>2]|0))return;c=a+20|0;b=f[c>>2]|0;if(b|0)do{k=b;b=f[b>>2]|0;KNa(k+12|0);sOb(k)}while((b|0)!=0);f[c>>2]=0;d=f[a+16>>2]|0;if(d|0){c=a+12|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[e>>2]=0;return}function SNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){jDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=aDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];bDa(a,j,k)|0;u=r;return}function TNa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;k=r+24|0;j=r+20|0;i=r+16|0;l=r+12|0;m=r+8|0;n=r+28|0;o=r+4|0;p=r;h=f[a>>2]|0;q=a+4|0;c=f[q>>2]|0;if((c|0)!=(h|0))do{e=c+-4|0;f[q>>2]=e;g=f[e>>2]|0;f[e>>2]=0;if(g|0){e=g+36|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0){iDa(c);sOb(c)}c=f[g+24>>2]|0;if(c|0){d=g+28|0;e=f[d>>2]|0;if((e|0)!=(c|0))f[d>>2]=e+(~((e+-4-c|0)>>>2)<<2);sOb(c)}sOb(g)}c=f[q>>2]|0}while((c|0)!=(h|0));f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;d=a+40|0;if(!(b[d>>0]|0)){u=r;return}b[d>>0]=0;f[l>>2]=f[a>>2];f[m>>2]=c;f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];b[k>>0]=b[n>>0]|0;n=cDa(i,j,k)|0;f[o>>2]=n;f[p>>2]=f[q>>2];f[j>>2]=f[o>>2];f[k>>2]=f[p>>2];dDa(a,j,k)|0;u=r;return}function UNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+32|0;e=c+12|0;d=c;JJa(b,e,d);f[a>>2]=f[e>>2];f[a+4>>2]=f[e+4>>2];f[a+8>>2]=f[e+8>>2];f[a+12>>2]=f[d>>2];f[a+16>>2]=f[d+4>>2];f[a+20>>2]=f[d+8>>2];u=c;return}function VNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;WNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function WNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XNa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XNa(a,b);return}function XNa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YNa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;ZNa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZNa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){_Na(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;_Na(a,b);return}function _Na(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function $Na(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+4|0;i=k;f[i>>2]=f[c>>2];f[e>>2]=f[i>>2];e=$Ma((TMa(a,e)|0)+60|0,c+4|0)|0;if(f[e>>2]|0){b=0;u=k;return b|0}i=c;g=f[i+4>>2]|0;d=(f[b>>2]|0)+112|0;f[d>>2]=f[i>>2];f[d+4>>2]=g;d=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[e>>2]=d;i=e+4|0;d=f[i>>2]|0;f[i>>2]=g;if(d|0)iOb(d);h=f[c>>2]|0;g=f[a+16>>2]|0;if(!g){b=1;u=k;return b|0}c=g+-1|0;e=(c&g|0)==0;if(e)i=c&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(h|0);if(!(e|(a&c|0)==(i|0))){d=1;e=26;break}if(e)if((f[d+8>>2]|0)==(h|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(h|0)){if((f[d+8>>2]|0)==(h|0)){j=d;break a}}else{if(e>>>0>=g>>>0)e=(e>>>0)%(g>>>0)|0;if((e|0)!=(i|0)){d=1;e=26;break}}d=f[d>>2]|0;if(!d){d=1;e=26;break}}if((e|0)==26){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{VMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function aOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function bOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cOa(a,b);return}function cOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;eOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function eOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){fOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;fOa(a,b);return}function fOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function gOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;hOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function hOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){iOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;iOa(a,b);return}function iOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function jOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;kOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function kOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){lOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;lOa(a,b);return}function lOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function mOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;nOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function nOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){oOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;oOa(a,b);return}function oOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function pOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;qOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function qOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){rOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;rOa(a,b);return}function rOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function sOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+4|0;i=k;f[i>>2]=f[c>>2];f[h>>2]=f[i>>2];h=aNa((TMa(a,h)|0)+220|0,c+4|0)|0;if(f[h>>2]|0){b=0;u=k;return b|0}d=f[b>>2]|0;e=f[b+4>>2]|0;if(e|0)gOb(e);f[h>>2]=d;i=h+4|0;g=f[i>>2]|0;f[i>>2]=e;if(g){iOb(g);d=f[h>>2]|0}g=c;i=f[g+4>>2]|0;h=d+36|0;f[h>>2]=f[g>>2];f[h+4>>2]=i;c=f[c>>2]|0;h=f[a+16>>2]|0;if(!h){b=1;u=k;return b|0}g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;d=f[(f[a+12>>2]|0)+(i<<2)>>2]|0;if(!d){b=1;u=k;return b|0}d=f[d>>2]|0;if(!d){b=1;u=k;return b|0}a:do if(e){while(1){a=f[d+4>>2]|0;e=(a|0)==(c|0);if(!(e|(a&g|0)==(i|0))){d=1;e=27;break}if(e)if((f[d+8>>2]|0)==(c|0)){j=d;break a}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}else{while(1){e=f[d+4>>2]|0;if((e|0)==(c|0)){if((f[d+8>>2]|0)==(c|0)){j=d;break a}}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(i|0)){d=1;e=27;break}}d=f[d>>2]|0;if(!d){d=1;e=27;break}}if((e|0)==27){u=k;return d|0}}while(0);d=f[j+20>>2]|0;e=f[j+24>>2]|0;if((d|0)==(e|0)){b=1;u=k;return b|0}do{WMa(0,f[d>>2]|0,f[b>>2]|0);d=d+8|0}while((d|0)!=(e|0));d=1;u=k;return d|0}function tOa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l+4|0;g=l;h=f[b>>2]|0;if(!(f[h+4>>2]|0)){d=0;u=l;return d|0}if(!(f[h+72>>2]|0)){d=0;u=l;return d|0}if(!(f[h+36>>2]|0)){d=0;u=l;return d|0}if(!(f[h+44>>2]|0)){d=0;u=l;return d|0}if(!(f[h+52>>2]|0)){d=0;u=l;return d|0}f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];h=uOa((TMa(a,e)|0)+20|0,c+4|0)|0;if(f[h>>2]|0){d=0;u=l;return d|0}e=f[b>>2]|0;g=f[b+4>>2]|0;if(g|0)gOb(g);f[h>>2]=e;j=h+4|0;e=f[j>>2]|0;f[j>>2]=g;if(e|0)iOb(e);if(!d){e=0;g=0}else{g=d;e=f[g>>2]|0;g=f[g+4>>2]|0}h=h+8|0;f[h>>2]=e;f[h+4>>2]=g;h=c;j=f[h+4>>2]|0;i=(f[b>>2]|0)+116|0;f[i>>2]=f[h>>2];f[i+4>>2]=j;i=f[c>>2]|0;c=f[a+16>>2]|0;if(!c){d=1;u=l;return d|0}h=c+-1|0;g=(h&c|0)==0;if(g)j=h&i;else if(i>>>0<c>>>0)j=i;else j=(i>>>0)%(c>>>0)|0;e=f[(f[a+12>>2]|0)+(j<<2)>>2]|0;if(!e){d=1;u=l;return d|0}e=f[e>>2]|0;if(!e){d=1;u=l;return d|0}a:do if(g){while(1){c=f[e+4>>2]|0;g=(c|0)==(i|0);if(!(g|(c&h|0)==(j|0))){e=1;g=33;break}if(g)if((f[e+8>>2]|0)==(i|0)){k=e;break a}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}else{while(1){g=f[e+4>>2]|0;if((g|0)==(i|0)){if((f[e+8>>2]|0)==(i|0)){k=e;break a}}else{if(g>>>0>=c>>>0)g=(g>>>0)%(c>>>0)|0;if((g|0)!=(j|0)){e=1;g=33;break}}e=f[e>>2]|0;if(!e){e=1;g=33;break}}if((g|0)==33){u=l;return e|0}}while(0);e=f[k+20>>2]|0;g=f[k+24>>2]|0;if((e|0)==(g|0)){d=1;u=l;return d|0}do{ZMa(a,e,f[b>>2]|0,d);e=e+8|0}while((e|0)!=(g|0));e=1;u=l;return e|0}function uOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+16|0;return a|0}}while(0);h=pOb(32)|0;f[h+8>>2]=m;l=h+16|0;f[l>>2]=0;f[l+4>>2]=0;f[l+8>>2]=0;f[l+12>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;vOa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+16|0;return a|0}function vOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){wOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;wOa(a,b);return}function wOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function xOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0.0,q=0;o=u;u=u+16|0;l=o;m=a+416|0;c=b[m>>0]|0;if(!(c&2)){u=o;return}a:do if(c&1){if(f[a+444>>2]|0){c=f[a+440>>2]|0;if(!c)break;g=a+452|0;h=a+420|0;i=a+424|0;j=l+4|0;a=a+428|0;e=l+8|0;while(1){d=f[c+8>>2]|0;if(f[d+4>>2]|0)if(!(f[d+196>>2]&32)){k=d+200|0;if(!((f[k>>2]&33554432|0)==0&0==0))LJa(d);p=+n[g>>2];n[l>>2]=p*(+n[d+168>>2]-+n[h>>2]);n[j>>2]=p*(+n[d+172>>2]-+n[i>>2]);n[e>>2]=p*(+n[d+176>>2]-+n[a>>2]);wJa(d,l)}c=f[c>>2]|0;if(!c)break a}}c=f[a+40>>2]|0;b:do if(!c){d=0;c=0}else{d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c){d=0;c=0;break b}d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0)}while(0);h=a+452|0;i=a+420|0;j=a+424|0;k=l+4|0;e=a+428|0;g=l+8|0;if(c|0)c:while(1){do{a=f[d+12>>2]|0;if(!(f[a+196>>2]&32)){q=a+200|0;if(!((f[q>>2]&33554432|0)==0&0==0))LJa(a);p=+n[h>>2];n[l>>2]=p*(+n[a+168>>2]-+n[i>>2]);n[k>>2]=p*(+n[a+172>>2]-+n[j>>2]);n[g>>2]=p*(+n[a+176>>2]-+n[e>>2]);wJa(a,l)}d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue c}}}while(0);b[m>>0]=b[m>>0]&-3;u=o;return}function yOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function zOa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;l=0;q=u;u=u+1328|0;j=f[c+244>>2]|0;p=f[c+240>>2]|0;k=f[d>>2]|0;if(k|0){e=f[(a+36|0)>>2]|0;if(!e){a=0;u=q;return a|0}if(!((e+-1|0)&e))g=(e+-1|0)&k;else if(k>>>0<e>>>0)g=k;else g=(k>>>0)%(e>>>0)|0;c=f[(f[(a+32|0)>>2]|0)+(g<<2)>>2]|0;if(!c){a=0;u=q;return a|0}c=f[c>>2]|0;if(!c){a=0;u=q;return a|0}a:do if(!((e+-1|0)&e)){while(1){d=f[c+4>>2]|0;if(!((d|0)==(k|0)|(d&(e+-1|0)|0)==(g|0))){i=0;l=192;break}if((d|0)==(k|0))if((f[c+8>>2]|0)==(k|0)){o=c;break a}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}else{while(1){d=f[c+4>>2]|0;if((d|0)==(k|0)){if((f[c+8>>2]|0)==(k|0)){o=c;break a}}else{if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(g|0)){i=0;l=192;break}}c=f[c>>2]|0;if(!c){i=0;l=192;break}}if((l|0)==192){u=q;return i|0}}while(0);k=o+12|0;f[q>>2]=f[(f[k>>2]|0)+8>>2];f[(q+4|0)>>2]=f[q>>2];j=TMa(a,q+4|0)|0;d=f[j+8>>2]|0;c=f[(j+12|0)>>2]|0;b:do if((d|0)==(c|0)){h=d;l=142}else{e=f[k>>2]|0;do{if((f[d>>2]|0)==(e|0)){h=d;l=142;break b}d=d+8|0}while((d|0)!=(c|0))}while(0);if((l|0)==142)if((h|0)!=(c|0)){d=h+8|0;if((d|0)!=(c|0)){g=h;i=h;while(1){e=f[d>>2]|0;if((e|0)!=(f[k>>2]|0)){i=i+12|0;r=f[i>>2]|0;f[d>>2]=0;f[i>>2]=0;f[h>>2]=e;i=h+4|0;e=f[i>>2]|0;f[i>>2]=r;if(e|0)iOb(e);h=g+8|0;g=h}e=d+8|0;if((e|0)==(c|0))break;else{i=d;d=e}}c=f[(j+12|0)>>2]|0}if((c|0)!=(h|0))do{d=c+-8|0;f[(j+12|0)>>2]=d;c=f[c+-4>>2]|0;if(!c)c=d;else{iOb(c);c=f[(j+12|0)>>2]|0}}while((c|0)!=(h|0))}AOa(a,f[k>>2]|0);d=BOa(f[k>>2]|0)|0;do if(d|0)if(!(f[d+40>>2]|0)){c=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(c){b[a+104>>0]=1;l=160}else l=161;else if(c)l=160;else l=161;if((l|0)==160){b[a+105>>0]=1;break}else if((l|0)==161){b[a+106>>0]=1;break}}while(0);g=f[k>>2]|0;e=f[g>>2]|0;c=f[a+52>>2]|0;f[(q+4|0)>>2]=g;COa(c+(e*20|0)|0,q+4|0)|0;e=f[(a+36|0)>>2]|0;c=f[o+4>>2]|0;g=((e+-1|0)&e|0)==0;if(g)h=(e+-1|0)&c;else if(c>>>0<e>>>0)h=c;else h=(c>>>0)%(e>>>0)|0;d=(f[(a+32|0)>>2]|0)+(h<<2)|0;i=f[d>>2]|0;while(1){c=f[i>>2]|0;if((c|0)==(o|0))break;else i=c}if((i|0)==(a+40|0))l=175;else{c=f[i+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0))m=o;else l=175}do if((l|0)==175){c=f[o>>2]|0;if(c|0){c=f[c+4>>2]|0;if(g)c=c&(e+-1|0);else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)==(h|0)){m=o;break}}f[d>>2]=0;m=o}while(0);c=f[m>>2]|0;if(c){d=f[c+4>>2]|0;if(g)d=d&(e+-1|0);else if(d>>>0>=e>>>0)d=(d>>>0)%(e>>>0)|0;if((d|0)!=(h|0)){f[(f[(a+32|0)>>2]|0)+(d<<2)>>2]=i;c=f[o>>2]|0}}f[i>>2]=c;f[m>>2]=0;f[(a+44|0)>>2]=(f[(a+44|0)>>2]|0)+-1;c=f[o+16>>2]|0;if(c|0)iOb(c);sOb(o);vDa(a+464|0);Y8a(p);r=1;u=q;return r|0}g=PMa(a+32|0,258684)|0;c=f[g>>2]|0;d=f[c+56>>2]|0;if(d){do{e=f[d+12>>2]|0;c=f[e+4>>2]|0;e=f[e+8>>2]|0;if(e)gOb(e);if(c|0)z$a(j,c+28|0,7,0);if(e)iOb(e);d=f[d>>2]|0}while((d|0)!=0);c=f[g>>2]|0}AOa(a,c);r=f[g>>2]|0;f[q+32>>2]=a;f[q+280>>2]=i;f[q+360>>2]=g;f[q+456>>2]=r;f[q+1064>>2]=j;f[q+1112>>2]=p;f[q+1280>>2]=0;f[q+1284>>2]=0;VQa(q);G=f[q+1280>>2]|0;D=f[q+1284>>2]|0;H=+n[q+1284>>2];f[q+1280>>2]=0;f[q+1284>>2]=0;if((G|0)==6)return D|0;return 0|0;return 0}function AOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=b+96|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+112|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+100|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+92>>2]|0;if(d|0){e=b+88|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}g=b+116|0;c=f[g>>2]|0;if(c|0)do{h=(f[c+12>>2]|0)+36|0;f[h>>2]=0;f[h+4>>2]=-1;c=f[c>>2]|0}while((c|0)!=0);h=b+120|0;if(f[h>>2]|0){c=f[g>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[d+16>>2]|0;if(e|0)iOb(e);sOb(d)}while((c|0)!=0);f[g>>2]=0;d=f[b+112>>2]|0;if(d|0){e=b+108|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[h>>2]=0}c=f[b+56>>2]|0;if(c|0)do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);c=f[b+76>>2]|0;if(!c)return;do{EOa(a,f[c+12>>2]|0);c=f[c>>2]|0}while((c|0)!=0);return}function BOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=dGa(a)|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;iDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function COa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=DOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function DOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=X(h,1540483477)|0;e=(X(e>>>24^e,1540483477)|0)^1866966612;e=X(e>>>13^e,1540483477)|0;e=e>>>15^e;g=f[a+4>>2]|0;if(!g){j=0;return j|0}d=g+-1|0;c=(d&g|0)==0;if(c)i=e&d;else if(e>>>0<g>>>0)i=e;else i=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(i<<2)>>2]|0;if(!b){j=0;return j|0}b=f[b>>2]|0;if(!b){j=0;return j|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(i|0))){b=0;a=19;break}if(a)if((f[b+8>>2]|0)==(h|0)){a=19;break}b=f[b>>2]|0;if(!b){b=0;a=19;break}}if((a|0)==19)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(h|0)){b=j;a=19;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(i|0)){b=0;a=19;break}}j=f[j>>2]|0;if(!j){b=0;a=19;break}}if((a|0)==19)return b|0;return 0}function EOa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,i=0;i=u;u=u+16|0;g=i;d=c+200|0;e=f[d>>2]|0;if((e&-268435456|0)==0&0==0)d=h[d+4>>0]|0;else{_Ia(c,0)|0;d=h[d+4>>0]|0}a:do switch(d&3|0){case 2:{d=FOa(c)|0;if(d|0)if(!(f[d+40>>2]|0)){e=(f[d+36>>2]|0)==0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(e){b[a+148>>0]=1;d=11}else d=12;else if(e)d=11;else d=12;if((d|0)==11){b[a+149>>0]=1;break a}else if((d|0)==12){b[a+150>>0]=1;break a}}break}case 0:{GOa(a+152|0,f[c+124>>2]|0);break}default:{}}while(0);aJa(c,0);bJa(c,0);dJa(c);rDa(a+464|0,c);f[g>>2]=c;sDa(a+432|0,g)|0;HOa(a+224|0,c+116|0)|0;u=i;return}function FOa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;c=f[a+124>>2]|0;if(!c){k=0;return k|0}k=c+24|0;e=f[k>>2]|0;j=c+28|0;d=f[j>>2]|0;a:do if((e|0)==(d|0)){h=e;g=5}else do{if((f[e>>2]|0)==(a|0)){h=e;g=5;break a}e=e+4|0}while((e|0)!=(d|0));while(0);if((g|0)==5)if((h|0)!=(d|0)){e=h+4|0;if((e|0)==(d|0))e=h;else{i=e;e=h;while(1){g=f[i>>2]|0;if((g|0)==(a|0))g=h;else{f[h>>2]=g;g=h+4|0;e=g}i=i+4|0;if((i|0)==(d|0))break;else h=g}d=f[j>>2]|0}if((d|0)!=(e|0)){d=d+(~((d+-4-e|0)>>>2)<<2)|0;f[j>>2]=d}}b:do if((f[k>>2]|0)==(d|0))while(1){if(f[c+36>>2]|0)break b;e=f[c+40>>2]|0;if(!e)break b;c=e+36|0;d=f[c>>2]|0;if((f[d+24>>2]|0)==(f[d+28>>2]|0))if(!(f[d+36>>2]|0))if((f[d+76>>2]|0)==(f[d+80>>2]|0))if(!(f[d+88>>2]|0)){f[c>>2]=0;jDa(d);sOb(d)}if((f[e+24>>2]|0)==(f[e+28>>2]|0))c=e;else{c=e;break}}while(0);b[c+49>>0]=0;k=c;return k|0}function GOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;g=a+4|0;d=f[g>>2]|0;e=f[a>>2]|0;c=d-e>>2;if(c>>>0<=b>>>0)return;if((b+1|0)>>>0<c>>>0){f[(f[d+-4>>2]|0)+124>>2]=b;c=(f[g>>2]|0)+-4|0;e=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;f[c>>2]=f[e>>2];f[e>>2]=b;e=f[a>>2]|0;b=f[g>>2]|0;c=e}else{b=d;c=e}b=b+-4|0;f[g>>2]=b;if((c|0)!=(b|0))return;d=a+8|0;c=b-e|0;b=c>>2;if((f[d>>2]|0)-e>>2>>>0<=b>>>0)return;do if(!b){h=0;i=0}else if(b>>>0>1073741823)vd();else{i=pOb(c)|0;h=i;break}while(0);b=h+(b<<2)|0;if((c|0)>0)bQb(i|0,e|0,c|0)|0;f[a>>2]=h;f[g>>2]=b;f[d>>2]=b;if(!e)return;sOb(e);return}function HOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=IOa(a,b)|0;if(!l){a=0;return a|0}i=f[a+4>>2]|0;b=f[l+4>>2]|0;j=i+-1|0;g=(j&i|0)==0;if(g)h=j&b;else if(b>>>0<i>>>0)h=b;else h=(b>>>0)%(i>>>0)|0;c=(f[a>>2]|0)+(h<<2)|0;k=f[c>>2]|0;while(1){b=f[k>>2]|0;if((b|0)==(l|0))break;else k=b}if((k|0)==(a+8|0))e=15;else{b=f[k+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0))d=l;else e=15}do if((e|0)==15){b=f[l>>2]|0;if(b|0){b=f[b+4>>2]|0;if(g)b=b&j;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(h|0)){d=l;break}}f[c>>2]=0;d=l}while(0);c=f[d>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(g)c=c&j;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(h|0)){f[(f[a>>2]|0)+(c<<2)>>2]=k;b=f[l>>2]|0}}f[k>>2]=b;f[d>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(l);a=1;return a|0}function IOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(c|0)==(e|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((b|0)==(e|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function JOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+32|0;n=v+8|0;o=v+16|0;m=v;h=f[b>>2]|0;p=a+16|0;e=f[p>>2]|0;if(!e){a=0;u=v;return a|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;s=a+12|0;b=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!b){a=0;u=v;return a|0}b=f[b>>2]|0;if(!b){a=0;u=v;return a|0}a:do if(c){while(1){l=f[b+4>>2]|0;c=(l|0)==(h|0);if(!(c|(l&d|0)==(g|0))){b=0;q=154;break}if(c)if((f[b+8>>2]|0)==(h|0)){t=b;break a}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}else{while(1){c=f[b+4>>2]|0;if((c|0)==(h|0)){if((f[b+8>>2]|0)==(h|0)){t=b;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){b=0;q=154;break}}b=f[b>>2]|0;if(!b){b=0;q=154;break}}if((q|0)==154){u=v;return b|0}}while(0);if((h|0)==0?1:(f[t+20>>2]|0)!=(f[t+24>>2]|0)){a=0;u=v;return a|0}l=t+52|0;k=t+60|0;b=f[k>>2]|0;if(b|0){i=n+4|0;j=m+4|0;do{e=b;d=e+12|0;g=f[d>>2]|0;e=e+16|0;h=f[e>>2]|0;if(!h){f[d>>2]=0;f[e>>2]=0}else{hOb(h);c=f[e>>2]|0;f[d>>2]=0;f[e>>2]=0;if(c|0)iOb(c);f[n>>2]=0;d=kOb(h)|0;f[i>>2]=d;if(d|0){f[n>>2]=g;if(g|0){KOa(m,a,n);c=f[j>>2]|0;if(c|0)iOb(c)}iOb(d)}jOb(h)}b=f[b>>2]|0}while((b|0)!=0)}e=t+64|0;if(f[e>>2]|0){b=f[k>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[k>>2]=0;c=f[t+56>>2]|0;if(c|0){b=0;do{f[(f[l>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+72|0;e=t+80|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+112|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+84|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+76>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+92|0;f[n>>2]=0;f[n+4>>2]=-1;e=t+100|0;b=f[e>>2]|0;if(b|0)do{EFa(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);g=t+104|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+96>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+112|0;e=t+120|0;b=f[e>>2]|0;if(b|0)do{m=(f[b+12>>2]|0)+204|0;f[m>>2]=0;f[m+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+124|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+116>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+192|0;f[n>>2]=0;f[n+4>>2]=-1;g=t+200|0;b=f[g>>2]|0;if(b|0)do{n8a(f[b+12>>2]|0,n,o);b=f[b>>2]|0}while((b|0)!=0);e=t+204|0;if(f[e>>2]|0){b=f[g>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[g>>2]=0;c=f[t+196>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[e>>2]=0}h=t+212|0;e=t+220|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+24|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+224|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+216>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}h=t+232|0;e=t+240|0;b=f[e>>2]|0;if(b|0)do{o=(f[b+12>>2]|0)+36|0;f[o>>2]=0;f[o+4>>2]=-1;b=f[b>>2]|0}while((b|0)!=0);g=t+244|0;if(f[g>>2]|0){b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+236>>2]|0;if(c|0){b=0;do{f[(f[h>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[g>>2]=0}g=t+252|0;h=t+264|0;if(f[h>>2]|0){e=t+260|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+256>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}g=t+272|0;h=t+284|0;if(f[h>>2]|0){e=t+280|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;c=f[t+276>>2]|0;if(c|0){b=0;do{f[(f[g>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[h>>2]=0}d=f[p>>2]|0;b=f[t+4>>2]|0;e=d+-1|0;g=(e&d|0)==0;do if(g)h=e&b;else{if(b>>>0<d>>>0){h=b;break}h=(b>>>0)%(d>>>0)|0}while(0);c=(f[s>>2]|0)+(h<<2)|0;i=f[c>>2]|0;while(1){b=f[i>>2]|0;if((b|0)==(t|0))break;else i=b}do if((i|0)==(a+20|0))q=128;else{b=f[i+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)!=(h|0)){q=128;break}r=t}while(0);do if((q|0)==128){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;do if(g)b=b&e;else{if(b>>>0<d>>>0)break;b=(b>>>0)%(d>>>0)|0}while(0);if((b|0)==(h|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;do if(c){c=f[c+4>>2]|0;do if(g)c=c&e;else{if(c>>>0<d>>>0)break;c=(c>>>0)%(d>>>0)|0}while(0);if((c|0)==(h|0))break;f[(f[s>>2]|0)+(c<<2)>>2]=i;b=f[t>>2]|0}while(0);f[i>>2]=b;f[r>>2]=0;a=a+24|0;f[a>>2]=(f[a>>2]|0)+-1;KNa(t+12|0);sOb(t);a=1;u=v;return a|0}function KOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;e=k+12|0;g=k+8|0;h=k;j=(f[(f[c>>2]|0)+44>>2]|0)+68|0;i=(zLa(j)|0)<<2;j=i+152+((ALa(j)|0)<<1)|0;i=b+292|0;d=f[i>>2]|0;do if((f[b+288>>2]|0)==(d|0)){i=b+260|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=mOa((TMa(b,e)|0)+40|0,h+4|0)|0;if(f[e>>2]|0)break;g=f[h+4>>2]|0;d=(f[c>>2]|0)+28|0;f[d>>2]=f[h>>2];f[d+4>>2]=g;d=f[c>>2]|0;g=c+4|0;h=f[g>>2]|0;if(h|0)gOb(h);f[e>>2]=d;e=e+4|0;d=f[e>>2]|0;f[e>>2]=h;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;d=b+456|0;f[d>>2]=(f[d>>2]|0)+j;f[a>>2]=f[c>>2];d=f[g>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function LOa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0;v=u;u=u+64|0;r=v+48|0;t=v+20|0;m=v+44|0;o=v+40|0;s=v;k=a+236|0;if(f[k>>2]|0){i=a+232|0;h=f[i>>2]|0;if(h|0)do{p=h;h=f[h>>2]|0;sOb(p)}while((h|0)!=0);f[i>>2]=0;i=f[a+228>>2]|0;if(i|0){j=a+224|0;h=0;do{f[(f[j>>2]|0)+(h<<2)>>2]=0;h=h+1|0}while((h|0)!=(i|0))}f[k>>2]=0}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;n=a+32|0;h=f[a+40>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){GE(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[m>>2]=f[i>>2];f[r>>2]=f[m>>2];zOa(a,b,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[t>>2]=0;l=t+4|0;f[l>>2]=0;f[t+8>>2]=0;h=f[a+20>>2]|0;if(h|0){k=t+8|0;do{i=f[h+8>>2]|0;f[r>>2]=i;do if(i|0){j=f[l>>2]|0;if((j|0)==(f[k>>2]|0)){iI(t,r);break}else{f[j>>2]=i;f[l>>2]=j+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0);i=f[t>>2]|0;h=f[l>>2]|0;if((i|0)!=(h|0)){do{f[o>>2]=f[i>>2];f[r>>2]=f[o>>2];JOa(a,r)|0;i=i+4|0}while((i|0)!=(h|0));h=f[t>>2]|0}if(h|0){i=f[l>>2]|0;if((i|0)!=(h|0))f[l>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}}f[r>>2]=0;p=r+4|0;f[p>>2]=0;f[r+8>>2]=0;MOa(t,d,d+(c<<2)|0);h=PMa(n,258684)|0;h=f[(f[h>>2]|0)+56>>2]|0;if(h|0){n=t+4|0;o=r+8|0;do{b=f[h+8>>2]|0;f[s>>2]=b;l=f[n>>2]|0;a:do if(!l)q=60;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[t>>2]|0)+(m<<2)>>2]|0;if(!i)q=60;else{i=f[i>>2]|0;if(!i)q=60;else{if(j)while(1){d=f[i+4>>2]|0;j=(b|0)==(d|0);if(!(j|(d&k|0)==(m|0))){q=60;break a}if(j)if((f[i+8>>2]|0)==(b|0))break a;i=f[i>>2]|0;if(!i){q=60;break a}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break a}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=60;break a}}i=f[i>>2]|0;if(!i){q=60;break}}}}}while(0);do if((q|0)==60){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){$G(r,s);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0);h=f[h>>2]|0}while((h|0)!=0)}h=f[r>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=s+4|0;do{d=f[h>>2]|0;f[s>>2]=0;f[j>>2]=d;OOa(a,s)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[t+8>>2]|0;if(h|0)do{d=h;h=f[h>>2]|0;sOb(d)}while((h|0)!=0);h=f[t>>2]|0;f[t>>2]=0;if(h|0)sOb(h);h=f[r>>2]|0;if(h|0){i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h)}f[t>>2]=0;p=t+4|0;f[p>>2]=0;f[t+8>>2]=0;NOa(s,g,g+(e<<2)|0);f[r>>2]=f[64672];h=(TMa(a,r)|0)+48|0;h=f[h>>2]|0;if(h|0){n=s+4|0;o=t+8|0;do{i=h;g=f[(f[i+12>>2]|0)+44>>2]|0;if((f[g+116>>2]|0)==(f[g+112>>2]|0)){b=f[i+8>>2]|0;f[r>>2]=b;l=f[n>>2]|0;b:do if(!l)q=96;else{k=l+-1|0;j=(k&l|0)==0;if(j)m=k&b;else if(b>>>0<l>>>0)m=b;else m=(b>>>0)%(l>>>0)|0;i=f[(f[s>>2]|0)+(m<<2)>>2]|0;if(!i)q=96;else{i=f[i>>2]|0;if(!i)q=96;else{if(j)while(1){g=f[i+4>>2]|0;j=(b|0)==(g|0);if(!(j|(g&k|0)==(m|0))){q=96;break b}if(j)if((f[i+8>>2]|0)==(b|0))break b;i=f[i>>2]|0;if(!i){q=96;break b}}while(1){j=f[i+4>>2]|0;if((b|0)==(j|0)){if((f[i+8>>2]|0)==(b|0))break b}else{if(j>>>0>=l>>>0)j=(j>>>0)%(l>>>0)|0;if((j|0)!=(m|0)){q=96;break b}}i=f[i>>2]|0;if(!i){q=96;break}}}}}while(0);do if((q|0)==96){q=0;i=f[p>>2]|0;if((i|0)==(f[o>>2]|0)){POa(t,r);break}else{f[i>>2]=b;f[p>>2]=i+4;break}}while(0)}h=f[h>>2]|0}while((h|0)!=0)}h=f[t>>2]|0;i=f[p>>2]|0;if((h|0)!=(i|0)){j=r+4|0;do{q=f[h>>2]|0;f[r>>2]=0;f[j>>2]=q;QOa(a,r)|0;h=h+4|0}while((h|0)!=(i|0))}h=f[s+8>>2]|0;if(h|0)do{r=h;h=f[h>>2]|0;sOb(r)}while((h|0)!=0);h=f[s>>2]|0;f[s>>2]=0;if(h|0)sOb(h);h=f[t>>2]|0;if(!h){t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}i=f[p>>2]|0;if((i|0)!=(h|0))f[p>>2]=i+(~((i+-4-h|0)>>>2)<<2);sOb(h);t=a+244|0;f[t>>2]=-1;a=a+4|0;a=f[a>>2]|0;a=a+240|0;a=f[a>>2]|0;W8a(a);u=v;return}function MOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function NOa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;q=a+16|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;n[q>>2]=1.0;if((b|0)==(c|0))return;r=a+4|0;s=a+12|0;t=a+8|0;e=0;m=0;while(1){o=f[b>>2]|0;l=(m|0)==0;a:do if(l){d=0;p=19}else{k=m+-1|0;h=(k&m|0)==0;if(h)d=o&k;else if(o>>>0<m>>>0)d=o;else d=(o>>>0)%(m>>>0)|0;g=f[(f[a>>2]|0)+(d<<2)>>2]|0;if(!g)p=19;else{if(h)while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if(!((h|0)==(o|0)|(h&k|0)==(d|0))){p=19;break a}if((f[g+8>>2]|0)==(o|0)){d=m;break a}}while(1){g=f[g>>2]|0;if(!g){p=19;break a}h=f[g+4>>2]|0;if((h|0)!=(o|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(d|0)){p=19;break a}}if((f[g+8>>2]|0)==(o|0)){d=m;break}}}}while(0);if((p|0)==19){p=0;h=pOb(12)|0;f[h+8>>2]=o;f[h+4>>2]=o;f[h>>2]=0;i=+((e+1|0)>>>0);j=+n[q>>2];do if(l|j*+(m>>>0)<i){d=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;UOa(a,d>>>0<e>>>0?e:d);d=f[r>>2]|0;e=d+-1|0;if(!(e&d)){g=d;d=e&o;break}if(o>>>0<d>>>0){g=d;d=o}else{g=d;d=(o>>>0)%(d>>>0)|0}}else g=m;while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){f[h>>2]=f[t>>2];f[t>>2]=h;f[e>>2]=t;d=f[h>>2]|0;if(d|0){d=f[d+4>>2]|0;e=g+-1|0;if(!(e&g))d=d&e;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;p=32}}else{f[h>>2]=f[d>>2];p=32}if((p|0)==32){p=0;f[d>>2]=h}e=(f[s>>2]|0)+1|0;f[s>>2]=e;d=g}b=b+4|0;if((b|0)==(c|0))break;else m=d}return}function OOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+16|0;k=m+8|0;l=m;h=m+4|0;c=SOa(a,b)|0;if(c|0){l=c;u=m;return l|0}V8a(f[(f[a+4>>2]|0)+240>>2]|0);g=PMa(a+32|0,b)|0;g=f[g>>2]|0;i=g+48|0;j=b+4|0;e=f[j>>2]|0;c=f[g+52>>2]|0;d=c+-1|0;if(!(d&c)){c=f[(f[i>>2]|0)+((d&e)<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}else{if(e>>>0<c>>>0)c=e;else c=(e>>>0)%(c>>>0)|0;c=f[(f[i>>2]|0)+(c<<2)>>2]|0;while(1){c=f[c>>2]|0;if((f[c+4>>2]|0)!=(e|0))continue;if((f[c+8>>2]|0)==(e|0)){e=c;break}}}EOa(a,f[e+12>>2]|0);if(!(f[b>>2]|0)){f[h>>2]=f[g+8>>2];f[k>>2]=f[h>>2];TOa((TMa(a,k)|0)+20|0,j)|0}c=a+304|0;d=f[c>>2]|0;if((d|0)==(f[a+308>>2]|0))$G(a+300|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}f[l>>2]=e;f[k>>2]=f[l>>2];_Ma(i,k)|0;l=0;u=m;return l|0}function POa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function QOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+16|0;c=o+4|0;d=o;e=ROa(a,b)|0;if(e|0){n=e;u=o;return n|0}f[d>>2]=f[b>>2];f[c>>2]=f[d>>2];n=TMa(a,c)|0;m=n+40|0;j=b+4|0;h=f[j>>2]|0;i=n+44|0;b=f[i>>2]|0;a:do if(!b)k=0;else{e=b+-1|0;d=(e&b|0)==0;if(d)g=e&h;else if(h>>>0<b>>>0)g=h;else g=(h>>>0)%(b>>>0)|0;c=f[(f[m>>2]|0)+(g<<2)>>2]|0;if(!c)k=0;else{c=f[c>>2]|0;if(!c)k=0;else{if(d)while(1){k=f[c+4>>2]|0;d=(k|0)==(h|0);if(!(d|(k&e|0)==(g|0))){k=0;break a}if(d)if((f[c+8>>2]|0)==(h|0)){k=c;break a}c=f[c>>2]|0;if(!c){k=0;break a}}while(1){d=f[c+4>>2]|0;if((d|0)==(h|0)){if((f[c+8>>2]|0)==(h|0)){k=c;break a}}else{if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(g|0)){k=0;break a}}c=f[c>>2]|0;if(!c){k=0;break}}}}}while(0);d=(f[(f[k+12>>2]|0)+44>>2]|0)+68|0;h=zLa(d)|0;d=ALa(d)|0;c=a+456|0;d=(X(h,-4)|0)+-152+(X(d,-2)|0)+(f[c>>2]|0)|0;f[c>>2]=d;c=a+292|0;d=f[c>>2]|0;if((d|0)==(f[a+296>>2]|0))POa(a+288|0,j);else{f[d>>2]=f[j>>2];f[c>>2]=d+4}b=f[i>>2]|0;c=f[k+4>>2]|0;g=b+-1|0;h=(g&b|0)==0;if(h)i=g&c;else if(c>>>0<b>>>0)i=c;else i=(c>>>0)%(b>>>0)|0;d=(f[m>>2]|0)+(i<<2)|0;j=f[d>>2]|0;while(1){c=f[j>>2]|0;if((c|0)==(k|0))break;else j=c}if((j|0)==(n+48|0))l=36;else{c=f[j+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0))e=k;else l=36}do if((l|0)==36){c=f[k>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&g;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;if((c|0)==(i|0)){e=k;break}}f[d>>2]=0;e=k}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&g;else if(d>>>0>=b>>>0)d=(d>>>0)%(b>>>0)|0;if((d|0)!=(i|0)){f[(f[m>>2]|0)+(d<<2)>>2]=j;c=f[k>>2]|0}}f[j>>2]=c;f[e>>2]=0;n=n+52|0;f[n>>2]=(f[n>>2]|0)+-1;if(!k){n=0;u=o;return n|0}c=f[k+16>>2]|0;if(c|0)iOb(c);sOb(k);n=0;u=o;return n|0}function ROa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&j;else if(j>>>0<e>>>0)g=j;else g=(j>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(j|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(j|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((j|0)==(c|0)){if((f[a+8>>2]|0)==(j|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);a=h+52|0;b=f[b+4>>2]|0;e=f[h+56>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(b|0)){i=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0)){i=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(j|0){j=3;return j|0}j=f[(f[i+12>>2]|0)+44>>2]|0;j=(f[j+116>>2]|0)!=(f[j+112>>2]|0)?2:0;return j|0}function SOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+52>>2]|0;if(!e){b=1;return b|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+48>>2]|0)+(h<<2)>>2]|0;if(!a){b=1;return b|0}a=f[a>>2]|0;if(!a){b=1;return b|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(g|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);b=(f[i+8>>2]|0)==0?0:3;return b|0}function TOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+20>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function UOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){VOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;VOa(a,b);return}function VOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function WOa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){XOa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;XOa(a,b);return}function XOa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function YOa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;bPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function ZOa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);return}function _Oa(a){a=a|0;var b=0,c=0,d=0;f[a>>2]=37776;b=f[a+12>>2]|0;if(!b){aOb(a);sOb(a);return}c=a+16|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b);aOb(a);sOb(a);return}function $Oa(a){a=a|0;var b=0,c=0;c=f[a+12>>2]|0;if(!c)return;a=a+16|0;b=f[a>>2]|0;if((b|0)!=(c|0))f[a>>2]=b+(~((b+-4-c|0)>>>2)<<2);sOb(c);return}function aPa(a){a=a|0;sOb(a);return}function bPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){cPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;cPa(a,b);return}function cPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function dPa(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=u;u=u+16|0;k=n+4|0;l=n;f[l>>2]=f[d>>2];f[k>>2]=f[l>>2];l=ePa((TMa(c,k)|0)+260|0,d+4|0)|0;if(f[l>>2]|0){f[a>>2]=0;f[a+4>>2]=0;u=n;return}j=pOb(20)|0;h=e+g|0;f[k>>2]=0;m=k+4|0;f[m>>2]=0;f[k+8>>2]=0;if(!g){g=k+8|0;h=0;e=0;c=0}else{if((g|0)<0)AMb(k);o=pOb(g)|0;f[m>>2]=o;f[k>>2]=o;i=k+8|0;f[i>>2]=o+g;c=e;e=o;do{b[e>>0]=b[c>>0]|0;c=c+1|0;e=(f[m>>2]|0)+1|0;f[m>>2]=e}while((c|0)!=(h|0));g=i;h=f[k>>2]|0;c=f[i>>2]|0}i=d;d=f[i+4>>2]|0;o=j;f[o>>2]=f[i>>2];f[o+4>>2]=d;f[j+8>>2]=h;f[j+12>>2]=e;f[j+16>>2]=c;f[g>>2]=0;f[m>>2]=0;f[k>>2]=0;e=j;o=pOb(16)|0;f[o+4>>2]=0;f[o+8>>2]=0;f[o>>2]=37804;f[o+12>>2]=e;f[l>>2]=e;e=l+4|0;c=f[e>>2]|0;f[e>>2]=o;if(c|0)iOb(c);c=f[k>>2]|0;if(c|0){if((f[m>>2]|0)!=(c|0))f[m>>2]=c;sOb(c)}f[a>>2]=f[l>>2];c=f[e>>2]|0;f[a+4>>2]=c;if(!c){u=n;return}gOb(c);u=n;return}function ePa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0;m=f[b>>2]|0;i=a+4|0;j=f[i>>2]|0;k=(j|0)==0;a:do if(k)b=0;else{g=j+-1|0;c=(g&j|0)==0;if(c)h=g&m;else if(m>>>0<j>>>0)h=m;else h=(m>>>0)%(j>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b)b=h;else{if(c){do{b=f[b>>2]|0;if(!b){b=h;break a}l=f[b+4>>2]|0;if(!((l|0)==(m|0)|(l&g|0)==(h|0))){b=h;break a}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}do{b=f[b>>2]|0;if(!b){b=h;break a}c=f[b+4>>2]|0;if((c|0)!=(m|0)){if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(h|0)){b=h;break a}}}while((f[b+8>>2]|0)!=(m|0));a=b+12|0;return a|0}}while(0);h=pOb(20)|0;f[h+8>>2]=m;f[h+12>>2]=0;f[h+16>>2]=0;f[h+4>>2]=m;f[h>>2]=0;l=a+12|0;d=+(((f[l>>2]|0)+1|0)>>>0);e=+n[a+16>>2];do if(k|e*+(j>>>0)<d){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(d/e))>>>0;jPa(a,b>>>0<c>>>0?c:b);b=f[i>>2]|0;c=b+-1|0;if(!(c&b)){g=b;b=c&m;break}if(m>>>0<b>>>0){g=b;b=m}else{g=b;b=(m>>>0)%(b>>>0)|0}}else g=j;while(0);c=(f[a>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+8|0;f[h>>2]=f[b>>2];f[b>>2]=h;f[c>>2]=b;b=f[h>>2]|0;if(b|0){b=f[b+4>>2]|0;c=g+-1|0;if(!(c&g))b=b&c;else if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;b=(f[a>>2]|0)+(b<<2)|0;o=30}}else{f[h>>2]=f[b>>2];o=30}if((o|0)==30)f[b>>2]=h;f[l>>2]=(f[l>>2]|0)+1;a=h;a=a+12|0;return a|0}function fPa(a){a=a|0;aOb(a);sOb(a);return}function gPa(a){a=a|0;var b=0,c=0;a=f[a+12>>2]|0;if(!a)return;b=f[a+8>>2]|0;if(b|0){c=a+12|0;if((f[c>>2]|0)!=(b|0))f[c>>2]=b;sOb(b)}sOb(a);return}function hPa(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==189793?a+12|0:0)|0}function iPa(a){a=a|0;sOb(a);return}function jPa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){kPa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;kPa(a,b);return}function kPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function lPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;h=k+12|0;e=k+8|0;i=k;j=b+280|0;d=f[j>>2]|0;do if((f[b+276>>2]|0)==(d|0)){j=b+248|0;g=f[j>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}else{g=f[d+-4>>2]|0;f[i>>2]=0;f[i+4>>2]=g;f[e>>2]=0;f[h>>2]=f[e>>2];g=VNa((TMa(b,h)|0)+80|0,i+4|0)|0;if(f[g>>2]|0)break;EFa(f[c>>2]|0,i,h);d=f[c>>2]|0;b=c+4|0;e=f[b>>2]|0;if(e|0)gOb(e);f[g>>2]=d;i=g+4|0;d=f[i>>2]|0;f[i>>2]=e;if(d|0)iOb(d);f[j>>2]=(f[j>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=k;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=k;return}function mPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+160|0;g=k+144|0;h=k+80|0;i=k+8|0;j=k;f[g>>2]=-1;e=b+316|0;d=f[e>>2]|0;if((f[b+312>>2]|0)==(d|0)){d=b+252|0;e=f[d>>2]|0;f[h>>2]=0;f[h+4>>2]=e;if($Na(b,c,h)|0){e=f[d>>2]|0;f[d>>2]=e+1;f[g>>2]=e}}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;if($Na(b,c,h)|0){d=f[e>>2]|0;f[g>>2]=f[d+-4>>2];f[e>>2]=d+-4}}if((f[g>>2]|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=k;return}d=PMa(b+32|0,258684)|0;d=f[d>>2]|0;b=f[c>>2]|0;f[i>>2]=f[d+12>>2];f[i+4>>2]=b;b=i+8|0;gma(b,i)|0;f[h>>2]=f[b>>2];f[h+4>>2]=f[i+12>>2];f[h+8>>2]=f[i+16>>2];f[h+12>>2]=f[i+20>>2];f[h+16>>2]=f[i+24>>2];f[h+20>>2]=f[i+28>>2];f[h+24>>2]=f[i+32>>2];f[h+28>>2]=f[i+36>>2];f[h+32>>2]=f[i+40>>2];f[h+36>>2]=f[i+44>>2];f[h+40>>2]=f[i+48>>2];f[h+44>>2]=f[i+52>>2];f[h+48>>2]=f[i+56>>2];f[h+52>>2]=f[i+60>>2];f[h+56>>2]=f[i+64>>2];f[h+60>>2]=f[i+68>>2];IIa(j,h);b=f[g>>2]|0;e=(f[j>>2]|0)+112|0;f[e>>2]=0;f[e+4>>2]=b;d=$Ma(d+88|0,g)|0;e=f[j>>2]|0;g=j+4|0;b=f[g>>2]|0;if(b|0)gOb(b);f[d>>2]=e;i=d+4|0;d=f[i>>2]|0;f[i>>2]=b;if(d|0)iOb(d);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[j>>2];d=f[g>>2]|0;f[a+12>>2]=d;if(d|0){gOb(d);d=f[g>>2]|0;if(d|0)iOb(d)}u=k;return}function nPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;e=j+12|0;g=j+8|0;h=j;i=b+328|0;d=f[i>>2]|0;do if((f[b+324>>2]|0)==(d|0)){i=b+256|0;d=f[i>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+1;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}else{d=f[d+-4>>2]|0;f[h>>2]=0;f[h+4>>2]=d;f[g>>2]=0;f[e>>2]=f[g>>2];e=aOa((TMa(b,e)|0)+100|0,h+4|0)|0;if(f[e>>2]|0)break;g=h;b=f[g+4>>2]|0;d=(f[c>>2]|0)+204|0;f[d>>2]=f[g>>2];f[d+4>>2]=b;d=f[c>>2]|0;b=c+4|0;g=f[b>>2]|0;if(g|0)gOb(g);f[e>>2]=d;h=e+4|0;d=f[h>>2]|0;f[h>>2]=g;if(d|0)iOb(d);f[i>>2]=(f[i>>2]|0)+-4;f[a>>2]=f[c>>2];d=f[b>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);u=j;return}while(0);f[a>>2]=0;f[a+4>>2]=0;u=j;return}function oPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;i=u;u=u+16|0;g=i+8|0;h=i;d=b+304|0;e=f[d>>2]|0;if((f[b+300>>2]|0)==(e|0)){d=b+264|0;e=f[d>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){e=f[d>>2]|0;f[d>>2]=e+1;d=e}else d=-1}else{e=f[e+-4>>2]|0;f[g>>2]=0;f[g+4>>2]=e;if(tOa(b,c,g,0)|0){j=(f[d>>2]|0)+-4|0;e=f[j>>2]|0;f[d>>2]=j;d=e}else d=-1}if((d|0)==-1){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;u=i;return}f[g>>2]=0;f[g+4>>2]=d;pPa(h,b,g);qDa(b+464|0,f[h>>2]|0);f[a>>2]=f[c>>2];d=f[c+4>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);f[a+8>>2]=f[h>>2];f[a+12>>2]=f[h+4>>2];u=i;return}function pPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+52>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+48>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function qPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;g=f[a+16>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&k;else if(k>>>0<g>>>0)h=k;else h=(k>>>0)%(g>>>0)|0;c=f[(f[a+12>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}a:do if(d){while(1){g=f[c+4>>2]|0;d=(k|0)==(g|0);if(!(d|(g&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(k|0)){i=c;break a}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((k|0)==(d|0)){if((f[c+8>>2]|0)==(k|0)){i=c;break a}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);c=i+112|0;b=f[b+4>>2]|0;g=f[i+116>>2]|0;if(!g){a=1;return a|0}e=g+-1|0;d=(e&g|0)==0;if(d)h=e&b;else if(b>>>0<g>>>0)h=b;else h=(b>>>0)%(g>>>0)|0;c=f[(f[c>>2]|0)+(h<<2)>>2]|0;if(!c){a=1;return a|0}c=f[c>>2]|0;if(!c){a=1;return a|0}b:do if(d){while(1){i=f[c+4>>2]|0;d=(b|0)==(i|0);if(!(d|(i&e|0)==(h|0))){c=1;d=41;break}if(d)if((f[c+8>>2]|0)==(b|0)){j=c;break b}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}else{while(1){d=f[c+4>>2]|0;if((b|0)==(d|0)){if((f[c+8>>2]|0)==(b|0)){j=c;break b}}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0)){c=1;d=41;break}}c=f[c>>2]|0;if(!c){c=1;d=41;break}}if((d|0)==41)return c|0}while(0);if(k|0){a=3;return a|0}c=j+12|0;if(!(nDa(a+464|0,c)|0))if(!(c9a(f[(f[a+4>>2]|0)+240>>2]|0,c)|0)){a=0;return a|0}a=2;return a|0}function rPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);a=h+272|0;b=f[b+4>>2]|0;e=f[h+276>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&b;else if(b>>>0<e>>>0)g=b;else g=(b>>>0)%(e>>>0)|0;a=f[(f[a>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}b:do if(c){while(1){h=f[a+4>>2]|0;c=(b|0)==(h|0);if(!(c|(h&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(b|0))break b;a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((b|0)==(c|0)){if((f[a+8>>2]|0)==(b|0))break b}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}while(0);i=(i|0)==0?0:3;return i|0}function sPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;h=f[b>>2]|0;e=f[a+36>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&h;else if(h>>>0<e>>>0)g=h;else g=(h>>>0)%(e>>>0)|0;a=f[(f[a+32>>2]|0)+(g<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(h|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(h|0)){i=a;break a}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((h|0)==(c|0)){if((f[a+8>>2]|0)==(h|0)){i=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);i=f[i+12>>2]|0;g=f[b+4>>2]|0;e=f[i+92>>2]|0;if(!e){j=1;return j|0}d=e+-1|0;c=(d&e|0)==0;if(c)h=d&g;else if(g>>>0<e>>>0)h=g;else h=(g>>>0)%(e>>>0)|0;a=f[(f[i+88>>2]|0)+(h<<2)>>2]|0;if(!a){j=1;return j|0}a=f[a>>2]|0;if(!a){j=1;return j|0}b:do if(c){while(1){b=f[a+4>>2]|0;c=(b|0)==(g|0);if(!(c|(b&d|0)==(h|0))){a=1;c=39;break}if(c)if((f[a+8>>2]|0)==(g|0)){j=a;break b}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}else{while(1){c=f[a+4>>2]|0;if((c|0)==(g|0)){if((f[a+8>>2]|0)==(g|0)){j=a;break b}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(h|0)){a=1;c=39;break}}a=f[a>>2]|0;if(!a){a=1;c=39;break}}if((c|0)==39)return a|0}while(0);if(f[i+8>>2]|0){j=3;return j|0}j=f[j+12>>2]|0;j=(f[j+64>>2]|0)!=(f[j+68>>2]|0)?2:0;return j|0}function tPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0;i=f[b>>2]|0;e=f[a+16>>2]|0;if(!e){i=1;return i|0}d=e+-1|0;c=(d&e|0)==0;if(c)g=d&i;else if(i>>>0<e>>>0)g=i;else g=(i>>>0)%(e>>>0)|0;a=f[(f[a+12>>2]|0)+(g<<2)>>2]|0;if(!a){i=1;return i|0}a=f[a>>2]|0;if(!a){i=1;return i|0}a:do if(c){while(1){e=f[a+4>>2]|0;c=(i|0)==(e|0);if(!(c|(e&d|0)==(g|0))){a=1;c=38;break}if(c)if((f[a+8>>2]|0)==(i|0)){h=a;break a}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return a|0}else{while(1){c=f[a+4>>2]|0;if((i|0)==(c|0)){if((f[a+8>>2]|0)==(i|0)){h=a;break a}}else{if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;if((c|0)!=(g|0)){a=1;c=38;break}}a=f[a>>2]|0;if(!a){a=1;c=38;break}}if((c|0)==38)return 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a=c}if((a|0)==(m+108|0))l=36;else{c=f[a+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0))e=j;else l=36}do if((l|0)==36){c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;if(h)c=c&b;else if(c>>>0>=g>>>0)c=(c>>>0)%(g>>>0)|0;if((c|0)==(i|0)){e=j;break}}f[d>>2]=0;e=j}while(0);d=f[e>>2]|0;c=d;if(d){d=f[d+4>>2]|0;if(h)d=d&b;else if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0)){f[(f[k>>2]|0)+(d<<2)>>2]=a;c=f[j>>2]|0}}f[a>>2]=c;f[e>>2]=0;m=m+112|0;f[m>>2]=(f[m>>2]|0)+-1;if(!j){m=0;u=n;return m|0}c=f[j+16>>2]|0;if(c|0)iOb(c);sOb(j);m=0;u=n;return m|0}function xPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function yPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function zPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[b>>2]|0;j=f[a+4>>2]|0;if(!j){m=0;return m|0}k=j+-1|0;l=(k&j|0)==0;if(l)d=k&e;else if(e>>>0<j>>>0)d=e;else d=(e>>>0)%(j>>>0)|0;g=f[a>>2]|0;b=f[g+(d<<2)>>2]|0;if(!b){m=0;return m|0}b=f[b>>2]|0;if(!b){m=0;return m|0}a:do if(l){while(1){n=f[b+4>>2]|0;c=(n|0)==(e|0);if(!(c|(n&k|0)==(d|0))){b=0;h=50;break}if(c)if((f[b+8>>2]|0)==(e|0)){m=b;break a}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}else{while(1){c=f[b+4>>2]|0;if((c|0)==(e|0)){if((f[b+8>>2]|0)==(e|0)){m=b;break a}}else{if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(d|0)){b=0;h=50;break}}b=f[b>>2]|0;if(!b){b=0;h=50;break}}if((h|0)==50)return b|0}while(0);if(l)e=k&e;else if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;c=g+(e<<2)|0;d=f[c>>2]|0;while(1){b=f[d>>2]|0;if((b|0)==(m|0))break;else d=b}if((d|0)==(a+8|0))h=32;else{b=f[d+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0))i=m;else h=32}do if((h|0)==32){b=f[m>>2]|0;if(b|0){b=f[b+4>>2]|0;if(l)b=b&k;else if(b>>>0>=j>>>0)b=(b>>>0)%(j>>>0)|0;if((b|0)==(e|0)){i=m;break}}f[c>>2]=0;i=m}while(0);c=f[i>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(l)c=c&k;else if(c>>>0>=j>>>0)c=(c>>>0)%(j>>>0)|0;if((c|0)!=(e|0)){f[(f[a>>2]|0)+(c<<2)>>2]=d;b=f[m>>2]|0}}f[d>>2]=b;f[i>>2]=0;n=a+12|0;f[n>>2]=(f[n>>2]|0)+-1;if(!m){n=1;return n|0}b=f[m+16>>2]|0;if(b|0)iOb(b);sOb(m);n=1;return n|0}function APa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+52|0;c=f[c+4>>2]|0;h=f[b+56>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function BPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+92|0;c=f[c+4>>2]|0;h=f[b+96>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function CPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+72|0;c=f[c+4>>2]|0;h=f[b+76>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function DPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+112|0;c=f[c+4>>2]|0;h=f[b+116>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function EPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+132|0;c=f[c+4>>2]|0;h=f[b+136>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function FPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+152|0;c=f[c+4>>2]|0;h=f[b+156>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function GPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+172|0;c=f[c+4>>2]|0;h=f[b+176>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function HPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+272|0;c=f[c+4>>2]|0;h=f[b+276>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function IPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+352>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;c=f[(f[b+348>>2]|0)+(h<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){b:do if(d)while(1){g=f[c+4>>2]|0;b=(g|0)==(i|0);if(!(b|(g&e|0)==(h|0)))break a;if(b)if((f[c+8>>2]|0)==(i|0))break b;c=f[c>>2]|0;if(!c)break a}else while(1){b=f[c+4>>2]|0;if((b|0)==(i|0)){if((f[c+8>>2]|0)==(i|0))break b}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0))break a}c=f[c>>2]|0;if(!c)break a}while(0);f[a>>2]=f[c+12>>2];c=f[c+16>>2]|0;f[a+4>>2]=c;if(!c)return;gOb(c);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function JPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+92>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+88>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function KPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+32|0;c=f[c+4>>2]|0;h=f[b+36>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+16>>2];d=f[b+20>>2]|0;f[a+4>>2]=d;if(d|0)gOb(d);i=b+24|0;c=f[i+4>>2]|0;a=a+8|0;f[a>>2]=f[i>>2];f[a+4>>2]=c;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;f[a+12>>2]=0;return}function LPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+72>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+68>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function MPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=u;u=u+16|0;m=n;g=f[c>>2]|0;d=f[b+36>>2]|0;e=d+-1|0;if(!(e&d)){d=f[(f[b+32>>2]|0)+((e&g)<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}else{if(g>>>0<d>>>0)d=g;else d=(g>>>0)%(d>>>0)|0;d=f[(f[b+32>>2]|0)+(d<<2)>>2]|0;while(1){d=f[d>>2]|0;if((f[d+4>>2]|0)!=(g|0))continue;if((f[d+8>>2]|0)==(g|0))break}}i=f[d+12>>2]|0;j=c+4|0;k=f[j>>2]|0;h=f[i+52>>2]|0;a:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)l=g&k;else if(k>>>0<h>>>0)l=k;else l=(k>>>0)%(h>>>0)|0;d=f[(f[i+48>>2]|0)+(l<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){b:do if(e)while(1){h=f[d+4>>2]|0;e=(h|0)==(k|0);if(!(e|(h&g|0)==(l|0)))break a;if(e)if((f[d+8>>2]|0)==(k|0))break b;d=f[d>>2]|0;if(!d)break a}else while(1){e=f[d+4>>2]|0;if((e|0)==(k|0)){if((f[d+8>>2]|0)==(k|0))break b}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(l|0))break a}d=f[d>>2]|0;if(!d)break a}while(0);f[a>>2]=f[d+12>>2];d=f[d+16>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}}}while(0);h=bNa(i+68|0,j)|0;d=f[h>>2]|0;if(!d){UIa(m,f[b>>2]|0);e=f[m>>2]|0;g=m+4|0;b=f[g>>2]|0;f[m>>2]=0;f[g>>2]=0;f[h>>2]=e;e=h+4|0;d=f[e>>2]|0;f[e>>2]=b;if(d|0)iOb(d);d=f[g>>2]|0;if(d|0)iOb(d);d=f[h>>2]|0;b=c;m=f[b+4>>2]|0;c=d+116|0;f[c>>2]=f[b>>2];f[c+4>>2]=m;d=d+196|0;f[d>>2]=f[d>>2]&-131073;d=f[h>>2]|0}else e=h+4|0;f[a>>2]=d;d=f[e>>2]|0;f[a+4>>2]=d;if(!d){u=n;return}gOb(d);u=n;return}function NPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+252|0;c=f[c+4>>2]|0;h=f[b+256>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function OPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+192|0;c=f[c+4>>2]|0;h=f[b+196>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function PPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+212|0;c=f[c+4>>2]|0;h=f[b+216>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function QPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+36>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+32>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);b=f[b+12>>2]|0;h=f[c+4>>2]|0;g=f[b+112>>2]|0;c:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)i=e&h;else if(h>>>0<g>>>0)i=h;else i=(h>>>0)%(g>>>0)|0;b=f[(f[b+108>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(d)while(1){c=f[b+4>>2]|0;d=(h|0)==(c|0);if(!(d|(c&e|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(h|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((h|0)==(d|0)){if((f[b+8>>2]|0)==(h|0))break d}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function RPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;i=f[c>>2]|0;g=f[b+16>>2]|0;a:do if(g|0){e=g+-1|0;d=(e&g|0)==0;if(d)h=e&i;else if(i>>>0<g>>>0)h=i;else h=(i>>>0)%(g>>>0)|0;b=f[(f[b+12>>2]|0)+(h<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){b:do if(d)while(1){g=f[b+4>>2]|0;d=(i|0)==(g|0);if(!(d|(g&e|0)==(h|0)))break a;if(d)if((f[b+8>>2]|0)==(i|0))break b;b=f[b>>2]|0;if(!b)break a}else while(1){d=f[b+4>>2]|0;if((i|0)==(d|0)){if((f[b+8>>2]|0)==(i|0))break b}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(h|0))break a}b=f[b>>2]|0;if(!b)break a}while(0);d=b+232|0;c=f[c+4>>2]|0;h=f[b+236>>2]|0;c:do if(h|0){g=h+-1|0;e=(g&h|0)==0;if(e)i=g&c;else if(c>>>0<h>>>0)i=c;else i=(c>>>0)%(h>>>0)|0;b=f[(f[d>>2]|0)+(i<<2)>>2]|0;if(b|0){b=f[b>>2]|0;if(b|0){d:do if(e)while(1){h=f[b+4>>2]|0;d=(c|0)==(h|0);if(!(d|(h&g|0)==(i|0)))break c;if(d)if((f[b+8>>2]|0)==(c|0))break d;b=f[b>>2]|0;if(!b)break c}else while(1){d=f[b+4>>2]|0;if((c|0)==(d|0)){if((f[b+8>>2]|0)==(c|0))break d}else{if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(i|0))break c}b=f[b>>2]|0;if(!b)break c}while(0);f[a>>2]=f[b+12>>2];b=f[b+16>>2]|0;f[a+4>>2]=b;if(!b)return;gOb(b);return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}}}while(0);f[a>>2]=0;f[a+4>>2]=0;return}function SPa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;h=u;u=u+16|0;d=h+4|0;g=h;f[g>>2]=f[b>>2];f[d>>2]=f[g>>2];d=TMa(a,d)|0;g=d+4|0;if(f[g>>2]|0){g=0;u=h;return g|0}i=f[c>>2]|0;f[c>>2]=0;e=d+4|0;b=f[e>>2]|0;f[e>>2]=i;if(b|0){TFa(b);sOb(b)}b=f[d+8>>2]|0;d=f[d+12>>2]|0;if((b|0)==(d|0)){i=1;u=h;return i|0}e=a+64|0;c=a+464|0;do{i=f[b>>2]|0;SFa(i,f[g>>2]|0);XMa(e,i);uDa(c,i);b=b+8|0}while((b|0)!=(d|0));b=1;u=h;return b|0}function TPa(a,c){a=a|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+48|0;j=t+36|0;k=t+24|0;s=t;JJa(c,j,k);f[s>>2]=f[j>>2];m=s+4|0;f[m>>2]=f[j+4>>2];o=s+8|0;f[o>>2]=f[j+8>>2];l=s+12|0;f[l>>2]=f[k>>2];p=s+16|0;f[p>>2]=f[k+4>>2];q=s+20|0;f[q>>2]=f[k+8>>2];k=a+4|0;d=f[k>>2]|0;i=f[a>>2]|0;a:do if((i|0)==(d|0))r=5;else{h=0;while(1){d=d+-4|0;g=f[d>>2]|0;if(UPa(g,s)|0)break;h=h+1|0;if(!((i|0)!=(d|0)&h>>>0<32)){r=5;break a}}if(!g)r=5}while(0);if((r|0)==5){i=pOb(52)|0;d=i+49|0;g=i;h=g+52|0;do{f[g>>2]=0;g=g+4|0}while((g|0)<(h|0));b[d>>0]=1;f[j>>2]=i;d=f[k>>2]|0;if(d>>>0<(f[a+8>>2]|0)>>>0){f[d>>2]=i;d=d+4|0;f[k>>2]=d}else{VPa(a,j);d=f[k>>2]|0}g=f[d+-4>>2]|0;f[g+40>>2]=0;f[g>>2]=f[s>>2];f[g+4>>2]=f[m>>2];f[g+8>>2]=f[o>>2];f[g+12>>2]=f[l>>2];f[g+16>>2]=f[p>>2];f[g+20>>2]=f[q>>2]}e=+n[s>>2];if(e<+n[g>>2]){d=g;r=11}else{d=g+12|0;if(e>+n[d>>2])r=11}if((r|0)==11)n[d>>2]=e;e=+n[m>>2];i=g+4|0;if(e<+n[i>>2]){d=g;r=14}else if(e>+n[g+16>>2]){d=g+12|0;r=14}if((r|0)==14)n[d+4>>2]=e;e=+n[o>>2];h=g+8|0;if(e<+n[h>>2]){d=g;r=17}else if(e>+n[g+20>>2]){d=g+12|0;r=17}if((r|0)==17)n[d+8>>2]=e;e=+n[s+12>>2];if(e<+n[g>>2]){d=g;r=20}else{d=g+12|0;if(e>+n[d>>2])r=20}if((r|0)==20)n[d>>2]=e;e=+n[p>>2];if(e<+n[i>>2]){d=g;r=23}else if(e>+n[g+16>>2]){d=g+12|0;r=23}if((r|0)==23)n[d+4>>2]=e;e=+n[q>>2];if(e<+n[h>>2])d=g;else if(e>+n[g+20>>2])d=g+12|0;else{r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}n[d+8>>2]=e;r=a+12|0;f[r>>2]=1065353216;r=a+16|0;f[r>>2]=1065353216;r=a+20|0;f[r>>2]=1065353216;r=a+24|0;f[r>>2]=0;r=a+28|0;f[r>>2]=0;a=a+32|0;f[a>>2]=0;WPa(g,s,c);u=t;return}function UPa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0,g=0.0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,t=0,v=0,w=0;q=u;u=u+32|0;p=q;r=f[a>>2]|0;f[p>>2]=r;w=f[a+4>>2]|0;k=p+4|0;f[k>>2]=w;t=f[a+8>>2]|0;o=p+8|0;f[o>>2]=t;c=p+12|0;e=f[a+12>>2]|0;f[c>>2]=e;v=f[a+16>>2]|0;j=p+16|0;f[j>>2]=v;m=p+20|0;f[m>>2]=f[a+20>>2];g=+n[b>>2];r=g<(f[s>>2]=r,+n[s>>2]);h=(f[s>>2]=w,+n[s>>2]);i=(f[s>>2]=v,+n[s>>2]);d=(f[s>>2]=t,+n[s>>2]);if(r){e=p;l=3}else if(g>(f[s>>2]=e,+n[s>>2])){e=c;l=3}if((l|0)==3)n[e>>2]=g;g=+n[b+4>>2];if(g<h){e=p;l=6}else if(g>i){e=c;l=6}if((l|0)==6){n[e+4>>2]=g;d=+n[o>>2]}g=+n[b+8>>2];if(g<d){e=p;l=9}else if(g>+n[m>>2]){e=c;l=9}if((l|0)==9)n[e+8>>2]=g;d=+n[b+12>>2];if(d<+n[p>>2]){e=p;l=12}else if(d>+n[c>>2]){e=c;l=12}if((l|0)==12)n[e>>2]=d;d=+n[b+16>>2];if(d<+n[k>>2]){e=p;l=15}else if(d>+n[j>>2]){e=c;l=15}if((l|0)==15)n[e+4>>2]=d;d=+n[b+20>>2];if(d<+n[o>>2])c=p;else if(!(d>+n[m>>2])){w=aQa(p,a)|0;u=q;return w|0}n[c+8>>2]=d;w=aQa(p,a)|0;u=q;return w|0}function VPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+32|0;p=r;q=a+4|0;l=f[q>>2]|0;m=f[a>>2]|0;e=l-m>>2;c=e+1|0;n=m;d=l;if(c>>>0>1073741823)AMb(a);o=a+8|0;i=f[o>>2]|0;k=i-m|0;g=k>>1;g=k>>2>>>0<536870911?(g>>>0<c>>>0?c:g):1073741823;f[p+12>>2]=0;f[p+16>>2]=a+8;do if(!g)h=0;else if(g>>>0>1073741823)vd();else{h=pOb(g<<2)|0;break}while(0);f[p>>2]=h;c=h+(e<<2)|0;j=p+8|0;k=p+4|0;f[k>>2]=c;g=h+(g<<2)|0;h=p+12|0;f[h>>2]=g;f[c>>2]=f[b>>2];e=c+4|0;f[j>>2]=e;if((d|0)==(n|0)){d=c;b=h;n=m;h=l;l=g;m=i;i=d;f[a>>2]=i;f[k>>2]=n;f[q>>2]=e;f[j>>2]=h;f[o>>2]=l;f[b>>2]=m;f[p>>2]=n;$Pa(p);u=r;return}do{d=d+-4|0;m=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=m;c=(f[k>>2]|0)+-4|0;f[k>>2]=c}while((d|0)!=(n|0));e=c;m=h;i=j;n=f[a>>2]|0;g=f[j>>2]|0;b=f[q>>2]|0;j=f[h>>2]|0;l=f[o>>2]|0;h=e;f[a>>2]=h;f[k>>2]=n;f[q>>2]=g;f[i>>2]=b;f[o>>2]=j;f[m>>2]=l;f[p>>2]=n;$Pa(p);u=r;return}function WPa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0,J=0;F=u;u=u+48|0;i=F;j=a+36|0;if(!(f[j>>2]|0)){e=a+24|0;g=a+28|0;h=f[g>>2]|0;if(h-(f[e>>2]|0)>>2>>>0>127){e=pOb(104)|0;g=e+49|0;h=e;i=h+104|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));b[g>>0]=1;i=e+76|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;b[e+101>>0]=1;f[j>>2]=e;f[e+40>>2]=a;f[e+92>>2]=a;XPa(a);WPa(a,c,d);u=F;return}f[i>>2]=d;if((f[a+32>>2]|0)>>>0>h>>>0){f[h>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(e,i);f[d+124>>2]=a;u=F;return}xib(i,a,b[a+48>>0]|0,+n[a+44>>2]);e=f[j>>2]|0;f[e>>2]=f[i>>2];f[e+4>>2]=f[i+4>>2];f[e+8>>2]=f[i+8>>2];f[e+12>>2]=f[i+12>>2];f[e+16>>2]=f[i+16>>2];f[e+20>>2]=f[i+20>>2];J=f[i+24>>2]|0;f[e+52>>2]=J;I=f[i+28>>2]|0;f[e+56>>2]=I;H=f[i+32>>2]|0;f[e+60>>2]=H;G=f[i+36>>2]|0;f[e+64>>2]=G;h=f[i+40>>2]|0;f[e+68>>2]=h;j=f[i+44>>2]|0;f[e+72>>2]=j;r=+n[c>>2];t=+n[c+4>>2];v=+n[c+8>>2];w=+n[c+12>>2];x=+n[c+16>>2];y=+n[c+20>>2];l=+n[e>>2];z=(f[s>>2]=J,+n[s>>2]);A=(f[s>>2]=I,+n[s>>2]);B=(f[s>>2]=H,+n[s>>2]);C=(f[s>>2]=G,+n[s>>2]);D=(f[s>>2]=h,+n[s>>2]);E=(f[s>>2]=j,+n[s>>2]);if(!(r>=l))g=15;else{m=+n[e+4>>2];if(!(t>=m))g=15;else{o=+n[e+8>>2];if(!(v>=o))g=15;else{p=+n[e+12>>2];if(!(r<=p))g=15;else{q=+n[e+16>>2];if(!(t<=q))g=15;else{k=+n[e+20>>2];if(!(v<=k)|!(w>=l)|!(x>=m))g=15;else if(!(y<=k&((!(x<=q)|(!(w<=p)|!(y>=o)))^1)))g=15}}}}}do if((g|0)==15){e=e+52|0;if(!(!(r>=z)|!(t>=A)|!(v>=B)|!(r<=C)|!(t<=D)))if(!(!(v<=E)|!(w>=z)|!(x>=A)))if(y<=E&((!(x<=D)|(!(w<=C)|!(y>=B)))^1))break;f[i>>2]=d;g=a+28|0;e=f[g>>2]|0;if(e>>>0<(f[a+32>>2]|0)>>>0){f[e>>2]=d;f[g>>2]=(f[g>>2]|0)+4}else YPa(a+24|0,i);f[d+124>>2]=a;u=F;return}while(0);WPa(e,c,d);u=F;return}function XPa(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;e=u;u=u+64|0;c=e+48|0;p=e;ZPa(c,a);wib(p,a,0,.5);o=_Pa(p,c)|0;wib(p,a,0,.3330000042915344);q=_Pa(p,c)|0;d=(q|0)<(o|0);o=d?q:o;wib(p,a,0,.6660000085830688);q=_Pa(p,c)|0;h=(q|0)<(o|0);o=h?q:o;wib(p,a,1,.5);q=_Pa(p,c)|0;i=(q|0)<(o|0);o=i?q:o;wib(p,a,1,.3330000042915344);q=_Pa(p,c)|0;j=(q|0)<(o|0);o=j?q:o;wib(p,a,1,.6660000085830688);q=_Pa(p,c)|0;k=(q|0)<(o|0);o=k?q:o;wib(p,a,2,.5);q=_Pa(p,c)|0;l=(q|0)<(o|0);o=l?q:o;wib(p,a,2,.3330000042915344);q=_Pa(p,c)|0;m=(q|0)<(o|0);wib(p,a,2,.6660000085830688);o=(_Pa(p,c)|0)<((m?q:o)|0);q=o|(m|l)?2:(k|(j|i))&1;r=q&255;f[p>>2]=f[a+(r<<2)>>2];f[p+4>>2]=f[a+12+(r<<2)>>2];b[a+48>>0]=q;g=+Qib(p,o?.6660000085830688:m?.3330000042915344:l?.5:k?.6660000085830688:j?.3330000042915344:i?.5:h?.6660000085830688:d?.3330000042915344:.5);n[a+44>>2]=g;a=f[c+12>>2]|0;if(a|0)qNa(a,c);d=f[c>>2]|0;if(!d){u=e;return}a=c+4|0;c=f[a>>2]|0;if((c|0)!=(d|0))f[a>>2]=c+(~(((c+-24-d|0)>>>0)/24|0)*24|0);sOb(d);u=e;return}function YPa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function ZPa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+48|0;s=w+36|0;t=w+24|0;v=w;if(!(b[257144]|0))MPb(257144)|0;sNa(a,262921);n=c+24|0;l=c+28|0;m=f[l>>2]|0;i=f[n>>2]|0;d=m-i>>2;r=a+8|0;h=f[a>>2]|0;e=h;if((((f[r>>2]|0)-h|0)/24|0)>>>0<d>>>0){j=a+4|0;if(d>>>0>178956970)vd();q=f[j>>2]|0;g=pOb(d*24|0)|0;c=g+(((q-h|0)/24|0)*24|0)|0;k=c;g=g+(d*24|0)|0;d=q;if((d|0)==(e|0))c=k;else do{q=c;c=c+-24|0;p=d;d=d+-24|0;f[c>>2]=f[d>>2];f[q+-20>>2]=f[p+-20>>2];f[q+-16>>2]=f[p+-16>>2];f[q+-12>>2]=f[p+-12>>2];f[q+-8>>2]=f[p+-8>>2];f[q+-4>>2]=f[p+-4>>2]}while((d|0)!=(e|0));f[a>>2]=c;f[j>>2]=k;f[r>>2]=g;if(!h){c=i;g=m}else{sOb(h);c=f[n>>2]|0;g=f[l>>2]|0}}else{c=i;g=m}if((c|0)==(g|0)){u=w;return}h=s+4|0;i=v+4|0;j=s+8|0;k=v+8|0;l=v+12|0;m=t+4|0;n=v+16|0;o=t+8|0;p=v+20|0;q=a+4|0;do{JJa(f[c>>2]|0,s,t);d=f[s>>2]|0;f[v>>2]=d;f[i>>2]=f[h>>2];f[k>>2]=f[j>>2];f[l>>2]=f[t>>2];f[n>>2]=f[m>>2];f[p>>2]=f[o>>2];e=f[q>>2]|0;if(e>>>0<(f[r>>2]|0)>>>0){f[e>>2]=f[v>>2];f[e+4>>2]=f[v+4>>2];f[e+8>>2]=f[v+8>>2];f[e>>2]=d;f[e+4>>2]=f[i>>2];f[e+8>>2]=f[k>>2];d=e+12|0;f[d>>2]=f[l>>2];f[d+4>>2]=f[l+4>>2];f[d+8>>2]=f[l+8>>2];f[d>>2]=f[l>>2];f[e+16>>2]=f[n>>2];f[e+20>>2]=f[p>>2];f[q>>2]=(f[q>>2]|0)+24}else cD(a,v);c=c+4|0}while((c|0)!=(g|0));u=w;return}function _Pa(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,o=0.0,p=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0,A=0,B=0,C=0.0;B=u;u=u+16|0;A=B;c=A;f[c>>2]=0;f[c+4>>2]=0;c=f[b>>2]|0;z=f[b+4>>2]|0;if((c|0)==(z|0)){z=0;k=0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}m=+n[a>>2];o=+n[a+24>>2];p=+n[a+28>>2];q=+n[a+32>>2];r=+n[a+36>>2];s=+n[a+40>>2];t=+n[a+44>>2];v=+n[a+4>>2];w=+n[a+8>>2];x=+n[a+12>>2];y=+n[a+16>>2];l=+n[a+20>>2];do{g=+n[c>>2];b=c+4|0;a=c+8|0;h=c+12|0;j=c+16|0;k=c+20|0;if(!(g>=m))i=12;else{d=+n[b>>2];if(!(d>=v))i=12;else{e=+n[a>>2];if(!(e>=w)|!(g<=x)|!(d<=y)|!(e<=l))i=12;else{d=+n[h>>2];if(!(d>=m))i=12;else{e=+n[j>>2];if(!(e>=v))i=12;else{C=+n[k>>2];if(C<=l&((!(e<=y)|(!(d<=x)|!(C>=w)))^1)){b=0;i=11}else i=12}}}}}if((i|0)==12){i=0;if(g>=o){d=+n[b>>2];if(d>=p){C=+n[a>>2];if(!(!(C>=q)|!(g<=r)|!(d<=s)|!(C<=t))){e=+n[h>>2];if(e>=o){d=+n[j>>2];if(d>=p){C=+n[k>>2];if(C<=t&((!(d<=s)|(!(e<=r)|!(C>=q)))^1)){b=1;i=11}}}}}}}if((i|0)==11){k=A+(b<<2)|0;f[k>>2]=(f[k>>2]|0)+1}c=c+24|0}while((c|0)!=(z|0));z=f[A+4>>2]|0;k=f[A>>2]|0;z=k-z|0;k=(z|0)>-1;A=0-z|0;A=k?z:A;u=B;return A|0}function $Pa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;g=f[a+4>>2]|0;h=a+8|0;b=f[h>>2]|0;if((b|0)!=(g|0))do{d=b+-4|0;f[h>>2]=d;e=f[d>>2]|0;f[d>>2]=0;if(e|0){d=e+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0){jDa(b);sOb(b)}b=f[e+24>>2]|0;if(b|0){c=e+28|0;d=f[c>>2]|0;if((d|0)!=(b|0))f[c>>2]=d+(~((d+-4-b|0)>>>2)<<2);sOb(b)}sOb(e)}b=f[h>>2]|0}while((b|0)!=(g|0));b=f[a>>2]|0;if(!b)return;sOb(b);return}function aQa(a,b){a=a|0;b=b|0;var c=0.0,d=0.0,e=0.0,f=0.0,g=0.0,h=0.0;h=+n[a+12>>2]-+n[a>>2];g=+n[a+16>>2]-+n[a+4>>2];e=+n[a+20>>2]-+n[a+8>>2];c=h*g*e;f=+n[b+12>>2]-+n[b>>2];if(c>0.0){if(f*(+n[b+16>>2]-+n[b+4>>2])*(+n[b+20>>2]-+n[b+8>>2])>=c*.75){b=1;return b|0}}else if(!(h==0.0^f==0.0)){d=+n[b+20>>2]-+n[b+8>>2];c=+n[b+16>>2]-+n[b+4>>2];if(!(e==0.0^d==0.0|g==0.0^c==0.0)){h=h>0.0?h:1.0;h=g>0.0?h*g:h;g=f>0.0?f:1.0;g=c>0.0?g*c:g;if((d>0.0?g*d:g)>=(e>0.0?h*e:h)*.75){b=1;return b|0}}}b=0;return b|0}function bQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=aDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];bDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){hQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){hQa(a);u=l;return}e=a+42|0;do{if(!(GEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));hQa(a);u=l;return}function cQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;e=l+24|0;d=l+20|0;c=l+16|0;g=l+12|0;h=l+8|0;i=l+4|0;j=l;k=a+40|0;if(b[k>>0]|0){b[k>>0]=0;f[g>>2]=f[a>>2];k=a+4|0;f[h>>2]=f[k>>2];f[c>>2]=f[g>>2];f[d>>2]=f[h>>2];b[e>>0]=b[l+28>>0]|0;h=cDa(c,d,e)|0;f[i>>2]=h;f[j>>2]=f[k>>2];f[d>>2]=f[i>>2];f[e>>2]=f[j>>2];dDa(a,d,e)|0}c=a+41|0;if(!(b[c>>0]|0)){dQa(a);u=l;return}b[c>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;d=f[a+4>>2]|0;if((c|0)==(d|0)){dQa(a);u=l;return}e=a+42|0;do{if(!(FEa(f[c>>2]|0)|0))b[e>>0]=1;c=c+4|0}while((c|0)!=(d|0));dQa(a);u=l;return}function dQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;tNa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=eQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];dDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{fQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));JNa(p);u=q;return}function eQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{gQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{gQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){iDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function fQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{XMa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];fQa(a,c);fQa(a,c+52|0);u=h;return}function gQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;tNa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;tNa(l);u=n;return}function hQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+64|0;j=q+40|0;i=q+36|0;h=q+28|0;p=q+8|0;k=q+32|0;l=q+24|0;m=q+20|0;n=q+4|0;o=q;c=a+42|0;if(!(b[c>>0]|0)){u=q;return}if(f[a+36>>2]|0){b[a+43>>0]=1;u=q;return}b[c>>0]=0;b[a+43>>0]=0;f[a+12>>2]=1065353216;f[a+16>>2]=1065353216;f[a+20>>2]=1065353216;f[a+24>>2]=0;f[a+28>>2]=0;f[a+32>>2]=0;c=f[a>>2]|0;g=a+4|0;d=f[g>>2]|0;if((c|0)==(d|0)){u=q;return}else e=0;do{e=e+((b[(f[c>>2]|0)+49>>0]^1)&255)|0;c=c+4|0}while((c|0)!=(d|0));if(!e){u=q;return}f[p>>2]=0;d=p+4|0;f[d>>2]=0;c=p+8|0;f[c>>2]=0;f[j+12>>2]=0;f[j+16>>2]=c;if(e>>>0>1073741823)vd();c=pOb(e<<2)|0;r=c;f[p>>2]=r;f[j+4>>2]=0;f[d>>2]=r;f[j+8>>2]=0;f[p+8>>2]=c+(e<<2);f[j+12>>2]=0;f[j>>2]=0;$Pa(j);c=f[g>>2]|0;f[k>>2]=f[a>>2];f[l>>2]=c;f[m>>2]=p;f[h>>2]=f[k>>2];f[i>>2]=f[l>>2];f[j>>2]=f[m>>2];c=iQa(h,i,j)|0;f[n>>2]=c;f[o>>2]=f[g>>2];f[i>>2]=f[n>>2];f[j>>2]=f[o>>2];bDa(a,i,j)|0;c=f[p>>2]|0;d=f[d>>2]|0;if((c|0)!=(d|0))do{jQa(a,f[c>>2]|0);c=c+4|0}while((c|0)!=(d|0));INa(p);u=q;return}function iQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=f[a>>2]|0;l=f[c>>2]|0;g=e;a:do if((l|0)!=(g|0)){h=e;while(1){k=f[g>>2]|0;if(!(b[k+49>>0]|0))break;e=g+4|0;if((e|0)==(l|0))break a;else{h=e;g=e}}e=f[d>>2]|0;i=e+4|0;j=f[i>>2]|0;if(j>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[j>>2]=k;f[i>>2]=(f[i>>2]|0)+4;e=f[c>>2]|0}else{kQa(e,g);h=g;e=l}f[a>>2]=h;if((h|0)==(e|0)){d=e;return d|0}g=h+4|0;if((g|0)==(e|0)){d=h;return d|0}do{l=f[g>>2]|0;j=l;do if(!(b[l+49>>0]|0)){e=f[d>>2]|0;h=e+4|0;i=f[h>>2]|0;if(i>>>0<(f[e+8>>2]|0)>>>0){f[g>>2]=0;f[i>>2]=j;f[h>>2]=(f[h>>2]|0)+4;break}else{kQa(e,g);break}}else{l=f[a>>2]|0;f[g>>2]=0;k=f[l>>2]|0;f[l>>2]=j;if(k|0){l=k+36|0;e=f[l>>2]|0;f[l>>2]=0;if(e|0){jDa(e);sOb(e)}e=f[k+24>>2]|0;if(e|0){h=k+28|0;i=f[h>>2]|0;if((i|0)!=(e|0))f[h>>2]=i+(~((i+-4-e|0)>>>2)<<2);sOb(e)}sOb(k)}f[a>>2]=(f[a>>2]|0)+4}while(0);g=g+4|0}while((g|0)!=(f[c>>2]|0));d=f[a>>2]|0;return d|0}while(0);f[a>>2]=l;d=l;return d|0}function jQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+48|0;g=h;d=f[c+24>>2]|0;e=f[c+28>>2]|0;if((d|0)!=(e|0))do{TPa(a,f[d>>2]|0);d=d+4|0}while((d|0)!=(e|0));d=c+36|0;if(!(f[d>>2]|0)){u=h;return}xib(g,c,b[c+48>>0]|0,+n[c+44>>2]);c=f[d>>2]|0;f[c>>2]=f[g>>2];f[c+4>>2]=f[g+4>>2];f[c+8>>2]=f[g+8>>2];f[c+12>>2]=f[g+12>>2];f[c+16>>2]=f[g+16>>2];f[c+20>>2]=f[g+20>>2];f[c+52>>2]=f[g+24>>2];f[c+56>>2]=f[g+28>>2];f[c+60>>2]=f[g+32>>2];f[c+64>>2]=f[g+36>>2];f[c+68>>2]=f[g+40>>2];f[c+72>>2]=f[g+44>>2];jQa(a,c);jQa(a,c+52|0);u=h;return}function kQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;n=u;u=u+32|0;l=n;m=a+4|0;c=f[a>>2]|0;e=(f[m>>2]|0)-c>>2;d=e+1|0;if(d>>>0>1073741823)AMb(a);k=a+8|0;i=(f[k>>2]|0)-c|0;j=i>>1;d=i>>2>>>0<536870911?(j>>>0<d>>>0?d:j):1073741823;f[l+12>>2]=0;f[l+16>>2]=a+8;do if(!d)g=0;else if(d>>>0>1073741823)vd();else{g=pOb(d<<2)|0;break}while(0);f[l>>2]=g;c=g+(e<<2)|0;i=l+8|0;j=l+4|0;f[j>>2]=c;g=g+(d<<2)|0;h=l+12|0;f[h>>2]=g;e=f[b>>2]|0;f[b>>2]=0;f[c>>2]=e;e=c+4|0;f[i>>2]=e;b=f[a>>2]|0;d=f[m>>2]|0;if((d|0)==(b|0)){p=c;c=i;i=b;o=e;e=d;b=g;g=p;f[a>>2]=g;f[j>>2]=i;f[m>>2]=o;f[c>>2]=e;m=f[k>>2]|0;f[k>>2]=b;f[h>>2]=m;f[l>>2]=i;$Pa(l);u=n;return}do{d=d+-4|0;p=f[d>>2]|0;f[d>>2]=0;f[c+-4>>2]=p;c=(f[j>>2]|0)+-4|0;f[j>>2]=c}while((d|0)!=(b|0));d=c;o=h;b=i;p=f[a>>2]|0;e=f[i>>2]|0;g=f[m>>2]|0;i=f[h>>2]|0;h=d;f[a>>2]=h;f[j>>2]=p;f[m>>2]=e;f[b>>2]=g;m=f[k>>2]|0;f[k>>2]=i;f[o>>2]=m;f[l>>2]=p;$Pa(l);u=n;return}function lQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+32|0;g=l;c=f[a>>2]|0;k=a+4|0;h=f[k>>2]|0;if((c|0)==(h|0)){u=l;return}i=g+16|0;do{e=c+16|0;d=f[e>>2]|0;if(d|0){gh[f[(f[d>>2]|0)+24>>2]&2047](d);if(b[c+24>>0]|0){f[i>>2]=0;d=f[e>>2]|0;if((c|0)==(d|0))gh[f[(f[d>>2]|0)+16>>2]&2047](d);else if(d|0)gh[f[(f[d>>2]|0)+20>>2]&2047](d);f[e>>2]=0;d=f[i>>2]|0;do if(!d){f[e>>2]=0;j=15}else if((g|0)==(d|0)){f[e>>2]=c;j=f[i>>2]|0;oh[f[(f[j>>2]|0)+12>>2]&1023](j,c);j=15;break}else{f[e>>2]=d;f[i>>2]=0;d=0;e=0;break}while(0);if((j|0)==15){j=0;e=f[i>>2]|0;d=e}if((g|0)==(d|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e)}}c=c+32|0}while((c|0)!=(h|0));c=f[k>>2]|0;if((f[a>>2]|0)==(c|0)){u=l;return}while(1){if(!(f[c+-16>>2]|0)){d=c;e=0;g=0}else{j=30;break}c=c+-32|0;while(1){j=d+-32|0;f[k>>2]=j;if((j|0)==(e|0))gh[f[(f[g>>2]|0)+16>>2]&2047](g);else if(g|0)gh[f[(f[g>>2]|0)+20>>2]&2047](g);d=f[k>>2]|0;if((d|0)==(c|0))break;g=f[d+-16>>2]|0;e=g}if((f[a>>2]|0)==(c|0)){j=30;break}}if((j|0)==30){u=l;return}}function mQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;i=j;e=a+368|0;g=a+372|0;h=f[g>>2]|0;c=h;if(((h-(f[e>>2]|0)|0)/12|0)>>>0<6){d=b+4|0;if((f[d>>2]|0)-(f[b>>2]|0)>>5>>>0<5){if((f[a+376>>2]|0)>>>0>c>>>0){f[c>>2]=0;e=c+4|0;f[e>>2]=0;f[c+8>>2]=0;f[h>>2]=f[b>>2];f[e>>2]=f[d>>2];h=b+8|0;f[c+8>>2]=f[h>>2];f[h>>2]=0;f[d>>2]=0;f[b>>2]=0;f[g>>2]=(f[g>>2]|0)+12}else sS(e,b);C9a(f[(f[a+4>>2]|0)+240>>2]|0);c=a+268|0;b=f[c>>2]|0;f[c>>2]=b+1;f[i>>2]=b;c=a+384|0;d=f[c>>2]|0;if((d|0)==(f[a+388>>2]|0)){xD(a+380|0,i);i=f[i>>2]|0;u=j;return i|0}else{f[d>>2]=b;f[c>>2]=d+4;i=f[i>>2]|0;u=j;return i|0}}}f[i>>2]=-1;i=f[i>>2]|0;u=j;return i|0}function nQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;d=f[b>>2]|0;k=a+380|0;n=a+384|0;c=f[k>>2]|0;e=(f[n>>2]|0)-c>>2;if(!e){a=0;return a|0}else b=0;while(1){if((f[c+(b<<2)>>2]|0)==(d|0))break;b=b+1|0;if(b>>>0>=e>>>0){b=0;j=24;break}}if((j|0)==24)return b|0;l=a+368|0;d=(f[l>>2]|0)+(b*12|0)|0;c=d+12|0;m=a+372|0;i=f[m>>2]|0;if((c|0)==(i|0)){g=d;j=12}else{do{e=f[d>>2]|0;h=d+4|0;if(!e)e=d+8|0;else{g=f[h>>2]|0;if((g|0)!=(e|0))f[h>>2]=g+(~((g+-32-e|0)>>>5)<<5);sOb(e);e=d+8|0;f[e>>2]=0;f[h>>2]=0;f[d>>2]=0}f[d>>2]=f[c>>2];g=c+4|0;f[h>>2]=f[g>>2];h=c+8|0;f[e>>2]=f[h>>2];f[h>>2]=0;f[g>>2]=0;f[c>>2]=0;c=c+12|0;d=d+12|0}while((c|0)!=(i|0));c=f[m>>2]|0;if((c|0)!=(d|0)){g=d;j=12}}if((j|0)==12){d=c;while(1){c=d+-12|0;f[m>>2]=c;e=f[c>>2]|0;if(e){c=d+-8|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-32-e|0)>>>5)<<5);sOb(e);c=f[m>>2]|0}if((c|0)==(g|0))break;else d=c}}e=(f[k>>2]|0)+(b<<2)|0;b=e+4|0;c=f[n>>2]|0;d=c-b|0;g=d>>2;if(g){cQb(e|0,b|0,d|0)|0;c=f[n>>2]|0}b=e+(g<<2)|0;if((c|0)!=(b|0))f[n>>2]=c+(~((c+-4-b|0)>>>2)<<2);if((f[l>>2]|0)!=(f[m>>2]|0)){a=1;return a|0}C9a(f[(f[a+4>>2]|0)+240>>2]|0);a=1;return a|0}function oQa(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0;D=u;u=u+16|0;B=D;C=a+416|0;g=b[C>>0]|0;if(g&1){pQa(a);g=b[C>>0]|0}g=g|3;b[C>>0]=g;f[a+420>>2]=f[e>>2];f[a+424>>2]=f[e+4>>2];f[a+428>>2]=f[e+8>>2];if(d){r=B+4|0;s=a+432|0;t=a+436|0;v=a+444|0;w=a+448|0;x=a+440|0;y=a+464|0;q=0;do{MPa(B,a,c+(q<<3)|0);z=f[B>>2]|0;g=f[r>>2]|0;if(g|0)iOb(g);l=z;FJa(z,1);p=X(l,1540483477)|0;p=(X(p>>>24^p,1540483477)|0)^1866966612;p=X(p>>>13^p,1540483477)|0;p=p>>>15^p;m=f[t>>2]|0;o=(m|0)==0;a:do if(o){g=0;A=26}else{k=m+-1|0;h=(k&m|0)==0;if(h)g=k&p;else if(p>>>0<m>>>0)g=p;else g=(p>>>0)%(m>>>0)|0;e=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!e)A=26;else{if(h)while(1){e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if(!((h|0)==(p|0)|(h&k|0)==(g|0))){A=26;break a}if((f[e+8>>2]|0)==(z|0))break a}do{e=f[e>>2]|0;if(!e){A=26;break a}h=f[e+4>>2]|0;if((h|0)!=(p|0)){if(h>>>0>=m>>>0)h=(h>>>0)%(m>>>0)|0;if((h|0)!=(g|0)){A=26;break a}}}while((f[e+8>>2]|0)!=(z|0))}}while(0);if((A|0)==26){A=0;k=pOb(12)|0;f[k+8>>2]=l;f[k+4>>2]=p;f[k>>2]=0;i=+(((f[v>>2]|0)+1|0)>>>0);j=+n[w>>2];do if(o|j*+(m>>>0)<i){g=m<<1|(m>>>0<3|(m+-1&m|0)!=0)&1;e=~~+W(+(i/j))>>>0;WCa(s,g>>>0<e>>>0?e:g);g=f[t>>2]|0;e=g+-1|0;if(!(e&g)){h=g;g=e&p;break}if(p>>>0<g>>>0){h=g;g=p}else{h=g;g=(p>>>0)%(g>>>0)|0}}else h=m;while(0);e=(f[s>>2]|0)+(g<<2)|0;g=f[e>>2]|0;if(!g){f[k>>2]=f[x>>2];f[x>>2]=k;f[e>>2]=x;g=f[k>>2]|0;if(g|0){g=f[g+4>>2]|0;e=h+-1|0;if(!(e&h))g=g&e;else if(g>>>0>=h>>>0)g=(g>>>0)%(h>>>0)|0;g=(f[s>>2]|0)+(g<<2)|0;A=39}}else{f[k>>2]=f[g>>2];A=39}if((A|0)==39){A=0;f[g>>2]=k}f[v>>2]=(f[v>>2]|0)+1}wDa(y,z);q=q+1|0}while((q|0)!=(d|0));g=b[C>>0]|0}if(!(g&1)){u=D;return}if(f[a+444>>2]|0){u=D;return}ADa(a+464|0);u=D;return}function pQa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=u;u=u+16|0;h=k;i=a+416|0;if(!(b[i>>0]&1)){u=k;return}j=a+444|0;if(!(f[j>>2]|0)){c=f[a+40>>2]|0;a:do if(c|0){d=f[(f[c+12>>2]|0)+56>>2]|0;if(!d)do{c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0}while((d|0)==0);e=h+4|0;g=h+8|0;b:while(1){do{l=f[d+12>>2]|0;f[h>>2]=0;f[e>>2]=0;f[g>>2]=0;wJa(l,h);d=f[d>>2]|0}while((d|0)!=0);while(1){c=f[c>>2]|0;if(!c)break a;d=f[(f[c+12>>2]|0)+56>>2]|0;if(d)continue b}}}while(0);ADa(a+464|0)}else{c=f[a+440>>2]|0;if(c|0){d=a+464|0;do{l=c+8|0;FJa(f[l>>2]|0,0);wDa(d,f[l>>2]|0);c=f[c>>2]|0}while((c|0)!=0)}}b[i>>0]=b[i>>0]&-4|2;if(!(f[j>>2]|0)){u=k;return}d=a+440|0;c=f[d>>2]|0;if(c|0)do{l=c;c=f[c>>2]|0;sOb(l)}while((c|0)!=0);f[d>>2]=0;e=f[a+436>>2]|0;if(e|0){d=a+432|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[j>>2]=0;u=k;return}function qQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0;g=f[b+16>>2]|0;a:do if(!g)b=0;else{h=g+-1|0;c=(h&g|0)==0;b=f[f[b+12>>2]>>2]|0;if(!b)b=0;else{b=f[b>>2]|0;if(!b)b=0;else{if(c)while(1){g=f[b+4>>2]|0;c=(g|0)==0;if(!(c|(g&h|0)==0)){b=0;break a}if(c)if(!(f[b+8>>2]|0))break a;b=f[b>>2]|0;if(!b){b=0;break a}}while(1){c=f[b+4>>2]|0;if(!c){if(!(f[b+8>>2]|0))break a}else{if(c>>>0<g>>>0){b=0;break a}if((c>>>0)%(g>>>0)|0|0){b=0;break a}}b=f[b>>2]|0;if(!b){b=0;break}}}}}while(0);f[a>>2]=0;g=a+4|0;f[g>>2]=0;f[a+8>>2]=0;c=f[b+44>>2]|0;h=a+8|0;do if(!c){d=0;e=0}else if(c>>>0>1073741823)vd();else{e=pOb(c<<2)|0;d=e+(c<<2)|0;f[a>>2]=e;f[g>>2]=e;f[h>>2]=d;break}while(0);b=f[b+40>>2]|0;if(!b)return;while(1){c=b+8|0;if((e|0)==(d|0))$G(a,c);else{f[e>>2]=f[c>>2];f[g>>2]=e+4}b=f[b>>2]|0;if(!b)break;e=f[g>>2]|0;d=f[h>>2]|0}return}function rQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;g=u;u=u+32|0;e=g+16|0;d=g;IIa(e,f[c>>2]|0);mPa(d,b,e);b=f[d+8>>2]|0;if(!b){f[a>>2]=f[c>>2];b=f[c+4>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}else{f[a>>2]=b;b=f[d+12>>2]|0;f[a+4>>2]=b;if(b|0)gOb(b)}b=f[d+12>>2]|0;if(b|0)iOb(b);b=f[d+4>>2]|0;if(b|0)iOb(b);b=f[e+4>>2]|0;if(!b){u=g;return}iOb(b);u=g;return}function sQa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0.0,h=0.0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[c>>2]|0;m=f[c+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;o=a+4|0;i=f[o>>2]|0;p=(i|0)==0;a:do if(p)d=0;else{j=i+-1|0;e=(j&i|0)==0;if(e)l=q&j;else if(q>>>0<i>>>0)l=q;else l=(q>>>0)%(i>>>0)|0;d=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!d)d=l;else{d=f[d>>2]|0;if(!d)d=l;else{if(e){while(1){e=f[d+4>>2]|0;if(!((e|0)==(q|0)|(e&j|0)==(l|0))){d=l;break a}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}while(1){e=f[d+4>>2]|0;if((e|0)!=(q|0)){if(e>>>0>=i>>>0)e=(e>>>0)%(i>>>0)|0;if((e|0)!=(l|0)){d=l;break a}}if((f[d+8>>2]|0)==(k|0))if((f[d+12>>2]|0)==(m|0))break;d=f[d>>2]|0;if(!d){d=l;break a}}a=d+16|0;return a|0}}}while(0);k=pOb(20)|0;m=c;c=f[m+4>>2]|0;j=k+8|0;f[j>>2]=f[m>>2];f[j+4>>2]=c;b[k+16>>0]=0;f[k+4>>2]=q;f[k>>2]=0;j=a+12|0;g=+(((f[j>>2]|0)+1|0)>>>0);h=+n[a+16>>2];do if(p|h*+(i>>>0)<g){d=i<<1|(i>>>0<3|(i+-1&i|0)!=0)&1;e=~~+W(+(g/h))>>>0;tQa(a,d>>>0<e>>>0?e:d);d=f[o>>2]|0;e=d+-1|0;if(!(e&d)){i=d;d=e&q;break}if(q>>>0<d>>>0){i=d;d=q}else{i=d;d=(q>>>0)%(d>>>0)|0}}while(0);e=(f[a>>2]|0)+(d<<2)|0;d=f[e>>2]|0;if(!d){d=a+8|0;f[k>>2]=f[d>>2];f[d>>2]=k;f[e>>2]=d;d=f[k>>2]|0;if(d|0){d=f[d+4>>2]|0;e=i+-1|0;if(!(e&i))d=d&e;else if(d>>>0>=i>>>0)d=(d>>>0)%(i>>>0)|0;d=(f[a>>2]|0)+(d<<2)|0;r=33}}else{f[k>>2]=f[d>>2];r=33}if((r|0)==33)f[d>>2]=k;f[j>>2]=(f[j>>2]|0)+1;a=k;a=a+16|0;return a|0}function tQa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){uQa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;uQa(a,b);return}function uQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();n=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=n;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;m=b+-1|0;n=(m&b|0)==0;if(n)c=c&m;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){l=d;b:while(1){c:do if(n){d=e;while(1){k=f[d+4>>2]&m;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}j=d+12|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)k=e;else k=(e>>>0)%(b>>>0)|0;if((k|0)==(c|0))break c;e=(f[a>>2]|0)+(k<<2)|0;if(!(f[e>>2]|0)){c=k;break b}i=d+12|0;h=f[d>>2]|0;e:do if(!h)e=d;else{j=f[d+8>>2]|0;e=d;while(1){if((j|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{o=h;h=e;e=o}}}while(0);f[l>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(k<<2)>>2]>>2];f[f[(f[a>>2]|0)+(k<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=39;break a}}}while(0);e=f[d>>2]|0;if(!e){c=39;break a}else{g=d;l=d}}f[e>>2]=l;e=f[d>>2]|0;if(!e){c=39;break}else g=d}if((c|0)==39)return}function vQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=f[b>>2]|0;i=f[b+4>>2]|0;e=i+-1640531527+(k<<6)+(k>>>2)^k;g=f[a+4>>2]|0;if(!g){k=0;return k|0}d=g+-1|0;c=(d&g|0)==0;if(c)h=e&d;else if(e>>>0<g>>>0)h=e;else h=(e>>>0)%(g>>>0)|0;b=f[(f[a>>2]|0)+(h<<2)>>2]|0;if(!b){k=0;return k|0}b=f[b>>2]|0;if(!b){k=0;return k|0}if(c){while(1){c=f[b+4>>2]|0;a=(e|0)==(c|0);if(!(a|(c&d|0)==(h|0))){b=0;a=21;break}if(a)if((f[b+8>>2]|0)==(k|0))if((f[b+12>>2]|0)==(i|0)){a=21;break}b=f[b>>2]|0;if(!b){b=0;a=21;break}}if((a|0)==21)return b|0}else j=b;while(1){b=f[j+4>>2]|0;if((e|0)==(b|0)){if((f[j+8>>2]|0)==(k|0))if((f[j+12>>2]|0)==(i|0)){b=j;a=21;break}}else{if(b>>>0>=g>>>0)b=(b>>>0)%(g>>>0)|0;if((b|0)!=(h|0)){b=0;a=21;break}}j=f[j>>2]|0;if(!j){b=0;a=21;break}}if((a|0)==21)return b|0;return 0}function wQa(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+16|0;q=t+8|0;r=t;s=t+4|0;e=f[a+52>>2]|0;if((((f[a+56>>2]|0)-e|0)/20|0)>>>0>c>>>0)c=e+(c*20|0)|0;else if(!(b[257336]|0))if(!(MPb(257336)|0))c=258704;else{f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;c=258704}else c=258704;e=f[c+8>>2]|0;if(!e){s=0;u=t;return s|0}c=0;do{o=f[e+8>>2]|0;b[o+128>>0]=d;f[s>>2]=f[o+8>>2];f[q>>2]=f[s>>2];g=TMa(a,q)|0;h=f[o+56>>2]|0;a:do if(h){p=g+24|0;m=g+20|0;while(1){l=f[h+12>>2]|0;b:do switch(d<<24>>24){case 0:{i=HJa(l,1,0,1)|0|(HJa(l,2,0,1)|0);g=0;j=28;break}case 1:{i=HJa(l,1,1,1)|0|(HJa(l,2,1,1)|0);g=1;j=28;break}case 2:{k=f[l+120>>2]|0;f[r>>2]=k;f[q>>2]=f[r>>2];g=bGa(o,q)|0;if(g|0){j=g+12|0;g=f[j>>2]|0;if((g|0)!=-1){i=HJa(l,1,(g&1|0)!=0,1)|0;i=i|(HJa(l,2,(f[j>>2]&2|0)!=0,1)|0);g=(f[j>>2]&4|0)!=0;j=28;break b}}g=f[p>>2]|0;i=g+-1|0;if(!(i&g)){g=f[(f[m>>2]|0)+((i&k)<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}else{if(k>>>0<g>>>0)g=k;else g=(k>>>0)%(g>>>0)|0;g=f[(f[m>>2]|0)+(g<<2)>>2]|0;while(1){g=f[g>>2]|0;if((k|0)!=(f[g+4>>2]|0))continue;if((f[g+8>>2]|0)==(k|0))break}}g=(f[g+16>>2]|0)+192|0;i=HJa(l,1,(b[g>>0]&1)!=0,1)|0;i=i|(HJa(l,2,(b[g>>0]&2)!=0,1)|0);g=(b[g>>0]&4)!=0;j=28;break}default:g=0}while(0);if((j|0)==28){j=0;g=i|(HJa(l,4,g,1)|0)}c=c|g;h=f[h>>2]|0;if(!h)break a}}while(0);e=f[e>>2]|0}while((e|0)!=0);u=t;return c|0}function xQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;m=w;p=w+24|0;q=w+16|0;r=d?7:0;if((b|0)==(c|0)){v=0;u=w;return v|0}s=a+36|0;t=q+4|0;n=m+4|0;o=a+32|0;e=0;do{k=f[b>>2]|0;j=f[s>>2]|0;a:do if(j){i=j+-1|0;h=(i&j|0)==0;if(h)l=i&k;else if(k>>>0<j>>>0)l=k;else l=(k>>>0)%(j>>>0)|0;g=f[(f[o>>2]|0)+(l<<2)>>2]|0;if(g){g=f[g>>2]|0;if(g){b:do if(h)while(1){j=f[g+4>>2]|0;h=(j|0)==(k|0);if(!(h|(j&i|0)==(l|0)))break a;if(h)if((f[g+8>>2]|0)==(k|0))break b;g=f[g>>2]|0;if(!g)break a}else while(1){h=f[g+4>>2]|0;if((h|0)==(k|0)){if((f[g+8>>2]|0)==(k|0))break b}else{if(h>>>0>=j>>>0)h=(h>>>0)%(j>>>0)|0;if((h|0)!=(l|0))break a}g=f[g>>2]|0;if(!g)break a}while(0);h=f[g+12>>2]|0;g=f[g+16>>2]|0;if(!g)g=0;else gOb(g);k=h;do if(h){j=b+4|0;f[p>>2]=f[j>>2];f[m>>2]=f[p>>2];h=aGa(k,m)|0;if(h|0){h=h+12|0;i=f[h>>2]|0;if((i|0)!=-1){f[h>>2]=r;e=e|(i|0)!=(r|0);break}}h=f[j>>2]|0;f[q>>2]=f[k+8>>2];f[t>>2]=h;KPa(m,a,q);h=f[m>>2]|0;if(!h){h=0;j=0;v=31}else{i=f[n>>2]|0;if(!i)i=0;else{gOb(i);j=i;v=31}}if((v|0)==31){v=0;i=f[n>>2]|0;if(!i)i=j;else{iOb(i);i=j}}if(h)e=e|(HJa(h,7,d,0)|0);if(i|0)iOb(i)}while(0);if(g)iOb(g)}}}while(0);b=b+8|0}while((b|0)!=(c|0));u=w;return e|0}function yQa(a,b){a=a|0;b=b|0;f[(f[a>>2]|0)+4>>2]=b;return}function zQa(a){a=a|0;return f[(f[a>>2]|0)+4>>2]|0}function AQa(a){a=a|0;return f[(f[(f[a>>2]|0)+4>>2]|0)+240>>2]|0}function BQa(a){a=a|0;return f[(f[a>>2]|0)+244>>2]|0}function CQa(a,b){a=a|0;b=b|0;a=(f[a>>2]|0)+244|0;if((f[a>>2]|0)!=-1)return;f[a>>2]=f[b>>2];return}function DQa(a){a=a|0;f[(f[a>>2]|0)+244>>2]=-1;return}function EQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+16|0;d=h+4|0;e=h;a=f[a>>2]|0;g=f[b>>2]|0;f[e>>2]=f[c>>2];f[d>>2]=f[e>>2];a=TMa(a,d)|0;d=f[a+64>>2]|0;a:do if(!d)a=0;else{c=d+-1|0;b=(c&d|0)==0;if(b)e=c&g;else if(g>>>0<d>>>0)e=g;else e=(g>>>0)%(d>>>0)|0;a=f[(f[a+60>>2]|0)+(e<<2)>>2]|0;if(!a)a=0;else{a=f[a>>2]|0;if(!a)a=0;else{if(b)while(1){d=f[a+4>>2]|0;b=(d|0)==(g|0);if(!(b|(d&c|0)==(e|0))){a=0;break a}if(b)if((f[a+8>>2]|0)==(g|0))break a;a=f[a>>2]|0;if(!a){a=0;break a}}while(1){b=f[a+4>>2]|0;if((b|0)==(g|0)){if((f[a+8>>2]|0)==(g|0))break a}else{if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;if((b|0)!=(e|0)){a=0;break a}}a=f[a>>2]|0;if(!a){a=0;break}}}}}while(0);u=h;return a+12|0}function FQa(a){a=a|0;return (f[a>>2]|0)+64|0}function GQa(a){a=a|0;return (f[a>>2]|0)+32|0}function HQa(a,c){a=a|0;c=c|0;var d=0;d=f[a>>2]|0;a=f[d+52>>2]|0;if((((f[d+56>>2]|0)-a|0)/20|0)>>>0>c>>>0){d=a+(c*20|0)|0;return d|0}if(b[257336]|0){d=258704;return d|0}if(!(MPb(257336)|0)){d=258704;return d|0};f[64676]=0;f[64677]=0;f[64678]=0;f[64679]=0;n[64680]=1.0;d=258704;return d|0}function IQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;b=f[b>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];yOa(a,b,e);u=d;return}function JQa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;h=u;u=u+16|0;i=h+12|0;j=h+8|0;l=h+4|0;k=h;a=f[a>>2]|0;f[l>>2]=f[c>>2];f[k>>2]=f[d>>2];f[j>>2]=f[l>>2];f[i>>2]=f[k>>2];g=OMa(a,b,j,i,e,g)|0;u=h;return g|0}function KQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;d=u;u=u+16|0;e=d+4|0;g=d;a=f[a>>2]|0;f[g>>2]=f[c>>2];f[e>>2]=f[g>>2];c=zOa(a,b,e)|0;u=d;return c|0}function LQa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0;c=u;u=u+16|0;d=c+4|0;e=c;a=f[a>>2]|0;f[e>>2]=f[b>>2];f[d>>2]=f[e>>2];b=JOa(a,d)|0;u=c;return b|0}function MQa(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;LOa(f[a>>2]|0,b,c,d,e,g,0);return}function NQa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;cNa(f[a>>2]|0,b,c,d);return}function OQa(a,b,c){a=a|0;b=b|0;c=c|0;lPa(a,f[b>>2]|0,c);return}function PQa(a,b,c){a=a|0;b=b|0;c=c|0;mPa(a,f[b>>2]|0,c);return}function QQa(a,b,c){a=a|0;b=b|0;c=c|0;nPa(a,f[b>>2]|0,c);return}function RQa(a,b,c){a=a|0;b=b|0;c=c|0;KOa(a,f[b>>2]|0,c);return}function SQa(a,b,c){a=a|0;b=b|0;c=c|0;oPa(a,f[b>>2]|0,c);return}function TQa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;g=u;u=u+16|0;d=g+4|0;h=g;e=f[a>>2]|0;f[h>>2]=f[c>>2];f[d>>2]=f[h>>2];e=VNa((TMa(e,d)|0)+80|0,c+4|0)|0;if(f[e>>2]|0){h=0;u=g;return h|0}EFa(f[b>>2]|0,c,d);a=f[b>>2]|0;d=f[b+4>>2]|0;if(d|0)gOb(d);f[e>>2]=a;h=e+4|0;a=f[h>>2]|0;f[h>>2]=d;if(!a){h=1;u=g;return h|0}iOb(a);h=1;u=g;return h|0}function UQa(a,b,c){a=a|0;b=b|0;c=c|0;return $Na(f[a>>2]|0,b,c)|0}function VQa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;i=f[a+32>>2]|0;e=f[a+360>>2]|0;g=f[a+456>>2]|0;j=f[a+1064>>2]|0;k=f[a+1112>>2]|0;a:{if(f[(g+60|0)>>2]|0){b=f[(g+56|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(g+56|0)>>2]=0;c=f[g+52>>2]|0;if(c|0){b=0;do{f[(f[(g+48|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(g+60|0)>>2]=0;g=f[e>>2]|0}h=g+80|0;if(f[h>>2]|0){e=g+76|0;b=f[e>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[e>>2]=0;d=f[g+72>>2]|0;if(d|0){c=g+68|0;b=0;do{f[(f[c>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(d|0))}f[h>>2]=0};f[(a+4|0)>>2]=f[64672];e=TMa(i,a+4|0)|0;if(f[(e+32|0)>>2]|0){b=f[(e+28|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+20>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+28|0)>>2]=0;c=f[e+24>>2]|0;if(c|0){b=0;do{f[(f[(e+20|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+32|0)>>2]=0}if(f[(e+52|0)>>2]|0){b=f[(e+48|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+48|0)>>2]=0;c=f[e+44>>2]|0;if(c|0){b=0;do{f[(f[(e+40|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+52|0)>>2]=0}if(f[(e+72|0)>>2]|0){b=f[(e+68|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+68|0)>>2]=0;c=f[e+64>>2]|0;if(c|0){b=0;do{f[(f[(e+60|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+72|0)>>2]=0}if(f[(e+92|0)>>2]|0){b=f[(e+88|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+88|0)>>2]=0;c=f[e+84>>2]|0;if(c|0){b=0;do{f[(f[(e+80|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+92|0)>>2]=0}if(f[(e+112|0)>>2]|0){b=f[(e+108|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+108|0)>>2]=0;c=f[e+104>>2]|0;if(c|0){b=0;do{f[(f[(e+100|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+112|0)>>2]=0}if(f[(e+192|0)>>2]|0){b=f[(e+188|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+188|0)>>2]=0;c=f[e+184>>2]|0;if(c|0){b=0;do{f[(f[(e+180|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+192|0)>>2]=0}if(f[(e+212|0)>>2]|0){b=f[(e+208|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+208|0)>>2]=0;c=f[e+204>>2]|0;if(c|0){b=0;do{f[(f[(e+200|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+212|0)>>2]=0}if(f[(e+232|0)>>2]|0){b=f[(e+228|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+228|0)>>2]=0;c=f[e+224>>2]|0;if(c|0){b=0;do{f[(f[(e+220|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+232|0)>>2]=0}if(f[(e+252|0)>>2]|0){b=f[(e+248|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+248|0)>>2]=0;c=f[e+244>>2]|0;if(c|0){b=0;do{f[(f[(e+240|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+252|0)>>2]=0}if(f[(e+272|0)>>2]|0){b=f[(e+268|0)>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+16>>2]|0;if(d|0)iOb(d);sOb(c)}while((b|0)!=0);f[(e+268|0)>>2]=0;c=f[e+264>>2]|0;if(c|0){b=0;do{f[(f[(e+260|0)>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[(e+272|0)>>2]=0}f[i+456>>2]=0;oh[f[(f[j>>2]|0)+28>>2]&1023](j,0);Y8a(k);b=1;u=a;f[a+1280>>2]=6;f[a+1284>>2]=b|0;break a}f[a+280>>2]=b}
+function KYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;QYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function LYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;PYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function MYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{g=a;a=f[a>>2]|0;c=g+44|0;b=f[c>>2]|0;e=g+48|0;if((b|0)==(f[e>>2]|0)){d=f[g+36>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}c=g+24|0;b=f[c>>2]|0;e=g+28|0;if((b|0)==(f[e>>2]|0)){d=f[g+16>>2]|0;if(d){tOb(d);b=f[c>>2]|0}}if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-4-b|0)>>>2)<<2);sOb(b)}e=g+12|0;b=f[e>>2]|0;f[e>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);sOb(g)}while((a|0)!=0);return}function NYa(a,b){a=a|0;b=b|0;if(!b)return;else{NYa(a,f[b>>2]|0);NYa(a,f[b+4>>2]|0);sOb(b);return}}function OYa(a,b){a=a|0;b=b|0;if(!b)return;else{OYa(a,f[b>>2]|0);OYa(a,f[b+4>>2]|0);sOb(b);return}}function PYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function QYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function RYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function SYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function TYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=a+12|0;if(f[d>>2]|0){c=a+8|0;b=f[c>>2]|0;if(b|0)do{h=b;b=f[b>>2]|0;UYa(h+12|0);sOb(h)}while((b|0)!=0);f[c>>2]=0;c=f[a+4>>2]|0;if(c|0){b=0;do{f[(f[a>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[d>>2]=0}h=f[a+20>>2]|0;g=a+24|0;b=f[g>>2]|0;if((b|0)==(h|0))return;do{d=b+-28|0;f[g>>2]=d;e=b+-4|0;c=f[e>>2]|0;f[e>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;a=f[c>>2]|0;e=b+-16|0;if((a|0)==(f[e>>2]|0)){b=f[d>>2]|0;if(!b)b=a;else{tOb(b);b=f[c>>2]|0}}else b=a;if(b|0){c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[g>>2]|0}while((b|0)!=(h|0));return}function UYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function VYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function WYa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0;b=f[a>>2]|0;if(!b)return;i=a+4|0;c=f[i>>2]|0;if((c|0)!=(b|0)){do{g=c+-28|0;f[i>>2]=g;h=c+-4|0;d=f[h>>2]|0;f[h>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[i>>2]|0}while((c|0)!=(b|0));b=f[a>>2]|0}sOb(b);return}function XYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function YYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function ZYa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=f[b>>2]|0;h=f[a+4>>2]|0;c=f[b+4>>2]|0;i=h+-1|0;j=(i&h|0)==0;if(j)g=i&c;else if(c>>>0<h>>>0)g=c;else g=(c>>>0)%(h>>>0)|0;d=(f[a>>2]|0)+(g<<2)|0;k=f[d>>2]|0;while(1){c=f[k>>2]|0;if((c|0)==(b|0))break;else k=c}if((k|0)==(a+8|0))e=13;else{c=f[k+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;e=21}else e=13}do if((e|0)==13){if(l|0){c=f[l+4>>2]|0;if(j)c=c&i;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;if((c|0)==(g|0)){d=l;c=l;e=22;break}}f[d>>2]=0;d=f[b>>2]|0;e=21}while(0);if((e|0)==21){c=d;if(d)e=22}if((e|0)==22){d=f[d+4>>2]|0;if(j)d=d&i;else if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(g|0)){f[(f[a>>2]|0)+(d<<2)>>2]=k;c=f[b>>2]|0}}f[k>>2]=c;f[b>>2]=0;a=a+12|0;f[a>>2]=(f[a>>2]|0)+-1;if(!b)return l|0;sOb(b);return l|0}function _Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;g=u;u=u+1328|0;b=f[a+848>>2]|0;if(b|0){c=f[(a+852|0)>>2]|0;if((c|0)!=(b|0))f[(a+852|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+836>>2]|0;if(b|0){c=f[(a+840|0)>>2]|0;if((c|0)!=(b|0))f[(a+840|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}$Ya(f[a+804>>2]|0);b=f[(a+796|0)>>2]|0;f[(a+796|0)>>2]=0;if(b|0)sOb(b);aZa(f[a+784>>2]|0);b=f[(a+776|0)>>2]|0;f[(a+776|0)>>2]=0;if(b|0)sOb(b);b=f[(a+772|0)>>2]|0;f[(a+772|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+768|0)>>2]|0;f[(a+768|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[(a+764|0)>>2]|0;f[(a+764|0)>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=f[a+752>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+744|0)>>2]|0;f[(a+744|0)>>2]=0;if(b|0)sOb(b);b=f[a+732>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+724|0)>>2]|0;f[(a+724|0)>>2]=0;if(b|0)sOb(b);b=f[a+712>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+704|0)>>2]|0;f[(a+704|0)>>2]=0;if(b|0)sOb(b);b=f[a+692>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+684|0)>>2]|0;f[(a+684|0)>>2]=0;if(b|0)sOb(b);b=f[a+672>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+664|0)>>2]|0;f[(a+664|0)>>2]=0;if(b|0)sOb(b);b=f[a+652>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+644|0)>>2]|0;f[(a+644|0)>>2]=0;if(b|0)sOb(b);b=f[a+632>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+624|0)>>2]|0;f[(a+624|0)>>2]=0;if(b|0)sOb(b);b=f[a+600>>2]|0;if(b|0){c=f[(a+604|0)>>2]|0;if((c|0)!=(b|0))f[(a+604|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[a+588>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+580|0)>>2]|0;f[(a+580|0)>>2]=0;if(b|0)sOb(b);b=f[a+568>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+560|0)>>2]|0;f[(a+560|0)>>2]=0;if(b|0)sOb(b);b=f[a+548>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+540|0)>>2]|0;f[(a+540|0)>>2]=0;if(b|0)sOb(b);b=f[a+524>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+516|0)>>2]|0;f[(a+516|0)>>2]=0;if(b|0)sOb(b);b=f[(a+504|0)>>2]|0;if(b|0){c=f[(a+508|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-20|0;f[(a+508|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+508|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+504|0)>>2]|0}sOb(b)}b=f[(a+492|0)>>2]|0;if(b|0){c=f[(a+496|0)>>2]|0;if((c|0)!=(b|0)){do{d=c+-16|0;f[(a+496|0)>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-12|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[(a+496|0)>>2]|0}}while((c|0)!=(b|0));b=f[(a+492|0)>>2]|0}sOb(b)}NYa(a+464|0,f[a+468>>2]|0);b=f[a+452>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;sOb(e)}while((b|0)!=0);b=f[(a+444|0)>>2]|0;f[(a+444|0)>>2]=0;if(b|0)sOb(b);f[g+16>>2]=a;f[g+1280>>2]=0;f[g+1284>>2]=0;x_a(g);G=f[g+1280>>2]|0;D=f[g+1284>>2]|0;H=+n[g+1284>>2];f[g+1280>>2]=0;f[g+1284>>2]=0;if((G|0)==5){u=g;return}u=g}function $Ya(a){a=a|0;var b=0,c=0,d=0,e=0,g=0;if(!a)return;do{e=a;a=f[a>>2]|0;b=f[e+40>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;c=f[d+20>>2]|0;if(c|0)do{g=c;c=f[c>>2]|0;sOb(g)}while((c|0)!=0);g=d+12|0;c=f[g>>2]|0;f[g>>2]=0;if(c|0)sOb(c);sOb(d)}while((b|0)!=0);g=e+32|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);b=f[e+20>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);g=e+12|0;b=f[g>>2]|0;f[g>>2]=0;if(b|0)sOb(b);sOb(e)}while((a|0)!=0);return}function aZa(a){a=a|0;var b=0,c=0,d=0;if(!a)return;do{c=a;a=f[a>>2]|0;b=f[c+144>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+136|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+124>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+116|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+104>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+96|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+84>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+76|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+64>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+56|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+44>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+36|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);b=f[c+24>>2]|0;if(b|0)do{d=b;b=f[b>>2]|0;sOb(d)}while((b|0)!=0);d=c+16|0;b=f[d>>2]|0;f[d>>2]=0;if(b|0)sOb(b);sOb(c)}while((a|0)!=0);return}function bZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0;f[a>>2]=39160;d=a+4|0;e=pOb(860)|0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;n[e+16>>2]=1.0;g=e+20|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+48>>2]=1.0;g=e+52|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+80>>2]=1.0;g=e+84|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+112>>2]=1.0;g=e+116|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+144>>2]=1.0;g=e+148|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+176>>2]=1.0;g=e+180|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+208>>2]=1.0;g=e+212|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+240>>2]=1.0;g=e+244|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+272>>2]=1.0;g=e+276|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+292>>2]=1.0;g=e+296|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+312>>2]=1.0;g=e+316|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+332>>2]=1.0;g=e+336|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+352>>2]=1.0;g=e+356|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+372>>2]=1.0;g=e+376|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+24>>2]=0;n[e+404>>2]=1.0;g=e+408|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;n[e+424>>2]=1.0;g=e+432|0;f[g>>2]=0;f[e+436>>2]=0;f[e+428>>2]=g;g=e+440|0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;f[g+16>>2]=0;n[e+460>>2]=1.0;g=e+468|0;f[g>>2]=0;f[e+472>>2]=0;f[e+464>>2]=g;f[e+476>>2]=0;b[e+480>>0]=0;n[e+484>>2]=1.0;b[e+488>>0]=0;b[e+489>>0]=0;b[e+490>>0]=0;g=e+532|0;h=e+492|0;i=h+40|0;do{f[h>>2]=0;h=h+4|0}while((h|0)<(i|0));n[g>>2]=1.0;i=e+540|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+556>>2]=1.0;i=e+560|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+576>>2]=1.0;i=e+580|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+596>>2]=1.0;f[e+600>>2]=0;f[e+604>>2]=0;f[e+608>>2]=0;i=e+624|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+640>>2]=1.0;i=e+644|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+660>>2]=1.0;i=e+664|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+680>>2]=1.0;i=e+684|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+700>>2]=1.0;i=e+704|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+720>>2]=1.0;i=e+724|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+740>>2]=1.0;i=e+744|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+760>>2]=1.0;i=e+764|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[i+24>>2]=0;n[e+792>>2]=1.0;i=e+796|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[e+812>>2]=1.0;f[e+816>>2]=0;f[e+820>>2]=-1;f[e+824>>2]=0;f[e+828>>2]=-1;f[e+832>>2]=a;i=e+836|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;f[i+16>>2]=0;f[i+20>>2]=0;f[d>>2]=e;f[a+8>>2]=c;f[a+12>>2]=0;return}function cZa(a,b){a=a|0;b=b|0;var c=0;a=a+12|0;c=f[a>>2]|0;b=f[b+12>>2]|0;f[a>>2]=(c|0)<(b|0)?b:c;return}function dZa(a){a=a|0;var b=0,c=0,d=0;f[a+12>>2]=1;gh[f[(f[a>>2]|0)+24>>2]&2047](a);b=a+4|0;c=f[b>>2]|0;d=c+600|0;if((f[d>>2]|0)==(f[c+604>>2]|0))return;Gh[f[(f[a>>2]|0)+44>>2]&3](a,d,f[c+612>>2]|0,f[c+616>>2]|0,+n[c+620>>2]);b=f[b>>2]|0;a=f[b+600>>2]|0;b=b+604|0;c=f[b>>2]|0;if((c|0)==(a|0))return;f[b>>2]=c+(~((c+-8-a|0)>>>3)<<3);return}function eZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0;c=a+12|0;if((f[c>>2]|0)==2){h=0;return h|0}f[c>>2]=2;e=a+4|0;g=xYa((f[e>>2]|0)+776|0,39356)|0;b[g>>0]=1;g=a+8|0;h=f[g>>2]|0;d=h+16|0;if(!(b[d>>0]|0)){b[d>>0]=1;lQa(h+4|0)}if((f[c>>2]|0)!=2){h=1;return h|0}fZa(f[e>>2]|0,a,f[(f[g>>2]|0)+232>>2]|0);if((f[c>>2]|0)!=2){h=1;return h|0}gZa(f[e>>2]|0,0);h=1;return h|0}function fZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,E=0;B=u;u=u+3776|0;i=0;d=f[(a+472|0)>>2]|0;if(!d){u=B;return}a:while(1){C=f[(a+464|0)>>2]|0;s=f[C+16>>2]|0;E=f[C+20>>2]|0;r=f[C+4>>2]|0;f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+480>>2]=j;f[B+512>>2]=m;f[B+816>>2]=s;f[B+824>>2]=E;f[B+1576>>2]=k;f[B+1584>>2]=o;f[B+1752>>2]=C;f[B+1808>>2]=r;f[B+2240>>2]=d;f[B+3256>>2]=h;f[B+3288>>2]=l;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3624>>2]=0;f[B+3628>>2]=0;A_a(B);j=f[B+480>>2]|0;m=f[B+512>>2]|0;k=f[B+1576>>2]|0;o=f[B+1584>>2]|0;h=f[B+3256>>2]|0;l=f[B+3288>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;g=f[B+3600>>2]|0;G=f[B+3624>>2]|0;D=f[B+3628>>2]|0;H=+n[B+3628>>2];f[B+3624>>2]=0;f[B+3628>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}f[B+16>>2]=a;f[B+24>>2]=b;f[B+32>>2]=c;f[B+488>>2]=q;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2240>>2]=d;f[B+2352>>2]=p;f[B+2360>>2]=w;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3592>>2]=e;f[B+3600>>2]=g;f[B+3616>>2]=0;f[B+3620>>2]=0;z_a(B);q=f[B+488>>2]|0;t=f[B+496>>2]|0;v=f[B+504>>2]|0;d=f[B+2240>>2]|0;p=f[B+2352>>2]|0;w=f[B+2360>>2]|0;x=f[B+2856>>2]|0;y=f[B+2864>>2]|0;z=f[B+3384>>2]|0;A=f[B+3392>>2]|0;i=f[B+3568>>2]|0;e=f[B+3592>>2]|0;G=f[B+3616>>2]|0;D=f[B+3620>>2]|0;H=+n[B+3620>>2];f[B+3616>>2]=0;f[B+3620>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 12:break a}}r=1;if(r){r=0;if((i|0)==32){b=f[h>>2]|0;d=b+(j*28|0)|0;j=f[l>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[l>>2]|0}if((d|0)==(i|0))i=53;else{do{c=d+-28|0;f[l>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[l>>2]|0}while((d|0)!=(i|0));i=53}}else r=1}if(r){r=0;if((i|0)==122){b=f[k>>2]|0;d=b+(m*28|0)|0;j=f[o>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[o>>2]|0}if((d|0)==(i|0))i=143;else{do{c=d+-28|0;f[o>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[o>>2]|0}while((d|0)!=(i|0));i=143}}else r=1}if(r){r=0;if((i|0)==264){b=f[p>>2]|0;d=b+(q*28|0)|0;j=f[w>>2]|0;if((j|0)==(d|0))i=b;else{i=b;do{f[i>>2]=f[d>>2];f[i+4>>2]=f[d+4>>2];g=d+8|0;h=i+8|0;b=f[h>>2]|0;e=i+12|0;if(!b)b=i+16|0;else{c=f[e>>2]|0;if((c|0)!=(b|0))f[e>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b);b=i+16|0;f[b>>2]=0;f[e>>2]=0;f[h>>2]=0}f[h>>2]=f[g>>2];E=d+12|0;f[e>>2]=f[E>>2];C=d+16|0;f[b>>2]=f[C>>2];f[C>>2]=0;f[E>>2]=0;f[g>>2]=0;f[d>>2]=0;b=d+24|0;E=i+24|0;C=f[b>>2]|0;f[b>>2]=0;b=f[E>>2]|0;f[E>>2]=C;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);d=d+28|0;i=i+28|0}while((d|0)!=(j|0));d=f[w>>2]|0}if((d|0)==(i|0))i=285;else{do{c=d+-28|0;f[w>>2]=c;E=d+-4|0;b=f[E>>2]|0;f[E>>2]=0;if(b|0)gh[f[(f[b>>2]|0)+4>>2]&2047](b);b=d+-20|0;e=f[b>>2]|0;g=d+-16|0;if((e|0)==(f[g>>2]|0)){d=f[c>>2]|0;if(!d)d=e;else{tOb(d);d=f[b>>2]|0}}else d=e;if(d|0){b=f[g>>2]|0;if((b|0)!=(d|0))f[g>>2]=b+(~((b+-8-d|0)>>>3)<<3);sOb(d)}d=f[w>>2]|0}while((d|0)!=(i|0));i=285}}else r=1}f[B+16>>2]=a;f[B+496>>2]=t;f[B+504>>2]=v;f[B+816>>2]=s;f[B+2856>>2]=x;f[B+2864>>2]=y;f[B+3384>>2]=z;f[B+3392>>2]=A;f[B+3568>>2]=i;f[B+3576>>2]=r;f[B+3608>>2]=0;f[B+3612>>2]=0;y_a(B);G=f[B+3608>>2]|0;D=f[B+3612>>2]|0;H=+n[B+3612>>2];f[B+3608>>2]=0;f[B+3612>>2]=0;if((G|0)==5){u=B;return}u=B}function gZa(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+32|0;q=w;p=w+20|0;o=w+16|0;r=w+12|0;s=w+8|0;t=w+4|0;hZa(a);d=a+490|0;if(b[d>>0]|0){v=f[a+832>>2]|0;oh[f[(f[v>>2]|0)+64>>2]&1023](v,(b[a+489>>0]|0)!=0);b[d>>0]=0}l=a+492|0;d=f[l>>2]|0;v=a+496|0;m=f[v>>2]|0;if((d|0)!=(m|0)){n=a+832|0;while(1){g=d+16|0;e=g;a:do if((g|0)!=(m|0)){i=d+13|0;j=d+12|0;k=d+4|0;h=d;while(1){if((b[i>>0]|0)!=(b[h+29>>0]|0))break;if((b[j>>0]|0)!=(b[h+28>>0]|0))break;f[r>>2]=f[k>>2];f[s>>2]=f[g>>2];f[t>>2]=f[h+20>>2];f[o>>2]=f[r>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];iZa(d,o,p,q)|0;h=g+16|0;e=h;if((h|0)==(m|0))break a;else{x=g;g=h;h=x}}Dwa(f[d>>2]|0,f[k>>2]|0,q);x=f[n>>2]|0;Fh[f[(f[x>>2]|0)+60>>2]&255](x,b[i>>0]|0,d,(b[j>>0]|0)!=0)}while(0);if((m|0)==(e|0))break;else d=e}Dwa(f[d>>2]|0,f[d+4>>2]|0,q);h=f[n>>2]|0;Fh[f[(f[h>>2]|0)+60>>2]&255](h,b[d+13>>0]|0,d,(b[d+12>>0]|0)!=0);h=f[l>>2]|0;d=f[v>>2]|0;if((d|0)!=(h|0))do{e=d+-16|0;f[v>>2]=e;g=f[e>>2]|0;if(!g)d=e;else{d=d+-12|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~((e+-8-g|0)>>>3)<<3);sOb(g);d=f[v>>2]|0}}while((d|0)!=(h|0))}if(f[a+636>>2]|0)jZa(a);if(f[a+676>>2]|0)kZa(a);if(f[a+696>>2]|0)lZa(a);if(f[a+716>>2]|0)mZa(a);if(f[a+756>>2]|0)nZa(a);if(f[a+736>>2]|0)oZa(a);if(f[a+656>>2]|0)pZa(a);if(!c){u=w;return}d=a+536|0;if(b[d>>0]|0){x=f[a+832>>2]|0;gh[f[(f[x>>2]|0)+176>>2]&2047](x);b[d>>0]=0}g=a+560|0;h=a+572|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+180>>2]&1023](x,g);if(f[h>>2]|0){e=a+568|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+564>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+516|0;h=a+528|0;if(f[h>>2]|0){x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+188>>2]&1023](x,g);if(f[h>>2]|0){e=a+524|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+520>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0}}g=a+580|0;h=a+592|0;if(!(f[h>>2]|0)){u=w;return}x=f[a+832>>2]|0;oh[f[(f[x>>2]|0)+184>>2]&1023](x,g);if(!(f[h>>2]|0)){u=w;return}e=a+588|0;d=f[e>>2]|0;if(d|0)do{x=d;d=f[d>>2]|0;sOb(x)}while((d|0)!=0);f[e>>2]=0;e=f[a+584>>2]|0;if(e|0){d=0;do{f[(f[g>>2]|0)+(d<<2)>>2]=0;d=d+1|0}while((d|0)!=(e|0))}f[h>>2]=0;u=w;return}function hZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0;w=u;u=u+32|0;r=w;q=w+20|0;p=w+16|0;s=w+12|0;t=w+8|0;v=w+4|0;i=a+552|0;g=f[i>>2]|0;if(g|0){j=a+848|0;h=a+856|0;c=f[j>>2]|0;k=a+852|0;if((f[h>>2]|0)-c>>3>>>0<g>>>0){if(g>>>0>536870911)vd();d=(f[k>>2]|0)-c|0;e=pOb(g<<3)|0;if((d|0)>0)bQb(e|0,c|0,d|0)|0;f[j>>2]=e;f[k>>2]=e+(d>>3<<3);f[h>>2]=e+(g<<3);if(c|0)sOb(c)}f[s>>2]=f[k>>2];d=a+548|0;f[t>>2]=f[d>>2];f[v>>2]=0;f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];m_a(j,p,q,r)|0;if(f[i>>2]|0){c=f[d>>2]|0;if(c|0)do{o=c;c=f[c>>2]|0;sOb(o)}while((c|0)!=0);f[d>>2]=0;d=f[a+544>>2]|0;if(d|0){e=a+540|0;c=0;do{f[(f[e>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(d|0))}f[i>>2]=0}Dwa(f[j>>2]|0,f[k>>2]|0,r);c=f[a+832>>2]|0;oh[f[(f[c>>2]|0)+96>>2]&1023](c,j);c=f[j>>2]|0;d=f[k>>2]|0;if((d|0)!=(c|0))f[k>>2]=d+(~((d+-8-c|0)>>>3)<<3)}c=a+480|0;if(b[c>>0]|0){o=f[a+832>>2]|0;oh[f[(f[o>>2]|0)+88>>2]&1023](o,f[a+476>>2]|0);b[c>>0]=0}c=a+488|0;if(b[c>>0]|0){o=f[a+832>>2]|0;hh[f[(f[o>>2]|0)+92>>2]&63](o,+n[a+484>>2]);b[c>>0]=0}l=a+504|0;c=f[l>>2]|0;o=a+508|0;m=f[o>>2]|0;if((c|0)==(m|0)){u=w;return}a=a+832|0;while(1){e=c+20|0;d=e;a:do if((e|0)!=(m|0)){i=c+16|0;j=c+12|0;k=c+4|0;g=c;h=e;while(1){if((b[i>>0]|0)!=(b[g+36>>0]|0))break;if((f[j>>2]|0)!=(f[g+32>>2]|0))break;f[s>>2]=f[k>>2];f[t>>2]=f[h>>2];f[v>>2]=f[g+24>>2];f[p>>2]=f[s>>2];f[q>>2]=f[t>>2];f[r>>2]=f[v>>2];iZa(c,p,q,r)|0;e=h+20|0;d=e;if((e|0)==(m|0))break a;else{g=h;h=e}}Dwa(f[c>>2]|0,f[k>>2]|0,r);k=f[a>>2]|0;Fh[f[(f[k>>2]|0)+56>>2]&255](k,b[i>>0]|0,c,f[j>>2]|0)}while(0);if((m|0)==(d|0))break;else c=d}Dwa(f[c>>2]|0,f[c+4>>2]|0,r);g=f[a>>2]|0;Fh[f[(f[g>>2]|0)+56>>2]&255](g,b[c+16>>0]|0,c,f[c+12>>2]|0);g=f[l>>2]|0;c=f[o>>2]|0;if((c|0)!=(g|0))do{d=c+-20|0;f[o>>2]=d;e=f[d>>2]|0;if(!e)c=d;else{c=c+-16|0;d=f[c>>2]|0;if((d|0)!=(e|0))f[c>>2]=d+(~((d+-8-e|0)>>>3)<<3);sOb(e);c=f[o>>2]|0}}while((c|0)!=(g|0));u=w;return}function iZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;l=f[a>>2]|0;g=l;h=(f[b>>2]|0)-g|0;r=l+(h>>3<<3)|0;e=f[c>>2]|0;j=f[d>>2]|0;q=j-e|0;i=q>>3;m=e;o=j;if((q|0)<=0)return r|0;p=a+8|0;d=f[p>>2]|0;q=a+4|0;n=f[q>>2]|0;b=n;if((i|0)<=(d-b>>3|0)){h=b-r|0;b=h>>3;if((i|0)>(b|0)){d=m+(b<<3)|0;g=d;if((d|0)==(o|0))b=n;else{b=n;do{p=d;a=f[p+4>>2]|0;f[b>>2]=f[p>>2];f[b+4>>2]=a;d=d+8|0;b=(f[q>>2]|0)+8|0;f[q>>2]=b}while((d|0)!=(o|0))}if((h|0)>0)j=g;else return r|0}else b=n;h=b-(r+(i<<3))|0;i=h>>3;d=r+(i<<3)|0;if(d>>>0<n>>>0){g=b;do{o=d;p=f[o+4>>2]|0;a=g;f[a>>2]=f[o>>2];f[a+4>>2]=p;d=d+8|0;g=(f[q>>2]|0)+8|0;f[q>>2]=g}while(d>>>0<n>>>0)}if(i){cQb(b+(0-i<<3)|0,r|0,h|0)|0;e=f[c>>2]|0}b=j-e|0;if(!b)return r|0;cQb(r|0,e|0,b|0)|0;return r|0}b=(b-g>>3)+i|0;if(b>>>0>536870911)AMb(a);i=d-g|0;d=i>>2;d=i>>3>>>0<268435455?(d>>>0<b>>>0?b:d):536870911;i=r;b=h>>3;do if(!d)k=0;else if(d>>>0>536870911)vd();else{k=pOb(d<<3)|0;break}while(0);j=k+(b<<3)|0;e=j;h=k+(d<<3)|0;if((o|0)==(m|0))b=l;else{d=j;b=m;do{m=b;n=f[m+4>>2]|0;c=d;f[c>>2]=f[m>>2];f[c+4>>2]=n;d=e+8|0;e=d;b=b+8|0}while((b|0)!=(o|0));b=f[a>>2]|0}d=i-b|0;g=j+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(g|0,b|0,d|0)|0;d=(f[q>>2]|0)-i|0;if((d|0)>0){bQb(e|0,r|0,d|0)|0;e=e+(d>>>3<<3)|0;b=f[a>>2]|0}f[a>>2]=g;f[q>>2]=e;f[p>>2]=h;if(!b){r=j;return r|0}sOb(b);r=j;return r|0}function jZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;N=u;u=u+16|0;H=N;I=N+4|0;K=a+836|0;M=a+636|0;e=f[M>>2]|0;L=a+844|0;g=f[K>>2]|0;J=a+840|0;if((f[L>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[J>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[K>>2]=d;f[J>>2]=d+(c>>3<<3);f[L>>2]=d+(e<<3);if(g|0)sOb(g)}G=a+632|0;z=a+816|0;A=a+4|0;B=a+12|0;C=a+16|0;D=a+8|0;x=a+20|0;y=a+24|0;E=a+832|0;w=191184;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[G>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[J>>2]|0;if((e|0)==(f[L>>2]|0)){SD(K,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[J>>2]=(f[J>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[K>>2]|0;d=f[J>>2]|0;if((c|0)!=(d|0)){f_a(c,d,H);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[A>>2]|0;k=(j|0)==0;b:do if(k){c=0;F=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[a>>2]|0)+(c<<2)>>2]|0;if(!d)F=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){F=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){F=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){F=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){F=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((F|0)==40){F=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[B>>2]|0)+1|0)>>>0);i=+n[C>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;g_a(a,c>>>0<d>>>0?d:c);c=f[A>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[D>>2];f[D>>2]=g;f[d>>2]=D;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;F=53}}else{f[g>>2]=f[c>>2];F=53}if((F|0)==53){F=0;f[c>>2]=g}f[B>>2]=(f[B>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){F=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){F=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];O=e+-20|0;o=k+-20|0;f[O>>2]=0;P=e+-16|0;f[P>>2]=0;f[e+-12>>2]=0;f[O>>2]=f[o>>2];O=k+-16|0;f[P>>2]=f[O>>2];P=k+-12|0;f[e+-12>>2]=f[P>>2];f[P>>2]=0;f[O>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{P=e+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;P=c+-4|0;d=f[P>>2]|0;f[P>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[E>>2]|0;d=f[(f[c>>2]|0)+128>>2]|0;f[I>>2]=t;f[H>>2]=f[I>>2];Fh[d&255](c,H,K,v);c=f[K>>2]|0;d=f[J>>2]|0;if((d|0)!=(c|0))f[J>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191186){F=9;break}}if((F|0)==9){if(!(f[M>>2]|0)){u=N;return}c=f[G>>2]|0;if(c|0)do{P=c;c=f[c>>2]|0;sOb(P)}while((c|0)!=0);f[G>>2]=0;e=f[a+628>>2]|0;if(e|0){d=a+624|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[M>>2]=0;u=N;return}else if((F|0)==71)AMb(r);else if((F|0)==74)vd()}function kZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;r=u;u=u+16|0;l=r;m=r+4|0;n=a+836|0;q=a+676|0;e=f[q>>2]|0;k=a+844|0;g=f[n>>2]|0;p=a+840|0;if((f[k>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[p>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[n>>2]=d;f[p>>2]=d+(c>>3<<3);f[k>>2]=d+(e<<3);if(g|0)sOb(g)}o=a+672|0;h=a+816|0;g=a+64|0;i=a+832|0;j=a+96|0;c=f[o>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==1){d=d+8|0;e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){b_a(n,d);break}else{s=d;d=f[s+4>>2]|0;f[e>>2]=f[s>>2];f[e+4>>2]=d;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0;if((d|0)==(c|0))c=d;else{cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,g);d=f[i>>2]|0;c=f[(f[d>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[c&255](d,l,n,1);d=f[n>>2]|0;c=f[p>>2]|0;if((c|0)==(d|0))c=d;else{c=c+(~((c+-8-d|0)>>>3)<<3)|0;f[p>>2]=c}}e=f[o>>2]|0;if(e){do{c=e;do if(!(b[c+16>>0]|0)){c=c+8|0;d=f[p>>2]|0;if((d|0)==(f[k>>2]|0)){b_a(n,c);break}else{g=f[c+4>>2]|0;s=d;f[s>>2]=f[c>>2];f[s+4>>2]=g;f[p>>2]=(f[p>>2]|0)+8;break}}while(0);e=f[e>>2]|0}while((e|0)!=0);d=f[n>>2]|0;c=f[p>>2]|0}if((d|0)!=(c|0)){cFa(d,c,l);s=(f[h>>2]|0)+1|0;f[h>>2]=s;c_a(s,j);c=f[i>>2]|0;d=f[(f[c>>2]|0)+124>>2]|0;f[m>>2]=s;f[l>>2]=f[m>>2];Fh[d&255](c,l,n,0);c=f[n>>2]|0;d=f[p>>2]|0;if((d|0)!=(c|0))f[p>>2]=d+(~((d+-8-c|0)>>>3)<<3)}if(!(f[q>>2]|0)){u=r;return}c=f[o>>2]|0;if(c|0)do{s=c;c=f[c>>2]|0;sOb(s)}while((c|0)!=0);f[o>>2]=0;e=f[a+668>>2]|0;if(e|0){d=a+664|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[q>>2]=0;u=r;return}function lZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+696|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+692|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];VZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+688>>2]|0;if(c|0){d=a+684|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}WZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+128|0;g=a+132|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+140|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+144>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;XZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+136|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+148|0;b=f[r>>2]|0;t=a+152|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+132>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function mZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+716|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+712|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];NZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+708>>2]|0;if(c|0){d=a+704|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}OZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+160|0;g=a+164|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+172|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+176>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;PZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+168|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+180|0;b=f[r>>2]|0;t=a+184|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+136>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function nZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+756|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+752|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];FZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+748>>2]|0;if(c|0){d=a+744|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}GZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+224|0;g=a+228|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+236|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+240>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;HZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+232|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+244|0;b=f[r>>2]|0;t=a+248|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+140>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function oZa(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0;A=u;u=u+32|0;w=A;k=A+24|0;j=A+20|0;l=A+16|0;m=A+8|0;o=A+4|0;x=A+12|0;y=a+836|0;p=a+736|0;e=f[p>>2]|0;g=a+844|0;b=f[y>>2]|0;z=a+840|0;if((f[g>>2]|0)-b>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[z>>2]|0)-b|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,b|0,c|0)|0;f[y>>2]=d;f[z>>2]=d+(c>>3<<3);f[g>>2]=d+(e<<3);if(b|0)sOb(b)}f[l>>2]=f[z>>2];c=a+732|0;f[m>>2]=f[c>>2];f[o>>2]=0;f[j>>2]=f[l>>2];f[k>>2]=f[m>>2];f[w>>2]=f[o>>2];xZa(y,j,k,w)|0;if(f[p>>2]|0){b=f[c>>2]|0;if(b|0)do{v=b;b=f[b>>2]|0;sOb(v)}while((b|0)!=0);f[c>>2]=0;c=f[a+728>>2]|0;if(c|0){d=a+724|0;b=0;do{f[(f[d>>2]|0)+(b<<2)>>2]=0;b=b+1|0}while((b|0)!=(c|0))}f[p>>2]=0}yZa(f[y>>2]|0,f[z>>2]|0,w);m=a+816|0;v=(f[m>>2]|0)+1|0;f[m>>2]=v;m=a+192|0;g=a+196|0;j=f[g>>2]|0;k=(j|0)==0;a:do if(k){b=0;q=31}else{e=j+-1|0;d=(e&j|0)==0;if(d)b=e&v;else if(j>>>0>v>>>0)b=v;else b=(v>>>0)%(j>>>0)|0;c=f[(f[m>>2]|0)+(b<<2)>>2]|0;if(!c)q=31;else{if(d)while(1){c=f[c>>2]|0;if(!c){q=31;break a}t=f[c+4>>2]|0;if(!((t|0)==(v|0)|(t&e|0)==(b|0))){q=31;break a}if((f[c+8>>2]|0)==(v|0))break a}do{c=f[c>>2]|0;if(!c){q=31;break a}d=f[c+4>>2]|0;if((d|0)!=(v|0)){if(d>>>0>=j>>>0)d=(d>>>0)%(j>>>0)|0;if((d|0)!=(b|0)){q=31;break a}}}while((f[c+8>>2]|0)!=(v|0))}}while(0);if((q|0)==31){e=pOb(24)|0;f[e+8>>2]=v;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+4>>2]=v;f[e>>2]=0;l=a+204|0;h=+(((f[l>>2]|0)+1|0)>>>0);i=+n[a+208>>2];do if(k|i*+(j>>>0)<h){b=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;c=~~+W(+(h/i))>>>0;zZa(m,b>>>0<c>>>0?c:b);b=f[g>>2]|0;c=b+-1|0;if(!(c&b)){d=b;b=c&v;break}if(b>>>0>v>>>0){d=b;b=v}else{d=b;b=(v>>>0)%(b>>>0)|0}}else d=j;while(0);c=(f[m>>2]|0)+(b<<2)|0;b=f[c>>2]|0;if(!b){b=a+200|0;f[e>>2]=f[b>>2];f[b>>2]=e;f[c>>2]=b;b=f[e>>2]|0;if(b|0){b=f[b+4>>2]|0;c=d+-1|0;if(!(c&d))b=b&c;else if(b>>>0>=d>>>0)b=(b>>>0)%(d>>>0)|0;b=(f[m>>2]|0)+(b<<2)|0;q=44}}else{f[e>>2]=f[b>>2];q=44}if((q|0)==44)f[b>>2]=e;f[l>>2]=(f[l>>2]|0)+1;c=e}s=c+12|0;r=a+212|0;b=f[r>>2]|0;t=a+216|0;p=f[t>>2]|0;do if((b|0)!=(p|0)){q=c+16|0;o=c+20|0;while(1){c=f[q>>2]|0;m=f[o>>2]|0;d=m;if(c>>>0<m>>>0){f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];m=c+8|0;l=b+8|0;f[m>>2]=0;k=c+12|0;f[k>>2]=0;f[c+16>>2]=0;f[m>>2]=f[l>>2];m=b+12|0;f[k>>2]=f[m>>2];k=b+16|0;f[c+16>>2]=f[k>>2];f[k>>2]=0;f[m>>2]=0;f[l>>2]=0;f[b>>2]=0;l=b+24|0;m=f[l>>2]|0;f[l>>2]=0;f[c+24>>2]=m;f[q>>2]=(f[q>>2]|0)+28}else{e=f[s>>2]|0;g=(c-e|0)/28|0;c=g+1|0;if(c>>>0>153391689){q=62;break}l=(d-e|0)/28|0;m=l<<1;c=l>>>0<76695844?(m>>>0<c>>>0?c:m):153391689;if(!c)d=0;else{if(c>>>0>153391689){q=65;break}d=pOb(c*28|0)|0}j=d+(g*28|0)|0;e=j;l=d+(c*28|0)|0;f[j>>2]=f[b>>2];f[d+(g*28|0)+4>>2]=f[b+4>>2];c=b+8|0;f[d+(g*28|0)+16>>2]=0;f[d+(g*28|0)+8>>2]=f[c>>2];k=b+12|0;f[d+(g*28|0)+12>>2]=f[k>>2];m=b+16|0;f[d+(g*28|0)+16>>2]=f[m>>2];f[m>>2]=0;f[k>>2]=0;f[c>>2]=0;f[b>>2]=0;c=b+24|0;k=f[c>>2]|0;f[c>>2]=0;f[d+(g*28|0)+24>>2]=k;k=j+28|0;g=f[s>>2]|0;c=f[q>>2]|0;if((c|0)==(g|0)){c=e;m=g;d=g}else{d=j;do{j=c;c=c+-28|0;f[d+-28>>2]=f[c>>2];f[d+-24>>2]=f[j+-24>>2];B=d+-20|0;m=j+-20|0;f[B>>2]=0;C=d+-16|0;f[C>>2]=0;f[d+-12>>2]=0;f[B>>2]=f[m>>2];B=j+-16|0;f[C>>2]=f[B>>2];C=j+-12|0;f[d+-12>>2]=f[C>>2];f[C>>2]=0;f[B>>2]=0;f[m>>2]=0;f[c>>2]=0;j=j+-4|0;m=f[j>>2]|0;f[j>>2]=0;f[d+-4>>2]=m;d=e+-28|0;e=d}while((c|0)!=(g|0));c=e;m=f[s>>2]|0;d=f[q>>2]|0}f[s>>2]=c;f[q>>2]=k;f[o>>2]=l;k=m;if((d|0)!=(k|0))do{C=d+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);e=d+-20|0;c=f[e>>2]|0;j=d+-16|0;d=d+-28|0;if((c|0)==(f[j>>2]|0)){g=f[d>>2]|0;if(g){tOb(g);c=f[e>>2]|0}}if(c|0){e=f[j>>2]|0;if((e|0)!=(c|0))f[j>>2]=e+(~((e+-8-c|0)>>>3)<<3);sOb(c)}}while((d|0)!=(k|0));if(m|0)sOb(m)}b=b+28|0;if((b|0)==(p|0)){q=48;break}}if((q|0)==48){j=f[r>>2]|0;b=f[t>>2]|0;if((b|0)==(j|0))break;do{d=b+-28|0;f[t>>2]=d;C=b+-4|0;c=f[C>>2]|0;f[C>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=b+-20|0;e=f[c>>2]|0;g=b+-16|0;if((e|0)==(f[g>>2]|0)){b=f[d>>2]|0;if(!b)b=e;else{tOb(b);b=f[c>>2]|0}}else b=e;if(b|0){c=f[g>>2]|0;if((c|0)!=(b|0))f[g>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[t>>2]|0}while((b|0)!=(j|0))}else if((q|0)==62)AMb(s);else if((q|0)==65)vd()}while(0);b=f[a+832>>2]|0;c=f[(f[b>>2]|0)+144>>2]|0;f[x>>2]=v;f[w>>2]=f[x>>2];xh[c&127](b,w,y);b=f[y>>2]|0;c=f[z>>2]|0;if((c|0)==(b|0)){u=A;return}f[z>>2]=c+(~((c+-8-b|0)>>>3)<<3);u=A;return}function pZa(a){a=a|0;var c=0,d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;O=u;u=u+16|0;I=O;J=O+4|0;L=a+836|0;N=a+656|0;e=f[N>>2]|0;M=a+844|0;g=f[L>>2]|0;K=a+840|0;if((f[M>>2]|0)-g>>3>>>0<e>>>0){if(e>>>0>536870911)vd();c=(f[K>>2]|0)-g|0;d=pOb(e<<3)|0;if((c|0)>0)bQb(d|0,g|0,c|0)|0;f[L>>2]=d;f[K>>2]=d+(c>>3<<3);f[M>>2]=d+(e<<3);if(g|0)sOb(g)}H=a+652|0;z=a+816|0;A=a+32|0;B=a+36|0;C=a+44|0;D=a+48|0;E=a+40|0;x=a+52|0;y=a+56|0;F=a+832|0;w=191182;a:while(1){g=b[w>>0]|0;v=g<<24>>24!=0;c=f[H>>2]|0;if(c|0)do{d=c;do if((b[d+16>>0]|0)==g<<24>>24){d=d+8|0;e=f[K>>2]|0;if((e|0)==(f[M>>2]|0)){lE(L,d);break}else{r=d;s=f[r+4>>2]|0;t=e;f[t>>2]=f[r>>2];f[t+4>>2]=s;f[K>>2]=(f[K>>2]|0)+8;break}}while(0);c=f[c>>2]|0}while((c|0)!=0);c=f[L>>2]|0;d=f[K>>2]|0;if((c|0)!=(d|0)){qZa(c,d,I);t=(f[z>>2]|0)+1|0;f[z>>2]=t;j=f[B>>2]|0;k=(j|0)==0;b:do if(k){c=0;G=40}else{g=j+-1|0;e=(g&j|0)==0;if(e)c=g&t;else if(j>>>0>t>>>0)c=t;else c=(t>>>0)%(j>>>0)|0;d=f[(f[A>>2]|0)+(c<<2)>>2]|0;if(!d)G=40;else{if(e)while(1){d=f[d>>2]|0;if(!d){G=40;break b}s=f[d+4>>2]|0;if(!((s|0)==(t|0)|(s&g|0)==(c|0))){G=40;break b}if((f[d+8>>2]|0)==(t|0))break b}do{d=f[d>>2]|0;if(!d){G=40;break b}e=f[d+4>>2]|0;if((e|0)!=(t|0)){if(e>>>0>=j>>>0)e=(e>>>0)%(j>>>0)|0;if((e|0)!=(c|0)){G=40;break b}}}while((f[d+8>>2]|0)!=(t|0))}}while(0);if((G|0)==40){G=0;g=pOb(24)|0;f[g+8>>2]=t;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=t;f[g>>2]=0;h=+(((f[C>>2]|0)+1|0)>>>0);i=+n[D>>2];do if(k|i*+(j>>>0)<h){c=j<<1|(j>>>0<3|(j+-1&j|0)!=0)&1;d=~~+W(+(h/i))>>>0;rZa(A,c>>>0<d>>>0?d:c);c=f[B>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&t;break}if(c>>>0>t>>>0){e=c;c=t}else{e=c;c=(t>>>0)%(c>>>0)|0}}else e=j;while(0);d=(f[A>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){f[g>>2]=f[E>>2];f[E>>2]=g;f[d>>2]=E;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[A>>2]|0)+(c<<2)|0;G=53}}else{f[g>>2]=f[c>>2];G=53}if((G|0)==53){G=0;f[c>>2]=g}f[C>>2]=(f[C>>2]|0)+1;d=g}r=d+12|0;c=f[x>>2]|0;q=f[y>>2]|0;if((c|0)!=(q|0)){s=d+16|0;p=d+20|0;do{d=f[s>>2]|0;o=f[p>>2]|0;e=o;if(d>>>0<o>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];o=d+8|0;m=c+8|0;f[o>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[o>>2]=f[m>>2];o=c+12|0;f[l>>2]=f[o>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[o>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;o=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=o;f[s>>2]=(f[s>>2]|0)+28}else{g=f[r>>2]|0;j=(d-g|0)/28|0;d=j+1|0;if(d>>>0>153391689){G=71;break a}m=(e-g|0)/28|0;o=m<<1;d=m>>>0<76695844?(o>>>0<d>>>0?d:o):153391689;if(!d)e=0;else{if(d>>>0>153391689){G=74;break a}e=pOb(d*28|0)|0}k=e+(j*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(j*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(j*28|0)+16>>2]=0;f[e+(j*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(j*28|0)+12>>2]=f[l>>2];o=c+16|0;f[e+(j*28|0)+16>>2]=f[o>>2];f[o>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(j*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(j*28|0)+24>>2]=l;l=k+28|0;j=f[r>>2]|0;d=f[s>>2]|0;if((d|0)==(j|0)){d=g;o=j;e=j}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];P=e+-20|0;o=k+-20|0;f[P>>2]=0;Q=e+-16|0;f[Q>>2]=0;f[e+-12>>2]=0;f[P>>2]=f[o>>2];P=k+-16|0;f[Q>>2]=f[P>>2];Q=k+-12|0;f[e+-12>>2]=f[Q>>2];f[Q>>2]=0;f[P>>2]=0;f[o>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;o=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=o;e=g+-28|0;g=e}while((d|0)!=(j|0));d=g;o=f[r>>2]|0;e=f[s>>2]|0}f[r>>2]=d;f[s>>2]=l;f[p>>2]=m;l=o;if((e|0)!=(l|0))do{Q=e+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;do if((d|0)==(f[k>>2]|0)){j=f[e>>2]|0;if(!j)break;tOb(j);d=f[g>>2]|0}while(0);if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(o|0)sOb(o)}c=c+28|0}while((c|0)!=(q|0));k=f[x>>2]|0;c=f[y>>2]|0;if((c|0)!=(k|0))do{e=c+-28|0;f[y>>2]=e;Q=c+-4|0;d=f[Q>>2]|0;f[Q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;g=f[d>>2]|0;j=c+-16|0;if((g|0)==(f[j>>2]|0)){c=f[e>>2]|0;if(!c)c=g;else{tOb(c);c=f[d>>2]|0}}else c=g;if(c|0){d=f[j>>2]|0;if((d|0)!=(c|0))f[j>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[y>>2]|0}while((c|0)!=(k|0))}c=f[F>>2]|0;d=f[(f[c>>2]|0)+148>>2]|0;f[J>>2]=t;f[I>>2]=f[J>>2];Fh[d&255](c,I,L,v);c=f[L>>2]|0;d=f[K>>2]|0;if((d|0)!=(c|0))f[K>>2]=d+(~((d+-8-c|0)>>>3)<<3)}w=w+1|0;if((w|0)==191184){G=9;break}}if((G|0)==9){if(!(f[N>>2]|0)){u=O;return}c=f[H>>2]|0;if(c|0)do{Q=c;c=f[c>>2]|0;sOb(Q)}while((c|0)!=0);f[H>>2]=0;e=f[a+648>>2]|0;if(e|0){d=a+644|0;c=0;do{f[(f[d>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(e|0))}f[N>>2]=0;u=O;return}else if((G|0)==71)AMb(r);else if((G|0)==74)vd()}function qZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=uZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=wZa(a,i,c)|0;e=i+8|0;if(wZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}qZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;qZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){tZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){uZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){vZa(a,b,c);return}else if((q|0)==107)return}function rZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){sZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;sZa(a,b);return}function sZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function tZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function uZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=tZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function vZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function wZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{tZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{uZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function xZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function yZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=CZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=EZa(a,i,c)|0;e=i+8|0;if(EZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}yZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;yZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){BZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){CZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){DZa(a,b,c);return}else if((q|0)==107)return}function zZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){AZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;AZa(a,b);return}function AZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function BZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function CZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=BZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function DZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function EZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{BZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{CZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function FZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function GZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=KZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=MZa(a,i,c)|0;e=i+8|0;if(MZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}GZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;GZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){JZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){KZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){LZa(a,b,c);return}else if((q|0)==107)return}function HZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){IZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;IZa(a,b);return}function IZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function JZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function KZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=JZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function LZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function MZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{JZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{KZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function NZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function OZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=SZa(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=UZa(a,i,c)|0;e=i+8|0;if(UZa(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}OZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;OZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){RZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){SZa(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){TZa(a,b,c);return}else if((q|0)==107)return}function PZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){QZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;QZa(a,b);return}function QZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function RZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function SZa(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=RZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function TZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function UZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{RZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{SZa(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function VZa(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function WZa(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=_Za(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=a_a(a,i,c)|0;e=i+8|0;if(a_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}WZa(a,i,c);a=i+8|0}if((q|0)==105){q=0;WZa(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){ZZa(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){_Za(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){$Za(a,b,c);return}else if((q|0)==107)return}function XZa(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){YZa(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;YZa(a,b);return}function YZa(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function ZZa(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function _Za(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=ZZa(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function $Za(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function a_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{ZZa(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{_Za(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function b_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function c_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0;h=b+4|0;k=f[h>>2]|0;l=(k|0)==0;a:do if(l){c=0;o=17}else{g=k+-1|0;e=(g&k|0)==0;if(e)c=g&a;else if(k>>>0>a>>>0)c=a;else c=(a>>>0)%(k>>>0)|0;d=f[(f[b>>2]|0)+(c<<2)>>2]|0;if(!d)o=17;else{if(e)while(1){d=f[d>>2]|0;if(!d){o=17;break a}s=f[d+4>>2]|0;if(!((s|0)==(a|0)|(s&g|0)==(c|0))){o=17;break a}if((f[d+8>>2]|0)==(a|0))break a}do{d=f[d>>2]|0;if(!d){o=17;break a}e=f[d+4>>2]|0;if((e|0)!=(a|0)){if(e>>>0>=k>>>0)e=(e>>>0)%(k>>>0)|0;if((e|0)!=(c|0)){o=17;break a}}}while((f[d+8>>2]|0)!=(a|0))}}while(0);if((o|0)==17){g=pOb(24)|0;f[g+8>>2]=a;f[g+12>>2]=0;f[g+16>>2]=0;f[g+20>>2]=0;f[g+4>>2]=a;f[g>>2]=0;m=b+12|0;i=+(((f[m>>2]|0)+1|0)>>>0);j=+n[b+16>>2];do if(l|j*+(k>>>0)<i){c=k<<1|(k>>>0<3|(k+-1&k|0)!=0)&1;d=~~+W(+(i/j))>>>0;d_a(b,c>>>0<d>>>0?d:c);c=f[h>>2]|0;d=c+-1|0;if(!(d&c)){e=c;c=d&a;break}if(c>>>0>a>>>0){e=c;c=a}else{e=c;c=(a>>>0)%(c>>>0)|0}}else e=k;while(0);d=(f[b>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=b+8|0;f[g>>2]=f[c>>2];f[c>>2]=g;f[d>>2]=c;c=f[g>>2]|0;if(c|0){c=f[c+4>>2]|0;d=e+-1|0;if(!(d&e))c=c&d;else if(c>>>0>=e>>>0)c=(c>>>0)%(e>>>0)|0;c=(f[b>>2]|0)+(c<<2)|0;o=30}}else{f[g>>2]=f[c>>2];o=30}if((o|0)==30)f[c>>2]=g;f[m>>2]=(f[m>>2]|0)+1;d=g}r=d+12|0;q=b+20|0;c=f[q>>2]|0;s=b+24|0;b=f[s>>2]|0;if((c|0)==(b|0))return;p=d+16|0;o=d+20|0;while(1){d=f[p>>2]|0;a=f[o>>2]|0;e=a;if(d>>>0<a>>>0){f[d>>2]=f[c>>2];f[d+4>>2]=f[c+4>>2];a=d+8|0;m=c+8|0;f[a>>2]=0;l=d+12|0;f[l>>2]=0;f[d+16>>2]=0;f[a>>2]=f[m>>2];a=c+12|0;f[l>>2]=f[a>>2];l=c+16|0;f[d+16>>2]=f[l>>2];f[l>>2]=0;f[a>>2]=0;f[m>>2]=0;f[c>>2]=0;f[d+20>>2]=f[c+20>>2];m=c+24|0;a=f[m>>2]|0;f[m>>2]=0;f[d+24>>2]=a;f[p>>2]=(f[p>>2]|0)+28}else{g=f[r>>2]|0;h=(d-g|0)/28|0;d=h+1|0;if(d>>>0>153391689){o=49;break}m=(e-g|0)/28|0;a=m<<1;d=m>>>0<76695844?(a>>>0<d>>>0?d:a):153391689;if(!d)e=0;else{if(d>>>0>153391689){o=52;break}e=pOb(d*28|0)|0}k=e+(h*28|0)|0;g=k;m=e+(d*28|0)|0;f[k>>2]=f[c>>2];f[e+(h*28|0)+4>>2]=f[c+4>>2];d=c+8|0;f[e+(h*28|0)+16>>2]=0;f[e+(h*28|0)+8>>2]=f[d>>2];l=c+12|0;f[e+(h*28|0)+12>>2]=f[l>>2];a=c+16|0;f[e+(h*28|0)+16>>2]=f[a>>2];f[a>>2]=0;f[l>>2]=0;f[d>>2]=0;f[c>>2]=0;f[e+(h*28|0)+20>>2]=f[c+20>>2];d=c+24|0;l=f[d>>2]|0;f[d>>2]=0;f[e+(h*28|0)+24>>2]=l;l=k+28|0;h=f[r>>2]|0;d=f[p>>2]|0;if((d|0)==(h|0)){d=g;a=h;e=h}else{e=k;do{k=d;d=d+-28|0;f[e+-28>>2]=f[d>>2];f[e+-24>>2]=f[k+-24>>2];t=e+-20|0;a=k+-20|0;f[t>>2]=0;u=e+-16|0;f[u>>2]=0;f[e+-12>>2]=0;f[t>>2]=f[a>>2];t=k+-16|0;f[u>>2]=f[t>>2];u=k+-12|0;f[e+-12>>2]=f[u>>2];f[u>>2]=0;f[t>>2]=0;f[a>>2]=0;f[d>>2]=0;f[e+-8>>2]=f[k+-8>>2];k=k+-4|0;a=f[k>>2]|0;f[k>>2]=0;f[e+-4>>2]=a;e=g+-28|0;g=e}while((d|0)!=(h|0));d=g;a=f[r>>2]|0;e=f[p>>2]|0}f[r>>2]=d;f[p>>2]=l;f[o>>2]=m;l=a;if((e|0)!=(l|0))do{u=e+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);g=e+-20|0;d=f[g>>2]|0;k=e+-16|0;e=e+-28|0;if((d|0)==(f[k>>2]|0)){h=f[e>>2]|0;if(h){tOb(h);d=f[g>>2]|0}}if(d|0){g=f[k>>2]|0;if((g|0)!=(d|0))f[k>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d)}}while((e|0)!=(l|0));if(a|0)sOb(a)}c=c+28|0;if((c|0)==(b|0)){o=34;break}}if((o|0)==34){k=f[q>>2]|0;c=f[s>>2]|0;if((c|0)==(k|0))return;do{g=c+-28|0;f[s>>2]=g;u=c+-4|0;d=f[u>>2]|0;f[u>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=c+-20|0;e=f[d>>2]|0;h=c+-16|0;if((e|0)==(f[h>>2]|0)){c=f[g>>2]|0;if(!c)c=e;else{tOb(c);c=f[d>>2]|0}}else c=e;if(c|0){d=f[h>>2]|0;if((d|0)!=(c|0))f[h>>2]=d+(~((d+-8-c|0)>>>3)<<3);sOb(c)}c=f[s>>2]|0}while((c|0)!=(k|0));return}else if((o|0)==49)AMb(r);else if((o|0)==52)vd()}function d_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){e_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;e_a(a,b);return}function e_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function f_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;a:while(1){o=b;r=b+-8|0;p=b+-16|0;s=b+-4|0;while(1){b:while(1){n=a;d=o-n|0;e=d>>3;switch(e|0){case 2:{q=5;break a}case 3:{q=9;break a}case 4:{q=27;break a}case 5:{q=28;break a}case 1:case 0:{q=107;break a}default:{}}if((d|0)<248){q=30;break a}i=(e|0)/2|0;h=a+(i<<3)|0;do if((d|0)>7992){d=(e|0)/4|0;d=j_a(a,a+(d<<3)|0,h,h+(d<<3)|0,r,c)|0;e=h;m=a}else{g=f[h>>2]|0;d=f[a>>2]|0;if(g>>>0<d>>>0)e=1;else if(g>>>0>d>>>0)e=0;else e=(f[a+(i<<3)+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;d=f[r>>2]|0;if(d>>>0<g>>>0)d=1;else if(d>>>0>g>>>0)d=0;else d=(f[s>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0;if(!e){if(!d){d=0;e=h;m=a;break}e=h;m=f[e>>2]|0;e=f[e+4>>2]|0;k=r;l=f[k+4>>2]|0;d=h;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=r;f[d>>2]=m;f[d+4>>2]=e;d=f[h>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[a+(i<<3)+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){d=1;e=h;m=a;break}}e=a;m=f[e>>2]|0;e=f[e+4>>2]|0;k=h;l=f[k+4>>2]|0;d=a;f[d>>2]=f[k>>2];f[d+4>>2]=l;d=h;f[d>>2]=m;f[d+4>>2]=e;d=2;e=h;m=a;break}g=a;e=f[g>>2]|0;g=f[g+4>>2]|0;if(d){l=r;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=1;e=h;m=a;break}l=h;m=f[l+4>>2]|0;d=a;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=h;f[d>>2]=e;f[d+4>>2]=g;d=f[r>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){d=1;e=h;m=a;break}if((f[s>>2]|0)>>>0>=g>>>0){d=1;e=h;m=a;break}}l=r;m=f[l+4>>2]|0;d=h;f[d>>2]=f[l>>2];f[d+4>>2]=m;d=r;f[d>>2]=e;f[d+4>>2]=g;d=2;e=h;m=a}while(0);l=f[m>>2]|0;k=f[e>>2]|0;if(l>>>0<k>>>0){e=r;break}if(l>>>0<=k>>>0)if((f[a+4>>2]|0)>>>0<(f[a+(i<<3)+4>>2]|0)>>>0){e=r;break}if((a|0)!=(p|0)){j=a+(i<<3)+4|0;g=r;e=p;while(1){i=f[e>>2]|0;if(i>>>0<k>>>0){q=82;break b}if(i>>>0<=k>>>0)if((f[g+-4>>2]|0)>>>0<(f[j>>2]|0)>>>0){q=82;break b}g=e+-8|0;if((a|0)==(g|0))break;else{i=e;e=g;g=i}}}d=a+8|0;e=f[r>>2]|0;do if(l>>>0>=e>>>0){if(l>>>0<=e>>>0)if((f[a+4>>2]|0)>>>0<(f[s>>2]|0)>>>0)break;if((d|0)==(r|0)){q=107;break a}g=a+4|0;while(1){e=f[d>>2]|0;if(l>>>0<e>>>0)break;if(l>>>0<=e>>>0)if((f[g>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)break;d=d+8|0;if((d|0)==(r|0)){q=107;break a}}l=d;k=f[l>>2]|0;l=f[l+4>>2]|0;i=r;j=f[i+4>>2]|0;n=d;f[n>>2]=f[i>>2];f[n+4>>2]=j;n=r;f[n>>2]=k;f[n+4>>2]=l;d=d+8|0}while(0);if((d|0)==(r|0)){q=107;break a}i=a+4|0;e=r;a=d;while(1){h=f[m>>2]|0;d=f[a>>2]|0;c:do if(h>>>0>=d>>>0)do{if(h>>>0<=d>>>0)if((f[i>>2]|0)>>>0<(f[a+4>>2]|0)>>>0)break c;a=a+8|0;d=f[a>>2]|0}while(h>>>0>=d>>>0);while(0);d=e;while(1){e=d;d=d+-8|0;g=f[d>>2]|0;if(h>>>0<g>>>0)continue;if(h>>>0>g>>>0)break;if((f[i>>2]|0)>>>0>=(f[e+-4>>2]|0)>>>0)break}if(a>>>0>=d>>>0)continue b;n=a;l=f[n>>2]|0;n=f[n+4>>2]|0;j=d;k=f[j+4>>2]|0;e=a;f[e>>2]=f[j>>2];f[e+4>>2]=k;e=d;f[e>>2]=l;f[e+4>>2]=n;e=d;a=a+8|0}}if((q|0)==82){q=0;l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=e;j=f[i+4>>2]|0;m=a;f[m>>2]=f[i>>2];f[m+4>>2]=j;m=e;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}g=a+8|0;d:do if(g>>>0<e>>>0){l=h;while(1){j=f[l>>2]|0;k=l+4|0;while(1){h=f[g>>2]|0;if(h>>>0>=j>>>0){if(h>>>0>j>>>0)break;if((f[g+4>>2]|0)>>>0>=(f[k>>2]|0)>>>0)break}g=g+8|0}i=e+-8|0;h=f[i>>2]|0;e:do if(h>>>0<j>>>0)e=i;else while(1){if(h>>>0<=j>>>0)if((f[e+-4>>2]|0)>>>0<(f[k>>2]|0)>>>0){e=i;break e}e=i+-8|0;h=f[e>>2]|0;if(h>>>0<j>>>0)break;else{m=i;i=e;e=m}}while(0);if(g>>>0>e>>>0){h=l;i=g;break d}k=g;j=f[k>>2]|0;k=f[k+4>>2]|0;h=e;i=f[h+4>>2]|0;m=g;f[m>>2]=f[h>>2];f[m+4>>2]=i;m=e;f[m>>2]=j;f[m+4>>2]=k;l=(l|0)==(g|0)?e:l;g=g+8|0;d=d+1|0}}else i=g;while(0);do if((i|0)!=(h|0)){e=f[h>>2]|0;g=f[i>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0)break;if((f[h+4>>2]|0)>>>0>=(f[i+4>>2]|0)>>>0)break}l=i;k=f[l>>2]|0;l=f[l+4>>2]|0;g=h;j=f[g+4>>2]|0;m=i;f[m>>2]=f[g>>2];f[m+4>>2]=j;m=h;f[m>>2]=k;f[m+4>>2]=l;d=d+1|0}while(0);if(!d){d=l_a(a,i,c)|0;e=i+8|0;if(l_a(e,b,c)|0){q=106;break}if(d){a=e;continue}}m=i;if((m-n|0)>=(o-m|0)){q=105;break}f_a(a,i,c);a=i+8|0}if((q|0)==105){q=0;f_a(i+8|0,b,c);b=i;continue}else if((q|0)==106){q=0;if(d){q=107;break}else{b=i;continue}}}if((q|0)==5){b=f[r>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}q=a;c=f[q>>2]|0;q=f[q+4>>2]|0;o=r;p=f[o+4>>2]|0;s=a;f[s>>2]=f[o>>2];f[s+4>>2]=p;s=r;f[s>>2]=c;f[s+4>>2]=q;return}else if((q|0)==9){g=a+8|0;e=f[g>>2]|0;b=f[a>>2]|0;if(e>>>0<b>>>0)d=1;else if(e>>>0>b>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;b=f[r>>2]|0;if(b>>>0<e>>>0)b=1;else if(b>>>0>e>>>0)b=0;else b=(f[s>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!b)return;d=g;s=f[d>>2]|0;d=f[d+4>>2]|0;c=r;q=f[c+4>>2]|0;b=g;f[b>>2]=f[c>>2];f[b+4>>2]=q;b=r;f[b>>2]=s;f[b+4>>2]=d;b=f[g>>2]|0;d=f[a>>2]|0;if(b>>>0>=d>>>0){if(b>>>0>d>>>0)return;if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0)return}r=a;q=f[r>>2]|0;r=f[r+4>>2]|0;p=g;c=f[p+4>>2]|0;s=a;f[s>>2]=f[p>>2];f[s+4>>2]=c;s=g;f[s>>2]=q;f[s+4>>2]=r;return}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(b){c=r;q=f[c+4>>2]|0;s=a;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}c=g;q=f[c+4>>2]|0;f[a>>2]=f[c>>2];f[a+4>>2]=q;a=g;f[a>>2]=d;f[a+4>>2]=e;a=f[r>>2]|0;if(a>>>0>=d>>>0){if(a>>>0>d>>>0)return;if((f[s>>2]|0)>>>0>=e>>>0)return}c=r;q=f[c+4>>2]|0;s=g;f[s>>2]=f[c>>2];f[s+4>>2]=q;s=r;f[s>>2]=d;f[s+4>>2]=e;return}else if((q|0)==27){i_a(a,a+8|0,a+16|0,r,c)|0;return}else if((q|0)==28){j_a(a,a+8|0,a+16|0,a+24|0,r,c)|0;return}else if((q|0)==30){k_a(a,b,c);return}else if((q|0)==107)return}function g_a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){h_a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;h_a(a,b);return}function h_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[a+4>>2]=0;return}if(b>>>0>1073741823)vd();m=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=m;if(c|0)sOb(c);f[a+4>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;l=b+-1|0;m=(l&b|0)==0;if(m)c=c&l;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){b:do if(m){k=d;while(1){d=e;while(1){j=f[d+4>>2]&l;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}i=d+8|0;e=d;while(1){h=f[e>>2]|0;if(!h)break;if((f[i>>2]|0)==(f[h+8>>2]|0))e=h;else break}f[k>>2]=h;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}else{k=d;while(1){d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)j=e;else j=(e>>>0)%(b>>>0)|0;if((j|0)==(c|0))break;e=(f[a>>2]|0)+(j<<2)|0;if(!(f[e>>2]|0)){g=k;c=j;break b}h=d+8|0;e=d;while(1){i=f[e>>2]|0;if(!i)break;if((f[h>>2]|0)==(f[i+8>>2]|0))e=i;else break}f[k>>2]=i;f[e>>2]=f[f[(f[a>>2]|0)+(j<<2)>>2]>>2];f[f[(f[a>>2]|0)+(j<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=37;break a}}e=f[d>>2]|0;if(!e){c=37;break a}else{g=d;k=d}}}while(0);f[e>>2]=g;e=f[d>>2]|0;if(!e){c=37;break}else g=d}if((c|0)==37)return}function i_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0<e>>>0)e=1;else if(h>>>0>e>>>0)e=0;else e=(f[b+4>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[c>>2]|0;if(g>>>0<h>>>0)h=1;else if(g>>>0>h>>>0)h=0;else h=(f[c+4>>2]|0)>>>0<(f[b+4>>2]|0)>>>0;do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if(g>>>0>=i>>>0){if(g>>>0>i>>>0){j=1;break}if((f[c+4>>2]|0)>>>0>=e>>>0){j=1;break}}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if(e>>>0>=h>>>0){if(e>>>0>h>>>0){j=1;break}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){j=1;break}}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if(e>>>0>=g>>>0){if(e>>>0>g>>>0){b=j;return b|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){b=j;return b|0}}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){k=e;return k|0}}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){k=e;return k|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){k=e;return k|0}}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function j_a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0;i=i_a(a,b,c,d,g)|0;g=f[e>>2]|0;h=f[d>>2]|0;if(g>>>0>=h>>>0){if(g>>>0>h>>>0){b=i;return b|0}if((f[e+4>>2]|0)>>>0>=(f[d+4>>2]|0)>>>0){b=i;return b|0}}h=d;j=f[h>>2]|0;h=f[h+4>>2]|0;l=e;k=f[l+4>>2]|0;g=d;f[g>>2]=f[l>>2];f[g+4>>2]=k;g=e;f[g>>2]=j;f[g+4>>2]=h;g=i+1|0;h=f[d>>2]|0;e=f[c>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[d+4>>2]|0)>>>0>=(f[c+4>>2]|0)>>>0){l=g;return l|0}}h=c;e=f[h>>2]|0;h=f[h+4>>2]|0;k=d;l=f[k+4>>2]|0;g=c;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=d;f[g>>2]=e;f[g+4>>2]=h;g=i+2|0;h=f[c>>2]|0;e=f[b>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[c+4>>2]|0)>>>0>=(f[b+4>>2]|0)>>>0){l=g;return l|0}}h=b;e=f[h>>2]|0;h=f[h+4>>2]|0;k=c;l=f[k+4>>2]|0;g=b;f[g>>2]=f[k>>2];f[g+4>>2]=l;g=c;f[g>>2]=e;f[g+4>>2]=h;g=i+3|0;h=f[b>>2]|0;e=f[a>>2]|0;if(h>>>0>=e>>>0){if(h>>>0>e>>>0){l=g;return l|0}if((f[b+4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){l=g;return l|0}}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function k_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;k=a+16|0;i=a+8|0;c=f[i>>2]|0;h=f[a>>2]|0;if(c>>>0<h>>>0)d=1;else if(c>>>0>h>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;e=f[k>>2]|0;if(e>>>0<c>>>0)g=1;else if(e>>>0>c>>>0)g=0;else g=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(d){d=a;c=f[d>>2]|0;d=f[d+4>>2]|0;if(g){i=k;j=f[i+4>>2]|0;e=a;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c;break}g=i;h=f[g+4>>2]|0;j=a;f[j>>2]=f[g>>2];f[j+4>>2]=h;j=i;f[j>>2]=c;f[j+4>>2]=d;if(e>>>0>=c>>>0){if(e>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=d>>>0)break}h=k;j=f[h+4>>2]|0;e=i;f[e>>2]=f[h>>2];f[e+4>>2]=j;e=k;f[e>>2]=c;f[e+4>>2]=d;e=c}else if(g){g=i;e=f[g>>2]|0;g=f[g+4>>2]|0;d=k;c=f[d>>2]|0;d=f[d+4>>2]|0;j=i;f[j>>2]=c;f[j+4>>2]=d;j=k;f[j>>2]=e;f[j+4>>2]=g;if(h>>>0<=c>>>0){if(h>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=d>>>0)break}h=a;g=f[h>>2]|0;h=f[h+4>>2]|0;j=a;f[j>>2]=c;f[j+4>>2]=d;j=i;f[j>>2]=g;f[j+4>>2]=h}while(0);c=a+24|0;if((c|0)==(b|0))return;else{j=c;c=k}while(1){d=f[j>>2]|0;if(d>>>0<e>>>0)l=24;else if(d>>>0<=e>>>0)if((f[j+4>>2]|0)>>>0<(f[c+4>>2]|0)>>>0)l=24;if((l|0)==24){l=0;i=j;h=f[i>>2]|0;i=f[i+4>>2]|0;e=c;g=f[e+4>>2]|0;k=j;f[k>>2]=f[e>>2];f[k+4>>2]=g;a:do if((c|0)!=(a|0)){g=c;while(1){e=c;c=g+-8|0;d=f[c>>2]|0;if(d>>>0<=h>>>0){if(d>>>0<h>>>0){c=e;break a}if((f[g+-4>>2]|0)>>>0<=i>>>0){c=e;break a}}d=c;g=f[d+4>>2]|0;k=e;f[k>>2]=f[d>>2];f[k+4>>2]=g;if((c|0)==(a|0))break;else g=c}}while(0);k=c;f[k>>2]=h;f[k+4>>2]=i}c=j+8|0;if((c|0)==(b|0))break;e=f[j>>2]|0;k=j;j=c;c=k}return}function l_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if(d>>>0>=e>>>0){if(d>>>0>e>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if(e>>>0<c>>>0)d=1;else if(e>>>0>c>>>0)d=0;else d=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;c=f[g>>2]|0;if(c>>>0<e>>>0)c=1;else if(c>>>0>e>>>0)c=0;else c=(f[b+-4>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[a+12>>2]|0)>>>0>=(f[a+4>>2]|0)>>>0){b=1;return b|0}}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if(c>>>0>=d>>>0){if(c>>>0>d>>>0){b=1;return b|0}if((f[b+-4>>2]|0)>>>0>=e>>>0){b=1;return b|0}}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{i_a(a,a+8|0,a+16|0,b+-8|0,c)|0;b=1;return b|0}case 5:{j_a(a,a+8|0,a+16|0,a+24|0,b+-8|0,c)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if(c>>>0<i>>>0)e=1;else if(c>>>0>i>>>0)e=0;else e=(f[a+12>>2]|0)>>>0<(f[a+4>>2]|0)>>>0;g=f[d>>2]|0;if(g>>>0<c>>>0)h=1;else if(g>>>0>c>>>0)h=0;else h=(f[a+20>>2]|0)>>>0<(f[a+12>>2]|0)>>>0;do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if(g>>>0>=c>>>0){if(g>>>0>c>>>0)break;if((f[a+20>>2]|0)>>>0>=e>>>0)break}i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if(i>>>0<=c>>>0){if(i>>>0<c>>>0)break;if((f[a+4>>2]|0)>>>0<=e>>>0)break}i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if(e>>>0<g>>>0)l=48;else if(e>>>0<=g>>>0)if((f[k+4>>2]|0)>>>0<(f[d+4>>2]|0)>>>0)l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if(e>>>0<=i>>>0){if(e>>>0<i>>>0){d=g;break b}if((f[h+-4>>2]|0)>>>0<=j>>>0){d=g;break b}}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function m_a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;e=f[a>>2]|0;k=e;l=(f[b>>2]|0)-k|0;b=e+(l>>3<<3)|0;e=f[c>>2]|0;q=f[d>>2]|0;j=q;g=e;if((e|0)==(q|0)){r=b;return r|0}i=0;d=e;while(1){n=i+1|0;d=f[d>>2]|0;if((q|0)==(d|0))break;else i=n}if((i|0)<=-1){r=b;return r|0}p=a+8|0;h=f[p>>2]|0;r=a+4|0;o=f[r>>2]|0;d=o;if((i|0)<(h-d>>3|0)){h=d-b|0;d=h>>3;if((i|0)<(d|0)){g=j;d=o}else{i=(h|0)>0;if(i)while(1){g=f[g>>2]|0;if((d|0)>1)d=d+-1|0;else break}if((q|0)==(g|0))d=o;else{h=g;d=o;do{p=h+8|0;a=f[p+4>>2]|0;f[d>>2]=f[p>>2];f[d+4>>2]=a;h=f[h>>2]|0;d=(f[r>>2]|0)+8|0;f[r>>2]=d}while((q|0)!=(h|0))}if(!i){r=b;return r|0}}j=d-(b+(n<<3))|0;k=j>>3;h=b+(k<<3)|0;if(h>>>0<o>>>0){i=d;do{p=h;a=f[p+4>>2]|0;q=i;f[q>>2]=f[p>>2];f[q+4>>2]=a;h=h+8|0;i=(f[r>>2]|0)+8|0;f[r>>2]=i}while(h>>>0<o>>>0)}if(k){cQb(d+(0-k<<3)|0,b|0,j|0)|0;e=f[c>>2]|0}if((e|0)==(g|0)){r=b;return r|0}d=b;while(1){a=e+8|0;q=f[a+4>>2]|0;r=d;f[r>>2]=f[a>>2];f[r+4>>2]=q;e=f[e>>2]|0;if((g|0)==(e|0))break;else d=d+8|0}return b|0}else{d=(d-k>>3)+n|0;if(d>>>0>536870911)AMb(a);k=h-k|0;g=k>>2;g=k>>3>>>0<268435455?(g>>>0<d>>>0?d:g):536870911;k=b;d=l>>3;do if(!g)m=0;else if(g>>>0>536870911)vd();else{m=pOb(g<<3)|0;break}while(0);l=m+(d<<3)|0;j=m+(g<<3)|0;i=l;d=l;g=e;h=e;while(1){c=g+8|0;e=f[c+4>>2]|0;f[i>>2]=f[c>>2];f[i+4>>2]=e;i=d+8|0;e=i;h=f[h>>2]|0;if((q|0)==(h|0))break;else{d=e;g=h}}g=f[a>>2]|0;d=k-g|0;h=l+(0-(d>>3)<<3)|0;if((d|0)>0)bQb(h|0,g|0,d|0)|0;d=(f[r>>2]|0)-k|0;if((d|0)>0){bQb(i|0,b|0,d|0)|0;e=i+(d>>>3<<3)|0;b=f[a>>2]|0}else b=g;f[a>>2]=h;f[r>>2]=e;f[p>>2]=j;if(!b){r=l;return r|0}sOb(b);r=l;return r|0}return 0}function n_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;e=f[c>>2]|0;if(!e){d=c;e=0}else{d=f[c+4>>2]|0;if(!d)d=c;else while(1){e=f[d>>2]|0;if(!e){e=0;break}else d=e}}k=d+4|0;l=f[(e|0?d:k)>>2]|0;m=(l|0)!=0;j=d+8|0;if(m)f[l+8>>2]=f[j>>2];e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){f[e>>2]=l;if((d|0)==(a|0)){a=l;g=0}else g=f[e+4>>2]|0}else f[e+4>>2]=l;h=d+12|0;i=(b[h>>0]|0)!=0;if((d|0)!=(c|0)){n=c+8|0;e=f[n>>2]|0;f[j>>2]=e;f[((f[f[n>>2]>>2]|0)==(c|0)?e:e+4|0)>>2]=d;e=f[c>>2]|0;f[d>>2]=e;f[e+8>>2]=d;e=f[c+4>>2]|0;f[k>>2]=e;if(e|0)f[e+8>>2]=d;b[h>>0]=b[c+12>>0]|0;a=(a|0)==(c|0)?d:a}if(!(i&(a|0)!=0))return;if(m){b[l+12>>0]=1;return}else j=g;while(1){g=j+8|0;h=f[g>>2]|0;d=j+12|0;e=(b[d>>0]|0)!=0;if((f[h>>2]|0)==(j|0)){if(e)i=j;else{b[d>>0]=1;b[h+12>>0]=0;d=j+4|0;e=f[d>>2]|0;f[h>>2]=e;if(e|0)f[e+8>>2]=h;i=h+8|0;f[g>>2]=f[i>>2];n=f[i>>2]|0;f[((f[n>>2]|0)==(h|0)?n:n+4|0)>>2]=j;f[d>>2]=h;f[i>>2]=j;i=f[h>>2]|0;a=(a|0)==(h|0)?j:a}d=f[i>>2]|0;g=(d|0)==0;if(!g)if(!(b[d+12>>0]|0)){h=49;break}e=f[i+4>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=48;break}b[i+12>>0]=0;d=f[i+8>>2]|0;e=d+12|0;if((d|0)==(a|0)|(b[e>>0]|0)==0){h=47;break}}else{if(e)g=j;else{b[d>>0]=1;b[h+12>>0]=0;n=h+4|0;d=f[n>>2]|0;e=f[d>>2]|0;f[n>>2]=e;if(e|0)f[e+8>>2]=h;n=h+8|0;f[d+8>>2]=f[n>>2];g=f[n>>2]|0;f[((f[g>>2]|0)==(h|0)?g:g+4|0)>>2]=d;f[d>>2]=h;f[n>>2]=d;n=f[j>>2]|0;g=f[n+4>>2]|0;a=(a|0)==(n|0)?j:a}e=f[g>>2]|0;if(e|0)if(!(b[e+12>>0]|0)){h=30;break}d=f[g+4>>2]|0;if(d|0)if(!(b[d+12>>0]|0)){a=d;h=31;break}b[g+12>>0]=0;d=f[g+8>>2]|0;if((d|0)==(a|0)){h=29;break}if(!(b[d+12>>0]|0)){a=d;h=29;break}}j=f[d+8>>2]|0;j=f[((f[j>>2]|0)==(d|0)?j+4|0:j)>>2]|0}if((h|0)==29){b[a+12>>0]=1;return}else if((h|0)==30){a=f[g+4>>2]|0;if(!a)h=32;else h=31}else if((h|0)==47){b[e>>0]=1;return}else if((h|0)==48)if(g)h=50;else h=49;if((h|0)==31)if(!(b[a+12>>0]|0)){d=g;h=35}else h=32;else if((h|0)==49)if(!(b[d+12>>0]|0)){a=i;h=53}else h=50;if((h|0)==32){b[e+12>>0]=1;b[g+12>>0]=0;a=e+4|0;d=f[a>>2]|0;f[g>>2]=d;if(d|0)f[d+8>>2]=g;d=g+8|0;f[e+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(g|0)?h:h+4|0)>>2]=e;f[a>>2]=g;f[d>>2]=e;d=e;a=g;h=35}else if((h|0)==50){n=i+4|0;a=f[n>>2]|0;b[a+12>>0]=1;b[i+12>>0]=0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=i;d=i+8|0;f[a+8>>2]=f[d>>2];h=f[d>>2]|0;f[((f[h>>2]|0)==(i|0)?h:h+4|0)>>2]=a;f[a>>2]=i;f[d>>2]=a;d=i;h=53}if((h|0)==35){e=f[d+8>>2]|0;n=e+12|0;b[d+12>>0]=b[n>>0]|0;b[n>>0]=1;b[a+12>>0]=1;n=e+4|0;a=f[n>>2]|0;d=f[a>>2]|0;f[n>>2]=d;if(d|0)f[d+8>>2]=e;n=e+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(e|0)?c:c+4|0)>>2]=a;f[a>>2]=e;f[n>>2]=a;return}else if((h|0)==53){g=f[a+8>>2]|0;e=g+12|0;b[a+12>>0]=b[e>>0]|0;b[e>>0]=1;b[d+12>>0]=1;a=f[g>>2]|0;d=a+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;n=g+8|0;f[a+8>>2]=f[n>>2];c=f[n>>2]|0;f[((f[c>>2]|0)==(g|0)?c:c+4|0)>>2]=a;f[d>>2]=g;f[n>>2]=a;return}}function o_a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;l=e+4|0;n=f[l>>2]|0;if(!n){x=1;return x|0}j=n+-1|0;i=(j&n|0)==0;if(i)k=j&d;else if(n>>>0>d>>>0)k=d;else k=(d>>>0)%(n>>>0)|0;h=f[(f[e>>2]|0)+(k<<2)>>2]|0;if(!h){x=1;return x|0}h=f[h>>2]|0;if(!h){x=1;return x|0}a:do if(i){while(1){o=f[h+4>>2]|0;i=(o|0)==(d|0);if(!(i|(o&j|0)==(k|0))){h=1;x=70;break}if(i)if((f[h+8>>2]|0)==(d|0)){v=h;break a}h=f[h>>2]|0;if(!h){h=1;x=70;break}}if((x|0)==70)return h|0}else{i=h;while(1){h=f[i+4>>2]|0;if((h|0)==(d|0)){if((f[i+8>>2]|0)==(d|0)){v=i;break a}}else{if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)!=(k|0)){h=1;x=70;break}}i=f[i>>2]|0;if(!i){h=1;x=70;break}}if((x|0)==70)return h|0}while(0);o=v+12|0;h=f[o>>2]|0;k=(f[v+16>>2]|0)-h|0;i=(k|0)/28|0;b:do if(!k)h=d;else{c:do if(I_a(b,c,h)|0){h=0;while(1){h=h+1|0;if(h>>>0>=i>>>0)break;if(!(I_a(b,c,(f[o>>2]|0)+(h*28|0)|0)|0)){g=h;break c}}n=f[l>>2]|0;h=f[v+4>>2]|0;break b}else g=0;while(0);j=f[o>>2]|0;J_a(o,j,j+(g*28|0)|0);j=a+464|0;g=a+468|0;h=f[g>>2]|0;do if(!h){r=g;s=g}else{i=a+468|0;d:while(1){g=f[h+16>>2]|0;do if(g>>>0>d>>>0)x=27;else{if(g>>>0>=d>>>0){g=f[h+20>>2]|0;if((g|0)>2){x=27;break}if((g|0)==2){x=32;break d}}q=h+4|0;g=f[q>>2]|0;if(!g){x=31;break d}else{p=q;m=g}}while(0);if((x|0)==27){x=0;g=f[h>>2]|0;if(!g){x=28;break}else{p=h;m=g}}i=p;h=m}if((x|0)==28){r=h;s=h;break}else if((x|0)==31){r=h;s=q;break}else if((x|0)==32){r=h;s=i;break}}while(0);if(f[s>>2]|0){x=0;return x|0}g=pOb(24)|0;h=g+16|0;f[h>>2]=d;f[h+4>>2]=2;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=r;f[s>>2]=g;h=f[f[j>>2]>>2]|0;if(h){f[j>>2]=h;g=f[s>>2]|0}r_a(f[a+468>>2]|0,g);x=a+472|0;f[x>>2]=(f[x>>2]|0)+1;x=0;return x|0}while(0);b=f[v>>2]|0;l=n+-1|0;m=(l&n|0)==0;if(m)h=l&h;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;k=(f[e>>2]|0)+(h<<2)|0;c=f[k>>2]|0;while(1){i=f[c>>2]|0;if((i|0)==(v|0))break;else c=i}if((c|0)==(e+8|0))x=53;else{i=f[c+4>>2]|0;if(m)i=i&l;else if(i>>>0>=n>>>0)i=(i>>>0)%(n>>>0)|0;if((i|0)==(h|0)){t=b;x=61}else x=53}do if((x|0)==53){if(b|0){i=f[b+4>>2]|0;if(m)j=i&l;else if(i>>>0<n>>>0)j=i;else j=(i>>>0)%(n>>>0)|0;if((j|0)==(h|0)){g=i;w=b;x=63;break}}f[k>>2]=0;t=f[v>>2]|0;x=61}while(0);if((x|0)==61){i=t;if(!t)u=i;else{g=f[t+4>>2]|0;w=i;x=63}}if((x|0)==63){if(m)g=g&l;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;if((g|0)==(h|0))u=w;else{f[(f[e>>2]|0)+(g<<2)>>2]=c;u=f[v>>2]|0}}f[c>>2]=u;f[v>>2]=0;x=e+12|0;f[x>>2]=(f[x>>2]|0)+-1;UYa(o);sOb(v);x=1;return x|0}function p_a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;f[a+440>>2]=b;p=a+448|0;i=f[p>>2]|0;if(!i)return;e=i+-1|0;d=(e&i|0)==0;if(d)g=e&b;else if(i>>>0>b>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;s=a+444|0;c=f[(f[s>>2]|0)+(g<<2)>>2]|0;if(!c)return;c=f[c>>2]|0;if(!c)return;a:do if(d){while(1){j=f[c+4>>2]|0;d=(j|0)==(b|0);if(!(d|(j&e|0)==(g|0))){q=64;break}if(d)if((f[c+8>>2]|0)==(b|0)){t=c;break a}c=f[c>>2]|0;if(!c){q=64;break}}if((q|0)==64)return}else{d=c;while(1){c=f[d+4>>2]|0;if((c|0)==(b|0)){if((f[d+8>>2]|0)==(b|0)){t=d;break a}}else{if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){q=64;break}}d=f[d>>2]|0;if(!d){q=64;break}}if((q|0)==64)return}while(0);j=a+464|0;g=b+1|0;h=f[t+12>>2]|0;c=a+468|0;d=f[c>>2]|0;do if(!d){n=c;o=c}else{e=a+468|0;b:while(1){c=f[d+16>>2]|0;do if(g>>>0<c>>>0)q=25;else{if(c>>>0>=g>>>0){c=f[d+20>>2]|0;if((h|0)<(c|0)){q=25;break}if((c|0)>=(h|0)){q=30;break b}}m=d+4|0;c=f[m>>2]|0;if(!c){q=29;break b}else{l=m;k=c}}while(0);if((q|0)==25){q=0;c=f[d>>2]|0;if(!c){q=26;break}else{l=d;k=c}}e=l;d=k}if((q|0)==26){n=d;o=d;break}else if((q|0)==29){n=d;o=m;break}else if((q|0)==30){n=d;o=e;break}}while(0);if(!(f[o>>2]|0)){b=pOb(24)|0;c=b+16|0;f[c>>2]=g;f[c+4>>2]=h;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=n;f[o>>2]=b;c=f[f[j>>2]>>2]|0;if(c){f[j>>2]=c;b=f[o>>2]|0}r_a(f[a+468>>2]|0,b);i=a+472|0;f[i>>2]=(f[i>>2]|0)+1;i=f[p>>2]|0;b=f[t+4>>2]|0}d=i+-1|0;e=(d&i|0)==0;if(e)g=d&b;else if(b>>>0<i>>>0)g=b;else g=(b>>>0)%(i>>>0)|0;c=(f[s>>2]|0)+(g<<2)|0;h=f[c>>2]|0;while(1){b=f[h>>2]|0;if((b|0)==(t|0))break;else h=b}if((h|0)==(a+452|0))q=49;else{b=f[h+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0))r=t;else q=49}do if((q|0)==49){b=f[t>>2]|0;if(b|0){b=f[b+4>>2]|0;if(e)b=b&d;else if(b>>>0>=i>>>0)b=(b>>>0)%(i>>>0)|0;if((b|0)==(g|0)){r=t;break}}f[c>>2]=0;r=t}while(0);c=f[r>>2]|0;b=c;if(c){c=f[c+4>>2]|0;if(e)c=c&d;else if(c>>>0>=i>>>0)c=(c>>>0)%(i>>>0)|0;if((c|0)!=(g|0)){f[(f[s>>2]|0)+(c<<2)>>2]=h;b=f[t>>2]|0}}f[h>>2]=b;f[r>>2]=0;a=a+456|0;f[a>>2]=(f[a>>2]|0)+-1;sOb(t);return}function q_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{vRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,3)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){$E(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{H_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function r_a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=(c|0)==(a|0);b[c+12>>0]=j&1;if(j)return;while(1){i=c+8|0;d=f[i>>2]|0;h=d+12|0;if(b[h>>0]|0){g=23;break}j=d+8|0;e=f[j>>2]|0;g=f[e>>2]|0;if((g|0)==(d|0)){g=f[e+4>>2]|0;if(!g){g=7;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=7;break}}else{if(!g){g=16;break}g=g+12|0;if(!(b[g>>0]|0))c=g;else{g=16;break}}b[h>>0]=1;j=(e|0)==(a|0);b[e+12>>0]=j&1;b[c>>0]=1;if(j){g=23;break}else c=e}if((g|0)==7){if((f[d>>2]|0)==(c|0)){c=d;g=e}else{i=d+4|0;g=f[i>>2]|0;c=f[g>>2]|0;f[i>>2]=c;if(!c)c=e;else{f[c+8>>2]=d;c=f[j>>2]|0}f[g+8>>2]=c;c=f[j>>2]|0;f[((f[c>>2]|0)==(d|0)?c:c+4|0)>>2]=g;f[g>>2]=d;f[j>>2]=g;c=g;g=f[g+8>>2]|0}b[c+12>>0]=1;b[g+12>>0]=0;c=f[g>>2]|0;d=c+4|0;e=f[d>>2]|0;f[g>>2]=e;if(e|0)f[e+8>>2]=g;j=g+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(g|0)?i:i+4|0)>>2]=c;f[d>>2]=g;f[j>>2]=c;return}else if((g|0)==16){if((f[d>>2]|0)==(c|0)){h=c+4|0;g=f[h>>2]|0;f[d>>2]=g;if(g){f[g+8>>2]=d;e=f[j>>2]|0}f[i>>2]=e;e=f[j>>2]|0;f[((f[e>>2]|0)==(d|0)?e:e+4|0)>>2]=c;f[h>>2]=d;f[j>>2]=c;d=c;e=f[c+8>>2]|0}b[d+12>>0]=1;b[e+12>>0]=0;j=e+4|0;c=f[j>>2]|0;d=f[c>>2]|0;f[j>>2]=d;if(d|0)f[d+8>>2]=e;j=e+8|0;f[c+8>>2]=f[j>>2];i=f[j>>2]|0;f[((f[i>>2]|0)==(e|0)?i:i+4|0)>>2]=c;f[c>>2]=e;f[j>>2]=c;return}else if((g|0)==23)return}function s_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;o=u;u=u+32|0;k=o+16|0;l=o;f[l>>2]=0;n=l+4|0;f[n>>2]=0;f[l+8>>2]=0;d=f[c>>2]|0;j=f[c+4>>2]|0;h=d+(j<<3)|0;a:do if(!j)m=13;else{i=k+4|0;j=l+8|0;do{uRa(k,b,d);if(!(f[k>>2]|0))e=B_a(a,d,4)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[n>>2]|0;if((e|0)==(f[j>>2]|0)){xM(l,d);break b}else{q=d;p=f[q+4>>2]|0;g=e;f[g>>2]=f[q>>2];f[g+4>>2]=p;f[n>>2]=(f[n>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[l>>2]|0)==(f[n>>2]|0))m=13;else{G_a(c+24|0,l,c);g=1}}while(0);if((m|0)==13){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[l>>2]|0;if(!d){u=o;return g|0}e=f[n>>2]|0;if((e|0)!=(d|0))f[n>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=o;return g|0}function t_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0;q=u;u=u+32|0;l=q+24|0;m=q+8|0;n=q;f[m>>2]=0;p=m+4|0;f[p>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;if(!k)o=16;else{i=l+4|0;j=n+4|0;k=m+8|0;do{DRa(l,b,d);if(!(f[l>>2]|0))e=B_a(a,d,1)|0;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);a:do switch(e<<24>>24){case 0:{eRa(n,b,d,0,0);e=f[j>>2]|0;if(e|0)iOb(e);xh[f[(f[a>>2]|0)+16>>2]&127](a,d,0);break}case 3:{e=f[p>>2]|0;if((e|0)==(f[k>>2]|0)){uH(m,d);break a}else{s=d;r=f[s+4>>2]|0;g=e;f[g>>2]=f[s>>2];f[g+4>>2]=r;f[p>>2]=(f[p>>2]|0)+8;break a}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[p>>2]|0))o=16;else F_a(c+24|0,m,c)}if((o|0)==16){s=f[c+24>>2]|0;oh[f[(f[s>>2]|0)+8>>2]&1023](s,c)}d=f[m>>2]|0;if(!d){u=q;return}e=f[p>>2]|0;if((e|0)!=(d|0))f[p>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=q;return}function u_a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;e=f[d>>2]|0;k=f[d+4>>2]|0;i=e+(k<<3)|0;a:do if(!k)n=14;else{j=l+4|0;k=m+8|0;do{zRa(l,c,e);g=f[l>>2]|0;if(!g)n=5;else if(!(b[(f[g+44>>2]|0)+148>>0]&2))n=5;else g=1;if((n|0)==5){n=0;g=B_a(a,e,7)|0}h=f[j>>2]|0;if(h|0)iOb(h);b:do switch(g<<24>>24){case 0:{h=0;break a}case 3:{g=f[o>>2]|0;if((g|0)==(f[k>>2]|0)){kG(m,e);break b}else{r=e;q=f[r+4>>2]|0;h=g;f[h>>2]=f[r>>2];f[h+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);e=e+8|0}while((e|0)!=(i|0));if((f[m>>2]|0)==(f[o>>2]|0))n=14;else{E_a(d+24|0,m,d);h=1}}while(0);if((n|0)==14){h=f[d+24>>2]|0;oh[f[(f[h>>2]|0)+8>>2]&1023](h,d);h=1}e=f[m>>2]|0;if(!e){u=p;return h|0}g=f[o>>2]|0;if((g|0)!=(e|0))f[o>>2]=g+(~((g+-8-e|0)>>>3)<<3);sOb(e);u=p;return h|0}function v_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=15;else{i=l+4|0;j=m+8|0;k=c+20|0;do{sRa(l,b,d);e=f[l>>2]|0;if(!e)e=B_a(a,d,8)|0;else if(!(f[k>>2]&1))e=((NFa(e)|0)^1)&1;else e=1;g=f[i>>2]|0;if(g|0)iOb(g);b:do switch(e<<24>>24){case 0:{g=0;break a}case 3:{e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){lE(m,d);break b}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break b}}default:{}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=15;else{D_a(c+24|0,m,c);g=1}}while(0);if((n|0)==15){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function w_a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;p=u;u=u+32|0;l=p+16|0;m=p;f[m>>2]=0;o=m+4|0;f[o>>2]=0;f[m+8>>2]=0;d=f[c>>2]|0;k=f[c+4>>2]|0;h=d+(k<<3)|0;a:do if(!k)n=16;else{i=l+4|0;j=m+8|0;k=c+20|0;do{CRa(l,b,d);e=f[l>>2]|0;if(!e){e=B_a(a,d,10)|0;n=6}else if(lFa(e,b,(f[k>>2]|0)>>>1&1,0)|0){e=f[i>>2]|0;if(e|0)iOb(e)}else{e=0;n=6}b:do if((n|0)==6){n=0;g=f[i>>2]|0;if(g|0)iOb(g);switch(e<<24>>24){case 0:{g=0;break a}case 3:break;default:break b}e=f[o>>2]|0;if((e|0)==(f[j>>2]|0)){SD(m,d);break}else{r=d;q=f[r+4>>2]|0;g=e;f[g>>2]=f[r>>2];f[g+4>>2]=q;f[o>>2]=(f[o>>2]|0)+8;break}}while(0);d=d+8|0}while((d|0)!=(h|0));if((f[m>>2]|0)==(f[o>>2]|0))n=16;else{C_a(c+24|0,m,c);g=1}}while(0);if((n|0)==16){g=f[c+24>>2]|0;oh[f[(f[g>>2]|0)+8>>2]&1023](g,c);g=1}d=f[m>>2]|0;if(!d){u=p;return g|0}e=f[o>>2]|0;if((e|0)!=(d|0))f[o>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);u=p;return g|0}function x_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;h=f[a+16>>2]|0;a:{OYa(h+428|0,f[h+432>>2]|0);b=f[h+416>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;sOb(g)}while((b|0)!=0);b=f[(h+408|0)>>2]|0;f[(h+408|0)>>2]=0;if(b|0)sOb(b);b=f[h+396>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[c+12>>2]|0;if(d|0){e=f[(c+16|0)>>2]|0;if((e|0)!=(d|0))f[(c+16|0)>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d)}sOb(c)}while((b|0)!=0);b=f[(h+388|0)>>2]|0;f[(h+388|0)>>2]=0;if(b|0)sOb(b);b=f[h+376>>2]|0;if(b|0){c=f[(h+380|0)>>2]|0;if((c|0)!=(b|0))f[(h+380|0)>>2]=c+(~((c+-8-b|0)>>>3)<<3);sOb(b)}b=f[h+364>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;c=f[(g+32|0)>>2]|0;f[(g+32|0)>>2]=0;if(c|0)gh[f[(f[c>>2]|0)+4>>2]&2047](c);c=f[g+20>>2]|0;if(c|0)do{d=c;c=f[c>>2]|0;e=f[(d+12|0)>>2]|0;f[(d+12|0)>>2]=0;if(e|0)gh[f[(f[e>>2]|0)+4>>2]&2047](e);sOb(d)}while((c|0)!=0);c=f[(g+12|0)>>2]|0;f[(g+12|0)>>2]=0;if(c|0)sOb(c);sOb(g)}while((b|0)!=0);b=f[(h+356|0)>>2]|0;f[(h+356|0)>>2]=0;if(b|0)sOb(b);b=f[h+344>>2]|0;if(b|0)do{e=b;b=f[b>>2]|0;c=f[(e+20|0)>>2]|0;if(c|0){d=f[(e+24|0)>>2]|0;if((d|0)!=(c|0)){do{g=d+-4|0;f[(e+24|0)>>2]=g;d=f[g>>2]|0;f[g>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=f[(e+24|0)>>2]|0}while((d|0)!=(c|0));c=f[(e+20|0)>>2]|0}sOb(c)}sOb(e)}while((b|0)!=0);b=f[(h+336|0)>>2]|0;f[(h+336|0)>>2]=0;if(b|0)sOb(b);MYa(f[h+324>>2]|0);b=f[(h+316|0)>>2]|0;f[(h+316|0)>>2]=0;if(b|0)sOb(b);b=f[h+304>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+296|0)>>2]|0;f[(h+296|0)>>2]=0;if(b|0)sOb(b);b=f[h+284>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+276|0)>>2]|0;f[(h+276|0)>>2]=0;if(b|0)sOb(b);b=f[h+264>>2]|0;if(b|0)do{c=b;b=f[b>>2]|0;d=f[(c+12|0)>>2]|0;f[(c+12|0)>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);sOb(c)}while((b|0)!=0);b=f[(h+256|0)>>2]|0;f[(h+256|0)>>2]=0;if(b|0)sOb(b);PYa(h+244|0);b=f[h+232>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;PYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+224|0)>>2]|0;f[(h+224|0)>>2]=0;if(b|0)sOb(b);QYa(h+212|0);b=f[h+200>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;QYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+192|0)>>2]|0;f[(h+192|0)>>2]=0;if(b|0)sOb(b);RYa(h+180|0);b=f[h+168>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;RYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+160|0)>>2]|0;f[(h+160|0)>>2]=0;if(b|0)sOb(b);SYa(h+148|0);b=f[h+136>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;SYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+128|0)>>2]|0;f[(h+128|0)>>2]=0;if(b|0)sOb(b);UYa(h+116|0);b=f[h+104>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+96|0)>>2]|0;f[(h+96|0)>>2]=0;if(b|0)sOb(b);UYa(h+84|0);b=f[h+72>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;UYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+64|0)>>2]|0;f[(h+64|0)>>2]=0;if(b|0)sOb(b);VYa(h+52|0);b=f[h+40>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;VYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[(h+32|0)>>2]|0;f[(h+32|0)>>2]=0;if(b|0)sOb(b);WYa(h+20|0);b=f[h+8>>2]|0;if(b|0)do{g=b;b=f[b>>2]|0;WYa(g+12|0);sOb(g)}while((b|0)!=0);b=f[h>>2]|0;f[h>>2]=0;if(!b){f[a+1280>>2]=5;break a}sOb(b);f[a+1280>>2]=5;break a}}function y_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0;O=f[a+16>>2]|0;d=f[a+496>>2]|0;n=f[a+504>>2]|0;N=f[a+816>>2]|0;b=f[a+2856>>2]|0;l=f[a+2864>>2]|0;m=f[a+3384>>2]|0;o=f[a+3392>>2]|0;g=f[a+3568>>2]|0;P=f[a+3576>>2]|0;a:{if(P){P=0;if((g|0)==354){e=f[b>>2]|0;b=e+(d*28|0)|0;k=f[l>>2]|0;if((k|0)!=(b|0)){do{f[e>>2]=f[b>>2];f[e+4>>2]=f[b+4>>2];i=b+8|0;j=e+8|0;d=f[j>>2]|0;h=e+12|0;if(!d)d=e+16|0;else{g=f[h>>2]|0;if((g|0)!=(d|0))f[h>>2]=g+(~((g+-8-d|0)>>>3)<<3);sOb(d);d=e+16|0;f[d>>2]=0;f[h>>2]=0;f[j>>2]=0}f[j>>2]=f[i>>2];j=b+12|0;f[h>>2]=f[j>>2];h=b+16|0;f[d>>2]=f[h>>2];f[h>>2]=0;f[j>>2]=0;f[i>>2]=0;f[b>>2]=0;f[e+20>>2]=f[b+20>>2];d=b+24|0;j=e+24|0;i=f[d>>2]|0;f[d>>2]=0;d=f[j>>2]|0;f[j>>2]=i;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;e=e+28|0}while((b|0)!=(k|0));b=f[l>>2]|0}if((b|0)==(e|0))g=375;else{do{g=b+-28|0;f[l>>2]=g;k=b+-4|0;d=f[k>>2]|0;f[k>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;h=f[d>>2]|0;i=b+-16|0;if((h|0)==(f[i>>2]|0)){b=f[g>>2]|0;if(!b)b=h;else{tOb(b);b=f[d>>2]|0}}else b=h;if(b|0){d=f[i>>2]|0;if((d|0)!=(b|0))f[i>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[l>>2]|0}while((b|0)!=(e|0));g=375}}else P=1}if(P){P=0;if((g|0)==444){d=f[m>>2]|0;b=d+(n*28|0)|0;k=f[o>>2]|0;if((k|0)==(b|0))j=d;else{j=d;do{f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];h=b+8|0;i=j+8|0;d=f[i>>2]|0;g=j+12|0;if(!d)d=j+16|0;else{e=f[g>>2]|0;if((e|0)!=(d|0))f[g>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(d);d=j+16|0;f[d>>2]=0;f[g>>2]=0;f[i>>2]=0}f[i>>2]=f[h>>2];n=b+12|0;f[g>>2]=f[n>>2];m=b+16|0;f[d>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[h>>2]=0;f[b>>2]=0;f[j+20>>2]=f[b+20>>2];d=b+24|0;n=j+24|0;m=f[d>>2]|0;f[d>>2]=0;d=f[n>>2]|0;f[n>>2]=m;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);b=b+28|0;j=j+28|0}while((b|0)!=(k|0));b=f[o>>2]|0}if((b|0)==(j|0))g=465;else{do{g=b+-28|0;f[o>>2]=g;n=b+-4|0;d=f[n>>2]|0;f[n>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);d=b+-20|0;e=f[d>>2]|0;h=b+-16|0;if((e|0)==(f[h>>2]|0)){b=f[g>>2]|0;if(!b)b=e;else{tOb(b);b=f[d>>2]|0}}else b=e;if(b|0){d=f[h>>2]|0;if((d|0)!=(b|0))f[h>>2]=d+(~((d+-8-b|0)>>>3)<<3);sOb(b)}b=f[o>>2]|0}while((b|0)!=(j|0));g=465}}else if((g|0)==515)if(1){f[a+3608>>2]=5;break a}else P=1}b=1;if(b)if((g|0)==53){b=f[(O+468|0)>>2]|0;do if(!b){D=O+468|0;I=O+468|0}else{d=O+468|0;b:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=58;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>4){g=58;break}if((c|0)==4){g=63;break b}}z=b+4|0;c=f[z>>2]|0;if(!c){g=62;break b}else{t=z;p=c}}while(0);if((g|0)==58){g=0;c=f[b>>2]|0;if(!c){g=59;break}else{t=b;p=c}}d=t;b=p}if((g|0)==59){D=b;I=b;break}else if((g|0)==62){D=b;I=z;break}else if((g|0)==63){D=b;I=d;break}}while(0);if(f[I>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=4;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=D;f[I>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[I>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==143){b=f[(O+468|0)>>2]|0;do if(!b){H=O+468|0;J=O+468|0}else{d=O+468|0;c:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=148;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>6){g=148;break}if((c|0)==6){g=153;break c}}A=b+4|0;c=f[A>>2]|0;if(!c){g=152;break c}else{x=A;s=c}}while(0);if((g|0)==148){g=0;c=f[b>>2]|0;if(!c){g=149;break}else{x=b;s=c}}d=x;b=s}if((g|0)==149){H=b;J=b;break}else if((g|0)==152){H=b;J=A;break}else if((g|0)==153){H=b;J=d;break}}while(0);if(f[J>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=6;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=H;f[J>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[J>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else b=1;if(b){b=0;if((g|0)==285){b=f[(O+468|0)>>2]|0;do if(!b){E=O+468|0;K=O+468|0}else{d=O+468|0;d:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=290;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>7){g=290;break}if((c|0)==7){g=295;break d}}B=b+4|0;c=f[B>>2]|0;if(!c){g=294;break d}else{u=B;q=c}}while(0);if((g|0)==290){g=0;c=f[b>>2]|0;if(!c){g=291;break}else{u=b;q=c}}d=u;b=q}if((g|0)==291){E=b;K=b;break}else if((g|0)==294){E=b;K=B;break}else if((g|0)==295){E=b;K=d;break}}while(0);if(f[K>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=7;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=E;f[K>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[K>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==375){b=f[(O+468|0)>>2]|0;do if(!b){F=O+468|0;L=O+468|0}else{d=O+468|0;e:while(1){c=f[b+16>>2]|0;do if(c>>>0>N>>>0)g=380;else{if(c>>>0>=N>>>0){c=f[b+20>>2]|0;if((c|0)>1){g=380;break}if((c|0)==1){g=385;break e}}C=b+4|0;c=f[C>>2]|0;if(!c){g=384;break e}else{v=C;r=c}}while(0);if((g|0)==380){g=0;c=f[b>>2]|0;if(!c){g=381;break}else{v=b;r=c}}d=v;b=r}if((g|0)==381){F=b;L=b;break}else if((g|0)==384){F=b;L=C;break}else if((g|0)==385){F=b;L=d;break}}while(0);if(f[L>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=1;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=F;f[L>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[L>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}else if((g|0)==465)b=1}if(b)if(1){b=f[(O+468|0)>>2]|0;do if(!b){G=O+468|0;M=O+468|0}else{e=O+468|0;f:while(1){d=f[b+16>>2]|0;do if(d>>>0>N>>>0)g=470;else{if(d>>>0>=N>>>0){d=f[b+20>>2]|0;if((d|0)>0){g=470;break}if((d|0)>=0){g=475;break f}}y=b+4|0;c=f[y>>2]|0;if(!c){g=474;break f}else w=y}while(0);if((g|0)==470){g=0;c=f[b>>2]|0;if(!c){g=471;break}else w=b}e=w;b=c}if((g|0)==471){G=b;M=b;break}else if((g|0)==474){G=b;M=y;break}else if((g|0)==475){G=b;M=e;break}}while(0);if(f[M>>2]|0){f[a+3608>>2]=5;break a}b=pOb(24)|0;f[(b+16|0)>>2]=N;f[(b+16|0)+4>>2]=0;f[b>>2]=0;f[b+4>>2]=0;f[b+8>>2]=G;f[M>>2]=b;c=f[f[(O+464|0)>>2]>>2]|0;if(c){f[(O+464|0)>>2]=c;b=f[M>>2]|0}r_a(f[(O+468|0)>>2]|0,b);f[(O+472|0)>>2]=(f[(O+472|0)>>2]|0)+1;f[a+3608>>2]=5;break a}}f[a+3568>>2]=g;f[a+3576>>2]=P}function z_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;B=f[a+488>>2]|0;C=f[a+496>>2]|0;D=f[a+504>>2]|0;E=f[a+816>>2]|0;y=f[a+2240>>2]|0;H=f[a+2352>>2]|0;I=f[a+2360>>2]|0;J=f[a+2856>>2]|0;K=f[a+2864>>2]|0;L=f[a+3384>>2]|0;M=f[a+3392>>2]|0;v=f[a+3568>>2]|0;N=f[a+3592>>2]|0;O=f[a+3600>>2]|0;a:{if(N){N=0;switch(O|0){case 7:{i=f[(F+196|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+192|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);H=e+12|0;I=e+16|0;g=f[H>>2]|0;h=(f[I>>2]|0)-g|0;if(!h){n=i;g=E}else{if(u_a(w,x,g)|0)B=0;else{v=285;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){B=B+1|0;if(B>>>0>=((h|0)/28|0)>>>0)break;if(!(u_a(w,x,(f[H>>2]|0)+(B*28|0)|0)|0)){v=264;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}n=f[(F+196|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+192|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+200|0|0))v=316;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=324}else v=316}do if((v|0)==316){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=326;break}}f[j>>2]=0;p=f[e>>2]|0;v=324}while(0);if((v|0)==324){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=326}}if((v|0)==326){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+192|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+204|0)>>2]=(f[(F+204|0)>>2]|0)+-1;QYa(H);sOb(e)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 1:{h=f[(F+36|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+32|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);J=d+12|0;K=d+16|0;e=f[J>>2]|0;g=(f[K>>2]|0)-e|0;if(!g){m=h;e=E}else{if(v_a(w,x,e)|0)C=0;else{v=375;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((g|0)/28|0)>>>0)break;if(!(v_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=354;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}m=f[(F+36|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+32|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+40|0|0))v=406;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=414}else v=406}do if((v|0)==406){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=416;break}}f[i>>2]=0;s=f[d>>2]|0;v=414}while(0);if((v|0)==414){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=416}}if((v|0)==416){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+32|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+44|0)>>2]=(f[(F+44|0)>>2]|0)+-1;VYa(J);sOb(d)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){case 0:{k=f[(F+4|0)>>2]|0;f:do if(k|0){if(!((k+-1|0)&k))e=(k+-1|0)&E;else if(k>>>0>E>>>0)e=E;else e=(E>>>0)%(k>>>0)|0;c=f[(f[F>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((k+-1|0)&k))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(k+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0)){m=c;break g}c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0)){m=c;break g}}else{if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);L=m+12|0;M=m+16|0;c=f[L>>2]|0;d=(f[M>>2]|0)-c|0;if(!d)c=E;else{if(w_a(w,x,c)|0)D=0;else{v=465;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((d|0)/28|0)>>>0)break;if(!(w_a(w,x,(f[L>>2]|0)+(D*28|0)|0)|0)){v=444;f[a+3616>>2]=2;f[a+3620>>2]=12;break a}}k=f[(F+4|0)>>2]|0;c=f[m+4>>2]|0}h=f[m>>2]|0;j=k+-1|0;l=(j&k|0)==0;if(l)c=j&c;else if(c>>>0>=k>>>0)c=(c>>>0)%(k>>>0)|0;g=(f[F>>2]|0)+(c<<2)|0;i=f[g>>2]|0;while(1){d=f[i>>2]|0;if((d|0)==(m|0))break;else i=d}if((i|0)==(F+8|0|0))v=496;else{d=f[i+4>>2]|0;if(l)d=d&j;else if(d>>>0>=k>>>0)d=(d>>>0)%(k>>>0)|0;if((d|0)==(c|0)){z=h;v=504}else v=496}do if((v|0)==496){if(h|0){d=f[h+4>>2]|0;if(l)e=d&j;else if(d>>>0<k>>>0)e=d;else e=(d>>>0)%(k>>>0)|0;if((e|0)==(c|0)){b=d;G=h;v=506;break}}f[g>>2]=0;z=f[m>>2]|0;v=504}while(0);if((v|0)==504){v=0;d=z;if(!z)A=d;else{b=f[z+4>>2]|0;G=d;v=506}}if((v|0)==506){v=0;if(l)b=b&j;else if(b>>>0>=k>>>0)b=(b>>>0)%(k>>>0)|0;if((b|0)==(c|0))A=G;else{f[(f[F>>2]|0)+(b<<2)>>2]=i;A=f[m>>2]|0}}f[i>>2]=A;f[m>>2]=0;f[(F+12|0)>>2]=(f[(F+12|0)>>2]|0)+-1;WYa(L);sOb(m)}}}while(0);p_a(F,E);break}default:N=1}}if(N){N=0;switch(O|0){default:{}}}y=f[(F+472|0)>>2]|0;if(!y){v=515;f[a+3616>>2]=1;break a}}f[a+488>>2]=B;f[a+496>>2]=C;f[a+504>>2]=D;f[a+2240>>2]=y;f[a+2352>>2]=H;f[a+2360>>2]=I;f[a+2856>>2]=J;f[a+2864>>2]=K;f[a+3384>>2]=L;f[a+3392>>2]=M;f[a+3568>>2]=v;f[a+3592>>2]=N}function A_a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0;F=f[a+16>>2]|0;w=f[a+24>>2]|0;x=f[a+32>>2]|0;C=f[a+480>>2]|0;D=f[a+512>>2]|0;E=f[a+816>>2]|0;j=f[a+824>>2]|0;H=f[a+1576>>2]|0;I=f[a+1584>>2]|0;h=f[a+1752>>2]|0;e=f[a+1808>>2]|0;i=f[a+2240>>2]|0;J=f[a+3256>>2]|0;K=f[a+3288>>2]|0;v=f[a+3568>>2]|0;a:{if(!e){e=f[(h+8|0)>>2]|0;if((f[e>>2]|0)!=(h|0)){g=h+8|0;do{z=f[g>>2]|0;g=z+8|0;e=f[g>>2]|0}while((f[e>>2]|0)!=(z|0))}}else while(1){g=f[e>>2]|0;if(!g)break;else e=g}f[(F+464|0)>>2]=e;f[(F+472|0)>>2]=i+-1;n_a(f[(F+468|0)>>2]|0,h);sOb(h);z=1;y=j|0;if(z){z=0;switch(y|0){case 2:{if(!(o_a(F,w,x,E,F+96|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}if(!(o_a(F,w,x,E,F+64|0)|0)){v=515;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 4:{i=f[(F+132|0)>>2]|0;b:do if(i|0){if(!((i+-1|0)&i))h=(i+-1|0)&E;else if(i>>>0>E>>>0)h=E;else h=(E>>>0)%(i>>>0)|0;e=f[(f[(F+128|0)>>2]|0)+(h<<2)>>2]|0;if(e|0){e=f[e>>2]|0;if(e|0){c:do if(!((i+-1|0)&i))while(1){g=f[e+4>>2]|0;if(!((g|0)==(E|0)|(g&(i+-1|0)|0)==(h|0)))break b;if((g|0)==(E|0))if((f[e+8>>2]|0)==(E|0))break c;e=f[e>>2]|0;if(!e)break b}else while(1){g=f[e+4>>2]|0;if((g|0)==(E|0)){if((f[e+8>>2]|0)==(E|0))break c}else{if(g>>>0>=i>>>0)g=(g>>>0)%(i>>>0)|0;if((g|0)!=(h|0))break b}e=f[e>>2]|0;if(!e)break b}while(0);J=e+12|0;K=e+16|0;g=f[J>>2]|0;h=(f[K>>2]|0)-g|0;if(!h){n=i;g=E}else{if(q_a(w,x,g)|0)C=0;else{v=53;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){C=C+1|0;if(C>>>0>=((h|0)/28|0)>>>0)break;if(!(q_a(w,x,(f[J>>2]|0)+(C*28|0)|0)|0)){v=32;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}n=f[(F+132|0)>>2]|0;g=f[e+4>>2]|0}k=f[e>>2]|0;m=n+-1|0;o=(m&n|0)==0;if(o)g=m&g;else if(g>>>0>=n>>>0)g=(g>>>0)%(n>>>0)|0;j=(f[(F+128|0)>>2]|0)+(g<<2)|0;l=f[j>>2]|0;while(1){h=f[l>>2]|0;if((h|0)==(e|0))break;else l=h}if((l|0)==(F+136|0|0))v=84;else{h=f[l+4>>2]|0;if(o)h=h&m;else if(h>>>0>=n>>>0)h=(h>>>0)%(n>>>0)|0;if((h|0)==(g|0)){p=k;v=92}else v=84}do if((v|0)==84){if(k|0){h=f[k+4>>2]|0;if(o)i=h&m;else if(h>>>0<n>>>0)i=h;else i=(h>>>0)%(n>>>0)|0;if((i|0)==(g|0)){r=k;d=h;v=94;break}}f[j>>2]=0;p=f[e>>2]|0;v=92}while(0);if((v|0)==92){v=0;h=p;if(!p)q=h;else{r=h;d=f[p+4>>2]|0;v=94}}if((v|0)==94){v=0;if(o)d=d&m;else if(d>>>0>=n>>>0)d=(d>>>0)%(n>>>0)|0;if((d|0)==(g|0))q=r;else{f[(f[(F+128|0)>>2]|0)+(d<<2)>>2]=l;q=f[e>>2]|0}}f[l>>2]=q;f[e>>2]=0;f[(F+140|0)>>2]=(f[(F+140|0)>>2]|0)+-1;SYa(J);sOb(e)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 6:{h=f[(F+164|0)>>2]|0;d:do if(h|0){if(!((h+-1|0)&h))g=(h+-1|0)&E;else if(h>>>0>E>>>0)g=E;else g=(E>>>0)%(h>>>0)|0;d=f[(f[(F+160|0)>>2]|0)+(g<<2)>>2]|0;if(d|0){d=f[d>>2]|0;if(d|0){e:do if(!((h+-1|0)&h))while(1){e=f[d+4>>2]|0;if(!((e|0)==(E|0)|(e&(h+-1|0)|0)==(g|0)))break d;if((e|0)==(E|0))if((f[d+8>>2]|0)==(E|0))break e;d=f[d>>2]|0;if(!d)break d}else while(1){e=f[d+4>>2]|0;if((e|0)==(E|0)){if((f[d+8>>2]|0)==(E|0))break e}else{if(e>>>0>=h>>>0)e=(e>>>0)%(h>>>0)|0;if((e|0)!=(g|0))break d}d=f[d>>2]|0;if(!d)break d}while(0);H=d+12|0;I=d+16|0;e=f[H>>2]|0;g=(f[I>>2]|0)-e|0;if(!g){m=h;e=E}else{if(s_a(w,x,e)|0)D=0;else{v=143;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}while(1){D=D+1|0;if(D>>>0>=((g|0)/28|0)>>>0)break;if(!(s_a(w,x,(f[H>>2]|0)+(D*28|0)|0)|0)){v=122;f[a+3624>>2]=2;f[a+3628>>2]=12;break a}}m=f[(F+164|0)>>2]|0;e=f[d+4>>2]|0}j=f[d>>2]|0;l=m+-1|0;n=(l&m|0)==0;if(n)e=l&e;else if(e>>>0>=m>>>0)e=(e>>>0)%(m>>>0)|0;i=(f[(F+160|0)>>2]|0)+(e<<2)|0;k=f[i>>2]|0;while(1){g=f[k>>2]|0;if((g|0)==(d|0))break;else k=g}if((k|0)==(F+168|0|0))v=174;else{g=f[k+4>>2]|0;if(n)g=g&l;else if(g>>>0>=m>>>0)g=(g>>>0)%(m>>>0)|0;if((g|0)==(e|0)){s=j;v=182}else v=174}do if((v|0)==174){if(j|0){g=f[j+4>>2]|0;if(n)h=g&l;else if(g>>>0<m>>>0)h=g;else h=(g>>>0)%(m>>>0)|0;if((h|0)==(e|0)){u=j;c=g;v=184;break}}f[i>>2]=0;s=f[d>>2]|0;v=182}while(0);if((v|0)==182){v=0;g=s;if(!s)t=g;else{u=g;c=f[s+4>>2]|0;v=184}}if((v|0)==184){v=0;if(n)c=c&l;else if(c>>>0>=m>>>0)c=(c>>>0)%(m>>>0)|0;if((c|0)==(e|0))t=u;else{f[(f[(F+160|0)>>2]|0)+(c<<2)>>2]=k;t=f[d>>2]|0}}f[k>>2]=t;f[d>>2]=0;f[(F+172|0)>>2]=(f[(F+172|0)>>2]|0)+-1;RYa(H);sOb(d)}}}while(0);p_a(F,E);break}default:z=1}}if(z){z=0;switch(y|0){case 8:{g=f[(F+228|0)>>2]|0;f:do if(g|0){if(!((g+-1|0)&g))e=(g+-1|0)&E;else if(g>>>0>E>>>0)e=E;else e=(E>>>0)%(g>>>0)|0;c=f[(f[(F+224|0)>>2]|0)+(e<<2)>>2]|0;if(c|0){c=f[c>>2]|0;if(c|0){g:do if(!((g+-1|0)&g))while(1){d=f[c+4>>2]|0;if(!((d|0)==(E|0)|(d&(g+-1|0)|0)==(e|0)))break f;if((d|0)==(E|0))if((f[c+8>>2]|0)==(E|0))break g;c=f[c>>2]|0;if(!c)break f}else while(1){d=f[c+4>>2]|0;if((d|0)==(E|0)){if((f[c+8>>2]|0)==(E|0))break g}else{if(d>>>0>=g>>>0)d=(d>>>0)%(g>>>0)|0;if((d|0)!=(e|0))break f}c=f[c>>2]|0;if(!c)break f}while(0);n=c+12|0;d=f[n>>2]|0;e=(f[c+16>>2]|0)-d|0;if(!e){l=g;d=E}else{t_a(w,x,d);if(((e|0)/28|0)>>>0>1){d=1;do{t_a(w,x,(f[n>>2]|0)+(d*28|0)|0);d=d+1|0}while((d|0)!=((e|0)/28|0|0))}l=f[(F+228|0)>>2]|0;d=f[c+4>>2]|0}i=f[c>>2]|0;k=l+-1|0;m=(k&l|0)==0;if(m)d=k&d;else if(d>>>0>=l>>>0)d=(d>>>0)%(l>>>0)|0;h=(f[(F+224|0)>>2]|0)+(d<<2)|0;j=f[h>>2]|0;while(1){e=f[j>>2]|0;if((e|0)==(c|0))break;else j=e}if((j|0)==(F+232|0|0))v=226;else{e=f[j+4>>2]|0;if(m)e=e&k;else if(e>>>0>=l>>>0)e=(e>>>0)%(l>>>0)|0;if((e|0)==(d|0)){A=i;v=234}else v=226}do if((v|0)==226){if(i|0){e=f[i+4>>2]|0;if(m)g=e&k;else if(e>>>0<l>>>0)g=e;else g=(e>>>0)%(l>>>0)|0;if((g|0)==(d|0)){G=i;b=e;v=236;break}}f[h>>2]=0;A=f[c>>2]|0;v=234}while(0);if((v|0)==234){v=0;e=A;if(!A)B=e;else{G=e;b=f[A+4>>2]|0;v=236}}if((v|0)==236){v=0;if(m)b=b&k;else if(b>>>0>=l>>>0)b=(b>>>0)%(l>>>0)|0;if((b|0)==(d|0))B=G;else{f[(f[(F+224|0)>>2]|0)+(b<<2)>>2]=j;B=f[c>>2]|0}}f[j>>2]=B;f[c>>2]=0;f[(F+236|0)>>2]=(f[(F+236|0)>>2]|0)+-1;PYa(n);sOb(c)}}}while(0);p_a(F,E);break}default:z=1}}}f[a+480>>2]=C;f[a+512>>2]=D;f[a+1576>>2]=H;f[a+1584>>2]=I;f[a+3256>>2]=J;f[a+3288>>2]=K;f[a+3568>>2]=v;f[a+3592>>2]=z;f[a+3600>>2]=y}
+function a5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(32)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];f[j+20>>2]=0;f[j+24>>2]=0;f[j+28>>2]=0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;b5a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function b5a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){c5a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;c5a(a,b);return}function c5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function d5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0.0,E=0,F=0.0,G=0,H=0.0,I=0.0,J=0.0;o=u;u=u+16|0;n=o;q=+sqb(b);m=q<+sqb(a);q=+sqb(c);d=q<+sqb(b);if(!m){if(!d){c=0;u=o;return c|0}l=b+8|0;m=b+16|0;I=+p[b>>3];H=+p[l>>3];F=+p[m>>3];d=b+24|0;e=b+32|0;g=b+40|0;D=+p[d>>3];B=+p[e>>3];z=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;x=+p[h>>3];v=+p[i>>3];q=+p[j>>3];k=b+72|0;f[n>>2]=f[k>>2];f[n+4>>2]=f[k+4>>2];f[n+8>>2]=f[k+8>>2];J=+p[c>>3];p[c>>3]=I;p[b>>3]=J;G=c+8|0;J=+p[G>>3];p[G>>3]=+p[l>>3];p[l>>3]=J;E=c+16|0;J=+p[E>>3];p[E>>3]=+p[m>>3];p[m>>3]=J;C=c+24|0;J=+p[C>>3];p[C>>3]=+p[d>>3];p[d>>3]=J;A=c+32|0;J=+p[A>>3];p[A>>3]=+p[e>>3];p[e>>3]=J;y=c+40|0;J=+p[y>>3];p[y>>3]=+p[g>>3];p[g>>3]=J;w=c+48|0;J=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=J;t=c+56|0;p[i>>3]=+p[t>>3];s=c+64|0;p[j>>3]=+p[s>>3];r=c+72|0;f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];p[c>>3]=I;p[G>>3]=H;p[E>>3]=F;p[C>>3]=D;p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[s>>3]=q;f[r>>2]=f[n>>2];f[r+4>>2]=f[n+4>>2];f[r+8>>2]=f[n+8>>2];q=+sqb(b);if(!(q<+sqb(a))){G=1;u=o;return G|0}r=a+8|0;s=a+16|0;v=+p[a>>3];x=+p[r>>3];z=+p[s>>3];t=a+24|0;w=a+32|0;y=a+40|0;B=+p[t>>3];D=+p[w>>3];F=+p[y>>3];A=a+48|0;C=a+56|0;E=a+64|0;H=+p[A>>3];I=+p[C>>3];J=+p[E>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;q=+p[l>>3];p[l>>3]=+p[r>>3];p[r>>3]=q;q=+p[m>>3];p[m>>3]=+p[s>>3];p[s>>3]=q;q=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=q;q=+p[e>>3];p[e>>3]=+p[w>>3];p[w>>3]=q;q=+p[g>>3];p[g>>3]=+p[y>>3];p[y>>3]=q;q=+p[h>>3];p[h>>3]=+p[A>>3];p[A>>3]=q;p[C>>3]=+p[i>>3];p[E>>3]=+p[j>>3];f[G>>2]=f[k>>2];f[G+4>>2]=f[k+4>>2];f[G+8>>2]=f[k+8>>2];p[b>>3]=v;p[l>>3]=x;p[m>>3]=z;p[d>>3]=B;p[e>>3]=D;p[g>>3]=F;p[h>>3]=H;p[i>>3]=I;p[j>>3]=J;f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];G=2;u=o;return G|0}if(d){s=a+8|0;t=a+16|0;v=+p[a>>3];x=+p[s>>3];z=+p[t>>3];w=a+24|0;y=a+32|0;A=a+40|0;B=+p[w>>3];D=+p[y>>3];F=+p[A>>3];C=a+48|0;E=a+56|0;G=a+64|0;H=+p[C>>3];I=+p[E>>3];J=+p[G>>3];b=a+72|0;f[n>>2]=f[b>>2];f[n+4>>2]=f[b+4>>2];f[n+8>>2]=f[b+8>>2];q=+p[c>>3];p[c>>3]=v;p[a>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[s>>3];p[s>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[t>>3];p[t>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[w>>3];p[w>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[y>>3];p[y>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[A>>3];p[A>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[C>>3];p[C>>3]=q;C=c+56|0;p[E>>3]=+p[C>>3];E=c+64|0;p[G>>3]=+p[E>>3];G=c+72|0;f[b>>2]=f[G>>2];f[b+4>>2]=f[G+4>>2];f[b+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=1;u=o;return G|0}e=a+8|0;g=a+16|0;v=+p[a>>3];x=+p[e>>3];z=+p[g>>3];h=a+24|0;i=a+32|0;j=a+40|0;B=+p[h>>3];D=+p[i>>3];F=+p[j>>3];k=a+48|0;l=a+56|0;m=a+64|0;H=+p[k>>3];I=+p[l>>3];J=+p[m>>3];G=a+72|0;f[n>>2]=f[G>>2];f[n+4>>2]=f[G+4>>2];f[n+8>>2]=f[G+8>>2];q=+p[b>>3];p[b>>3]=v;p[a>>3]=q;d=b+8|0;q=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=q;e=b+16|0;q=+p[e>>3];p[e>>3]=+p[g>>3];p[g>>3]=q;g=b+24|0;q=+p[g>>3];p[g>>3]=+p[h>>3];p[h>>3]=q;h=b+32|0;q=+p[h>>3];p[h>>3]=+p[i>>3];p[i>>3]=q;i=b+40|0;q=+p[i>>3];p[i>>3]=+p[j>>3];p[j>>3]=q;j=b+48|0;q=+p[j>>3];p[j>>3]=+p[k>>3];p[k>>3]=q;k=b+56|0;p[l>>3]=+p[k>>3];l=b+64|0;p[m>>3]=+p[l>>3];m=b+72|0;f[G>>2]=f[m>>2];f[G+4>>2]=f[m+4>>2];f[G+8>>2]=f[m+8>>2];p[b>>3]=v;p[d>>3]=x;p[e>>3]=z;p[g>>3]=B;p[h>>3]=D;p[i>>3]=F;p[j>>3]=H;p[k>>3]=I;p[l>>3]=J;f[m>>2]=f[n>>2];f[m+4>>2]=f[n+4>>2];f[m+8>>2]=f[n+8>>2];J=+sqb(c);if(!(J<+sqb(b))){G=1;u=o;return G|0}v=+p[b>>3];x=+p[d>>3];z=+p[e>>3];B=+p[g>>3];D=+p[h>>3];F=+p[i>>3];H=+p[j>>3];I=+p[k>>3];J=+p[l>>3];f[n>>2]=f[m>>2];f[n+4>>2]=f[m+4>>2];f[n+8>>2]=f[m+8>>2];q=+p[c>>3];p[c>>3]=v;p[b>>3]=q;r=c+8|0;q=+p[r>>3];p[r>>3]=+p[d>>3];p[d>>3]=q;s=c+16|0;q=+p[s>>3];p[s>>3]=+p[e>>3];p[e>>3]=q;t=c+24|0;q=+p[t>>3];p[t>>3]=+p[g>>3];p[g>>3]=q;w=c+32|0;q=+p[w>>3];p[w>>3]=+p[h>>3];p[h>>3]=q;y=c+40|0;q=+p[y>>3];p[y>>3]=+p[i>>3];p[i>>3]=q;A=c+48|0;q=+p[A>>3];p[A>>3]=+p[j>>3];p[j>>3]=q;C=c+56|0;p[k>>3]=+p[C>>3];E=c+64|0;p[l>>3]=+p[E>>3];G=c+72|0;f[m>>2]=f[G>>2];f[m+4>>2]=f[G+4>>2];f[m+8>>2]=f[G+8>>2];p[c>>3]=v;p[r>>3]=x;p[s>>3]=z;p[t>>3]=B;p[w>>3]=D;p[y>>3]=F;p[A>>3]=H;p[C>>3]=I;p[E>>3]=J;f[G>>2]=f[n>>2];f[G+4>>2]=f[n+4>>2];f[G+8>>2]=f[n+8>>2];G=2;u=o;return G|0}function e5a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0,J=0.0,K=0.0,L=0.0;A=u;u=u+16|0;z=A;y=d5a(a,b,c,e)|0;B=+sqb(d);if(!(B<+sqb(c))){c=y;u=A;return c|0}w=c+8|0;x=c+16|0;K=+p[c>>3];J=+p[w>>3];H=+p[x>>3];n=c+24|0;o=c+32|0;q=c+40|0;G=+p[n>>3];F=+p[o>>3];E=+p[q>>3];r=c+48|0;s=c+56|0;t=c+64|0;D=+p[r>>3];C=+p[s>>3];B=+p[t>>3];v=c+72|0;f[z>>2]=f[v>>2];f[z+4>>2]=f[v+4>>2];f[z+8>>2]=f[v+8>>2];L=+p[d>>3];p[d>>3]=K;p[c>>3]=L;I=d+8|0;L=+p[I>>3];p[I>>3]=+p[w>>3];p[w>>3]=L;e=d+16|0;L=+p[e>>3];p[e>>3]=+p[x>>3];p[x>>3]=L;g=d+24|0;L=+p[g>>3];p[g>>3]=+p[n>>3];p[n>>3]=L;h=d+32|0;L=+p[h>>3];p[h>>3]=+p[o>>3];p[o>>3]=L;i=d+40|0;L=+p[i>>3];p[i>>3]=+p[q>>3];p[q>>3]=L;j=d+48|0;L=+p[j>>3];p[j>>3]=+p[r>>3];p[r>>3]=L;k=d+56|0;p[s>>3]=+p[k>>3];l=d+64|0;p[t>>3]=+p[l>>3];m=d+72|0;f[v>>2]=f[m>>2];f[v+4>>2]=f[m+4>>2];f[v+8>>2]=f[m+8>>2];p[d>>3]=K;p[I>>3]=J;p[e>>3]=H;p[g>>3]=G;p[h>>3]=F;p[i>>3]=E;p[j>>3]=D;p[k>>3]=C;p[l>>3]=B;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];B=+sqb(c);if(!(B<+sqb(b))){I=y+1|0;u=A;return I|0}l=b+8|0;m=b+16|0;C=+p[b>>3];D=+p[l>>3];E=+p[m>>3];e=b+24|0;d=b+32|0;g=b+40|0;F=+p[e>>3];G=+p[d>>3];H=+p[g>>3];h=b+48|0;i=b+56|0;j=b+64|0;J=+p[h>>3];K=+p[i>>3];L=+p[j>>3];k=b+72|0;f[z>>2]=f[k>>2];f[z+4>>2]=f[k+4>>2];f[z+8>>2]=f[k+8>>2];B=+p[c>>3];p[c>>3]=C;p[b>>3]=B;B=+p[w>>3];p[w>>3]=+p[l>>3];p[l>>3]=B;B=+p[x>>3];p[x>>3]=+p[m>>3];p[m>>3]=B;B=+p[n>>3];p[n>>3]=+p[e>>3];p[e>>3]=B;B=+p[o>>3];p[o>>3]=+p[d>>3];p[d>>3]=B;B=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=B;B=+p[r>>3];p[r>>3]=+p[h>>3];p[h>>3]=B;p[i>>3]=+p[s>>3];p[j>>3]=+p[t>>3];f[k>>2]=f[v>>2];f[k+4>>2]=f[v+4>>2];f[k+8>>2]=f[v+8>>2];p[c>>3]=C;p[w>>3]=D;p[x>>3]=E;p[n>>3]=F;p[o>>3]=G;p[q>>3]=H;p[r>>3]=J;p[s>>3]=K;p[t>>3]=L;f[v>>2]=f[z>>2];f[v+4>>2]=f[z+4>>2];f[v+8>>2]=f[z+8>>2];L=+sqb(b);if(!(L<+sqb(a))){I=y+2|0;u=A;return I|0}q=a+8|0;r=a+16|0;C=+p[a>>3];D=+p[q>>3];E=+p[r>>3];s=a+24|0;t=a+32|0;v=a+40|0;F=+p[s>>3];G=+p[t>>3];H=+p[v>>3];w=a+48|0;x=a+56|0;c=a+64|0;J=+p[w>>3];K=+p[x>>3];L=+p[c>>3];I=a+72|0;f[z>>2]=f[I>>2];f[z+4>>2]=f[I+4>>2];f[z+8>>2]=f[I+8>>2];B=+p[b>>3];p[b>>3]=C;p[a>>3]=B;B=+p[l>>3];p[l>>3]=+p[q>>3];p[q>>3]=B;B=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=B;B=+p[e>>3];p[e>>3]=+p[s>>3];p[s>>3]=B;B=+p[d>>3];p[d>>3]=+p[t>>3];p[t>>3]=B;B=+p[g>>3];p[g>>3]=+p[v>>3];p[v>>3]=B;B=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=B;p[x>>3]=+p[i>>3];p[c>>3]=+p[j>>3];f[I>>2]=f[k>>2];f[I+4>>2]=f[k+4>>2];f[I+8>>2]=f[k+8>>2];p[b>>3]=C;p[l>>3]=D;p[m>>3]=E;p[e>>3]=F;p[d>>3]=G;p[g>>3]=H;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;f[k>>2]=f[z>>2];f[k+4>>2]=f[z+4>>2];f[k+8>>2]=f[z+8>>2];I=y+3|0;u=A;return I|0}function f5a(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0;C=u;u=u+16|0;B=C;A=e5a(a,b,c,d,g)|0;D=+sqb(e);if(!(D<+sqb(d))){c=A;u=C;return c|0}n=d+8|0;o=d+16|0;L=+p[d>>3];K=+p[n>>3];J=+p[o>>3];g=d+24|0;h=d+32|0;i=d+40|0;I=+p[g>>3];H=+p[h>>3];G=+p[i>>3];j=d+48|0;k=d+56|0;l=d+64|0;F=+p[j>>3];E=+p[k>>3];D=+p[l>>3];m=d+72|0;f[B>>2]=f[m>>2];f[B+4>>2]=f[m+4>>2];f[B+8>>2]=f[m+8>>2];M=+p[e>>3];p[e>>3]=L;p[d>>3]=M;q=e+8|0;M=+p[q>>3];p[q>>3]=+p[n>>3];p[n>>3]=M;r=e+16|0;M=+p[r>>3];p[r>>3]=+p[o>>3];p[o>>3]=M;s=e+24|0;M=+p[s>>3];p[s>>3]=+p[g>>3];p[g>>3]=M;t=e+32|0;M=+p[t>>3];p[t>>3]=+p[h>>3];p[h>>3]=M;v=e+40|0;M=+p[v>>3];p[v>>3]=+p[i>>3];p[i>>3]=M;w=e+48|0;M=+p[w>>3];p[w>>3]=+p[j>>3];p[j>>3]=M;x=e+56|0;p[k>>3]=+p[x>>3];y=e+64|0;p[l>>3]=+p[y>>3];z=e+72|0;f[m>>2]=f[z>>2];f[m+4>>2]=f[z+4>>2];f[m+8>>2]=f[z+8>>2];p[e>>3]=L;p[q>>3]=K;p[r>>3]=J;p[s>>3]=I;p[t>>3]=H;p[v>>3]=G;p[w>>3]=F;p[x>>3]=E;p[y>>3]=D;f[z>>2]=f[B>>2];f[z+4>>2]=f[B+4>>2];f[z+8>>2]=f[B+8>>2];D=+sqb(d);if(!(D<+sqb(c))){c=A+1|0;u=C;return c|0}y=c+8|0;z=c+16|0;E=+p[c>>3];F=+p[y>>3];G=+p[z>>3];q=c+24|0;r=c+32|0;s=c+40|0;H=+p[q>>3];I=+p[r>>3];J=+p[s>>3];t=c+48|0;v=c+56|0;w=c+64|0;K=+p[t>>3];L=+p[v>>3];M=+p[w>>3];x=c+72|0;f[B>>2]=f[x>>2];f[B+4>>2]=f[x+4>>2];f[B+8>>2]=f[x+8>>2];D=+p[d>>3];p[d>>3]=E;p[c>>3]=D;D=+p[n>>3];p[n>>3]=+p[y>>3];p[y>>3]=D;D=+p[o>>3];p[o>>3]=+p[z>>3];p[z>>3]=D;D=+p[g>>3];p[g>>3]=+p[q>>3];p[q>>3]=D;D=+p[h>>3];p[h>>3]=+p[r>>3];p[r>>3]=D;D=+p[i>>3];p[i>>3]=+p[s>>3];p[s>>3]=D;D=+p[j>>3];p[j>>3]=+p[t>>3];p[t>>3]=D;p[v>>3]=+p[k>>3];p[w>>3]=+p[l>>3];f[x>>2]=f[m>>2];f[x+4>>2]=f[m+4>>2];f[x+8>>2]=f[m+8>>2];p[d>>3]=E;p[n>>3]=F;p[o>>3]=G;p[g>>3]=H;p[h>>3]=I;p[i>>3]=J;p[j>>3]=K;p[k>>3]=L;p[l>>3]=M;f[m>>2]=f[B>>2];f[m+4>>2]=f[B+4>>2];f[m+8>>2]=f[B+8>>2];M=+sqb(c);if(!(M<+sqb(b))){c=A+2|0;u=C;return c|0}m=b+8|0;n=b+16|0;E=+p[b>>3];F=+p[m>>3];G=+p[n>>3];g=b+24|0;e=b+32|0;h=b+40|0;H=+p[g>>3];I=+p[e>>3];J=+p[h>>3];i=b+48|0;j=b+56|0;k=b+64|0;K=+p[i>>3];L=+p[j>>3];M=+p[k>>3];l=b+72|0;f[B>>2]=f[l>>2];f[B+4>>2]=f[l+4>>2];f[B+8>>2]=f[l+8>>2];D=+p[c>>3];p[c>>3]=E;p[b>>3]=D;D=+p[y>>3];p[y>>3]=+p[m>>3];p[m>>3]=D;D=+p[z>>3];p[z>>3]=+p[n>>3];p[n>>3]=D;D=+p[q>>3];p[q>>3]=+p[g>>3];p[g>>3]=D;D=+p[r>>3];p[r>>3]=+p[e>>3];p[e>>3]=D;D=+p[s>>3];p[s>>3]=+p[h>>3];p[h>>3]=D;D=+p[t>>3];p[t>>3]=+p[i>>3];p[i>>3]=D;p[j>>3]=+p[v>>3];p[k>>3]=+p[w>>3];f[l>>2]=f[x>>2];f[l+4>>2]=f[x+4>>2];f[l+8>>2]=f[x+8>>2];p[c>>3]=E;p[y>>3]=F;p[z>>3]=G;p[q>>3]=H;p[r>>3]=I;p[s>>3]=J;p[t>>3]=K;p[v>>3]=L;p[w>>3]=M;f[x>>2]=f[B>>2];f[x+4>>2]=f[B+4>>2];f[x+8>>2]=f[B+8>>2];M=+sqb(b);if(!(M<+sqb(a))){c=A+3|0;u=C;return c|0}r=a+8|0;s=a+16|0;E=+p[a>>3];F=+p[r>>3];G=+p[s>>3];t=a+24|0;v=a+32|0;w=a+40|0;H=+p[t>>3];I=+p[v>>3];J=+p[w>>3];x=a+48|0;y=a+56|0;z=a+64|0;K=+p[x>>3];L=+p[y>>3];M=+p[z>>3];c=a+72|0;f[B>>2]=f[c>>2];f[B+4>>2]=f[c+4>>2];f[B+8>>2]=f[c+8>>2];D=+p[b>>3];p[b>>3]=E;p[a>>3]=D;D=+p[m>>3];p[m>>3]=+p[r>>3];p[r>>3]=D;D=+p[n>>3];p[n>>3]=+p[s>>3];p[s>>3]=D;D=+p[g>>3];p[g>>3]=+p[t>>3];p[t>>3]=D;D=+p[e>>3];p[e>>3]=+p[v>>3];p[v>>3]=D;D=+p[h>>3];p[h>>3]=+p[w>>3];p[w>>3]=D;D=+p[i>>3];p[i>>3]=+p[x>>3];p[x>>3]=D;p[y>>3]=+p[j>>3];p[z>>3]=+p[k>>3];f[c>>2]=f[l>>2];f[c+4>>2]=f[l+4>>2];f[c+8>>2]=f[l+8>>2];p[b>>3]=E;p[m>>3]=F;p[n>>3]=G;p[g>>3]=H;p[e>>3]=I;p[h>>3]=J;p[i>>3]=K;p[j>>3]=L;p[k>>3]=M;f[l>>2]=f[B>>2];f[l+4>>2]=f[B+4>>2];f[l+8>>2]=f[B+8>>2];c=A+4|0;u=C;return c|0}function g5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0.0;E=u;u=u+96|0;D=E;d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;if((c|0)==(b|0)){u=E;return}B=D+8|0;C=D+16|0;r=D+24|0;s=D+32|0;t=D+40|0;v=D+48|0;w=D+56|0;x=D+64|0;y=D+72|0;z=D+24|0;A=D+48|0;q=c;c=d;while(1){e=+sqb(q);if(e<+sqb(c)){f[D>>2]=f[q>>2];f[D+4>>2]=f[q+4>>2];f[D+8>>2]=f[q+8>>2];f[D+12>>2]=f[q+12>>2];f[D+16>>2]=f[q+16>>2];f[D+20>>2]=f[q+20>>2];e=+p[q>>3];p[D>>3]=e;p[B>>3]=+p[q+8>>3];p[C>>3]=+p[q+16>>3];d=q+24|0;f[r>>2]=f[d>>2];f[r+4>>2]=f[d+4>>2];f[r+8>>2]=f[d+8>>2];f[r+12>>2]=f[d+12>>2];f[r+16>>2]=f[d+16>>2];f[r+20>>2]=f[d+20>>2];p[r>>3]=+p[d>>3];p[s>>3]=+p[q+32>>3];p[t>>3]=+p[q+40>>3];d=q+48|0;f[v>>2]=f[d>>2];f[v+4>>2]=f[d+4>>2];f[v+8>>2]=f[d+8>>2];f[v+12>>2]=f[d+12>>2];f[v+16>>2]=f[d+16>>2];f[v+20>>2]=f[d+20>>2];p[v>>3]=+p[d>>3];p[w>>3]=+p[q+56>>3];p[x>>3]=+p[q+64>>3];d=q+72|0;f[y>>2]=f[d>>2];f[y+4>>2]=f[d+4>>2];f[y+8>>2]=f[d+8>>2];d=q;while(1){F=+p[c>>3];p[c>>3]=e;p[d>>3]=F;h=c+8|0;e=+p[h>>3];i=d+8|0;p[h>>3]=+p[i>>3];p[i>>3]=e;i=c+16|0;e=+p[i>>3];j=d+16|0;p[i>>3]=+p[j>>3];p[j>>3]=e;j=c+24|0;e=+p[j>>3];k=d+24|0;p[j>>3]=+p[k>>3];p[k>>3]=e;k=c+32|0;e=+p[k>>3];l=d+32|0;p[k>>3]=+p[l>>3];p[l>>3]=e;l=c+40|0;e=+p[l>>3];m=d+40|0;p[l>>3]=+p[m>>3];p[m>>3]=e;m=c+48|0;e=+p[m>>3];n=d+48|0;p[m>>3]=+p[n>>3];p[n>>3]=e;n=c+56|0;e=+p[n>>3];o=d+56|0;p[n>>3]=+p[o>>3];p[o>>3]=e;o=c+64|0;e=+p[o>>3];g=d+64|0;p[o>>3]=+p[g>>3];p[g>>3]=e;g=d+72|0;d=c+72|0;f[g>>2]=f[d>>2];f[g+4>>2]=f[d+4>>2];f[g+8>>2]=f[d+8>>2];if((c|0)==(a|0))break;g=c+-88|0;F=+sqb(D);if(!(F<+sqb(g)))break;e=+p[c>>3];d=c;c=g}F=+p[D>>3];p[D>>3]=+p[c>>3];p[c>>3]=F;F=+p[B>>3];p[B>>3]=+p[h>>3];p[h>>3]=F;F=+p[C>>3];p[C>>3]=+p[i>>3];p[i>>3]=F;F=+p[z>>3];p[z>>3]=+p[j>>3];p[j>>3]=F;F=+p[s>>3];p[s>>3]=+p[k>>3];p[k>>3]=F;F=+p[t>>3];p[t>>3]=+p[l>>3];p[l>>3]=F;F=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=F;F=+p[w>>3];p[w>>3]=+p[n>>3];p[n>>3]=F;F=+p[x>>3];p[x>>3]=+p[o>>3];p[o>>3]=F;f[d>>2]=f[y>>2];f[d+4>>2]=f[y+4>>2];f[d+8>>2]=f[y+8>>2]}c=q+88|0;if((c|0)==(b|0))break;else{o=q;q=c;c=o}}u=E;return}function h5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0.0,H=0.0,I=0.0,J=0.0,K=0.0,L=0.0,M=0.0,N=0.0,O=0.0;F=u;u=u+96|0;E=F;switch((b-a|0)/88|0|0){case 2:{c=b+-88|0;if(!(+sqb(c)<+sqb(a))){b=1;u=F;return b|0}y=a+8|0;z=a+16|0;N=+p[a>>3];M=+p[y>>3];L=+p[z>>3];A=a+24|0;B=a+32|0;C=a+40|0;K=+p[A>>3];J=+p[B>>3];I=+p[C>>3];D=a+48|0;t=a+56|0;v=a+64|0;H=+p[D>>3];G=+p[t>>3];e=+p[v>>3];w=a+72|0;f[E>>2]=f[w>>2];f[E+4>>2]=f[w+4>>2];f[E+8>>2]=f[w+8>>2];O=+p[c>>3];p[c>>3]=N;p[a>>3]=O;x=b+-80|0;O=+p[x>>3];p[x>>3]=+p[y>>3];p[y>>3]=O;y=b+-72|0;O=+p[y>>3];p[y>>3]=+p[z>>3];p[z>>3]=O;z=b+-64|0;O=+p[z>>3];p[z>>3]=+p[A>>3];p[A>>3]=O;A=b+-56|0;O=+p[A>>3];p[A>>3]=+p[B>>3];p[B>>3]=O;B=b+-48|0;O=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=O;C=b+-40|0;O=+p[C>>3];p[C>>3]=+p[D>>3];p[D>>3]=O;D=b+-32|0;p[t>>3]=+p[D>>3];a=b+-24|0;p[v>>3]=+p[a>>3];b=b+-16|0;f[w>>2]=f[b>>2];f[w+4>>2]=f[b+4>>2];f[w+8>>2]=f[b+8>>2];p[c>>3]=N;p[x>>3]=M;p[y>>3]=L;p[z>>3]=K;p[A>>3]=J;p[B>>3]=I;p[C>>3]=H;p[D>>3]=G;p[a>>3]=e;f[b>>2]=f[E>>2];f[b+4>>2]=f[E+4>>2];f[b+8>>2]=f[E+8>>2];b=1;u=F;return b|0}case 3:{d5a(a,a+88|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 4:{e5a(a,a+88|0,a+176|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 5:{f5a(a,a+88|0,a+176|0,a+264|0,b+-88|0,c)|0;b=1;u=F;return b|0}case 1:case 0:{b=1;u=F;return b|0}default:{d=a+176|0;d5a(a,a+88|0,d,c)|0;c=a+264|0;a:do if((c|0)==(b|0)){d=1;c=0}else{s=E+8|0;t=E+16|0;v=E+24|0;w=E+32|0;x=E+40|0;y=E+48|0;z=E+56|0;A=E+64|0;B=E+72|0;C=E+24|0;D=E+48|0;r=c;c=0;while(1){O=+sqb(r);if(O<+sqb(d)){f[E>>2]=f[r>>2];f[E+4>>2]=f[r+4>>2];f[E+8>>2]=f[r+8>>2];f[E+12>>2]=f[r+12>>2];f[E+16>>2]=f[r+16>>2];f[E+20>>2]=f[r+20>>2];e=+p[r>>3];p[E>>3]=e;p[s>>3]=+p[r+8>>3];p[t>>3]=+p[r+16>>3];g=r+24|0;f[v>>2]=f[g>>2];f[v+4>>2]=f[g+4>>2];f[v+8>>2]=f[g+8>>2];f[v+12>>2]=f[g+12>>2];f[v+16>>2]=f[g+16>>2];f[v+20>>2]=f[g+20>>2];p[v>>3]=+p[g>>3];p[w>>3]=+p[r+32>>3];p[x>>3]=+p[r+40>>3];g=r+48|0;f[y>>2]=f[g>>2];f[y+4>>2]=f[g+4>>2];f[y+8>>2]=f[g+8>>2];f[y+12>>2]=f[g+12>>2];f[y+16>>2]=f[g+16>>2];f[y+20>>2]=f[g+20>>2];p[y>>3]=+p[g>>3];p[z>>3]=+p[r+56>>3];p[A>>3]=+p[r+64>>3];g=r+72|0;f[B>>2]=f[g>>2];f[B+4>>2]=f[g+4>>2];f[B+8>>2]=f[g+8>>2];g=r;while(1){O=+p[d>>3];p[d>>3]=e;p[g>>3]=O;n=d+8|0;O=+p[n>>3];o=g+8|0;p[n>>3]=+p[o>>3];p[o>>3]=O;o=d+16|0;O=+p[o>>3];q=g+16|0;p[o>>3]=+p[q>>3];p[q>>3]=O;q=d+24|0;O=+p[q>>3];i=g+24|0;p[q>>3]=+p[i>>3];p[i>>3]=O;i=d+32|0;O=+p[i>>3];j=g+32|0;p[i>>3]=+p[j>>3];p[j>>3]=O;j=d+40|0;O=+p[j>>3];k=g+40|0;p[j>>3]=+p[k>>3];p[k>>3]=O;k=d+48|0;O=+p[k>>3];l=g+48|0;p[k>>3]=+p[l>>3];p[l>>3]=O;l=d+56|0;O=+p[l>>3];m=g+56|0;p[l>>3]=+p[m>>3];p[m>>3]=O;m=d+64|0;O=+p[m>>3];h=g+64|0;p[m>>3]=+p[h>>3];p[h>>3]=O;h=g+72|0;g=d+72|0;f[h>>2]=f[g>>2];f[h+4>>2]=f[g+4>>2];f[h+8>>2]=f[g+8>>2];if((d|0)==(a|0))break;h=d+-88|0;O=+sqb(E);if(!(O<+sqb(h)))break;e=+p[d>>3];g=d;d=h}O=+p[E>>3];p[E>>3]=+p[d>>3];p[d>>3]=O;O=+p[s>>3];p[s>>3]=+p[n>>3];p[n>>3]=O;O=+p[t>>3];p[t>>3]=+p[o>>3];p[o>>3]=O;O=+p[C>>3];p[C>>3]=+p[q>>3];p[q>>3]=O;O=+p[w>>3];p[w>>3]=+p[i>>3];p[i>>3]=O;O=+p[x>>3];p[x>>3]=+p[j>>3];p[j>>3]=O;O=+p[D>>3];p[D>>3]=+p[k>>3];p[k>>3]=O;O=+p[z>>3];p[z>>3]=+p[l>>3];p[l>>3]=O;O=+p[A>>3];p[A>>3]=+p[m>>3];p[m>>3]=O;f[g>>2]=f[B>>2];f[g+4>>2]=f[B+4>>2];f[g+8>>2]=f[B+8>>2];c=c+1|0;if((c|0)==8){d=0;c=(r+88|0)==(b|0);break a}}d=r+88|0;if((d|0)==(b|0)){d=1;c=0;break}else{q=r;r=d;d=q}}}while(0);b=c|d;u=F;return b|0}}return 0}function i5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>511){f[b>>2]=c+-512;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;j5a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;k5a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;l5a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function j5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function k5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function l5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function m5a(a){a=a|0;sOb(a);return}function n5a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return b|0}function o5a(a,b){a=a|0;b=b|0;f[b>>2]=39880;f[b+4>>2]=f[a+4>>2];return}function p5a(a){a=a|0;return}function q5a(a){a=a|0;sOb(a);return}function r5a(a,b){a=a|0;b=b|0;u5a(a+4|0,b);return}function s5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==193767?a+4|0:0)|0}function t5a(a){a=a|0;return 15336}function u5a(a,b){a=a|0;b=b|0;var c=0,d=0.0,e=0.0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0.0,O=0.0,P=0.0,Q=0,R=0,S=0;M=u;u=u+128|0;K=M+32|0;L=M;a=f[a>>2]|0;c=f[b+32>>2]|0;J=f[b+36>>2]|0;if((c|0)==(J|0)){u=M;return}y=a+8|0;z=a+236|0;A=a+248|0;B=a+104|0;C=L+8|0;D=K+16|0;E=L+16|0;F=K+40|0;G=L+24|0;H=K+64|0;I=a+112|0;j=a+240|0;k=L+8|0;l=L+16|0;m=L+24|0;n=L+8|0;o=L+16|0;q=L+24|0;r=L+16|0;s=L+24|0;t=L+16|0;v=L+24|0;w=L+16|0;x=L+24|0;do{T4a(K,c,f[y>>2]|0);if(tqb(K,z,A)|0){a=f[j>>2]|0;g=f[z>>2]|0;h=g;i=a;if((a|0)!=(g|0)){b=(a-g|0)/24|0;d=+p[B>>3];p[L>>3]=d;R=h+16|0;O=+p[R>>3];p[k>>3]=O;Q=h+40|0;e=+p[Q>>3];p[l>>3]=e;a=h+64|0;P=+p[a>>3];p[m>>3]=P;d=O<d?+p[k>>3]:+p[L>>3];d=e<d?+p[r>>3]:d;d=P<d?+p[s>>3]:d;p[B>>3]=d;P=+p[I>>3];p[L>>3]=P;e=+p[R>>3];p[n>>3]=e;O=+p[Q>>3];p[o>>3]=O;N=+p[a>>3];p[q>>3]=N;e=P<e?e:+p[L>>3];e=e<O?+p[t>>3]:e;e=e<N?+p[v>>3]:e;p[I>>3]=e;if(b>>>0>3){a=3;do{R=h+(a*24|0)|0;p[L>>3]=d;S=h+(a*24|0)+16|0;P=+p[S>>3];p[k>>3]=P;Q=R+24+16|0;O=+p[Q>>3];p[l>>3]=O;R=R+48+16|0;N=+p[R>>3];p[m>>3]=N;P=P<d?+p[k>>3]:+p[L>>3];P=O<P?+p[r>>3]:P;d=N<P?+p[s>>3]:P;p[B>>3]=d;p[L>>3]=e;P=+p[S>>3];p[n>>3]=P;N=+p[Q>>3];p[o>>3]=N;O=+p[R>>3];p[q>>3]=O;P=e<P?P:+p[L>>3];P=P<N?+p[t>>3]:P;e=P<O?+p[v>>3]:P;p[I>>3]=e;a=a+3|0}while(a>>>0<b>>>0);a=g}else a=g}if((i|0)!=(h|0))f[j>>2]=i+(~(((i+-24-a|0)>>>0)/24|0)*24|0)}else{P=+p[B>>3];p[L>>3]=P;e=+p[D>>3];p[C>>3]=e;N=+p[F>>3];p[E>>3]=N;O=+p[H>>3];p[G>>3]=O;P=e<P?e:+p[L>>3];P=N<P?+p[w>>3]:P;p[B>>3]=O<P?+p[x>>3]:P;P=+p[I>>3];P=P<e?e:P;P=P<N?N:P;p[I>>3]=P<O?O:P}c=c+88|0}while((c|0)!=(J|0));u=M;return}function v5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;i=a+8|0;h=f[a>>2]|0;j=a+4|0;c=f[j>>2]|0;e=c-h|0;g=(e|0)/12|0;d=h;if((((f[i>>2]|0)-h|0)/12|0)>>>0<=g>>>0)return;do if(!e)b=0;else if(g>>>0>357913941)vd();else{b=pOb(e)|0;break}while(0);b=b+(g*12|0)|0;g=b;if((c|0)==(d|0))e=g;else{e=g;do{h=b+-12|0;k=c;c=c+-12|0;f[h>>2]=0;l=b+-8|0;f[l>>2]=0;f[b+-4>>2]=0;f[h>>2]=f[c>>2];h=k+-8|0;f[l>>2]=f[h>>2];k=k+-4|0;f[b+-4>>2]=f[k>>2];f[k>>2]=0;f[h>>2]=0;f[c>>2]=0;b=e+-12|0;e=b}while((c|0)!=(d|0));h=f[a>>2]|0;d=f[j>>2]|0}f[a>>2]=e;f[j>>2]=g;f[i>>2]=g;g=h;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!h)return;sOb(h);return}function w5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;e=f[l>>2]|0;j=f[a>>2]|0;i=(e-j|0)/12|0;b=i+1|0;d=j;if(b>>>0>357913941)AMb(a);m=a+8|0;k=((f[m>>2]|0)-j|0)/12|0;g=k<<1;g=k>>>0<178956970?(g>>>0<b>>>0?b:g):357913941;do if(!g)h=0;else if(g>>>0>357913941)vd();else{h=pOb(g*12|0)|0;break}while(0);b=h+(i*12|0)|0;c=b;k=h+(g*12|0)|0;f[b>>2]=0;f[h+(i*12|0)+4>>2]=0;f[h+(i*12|0)+8>>2]=0;g=b+12|0;if((e|0)!=(d|0)){do{j=b+-12|0;i=e;e=e+-12|0;f[j>>2]=0;h=b+-8|0;f[h>>2]=0;f[b+-4>>2]=0;f[j>>2]=f[e>>2];j=i+-8|0;f[h>>2]=f[j>>2];i=i+-4|0;f[b+-4>>2]=f[i>>2];f[i>>2]=0;f[j>>2]=0;f[e>>2]=0;b=c+-12|0;c=b}while((e|0)!=(d|0));j=f[a>>2]|0;d=f[l>>2]|0}f[a>>2]=c;f[l>>2]=g;f[m>>2]=k;g=j;if((d|0)!=(g|0))do{b=d;d=d+-12|0;e=f[d>>2]|0;if(e|0){b=b+-8|0;c=f[b>>2]|0;if((c|0)!=(e|0))f[b>>2]=c+(~((c+-32-e|0)>>>5)<<5);sOb(e)}}while((d|0)!=(g|0));if(!j)return;sOb(j);return}function x5a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;k=a+4|0;i=f[k>>2]|0;m=f[a>>2]|0;d=i-m>>5;b=d+1|0;j=m;if(b>>>0>134217727)AMb(a);l=a+8|0;h=(f[l>>2]|0)-m|0;c=h>>4;c=h>>5>>>0<67108863?(c>>>0<b>>>0?b:c):134217727;do if(!c)e=0;else if(c>>>0>134217727)vd();else{e=pOb(c<<5)|0;break}while(0);b=e+(d<<5)|0;g=e+(c<<5)|0;h=b+32|0;if((i|0)!=(j|0)){e=i+-32-m|0;c=i;d=b;while(1){i=c;c=c+-32|0;p[d+-32>>3]=+p[c>>3];p[d+-24>>3]=+p[i+-24>>3];p[d+-16>>3]=+p[i+-16>>3];p[d+-8>>3]=+p[i+-8>>3];if((c|0)==(j|0))break;else d=d+-32|0}b=b+(~(e>>>5)<<5)|0}f[a>>2]=b;f[k>>2]=h;f[l>>2]=g;if(!m)return;sOb(m);return}function y5a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0.0,z=0.0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0;x=u;u=u+416|0;w=x+80|0;d=x+376|0;s=x+368|0;m=x+392|0;o=x+352|0;t=x+132|0;v=x;l=x+120|0;e=x+104|0;q=x+116|0;wqb(d);i=+n[d+8>>2];z=i-+n[d>>2];n[s>>2]=z;j=+n[d+12>>2];y=j-+n[d+4>>2];r=s+4|0;n[r>>2]=y;if(!(!(z<=1.0)&!(y<=1.0))){u=x;return}b[m>>0]=0;b[m+1>>0]=1;Q=m+2|0;P=m+8|0;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;b[Q+4>>0]=0;b[Q+5>>0]=0;Q=m+12|0;b[P>>0]=1;b[P+1>>0]=1;b[P+2>>0]=1;b[P+3>>0]=1;b[Q>>0]=0;b[Q+1>>0]=0;b[Q+2>>0]=0;b[Q+3>>0]=0;n[w>>2]=i+-1.0;n[w+4>>2]=j+-1.0;dkb(t,c,d,w,s,o);f[v>>2]=f[t>>2];Q=v+4|0;f[Q>>2]=f[t+4>>2];P=v+8|0;f[P>>2]=f[t+8>>2];O=v+12|0;n[O>>2]=-+n[t+12>>2];N=v+16|0;f[N>>2]=f[t+16>>2];M=v+20|0;f[M>>2]=f[t+20>>2];L=v+24|0;f[L>>2]=f[t+24>>2];K=v+28|0;n[K>>2]=-+n[t+28>>2];J=v+32|0;f[J>>2]=f[t+32>>2];I=v+36|0;f[I>>2]=f[t+36>>2];H=v+40|0;f[H>>2]=f[t+40>>2];G=v+44|0;n[G>>2]=-+n[t+44>>2];F=v+48|0;f[F>>2]=f[t+48>>2];E=v+52|0;f[E>>2]=f[t+52>>2];D=v+56|0;f[D>>2]=f[t+56>>2];C=v+60|0;n[C>>2]=-+n[t+60>>2];B=v+64|0;f[B>>2]=f[t+64>>2];A=v+68|0;f[A>>2]=f[t+68>>2];d=v+72|0;f[d>>2]=f[t+72>>2];g=v+76|0;n[g>>2]=-+n[t+76>>2];f[l>>2]=0;k=l+4|0;f[k>>2]=0;f[l+8>>2]=0;z5a(l,5);h=f[l>>2]|0;f[h>>2]=f[v>>2];f[h+4>>2]=f[Q>>2];f[h+8>>2]=f[P>>2];f[h+12>>2]=f[O>>2];f[h+44>>2]=f[N>>2];f[h+48>>2]=f[M>>2];f[h+52>>2]=f[L>>2];f[h+56>>2]=f[K>>2];f[h+88>>2]=f[J>>2];f[h+92>>2]=f[I>>2];f[h+96>>2]=f[H>>2];f[h+100>>2]=f[G>>2];f[h+132>>2]=f[F>>2];f[h+136>>2]=f[E>>2];f[h+140>>2]=f[D>>2];f[h+144>>2]=f[C>>2];f[h+176>>2]=f[B>>2];f[h+180>>2]=f[A>>2];f[h+184>>2]=f[d>>2];f[h+188>>2]=f[g>>2];A5a(l);B5a(e,l);h=pOb(56)|0;p[w>>3]=+n[o>>2];p[w+8>>3]=+n[o+4>>2];p[w+16>>3]=+n[o+8>>2];Mlb(h,e,w);g=f[e>>2]|0;if(g|0){d=e+4|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}g=okb(m,c,5,v,o)|0;d=f[l>>2]|0;if(d|0){e=f[k>>2]|0;if((e|0)!=(d|0))f[k>>2]=e+(~(((e+-44-d|0)>>>0)/44|0)*44|0);sOb(d)}C5a(w,0,c,g);bjb(o,c,0,0,0);f[q>>2]=h;Skb(t,m,c,o,q);d=f[q>>2]|0;f[q>>2]=0;if(d|0)gh[f[(f[d>>2]|0)+4>>2]&2047](d);p[v>>3]=+n[s>>2];p[v+8>>3]=+n[r>>2];D5a(a,c,t,v,w);Rkb(t);d=f[w>>2]|0;if(d|0){h=w+4|0;e=f[h>>2]|0;if((e|0)!=(d|0)){do{g=e+-8|0;f[h>>2]=g;e=f[e+-4>>2]|0;if(!e)e=g;else{iOb(e);e=f[h>>2]|0}}while((e|0)!=(d|0));d=f[w>>2]|0}sOb(d)}u=x;return}function z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/44|0)>>>0>=b>>>0){do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+44|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/44|0;c=e+b|0;if(c>>>0>97612893)AMb(a);g=(g-d|0)/44|0;i=g<<1;c=g>>>0<48806446?(i>>>0<c>>>0?c:i):97612893;do if(!c)h=0;else if(c>>>0>97612893)vd();else{h=pOb(c*44|0)|0;break}while(0);i=h+(e*44|0)|0;g=i;e=h+(c*44|0)|0;c=i;h=g;do{d=c+44|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+44|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=b;b=b+-44|0;g=d;d=d+-44|0;f[b>>2]=f[d>>2];f[i+-40>>2]=f[g+-40>>2];f[i+-36>>2]=f[g+-36>>2];f[i+-32>>2]=f[g+-32>>2];f[i+-28>>2]=f[g+-28>>2];f[i+-24>>2]=f[g+-24>>2];f[i+-20>>2]=f[g+-20>>2];f[i+-16>>2]=f[g+-16>>2];f[i+-12>>2]=f[g+-12>>2];f[i+-8>>2]=f[g+-8>>2];f[i+-4>>2]=f[g+-4>>2]}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function A5a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/44|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*44|0)+12|0;n[j>>2]=-+n[j>>2];h=+n[d+(a*44|0)>>2];g=+K(+h);n[d+(a*44|0)+16>>2]=g;g=+n[d+(a*44|0)+4>>2];e=+K(+g);n[d+(a*44|0)+20>>2]=e;e=+n[d+(a*44|0)+8>>2];i=+K(+e);n[d+(a*44|0)+24>>2]=i;n[d+(a*44|0)+28>>2]=h>=0.0?1.0:-1.0;n[d+(a*44|0)+32>>2]=g>=0.0?1.0:-1.0;n[d+(a*44|0)+36>>2]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+n[d+(a*44|0)>>2];h=+n[d+(a*44|0)+4>>2];i=+n[d+(a*44|0)+8>>2];i=g*g+(h*h+i*i);n[d+(a*44|0)+40>>2]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function B5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0.0,s=0.0,t=0.0;q=u;u=u+32|0;d=q+12|0;l=q;c=f[b>>2]|0;k=(f[b+4>>2]|0)-c|0;m=(k|0)/44|0;f[d>>2]=0;o=d+4|0;f[o>>2]=0;f[d+8>>2]=0;k=(k|0)==0;if(k){j=0;e=0;i=0}else{if(m>>>0>268435455)AMb(d);g=pOb(m<<4)|0;f[d>>2]=g;e=g+(m<<4)|0;f[d+8>>2]=e;f[o>>2]=e;b=0;do{f[g+(b<<4)>>2]=f[c+(b*44|0)>>2];f[g+(b<<4)+4>>2]=f[c+(b*44|0)+4>>2];f[g+(b<<4)+8>>2]=f[c+(b*44|0)+8>>2];n[g+(b<<4)+12>>2]=-+n[c+(b*44|0)+12>>2];b=b+1|0}while(b>>>0<m>>>0);j=g;i=g}f[l>>2]=0;d=l+4|0;f[d>>2]=0;f[l+8>>2]=0;if(k){f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;N6a(a)}else{if(m>>>0>134217727)AMb(l);g=pOb(m<<5)|0;f[l>>2]=g;h=g+(m<<5)|0;f[l+8>>2]=h;f[d>>2]=h;b=0;do{t=+n[j+(b<<4)+4>>2];s=+n[j+(b<<4)+8>>2];r=+n[j+(b<<4)+12>>2];p[g+(b<<5)>>3]=+n[j+(b<<4)>>2];p[g+(b<<5)+8>>3]=t;p[g+(b<<5)+16>>3]=s;p[g+(b<<5)+24>>3]=r;b=b+1|0}while(b>>>0<m>>>0);f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;if(!k){M6a(a,m);c=f[a>>2]|0;b=0;do{p[c+(b*88|0)>>3]=+p[g+(b<<5)>>3];p[c+(b*88|0)+8>>3]=+p[g+(b<<5)+8>>3];p[c+(b*88|0)+16>>3]=+p[g+(b<<5)+16>>3];p[c+(b*88|0)+24>>3]=+p[g+(b<<5)+24>>3];b=b+1|0}while((b|0)!=(m|0))}N6a(a);if((h|0)!=(g|0))f[d>>2]=h+(~((h+-32-g|0)>>>5)<<5);sOb(g)}if(!j){u=q;return}if((e|0)!=(j|0))f[o>>2]=e+(~((e+-16-j|0)>>>4)<<4);sOb(i);u=q;return}function C5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=u;u=u+32|0;j=o+8|0;k=o;f[a>>2]=0;l=a+4|0;f[l>>2]=0;f[a+8>>2]=0;ykb(c,d);m=j+4|0;n=j+8|0;b=pOb(8192)|0;f[j>>2]=b;f[m>>2]=b;f[n>>2]=b+8192;Ckb(c,d,1024,j);b=f[j>>2]|0;e=f[m>>2]|0;if((b|0)!=(e|0)){h=a+8|0;i=k+4|0;g=e;do{if((b|0)!=(g|0)){do{ARa(k,c,b);e=f[l>>2]|0;if(e>>>0<(f[h>>2]|0)>>>0){f[e>>2]=f[k>>2];f[e+4>>2]=f[i>>2];f[k>>2]=0;f[i>>2]=0;f[l>>2]=e+8}else{L6a(a,k);e=f[i>>2]|0;if(e|0)iOb(e)}b=b+8|0}while((b|0)!=(g|0));e=f[j>>2]|0;g=f[m>>2]|0;b=e;if((g|0)!=(e|0))f[m>>2]=g+(~((g+-8-e|0)>>>3)<<3)}Ckb(c,d,(f[n>>2]|0)-b>>3,j);b=f[j>>2]|0;g=f[m>>2]|0}while((b|0)!=(g|0))}if(!b){zkb(c,d);u=o;return}sOb(b);zkb(c,d);u=o;return}function D5a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0,R=0,S=0,T=0,U=0,V=0,W=0.0;V=u;u=u+752|0;U=V+216|0;H=V+184|0;I=V+736|0;i=V+720|0;T=V+704|0;Q=V+692|0;h=V+672|0;j=V+656|0;k=V+648|0;q=V+644|0;R=V+160|0;P=V+136|0;l=V+640|0;O=V+628|0;M=V+616|0;m=V+596|0;o=V+584|0;N=V+112|0;L=V+88|0;K=V+64|0;E=V+24|0;F=V;G=a9a(AQa(c)|0)|0;ojb(U,G,e,0);p[H>>3]=-+p[U+8>>3];A=H+8|0;p[A>>3]=-+p[U+16>>3];B=H+16|0;p[B>>3]=-+p[U+24>>3];C=H+24|0;p[C>>3]=-+p[U+32>>3];U=IAa(G)|0;f[i>>2]=a;f[i+4>>2]=H;f[i+8>>2]=U;f[i+12>>2]=I;f[T>>2]=0;U=T+4|0;f[U>>2]=0;f[T+8>>2]=0;f[Q>>2]=0;S=Q+4|0;f[S>>2]=0;f[Q+8>>2]=0;f[h>>2]=I;f[h+4>>2]=a;f[h+8>>2]=i;f[h+12>>2]=T;f[h+16>>2]=Q;f[j>>2]=a;f[j+4>>2]=I;f[j+8>>2]=H;f[j+12>>2]=h;f[k>>2]=-1;f[q>>2]=-16777216;h=ySa(c)|0;e=f[h+12>>2]|0;h=f[h+16>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[k>>2]=J}if(!i)iOb(h);h=ySa(c)|0;e=f[h+4>>2]|0;h=f[h+8>>2]|0;i=(h|0)==0;if(!i)gOb(h);if(e|0){D=$Cb(+n[e+152>>2]*255.0)|0;z=$Cb(+n[e+156>>2]*255.0)|0;J=$Cb(+n[e+160>>2]*255.0)|0;J=z<<8&65280|D&255|J<<16&16711680|(~~+iQb(+(+n[e+164>>2]*255.0))&255)<<24;f[q>>2]=J}if(!i)iOb(h);J=R+16|0;f[R>>2]=4e4;f[R+4>>2]=j;f[R+8>>2]=I;f[J>>2]=R;D=P+16|0;f[P>>2]=40044;f[P+4>>2]=k;f[P+8>>2]=j;f[P+12>>2]=I;f[D>>2]=P;f[l>>2]=a;f[O>>2]=0;z=O+4|0;f[z>>2]=0;f[O+8>>2]=0;f[M>>2]=0;y=M+4|0;f[y>>2]=0;f[M+8>>2]=0;f[m>>2]=I;f[m+4>>2]=a;f[m+8>>2]=l;f[m+12>>2]=O;f[m+16>>2]=M;f[o>>2]=H;f[o+4>>2]=a;f[o+8>>2]=m;t=o;x=N+16|0;f[N>>2]=40088;f[N+4>>2]=t;f[x>>2]=N;w=L+16|0;f[L>>2]=40132;f[L+4>>2]=t;f[L+8>>2]=q;f[w>>2]=L;t=K+16|0;f[K>>2]=40176;f[t>>2]=K;v=hjb(c)|0;e=f[g>>2]|0;a=f[g+4>>2]|0;if((e|0)!=(a|0)){l=E+8|0;m=E+16|0;o=E+24|0;q=I+12|0;g=I+4|0;r=I+8|0;s=I+13|0;do{Vib(E,c,G,f[e>>2]|0,0);W=+p[C>>3]+(+p[H>>3]*+p[E>>3]+(+p[A>>3]*+p[l>>3]+ +p[B>>3]*+p[m>>3]));b[q>>0]=(W<0.0?1:W*W<+p[o>>3])&1;k=f[e>>2]|0;i=f[k+96>>2]|0;k=f[(f[(f[k+4>>2]|0)+44>>2]|0)+52>>2]|0;if(!(k&4)){j=i+120|0;h=b[j>>0]|0;if(h&8){BIa(i);h=b[j>>0]|0}if(!(h&1))h=v;else h=ijb(v)|0}else h=0;f[I>>2]=h;h=k&3;f[g>>2]=h;i=f[e>>2]|0;j=f[i+196>>2]|0;if(j&1048576){h=lJa(i)|0;i=f[e>>2]|0;h=f[(f[(f[h>>2]|0)+44>>2]|0)+52>>2]&3;j=f[i+196>>2]|0}f[r>>2]=h;b[s>>0]=j>>>1&1;Qlb(d,i,E,F,R,N,K,P,L)|0;e=e+8|0}while((e|0)!=(a|0))}e=f[t>>2]|0;if((K|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[w>>2]|0;if((L|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[x>>2]|0;if((N|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[M>>2]|0;if(e|0){h=f[y>>2]|0;if((h|0)!=(e|0))f[y>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[O>>2]|0;if(e|0){h=f[z>>2]|0;if((h|0)!=(e|0))f[z>>2]=h+(~(((h+-48-e|0)>>>0)/48|0)*48|0);sOb(e)}e=f[D>>2]|0;if((P|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[J>>2]|0;if((R|0)==(e|0))gh[f[(f[e>>2]|0)+16>>2]&2047](e);else if(e|0)gh[f[(f[e>>2]|0)+20>>2]&2047](e);e=f[Q>>2]|0;if(e|0){h=f[S>>2]|0;if((h|0)!=(e|0))f[S>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e)}e=f[T>>2]|0;if(!e){u=V;return}h=f[U>>2]|0;if((h|0)!=(e|0))f[U>>2]=h+(~(((h+-72-e|0)>>>0)/72|0)*72|0);sOb(e);u=V;return}function E5a(a){a=a|0;return}function F5a(a){a=a|0;sOb(a);return}function G5a(a){a=a|0;a=pOb(8)|0;f[a>>2]=40176;return a|0}function H5a(a,b){a=a|0;b=b|0;f[b>>2]=40176;return}function I5a(a){a=a|0;return}function J5a(a){a=a|0;sOb(a);return}function K5a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return}function L5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==194869?a+4|0:0)|0}function M5a(a){a=a|0;return 15368}function N5a(a){a=a|0;return}function O5a(a){a=a|0;sOb(a);return}function P5a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=40132;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function Q5a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=40132;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function R5a(a){a=a|0;return}function S5a(a){a=a|0;sOb(a);return}function T5a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0;d=u;u=u+16|0;e=d;g=f[a+4>>2]|0;a=f[a+8>>2]|0;b=f[b>>2]|0;j=c+116|0;i=f[j+4>>2]|0;c=e;f[c>>2]=f[j>>2];f[c+4>>2]=i;f[e+8>>2]=h[a>>0]|h[a+1>>0]<<8|h[a+2>>0]<<16|h[a+3>>0]<<24;W5a(g,b,e,1);u=d;return}function U5a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==195461?a+4|0:0)|0}function V5a(a){a=a|0;return 15400}function W5a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0.0,n=0,o=0.0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=0,O=0,P=0,Q=0.0,R=0.0,S=0.0,T=0.0,U=0.0,V=0.0,W=0;P=u;u=u+192|0;N=P+96|0;O=P+48|0;w=P;h=f[a+4>>2]|0;m=+p[c>>3];o=+p[c+24>>3];g=c+8|0;if(m==o){k=+p[g>>3];l=+p[c+32>>3];if(k==l)if(+p[c+16>>3]==+p[c+40>>3]){u=P;return}}else{k=+p[g>>3];l=+p[c+32>>3]}p[w>>3]=m;t=w+8|0;p[t>>3]=k;V=+p[c+16>>3];v=w+16|0;p[v>>3]=V;s=w+24|0;p[s>>3]=o;x=w+32|0;p[x>>3]=l;Q=+p[c+40>>3];y=w+40|0;p[y>>3]=Q;c=f[a>>2]|0;T=+p[c>>3];S=+p[c+8>>3];R=+p[c+16>>3];U=+p[c+24>>3];j=w+24|0;g=U+(T*m+(S*k+R*V))>=0.0;if(g^U+(T*o+(S*l+R*Q))>=0.0){cCa(N,c,w,j);i=(g^1)&1;V=+p[N>>3];L=w+(i*24|0)|0;p[N>>3]=+p[L>>3];p[L>>3]=V;L=N+8|0;V=+p[L>>3];M=w+(i*24|0)+8|0;p[L>>3]=+p[M>>3];p[M>>3]=V;p[w+(i*24|0)+16>>3]=+p[N+16>>3];i=9}else if(g){d=h+2944|0;f[d>>2]=(f[d>>2]|0)+1}else i=9;a:do if((i|0)==9){M=f[a+8>>2]|0;g=f[M+4>>2]|0;if(!e)if(!(b[(f[M>>2]|0)+13>>0]|0)){q=g+2852|0;r=g+2856|0;if((f[q>>2]|0)!=(f[r>>2]|0)){L=M+12|0;g=f[L>>2]|0;h=f[g>>2]|0;c=g+4|0;a=f[c>>2]|0;if((a|0)==(h|0))n=g;else{f[c>>2]=a+(~(((a+-48-h|0)>>>0)/48|0)*48|0);h=f[L>>2]|0;n=h;h=f[h+4>>2]|0}k=+p[w>>3];p[N>>3]=k;j=N+8|0;p[j>>3]=+p[t>>3];e=N+16|0;p[e>>3]=+p[v>>3];i=N+24|0;p[i>>3]=+p[s>>3];a=N+32|0;p[a>>3]=+p[x>>3];c=N+40|0;p[c>>3]=+p[y>>3];g=n+4|0;if(h>>>0<(f[n+8>>2]|0)>>>0){f[h>>2]=f[N>>2];f[h+4>>2]=f[N+4>>2];f[h+8>>2]=f[N+8>>2];f[h+12>>2]=f[N+12>>2];f[h+16>>2]=f[N+16>>2];f[h+20>>2]=f[N+20>>2];p[h>>3]=k;p[h+8>>3]=+p[j>>3];p[h+16>>3]=+p[e>>3];K=h+24|0;f[K>>2]=f[i>>2];f[K+4>>2]=f[i+4>>2];f[K+8>>2]=f[i+8>>2];f[K+12>>2]=f[i+12>>2];f[K+16>>2]=f[i+16>>2];f[K+20>>2]=f[i+20>>2];p[K>>3]=+p[i>>3];p[h+32>>3]=+p[a>>3];p[h+40>>3]=+p[c>>3];f[g>>2]=(f[g>>2]|0)+48}else X5a(n,N);g=f[q>>2]|0;s=f[r>>2]|0;if((g|0)!=(s|0)){t=M+16|0;v=N+8|0;w=N+16|0;x=N+24|0;y=N+32|0;z=N+40|0;A=N+48|0;B=N+56|0;C=O+8|0;D=N+64|0;E=O+16|0;F=O+24|0;G=N+72|0;H=N+80|0;I=O+32|0;J=N+88|0;K=O+40|0;do{c=f[t>>2]|0;a=f[c>>2]|0;h=c+4|0;i=f[h>>2]|0;if((i|0)!=(a|0)){f[h>>2]=i+(~(((i+-48-a|0)>>>0)/48|0)*48|0);c=f[t>>2]|0}r=f[L>>2]|0;j=f[c>>2]|0;f[c>>2]=f[r>>2];f[r>>2]=j;j=c+4|0;q=r+4|0;n=f[j>>2]|0;f[j>>2]=f[q>>2];f[q>>2]=n;q=c+8|0;c=r+8|0;r=f[q>>2]|0;f[q>>2]=f[c>>2];f[c>>2]=r;c=f[g>>2]|0;r=f[g+4>>2]|0;if((c|0)!=(r|0))do{i=f[t>>2]|0;a=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(a|0){a=(a|0)/48|0;h=0;while(1){i=f[i>>2]|0;e=i+(h*48|0)|0;switch((S6a(c,e,N,0.0)|0)<<24>>24){case 4:case 2:case 0:{h=h+1|0;break}case 1:{j=f[L>>2]|0;n=j+4|0;q=f[n>>2]|0;if((q|0)==(f[j+8>>2]|0))Y5a(j,e);else{p[q>>3]=+p[e>>3];p[q+8>>3]=+p[i+(h*48|0)+8>>3];p[q+16>>3]=+p[i+(h*48|0)+16>>3];p[q+24>>3]=+p[i+(h*48|0)+24>>3];p[q+32>>3]=+p[i+(h*48|0)+32>>3];p[q+40>>3]=+p[i+(h*48|0)+40>>3];f[n>>2]=q+48}j=f[t>>2]|0;i=(f[j>>2]|0)+(h*48|0)|0;e=i+48|0;j=j+4|0;n=f[j>>2]|0;if((e|0)!=(n|0))do{V=+p[e>>3];p[e>>3]=+p[i>>3];p[i>>3]=V;W=e+8|0;V=+p[W>>3];q=i+8|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+16|0;V=+p[q>>3];W=i+16|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+24|0;V=+p[W>>3];q=i+24|0;p[W>>3]=+p[q>>3];p[q>>3]=V;q=e+32|0;V=+p[q>>3];W=i+32|0;p[q>>3]=+p[W>>3];p[W>>3]=V;W=e+40|0;V=+p[W>>3];q=i+40|0;p[W>>3]=+p[q>>3];p[q>>3]=V;e=e+48|0;i=i+48|0}while((e|0)!=(n|0));if((n|0)!=(i|0))f[j>>2]=n+(~(((n+-48-i|0)>>>0)/48|0)*48|0);a=a+-1|0;break}case 3:{S=+p[v>>3];T=+p[w>>3];U=+p[x>>3];V=+p[y>>3];k=+p[z>>3];p[e>>3]=+p[N>>3];p[i+(h*48|0)+8>>3]=S;p[i+(h*48|0)+16>>3]=T;p[i+(h*48|0)+24>>3]=U;p[i+(h*48|0)+32>>3]=V;p[i+(h*48|0)+40>>3]=k;i=f[L>>2]|0;k=+p[A>>3];p[O>>3]=k;p[C>>3]=+p[B>>3];p[E>>3]=+p[D>>3];p[F>>3]=+p[G>>3];p[I>>3]=+p[H>>3];p[K>>3]=+p[J>>3];e=i+4|0;j=f[e>>2]|0;if(j>>>0<(f[i+8>>2]|0)>>>0){f[j>>2]=f[O>>2];f[j+4>>2]=f[O+4>>2];f[j+8>>2]=f[O+8>>2];f[j+12>>2]=f[O+12>>2];f[j+16>>2]=f[O+16>>2];f[j+20>>2]=f[O+20>>2];p[j>>3]=k;p[j+8>>3]=+p[C>>3];p[j+16>>3]=+p[E>>3];W=j+24|0;f[W>>2]=f[F>>2];f[W+4>>2]=f[F+4>>2];f[W+8>>2]=f[F+8>>2];f[W+12>>2]=f[F+12>>2];f[W+16>>2]=f[F+16>>2];f[W+20>>2]=f[F+20>>2];p[W>>3]=+p[F>>3];p[j+32>>3]=+p[I>>3];p[j+40>>3]=+p[K>>3];f[e>>2]=(f[e>>2]|0)+48}else Z5a(i,O);h=h+1|0;break}default:{}}if(h>>>0>=a>>>0)break b;i=f[t>>2]|0}}while(0);c=c+32|0}while((c|0)!=(r|0));g=g+12|0}while((g|0)!=(s|0))}j=f[L>>2]|0;g=f[j>>2]|0;j=f[j+4>>2]|0;if((g|0)==(j|0))break;e=M+8|0;while(1){c=f[f[e>>2]>>2]|0;a=g+24|0;h=c+2652|0;i=f[h>>2]|0;if(i>>>0<(f[c+2656>>2]|0)>>>0){p[i>>3]=+p[g>>3];p[i+8>>3]=+p[g+8>>3];p[i+16>>3]=+p[g+16>>3];p[i+24>>3]=+p[a>>3];p[i+32>>3]=+p[g+32>>3];p[i+40>>3]=+p[g+40>>3];W=i+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+64}else b4a(c+2648|0,g,a,d);W=c+2940|0;f[W>>2]=(f[W>>2]|0)+1;g=g+48|0;if((g|0)==(j|0))break a}}}g=f[f[M+8>>2]>>2]|0;c=g+2652|0;a=f[c>>2]|0;if(a>>>0<(f[g+2656>>2]|0)>>>0){p[a>>3]=+p[w>>3];p[a+8>>3]=+p[t>>3];p[a+16>>3]=+p[v>>3];p[a+24>>3]=+p[j>>3];p[a+32>>3]=+p[x>>3];p[a+40>>3]=+p[y>>3];W=a+48|0;f[W>>2]=f[d>>2];f[W+4>>2]=f[d+4>>2];f[W+8>>2]=f[d+8>>2];f[c>>2]=(f[c>>2]|0)+64}else b4a(g+2648|0,w,j,d);W=g+2940|0;f[W>>2]=(f[W>>2]|0)+1}while(0);u=P;return}function X5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Y5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];p[g+(h*48|0)+24>>3]=+p[b+24>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{h=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function Z5a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/48|0;c=h+1|0;j=m;if(c>>>0>89478485)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/48|0;e=i<<1;e=i>>>0<44739242?(e>>>0<c>>>0?c:e):89478485;do if(!e)g=0;else if(e>>>0>89478485)vd();else{g=pOb(e*48|0)|0;break}while(0);c=g+(h*48|0)|0;i=g+(e*48|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*48|0)+8>>3]=+p[b+8>>3];p[g+(h*48|0)+16>>3]=+p[b+16>>3];e=g+(h*48|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*48|0)+32>>3]=+p[b+32>>3];p[g+(h*48|0)+40>>3]=+p[b+40>>3];e=c+48|0;if((d|0)!=(j|0))do{n=d;d=d+-48|0;p[c+-48>>3]=+p[d>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-48|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function _5a(a){a=a|0;return}function $5a(a){a=a|0;sOb(a);return}function a6a(a){a=a|0;var b=0;b=pOb(8)|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return b|0}function b6a(a,b){a=a|0;b=b|0;f[b>>2]=40088;f[b+4>>2]=f[a+4>>2];return}function c6a(a){a=a|0;return}function d6a(a){a=a|0;sOb(a);return}function e6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;a=f[a+4>>2]|0;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;W5a(a,b,g,0);u=e;return}function f6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196051?a+4|0:0)|0}function g6a(a){a=a|0;return 15432}function h6a(a){a=a|0;sOb(a);return}function i6a(a){a=a|0;var b=0,c=0;b=pOb(16)|0;c=a+4|0;f[b>>2]=40044;a=b+4|0;f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];return b|0}function j6a(a,b){a=a|0;b=b|0;a=a+4|0;f[b>>2]=40044;b=b+4|0;f[b>>2]=f[a>>2];f[b+4>>2]=f[a+4>>2];f[b+8>>2]=f[a+8>>2];return}function k6a(a){a=a|0;return}function l6a(a){a=a|0;sOb(a);return}function m6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,i=0,j=0,k=0;d=u;u=u+16|0;e=d;j=f[a+4>>2]|0;i=f[a+8>>2]|0;g=f[b>>2]|0;b=f[(f[a+12>>2]|0)+8>>2]|0;k=c+116|0;a=f[k+4>>2]|0;c=e;f[c>>2]=f[k>>2];f[c+4>>2]=a;f[e+8>>2]=h[j>>0]|h[j+1>>0]<<8|h[j+2>>0]<<16|h[j+3>>0]<<24;p6a(i,g,e,b,1);u=d;return}function n6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==196641?a+4|0:0)|0}function o6a(a){a=a|0;return 15464}function p6a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0.0,j=0.0,k=0,l=0,m=0.0,n=0,o=0;o=u;u=u+224|0;k=o+144|0;n=o;l=f[a>>2]|0;m=+p[c>>3];j=+p[c+24>>3];if(m==j)if(+p[c+8>>3]==+p[c+32>>3]){if(!(+p[c+16>>3]==+p[c+40>>3]))h=4}else h=4;else h=4;do if((h|0)==4){i=+p[c+48>>3];if(m==i)if(+p[c+8>>3]==+p[c+56>>3])if(+p[c+16>>3]==+p[c+64>>3])break;if(j==i)if(+p[c+32>>3]==+p[c+56>>3])if(+p[c+40>>3]==+p[c+64>>3])break;if((e|0)==1){p[k>>3]=i;p[k+8>>3]=+p[c+56>>3];p[k+16>>3]=+p[c+64>>3];p[k+24>>3]=j;p[k+32>>3]=+p[c+32>>3];p[k+40>>3]=+p[c+40>>3];p[k+48>>3]=m;p[k+56>>3]=+p[c+8>>3];p[k+64>>3]=+p[c+16>>3];c=k}if(!(b[(f[a+4>>2]|0)+12>>0]|0))q6a(f[a+12>>2]|0,c,d,g);else{h=bCa(f[a+8>>2]|0,c,n)|0;if(h|0){c=a+12|0;q6a(f[c>>2]|0,n,d,g);if(h>>>0>3)q6a(f[c>>2]|0,n+72|0,d,g)}}u=o;return}while(0);n=l+2932|0;f[n>>2]=(f[n>>2]|0)+1;u=o;return}function q6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0.0,k=0,l=0,m=0,o=0,q=0,r=0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0;r=u;u=u+1488|0;l=f[a+4>>2]|0;if(!e)if(!(b[(f[a>>2]|0)+13>>0]|0))if((f[(l+2852|0)>>2]|0)!=(f[(l+2856|0)>>2]|0)){e=f[(a+12|0)>>2]|0;h=f[e>>2]|0;g=f[(e+4|0)>>2]|0;if((g|0)!=(h|0)){f[(e+4|0)>>2]=g+(~(((g+-72-h|0)>>>0)/72|0)*72|0);h=f[(a+12|0)>>2]|0;e=h;h=f[h+4>>2]|0}j=+p[c>>3];p[(r+72|0)>>3]=j;p[((r+72|0)+8|0)>>3]=+p[c+8>>3];p[((r+72|0)+16|0)>>3]=+p[c+16>>3];i=(r+72|0)+24|0;p[i>>3]=+p[c+24>>3];p[((r+72|0)+32|0)>>3]=+p[c+32>>3];p[((r+72|0)+40|0)>>3]=+p[c+40>>3];k=(r+72|0)+48|0;p[k>>3]=+p[c+48>>3];p[((r+72|0)+56|0)>>3]=+p[c+56>>3];p[((r+72|0)+64|0)>>3]=+p[c+64>>3];g=e+4|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[(r+72|0)>>2];f[h+4>>2]=f[(r+72|0)+4>>2];f[h+8>>2]=f[(r+72|0)+8>>2];f[h+12>>2]=f[(r+72|0)+12>>2];f[h+16>>2]=f[(r+72|0)+16>>2];f[h+20>>2]=f[(r+72|0)+20>>2];p[h>>3]=j;p[h+8>>3]=+p[((r+72|0)+8|0)>>3];p[h+16>>3]=+p[((r+72|0)+16|0)>>3];q=h+24|0;f[q>>2]=f[i>>2];f[q+4>>2]=f[i+4>>2];f[q+8>>2]=f[i+8>>2];f[q+12>>2]=f[i+12>>2];f[q+16>>2]=f[i+16>>2];f[q+20>>2]=f[i+20>>2];p[q>>3]=+p[i>>3];p[h+32>>3]=+p[((r+72|0)+32|0)>>3];p[h+40>>3]=+p[((r+72|0)+40|0)>>3];q=h+48|0;f[q>>2]=f[k>>2];f[q+4>>2]=f[k+4>>2];f[q+8>>2]=f[k+8>>2];f[q+12>>2]=f[k+12>>2];f[q+16>>2]=f[k+16>>2];f[q+20>>2]=f[k+20>>2];p[q>>3]=+p[k>>3];p[h+56>>3]=+p[((r+72|0)+56|0)>>3];p[h+64>>3]=+p[((r+72|0)+64|0)>>3];f[g>>2]=(f[g>>2]|0)+72}else s6a(e,r+72|0);e=f[(l+2852|0)>>2]|0;q=f[(l+2856|0)>>2]|0;if((e|0)!=(q|0)){o=e;do{e=f[(a+16|0)>>2]|0;g=f[e>>2]|0;h=f[(e+4|0)>>2]|0;if((h|0)!=(g|0)){f[(e+4|0)>>2]=h+(~(((h+-72-g|0)>>>0)/72|0)*72|0);e=f[(a+16|0)>>2]|0}m=f[(a+12|0)>>2]|0;c=f[e>>2]|0;f[e>>2]=f[m>>2];f[m>>2]=c;c=e+4|0;l=f[c>>2]|0;f[c>>2]=f[(m+4|0)>>2];f[(m+4|0)>>2]=l;l=e+8|0;e=f[l>>2]|0;f[l>>2]=f[(m+8|0)>>2];f[(m+8|0)>>2]=e;e=f[o>>2]|0;m=f[o+4>>2]|0;if((e|0)!=(m|0))do{h=f[(a+12|0)>>2]|0;l=(f[h+4>>2]|0)-(f[h>>2]|0)|0;a:do if(l|0){g=0;while(1){h=f[h>>2]|0;i=h+(g*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);if((b[(r+288|0)>>0]|0)==3){z=+p[((r+72|0)+8|0)>>3];y=+p[((r+72|0)+16|0)>>3];x=+p[((r+72|0)+24|0)>>3];w=+p[((r+72|0)+32|0)>>3];v=+p[((r+72|0)+40|0)>>3];t=+p[((r+72|0)+48|0)>>3];s=+p[((r+72|0)+56|0)>>3];j=+p[((r+72|0)+64|0)>>3];p[i>>3]=+p[(r+72|0)>>3];p[h+(g*72|0)+8>>3]=z;p[h+(g*72|0)+16>>3]=y;p[h+(g*72|0)+24>>3]=x;p[h+(g*72|0)+32>>3]=w;p[h+(g*72|0)+40>>3]=v;p[h+(g*72|0)+48>>3]=t;p[h+(g*72|0)+56>>3]=s;p[h+(g*72|0)+64>>3]=j;h=b[((r+288|0)+2|0)>>0]|0;if((h&255)>3){c=3;do{i=f[(a+12|0)>>2]|0;j=+p[(r+72|0)+(c*24|0)>>3];p[r>>3]=j;p[(r+8|0)>>3]=+p[(r+72|0)+(c*24|0)+8>>3];p[(r+16|0)>>3]=+p[(r+72|0)+(c*24|0)+16>>3];k=c+1|0;p[(r+24|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+32|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+40|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=c+2|0;p[(r+48|0)>>3]=+p[(r+72|0)+(k*24|0)>>3];p[(r+56|0)>>3]=+p[(r+72|0)+(k*24|0)+8>>3];p[(r+64|0)>>3]=+p[(r+72|0)+(k*24|0)+16>>3];k=f[(i+4|0)>>2]|0;if(k>>>0<(f[i+8>>2]|0)>>>0){f[k>>2]=f[r>>2];f[k+4>>2]=f[r+4>>2];f[k+8>>2]=f[r+8>>2];f[k+12>>2]=f[r+12>>2];f[k+16>>2]=f[r+16>>2];f[k+20>>2]=f[r+20>>2];p[k>>3]=j;p[k+8>>3]=+p[(r+8|0)>>3];p[k+16>>3]=+p[(r+16|0)>>3];f[(k+24|0)>>2]=f[(r+24|0)>>2];f[(k+24|0)+4>>2]=f[(r+24|0)+4>>2];f[(k+24|0)+8>>2]=f[(r+24|0)+8>>2];f[(k+24|0)+12>>2]=f[(r+24|0)+12>>2];f[(k+24|0)+16>>2]=f[(r+24|0)+16>>2];f[(k+24|0)+20>>2]=f[(r+24|0)+20>>2];p[(k+24|0)>>3]=+p[(r+24|0)>>3];p[k+32>>3]=+p[(r+32|0)>>3];p[k+40>>3]=+p[(r+40|0)>>3];f[(k+48|0)>>2]=f[(r+48|0)>>2];f[(k+48|0)+4>>2]=f[(r+48|0)+4>>2];f[(k+48|0)+8>>2]=f[(r+48|0)+8>>2];f[(k+48|0)+12>>2]=f[(r+48|0)+12>>2];f[(k+48|0)+16>>2]=f[(r+48|0)+16>>2];f[(k+48|0)+20>>2]=f[(r+48|0)+20>>2];p[(k+48|0)>>3]=+p[(r+48|0)>>3];p[k+56>>3]=+p[(r+56|0)>>3];p[k+64>>3]=+p[(r+64|0)>>3];f[(i+4|0)>>2]=(f[(i+4|0)>>2]|0)+72}else{t6a(i,r);h=b[((r+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(h&255)>>>0)}}g=g+1|0;if(g>>>0>=((l|0)/72|0)>>>0)break a;h=f[(a+12|0)>>2]|0}}while(0);i=f[(a+16|0)>>2]|0;g=(f[i+4>>2]|0)-(f[i>>2]|0)|0;b:do if(g|0){k=0;h=(g|0)/72|0;g=i;while(1){A=f[g>>2]|0;i=A+(k*72|0)|0;Q6a(r+288|0,e,i,r+72|0,0.0);c=1;l=b[(r+288|0)>>0]|0;f[r+320>>2]=a;f[r+400>>2]=k;f[r+408>>2]=h;f[r+808>>2]=A;f[r+816>>2]=g;f[r+824>>2]=i;f[r+1392>>2]=c;f[r+1400>>2]=l;f[r+1408>>2]=0;f[r+1412>>2]=0;L7a(r);k=f[r+400>>2]|0;h=f[r+408>>2]|0;g=f[r+816>>2]|0;G=f[r+1408>>2]|0;D=f[r+1412>>2]|0;H=+n[r+1412>>2];f[r+1408>>2]=0;f[r+1412>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 1:break b}}}while(0);e=e+32|0}while((e|0)!=(m|0));o=o+12|0}while((o|0)!=(q|0))}g=f[(a+12|0)>>2]|0;e=f[g>>2]|0;g=f[g+4>>2]|0;if((e|0)==(g|0)){u=r;return}do{r6a(f[(a+8|0)>>2]|0,e,d);e=e+72|0}while((e|0)!=(g|0));u=r;return}r6a(f[a+8>>2]|0,c,d);u=r;return}function r6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0;H=u;u=u+208|0;A=H+144|0;e=H+120|0;g=H+96|0;i=H+72|0;s=H+48|0;x=H+24|0;y=H;G=f[a>>2]|0;if(b[G+24>>0]|0){z=v6a(G+2948|0,d)|0;l=+p[c>>3];p[e>>3]=l;B=c+8|0;m=+p[B>>3];p[e+8>>3]=m;C=c+16|0;n=+p[C>>3];p[e+16>>3]=n;D=c+24|0;o=+p[D>>3];p[g>>3]=o;E=c+32|0;q=+p[E>>3];p[g+8>>3]=q;F=c+40|0;r=+p[F>>3];p[g+16>>3]=r;if(l!=o){j=o;k=l;h=5}else if(m!=q){j=q;k=m;h=5}else if(n<r)h=6;else h=7;if((h|0)==5)if(k<j)h=6;else h=7;if((h|0)==6){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(e,g)|0}else if((h|0)==7){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(g,e)|0}f[A+48>>2]=e;e=x6a(z,A)|0;t=c+48|0;v=c+56|0;w=c+64|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){r=+p[w>>3];q=+p[v>>3];o=+p[t>>3];n=+p[F>>3];m=+p[E>>3];l=+p[D>>3];k=+p[C>>3];j=+p[B>>3];I=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=I;p[e+(h*72|0)+8>>3]=j;p[e+(h*72|0)+16>>3]=k;p[e+(h*72|0)+24>>3]=l;p[e+(h*72|0)+32>>3]=m;p[e+(h*72|0)+40>>3]=n;p[e+(h*72|0)+48>>3]=o;p[e+(h*72|0)+56>>3]=q;p[e+(h*72|0)+64>>3]=r}l=+p[D>>3];p[i>>3]=l;m=+p[E>>3];p[i+8>>3]=m;n=+p[F>>3];p[i+16>>3]=n;o=+p[t>>3];p[s>>3]=o;q=+p[v>>3];p[s+8>>3]=q;r=+p[w>>3];p[s+16>>3]=r;if(l!=o){j=o;k=l;h=13}else if(m!=q){j=q;k=m;h=13}else if(n<r)h=14;else h=15;if((h|0)==13)if(k<j)h=14;else h=15;if((h|0)==14){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(i,s)|0}else if((h|0)==15){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(s,i)|0}f[A+48>>2]=e;h=x6a(z,A)|0;e=h+144|0;g=f[e>>2]|0;if((g|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[e>>2]=g+1;p[h+(g*72|0)>>3]=j;p[h+(g*72|0)+8>>3]=k;p[h+(g*72|0)+16>>3]=l;p[h+(g*72|0)+24>>3]=m;p[h+(g*72|0)+32>>3]=n;p[h+(g*72|0)+40>>3]=o;p[h+(g*72|0)+48>>3]=q;p[h+(g*72|0)+56>>3]=r;p[h+(g*72|0)+64>>3]=I}l=+p[t>>3];p[x>>3]=l;m=+p[v>>3];p[x+8>>3]=m;n=+p[w>>3];p[x+16>>3]=n;o=+p[c>>3];p[y>>3]=o;q=+p[B>>3];p[y+8>>3]=q;r=+p[C>>3];p[y+16>>3]=r;if(l!=o){j=o;k=l;h=21}else if(m!=q){j=q;k=m;h=21}else if(n<r)h=22;else h=23;if((h|0)==21)if(k<j)h=22;else h=23;if((h|0)==22){p[A>>3]=l;p[A+8>>3]=m;p[A+16>>3]=n;p[A+24>>3]=o;p[A+32>>3]=q;p[A+40>>3]=r;e=w6a(x,y)|0}else if((h|0)==23){p[A>>3]=o;p[A+8>>3]=q;p[A+16>>3]=r;p[A+24>>3]=l;p[A+32>>3]=m;p[A+40>>3]=n;e=w6a(y,x)|0}f[A+48>>2]=e;e=x6a(z,A)|0;g=e+144|0;h=f[g>>2]|0;if((h|0)!=2){I=+p[w>>3];r=+p[v>>3];q=+p[t>>3];o=+p[F>>3];n=+p[E>>3];m=+p[D>>3];l=+p[C>>3];k=+p[B>>3];j=+p[c>>3];f[g>>2]=h+1;p[e+(h*72|0)>>3]=j;p[e+(h*72|0)+8>>3]=k;p[e+(h*72|0)+16>>3]=l;p[e+(h*72|0)+24>>3]=m;p[e+(h*72|0)+32>>3]=n;p[e+(h*72|0)+40>>3]=o;p[e+(h*72|0)+48>>3]=q;p[e+(h*72|0)+56>>3]=r;p[e+(h*72|0)+64>>3]=I}}if(jjb(f[a+4>>2]|0,c,f[a+8>>2]|0,f[f[a+12>>2]>>2]|0,0)|0){d=G+2928|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}e=c+24|0;g=c+48|0;h=G+2640|0;i=f[h>>2]|0;if(i>>>0<(f[G+2644>>2]|0)>>>0){p[i>>3]=+p[c>>3];p[i+8>>3]=+p[c+8>>3];p[i+16>>3]=+p[c+16>>3];p[i+24>>3]=+p[e>>3];p[i+32>>3]=+p[c+32>>3];p[i+40>>3]=+p[c+40>>3];p[i+48>>3]=+p[g>>3];p[i+56>>3]=+p[c+56>>3];p[i+64>>3]=+p[c+64>>3];c=i+72|0;f[c>>2]=f[d>>2];f[c+4>>2]=f[d+4>>2];f[c+8>>2]=f[d+8>>2];f[h>>2]=(f[h>>2]|0)+88}else y6a(G+2636|0,c,e,g,d);d=G+2936|0;G=f[d>>2]|0;G=G+1|0;f[d>>2]=G;u=H;return}function s6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function t6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;f[c>>2]=f[b>>2];f[c+4>>2]=f[b+4>>2];f[c+8>>2]=f[b+8>>2];f[c+12>>2]=f[b+12>>2];f[c+16>>2]=f[b+16>>2];f[c+20>>2]=f[b+20>>2];p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];e=g+(h*72|0)+24|0;n=b+24|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];e=g+(h*72|0)+48|0;n=b+48|0;f[e>>2]=f[n>>2];f[e+4>>2]=f[n+4>>2];f[e+8>>2]=f[n+8>>2];f[e+12>>2]=f[n+12>>2];f[e+16>>2]=f[n+16>>2];f[e+20>>2]=f[n+20>>2];p[e>>3]=+p[n>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{n=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[n+-64>>3];p[c+-56>>3]=+p[n+-56>>3];p[c+-48>>3]=+p[n+-48>>3];p[c+-40>>3]=+p[n+-40>>3];p[c+-32>>3]=+p[n+-32>>3];p[c+-24>>3]=+p[n+-24>>3];p[c+-16>>3]=+p[n+-16>>3];p[c+-8>>3]=+p[n+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function u6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;l=a+4|0;d=f[l>>2]|0;m=f[a>>2]|0;h=(d-m|0)/72|0;c=h+1|0;j=m;if(c>>>0>59652323)AMb(a);k=a+8|0;i=((f[k>>2]|0)-m|0)/72|0;e=i<<1;e=i>>>0<29826161?(e>>>0<c>>>0?c:e):59652323;do if(!e)g=0;else if(e>>>0>59652323)vd();else{g=pOb(e*72|0)|0;break}while(0);c=g+(h*72|0)|0;i=g+(e*72|0)|0;p[c>>3]=+p[b>>3];p[g+(h*72|0)+8>>3]=+p[b+8>>3];p[g+(h*72|0)+16>>3]=+p[b+16>>3];p[g+(h*72|0)+24>>3]=+p[b+24>>3];p[g+(h*72|0)+32>>3]=+p[b+32>>3];p[g+(h*72|0)+40>>3]=+p[b+40>>3];p[g+(h*72|0)+48>>3]=+p[b+48>>3];p[g+(h*72|0)+56>>3]=+p[b+56>>3];p[g+(h*72|0)+64>>3]=+p[b+64>>3];e=c+72|0;if((d|0)!=(j|0))do{h=d;d=d+-72|0;p[c+-72>>3]=+p[d>>3];p[c+-64>>3]=+p[h+-64>>3];p[c+-56>>3]=+p[h+-56>>3];p[c+-48>>3]=+p[h+-48>>3];p[c+-40>>3]=+p[h+-40>>3];p[c+-32>>3]=+p[h+-32>>3];p[c+-24>>3]=+p[h+-24>>3];p[c+-16>>3]=+p[h+-16>>3];p[c+-8>>3]=+p[h+-8>>3];c=c+-72|0}while((d|0)!=(j|0));f[a>>2]=c;f[l>>2]=e;f[k>>2]=i;if(!m)return;sOb(m);return}function v6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,p=0,q=0,r=0;k=f[b>>2]|0;m=f[b+4>>2]|0;q=m+-1640531527+(k<<6)+(k>>>2)^k;j=f[b+8>>2]|0;q=j+-1640531527+(q<<6)+(q>>>2)^q;o=a+4|0;h=f[o>>2]|0;p=(h|0)==0;a:do if(p)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)l=q&i;else if(q>>>0<h>>>0)l=q;else l=(q>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(l<<2)>>2]|0;if(!c)c=l;else{c=f[c>>2]|0;if(!c)c=l;else{if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(q|0)|(d&i|0)==(l|0))){c=l;break a}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(q|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(l|0)){c=l;break a}}if((f[c+8>>2]|0)==(k|0))if((f[c+12>>2]|0)==(m|0))if((f[c+16>>2]|0)==(j|0))break;c=f[c>>2]|0;if(!c){c=l;break a}}a=c+20|0;return a|0}}}while(0);j=pOb(40)|0;i=j+8|0;f[i>>2]=f[b>>2];f[i+4>>2]=f[b+4>>2];f[i+8>>2]=f[b+8>>2];i=j+20|0;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;f[i+12>>2]=0;n[j+36>>2]=1.0;f[j+4>>2]=q;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(p|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;B6a(a,c>>>0<d>>>0?d:c);c=f[o>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&q;break}if(q>>>0<c>>>0){h=c;c=q}else{h=c;c=(q>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;r=35}}else{f[j>>2]=f[c>>2];r=35}if((r|0)==35)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+20|0;return a|0}function w6a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0;c=+p[a>>3];if(c==0.0)e=0;else{p[s>>3]=c;d=X(f[s>>2]|0,1540483477)|0;e=X(f[s+4>>2]|0,1540483477)|0;e=(X((X(d>>>24^d,1540483477)|0)^-561034072,1540483477)|0)^(X(e>>>24^e,1540483477)|0);e=X(e>>>13^e,1540483477)|0;e=e>>>15^e}c=+p[a+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[a+16>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}e=(e>>>2)+(e<<6)+d^e;c=+p[b+8>>3];if(c==0.0)d=-1640531527;else{p[s>>3]=c;g=X(f[s>>2]|0,1540483477)|0;d=X(f[s+4>>2]|0,1540483477)|0;d=(X((X(g>>>24^g,1540483477)|0)^-561034072,1540483477)|0)^(X(d>>>24^d,1540483477)|0);d=X(d>>>13^d,1540483477)|0;d=(d>>>15^d)+-1640531527|0}d=(e>>>2)+(e<<6)+d^e;c=+p[b+16>>3];if(c==0.0){g=-1640531527;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}p[s>>3]=c;b=X(f[s>>2]|0,1540483477)|0;g=X(f[s+4>>2]|0,1540483477)|0;g=(X((X(b>>>24^b,1540483477)|0)^-561034072,1540483477)|0)^(X(g>>>24^g,1540483477)|0);g=X(g>>>13^g,1540483477)|0;g=(g>>>15^g)+-1640531527|0;b=d<<6;a=d>>>2;b=a+b|0;g=b+g|0;g=g^d;return g|0}function x6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0,t=0,u=0;t=f[b+48>>2]|0;r=a+4|0;h=f[r>>2]|0;s=(h|0)==0;a:do if(s)c=0;else{i=h+-1|0;d=(i&h|0)==0;if(d)q=i&t;else if(t>>>0<h>>>0)q=t;else q=(t>>>0)%(h>>>0)|0;c=f[(f[a>>2]|0)+(q<<2)>>2]|0;if(!c)c=q;else{c=f[c>>2]|0;if(!c)c=q;else{j=b+8|0;k=b+16|0;l=b+24|0;m=b+32|0;o=b+40|0;if(d){while(1){d=f[c+4>>2]|0;if(!((d|0)==(t|0)|(d&i|0)==(q|0))){c=q;break a}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}while(1){d=f[c+4>>2]|0;if((d|0)!=(t|0)){if(d>>>0>=h>>>0)d=(d>>>0)%(h>>>0)|0;if((d|0)!=(q|0)){c=q;break a}}if((f[c+56>>2]|0)==(t|0))if(+p[c+8>>3]==+p[b>>3])if(+p[c+16>>3]==+p[j>>3])if(+p[c+24>>3]==+p[k>>3])if(+p[c+32>>3]==+p[l>>3])if(+p[c+40>>3]==+p[m>>3])if(+p[c+48>>3]==+p[o>>3])break;c=f[c>>2]|0;if(!c){c=q;break a}}a=c+64|0;return a|0}}}while(0);j=pOb(216)|0;p[j+8>>3]=+p[b>>3];p[j+16>>3]=+p[b+8>>3];p[j+24>>3]=+p[b+16>>3];p[j+32>>3]=+p[b+24>>3];p[j+40>>3]=+p[b+32>>3];p[j+48>>3]=+p[b+40>>3];f[j+56>>2]=t;dQb(j+64|0,0,152)|0;f[j+4>>2]=t;f[j>>2]=0;i=a+12|0;e=+(((f[i>>2]|0)+1|0)>>>0);g=+n[a+16>>2];do if(s|g*+(h>>>0)<e){c=h<<1|(h>>>0<3|(h+-1&h|0)!=0)&1;d=~~+W(+(e/g))>>>0;z6a(a,c>>>0<d>>>0?d:c);c=f[r>>2]|0;d=c+-1|0;if(!(d&c)){h=c;c=d&t;break}if(t>>>0<c>>>0){h=c;c=t}else{h=c;c=(t>>>0)%(c>>>0)|0}}while(0);d=(f[a>>2]|0)+(c<<2)|0;c=f[d>>2]|0;if(!c){c=a+8|0;f[j>>2]=f[c>>2];f[c>>2]=j;f[d>>2]=c;c=f[j>>2]|0;if(c|0){c=f[c+4>>2]|0;d=h+-1|0;if(!(d&h))c=c&d;else if(c>>>0>=h>>>0)c=(c>>>0)%(h>>>0)|0;c=(f[a>>2]|0)+(c<<2)|0;u=43}}else{f[j>>2]=f[c>>2];u=43}if((u|0)==43)f[c>>2]=j;f[i>>2]=(f[i>>2]|0)+1;a=j;a=a+64|0;return a|0}function y6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function z6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){A6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;A6a(a,b);return}function A6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();t=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=t;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;s=b+-1|0;t=(s&b|0)==0;if(t)c=c&s;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){r=d;b:while(1){c:do if(t){d=e;while(1){q=f[d+4>>2]&s;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break d;if(!(+p[j>>3]==+p[h+8>>3]))break d;if(!(+p[k>>3]==+p[h+16>>3]))break d;if(!(+p[l>>3]==+p[h+24>>3]))break d;if(!(+p[m>>3]==+p[h+32>>3]))break d;if(!(+p[n>>3]==+p[h+40>>3]))break d;if(!(+p[o>>3]==+p[h+48>>3]))break d;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)q=e;else q=(e>>>0)%(b>>>0)|0;if((q|0)==(c|0))break c;e=(f[a>>2]|0)+(q<<2)|0;if(!(f[e>>2]|0)){c=q;break b}k=d+16|0;l=d+24|0;m=d+32|0;n=d+40|0;o=d+48|0;h=f[d>>2]|0;e:do if(!h)e=d;else{i=f[d+56>>2]|0;j=d+8|0;e=d;while(1){if((i|0)!=(f[h+56>>2]|0))break e;if(!(+p[j>>3]==+p[h+8>>3]))break e;if(!(+p[k>>3]==+p[h+16>>3]))break e;if(!(+p[l>>3]==+p[h+24>>3]))break e;if(!(+p[m>>3]==+p[h+32>>3]))break e;if(!(+p[n>>3]==+p[h+40>>3]))break e;if(!(+p[o>>3]==+p[h+48>>3]))break e;e=f[h>>2]|0;if(!e){e=h;break}else{u=h;h=e;e=u}}}while(0);f[r>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(q<<2)>>2]>>2];f[f[(f[a>>2]|0)+(q<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=49;break a}}}while(0);e=f[d>>2]|0;if(!e){c=49;break a}else{g=d;r=d}}f[e>>2]=r;e=f[d>>2]|0;if(!e){c=49;break}else g=d}if((c|0)==49)return}function B6a(a,b){a=a|0;b=b|0;var c=0,d=0;if((b|0)==1)b=2;else if(b+-1&b)b=hDb(b)|0;d=f[a+4>>2]|0;if(b>>>0>d>>>0){C6a(a,b);return}if(b>>>0>=d>>>0)return;c=~~+W(+(+((f[a+12>>2]|0)>>>0)/+n[a+16>>2]))>>>0;if(d>>>0>2&(d+-1&d|0)==0)c=1<<32-(_(c+-1|0)|0);else c=hDb(c)|0;b=b>>>0<c>>>0?c:b;if(b>>>0>=d>>>0)return;C6a(a,b);return}function C6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;d=a+4|0;if(!b){c=f[a>>2]|0;f[a>>2]=0;if(c|0)sOb(c);f[d>>2]=0;return}if(b>>>0>1073741823)vd();o=pOb(b<<2)|0;c=f[a>>2]|0;f[a>>2]=o;if(c|0)sOb(c);f[d>>2]=b;c=0;do{f[(f[a>>2]|0)+(c<<2)>>2]=0;c=c+1|0}while((c|0)!=(b|0));d=a+8|0;h=f[d>>2]|0;if(!h)return;c=f[h+4>>2]|0;n=b+-1|0;o=(n&b|0)==0;if(o)c=c&n;else if(c>>>0>=b>>>0)c=(c>>>0)%(b>>>0)|0;f[(f[a>>2]|0)+(c<<2)>>2]=d;d=f[h>>2]|0;if(!d)return;else{g=h;e=d;d=h}a:while(1){m=d;b:while(1){c:do if(o){d=e;while(1){l=f[d+4>>2]&n;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}j=d+12|0;k=d+16|0;h=f[d>>2]|0;d:do if(!h)e=d;else{i=f[d+8>>2]|0;e=d;while(1){if((i|0)!=(f[h+8>>2]|0))break d;if((f[j>>2]|0)!=(f[h+12>>2]|0))break d;if((f[k>>2]|0)!=(f[h+16>>2]|0))break d;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}else{d=e;while(1){e=f[d+4>>2]|0;if(e>>>0<b>>>0)l=e;else l=(e>>>0)%(b>>>0)|0;if((l|0)==(c|0))break c;e=(f[a>>2]|0)+(l<<2)|0;if(!(f[e>>2]|0)){c=l;break b}i=d+12|0;j=d+16|0;h=f[d>>2]|0;e:do if(!h)e=d;else{k=f[d+8>>2]|0;e=d;while(1){if((k|0)!=(f[h+8>>2]|0))break e;if((f[i>>2]|0)!=(f[h+12>>2]|0))break e;if((f[j>>2]|0)!=(f[h+16>>2]|0))break e;e=f[h>>2]|0;if(!e){e=h;break}else{p=h;h=e;e=p}}}while(0);f[m>>2]=f[e>>2];f[e>>2]=f[f[(f[a>>2]|0)+(l<<2)>>2]>>2];f[f[(f[a>>2]|0)+(l<<2)>>2]>>2]=d;d=f[g>>2]|0;if(!d){c=41;break a}}}while(0);e=f[d>>2]|0;if(!e){c=41;break a}else{g=d;m=d}}f[e>>2]=m;e=f[d>>2]|0;if(!e){c=41;break}else g=d}if((c|0)==41)return}function D6a(a){a=a|0;sOb(a);return}function E6a(a){a=a|0;var b=0,c=0,d=0;b=pOb(12)|0;f[b>>2]=4e4;d=a+4|0;c=f[d+4>>2]|0;a=b+4|0;f[a>>2]=f[d>>2];f[a+4>>2]=c;return b|0}function F6a(a,b){a=a|0;b=b|0;var c=0;f[b>>2]=4e4;c=a+4|0;a=f[c+4>>2]|0;b=b+4|0;f[b>>2]=f[c>>2];f[b+4>>2]=a;return}function G6a(a){a=a|0;return}function H6a(a){a=a|0;sOb(a);return}function I6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;e=u;u=u+32|0;l=e+16|0;g=e;b=f[b>>2]|0;yqb(l,c,f[d>>2]|0);i=$Cb(+n[l>>2]*255.0)|0;j=$Cb(+n[l+4>>2]*255.0)|0;h=$Cb(+n[l+8>>2]*255.0)|0;d=~~+iQb(+(+n[l+12>>2]*255.0))&255;l=c+116|0;k=f[l+4>>2]|0;c=g;f[c>>2]=f[l>>2];f[c+4>>2]=k;f[g+8>>2]=j<<8&65280|i&255|h<<16&16711680|(d&255)<<24;p6a(f[a+4>>2]|0,b,g,f[(f[a+8>>2]|0)+4>>2]|0,0);u=e;return}function J6a(a,b){a=a|0;b=b|0;return ((f[b+4>>2]|0)==197140?a+4|0:0)|0}function K6a(a){a=a|0;return 15488}function L6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+4|0;e=f[n>>2]|0;g=f[a>>2]|0;j=e-g>>3;c=j+1|0;k=g;if(c>>>0>536870911)AMb(a);m=a+8|0;l=(f[m>>2]|0)-g|0;h=l>>2;h=l>>3>>>0<268435455?(h>>>0<c>>>0?c:h):536870911;do if(!h)i=0;else if(h>>>0>536870911)vd();else{i=pOb(h<<3)|0;break}while(0);d=i+(j<<3)|0;c=d;l=i+(h<<3)|0;f[d>>2]=f[b>>2];h=b+4|0;f[i+(j<<3)+4>>2]=f[h>>2];f[b>>2]=0;f[h>>2]=0;h=d+8|0;if((e|0)!=(k|0)){do{j=e;e=e+-8|0;f[d+-8>>2]=f[e>>2];j=j+-4|0;f[d+-4>>2]=f[j>>2];f[e>>2]=0;f[j>>2]=0;d=c+-8|0;c=d}while((e|0)!=(k|0));g=f[a>>2]|0}f[a>>2]=c;c=f[n>>2]|0;f[n>>2]=h;f[m>>2]=l;e=g;if((c|0)!=(e|0))do{d=f[c+-4>>2]|0;c=c+-8|0;if(d|0)iOb(d)}while((c|0)!=(e|0));if(!g)return;sOb(g);return}function M6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=a+8|0;g=f[j>>2]|0;k=a+4|0;c=f[k>>2]|0;if(((g-c|0)/88|0)>>>0>=b>>>0){do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=(f[k>>2]|0)+88|0;f[k>>2]=c;b=b+-1|0}while((b|0)!=0);return}d=f[a>>2]|0;e=(c-d|0)/88|0;c=e+b|0;if(c>>>0>48806446)AMb(a);g=(g-d|0)/88|0;i=g<<1;c=g>>>0<24403223?(i>>>0<c>>>0?c:i):48806446;do if(!c)h=0;else if(c>>>0>48806446)vd();else{h=pOb(c*88|0)|0;break}while(0);i=h+(e*88|0)|0;g=i;e=h+(c*88|0)|0;c=i;h=g;do{d=c+88|0;do{f[c>>2]=0;c=c+4|0}while((c|0)<(d|0));c=h+88|0;h=c;b=b+-1|0}while((b|0)!=0);c=f[a>>2]|0;d=f[k>>2]|0;if((d|0)==(c|0))b=g;else{b=i;do{i=d;d=d+-88|0;p[b+-88>>3]=+p[d>>3];p[b+-80>>3]=+p[i+-80>>3];p[b+-72>>3]=+p[i+-72>>3];p[b+-64>>3]=+p[i+-64>>3];p[b+-56>>3]=+p[i+-56>>3];p[b+-48>>3]=+p[i+-48>>3];p[b+-40>>3]=+p[i+-40>>3];p[b+-32>>3]=+p[i+-32>>3];p[b+-24>>3]=+p[i+-24>>3];p[b+-16>>3]=+p[i+-16>>3];p[b+-8>>3]=+p[i+-8>>3];b=b+-88|0}while((d|0)!=(c|0));c=f[a>>2]|0}f[a>>2]=b;f[k>>2]=h;f[j>>2]=e;if(!c)return;sOb(c);return}function N6a(a){a=a|0;var b=0,c=0,d=0,e=0.0,g=0.0,h=0.0,i=0.0,j=0;d=f[a>>2]|0;b=(f[a+4>>2]|0)-d|0;c=(b|0)/88|0;b=(b|0)==0;if(b)return;else a=0;do{j=d+(a*88|0)+24|0;p[j>>3]=-+p[j>>3];h=+p[d+(a*88|0)>>3];g=+K(+h);p[d+(a*88|0)+32>>3]=g;g=+p[d+(a*88|0)+8>>3];e=+K(+g);p[d+(a*88|0)+40>>3]=e;e=+p[d+(a*88|0)+16>>3];i=+K(+e);p[d+(a*88|0)+48>>3]=i;p[d+(a*88|0)+56>>3]=h>=0.0?1.0:-1.0;p[d+(a*88|0)+64>>3]=g>=0.0?1.0:-1.0;p[d+(a*88|0)+72>>3]=e>=0.0?1.0:-1.0;a=a+1|0}while(a>>>0<c>>>0);if(b)return;else a=0;do{g=+p[d+(a*88|0)>>3];h=+p[d+(a*88|0)+8>>3];i=+p[d+(a*88|0)+16>>3];i=g*g+(h*h+i*i);p[d+(a*88|0)+80>>3]=i==0.0?0.0:1.0/i;a=a+1|0}while(a>>>0<c>>>0);return}function O6a(a,c){a=a|0;c=c|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0,r=0,s=0;s=u;u=u+2624|0;i=s;b[i>>0]=b[c>>0]|0;q=i+4|0;xOb(q,c+4|0);l=i+16|0;r=c+16|0;f[l>>2]=f[r>>2];f[l+4>>2]=f[r+4>>2];f[l+8>>2]=f[r+8>>2];f[l+12>>2]=f[r+12>>2];r=i+32|0;xOb(r,c+32|0);g=i+48|0;m=c+48|0;f[g>>2]=f[m>>2];f[g+4>>2]=f[m+4>>2];f[g+8>>2]=f[m+8>>2];f[g+12>>2]=f[m+12>>2];f[g+16>>2]=f[m+16>>2];f[g+20>>2]=f[m+20>>2];f[g+24>>2]=f[m+24>>2];f[g+28>>2]=f[m+28>>2];m=i+80|0;xOb(m,c+80|0);o=i+92|0;xOb(o,c+92|0);h=i+104|0;c=c+104|0;f[h>>2]=f[c>>2];f[h+4>>2]=f[c+4>>2];d[h+8>>1]=d[c+8>>1]|0;f[i+120>>2]=5489;c=1;e=5489;do{e=(X(e>>>30^e,1812433253)|0)+c|0;f[i+120+(c<<2)>>2]=e;c=c+1|0}while((c|0)!=624);f[i+2616>>2]=0;j=pOb(2968)|0;f[j>>2]=39820;b[j+8>>0]=b[i>>0]|0;k=j+12|0;f[k>>2]=f[q>>2];f[k+4>>2]=f[q+4>>2];f[k+8>>2]=f[q+8>>2];f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;k=j+24|0;f[k>>2]=f[l>>2];f[k+4>>2]=f[l+4>>2];f[k+8>>2]=f[l+8>>2];f[k+12>>2]=f[l+12>>2];e=j+40|0;f[e>>2]=f[r>>2];f[e+4>>2]=f[r+4>>2];f[e+8>>2]=f[r+8>>2];f[r>>2]=0;f[r+4>>2]=0;f[r+8>>2]=0;e=j+56|0;f[e>>2]=f[g>>2];f[e+4>>2]=f[g+4>>2];f[e+8>>2]=f[g+8>>2];f[e+12>>2]=f[g+12>>2];f[e+16>>2]=f[g+16>>2];f[e+20>>2]=f[g+20>>2];f[e+24>>2]=f[g+24>>2];f[e+28>>2]=f[g+28>>2];e=j+88|0;f[e>>2]=f[m>>2];f[e+4>>2]=f[m+4>>2];f[e+8>>2]=f[m+8>>2];f[m>>2]=0;f[m+4>>2]=0;f[m+8>>2]=0;e=j+100|0;f[e>>2]=f[o>>2];f[e+4>>2]=f[o+4>>2];f[e+8>>2]=f[o+8>>2];f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;e=j+112|0;f[e>>2]=f[h>>2];f[e+4>>2]=f[h+4>>2];d[e+8>>1]=d[h+8>>1]|0;bQb(j+128|0,i+120|0,2500)|0;e=j+2632|0;f[j+2852>>2]=0;f[j+2856>>2]=0;f[j+2860>>2]=0;p[j+2912>>3]=0.0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;f[e+16>>2]=0;f[e+20>>2]=0;f[e+24>>2]=0;e=gDb()|0;c=j+2920|0;f[c>>2]=e;f[c+4>>2]=I;c=j+2964|0;e=j+2928|0;g=e+36|0;do{f[e>>2]=0;e=e+4|0}while((e|0)<(g|0));n[c>>2]=1.0;if(!(b[j+25>>0]|0))b[k>>0]=0;f[a>>2]=j;if((b[o+11>>0]|0)<0)sOb(f[o>>2]|0);if((b[m+11>>0]|0)<0)sOb(f[m>>2]|0);if((b[r+11>>0]|0)<0)sOb(f[r>>2]|0);if((b[q+11>>0]|0)>=0){u=s;return}sOb(f[q>>2]|0);u=s;return}function P6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0,k=0.0,l=0.0,m=0,n=0,o=0.0,q=0.0,r=0.0,s=0,t=0,v=0,w=0,x=0.0,y=0.0,z=0,A=0.0,B=0.0,C=0,D=0.0,E=0.0,F=0.0,G=0.0,H=0.0;C=u;u=u+16|0;v=C;A=+p[c>>3];B=+p[c+8>>3];l=+p[c+16>>3];k=+p[c+24>>3];y=k+(+p[d>>3]*A+(+p[d+8>>3]*B+ +p[d+16>>3]*l));w=!(+K(+y)<=f);g=!(y>0.0)&1;c=w?g:2;b[v>>0]=c;y=k+(A*+p[d+24>>3]+(B*+p[d+32>>3]+l*+p[d+40>>3]));t=!(+K(+y)<=f);h=t?!(y>0.0)&1:2;b[v+1>>0]=h;y=k+(A*+p[d+48>>3]+(B*+p[d+56>>3]+l*+p[d+64>>3]));z=!(+K(+y)<=f);i=z?!(y>0.0)&1:2;b[v+2>>0]=i;switch((t?(w^1)&1:w?1:2)+((z^1)&1)&7){case 3:{d=0;z=0;e=2;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 2:{if(c<<24>>24!=2){d=0;z=0;e=g;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}d=0;z=0;e=b[v+(h<<24>>24==2?2:1)>>0]|0;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 1:{m=c<<24>>24==2?0:h<<24>>24==2?1:2;g=((m+1|0)>>>0)%3|0;c=((m+2|0)>>>0)%3|0;z=b[v+g>>0]|0;if(z<<24>>24==(b[v+c>>0]|0)){d=0;w=0;e=z;b[a>>0]=e;e=a+1|0;b[e>>0]=w;e=a+2|0;b[e>>0]=d;u=C;return}s=d+(c*24|0)|0;t=d+(g*24|0)|0;D=+p[t>>3];o=+p[s>>3]-D;v=d+(c*24|0)+8|0;w=d+(g*24|0)+8|0;q=+p[w>>3];r=+p[v>>3]-q;n=d+(c*24|0)+16|0;j=d+(g*24|0)+16|0;x=+p[j>>3];f=+p[n>>3]-x;y=+L(+(o*o+(r*r+f*f)));o=o/y;r=r/y;y=f/y;f=-(k+(A*D+(B*q+l*x)))/(A*o+(B*r+l*y));k=D+o*f;l=q+r*f;f=x+y*f;h=d+(m*24|0)|0;p[e>>3]=+p[h>>3];i=d+(m*24|0)+8|0;p[e+8>>3]=+p[i>>3];c=d+(m*24|0)+16|0;p[e+16>>3]=+p[c>>3];g=e+24|0;if(!(z<<24>>24)){p[g>>3]=+p[t>>3];p[e+32>>3]=+p[w>>3];p[e+40>>3]=+p[j>>3];p[e+48>>3]=k;p[e+56>>3]=l;p[e+64>>3]=f;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=k;p[e+104>>3]=l;p[e+112>>3]=f;p[e+120>>3]=+p[s>>3];p[e+128>>3]=+p[v>>3];f=+p[n>>3]}else{p[g>>3]=k;p[e+32>>3]=l;p[e+40>>3]=f;p[e+48>>3]=+p[s>>3];p[e+56>>3]=+p[v>>3];p[e+64>>3]=+p[n>>3];p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[i>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=+p[t>>3];p[e+104>>3]=+p[w>>3];p[e+112>>3]=+p[j>>3];p[e+120>>3]=k;p[e+128>>3]=l}p[e+136>>3]=f;d=6;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}case 0:{j=c<<24>>24==0;h=h<<24>>24==0;c=i<<24>>24==0;g=j^h;if(!(g|j^c)){d=0;z=0;e=(j^1)&1;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}z=g?(h^c)&1:2;s=((z+1|0)>>>0)%3|0;c=((z+2|0)>>>0)%3|0;i=d+(s*24|0)|0;j=d+(z*24|0)|0;x=+p[i>>3];y=+p[j>>3];o=x-y;m=d+(s*24|0)+8|0;n=d+(z*24|0)+8|0;F=+p[n>>3];q=+p[m>>3]-F;s=d+(s*24|0)+16|0;t=d+(z*24|0)+16|0;E=+p[t>>3];G=+p[s>>3]-E;f=+L(+(o*o+(q*q+G*G)));o=o/f;q=q/f;f=G/f;G=-(k+(A*y+(B*F+l*E)));r=G/(A*o+(B*q+l*f));o=y+o*r;q=F+q*r;r=E+f*r;g=d+(c*24|0)|0;f=+p[g>>3]-y;h=d+(c*24|0)+8|0;k=+p[h>>3]-F;c=d+(c*24|0)+16|0;H=+p[c>>3]-E;D=+L(+(f*f+(k*k+H*H)));f=f/D;k=k/D;D=H/D;l=G/(A*f+(B*k+l*D));f=y+f*l;k=F+k*l;l=E+D*l;if(!(b[v+z>>0]|0)){p[e>>3]=y;p[e+8>>3]=+p[n>>3];p[e+16>>3]=+p[t>>3];p[e+24>>3]=o;p[e+32>>3]=q;p[e+40>>3]=r;p[e+48>>3]=f;p[e+56>>3]=k;p[e+64>>3]=l;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[m>>3];p[e+88>>3]=+p[s>>3];p[e+96>>3]=+p[g>>3];p[e+104>>3]=+p[h>>3];p[e+112>>3]=+p[c>>3];p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[g>>3];p[e+152>>3]=+p[h>>3];p[e+160>>3]=+p[c>>3];p[e+168>>3]=f;p[e+176>>3]=k;p[e+184>>3]=l;p[e+192>>3]=o;p[e+200>>3]=q;p[e+208>>3]=r;d=9;z=3;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}else{p[e>>3]=x;p[e+8>>3]=+p[m>>3];p[e+16>>3]=+p[s>>3];p[e+24>>3]=+p[g>>3];p[e+32>>3]=+p[h>>3];p[e+40>>3]=+p[c>>3];p[e+48>>3]=o;p[e+56>>3]=q;p[e+64>>3]=r;p[e+72>>3]=+p[g>>3];p[e+80>>3]=+p[h>>3];p[e+88>>3]=+p[c>>3];p[e+96>>3]=f;p[e+104>>3]=k;p[e+112>>3]=l;p[e+120>>3]=o;p[e+128>>3]=q;p[e+136>>3]=r;p[e+144>>3]=+p[j>>3];p[e+152>>3]=+p[n>>3];p[e+160>>3]=+p[t>>3];p[e+168>>3]=o;p[e+176>>3]=q;p[e+184>>3]=r;p[e+192>>3]=f;p[e+200>>3]=k;p[e+208>>3]=l;d=9;z=6;e=3;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}default:{d=0;z=0;e=4;b[a>>0]=e;e=a+1|0;b[e>>0]=z;e=a+2|0;b[e>>0]=d;u=C;return}}}function Q6a(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=+f;var g=0,h=0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0;y=u;u=u+64|0;w=y+48|0;x=y+24|0;s=y;l=+p[c>>3];m=+p[c+8>>3];n=+p[c+16>>3];k=+p[c+24>>3];j=k+(+p[d>>3]*l+(+p[d+8>>3]*m+ +p[d+16>>3]*n));t=!(+K(+j)<=f);g=!(j>0.0)&1;h=t?g:2;b[w>>0]=h;j=k+(l*+p[d+24>>3]+(m*+p[d+32>>3]+n*+p[d+40>>3]));r=!(+K(+j)<=f);i=r?!(j>0.0)&1:2;b[w+1>>0]=i;n=k+(l*+p[d+48>>3]+(m*+p[d+56>>3]+n*+p[d+64>>3]));v=!(+K(+n)<=f);o=v?!(n>0.0)&1:2;b[w+2>>0]=o;switch((r?(t^1)&1:t?1:2)+((v^1)&1)&7){case 3:{b[a>>0]=2;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 2:{if(h<<24>>24==2)g=b[w+(i<<24>>24==2?2:1)>>0]|0;b[a>>0]=g;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}case 1:{g=h<<24>>24==2?0:i<<24>>24==2?1:2;s=((g+1|0)>>>0)%3|0;v=((g+2|0)>>>0)%3|0;t=b[w+s>>0]|0;if(t<<24>>24==(b[w+v>>0]|0)){b[a>>0]=t;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}q=d+(s*24|0)|0;r=d+(v*24|0)|0;R6a(x,q,r,c);i=d+(g*24|0)|0;p[e>>3]=+p[i>>3];o=d+(g*24|0)+8|0;p[e+8>>3]=+p[o>>3];g=d+(g*24|0)+16|0;p[e+16>>3]=+p[g>>3];h=e+24|0;if(!(t<<24>>24)){p[h>>3]=+p[q>>3];p[e+32>>3]=+p[d+(s*24|0)+8>>3];p[e+40>>3]=+p[d+(s*24|0)+16>>3];m=+p[x>>3];p[e+48>>3]=m;n=+p[x+8>>3];p[e+56>>3]=n;f=+p[x+16>>3];p[e+64>>3]=f;p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=m;p[e+104>>3]=n;p[e+112>>3]=f;p[e+120>>3]=+p[r>>3];g=d+(v*24|0)+16|0;f=+p[d+(v*24|0)+8>>3]}else{n=+p[x>>3];p[h>>3]=n;f=+p[x+8>>3];p[e+32>>3]=f;x=x+16|0;p[e+40>>3]=+p[x>>3];p[e+48>>3]=+p[r>>3];p[e+56>>3]=+p[d+(v*24|0)+8>>3];p[e+64>>3]=+p[d+(v*24|0)+16>>3];p[e+72>>3]=+p[i>>3];p[e+80>>3]=+p[o>>3];p[e+88>>3]=+p[g>>3];p[e+96>>3]=+p[q>>3];p[e+104>>3]=+p[d+(s*24|0)+8>>3];p[e+112>>3]=+p[d+(s*24|0)+16>>3];p[e+120>>3]=n;g=x}p[e+128>>3]=f;p[e+136>>3]=+p[g>>3];b[a>>0]=3;b[a+1>>0]=3;b[a+2>>0]=6;u=y;return}case 0:{q=h<<24>>24==0;i=i<<24>>24==0;g=o<<24>>24==0;h=q^i;if(!(h|q^g)){b[a>>0]=(q^1)&1;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}r=h?(i^g)&1:2;o=d+(r*24|0)|0;g=((r+1|0)>>>0)%3|0;h=d+(g*24|0)|0;i=((r+2|0)>>>0)%3|0;q=d+(i*24|0)|0;R6a(x,o,h,c);R6a(s,o,q,c);if(!(b[w+r>>0]|0)){p[e>>3]=+p[o>>3];p[e+8>>3]=+p[d+(r*24|0)+8>>3];p[e+16>>3]=+p[d+(r*24|0)+16>>3];l=+p[x>>3];p[e+24>>3]=l;m=+p[x+8>>3];p[e+32>>3]=m;n=+p[x+16>>3];p[e+40>>3]=n;f=+p[s>>3];p[e+48>>3]=f;j=+p[s+8>>3];p[e+56>>3]=j;k=+p[s+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[h>>3];p[e+80>>3]=+p[d+(g*24|0)+8>>3];p[e+88>>3]=+p[d+(g*24|0)+16>>3];p[e+96>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+104>>3]=+p[g>>3];i=d+(i*24|0)+16|0;p[e+112>>3]=+p[i>>3];p[e+120>>3]=l;p[e+128>>3]=m;p[e+136>>3]=n;s=3;h=q}else{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[d+(g*24|0)+8>>3];p[e+16>>3]=+p[d+(g*24|0)+16>>3];p[e+24>>3]=+p[q>>3];g=d+(i*24|0)+8|0;p[e+32>>3]=+p[g>>3];h=d+(i*24|0)+16|0;p[e+40>>3]=+p[h>>3];f=+p[x>>3];p[e+48>>3]=f;j=+p[x+8>>3];p[e+56>>3]=j;k=+p[x+16>>3];p[e+64>>3]=k;p[e+72>>3]=+p[q>>3];p[e+80>>3]=+p[g>>3];p[e+88>>3]=+p[h>>3];l=+p[s>>3];p[e+96>>3]=l;m=+p[s+8>>3];p[e+104>>3]=m;n=+p[s+16>>3];p[e+112>>3]=n;p[e+120>>3]=f;p[e+128>>3]=j;p[e+136>>3]=k;s=6;h=o;i=d+(r*24|0)+16|0;g=d+(r*24|0)+8|0}p[e+144>>3]=+p[h>>3];p[e+152>>3]=+p[g>>3];p[e+160>>3]=+p[i>>3];p[e+168>>3]=f;p[e+176>>3]=j;p[e+184>>3]=k;p[e+192>>3]=l;p[e+200>>3]=m;p[e+208>>3]=n;b[a>>0]=3;b[a+1>>0]=s;b[a+2>>0]=9;u=y;return}default:{b[a>>0]=4;b[a+1>>0]=0;b[a+2>>0]=0;u=y;return}}}function R6a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0.0,f=0.0,g=0.0,h=0.0,i=0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0;j=+p[b>>3];k=+p[c>>3];if(j!=k){f=k;e=j;i=4}else{e=+p[b+8>>3];h=+p[c+8>>3];if(e!=h){f=h;i=4}else{g=+p[b+16>>3];f=+p[c+16>>3];if(g<f)i=7;else i=8}}do if((i|0)==4)if(e<f){e=+p[b+8>>3];h=+p[c+8>>3];g=+p[b+16>>3];f=+p[c+16>>3];i=7;break}else{h=+p[c+8>>3];e=+p[b+8>>3];f=+p[c+16>>3];g=+p[b+16>>3];i=8;break}while(0);if((i|0)==7){l=k-j;m=h-e;n=f-g;h=+L(+(l*l+(m*m+n*n)));l=l/h;f=m/h;h=n/h;n=+p[d>>3];m=+p[d+8>>3];k=+p[d+16>>3];k=-(+p[d+24>>3]+(j*n+(e*m+g*k)))/(l*n+(f*m+h*k));p[a>>3]=j+l*k;p[a+8>>3]=e+f*k;j=h*k;k=g;k=j+k;d=a+16|0;p[d>>3]=k;return}else if((i|0)==8){j=j-k;l=e-h;e=g-f;n=+L(+(j*j+(l*l+e*e)));j=j/n;l=l/n;n=e/n;e=+p[d>>3];g=+p[d+8>>3];m=+p[d+16>>3];m=-(+p[d+24>>3]+(k*e+(h*g+f*m)))/(j*e+(l*g+n*m));p[a>>3]=k+j*m;p[a+8>>3]=h+l*m;m=n*m;n=f;n=m+n;d=a+16|0;p[d>>3]=n;return}}function S6a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=+e;var f=0.0,g=0.0,h=0,i=0.0,j=0,k=0.0,l=0.0,m=0.0,n=0.0,o=0.0,q=0,r=0.0,s=0,t=0,v=0,w=0.0,x=0,y=0,z=0,A=0,B=0.0,C=0.0,D=0.0;y=u;u=u+16|0;j=y;m=+p[a>>3];w=+p[c>>3];x=c+8|0;k=+p[a+8>>3];n=+p[x>>3];v=c+16|0;l=+p[a+16>>3];o=+p[v>>3];B=+p[a+24>>3];f=B+(m*w+(k*n+l*o));z=!(+K(+f)<=e);a=z?!(f>0.0)&1:2;b[j>>0]=a;q=c+24|0;r=+p[q>>3];s=c+32|0;g=+p[s>>3];t=c+40|0;i=+p[t>>3];B=B+(m*r+(k*g+l*i));A=!(+K(+B)<=e);h=A?!(B>0.0)&1:2;b[j+1>>0]=h;switch((A?(z^1)&1:z?1:2)&3){case 1:{A=b[j+(a<<24>>24==2&1)>>0]|0;u=y;return A|0}case 0:{a=a<<24>>24==0;if(!(h<<24>>24==0^a)){A=(a^1)&1;u=y;return A|0}D=r-w;C=g-n;e=i-o;B=+L(+(D*D+(C*C+e*e)));g=D/B;i=C/B;B=e/B;e=-f/(g*m+(i*k+B*l));g=w+g*e;f=n+i*e;e=o+B*e;if(a){p[d>>3]=w;p[d+8>>3]=+p[x>>3];p[d+16>>3]=+p[v>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[q>>3];p[d+80>>3]=+p[s>>3];p[d+88>>3]=+p[t>>3];A=3;u=y;return A|0}else{p[d>>3]=r;p[d+8>>3]=+p[s>>3];p[d+16>>3]=+p[t>>3];p[d+24>>3]=g;p[d+32>>3]=f;p[d+40>>3]=e;p[d+48>>3]=g;p[d+56>>3]=f;p[d+64>>3]=e;p[d+72>>3]=+p[c>>3];p[d+80>>3]=+p[x>>3];p[d+88>>3]=+p[v>>3];A=3;u=y;return A|0}}case 2:{A=2;u=y;return A|0}default:{A=4;u=y;return A|0}}return 0}function T6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>3;c=e+1|0;if(c>>>0>536870911)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>2;d=m>>3>>>0<268435455?(d>>>0<c>>>0?c:d):536870911;do if(!d){h=0;i=0}else if(d>>>0>536870911)vd();else{i=pOb(d<<3)|0;h=i;break}while(0);c=h+(e<<3)|0;e=b;b=f[e+4>>2]|0;m=c;f[m>>2]=f[e>>2];f[m+4>>2]=b;if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+8;f[l>>2]=h+(d<<3);if(!j)return;sOb(j);return}function U6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0.0;e=u;u=u+16|0;c=e;f[a>>2]=0;d=a+4|0;f[d>>2]=0;f[a+8>>2]=0;i=f[b>>2]|0;g=ZCb(+p[i>>3])|0;i=_Cb(+p[i+8>>3])|0;f[c>>2]=g;f[c+4>>2]=i;T6a(a,c);i=f[b>>2]|0;j=+p[i+32>>3];b=f[d>>2]|0;g=f[a+8>>2]|0;i=ZCb(+p[i+24>>3])|0;h=_Cb(j)|0;f[c>>2]=i;f[c+4>>2]=h;if((b|0)==(g|0)){T6a(a,c);u=e;return}else{g=c;h=f[g+4>>2]|0;i=b;f[i>>2]=f[g>>2];f[i+4>>2]=h;f[d>>2]=(f[d>>2]|0)+8;u=e;return}}function V6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0.0;d=+p[c+248>>3]*1.0e-06*+p[b+104>>3];c=pOb(256)|0;f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=b+120;p[c+32>>3]=d;f[a>>2]=c;return}function W6a(a){a=a|0;X6a(a);return}function X6a(a){a=a|0;var b=0,c=0,d=0;d=f[a>>2]|0;f[a>>2]=0;if(!d)return;X6a(d+48|0);X6a(d+44|0);a=f[d+32>>2]|0;if(a|0){b=d+36|0;c=f[b>>2]|0;if((c|0)!=(a|0))f[b>>2]=c+(~(((c+-88-a|0)>>>0)/88|0)*88|0);sOb(a)}sOb(d);return}function Y6a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,o=0,q=0.0;h=0;m=u;u=u+1072|0;if(b[(c+128|0)>>0]|0){l=1;u=m;return l|0}f[(m+40|0)>>2]=0;l=(m+40|0)+4|0;f[l>>2]=0;f[(m+40|0)+8>>2]=0;f[(m+28|0)>>2]=0;k=(m+28|0)+4|0;f[k>>2]=0;f[(m+28|0)+8>>2]=0;f[(m+16|0)>>2]=0;i=(m+16|0)+4|0;f[i>>2]=0;f[(m+16|0)+8>>2]=0;f[(m+8|0)>>2]=a;f[(m+8|0)+4>>2]=m+40|0;do if(!(f[(c+36|0)>>2]|0)){if((f[(c+24|0)>>2]|0)==(f[(c+28|0)>>2]|0)){b[(c+128|0)>>0]=1;j=1;break}Z6a(m,m+8|0,c+24|0);h=f[m>>2]|0;f[m>>2]=0;e=f[a>>2]|0;f[a>>2]=h;if(e|0){X6a(e+48|0);X6a(e+44|0);g=f[e+32>>2]|0;if(g|0){h=f[(e+36|0)>>2]|0;if((h|0)!=(g|0))f[(e+36|0)>>2]=h+(~(((h+-88-g|0)>>>0)/88|0)*88|0);sOb(g)}sOb(e)}X6a(m);f[a+24>>2]=((f[(c+28|0)>>2]|0)-(f[(c+24|0)>>2]|0)|0)/88|0;f[(c+36|0)>>2]=f[a>>2];g=(m+40|0)+8|0;h=13}else{_6a(m+40|0,c+40|0);g=(m+40|0)+8|0;h=13}while(0);do if((h|0)==13){e=(m+16|0)+8|0;a:while(1){o=f[(c+24|0)>>2]|0;j=f[(c+28|0)>>2]|0;f[m+80>>2]=a;f[m+88>>2]=c;f[m+96>>2]=d;f[m+144>>2]=g;f[m+168>>2]=l;f[m+176>>2]=k;f[m+200>>2]=i;f[m+872>>2]=e;f[m+880>>2]=o;f[m+888>>2]=j;f[m+976>>2]=h;f[m+1008>>2]=0;f[m+1012>>2]=0;M7a(m);h=f[m+976>>2]|0;G=f[m+1008>>2]|0;D=f[m+1012>>2]|0;H=+n[m+1012>>2];f[m+1008>>2]=0;f[m+1012>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 3:break a}}if((h|0)==69){e=f[(c+24|0)>>2]|0;g=f[(c+28|0)>>2]|0;if((g|0)!=(e|0))f[(c+28|0)>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);f[(c+36|0)>>2]=0}else if((h|0)==90)if(f[(c+36|0)>>2]|0){j=f[(m+40|0)>>2]|0;q=+p[j>>3];p[j>>3]=+p[(c+40|0)>>3];p[(c+40|0)>>3]=q;q=+p[(j+8|0)>>3];p[(j+8|0)>>3]=+p[(c+48|0)>>3];p[(c+48|0)>>3]=q;q=+p[(j+16|0)>>3];p[(j+16|0)>>3]=+p[(c+56|0)>>3];p[(c+56|0)>>3]=q;q=+p[(j+24|0)>>3];p[(j+24|0)>>3]=+p[(c+64|0)>>3];p[(c+64|0)>>3]=q;q=+p[(j+32|0)>>3];p[(j+32|0)>>3]=+p[(c+72|0)>>3];p[(c+72|0)>>3]=q;q=+p[(j+40|0)>>3];p[(j+40|0)>>3]=+p[(c+80|0)>>3];p[(c+80|0)>>3]=q;q=+p[(j+48|0)>>3];p[(j+48|0)>>3]=+p[(c+88|0)>>3];p[(c+88|0)>>3]=q;q=+p[(j+56|0)>>3];p[(j+56|0)>>3]=+p[(c+96|0)>>3];p[(c+96|0)>>3]=q;q=+p[(j+64|0)>>3];p[(j+64|0)>>3]=+p[(c+104|0)>>3];p[(c+104|0)>>3]=q;f[(c+112|0)>>2]=f[(j+72|0)>>2];f[(c+112|0)+4>>2]=f[(j+72|0)+4>>2];f[(c+112|0)+8>>2]=f[(j+72|0)+8>>2];j=0;break}b[(c+128|0)>>0]=1;f[(c+36|0)>>2]=0;j=1}while(0);e=f[(m+16|0)>>2]|0;if(e|0){g=f[i>>2]|0;if((g|0)!=(e|0))f[i>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+28|0)>>2]|0;if(e|0){g=f[k>>2]|0;if((g|0)!=(e|0))f[k>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}e=f[(m+40|0)>>2]|0;if(e|0){g=f[l>>2]|0;if((g|0)!=(e|0))f[l>>2]=g+(~(((g+-88-e|0)>>>0)/88|0)*88|0);sOb(e)}o=j;u=m;return o|0}function Z6a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0.0,o=0.0,q=0.0,r=0.0,s=0.0,t=0,v=0.0,w=0,x=0.0,y=0,z=0.0,A=0,B=0.0,C=0,D=0,E=0,F=0.0;m=u;u=u+32|0;j=m;k=f[b>>2]|0;l=e7a(c,f[k+28>>2]|0,+p[k+32>>3])|0;i=b+4|0;b=f[i>>2]|0;d=f[c>>2]|0;e=d+(l*88|0)|0;g=b+4|0;h=f[g>>2]|0;if((h|0)==(f[b+8>>2]|0))V4a(b,e);else{p[h>>3]=+p[e>>3];p[h+8>>3]=+p[d+(l*88|0)+8>>3];p[h+16>>3]=+p[d+(l*88|0)+16>>3];p[h+24>>3]=+p[d+(l*88|0)+24>>3];p[h+32>>3]=+p[d+(l*88|0)+32>>3];p[h+40>>3]=+p[d+(l*88|0)+40>>3];p[h+48>>3]=+p[d+(l*88|0)+48>>3];p[h+56>>3]=+p[d+(l*88|0)+56>>3];p[h+64>>3]=+p[d+(l*88|0)+64>>3];h=h+72|0;e=d+(l*88|0)+72|0;f[h>>2]=f[e>>2];f[h+4>>2]=f[e+4>>2];f[h+8>>2]=f[e+8>>2];f[g>>2]=(f[g>>2]|0)+88}C=f[c>>2]|0;c=c+4|0;D=f[c>>2]|0;y=C+(l*88|0)|0;w=C+(l*88|0)+8|0;t=C+(l*88|0)+16|0;B=+p[y>>3];z=+p[w>>3];x=+p[t>>3];b=C+(l*88|0)+24|0;d=C+(l*88|0)+32|0;e=C+(l*88|0)+40|0;v=+p[b>>3];s=+p[d>>3];r=+p[e>>3];g=C+(l*88|0)+48|0;h=C+(l*88|0)+56|0;E=C+(l*88|0)+64|0;q=+p[g>>3];o=+p[h>>3];n=+p[E>>3];C=C+(l*88|0)+72|0;f[j>>2]=f[C>>2];f[j+4>>2]=f[C+4>>2];f[j+8>>2]=f[C+8>>2];A=D+-88|0;F=+p[A>>3];p[A>>3]=B;p[y>>3]=F;y=D+-80|0;F=+p[y>>3];p[y>>3]=+p[w>>3];p[w>>3]=F;w=D+-72|0;F=+p[w>>3];p[w>>3]=+p[t>>3];p[t>>3]=F;t=D+-64|0;F=+p[t>>3];p[t>>3]=+p[b>>3];p[b>>3]=F;b=D+-56|0;F=+p[b>>3];p[b>>3]=+p[d>>3];p[d>>3]=F;d=D+-48|0;F=+p[d>>3];p[d>>3]=+p[e>>3];p[e>>3]=F;e=D+-40|0;p[g>>3]=+p[e>>3];g=D+-32|0;p[h>>3]=+p[g>>3];h=D+-24|0;p[E>>3]=+p[h>>3];l=D+-16|0;f[C>>2]=f[l>>2];f[C+4>>2]=f[l+4>>2];f[C+8>>2]=f[l+8>>2];p[A>>3]=B;p[y>>3]=z;p[w>>3]=x;p[t>>3]=v;p[b>>3]=s;p[d>>3]=r;p[e>>3]=q;p[g>>3]=o;p[h>>3]=n;f[l>>2]=f[j>>2];f[l+4>>2]=f[j+4>>2];f[l+8>>2]=f[j+8>>2];f[c>>2]=(f[c>>2]|0)+-88;l=f[f[i>>2]>>2]|0;f7a(j,l,l+24|0,l+48|0);l=k+4|0;f[l>>2]=(f[l>>2]|0)+1;l=pOb(56)|0;p[l>>3]=+p[j>>3];p[l+8>>3]=+p[j+8>>3];p[l+16>>3]=+p[j+16>>3];p[l+24>>3]=+p[j+24>>3];k=l+32|0;f[k>>2]=0;f[k+4>>2]=0;f[k+8>>2]=0;f[k+12>>2]=0;f[k+16>>2]=0;f[a>>2]=l;u=m;return}function _6a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;n=a+4|0;c=f[n>>2]|0;d=f[a>>2]|0;i=(c-d|0)/88|0;g=i+1|0;l=d;e=c;if(g>>>0>48806446)AMb(a);m=a+8|0;j=((f[m>>2]|0)-d|0)/88|0;k=j<<1;g=j>>>0<24403223?(k>>>0<g>>>0?g:k):48806446;do if(!g)h=0;else if(g>>>0>48806446)vd();else{h=pOb(g*88|0)|0;break}while(0);j=h+(i*88|0)|0;d=j;k=h+(g*88|0)|0;f[j>>2]=f[b>>2];f[j+4>>2]=f[b+4>>2];f[j+8>>2]=f[b+8>>2];f[j+12>>2]=f[b+12>>2];f[j+16>>2]=f[b+16>>2];f[j+20>>2]=f[b+20>>2];p[j>>3]=+p[b>>3];p[h+(i*88|0)+8>>3]=+p[b+8>>3];p[h+(i*88|0)+16>>3]=+p[b+16>>3];g=h+(i*88|0)+24|0;o=b+24|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+32>>3]=+p[b+32>>3];p[h+(i*88|0)+40>>3]=+p[b+40>>3];g=h+(i*88|0)+48|0;o=b+48|0;f[g>>2]=f[o>>2];f[g+4>>2]=f[o+4>>2];f[g+8>>2]=f[o+8>>2];f[g+12>>2]=f[o+12>>2];f[g+16>>2]=f[o+16>>2];f[g+20>>2]=f[o+20>>2];p[g>>3]=+p[o>>3];p[h+(i*88|0)+56>>3]=+p[b+56>>3];p[h+(i*88|0)+64>>3]=+p[b+64>>3];g=h+(i*88|0)+72|0;i=b+72|0;f[g>>2]=f[i>>2];f[g+4>>2]=f[i+4>>2];f[g+8>>2]=f[i+8>>2];g=j+88|0;if((e|0)!=(l|0)){c=j;do{j=e;e=e+-88|0;p[c+-88>>3]=+p[e>>3];p[c+-80>>3]=+p[j+-80>>3];p[c+-72>>3]=+p[j+-72>>3];p[c+-64>>3]=+p[j+-64>>3];p[c+-56>>3]=+p[j+-56>>3];p[c+-48>>3]=+p[j+-48>>3];p[c+-40>>3]=+p[j+-40>>3];p[c+-32>>3]=+p[j+-32>>3];p[c+-24>>3]=+p[j+-24>>3];o=c+-16|0;j=j+-16|0;f[o>>2]=f[j>>2];f[o+4>>2]=f[j+4>>2];f[o+8>>2]=f[j+8>>2];c=d+-88|0;d=c}while((e|0)!=(l|0));c=f[a>>2]|0}f[a>>2]=d;f[n>>2]=g;f[m>>2]=k;if(!c)return;sOb(c);return}function $6a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;g=f[r>>2]|0;j=f[a>>2]|0;l=(g-j|0)/88|0;h=l+1|0;o=j;i=g;if(h>>>0>48806446)AMb(a);q=a+8|0;n=((f[q>>2]|0)-j|0)/88|0;j=n<<1;j=n>>>0<24403223?(j>>>0<h>>>0?h:j):48806446;do if(!j)k=0;else if(j>>>0>48806446)vd();else{k=pOb(j*88|0)|0;break}while(0);m=k+(l*88|0)|0;h=m;n=k+(j*88|0)|0;p[m>>3]=+p[b>>3];p[k+(l*88|0)+8>>3]=+p[b+8>>3];p[k+(l*88|0)+16>>3]=+p[b+16>>3];p[k+(l*88|0)+24>>3]=+p[c>>3];p[k+(l*88|0)+32>>3]=+p[c+8>>3];p[k+(l*88|0)+40>>3]=+p[c+16>>3];p[k+(l*88|0)+48>>3]=+p[d>>3];p[k+(l*88|0)+56>>3]=+p[d+8>>3];p[k+(l*88|0)+64>>3]=+p[d+16>>3];j=k+(l*88|0)+72|0;f[j>>2]=f[e>>2];f[j+4>>2]=f[e+4>>2];f[j+8>>2]=f[e+8>>2];j=m+88|0;if((i|0)!=(o|0)){g=m;do{l=i;i=i+-88|0;p[g+-88>>3]=+p[i>>3];p[g+-80>>3]=+p[l+-80>>3];p[g+-72>>3]=+p[l+-72>>3];p[g+-64>>3]=+p[l+-64>>3];p[g+-56>>3]=+p[l+-56>>3];p[g+-48>>3]=+p[l+-48>>3];p[g+-40>>3]=+p[l+-40>>3];p[g+-32>>3]=+p[l+-32>>3];p[g+-24>>3]=+p[l+-24>>3];m=g+-16|0;l=l+-16|0;f[m>>2]=f[l>>2];f[m+4>>2]=f[l+4>>2];f[m+8>>2]=f[l+8>>2];g=h+-88|0;h=g}while((i|0)!=(o|0));g=f[a>>2]|0}f[a>>2]=h;f[r>>2]=j;f[q>>2]=n;if(!g)return;sOb(g);return}function a7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;p=u;u=u+32|0;l=p;b=a+16|0;c=f[b>>2]|0;if(c>>>0>255){f[b>>2]=c+-256;m=a+4|0;l=f[m>>2]|0;o=f[l>>2]|0;l=l+4|0;f[m>>2]=l;n=a+8|0;j=f[n>>2]|0;k=a+12|0;i=f[k>>2]|0;b=i;do if((j|0)==(i|0)){e=f[a>>2]|0;c=e;if(l>>>0>e>>>0){b=l;d=((b-c>>2)+1|0)/-2|0;e=l+(d<<2)|0;b=j-b|0;c=b>>2;if(!c)b=l;else{cQb(e|0,l|0,b|0)|0;b=f[m>>2]|0}a=e+(c<<2)|0;f[n>>2]=a;f[m>>2]=b+(d<<2);b=a;break}b=b-c>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();g=pOb(b<<2)|0;h=g;d=g+(b>>>2<<2)|0;i=d;g=g+(b<<2)|0;if((l|0)==(j|0)){b=i;c=e}else{b=i;c=l;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(j|0));c=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=b;f[k>>2]=g;if(c){sOb(c);b=f[n>>2]|0}}else b=j;while(0);f[b>>2]=o;f[n>>2]=(f[n>>2]|0)+4;u=p;return}o=a+8|0;b=f[o>>2]|0;n=a+4|0;e=b-(f[n>>2]|0)|0;m=a+12|0;c=f[m>>2]|0;d=c-(f[a>>2]|0)|0;if(e>>>0<d>>>0){if((c|0)!=(b|0)){o=pOb(4096)|0;f[l>>2]=o;b7a(a,l);u=p;return}j=pOb(4096)|0;f[l>>2]=j;c7a(a,l);j=f[n>>2]|0;k=f[j>>2]|0;j=j+4|0;f[n>>2]=j;i=f[o>>2]|0;l=f[m>>2]|0;b=l;do if((i|0)==(l|0)){c=f[a>>2]|0;d=c;if(j>>>0>c>>>0){b=j;d=((b-d>>2)+1|0)/-2|0;e=j+(d<<2)|0;b=i-b|0;c=b>>2;if(!c)b=j;else{cQb(e|0,j|0,b|0)|0;b=f[n>>2]|0}a=e+(c<<2)|0;f[o>>2]=a;f[n>>2]=b+(d<<2);b=a;break}b=b-d>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();e=pOb(b<<2)|0;g=e;d=e+(b>>>2<<2)|0;h=d;e=e+(b<<2)|0;if((j|0)==(i|0))b=h;else{b=h;c=j;do{f[d>>2]=f[c>>2];d=b+4|0;b=d;c=c+4|0}while((c|0)!=(i|0));c=f[a>>2]|0}f[a>>2]=g;f[n>>2]=h;f[o>>2]=b;f[m>>2]=e;if(c){sOb(c);b=f[o>>2]|0}}else b=i;while(0);f[b>>2]=k;f[o>>2]=(f[o>>2]|0)+4;u=p;return}b=d>>1;b=(b|0)==0?1:b;f[l+12>>2]=0;f[l+16>>2]=a+12;if(b>>>0>1073741823)vd();q=e>>2;e=pOb(b<<2)|0;f[l>>2]=e;c=e+(q<<2)|0;k=l+8|0;f[k>>2]=c;i=l+4|0;f[i>>2]=c;d=e+(b<<2)|0;j=l+12|0;f[j>>2]=d;g=pOb(4096)|0;do if((q|0)==(b|0)){b=e;if(c>>>0>e>>>0){h=c+((((c-b>>2)+1|0)/-2|0)<<2)|0;f[k>>2]=h;f[i>>2]=h;break}b=d-b>>1;b=(b|0)==0?1:b;if(b>>>0>1073741823)vd();else{q=pOb(b<<2)|0;h=q+(b>>>2<<2)|0;d=h;f[l>>2]=q;f[i>>2]=d;f[k>>2]=d;f[j>>2]=q+(b<<2);sOb(e);break}}else h=c;while(0);f[h>>2]=g;d=(f[k>>2]|0)+4|0;f[k>>2]=d;b=f[o>>2]|0;c=f[n>>2]|0;if((b|0)==(c|0))h=k;else{do{b=b+-4|0;d7a(l,b);c=f[n>>2]|0}while((b|0)!=(c|0));h=k;d=f[k>>2]|0;b=f[o>>2]|0}e=c;g=f[a>>2]|0;f[a>>2]=f[l>>2];f[l>>2]=g;f[n>>2]=f[i>>2];f[i>>2]=e;f[o>>2]=d;f[h>>2]=b;q=f[m>>2]|0;f[m>>2]=f[j>>2];f[j>>2]=q;if((c|0)!=(b|0))f[k>>2]=b+(~((b+-4-e|0)>>>2)<<2);if(g|0)sOb(g);u=p;return}function b7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0;n=a+8|0;j=f[n>>2]|0;k=a+12|0;m=f[k>>2]|0;e=m;do if((j|0)==(m|0)){m=a+4|0;l=f[m>>2]|0;d=f[a>>2]|0;c=d;if(l>>>0>d>>>0){d=l;e=((d-c>>2)+1|0)/-2|0;g=l+(e<<2)|0;c=j-d|0;d=c>>2;if(!d)c=l;else{cQb(g|0,l|0,c|0)|0;c=f[m>>2]|0}l=g+(d<<2)|0;f[n>>2]=l;f[m>>2]=c+(e<<2);c=l;break}c=e-c>>1;c=(c|0)==0?1:c;if(c>>>0>1073741823)vd();g=pOb(c<<2)|0;h=g;e=g+(c>>>2<<2)|0;i=e;g=g+(c<<2)|0;if((l|0)==(j|0))c=i;else{c=i;d=l;do{f[e>>2]=f[d>>2];e=c+4|0;c=e;d=d+4|0}while((d|0)!=(j|0));d=f[a>>2]|0}f[a>>2]=h;f[m>>2]=i;f[n>>2]=c;f[k>>2]=g;if(d){sOb(d);c=f[n>>2]|0}}else c=j;while(0);f[c>>2]=f[b>>2];f[n>>2]=(f[n>>2]|0)+4;return}function c7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function d7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0;o=a+4|0;m=f[o>>2]|0;n=f[a>>2]|0;e=n;do if((m|0)==(n|0)){n=a+8|0;d=f[n>>2]|0;l=a+12|0;k=f[l>>2]|0;c=k;if(d>>>0<k>>>0){e=d;h=((c-e>>2)+1|0)/2|0;c=d+(h<<2)|0;e=e-m|0;l=e>>2;g=c+(0-l<<2)|0;if(l){cQb(g|0,m|0,e|0)|0;c=g;d=f[n>>2]|0}f[o>>2]=c;f[n>>2]=d+(h<<2);break}e=c-e>>1;e=(e|0)==0?1:e;if(e>>>0>1073741823)vd();i=pOb(e<<2)|0;j=i;c=i+((e+3|0)>>>2<<2)|0;k=c;i=i+(e<<2)|0;if((m|0)==(d|0)){e=k;d=m}else{h=c;e=k;g=m;do{f[h>>2]=f[g>>2];h=e+4|0;e=h;g=g+4|0}while((g|0)!=(d|0));d=f[a>>2]|0}f[a>>2]=j;f[o>>2]=k;f[n>>2]=e;f[l>>2]=i;if(d){sOb(d);c=f[o>>2]|0}}else c=m;while(0);f[c+-4>>2]=f[b>>2];f[o>>2]=(f[o>>2]|0)+-4;return}function e7a(a,b,c){a=a|0;b=b|0;c=+c;var d=0,e=0,g=0,h=0,i=0.0,j=0,k=0,l=0.0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;o=r;p=r+32|0;q=(f[a+4>>2]|0)-(f[a>>2]|0)|0;j=(q|0)/88|0;if((q|0)==88){q=0;u=r;return q|0}n=j>>>0<50?j:50;f[p>>2]=0;q=p+4|0;f[q>>2]=0;f[p+8>>2]=0;e=p+8|0;a:do if(!n){f[o>>2]=0;h=1}else{g=pOb(n<<2)|0;h=g+(n<<2)|0;f[p>>2]=g;f[q>>2]=g;f[e>>2]=h;f[o>>2]=0;d=0;while(1){if(g>>>0<h>>>0){f[g>>2]=d;f[q>>2]=g+4}else q7a(p,o);d=(f[o>>2]|0)+1|0;f[o>>2]=d;if(d>>>0>=n>>>0){h=0;break a}g=f[q>>2]|0;h=f[e>>2]|0}}while(0);if(j>>>0>50){e=o+4|0;d=n;do{f[o>>2]=0;f[e>>2]=d;g=s7a(o,b,o)|0;if(g>>>0<n>>>0)f[(f[p>>2]|0)+(g<<2)>>2]=d;d=d+1|0}while(d>>>0<j>>>0)}d=f[p>>2]|0;e=f[d>>2]|0;b:do if(h)g=e;else{g=e;k=-1;m=0;l=0.0;d=e;while(1){h=f[a>>2]|0;f7a(o,h+(d*88|0)|0,h+(d*88|0)+24|0,h+(d*88|0)+48|0);d=0;h=0;b=0;e=0;while(1){c:do if((m|0)==(b|0))j=d;else switch((r7a(o,(f[a>>2]|0)+((f[(f[p>>2]|0)+(b<<2)>>2]|0)*88|0)|0,c)|0)<<24>>24){case 2:{j=d;h=h+1|0;break c}case 1:{j=d+1|0;break c}case 0:{j=d;h=h+1|0;break c}case 3:{j=d;e=e+1|0;break c}default:{j=d;break c}}while(0);b=b+1|0;if(b>>>0>=n>>>0)break;else d=j}if(e>>>0>k>>>0){e=k;i=l}else{if(!h)i=0.0;else{d=h>>>0<j>>>0;if(!j)i=0.0;else i=+((d?h:j)>>>0)/+((d?j:h)>>>0)}if(!(i>=l)){e=k;i=l}else{d=f[p>>2]|0;g=f[d+(m<<2)>>2]|0;if((e|0)==0&i>.95)break}}h=m+1|0;d=f[p>>2]|0;if(h>>>0>=n>>>0)break b;k=e;m=h;l=i;d=f[d+(h<<2)>>2]|0}}while(0);if(d|0){e=f[q>>2]|0;if((e|0)!=(d|0))f[q>>2]=e+(~((e+-4-d|0)>>>2)<<2);sOb(d)}q=g;u=r;return q|0}function f7a(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0,n=0.0,o=0,q=0.0,r=0.0,s=0,t=0.0,v=0,w=0,x=0.0,y=0.0,z=0;z=u;u=u+512|0;v=z+464|0;w=z;x=+p[c>>3];y=+p[e>>3]-x;o=c+8|0;q=+p[o>>3];r=+p[e+8>>3]-q;s=c+16|0;t=+p[s>>3];l=+p[e+16>>3]-t;m=+p[d>>3]-x;n=+p[d+8>>3]-q;g=+p[d+16>>3]-t;h=r*g-l*n;i=l*m-y*g;j=y*n-r*m;p[a>>3]=h;e=a+8|0;p[e>>3]=i;d=a+16|0;p[d>>3]=j;k=+L(+(h*h+(j*j+i*i)));if(!(k<=+L(+(y*y+(r*r+l*l)))*+L(+(m*m+(n*n+g*g)))*2.220446049250313e-16)){m=h/k;p[a>>3]=m;n=i/k;p[e>>3]=n;y=j/k;p[d>>3]=y;r=t;x=x*m;t=q*n;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}else{p[v>>3]=y;p[v+16>>3]=r;p[v+32>>3]=l;p[v+8>>3]=m;p[v+24>>3]=n;p[v+40>>3]=g;b[w+152>>0]=0;b[w+153>>0]=0;b[w+154>>0]=0;f[w+160>>2]=0;f[w+168>>2]=-1;f[w+172>>2]=-1;b[w+304>>0]=0;b[w+305>>0]=0;g7a(w,v,16)|0;x=+p[w+80>>3];p[a>>3]=x;t=+p[w+88>>3];p[e>>3]=t;y=+p[w+96>>3];p[d>>3]=y;n=+p[c>>3];q=+p[o>>3];r=+p[s>>3];x=n*x;t=q*t;y=r*y;y=t+y;y=x+y;y=-y;w=a+24|0;p[w>>3]=y;u=z;return}}function g7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0.0,j=0.0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0.0,J=0,L=0,M=0.0,N=0.0;L=u;u=u+32|0;B=L+16|0;C=L;g=a+153|0;e=a+168|0;if(!(b[g>>0]|0))J=5;else if((f[e>>2]|0)==2)if((f[a+172>>2]|0)==3){if((f[a+160>>2]|0)!=(d|0))J=5}else J=5;else J=5;if((J|0)==5){f[e>>2]=2;f[a+172>>2]=3;b[a+152>>0]=0;b[g>>0]=1;f[a+160>>2]=d;b[a+155>>0]=d>>>2&1;b[a+156>>0]=d>>>3&1;b[a+157>>0]=d>>>4&1;b[a+158>>0]=d>>>5&1;f[a+176>>2]=2}h=+p[c>>3];I=+K(+h);H=c+8|0;j=+K(+(+p[H>>3]));y=c+16|0;i=+K(+(+p[y>>3]));j=j<i?i:j;I=I<j?j:I;G=c+24|0;j=+K(+(+p[G>>3]));F=c+32|0;i=+K(+(+p[F>>3]));E=c+40|0;M=+K(+(+p[E>>3]));i=i<M?M:i;j=j<i?i:j;I=I<j?j:I;I=I==0.0?1.0:I;D=a+416|0;p[D>>3]=h/I;p[a+424>>3]=+p[H>>3]/I;p[a+432>>3]=+p[y>>3]/I;p[a+440>>3]=+p[G>>3]/I;p[a+448>>3]=+p[F>>3]/I;p[a+456>>3]=+p[E>>3]/I;h7a(a+192|0,a,D)|0;D=a+155|0;E=a+156|0;F=a+157|0;G=a+158|0;y=a+120|0;h=+K(+(+p[a+120>>3]));j=+K(+(+p[a+144>>3]));H=a+176|0;z=B+8|0;A=C+8|0;h=h<j?j:h;e=1;c=1;a:while(1){d=f[H>>2]|0;while(1){if((e|0)<(d|0))break;if(!(c&1)){e=1;c=1}else break a}if((e|0)>0){m=a+120+(e<<3)|0;n=e<<1;o=a+120+(n<<3)|0;r=e*3|0;q=a+120+(r<<3)|0;r=a+32+(r<<3)|0;s=r+8|0;t=r+16|0;v=o+8|0;w=a+(n<<3)|0;x=w+8|0;l=m+16|0;k=0;do{i=h*4.440892098500626e-16;i=i>1.0e-323?i:1.0e-323;g=k<<1;if(+K(+(+p[a+120+(g+e<<3)>>3]))>i)J=17;else if(+K(+(+p[a+120+(k+n<<3)>>3]))>i)J=17;if((J|0)==17){J=0;i7a(y,e,k,B,C);c=a+120+(k<<3)|0;i=+p[B>>3];j=+p[z>>3];d=i==1.0&j==0.0;if(!d){M=+p[m>>3];N=+p[c>>3];p[m>>3]=i*M+j*N;p[c>>3]=i*N-j*M;c=c+16|0;M=+p[l>>3];N=+p[c>>3];p[l>>3]=i*M+j*N;p[c>>3]=i*N-j*M}if(!(b[D>>0]|0)){if(b[E>>0]|0)J=21}else J=21;if((J|0)==21){J=0;c=a+(g<<3)|0;if(!d){N=+p[w>>3];M=+p[c>>3];p[w>>3]=i*N+j*M;p[c>>3]=i*M-j*N;d=c+8|0;N=+p[x>>3];M=+p[d>>3];p[x>>3]=i*N+j*M;p[d>>3]=i*M-j*N}}c=a+120+(g<<3)|0;N=+p[A>>3];i=-N;j=+p[C>>3];g=N==-0.0&j==1.0;if(!g){N=+p[o>>3];M=+p[c>>3];p[o>>3]=j*N+M*i;p[c>>3]=j*M-N*i;d=c+8|0;N=+p[v>>3];M=+p[d>>3];p[v>>3]=j*N+M*i;p[d>>3]=j*M-N*i}if(!(b[F>>0]|0))if(!(b[G>>0]|0))c=k*3|0;else J=28;else J=28;if((J|0)==28){J=0;c=k*3|0;d=a+32+(c<<3)|0;if(!g){N=+p[r>>3];M=+p[d>>3];p[r>>3]=j*N+M*i;p[d>>3]=j*M-N*i;g=d+8|0;N=+p[s>>3];M=+p[g>>3];p[s>>3]=j*N+M*i;p[g>>3]=j*M-N*i;g=d+16|0;N=+p[t>>3];M=+p[g>>3];p[t>>3]=j*N+M*i;p[g>>3]=j*M-N*i}}N=+K(+(+p[q>>3]));M=+K(+(+p[a+120+(c<<3)>>3]));N=N<M?M:N;h=h<N?N:h;c=0}k=k+1|0}while((k|0)!=(e|0))}e=e+1|0}if((d|0)>0)d=0;else{f[a+164>>2]=d;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}do{e=a+120+(d*3<<3)|0;h=+p[e>>3];i=+K(+h);p[a+104+(d<<3)>>3]=i;if(!(b[D>>0]|0))c=(b[E>>0]|0)!=0;else c=1;if(h!=0.0&c){N=+p[e>>3]/i;C=a+(d<<1<<3)|0;p[C>>3]=N*+p[C>>3];C=C+8|0;p[C>>3]=N*+p[C>>3]}d=d+1|0;e=f[H>>2]|0}while((d|0)<(e|0));m=a+164|0;f[m>>2]=e;if((e|0)>0){l=0;c=e}else{J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}while(1){g=c-l|0;k=a+104+(2-g<<3)|0;i=+p[k>>3];if((g|0)>1){d=1;e=0;h=i;j=i;while(1){i=+p[k+(d<<3)>>3];c=i>j;h=c?i:h;e=c?d:e;d=d+1|0;if((d|0)==(g|0))break;else j=c?i:j}}else{e=0;h=i}if(h==0.0)break;do if(e|0){e=e+l|0;B=a+104+(l<<3)|0;C=a+104+(e<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;if(!(b[D>>0]|0)){if(b[E>>0]|0)J=45}else J=45;if((J|0)==45){J=0;B=a+(e<<1<<3)|0;C=a+(l<<1<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;B=B+8|0;N=+p[B>>3];C=C+8|0;p[B>>3]=+p[C>>3];p[C>>3]=N}if(!(b[F>>0]|0))if(!(b[G>>0]|0))break;B=a+32+(e*3<<3)|0;C=a+32+(l*3<<3)|0;N=+p[B>>3];p[B>>3]=+p[C>>3];p[C>>3]=N;z=B+8|0;N=+p[z>>3];A=C+8|0;p[z>>3]=+p[A>>3];p[A>>3]=N;B=B+16|0;N=+p[B>>3];C=C+16|0;p[B>>3]=+p[C>>3];p[C>>3]=N}while(0);e=l+1|0;c=f[H>>2]|0;if((c|0)<=(e|0)){J=50;break}else l=e}if((J|0)==50){J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}f[m>>2]=l;J=a+104|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+112|0;N=+p[J>>3];N=I*N;p[J>>3]=N;J=a+152|0;b[J>>0]=1;u=L;return a|0}function h7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0;h=u;u=u+48|0;e=h+20|0;g=h;i=a+144|0;p[i>>3]=+p[d>>3];p[a+152>>3]=+p[d+16>>3];p[a+160>>3]=+p[d+32>>3];p[a+168>>3]=+p[d+8>>3];p[a+176>>3]=+p[d+24>>3];p[a+184>>3]=+p[d+40>>3];j7a(a,i)|0;p[c+120>>3]=+p[a>>3];p[c+128>>3]=+p[a+24>>3];p[c+136>>3]=0.0;p[c+144>>3]=+p[a+32>>3];if(!(b[c+157>>0]|0)){if(b[c+158>>0]|0){n=c+32|0;p[n>>3]=1.0;q=c+40|0;f[q>>2]=0;f[q+4>>2]=0;f[q+8>>2]=0;f[q+12>>2]=0;f[q+16>>2]=0;f[q+20>>2]=0;p[c+64>>3]=1.0;o=c+72|0;f[o>>2]=0;f[o+4>>2]=0;f[o+8>>2]=0;f[o+12>>2]=0;f[o+16>>2]=0;f[o+20>>2]=0;p[c+96>>3]=1.0;o=e+4|0;m=e+12|0;l=e+16|0;k=g+4|0;j=g+12|0;d=g+16|0;i=a+192|0;f[e>>2]=q;f[o>>2]=2;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+40;f[k>>2]=1;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+56|0,i);f[e>>2]=c+32;f[o>>2]=3;f[m>>2]=n;f[l>>2]=3;f[g>>2]=a+8;f[k>>2]=2;f[j>>2]=a;f[d>>2]=3;l7a(e,g,a+48|0,i)}}else{f[e>>2]=a;f[e+4>>2]=a+48;b[e+8>>0]=0;f[e+12>>2]=2;f[e+16>>2]=0;k7a(e,c+32|0,a+192|0)}if(!(b[c+155>>0]|0))if(!(b[c+156>>0]|0)){u=h;return 1};f[c>>2]=0;f[c+4>>2]=0;f[c+8>>2]=0;f[c+12>>2]=0;f[c+16>>2]=0;f[c+20>>2]=0;f[c+24>>2]=0;f[c+28>>2]=0;p[c+(f[a+64>>2]<<3)>>3]=1.0;p[c+((f[a+68>>2]|0)+2<<3)>>3]=1.0;u=h;return 1}function i7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var f=0.0,g=0.0,h=0.0,i=0.0,j=0.0,k=0.0,l=0.0,m=0.0;m=+p[a+(b*3<<3)>>3];k=+p[a+((c<<1)+b<<3)>>3];l=+p[a+((b<<1)+c<<3)>>3];g=+p[a+(c*3<<3)>>3];j=l-k;f=(g+m)/j;if(j==0.0){i=1.0;j=0.0}else{j=+L(+(f*f+1.0));i=f/j;j=1.0/j}if(i==1.0&j==0.0){h=k;f=m}else{h=i*k+j*g;g=i*g-j*k;f=i*m+j*l}if(h==0.0){g=1.0;f=0.0}else{m=+K(+h);l=(f-g)/(m*2.0);f=+L(+(l*l+1.0));f=1.0/(l+(l>0.0?f:-f));l=1.0/+L(+(f*f+1.0));g=l;f=l*(+K(+f)*(h/m*(f>0.0?-1.0:1.0)))}p[e+8>>3]=f;p[e>>3]=g;m=-f;p[d>>3]=i*g-j*m;p[d+8>>3]=i*m+j*g;return}function j7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0.0,i=0.0,j=0,k=0.0,l=0.0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,M=0.0;J=u;u=u+64|0;H=J+32|0;I=J;M=+p[c>>3];p[a>>3]=M;i=+p[c+8>>3];p[a+8>>3]=i;h=+p[c+16>>3];p[a+16>>3]=h;k=+p[c+24>>3];p[a+24>>3]=k;l=+p[c+32>>3];p[a+32>>3]=l;t=+p[c+40>>3];p[a+40>>3]=t;h=M*M+(i*i+h*h);p[a+96>>3]=h;t=k*k+(l*l+t*t);p[a+104>>3]=t;t=(h<t?t:h)*4.930380657631324e-32/3.0;v=a+136|0;f[v>>2]=2;w=a+128|0;p[w>>3]=0.0;x=a;y=H+4|0;z=H+8|0;A=H+12|0;B=H+16|0;C=I+4|0;D=I+12|0;E=I+20|0;F=I+28|0;s=0;n=0;while(1){r=2-s|0;m=a+96+(s<<3)|0;G=(r|0)>1;if(G){e=1;c=0;while(1){i=+p[m+(e<<3)>>3];d=i>h;c=d?e:c;e=e+1|0;if((e|0)==(r|0))break;else h=d?i:h}}else c=0;g=c+s|0;j=a+(g*3<<3)|0;q=3-s|0;e=j+(s<<3)|0;h=+p[e>>3];d=1;h=h*h;do{M=+p[e+(d<<3)>>3];h=h+M*M;d=d+1|0}while((d|0)!=(q|0));d=a+96+(g<<3)|0;p[d>>3]=h;if((f[v>>2]|0)==2)if(h<t*+(q|0))f[v>>2]=s;f[a+72+(s<<2)>>2]=g;o=a+(s*3<<3)|0;if(c){M=+p[o>>3];p[o>>3]=+p[j>>3];p[j>>3]=M;e=o+8|0;M=+p[e>>3];g=j+8|0;p[e>>3]=+p[g>>3];p[g>>3]=M;g=o+16|0;M=+p[g>>3];j=j+16|0;p[g>>3]=+p[j>>3];p[j>>3]=M;M=+p[m>>3];p[m>>3]=+p[d>>3];p[d>>3]=M;n=n+1|0}d=o+(s<<3)|0;j=a+48+(s<<3)|0;g=q+-1|0;e=d+8|0;l=+p[e>>3];h=l*l;if((q|0)>2){c=1;do{M=+p[e+(c<<3)>>3];h=h+M*M;c=c+1|0}while((c|0)!=(g|0));i=h}else i=h;h=+p[d>>3];if(!(i<=2.2250738585072014e-308)){k=+L(+(i+h*h));k=!(h>=0.0)?k:-k;i=h-k;p[e>>3]=l/i;if((g|0)!=1){c=1;do{p[e+(c<<3)>>3]=+p[e+(c<<3)>>3]/i;c=c+1|0}while((c|0)!=(g|0))}p[j>>3]=(k-h)/k;h=k}else{p[j>>3]=0.0;dQb(e|0,0,g<<3|0)|0}p[a+(s<<2<<3)>>3]=h;h=+K(+h);if(h>+p[w>>3])p[w>>3]=h;d=r+-1|0;r=3-r|0;e=r*3|0;f[H>>2]=a+(e+s<<3);f[y>>2]=q;f[z>>2]=d;f[A>>2]=a;f[B>>2]=3;f[I>>2]=o+(4-q<<3);f[C>>2]=g;f[D>>2]=o;c=E;f[c>>2]=x;f[c+4>>2]=3;f[F>>2]=3;c=s+1|0;p7a(H,I,j,a+80+(c<<3)|0);e=a+(s<<3)+(e<<3)|0;g=a+96+(r<<3)|0;if(G){M=+p[e>>3];p[g>>3]=+p[g>>3]-M*M;if((d|0)!=1){c=1;d=25;break}}if((c|0)==2){d=2;break}s=c;h=+p[a+96+(c<<3)>>3]}if((d|0)==2){H=a+64|0;f[H>>2]=0;G=a+68|0;f[G>>2]=1;I=a+64+(f[a+72>>2]<<2)|0;f[H>>2]=f[I>>2];f[I>>2]=0;I=a+64+(f[a+76>>2]<<2)|0;H=f[G>>2]|0;f[G>>2]=f[I>>2];f[I>>2]=H;f[a+140>>2]=(n<<1&2^2)+-1;b[a+112>>0]=1;u=J;return a|0}else if((d|0)==25)while(1){d=g+(c<<3)|0;M=+p[e+(c*3<<3)>>3];p[d>>3]=+p[d>>3]-M*M;c=c+1|0;d=25}return 0}function k7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0;E=u;u=u+48|0;C=E+20|0;D=E;e=f[a+12>>2]|0;p[c>>3]=1.0;B=c+8|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+32>>3]=1.0;B=c+40|0;f[B>>2]=0;f[B+4>>2]=0;f[B+8>>2]=0;f[B+12>>2]=0;f[B+16>>2]=0;f[B+20>>2]=0;p[c+64>>3]=1.0;if((e|0)<=0){u=E;return}j=a+16|0;k=a+8|0;l=C+4|0;m=C+8|0;n=C+12|0;o=C+16|0;q=D+4|0;r=D+12|0;s=D+16|0;t=a+4|0;v=C+4|0;w=C+8|0;x=C+12|0;y=C+16|0;z=D+4|0;A=D+12|0;B=D+16|0;do{g=e;e=e+-1|0;h=f[j>>2]|0;i=4-g-h|0;if(!(b[k>>0]|0)){f[C>>2]=c+(3-i<<2<<3);f[l>>2]=i;f[m>>2]=i;f[n>>2]=c;f[o>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[q>>2]=3-h;f[r>>2]=i;f[s>>2]=3;o7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}else{f[C>>2]=c+(3-i<<2<<3);f[v>>2]=i;f[w>>2]=i;f[x>>2]=c;f[y>>2]=3;h=h+g|0;i=f[a>>2]|0;f[D>>2]=i+(h+(e*3|0)<<3);f[z>>2]=3-h;f[A>>2]=i;f[B>>2]=3;n7a(C,D,(f[t>>2]|0)+(e<<3)|0,d)}}while((g|0)>1);u=E;return}function l7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0.0,r=0,s=0,t=0,v=0,w=0,x=0;n=u;u=u+96|0;e=n+80|0;g=n;i=f[a+4>>2]|0;if((i|0)==1){h=1.0-+p[c>>3];l=f[a>>2]|0;p[l>>3]=h*+p[l>>3];m=f[a+16>>2]|0;k=l+(m<<3)|0;p[k>>3]=h*+p[k>>3];m=l+(m<<1<<3)|0;p[m>>3]=h*+p[m>>3];u=n;return}f[e>>2]=d;m=i+-1|0;l=(f[a>>2]|0)+8|0;j=a;s=f[j>>2]|0;j=f[j+4>>2]|0;o=a+12|0;k=o;r=f[k>>2]|0;k=f[k+4>>2]|0;x=b;w=f[x+4>>2]|0;t=b+12|0;v=f[t>>2]|0;t=f[t+4>>2]|0;d=g;f[d>>2]=f[x>>2];f[d+4>>2]=w;d=g+12|0;f[d>>2]=v;f[d+4>>2]=t;f[g+20>>2]=l;f[g+24>>2]=m;d=g+32|0;f[d>>2]=s;f[d+4>>2]=j;d=g+44|0;f[d>>2]=r;f[d+4>>2]=k;f[g+52>>2]=k;m7a(e,g)|0;d=f[a>>2]|0;r=f[o+4>>2]|0;a=f[e>>2]|0;q=+p[a>>3]+ +p[d>>3];p[a>>3]=q;g=a+8|0;p[g>>3]=+p[g>>3]+ +p[d+(r<<3)>>3];j=a+16|0;e=_Pb(r|0,0,1)|0;p[j>>3]=+p[j>>3]+ +p[d+(e<<3)>>3];h=+p[c>>3];e=f[o+4>>2]|0;p[d>>3]=+p[d>>3]-h*q;o=d+(e<<3)|0;p[o>>3]=+p[o>>3]-h*+p[g>>3];e=_Pb(e|0,0,1)|0;e=d+(e<<3)|0;p[e>>3]=+p[e>>3]-h*+p[j>>3];h=+p[c>>3];if((i|0)>1){e=f[b>>2]|0;p[l>>3]=+p[l>>3]-h*+p[e>>3]*+p[a>>3];if((m|0)==1)d=0;else{d=1;do{x=l+(d<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[a>>3];d=d+1|0}while((d|0)!=(m|0));d=0}do{x=l+(d+k<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[g>>3];d=d+1|0}while((d|0)!=(m|0));a=_Pb(k|0,0,1)|0;d=0;do{x=l+(d+a<<3)|0;p[x>>3]=+p[x>>3]-h*+p[e+(d<<3)>>3]*+p[j>>3];d=d+1|0}while((d|0)!=(m|0))}u=n;return}function m7a(a,b){a=a|0;b=b|0;var c=0.0,d=0,e=0,g=0,h=0,i=0,j=0;j=f[b>>2]|0;e=f[b+20>>2]|0;g=f[b+52>>2]|0;i=f[b+24>>2]|0;h=f[a>>2]|0;if(!i){f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;f[h+16>>2]=0;f[h+20>>2]=0;return a|0}c=+p[j>>3]*+p[e>>3];if((i|0)>1)b=1;else{p[h>>3]=c;p[h+8>>3]=+p[j>>3]*+p[e+(g<<3)>>3];p[h+16>>3]=+p[j>>3]*+p[e+(g<<1<<3)>>3];return a|0}do{c=c+ +p[j+(b<<3)>>3]*+p[e+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h>>3]=c;d=e+(g<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+8>>3]=c;d=e+(g<<1<<3)|0;b=1;c=+p[j>>3]*+p[d>>3];do{c=c+ +p[j+(b<<3)>>3]*+p[d+(b<<3)>>3];b=b+1|0}while((b|0)!=(i|0));p[h+16>>3]=c;return a|0}function n7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0.0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;w=u;u=u+272|0;v=w+136|0;m=w;o=f[a+8>>2]|0;if((o|0)==1){h=1.0-+p[c>>3];i=f[a+4>>2]|0;if((i|0)<=0){u=w;return}g=f[a>>2]|0;e=0;do{v=g+(e<<3)|0;p[v>>3]=h*+p[v>>3];e=e+1|0}while((e|0)!=(i|0));u=w;return}l=a+4|0;q=f[l>>2]|0;r=o+-1|0;e=f[a>>2]|0;s=f[a+16>>2]|0;t=e+(s<<3)|0;k=f[b>>2]|0;j=f[b+4>>2]|0;n=(q|0)>0;g=(j|0)>1;do if(n){if(!j){dQb(d|0,0,q<<3|0)|0;e=f[a>>2]|0}else{if(g){g=0;do{a=t+(g<<3)|0;i=1;h=+p[a>>3]*+p[k>>3];do{x=a+((X(i,s)|0)<<3)|0;h=h+ +p[x>>3]*+p[k+(i<<3)>>3];i=i+1|0}while((i|0)!=(j|0));p[d+(g<<3)>>3]=h;g=g+1|0}while((g|0)!=(q|0))}else{g=0;do{p[d+(g<<3)>>3]=+p[t+(g<<3)>>3]*+p[k>>3];g=g+1|0}while((g|0)!=(q|0))}if(!n)break}p[d>>3]=+p[d>>3]+ +p[e>>3];if((q|0)!=1){g=1;do{x=d+(g<<3)|0;p[x>>3]=+p[x>>3]+ +p[e+(g<<3)>>3];g=g+1|0}while((g|0)!=(q|0))}}while(0);h=+p[c>>3];g=f[l>>2]|0;if((g|0)>0){p[e>>3]=+p[e>>3]-h*+p[d>>3];if((g|0)!=1){i=1;do{x=e+(i<<3)|0;p[x>>3]=+p[x>>3]-h*+p[d+(i<<3)>>3];i=i+1|0}while((i|0)!=(g|0))}}h=+p[c>>3];k=b;j=f[k>>2]|0;k=f[k+4>>2]|0;a=b+12|0;i=f[a>>2]|0;a=f[a+4>>2]|0;g=m+24|0;f[g>>2]=q;if(n){e=0;do{p[m+(e<<3)>>3]=h*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(q|0));e=f[g>>2]|0}else e=q;x=m+32|0;f[x>>2]=j;f[x+4>>2]=k;x=m+44|0;f[x>>2]=i;f[x+4>>2]=a;f[m+128>>2]=0;f[m+132>>2]=0;f[v+24>>2]=e;if((e|0)>0)bQb(v|0,m|0,e<<3|0)|0;x=v+32|0;f[x>>2]=j;f[x+4>>2]=k;x=v+44|0;f[x>>2]=i;f[x+4>>2]=a;f[v+128>>2]=0;f[v+132>>2]=0;if(n&(o|0)>1){e=0;do{i=j+(e<<3)|0;a=X(e,s)|0;g=0;do{x=t+(g+a<<3)|0;p[x>>3]=+p[x>>3]-+p[v+(g<<3)>>3]*+p[i>>3];g=g+1|0}while((g|0)!=(q|0));e=e+1|0}while((e|0)!=(r|0))}u=w;return}function o7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+256|0;w=x+128|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+120>>2]=0;f[o+124>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+120>>2]=0;f[w+124>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function p7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0;x=u;u=u+208|0;w=x+104|0;o=x;q=f[a+4>>2]|0;if((q|0)==1){g=1.0-+p[c>>3];h=f[a+8>>2]|0;if((h|0)<=0){u=x;return}i=f[a>>2]|0;e=f[a+16>>2]|0;a=0;do{w=i+((X(a,e)|0)<<3)|0;p[w>>3]=g*+p[w>>3];a=a+1|0}while((a|0)!=(h|0));u=x;return}k=a+8|0;s=f[k>>2]|0;n=d;t=q+-1|0;l=f[a>>2]|0;v=l+8|0;j=a+16|0;r=f[j>>2]|0;m=(s|0)>0;i=f[b>>2]|0;if(m){if((q|0)>2){a=0;do{h=v+((X(a,r)|0)<<3)|0;e=1;g=+p[i>>3]*+p[h>>3];do{g=g+ +p[i+(e<<3)>>3]*+p[h+(e<<3)>>3];e=e+1|0}while((e|0)!=(t|0));p[d+(a<<3)>>3]=g;a=a+1|0}while((a|0)!=(s|0))}else{a=0;do{h=v+((X(a,r)|0)<<3)|0;p[d+(a<<3)>>3]=+p[i>>3]*+p[h>>3];a=a+1|0}while((a|0)!=(s|0))}a=f[j>>2]|0;if(m){p[d>>3]=+p[d>>3]+ +p[l>>3];if((s|0)!=1){e=1;do{i=d+(e<<3)|0;h=l+((X(e,a)|0)<<3)|0;p[i>>3]=+p[i>>3]+ +p[h>>3];e=e+1|0}while((e|0)!=(s|0))}}}g=+p[c>>3];h=f[k>>2]|0;a=f[j>>2]|0;if((h|0)>0){p[l>>3]=+p[l>>3]-g*+p[d>>3];if((h|0)!=1){e=1;do{k=l+((X(e,a)|0)<<3)|0;p[k>>3]=+p[k>>3]-g*+p[d+(e<<3)>>3];e=e+1|0}while((e|0)!=(h|0))}}g=+p[c>>3];i=f[b>>2]|0;a=f[b+4>>2]|0;h=o+24|0;f[h>>2]=a;if((a|0)>0){e=0;do{p[o+(e<<3)>>3]=g*+p[i+(e<<3)>>3];e=e+1|0}while((e|0)!=(a|0));a=f[h>>2]|0}f[o+32>>2]=n;f[o+40>>2]=s;f[o+96>>2]=0;f[o+100>>2]=0;f[w+24>>2]=a;if((a|0)>0)bQb(w|0,o|0,a<<3|0)|0;f[w+32>>2]=n;f[w+40>>2]=s;f[w+96>>2]=0;f[w+100>>2]=0;if(m&(q|0)>1){a=0;do{h=d+(a<<3)|0;i=X(a,r)|0;e=0;do{q=v+(e+i<<3)|0;p[q>>3]=+p[q>>3]-+p[w+(e<<3)>>3]*+p[h>>3];e=e+1|0}while((e|0)!=(t|0));a=a+1|0}while((a|0)!=(s|0))}u=x;return}function q7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;g=a+4|0;j=f[a>>2]|0;k=(f[g>>2]|0)-j|0;e=k>>2;c=e+1|0;if(c>>>0>1073741823)AMb(a);l=a+8|0;m=(f[l>>2]|0)-j|0;d=m>>1;d=m>>2>>>0<536870911?(d>>>0<c>>>0?c:d):1073741823;do if(!d){h=0;i=0}else if(d>>>0>1073741823)vd();else{i=pOb(d<<2)|0;h=i;break}while(0);c=h+(e<<2)|0;f[c>>2]=f[b>>2];if((k|0)>0)bQb(i|0,j|0,k|0)|0;f[a>>2]=h;f[g>>2]=c+4;f[l>>2]=h+(d<<2);if(!j)return;sOb(j);return}function r7a(a,c,d){a=a|0;c=c|0;d=+d;var e=0,f=0,g=0,h=0,i=0,j=0,k=0,l=0.0,m=0.0,n=0.0,o=0.0,q=0.0,r=0.0;j=u;u=u+16|0;i=j;q=+p[a>>3];o=+p[a+8>>3];l=+p[a+16>>3];r=+p[a+24>>3];n=r+(q*+p[c>>3]+(o*+p[c+8>>3]+l*+p[c+16>>3]));m=r+(q*+p[c+24>>3]+(o*+p[c+32>>3]+l*+p[c+40>>3]));l=r+(q*+p[c+48>>3]+(o*+p[c+56>>3]+l*+p[c+64>>3]));f=+K(+n)<d;g=!(n>0.0)&1;e=f?2:g;b[i>>0]=e;h=+K(+m)<d;c=h?2:!(m>0.0)&1;b[i+1>>0]=c;k=+K(+l)<d;a=k?2:!(l>0.0)&1;b[i+2>>0]=a;switch((h?(f?2:1):f&1)+(k&1)&7){case 2:{if(!f){k=g;u=j;return k|0}k=b[i+(h?2:1)>>0]|0;u=j;return k|0}case 1:{h=f?0:h?1:2;k=b[i+(((h+1|0)>>>0)%3|0)>>0]|0;k=k<<24>>24==(b[i+(((h+2|0)>>>0)%3|0)>>0]|0)?k:3;u=j;return k|0}case 0:{k=e<<24>>24==0;k=a<<24>>24==0^k|k^c<<24>>24==0?3:(k^1)&1;u=j;return k|0}case 3:{k=2;u=j;return k|0}default:{k=4;u=j;return k|0}}return 0}function s7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;a=f[c>>2]|0;g=(f[c+4>>2]|0)-a|0;h=g+1|0;if(!g){c=a;return c|0}if(!h){h=b+2496|0;d=f[h>>2]|0;g=((d+1|0)>>>0)%624|0;c=b+(d<<2)|0;e=f[b+(g<<2)>>2]|0;f[c>>2]=0-(e&1)&-1727483681^f[b+((((d+397|0)>>>0)%624|0)<<2)>>2]^(e&2147483646|f[c>>2]&-2147483648)>>>1;c=f[b+(f[h>>2]<<2)>>2]|0;c=c>>>11^c;f[h>>2]=g;c=c<<7&-1658038656^c;c=c<<15&-272236544^c;c=c>>>18^c;return c|0}d=32-(_(h|0)|0)|0;d=d+(((-1>>>(33-d|0)&h|0)==0)<<31>>31)|0;a=(d>>>5)+((d&31|0)!=0&1)|0;a=a>>>0>d>>>0?0:-1>>>(32-((d>>>0)/(a>>>0)|0)|0);d=b+2496|0;e=f[d>>2]|0;do{j=e;e=((e+1|0)>>>0)%624|0;g=b+(j<<2)|0;i=f[b+(e<<2)>>2]|0;f[g>>2]=0-(i&1)&-1727483681^f[b+((((j+397|0)>>>0)%624|0)<<2)>>2]^(i&2147483646|f[g>>2]&-2147483648)>>>1;g=f[b+(f[d>>2]<<2)>>2]|0;g=g>>>11^g;f[d>>2]=e;g=g<<7&-1658038656^g;g=g<<15&-272236544^g;g=(g>>>18^g)&a}while(g>>>0>=h>>>0);j=(f[c>>2]|0)+g|0;return j|0}function t7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;e=l;c=f[b>>2]|0;g=c;if(((f[b+4>>2]|0)-c|0)!=12){k=0;u=l;return k|0}b=f[a>>2]|0;if(((f[a+4>>2]|0)-b|0)!=32){k=0;u=l;return k|0}d=g+4|0;if(((f[d>>2]|0)-(f[c>>2]|0)|0)!=32){k=0;u=l;return k|0}k=pOb(32)|0;i=k+32|0;j=b;f[k>>2]=f[j>>2];f[k+4>>2]=f[j+4>>2];f[k+8>>2]=f[j+8>>2];f[k+12>>2]=f[j+12>>2];f[k+16>>2]=f[j+16>>2];f[k+20>>2]=f[j+20>>2];f[k+24>>2]=f[j+24>>2];f[k+28>>2]=f[j+28>>2];f[e>>2]=0;j=e+4|0;f[j>>2]=0;f[e+8>>2]=0;b=(f[d>>2]|0)-(f[c>>2]|0)|0;a=b>>3;if(!a){d=0;e=0;b=0;a=0;c=0}else{if(a>>>0>536870911)AMb(e);h=pOb(b)|0;f[j>>2]=h;f[e>>2]=h;f[e+8>>2]=h+(a<<3);a=f[g>>2]|0;b=(f[d>>2]|0)-a|0;c=h;if((b|0)>0){g=h+(b>>>3<<3)|0;bQb(h|0,a|0,b|0)|0;f[j>>2]=g;d=h;e=g;b=c;a=g;c=h}else{d=h;e=h;b=c;a=c;c=h}}u7a(k,i);u7a(d,e);if((a-b|0)==32)if((f[k>>2]|0)==(f[b>>2]|0))if((f[k+4>>2]|0)==(f[b+4>>2]|0))if((f[k+8>>2]|0)==(f[b+8>>2]|0))if((f[k+12>>2]|0)==(f[b+12>>2]|0))if((f[k+16>>2]|0)==(f[b+16>>2]|0))if((f[k+20>>2]|0)==(f[b+20>>2]|0))if((f[k+24>>2]|0)==(f[b+24>>2]|0))b=(f[k+28>>2]|0)==(f[b+28>>2]|0)?1:0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;else b=0;if(d|0){if((e|0)!=(d|0))f[j>>2]=e+(~((e+-8-d|0)>>>3)<<3);sOb(c)}sOb(k);k=b;u=l;return k|0}function u7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;m=u;u=u+1632|0;k=0;a:while(1){d=b;i=b+-8|0;e=b+-16|0;j=b+-4|0;c=a;while(1){l=c;f[m+32>>2]=c;f[m+136>>2]=b;f[m+168>>2]=l;f[m+288>>2]=g;f[m+504>>2]=d;f[m+704>>2]=i;f[m+920>>2]=e;f[m+1096>>2]=j;f[m+1464>>2]=h;f[m+1560>>2]=k;f[m+1576>>2]=0;f[m+1580>>2]=0;N7a(m);c=f[m+32>>2]|0;l=f[m+168>>2]|0;g=f[m+288>>2]|0;h=f[m+1464>>2]|0;k=f[m+1560>>2]|0;G=f[m+1576>>2]|0;D=f[m+1580>>2]|0;H=+n[m+1580>>2];f[m+1576>>2]=0;f[m+1580>>2]=0;if((G|0)==1)break;if((G|0)==2)switch(D|0){case 11:break a}if((G|0)==3)continue}if((k|0)==133){k=0;u7a(g+8|0,b);a=l;b=g;continue}else if((k|0)==134){k=0;if(h){k=135;break}else{a=l;b=g;continue}}}a=1;if(a)if((k|0)==5){b=f[i>>2]|0;a=f[l>>2]|0;if((b|0)==(a|0)){if((f[j>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((b|0)>=(a|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;h=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=h;f[i>>2]=j;f[i+4>>2]=k;u=m;return}else if((k|0)==9){d=l+8|0;c=f[d>>2]|0;a=f[l>>2]|0;if((c|0)==(a|0))b=(f[l+12>>2]|0)<(f[l+4>>2]|0);else b=(c|0)<(a|0);a=f[i>>2]|0;if((a|0)==(c|0))a=(f[j>>2]|0)<(f[l+12>>2]|0);else a=(a|0)<(c|0);if(!b){if(!a){u=m;return}b=f[d>>2]|0;a=f[d+4>>2]|0;k=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=k;f[i>>2]=b;f[i+4>>2]=a;a=f[d>>2]|0;b=f[l>>2]|0;if((a|0)==(b|0)){if((f[l+12>>2]|0)>=(f[l+4>>2]|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}k=l;j=f[k>>2]|0;k=f[k+4>>2]|0;i=f[d+4>>2]|0;f[l>>2]=f[d>>2];f[l+4>>2]=i;f[d>>2]=j;f[d+4>>2]=k;u=m;return}c=l;b=f[c>>2]|0;c=f[c+4>>2]|0;if(a){k=f[i+4>>2]|0;f[l>>2]=f[i>>2];f[l+4>>2]=k;f[i>>2]=b;f[i+4>>2]=c;u=m;return}k=f[d+4>>2]|0;a=l;f[a>>2]=f[d>>2];f[a+4>>2]=k;f[d>>2]=b;f[d+4>>2]=c;a=f[i>>2]|0;if((a|0)==(b|0)){if((f[j>>2]|0)>=(c|0)){u=m;return}}else if((a|0)>=(b|0)){u=m;return}l=f[i+4>>2]|0;f[d>>2]=f[i>>2];f[d+4>>2]=l;f[i>>2]=b;f[i+4>>2]=c;u=m;return}else if((k|0)==27){v7a(l,l+8|0,l+16|0,i)|0;u=m;return}else if((k|0)==28){w7a(l,l+8|0,l+16|0,l+24|0,i)|0;u=m;return}else a=1;if(a)if((k|0)==30){i=l+16|0;h=l+8|0;a=f[h>>2]|0;g=f[l>>2]|0;if((a|0)==(g|0))c=(f[l+12>>2]|0)<(f[l+4>>2]|0);else c=(a|0)<(g|0);d=f[i>>2]|0;if((d|0)==(a|0))e=(f[l+20>>2]|0)<(f[l+12>>2]|0);else e=(d|0)<(a|0);do if(c){c=l;a=f[c>>2]|0;c=f[c+4>>2]|0;if(e){j=f[i+4>>2]|0;d=l;f[d>>2]=f[i>>2];f[d+4>>2]=j;f[i>>2]=a;f[i+4>>2]=c;d=a;break}g=f[h+4>>2]|0;j=l;f[j>>2]=f[h>>2];f[j+4>>2]=g;f[h>>2]=a;f[h+4>>2]=c;if((d|0)==(a|0)){if((f[l+20>>2]|0)>=(c|0))break}else if((d|0)>=(a|0))break;d=f[i+4>>2]|0;f[h>>2]=f[i>>2];f[h+4>>2]=d;f[i>>2]=a;f[i+4>>2]=c;d=a}else if(e){d=f[h>>2]|0;j=f[h+4>>2]|0;a=f[i>>2]|0;c=f[i+4>>2]|0;f[h>>2]=a;f[h+4>>2]=c;f[i>>2]=d;f[i+4>>2]=j;if((g|0)==(a|0)){if((f[l+4>>2]|0)<=(c|0))break}else if((g|0)<=(a|0))break;j=l;g=f[j>>2]|0;j=f[j+4>>2]|0;e=l;f[e>>2]=a;f[e+4>>2]=c;f[h>>2]=g;f[h+4>>2]=j}while(0);a=l+24|0;if((a|0)==(b|0)){u=m;return}else{h=a;a=i}while(1){c=f[h>>2]|0;if((c|0)==(d|0)){if((f[h+4>>2]|0)<(f[a+4>>2]|0))k=52}else if((c|0)<(d|0))k=52;if((k|0)==52){k=0;g=h;e=f[g>>2]|0;g=f[g+4>>2]|0;d=a;i=f[d+4>>2]|0;j=h;f[j>>2]=f[d>>2];f[j+4>>2]=i;b:do if((a|0)!=(l|0))while(1){c=a+-8|0;d=f[c>>2]|0;if((d|0)==(e|0)){if((f[a+-4>>2]|0)<=(g|0))break b}else if((d|0)<=(e|0))break b;i=f[c+4>>2]|0;j=a;f[j>>2]=f[c>>2];f[j+4>>2]=i;if((c|0)==(l|0)){a=c;break}else a=c}while(0);j=a;f[j>>2]=e;f[j+4>>2]=g}a=h+8|0;if((a|0)==(b|0))break;d=f[h>>2]|0;j=h;h=a;a=j}u=m;return}else if((k|0)==135)if(1){u=m;return}u=m}function v7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;h=f[b>>2]|0;e=f[a>>2]|0;if((h|0)==(e|0))e=(f[b+4>>2]|0)<(f[a+4>>2]|0);else e=(h|0)<(e|0);g=f[c>>2]|0;if((g|0)==(h|0))h=(f[c+4>>2]|0)<(f[b+4>>2]|0);else h=(g|0)<(h|0);do if(e){e=a;i=f[e>>2]|0;e=f[e+4>>2]|0;if(h){h=c;g=f[h+4>>2]|0;j=a;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=1;g=i;break}h=b;j=f[h+4>>2]|0;g=a;f[g>>2]=f[h>>2];f[g+4>>2]=j;g=b;f[g>>2]=i;f[g+4>>2]=e;g=f[c>>2]|0;if((g|0)==(i|0)){if((f[c+4>>2]|0)>=(e|0)){j=1;break}}else if((g|0)>=(i|0)){j=1;break}h=c;g=f[h+4>>2]|0;j=b;f[j>>2]=f[h>>2];f[j+4>>2]=g;j=c;f[j>>2]=i;f[j+4>>2]=e;j=2;g=i}else if(h){h=b;g=f[h>>2]|0;h=f[h+4>>2]|0;i=c;j=f[i+4>>2]|0;e=b;f[e>>2]=f[i>>2];f[e+4>>2]=j;e=c;f[e>>2]=g;f[e+4>>2]=h;e=f[b>>2]|0;h=f[a>>2]|0;if((e|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){j=1;break}}else if((e|0)>=(h|0)){j=1;break}g=a;i=f[g>>2]|0;g=f[g+4>>2]|0;e=b;h=f[e+4>>2]|0;j=a;f[j>>2]=f[e>>2];f[j+4>>2]=h;j=b;f[j>>2]=i;f[j+4>>2]=g;j=2;g=f[c>>2]|0}else j=0;while(0);e=f[d>>2]|0;if((e|0)==(g|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){b=j;return b|0}}else if((e|0)>=(g|0)){b=j;return b|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;i=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=i;e=d;f[e>>2]=h;f[e+4>>2]=g;e=j+1|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;d=c;k=f[d+4>>2]|0;e=b;f[e>>2]=f[d>>2];f[e+4>>2]=k;e=c;f[e>>2]=h;f[e+4>>2]=g;e=j+2|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){k=e;return k|0}}else if((g|0)>=(h|0)){k=e;return k|0}c=a;d=f[c>>2]|0;c=f[c+4>>2]|0;h=b;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=b;f[k>>2]=d;f[k+4>>2]=c;k=j+3|0;return k|0}function w7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0;i=v7a(a,b,c,d)|0;g=f[e>>2]|0;h=f[d>>2]|0;if((g|0)==(h|0)){if((f[e+4>>2]|0)>=(f[d+4>>2]|0))return i|0}else if((g|0)>=(h|0))return i|0;g=d;h=f[g>>2]|0;g=f[g+4>>2]|0;l=e;k=f[l+4>>2]|0;j=d;f[j>>2]=f[l>>2];f[j+4>>2]=k;f[e>>2]=h;f[e+4>>2]=g;e=i+1|0;g=f[d>>2]|0;h=f[c>>2]|0;if((g|0)==(h|0)){if((f[d+4>>2]|0)>=(f[c+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=c;h=f[g>>2]|0;g=f[g+4>>2]|0;k=d;l=f[k+4>>2]|0;e=c;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=d;f[e>>2]=h;f[e+4>>2]=g;e=i+2|0;g=f[c>>2]|0;h=f[b>>2]|0;if((g|0)==(h|0)){if((f[c+4>>2]|0)>=(f[b+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}g=b;h=f[g>>2]|0;g=f[g+4>>2]|0;k=c;l=f[k+4>>2]|0;e=b;f[e>>2]=f[k>>2];f[e+4>>2]=l;e=c;f[e>>2]=h;f[e+4>>2]=g;e=i+3|0;g=f[b>>2]|0;h=f[a>>2]|0;if((g|0)==(h|0)){if((f[b+4>>2]|0)>=(f[a+4>>2]|0)){l=e;return l|0}}else if((g|0)>=(h|0)){l=e;return l|0}k=a;j=f[k>>2]|0;k=f[k+4>>2]|0;d=b;c=f[d+4>>2]|0;l=a;f[l>>2]=f[d>>2];f[l+4>>2]=c;l=b;f[l>>2]=j;f[l+4>>2]=k;l=i+4|0;return l|0}function x7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0;switch(b-a>>3|0){case 2:{c=b+-8|0;d=f[c>>2]|0;e=f[a>>2]|0;if((d|0)==(e|0)){if((f[b+-4>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((d|0)>=(e|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=c;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=c;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}case 3:{h=a+8|0;g=b+-8|0;e=f[h>>2]|0;c=f[a>>2]|0;if((e|0)==(c|0))d=(f[a+12>>2]|0)<(f[a+4>>2]|0);else d=(e|0)<(c|0);c=f[g>>2]|0;if((c|0)==(e|0))c=(f[b+-4>>2]|0)<(f[a+12>>2]|0);else c=(c|0)<(e|0);if(!d){if(!c){b=1;return b|0}d=h;b=f[d>>2]|0;d=f[d+4>>2]|0;k=g;l=f[k+4>>2]|0;c=h;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=g;f[c>>2]=b;f[c+4>>2]=d;c=f[h>>2]|0;d=f[a>>2]|0;if((c|0)==(d|0)){if((f[a+12>>2]|0)>=(f[a+4>>2]|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=a;k=f[l>>2]|0;l=f[l+4>>2]|0;i=h;j=f[i+4>>2]|0;b=a;f[b>>2]=f[i>>2];f[b+4>>2]=j;b=h;f[b>>2]=k;f[b+4>>2]=l;b=1;return b|0}e=a;d=f[e>>2]|0;e=f[e+4>>2]|0;if(c){k=g;l=f[k+4>>2]|0;b=a;f[b>>2]=f[k>>2];f[b+4>>2]=l;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}k=h;l=f[k+4>>2]|0;c=a;f[c>>2]=f[k>>2];f[c+4>>2]=l;c=h;f[c>>2]=d;f[c+4>>2]=e;c=f[g>>2]|0;if((c|0)==(d|0)){if((f[b+-4>>2]|0)>=(e|0)){b=1;return b|0}}else if((c|0)>=(d|0)){b=1;return b|0}l=g;a=f[l+4>>2]|0;b=h;f[b>>2]=f[l>>2];f[b+4>>2]=a;b=g;f[b>>2]=d;f[b+4>>2]=e;b=1;return b|0}case 4:{v7a(a,a+8|0,a+16|0,b+-8|0)|0;b=1;return b|0}case 5:{w7a(a,a+8|0,a+16|0,a+24|0,b+-8|0)|0;b=1;return b|0}case 1:case 0:{b=1;return b|0}default:{d=a+16|0;j=a+8|0;c=f[j>>2]|0;i=f[a>>2]|0;if((c|0)==(i|0))e=(f[a+12>>2]|0)<(f[a+4>>2]|0);else e=(c|0)<(i|0);g=f[d>>2]|0;if((g|0)==(c|0))h=(f[a+20>>2]|0)<(f[a+12>>2]|0);else h=(g|0)<(c|0);do if(e){e=a;c=f[e>>2]|0;e=f[e+4>>2]|0;if(h){j=d;k=f[j+4>>2]|0;g=a;f[g>>2]=f[j>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c;break}h=j;i=f[h+4>>2]|0;k=a;f[k>>2]=f[h>>2];f[k+4>>2]=i;k=j;f[k>>2]=c;f[k+4>>2]=e;if((g|0)==(c|0)){if((f[a+20>>2]|0)>=(e|0))break}else if((g|0)>=(c|0))break;i=d;k=f[i+4>>2]|0;g=j;f[g>>2]=f[i>>2];f[g+4>>2]=k;g=d;f[g>>2]=c;f[g+4>>2]=e;g=c}else if(h){h=j;g=f[h>>2]|0;h=f[h+4>>2]|0;e=d;c=f[e>>2]|0;e=f[e+4>>2]|0;k=j;f[k>>2]=c;f[k+4>>2]=e;k=d;f[k>>2]=g;f[k+4>>2]=h;if((i|0)==(c|0)){if((f[a+4>>2]|0)<=(e|0))break}else if((i|0)<=(c|0))break;i=a;h=f[i>>2]|0;i=f[i+4>>2]|0;k=a;f[k>>2]=c;f[k+4>>2]=e;k=j;f[k>>2]=h;f[k+4>>2]=i}while(0);c=a+24|0;a:do if((c|0)==(b|0)){d=1;c=0}else{k=c;c=0;while(1){e=f[k>>2]|0;if((e|0)==(g|0)){if((f[k+4>>2]|0)<(f[d+4>>2]|0))l=48}else if((e|0)<(g|0))l=48;if((l|0)==48){l=0;j=k;i=f[j>>2]|0;j=f[j+4>>2]|0;e=d;g=f[e+4>>2]|0;h=k;f[h>>2]=f[e>>2];f[h+4>>2]=g;b:do if((d|0)!=(a|0)){h=d;while(1){g=d;d=h+-8|0;e=f[d>>2]|0;if((e|0)==(i|0)){if((f[h+-4>>2]|0)<=(j|0)){d=g;break b}}else if((e|0)<=(i|0)){d=g;break b}m=d;e=f[m+4>>2]|0;h=g;f[h>>2]=f[m>>2];f[h+4>>2]=e;if((d|0)==(a|0))break;else h=d}}while(0);m=d;f[m>>2]=i;f[m+4>>2]=j;c=c+1|0;if((c|0)==8){d=0;c=(k+8|0)==(b|0);break a}}d=k+8|0;if((d|0)==(b|0)){d=1;c=0;break a}g=f[k>>2]|0;m=k;k=d;d=m}}while(0);m=c|d;return m|0}}return 0}function y7a(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0.0,j=0.0,k=0.0,l=0,m=0.0,n=0,o=0.0,q=0.0,r=0.0,s=0.0,t=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0,F=0,G=0,H=0,I=0.0,J=0.0;H=u;u=u+512|0;F=H+464|0;G=H;l=pOb(48)|0;f[l>>2]=f[c>>2];f[l+4>>2]=f[c+4>>2];f[l+8>>2]=f[c+8>>2];f[l+12>>2]=f[c+12>>2];h=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[h+12>>2]=0;b[h+16>>0]=0;h=f[64687]|0;f[64687]=h+1;f[l+44>>2]=h;f[a>>2]=l;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;f[l+24>>2]=h;h=pOb(12)|0;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;l=l+28|0;n=f[l>>2]|0;f[l>>2]=h;if(n|0){d=f[n>>2]|0;if(d|0){l=n+4|0;e=f[l>>2]|0;if((e|0)!=(d|0)){do{g=e+-12|0;f[l>>2]=g;h=f[g>>2]|0;if(!h)e=g;else{e=e+-8|0;g=f[e>>2]|0;if((g|0)!=(h|0))f[e>>2]=g+(~(((g+-24-h|0)>>>0)/24|0)*24|0);sOb(h);e=f[l>>2]|0}}while((e|0)!=(d|0));d=f[n>>2]|0}sOb(d)}sOb(n)}l=f[a>>2]|0;n=pOb(12)|0;rqb(n,c);c=l+20|0;d=f[c>>2]|0;f[c>>2]=n;if(d|0){e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-8-e|0)>>>3)<<3);sOb(e)}sOb(d)}B=+(f[l>>2]|0);C=+(f[l+4>>2]|0);D=+(f[l+8>>2]|0);E=+(f[l+12>>2]|0);i=B-B;j=C-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));z=i*i;A=j*j;if(!(q<=+L(+(z+(A+1.0)))*+L(+(z+(A+0.0)))*2.220446049250313e-16)){A=k/q;z=m/q;y=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;A=+p[G+80>>3];z=+p[G+88>>3];y=+p[G+96>>3]}i=D-D;j=E-C;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));w=i*i;x=j*j;if(!(q<=+L(+(w+(x+1.0)))*+L(+(w+(x+0.0)))*2.220446049250313e-16)){x=k/q;w=m/q;v=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;x=+p[G+80>>3];w=+p[G+88>>3];v=+p[G+96>>3]}i=D-B;j=C-C;k=j+j*0.0;m=-i-i*0.0;o=j*i;o=o-o;q=+L(+(k*k+(o*o+m*m)));s=i*i;t=j*j;if(!(q<=+L(+(s+(t+1.0)))*+L(+(s+(t+0.0)))*2.220446049250313e-16)){t=k/q;s=m/q;r=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;t=+p[G+80>>3];s=+p[G+88>>3];r=+p[G+96>>3]}i=B-D;j=E-E;k=j+j*0.0;m=-i-i*0.0;o=i*j;o=o-o;q=+L(+(k*k+(m*m+o*o)));J=i*i;I=j*j;if(!(q<=+L(+(J+(I+1.0)))*+L(+(J+(I+0.0)))*2.220446049250313e-16)){k=k/q;j=m/q;i=o/q}else{p[F>>3]=i;p[F+16>>3]=j;p[F+32>>3]=-1.0;p[F+8>>3]=i;p[F+24>>3]=j;p[F+40>>3]=0.0;b[G+152>>0]=0;b[G+153>>0]=0;b[G+154>>0]=0;f[G+160>>2]=0;f[G+168>>2]=-1;f[G+172>>2]=-1;b[G+304>>0]=0;b[G+305>>0]=0;g7a(G,F,16)|0;k=+p[G+80>>3];j=+p[G+88>>3];i=+p[G+96>>3]}F=pOb(12)|0;d=pOb(128)|0;f[F>>2]=d;G=d+128|0;f[F+8>>2]=G;p[d>>3]=A;p[d+8>>3]=z;p[d+16>>3]=y;p[d+24>>3]=-(A*B+(y*0.0+z*E));p[d+32>>3]=x;p[d+40>>3]=w;p[d+48>>3]=v;p[d+56>>3]=-(x*D+(v*0.0+w*C));p[d+64>>3]=t;p[d+72>>3]=s;p[d+80>>3]=r;p[d+88>>3]=-(t*B+(r*0.0+s*C));p[d+96>>3]=k;p[d+104>>3]=j;p[d+112>>3]=i;p[d+120>>3]=-(k*D+(i*0.0+j*E));f[F+4>>2]=G;G=l+16|0;d=f[G>>2]|0;f[G>>2]=F;if(!d){u=H;return}e=f[d>>2]|0;if(e|0){g=d+4|0;h=f[g>>2]|0;if((h|0)!=(e|0))f[g>>2]=h+(~((h+-32-e|0)>>>5)<<5);sOb(e)}sOb(d);u=H;return}function z7a(a,c){a=a|0;c=c|0;var d=0,e=0;d=pOb(48)|0;f[d>>2]=f[a+4>>2];f[d+4>>2]=f[a+8>>2];f[d+8>>2]=f[a+12>>2];f[d+12>>2]=f[a+16>>2];e=d+16|0;f[d+36>>2]=0;f[d+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;e=f[64687]|0;f[64687]=e+1;f[d+44>>2]=e;e=f[a>>2]|0;f[a>>2]=d;if(e){l4a(e);sOb(e);d=f[a>>2]|0}f[a+20>>2]=c;c=a+24|0;f[c>>2]=(f[c>>2]|0)+1;A7a(a,d,0);return}function A7a(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;r=u;u=u+48|0;i=r+24|0;k=r+8|0;l=r;j=f[c>>2]|0;e=f[c+4>>2]|0;f[i>>2]=j;f[i+4>>2]=e;m=f[c+8>>2]|0;n=f[c+12>>2]|0;f[k+8>>2]=m;f[k+12>>2]=n;if(!(d&1)){o=((m-j|0)/2|0)+j|0;g=o;h=n;p=e}else{p=((n-e|0)/2|0)+e|0;g=m;h=p;o=j}f[i+8>>2]=g;f[i+12>>2]=h;f[k>>2]=o;f[k+4>>2]=p;q=d+1|0;if((q|0)==(f[a+20>>2]|0)){y7a(l,i);q=c+36|0;p=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=p;if(d|0){l4a(d);sOb(d)}y7a(l,k);q=c+40|0;c=f[l>>2]|0;f[l>>2]=0;d=f[q>>2]|0;f[q>>2]=c;if(d|0){l4a(d);sOb(d)}a=a+24|0;f[a>>2]=(f[a>>2]|0)+2;u=r;return}else{l=pOb(48)|0;f[l>>2]=j;f[l+4>>2]=e;f[l+8>>2]=g;f[l+12>>2]=h;g=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[g>>2]=0;f[g+4>>2]=0;f[g+8>>2]=0;f[g+12>>2]=0;b[g+16>>0]=0;g=f[64687]|0;d=g+1|0;f[64687]=d;f[l+44>>2]=g;g=c+36|0;e=f[g>>2]|0;f[g>>2]=l;if(e){l4a(e);sOb(e);d=f[64687]|0}l=pOb(48)|0;f[l>>2]=o;f[l+4>>2]=p;f[l+8>>2]=m;f[l+12>>2]=n;e=l+16|0;f[l+36>>2]=0;f[l+40>>2]=0;f[e>>2]=0;f[e+4>>2]=0;f[e+8>>2]=0;f[e+12>>2]=0;b[e+16>>0]=0;f[64687]=d+1;f[l+44>>2]=d;d=c+40|0;e=f[d>>2]|0;f[d>>2]=l;if(e|0){l4a(e);sOb(e)}c=a+24|0;f[c>>2]=(f[c>>2]|0)+2;A7a(a,f[g>>2]|0,q);A7a(a,f[d>>2]|0,q);u=r;return}}function B7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0;e=u;u=u+176|0;d=e+16|0;g=e;Xmb(d,0);pqb(g,b);a=C7a(a,f[a>>2]|0,b,g,d)|0;if(a){q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}Ymb(d,1,c,1,1)|0;gnb(c,1);q4a(d,40996);g=d+76|0;Tlb(g);u=e;return a|0}function C7a(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0.0,x=0.0,y=0.0,z=0.0,A=0.0,B=0.0,C=0.0,D=0.0,E=0.0;v=u;u=u+192|0;q=v+36|0;t=v+24|0;s=v+12|0;n=v;l=f[c+36>>2]|0;if(l|0){if(!(b[l+32>>0]|0))if((f[e+8>>2]|0)<(f[l>>2]|0))k=0;else if((f[e>>2]|0)>(f[l+8>>2]|0))k=0;else if((f[e+12>>2]|0)<(f[l+4>>2]|0))k=0;else k=(f[e+4>>2]|0)<=(f[l+12>>2]|0);else if(!(b[(f[c+40>>2]|0)+32>>0]|0))k=0;else{h=c+32|0;if(b[h>>0]|0){t=1;u=v;return t|0}b[h>>0]=1;t=1;u=v;return t|0}j=c+40|0;h=f[j>>2]|0;if(!(b[h+32>>0]|0))if((f[e+8>>2]|0)<(f[h>>2]|0))i=0;else if((f[e>>2]|0)>(f[h+8>>2]|0))i=0;else if((f[e+12>>2]|0)<(f[h+4>>2]|0))i=0;else i=(f[e+4>>2]|0)<=(f[h+12>>2]|0);else i=0;if(k)h=C7a(a,l,d,e,g)|0;else h=1;if(!i){t=h;u=v;return t|0}t=h&(C7a(a,f[j>>2]|0,d,e,g)|0);u=v;return t|0}zqb(t,d);f[s>>2]=0;r=s+4|0;f[r>>2]=0;f[s+8>>2]=0;o=c+20|0;l=f[o>>2]|0;Xmb(q,0);h=q+76|0;Vlb(h,l,1,1)|0;Vlb(h,t,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,0,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}f[s>>2]=f[n>>2];f[r>>2]=f[l>>2];f[h>>2]=f[n+8>>2];m=c+24|0;l=f[m>>2]|0;Xmb(q,0);h=q+76|0;Wmb(h,l,1,1)|0;Wmb(h,s,0,1)|0;f[n>>2]=0;l=n+4|0;f[l>>2]=0;f[n+8>>2]=0;Ymb(q,2,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(h);h=f[s>>2]|0;if(!h)h=s+8|0;else{i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h);h=s+8|0;f[h>>2]=0;f[r>>2]=0;f[s>>2]=0}a=f[n>>2]|0;f[s>>2]=a;e=f[l>>2]|0;f[r>>2]=e;f[h>>2]=f[n+8>>2];h=a;if((h|0)==(e|0))l=1;else{a=f[m>>2]|0;Xmb(q,0);e=q+76|0;Wmb(e,a,0,1)|0;Wmb(e,s,0,1)|0;f[n>>2]=0;a=n+4|0;f[a>>2]=0;f[n+8>>2]=0;Ymb(q,1,n,1,1)|0;gnb(n,1);q4a(q,40996);Tlb(e);e=f[m>>2]|0;i=f[e>>2]|0;if(!i){h=e+4|0;i=e+8|0}else{h=e+4|0;j=f[h>>2]|0;if((j|0)!=(i|0)){do{k=j+-12|0;f[h>>2]=k;l=f[k>>2]|0;if(!l)j=k;else{j=j+-8|0;k=f[j>>2]|0;if((k|0)!=(l|0))f[j>>2]=k+(~((k+-8-l|0)>>>3)<<3);sOb(l);j=f[h>>2]|0}}while((j|0)!=(i|0));i=f[e>>2]|0}sOb(i);i=e+8|0;f[i>>2]=0;f[h>>2]=0;f[e>>2]=0}f[e>>2]=f[n>>2];f[h>>2]=f[a>>2];f[i>>2]=f[n+8>>2];Wmb(g+76|0,s,0,1)|0;e=f[d>>2]|0;E=+(f[e>>2]|0);D=+(f[e+4>>2]|0);C=+(f[e+8>>2]|0);B=+(f[e+12>>2]|0);A=+(f[e+16>>2]|0);z=+(f[e+20>>2]|0);y=+(f[e+24>>2]|0);x=+(f[e+28>>2]|0);w=+(f[e+32>>2]|0);e=q+4|0;a=pOb(72)|0;f[q>>2]=a;h=a+72|0;f[q+8>>2]=h;p[a>>3]=E;p[a+8>>3]=D;p[a+16>>3]=C;p[a+24>>3]=B;p[a+32>>3]=A;p[a+40>>3]=z;p[a+48>>3]=y;p[a+56>>3]=x;p[a+64>>3]=w;f[e>>2]=h;h=f[c+28>>2]|0;a=h+4|0;k=f[a>>2]|0;if((k|0)==(f[h+8>>2]|0))D7a(h,q);else{f[k>>2]=0;l=k+4|0;f[l>>2]=0;f[k+8>>2]=0;h=(f[e>>2]|0)-(f[q>>2]|0)|0;j=(h|0)/24|0;if(h|0){if(j>>>0>178956970)AMb(k);i=pOb(h)|0;f[l>>2]=i;f[k>>2]=i;f[k+8>>2]=i+(j*24|0);h=f[q>>2]|0;j=f[e>>2]|0;if((h|0)!=(j|0)){do{p[i>>3]=+p[h>>3];p[i+8>>3]=+p[h+8>>3];p[i+16>>3]=+p[h+16>>3];h=h+24|0;i=i+24|0}while((h|0)!=(j|0));f[l>>2]=i}}f[a>>2]=(f[a>>2]|0)+12}if(t7a(f[o>>2]|0,f[m>>2]|0)|0)b[c+32>>0]=1;h=f[q>>2]|0;if(h|0){i=f[e>>2]|0;if((i|0)!=(h|0))f[e>>2]=i+(~(((i+-24-h|0)>>>0)/24|0)*24|0);sOb(h)}l=0;h=f[s>>2]|0}if(h|0){i=f[r>>2]|0;if((i|0)!=(h|0)){do{j=i+-12|0;f[r>>2]=j;k=f[j>>2]|0;if(!k)i=j;else{i=i+-8|0;j=f[i>>2]|0;if((j|0)!=(k|0))f[i>>2]=j+(~((j+-8-k|0)>>>3)<<3);sOb(k);i=f[r>>2]|0}}while((i|0)!=(h|0));h=f[s>>2]|0}sOb(h)}j=f[t>>2]|0;if(j|0){h=t+4|0;i=f[h>>2]|0;if((i|0)!=(j|0))f[h>>2]=i+(~((i+-8-j|0)>>>3)<<3);sOb(j)}t=l;u=v;return t|0}function D7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0;r=a+4|0;e=f[r>>2]|0;h=f[a>>2]|0;m=(e-h|0)/12|0;c=m+1|0;n=h;if(c>>>0>357913941)AMb(a);q=a+8|0;o=((f[q>>2]|0)-h|0)/12|0;g=o<<1;g=o>>>0<178956970?(g>>>0<c>>>0?c:g):357913941;do if(!g)k=0;else if(g>>>0>357913941)vd();else{k=pOb(g*12|0)|0;break}while(0);d=k+(m*12|0)|0;c=d;o=k+(g*12|0)|0;f[d>>2]=0;l=k+(m*12|0)+4|0;f[l>>2]=0;f[k+(m*12|0)+8>>2]=0;j=f[b+4>>2]|0;b=f[b>>2]|0;g=j-b|0;i=(g|0)/24|0;if(g|0){if(i>>>0>178956970)AMb(d);g=pOb(g)|0;f[l>>2]=g;f[d>>2]=g;f[k+(m*12|0)+8>>2]=g+(i*24|0);if((b|0)!=(j|0)){do{p[g>>3]=+p[b>>3];p[g+8>>3]=+p[b+8>>3];p[g+16>>3]=+p[b+16>>3];b=b+24|0;g=g+24|0}while((b|0)!=(j|0));f[l>>2]=g}}g=d+12|0;if((e|0)!=(n|0)){do{m=d+-12|0;l=e;e=e+-12|0;f[m>>2]=0;k=d+-8|0;f[k>>2]=0;f[d+-4>>2]=0;f[m>>2]=f[e>>2];m=l+-8|0;f[k>>2]=f[m>>2];l=l+-4|0;f[d+-4>>2]=f[l>>2];f[l>>2]=0;f[m>>2]=0;f[e>>2]=0;d=c+-12|0;c=d}while((e|0)!=(n|0));h=f[a>>2]|0}f[a>>2]=c;c=f[r>>2]|0;f[r>>2]=g;f[q>>2]=o;b=h;if((c|0)!=(b|0)){e=c;do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~(((d+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((e|0)!=(b|0))}if(!h)return;sOb(h);return}function E7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0;d=u;u=u+16|0;e=d;pqb(e,b);c=F7a(a,f[a>>2]|0,b,e,c)|0;u=d;return c|0}function F7a(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0,C=0,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0.0,N=0.0,O=0.0,P=0.0,Q=0.0,R=0.0;L=u;u=u+320|0;C=L+208|0;s=L+312|0;r=L+300|0;g=L+288|0;h=L+176|0;K=L+276|0;H=L+264|0;E=L+252|0;t=L+32|0;v=L;w=L+248|0;x=L+244|0;y=L+240|0;k=f[a+84>>2]|0;z=+p[k+48>>3];A=+p[k+56>>3];k=f[b+36>>2]|0;if(k|0){h=f[d+8>>2]|0;if((h|0)<(f[k>>2]|0))j=0;else if((f[d>>2]|0)>(f[k+8>>2]|0))j=0;else if((f[d+12>>2]|0)<(f[k+4>>2]|0))j=0;else j=(f[d+4>>2]|0)<=(f[k+12>>2]|0);i=b+40|0;g=f[i>>2]|0;if((h|0)<(f[g>>2]|0))h=0;else if((f[d>>2]|0)>(f[g+8>>2]|0))h=0;else if((f[d+12>>2]|0)<(f[g+4>>2]|0))h=0;else h=(f[d+4>>2]|0)<=(f[g+12>>2]|0);if(j)g=F7a(a,k,c,d,e)|0;else g=1;if(!h){K=g;u=L;return K|0}K=g&(F7a(a,f[i>>2]|0,c,d,e)|0);u=L;return K|0}I=f[c>>2]|0;R=+(f[I>>2]|0);Q=+(f[I+4>>2]|0);P=+(f[I+8>>2]|0);M=+(f[I+12>>2]|0);N=+(f[I+16>>2]|0);O=+(f[I+20>>2]|0);I=g+4|0;J=pOb(48)|0;f[g>>2]=J;G=J+48|0;f[g+8>>2]=G;p[J>>3]=R;p[J+8>>3]=Q;p[J+16>>3]=P;p[J+24>>3]=M;p[J+32>>3]=N;p[J+40>>3]=O;f[I>>2]=G;O=+(f[b+4>>2]|0);N=+(f[b+8>>2]|0);M=+(f[b+12>>2]|0);p[h>>3]=+(f[b>>2]|0);p[h+8>>3]=O;p[h+16>>3]=N;p[h+24>>3]=M;f[K>>2]=0;G=K+4|0;f[G>>2]=0;f[K+8>>2]=0;if(vqb(J,f[b+16>>2]|0,h,K)|0)i=1;else{f[H>>2]=0;F=H+4|0;f[F>>2]=0;f[H+8>>2]=0;D7a(H,K);f[E>>2]=0;D=E+4|0;f[D>>2]=0;f[E+8>>2]=0;m=f[b+28>>2]|0;g=f[m>>2]|0;m=f[m+4>>2]|0;a:do if((g|0)==(m|0)){g=f[H>>2]|0;n=f[F>>2]|0;B=42}else{n=r+4|0;o=r+8|0;q=E+8|0;l=g;b:while(1){qqb(v,f[l>>2]|0,3);g=f[F>>2]|0;h=f[H>>2]|0;if((g|0)!=(h|0)){j=0;do{b=h+(j*12|0)|0;qqb(C,f[b>>2]|0,2);if(Bqb(f[l>>2]|0,v,f[b>>2]|0,C,t,s,A,z)|0){if(f[s>>2]&2147483647|0){b=0;do{M=+p[t+(b*24|0)>>3];N=+p[t+(b*24|0)+8>>3];O=+p[t+(b*24|0)+16>>3];d=b|1;P=+p[t+(d*24|0)>>3];Q=+p[t+(d*24|0)+8>>3];R=+p[t+(d*24|0)+16>>3];d=pOb(48)|0;f[r>>2]=d;h=d+48|0;f[o>>2]=h;p[d>>3]=M;p[d+8>>3]=N;p[d+16>>3]=O;p[d+24>>3]=P;p[d+32>>3]=Q;p[d+40>>3]=R;f[n>>2]=h;h=f[D>>2]|0;if((h|0)==(f[q>>2]|0)){D7a(E,r);g=f[r>>2]|0}else{f[h>>2]=0;d=h+4|0;f[d>>2]=0;f[h+8>>2]=0;g=f[r>>2]|0;k=(f[n>>2]|0)-g|0;a=(k|0)/24|0;if(k){if(a>>>0>178956970)break b;c=pOb(k)|0;f[d>>2]=c;f[h>>2]=c;f[h+8>>2]=c+(a*24|0);g=f[r>>2]|0;a=f[n>>2]|0;if((g|0)!=(a|0)){k=g;h=c;do{p[h>>3]=+p[k>>3];p[h+8>>3]=+p[k+8>>3];p[h+16>>3]=+p[k+16>>3];k=k+24|0;h=h+24|0}while((k|0)!=(a|0));f[d>>2]=h;h=f[D>>2]|0}}f[D>>2]=h+12}if(g|0){h=f[n>>2]|0;if((h|0)!=(g|0))f[n>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}b=b+2|0}while(b>>>0<f[s>>2]<<1>>>0)}b=f[H>>2]|0;d=b+(j*12|0)|0;h=f[F>>2]|0;c=h+-12|0;a=f[d>>2]|0;f[d>>2]=f[c>>2];f[c>>2]=a;c=b+(j*12|0)+4|0;a=h+-8|0;d=f[c>>2]|0;f[c>>2]=f[a>>2];f[a>>2]=d;b=b+(j*12|0)+8|0;h=h+-4|0;a=f[b>>2]|0;f[b>>2]=f[h>>2];f[h>>2]=a;h=f[F>>2]|0;a=h+-12|0;while(1){g=h+-12|0;f[F>>2]=g;k=f[g>>2]|0;if(k){g=h+-8|0;h=f[g>>2]|0;if((h|0)!=(k|0))f[g>>2]=h+(~(((h+-24-k|0)>>>0)/24|0)*24|0);sOb(k);g=f[F>>2]|0}if((g|0)==(a|0))break;else h=g}}else{j=j+1|0;g=f[F>>2]|0}h=f[H>>2]|0}while(j>>>0<((g-h|0)/12|0)>>>0)}h=f[E>>2]|0;j=f[D>>2]|0;if((h|0)!=(j|0)){f[w>>2]=g;f[x>>2]=h;f[y>>2]=j;f[r>>2]=f[w>>2];f[s>>2]=f[x>>2];f[C>>2]=f[y>>2];G7a(H,r,s,C)|0;k=f[E>>2]|0;g=f[D>>2]|0;if((g|0)!=(k|0))do{h=g+-12|0;f[D>>2]=h;j=f[h>>2]|0;if(!j)g=h;else{g=g+-8|0;h=f[g>>2]|0;if((h|0)!=(j|0))f[g>>2]=h+(~(((h+-24-j|0)>>>0)/24|0)*24|0);sOb(j);g=f[D>>2]|0}}while((g|0)!=(k|0))}g=f[H>>2]|0;h=f[F>>2]|0;l=l+12|0;if((g|0)==(h|0)){i=1;break a}if((l|0)==(m|0)){n=h;B=42;break a}}AMb(h)}while(0);c:do if((B|0)==42)if((g|0)==(n|0))i=0;else{b=e+4|0;l=e+8|0;m=C+4|0;d=g;while(1){U6a(C,d);j=f[b>>2]|0;if((j|0)==(f[l>>2]|0)){H7a(e,C);g=f[C>>2]|0}else{f[j>>2]=0;c=j+4|0;f[c>>2]=0;f[j+8>>2]=0;g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;k=h>>3;if(k){if(k>>>0>536870911)break;a=pOb(h)|0;f[c>>2]=a;f[j>>2]=a;f[j+8>>2]=a+(k<<3);g=f[C>>2]|0;h=(f[m>>2]|0)-g|0;if((h|0)>0){bQb(a|0,g|0,h|0)|0;f[c>>2]=a+(h>>>3<<3)}}f[b>>2]=(f[b>>2]|0)+12}if(g|0){h=f[m>>2]|0;if((h|0)!=(g|0))f[m>>2]=h+(~((h+-8-g|0)>>>3)<<3);sOb(g)}d=d+12|0;if((d|0)==(n|0)){i=0;break c}}AMb(j)}while(0);g=f[E>>2]|0;if(g|0){h=f[D>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[D>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[D>>2]|0}}while((h|0)!=(g|0));g=f[E>>2]|0}sOb(g)}g=f[H>>2]|0;if(g|0){h=f[F>>2]|0;if((h|0)!=(g|0)){do{j=h+-12|0;f[F>>2]=j;k=f[j>>2]|0;if(!k)h=j;else{h=h+-8|0;j=f[h>>2]|0;if((j|0)!=(k|0))f[h>>2]=j+(~(((j+-24-k|0)>>>0)/24|0)*24|0);sOb(k);h=f[F>>2]|0}}while((h|0)!=(g|0));g=f[H>>2]|0}sOb(g)}}g=f[K>>2]|0;if(g|0){h=f[G>>2]|0;if((h|0)!=(g|0))f[G>>2]=h+(~(((h+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}g=f[I>>2]|0;if((g|0)!=(J|0))f[I>>2]=g+(~(((g+-24-J|0)>>>0)/24|0)*24|0);sOb(J);K=i;u=L;return K|0}function G7a(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0;l=f[a>>2]|0;h=l;i=(f[b>>2]|0)-h|0;b=l+(((i|0)/12|0)*12|0)|0;m=f[c>>2]|0;g=f[d>>2]|0;v=g-m|0;o=(v|0)/12|0;t=g;if((v|0)<=0){v=b;return v|0}u=a+8|0;e=f[u>>2]|0;v=a+4|0;q=f[v>>2]|0;d=q;if((o|0)<=((e-d|0)/12|0|0)){n=d-b|0;d=(n|0)/12|0;if((o|0)>(d|0)){d=m+(d*12|0)|0;g=d;a:do if((d|0)==(t|0))k=q;else{e=q;while(1){f[e>>2]=0;m=e+4|0;f[m>>2]=0;f[e+8>>2]=0;j=d+4|0;h=(f[j>>2]|0)-(f[d>>2]|0)|0;i=(h|0)/24|0;if(h|0){if(i>>>0>178956970)break;l=pOb(h)|0;f[m>>2]=l;f[e>>2]=l;f[e+8>>2]=l+(i*24|0);h=f[d>>2]|0;i=f[j>>2]|0;if((h|0)!=(i|0)){e=l;do{p[e>>3]=+p[h>>3];p[e+8>>3]=+p[h+8>>3];p[e+16>>3]=+p[h+16>>3];h=h+24|0;e=e+24|0}while((h|0)!=(i|0));f[m>>2]=e}}d=d+12|0;e=(f[v>>2]|0)+12|0;f[v>>2]=e;if((d|0)==(t|0)){k=e;break a}}AMb(e)}while(0);if((n|0)<=0){v=b;return v|0}}else k=q;e=k-(b+(o*12|0))|0;h=b+(((e|0)/12|0)*12|0)|0;if(h>>>0<q>>>0){d=h;i=k;do{f[i>>2]=0;u=i+4|0;f[u>>2]=0;f[i+8>>2]=0;f[i>>2]=f[d>>2];a=d+4|0;f[u>>2]=f[a>>2];u=d+8|0;f[i+8>>2]=f[u>>2];f[u>>2]=0;f[a>>2]=0;f[d>>2]=0;d=d+12|0;i=(f[v>>2]|0)+12|0;f[v>>2]=i}while(d>>>0<q>>>0)}if(e|0)do{j=h;h=h+-12|0;d=k;k=k+-12|0;e=f[k>>2]|0;l=d+-8|0;if(!e)d=d+-4|0;else{i=f[l>>2]|0;if((i|0)!=(e|0))f[l>>2]=i+(~(((i+-24-e|0)>>>0)/24|0)*24|0);sOb(e);d=d+-4|0;f[d>>2]=0;f[l>>2]=0;f[k>>2]=0}f[k>>2]=f[h>>2];v=j+-8|0;f[l>>2]=f[v>>2];a=j+-4|0;f[d>>2]=f[a>>2];f[a>>2]=0;f[v>>2]=0;f[h>>2]=0}while((h|0)!=(b|0));d=f[c>>2]|0;if((d|0)==(g|0)){v=b;return v|0}else e=b;while(1){if((e|0)!=(d|0))I7a(e,f[d>>2]|0,f[d+4>>2]|0);d=d+12|0;if((d|0)==(g|0))break;else e=e+12|0}return b|0}d=((d-h|0)/12|0)+o|0;if(d>>>0>357913941)AMb(a);c=(e-h|0)/12|0;g=c<<1;g=c>>>0<178956970?(g>>>0<d>>>0?d:g):357913941;d=(i|0)/12|0;do if(!g)j=0;else if(g>>>0>357913941)vd();else{j=pOb(g*12|0)|0;break}while(0);o=j+(d*12|0)|0;e=o;n=j+(g*12|0)|0;do if((m|0)==(t|0)){s=e;r=l}else{l=e;i=o;k=m;while(1){f[i>>2]=0;j=i+4|0;f[j>>2]=0;f[i+8>>2]=0;h=k+4|0;d=(f[h>>2]|0)-(f[k>>2]|0)|0;g=(d|0)/24|0;if(d|0){if(g>>>0>178956970){d=35;break}d=pOb(d)|0;f[j>>2]=d;f[i>>2]=d;f[i+8>>2]=d+(g*24|0);g=f[k>>2]|0;h=f[h>>2]|0;if((g|0)!=(h|0)){do{p[d>>3]=+p[g>>3];p[d+8>>3]=+p[g+8>>3];p[d+16>>3]=+p[g+16>>3];g=g+24|0;d=d+24|0}while((g|0)!=(h|0));f[j>>2]=d}}d=l+12|0;l=d;k=k+12|0;if((k|0)==(t|0)){d=40;break}else i=d}if((d|0)==35)AMb(i);else if((d|0)==40){s=l;r=f[a>>2]|0;break}}while(0);if((r|0)==(b|0)){d=o;h=e}else{g=b;d=o;do{t=d+-12|0;c=g;g=g+-12|0;f[t>>2]=0;q=d+-8|0;f[q>>2]=0;f[d+-4>>2]=0;f[t>>2]=f[g>>2];t=c+-8|0;f[q>>2]=f[t>>2];c=c+-4|0;f[d+-4>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[g>>2]=0;d=e+-12|0;e=d}while((g|0)!=(r|0));h=e}g=f[v>>2]|0;if((g|0)==(b|0))e=s;else{e=s;d=s;do{f[d>>2]=0;c=d+4|0;f[c>>2]=0;f[d+8>>2]=0;f[d>>2]=f[b>>2];t=b+4|0;f[c>>2]=f[t>>2];c=b+8|0;f[d+8>>2]=f[c>>2];f[c>>2]=0;f[t>>2]=0;f[b>>2]=0;b=b+12|0;d=e+12|0;e=d}while((b|0)!=(g|0));d=h;b=f[v>>2]|0}h=f[a>>2]|0;f[a>>2]=d;f[v>>2]=e;f[u>>2]=n;if((b|0)!=(h|0))do{d=b;b=b+-12|0;g=f[b>>2]|0;if(g|0){d=d+-8|0;e=f[d>>2]|0;if((e|0)!=(g|0))f[d>>2]=e+(~(((e+-24-g|0)>>>0)/24|0)*24|0);sOb(g)}}while((b|0)!=(h|0));if(!h){v=o;return v|0}sOb(h);v=o;return v|0}function H7a(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=a+4|0;g=f[q>>2]|0;i=f[a>>2]|0;n=(g-i|0)/12|0;c=n+1|0;e=i;if(c>>>0>357913941)AMb(a);p=a+8|0;o=((f[p>>2]|0)-i|0)/12|0;h=o<<1;h=o>>>0<178956970?(h>>>0<c>>>0?c:h):357913941;do if(!h)m=0;else if(h>>>0>357913941)vd();else{m=pOb(h*12|0)|0;break}while(0);c=m+(n*12|0)|0;d=c;o=m+(h*12|0)|0;f[c>>2]=0;k=m+(n*12|0)+4|0;f[k>>2]=0;f[m+(n*12|0)+8>>2]=0;l=f[b>>2]|0;h=(f[b+4>>2]|0)-l|0;b=h>>3;if(b|0){if(b>>>0>536870911)AMb(c);j=pOb(h)|0;f[k>>2]=j;f[c>>2]=j;f[m+(n*12|0)+8>>2]=j+(b<<3);if((h|0)>0){bQb(j|0,l|0,h|0)|0;f[k>>2]=j+(h>>>3<<3)}}h=c+12|0;if((g|0)!=(e|0)){do{n=c+-12|0;m=g;g=g+-12|0;f[n>>2]=0;l=c+-8|0;f[l>>2]=0;f[c+-4>>2]=0;f[n>>2]=f[g>>2];n=m+-8|0;f[l>>2]=f[n>>2];m=m+-4|0;f[c+-4>>2]=f[m>>2];f[m>>2]=0;f[n>>2]=0;f[g>>2]=0;c=d+-12|0;d=c}while((g|0)!=(e|0));i=f[a>>2]|0;e=f[q>>2]|0}f[a>>2]=d;f[q>>2]=h;f[p>>2]=o;h=i;if((e|0)!=(h|0))do{c=e;e=e+-12|0;g=f[e>>2]|0;if(g|0){c=c+-8|0;d=f[c>>2]|0;if((d|0)!=(g|0))f[c>>2]=d+(~((d+-8-g|0)>>>3)<<3);sOb(g)}}while((e|0)!=(h|0));if(!i)return;sOb(i);return}function I7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;j=(c-b|0)/24|0;k=a+8|0;d=f[k>>2]|0;i=f[a>>2]|0;e=i;if(j>>>0>((d-i|0)/24|0)>>>0){h=i;if(i){d=a+4|0;g=f[d>>2]|0;if((g|0)!=(e|0))f[d>>2]=g+(~(((g+-24-i|0)>>>0)/24|0)*24|0);sOb(h);f[k>>2]=0;f[d>>2]=0;f[a>>2]=0;d=0}if(j>>>0>178956970)AMb(a);i=(d|0)/24|0;e=i<<1;e=i>>>0<89478485?(e>>>0<j>>>0?j:e):178956970;if(e>>>0>178956970)AMb(a);d=pOb(e*24|0)|0;g=a+4|0;f[g>>2]=d;f[a>>2]=d;f[k>>2]=d+(e*24|0);if((b|0)==(c|0))return;do{p[d>>3]=+p[b>>3];p[d+8>>3]=+p[b+8>>3];p[d+16>>3]=+p[b+16>>3];b=b+24|0;d=d+24|0}while((b|0)!=(c|0));f[g>>2]=d;return}else{a=a+4|0;k=f[a>>2]|0;d=(k-i|0)/24|0;h=j>>>0>d>>>0;d=b+(d*24|0)|0;g=h?d:c;i=k;if((g|0)==(b|0))b=e;else{do{p[e>>3]=+p[b>>3];p[e+8>>3]=+p[b+8>>3];p[e+16>>3]=+p[b+16>>3];b=b+24|0;e=e+24|0}while((b|0)!=(g|0));b=e}if(!h){if((b|0)==(i|0))return;f[a>>2]=i+(~(((i+-24-b|0)>>>0)/24|0)*24|0);return}if((g|0)==(c|0))return;b=f[a>>2]|0;do{p[b>>3]=+p[d>>3];p[b+8>>3]=+p[d+8>>3];p[b+16>>3]=+p[d+16>>3];d=d+24|0;b=b+24|0}while((d|0)!=(c|0));f[a>>2]=b;return}}function J7a(a,b,c,d,e,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0;i=f[d>>2]|0;if((i|0)<3){h=0;return h|0}if((d+(i<<2)+4|0)==(e|0)){if((i|0)==3){k=f[d+4>>2]|0;l=f[d+8>>2]|0;d=f[d+12>>2]|0;$h[g&3](h,0,b+(k*12|0)|0,b+(l*12|0)|0,b+(d*12|0)|0,k,l,d,0,0,0);h=1;return h|0}if(!((K7a(b,d,e)|0)&1)){a=f[d>>2]|0;j=d+8|0;i=f[d+4>>2]|0;c=f[j>>2]|0;e=a+-2|0;if((a|0)>3){k=a+-4|0;l=k>>>1;a=j;while(1){j=i;i=f[a+(e<<2)>>2]|0;n=b+(c*12|0)|0;m=b+(i*12|0)|0;$h[g&3](h,1,b+(j*12|0)|0,n,m,j,c,i,0,0,0);a=a+4|0;j=c;c=f[a>>2]|0;$h[g&3](h,1,n,b+(c*12|0)|0,m,j,c,i,0,0,0);if((e|0)<=3)break;else e=e+-2|0}e=k&1;a=l+3|0}else a=2;if(!e){n=1;return n|0}n=f[d+(a<<2)+4>>2]|0;$h[g&3](h,1,b+(i*12|0)|0,b+(c*12|0)|0,b+(n*12|0)|0,i,c,n,0,0,0);n=1;return n|0}}n=O7a(a,b,c,d,e,g,h)|0;return n|0}function K7a(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0.0,g=0.0,h=0,i=0,j=0,k=0.0,l=0,m=0.0,o=0,p=0,q=0,r=0,s=0,t=0,v=0,w=0,x=0,y=0,z=0.0,A=0.0,B=0.0;y=u;u=u+80|0;p=y+36|0;q=p;i=y;d=f[b>>2]|0;if((d|0)!=((c-b>>2)+-1|0)){x=1;u=y;return x|0}if((d|0)==3){x=0;u=y;return x|0}d=b+4|0;l=f[c+-8>>2]|0;o=f[c+-4>>2]|0;b=a+(o*12|0)|0;m=+n[b>>2];k=m-+n[a+(l*12|0)>>2];g=+n[a+(o*12|0)+4>>2]-+n[a+(l*12|0)+4>>2];e=+n[a+(o*12|0)+8>>2]-+n[a+(l*12|0)+8>>2];n[p>>2]=k;l=p+4|0;n[l>>2]=g;o=p+8|0;n[o>>2]=e;a:do if(k==0.0){while(1){if(!(e==0.0&g==0.0))break a;h=f[d>>2]|0;j=a+(h*12|0)|0;d=d+4|0;if((d|0)==(c|0)){b=0;break}k=m;m=+n[j>>2];k=m-k;g=+n[a+(h*12|0)+4>>2]-+n[b+4>>2];e=+n[a+(h*12|0)+8>>2]-+n[b+8>>2];n[p>>2]=k;n[l>>2]=g;n[o>>2]=e;if(!(k==0.0)){b=j;break a}else b=j}u=y;return b|0}while(0);f[p+12>>2]=k==0.0?0:k<0.0?-1:1;f[p+16>>2]=g==0.0?0:g<0.0?-1:1;f[p+20>>2]=e==0.0?0:e<0.0?-1:1;n[p+24>>2]=0.0;n[p+28>>2]=0.0;n[p+32>>2]=0.0;w=b;v=d;h=0;t=q;r=0;q=0;while(1){b=f[v>>2]|0;s=w;w=a+(b*12|0)|0;k=+n[a+(b*12|0)+4>>2]-+n[s+4>>2];m=+n[a+(b*12|0)+8>>2]-+n[s+8>>2];b=i;p=i;n[p>>2]=+n[w>>2]-+n[s>>2];n[b+4>>2]=k;n[b+8>>2]=m;m=+n[p>>2];p=m==0.0;b=m<0.0?-1:1;s=i;d=s+12|0;f[d>>2]=p?0:b;if(p){b=f[t+12>>2]|0;f[d>>2]=b}m=+n[s+4>>2];p=m==0.0;d=m<0.0?-1:1;j=s+16|0;f[j>>2]=p?0:d;if(p){d=f[t+16>>2]|0;f[j>>2]=d}g=+n[s+8>>2];o=g==0.0;j=g<0.0?-1:1;l=s+20|0;f[l>>2]=o?0:j;if(o){j=f[t+20>>2]|0;f[l>>2]=j}e=+n[s>>2];if(e!=0.0|p^1|o^1){l=t;h=h+((b|0)!=(f[l+12>>2]|0)&1)|0;b=q+((d|0)!=(f[l+16>>2]|0)&1)|0;d=r+((j|0)!=(f[l+20>>2]|0)&1)|0;z=+n[l+4>>2];B=+n[l+8>>2];k=g*z-m*B;A=+n[l>>2];g=e*B-g*A;e=m*A-e*z;n[s+24>>2]=k;n[s+28>>2]=g;n[s+32>>2]=e;if(e==0.0&(k==0.0&g==0.0))j=t;else if(k*+n[l+24>>2]+g*+n[l+28>>2]+e*+n[l+32>>2]<0.0){b=1;x=19;break}else{j=i;i=t}}else{j=t;d=r;b=q}v=v+4|0;if((v|0)==(c|0))break;else{t=j;r=d;q=b}}if((x|0)==19){u=y;return b|0}x=((d|0)>2|((b|0)>2|(h|0)>2))&1;u=y;return x|0}function L7a(a){a=a|0;var c=0,d=0,e=0,g=0.0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0.0,u=0.0,v=0.0,w=0.0,x=0.0,y=0.0,z=0.0;n=f[a+320>>2]|0;l=f[a+400>>2]|0;m=f[a+408>>2]|0;i=f[a+808>>2]|0;o=f[a+816>>2]|0;j=f[a+824>>2]|0;q=f[a+1392>>2]|0;r=f[a+1400>>2]|0;a:{if(q){q=0;switch(r|0){case 4:case 2:case 0:{c=l+1|0;d=m;break}case 1:{c=f[(n+12|0)>>2]|0;d=f[(c+4|0)>>2]|0;if((d|0)==(f[c+8>>2]|0))u6a(c,j);else{p[d>>3]=+p[j>>3];p[d+8>>3]=+p[i+(l*72|0)+8>>3];p[d+16>>3]=+p[i+(l*72|0)+16>>3];p[d+24>>3]=+p[i+(l*72|0)+24>>3];p[d+32>>3]=+p[i+(l*72|0)+32>>3];p[d+40>>3]=+p[i+(l*72|0)+40>>3];p[d+48>>3]=+p[i+(l*72|0)+48>>3];p[d+56>>3]=+p[i+(l*72|0)+56>>3];p[d+64>>3]=+p[i+(l*72|0)+64>>3];f[(c+4|0)>>2]=d+72}e=f[(n+16|0)>>2]|0;c=(f[e>>2]|0)+(l*72|0)|0;h=f[(e+4|0)>>2]|0;if((c+72|0|0)!=(h|0)){d=c+72|0;do{g=+p[d>>3];p[d>>3]=+p[c>>3];p[c>>3]=g;k=d+8|0;g=+p[k>>3];s=c+8|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+16|0;g=+p[s>>3];k=c+16|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+24|0;g=+p[k>>3];s=c+24|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+32|0;g=+p[s>>3];k=c+32|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+40|0;g=+p[k>>3];s=c+40|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+48|0;g=+p[s>>3];k=c+48|0;p[s>>3]=+p[k>>3];p[k>>3]=g;k=d+56|0;g=+p[k>>3];s=c+56|0;p[k>>3]=+p[s>>3];p[s>>3]=g;s=d+64|0;g=+p[s>>3];k=c+64|0;p[s>>3]=+p[k>>3];p[k>>3]=g;d=d+72|0;c=c+72|0}while((d|0)!=(h|0))}if((h|0)!=(c|0))f[(e+4|0)>>2]=h+(~(((h+-72-c|0)>>>0)/72|0)*72|0);c=l;d=m+-1|0;break}default:q=1}}if(q){q=0;switch(r|0){case 3:{k=l+1|0;z=+p[((a+72|0)+8|0)>>3];y=+p[((a+72|0)+16|0)>>3];x=+p[((a+72|0)+24|0)>>3];w=+p[((a+72|0)+32|0)>>3];v=+p[((a+72|0)+40|0)>>3];u=+p[((a+72|0)+48|0)>>3];t=+p[((a+72|0)+56|0)>>3];g=+p[((a+72|0)+64|0)>>3];p[j>>3]=+p[(a+72|0)>>3];p[i+(l*72|0)+8>>3]=z;p[i+(l*72|0)+16>>3]=y;p[i+(l*72|0)+24>>3]=x;p[i+(l*72|0)+32>>3]=w;p[i+(l*72|0)+40>>3]=v;p[i+(l*72|0)+48>>3]=u;p[i+(l*72|0)+56>>3]=t;p[i+(l*72|0)+64>>3]=g;d=b[((a+288|0)+1|0)>>0]|0;if((d&255)>3){c=3;do{e=f[(n+16|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+1|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0)}else c=3;d=b[((a+288|0)+2|0)>>0]|0;if(c>>>0<(d&255)>>>0){do{e=f[(n+12|0)>>2]|0;g=+p[(a+72|0)+(c*24|0)>>3];p[a>>3]=g;p[(a+8|0)>>3]=+p[(a+72|0)+(c*24|0)+8>>3];p[(a+16|0)>>3]=+p[(a+72|0)+(c*24|0)+16>>3];h=c+1|0;p[(a+24|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+32|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+40|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=c+2|0;p[(a+48|0)>>3]=+p[(a+72|0)+(h*24|0)>>3];p[(a+56|0)>>3]=+p[(a+72|0)+(h*24|0)+8>>3];p[(a+64|0)>>3]=+p[(a+72|0)+(h*24|0)+16>>3];h=f[(e+4|0)>>2]|0;if(h>>>0<(f[e+8>>2]|0)>>>0){f[h>>2]=f[a>>2];f[h+4>>2]=f[a+4>>2];f[h+8>>2]=f[a+8>>2];f[h+12>>2]=f[a+12>>2];f[h+16>>2]=f[a+16>>2];f[h+20>>2]=f[a+20>>2];p[h>>3]=g;p[h+8>>3]=+p[(a+8|0)>>3];p[h+16>>3]=+p[(a+16|0)>>3];f[(h+24|0)>>2]=f[(a+24|0)>>2];f[(h+24|0)+4>>2]=f[(a+24|0)+4>>2];f[(h+24|0)+8>>2]=f[(a+24|0)+8>>2];f[(h+24|0)+12>>2]=f[(a+24|0)+12>>2];f[(h+24|0)+16>>2]=f[(a+24|0)+16>>2];f[(h+24|0)+20>>2]=f[(a+24|0)+20>>2];p[(h+24|0)>>3]=+p[(a+24|0)>>3];p[h+32>>3]=+p[(a+32|0)>>3];p[h+40>>3]=+p[(a+40|0)>>3];f[(h+48|0)>>2]=f[(a+48|0)>>2];f[(h+48|0)+4>>2]=f[(a+48|0)+4>>2];f[(h+48|0)+8>>2]=f[(a+48|0)+8>>2];f[(h+48|0)+12>>2]=f[(a+48|0)+12>>2];f[(h+48|0)+16>>2]=f[(a+48|0)+16>>2];f[(h+48|0)+20>>2]=f[(a+48|0)+20>>2];p[(h+48|0)>>3]=+p[(a+48|0)>>3];p[h+56>>3]=+p[(a+56|0)>>3];p[h+64>>3]=+p[(a+64|0)>>3];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+72}else{t6a(e,a);d=b[((a+288|0)+2|0)>>0]|0}c=c+3|0}while(c>>>0<(d&255)>>>0);c=k;d=m}else{c=k;d=m}break}default:q=1}}if(q){q=0;switch(r|0){default:{c=l;d=m}}}if(c>>>0>=d>>>0){f[a+1408>>2]=2;f[a+1412>>2]=1;break a}l=c;m=d;o=f[(n+16|0)>>2]|0}f[a+400>>2]=l;f[a+408>>2]=m;f[a+816>>2]=o;f[a+1392>>2]=q}function M7a(a){a=a|0;var c=0,d=0,e=0,g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0;o=f[a+80>>2]|0;v=f[a+88>>2]|0;w=f[a+96>>2]|0;q=f[a+144>>2]|0;r=f[a+168>>2]|0;u=f[a+176>>2]|0;s=f[a+200>>2]|0;t=f[a+872>>2]|0;c=f[a+880>>2]|0;n=f[a+888>>2]|0;x=f[a+976>>2]|0;a:{b:do if((c|0)!=(n|0))while(1){P6a(a,f[(v+36|0)>>2]|0,c,o+40|0,+p[(o+32|0)>>3]);c:{d=1;e=b[a>>0]|0;if(d)switch(e|0){case 0:{d=f[u>>2]|0;if((d|0)==(f[((a+28|0)+8|0)>>2]|0)){V4a(a+28|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[u>>2]=d+88;break c}}case 1:{d=f[s>>2]|0;if((d|0)==(f[t>>2]|0)){V4a(a+16|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[s>>2]=d+88;break c}}case 2:{f[(o+16|0)>>2]=(f[(o+16|0)>>2]|0)+1;d=f[r>>2]|0;if((d|0)==(f[q>>2]|0)){V4a(a+40|0,c);break c}else{p[d>>3]=+p[c>>3];p[d+8>>3]=+p[c+8>>3];p[d+16>>3]=+p[c+16>>3];p[d+24>>3]=+p[c+24>>3];p[d+32>>3]=+p[c+32>>3];p[d+40>>3]=+p[c+40>>3];p[d+48>>3]=+p[c+48>>3];p[d+56>>3]=+p[c+56>>3];p[d+64>>3]=+p[c+64>>3];m=c+72|0;f[(d+72|0)>>2]=f[m>>2];f[(d+72|0)+4>>2]=f[m+4>>2];f[(d+72|0)+8>>2]=f[m+8>>2];f[r>>2]=d+88;break c}}default:d=1}if(d)switch(e|0){case 3:{f[(o+12|0)>>2]=(f[(o+12|0)>>2]|0)+1;d=b[(a+2|0)>>0]|0;f[(o+24|0)>>2]=(f[(o+24|0)>>2]|0)+-1+(((d&255)/3|0)&255);if(d<<24>>24){m=c+72|0;l=0;do{e=(l|0)<(h[(a+1|0)>>0]|0)?a+28|0:a+16|0;g=o+40+(l*24|0)|0;i=l+1|0;j=l+2|0;k=f[(e+4|0)>>2]|0;if(k>>>0<(f[e+8>>2]|0)>>>0){p[k>>3]=+p[g>>3];p[k+8>>3]=+p[o+40+(l*24|0)+8>>3];p[k+16>>3]=+p[o+40+(l*24|0)+16>>3];p[k+24>>3]=+p[(o+40+(i*24|0)|0)>>3];p[k+32>>3]=+p[o+40+(i*24|0)+8>>3];p[k+40>>3]=+p[o+40+(i*24|0)+16>>3];p[k+48>>3]=+p[(o+40+(j*24|0)|0)>>3];p[k+56>>3]=+p[o+40+(j*24|0)+8>>3];p[k+64>>3]=+p[o+40+(j*24|0)+16>>3];f[(k+72|0)>>2]=f[m>>2];f[(k+72|0)+4>>2]=f[m+4>>2];f[(k+72|0)+8>>2]=f[m+8>>2];f[(e+4|0)>>2]=(f[(e+4|0)>>2]|0)+88}else{$6a(e,g,o+40+(i*24|0)|0,o+40+(j*24|0)|0,m);d=b[(a+2|0)>>0]|0}l=l+3|0}while((l|0)<(d&255|0))}break}case 4:{f[(o+20|0)>>2]=(f[(o+20|0)>>2]|0)+1;break}default:{}}}c=c+88|0;if((c|0)==(n|0))break b}while(0);c=f[r>>2]|0;g=f[(a+40|0)>>2]|0;f[(o+8|0)>>2]=((c-g|0)/88|0)+(f[(o+8|0)>>2]|0);i=f[(v+36|0)>>2]|0;d=f[(i+32|0)>>2]|0;if(!d){e=i+40|0;d=g}else{c=f[(i+36|0)>>2]|0;if((c|0)!=(d|0))f[(i+36|0)>>2]=c+(~(((c+-88-d|0)>>>0)/88|0)*88|0);sOb(d);f[(i+40|0)>>2]=0;f[(i+36|0)>>2]=0;f[(i+32|0)>>2]=0;e=i+40|0;d=f[(a+40|0)>>2]|0;c=f[r>>2]|0}f[(i+32|0)>>2]=d;f[(i+36|0)>>2]=c;f[e>>2]=f[q>>2];f[q>>2]=0;f[r>>2]=0;f[(a+40|0)>>2]=0;l=f[(a+16|0)>>2]|0;m=f[s>>2]|0;do{k=1;if(k){k=0;if((f[(a+28|0)>>2]|0)==(f[u>>2]|0)){if((l|0)!=(m|0)){Z6a(a,a+8|0,a+16|0);u=(f[(v+36|0)>>2]|0)+48|0;r=f[a>>2]|0;f[a>>2]=0;c=f[u>>2]|0;f[u>>2]=r;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+48>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+16|0)>>2];f[(v+28|0)>>2]=f[s>>2];f[(v+32|0)>>2]=f[t>>2];f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;break}c=f[(v+20|0)>>2]|0;if(!c){x=69;f[a+1008>>2]=2;f[a+1012>>2]=3;break a}g=c+-1+(f[(v+16|0)>>2]|0)|0;i=f[(f[(v+4|0)>>2]|0)+(g>>>8<<2)>>2]|0;c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(i+((g&255)<<4)+4|0)>>2];f[(v+28|0)>>2]=f[(i+((g&255)<<4)+8|0)>>2];f[(v+32|0)>>2]=f[(i+((g&255)<<4)+12|0)>>2];f[(i+((g&255)<<4)+12|0)>>2]=0;f[(i+((g&255)<<4)+8|0)>>2]=0;f[(i+((g&255)<<4)+4|0)>>2]=0;Z6a(a,a+8|0,v+24|0);r=(f[(i+((g&255)<<4)|0)>>2]|0)+48|0;q=f[a>>2]|0;f[a>>2]=0;c=f[r>>2]|0;f[r>>2]=q;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(i+((g&255)<<4)|0)>>2]|0)+48>>2];g=f[(v+20|0)>>2]|0;d=f[(v+16|0)>>2]|0;e=f[(v+4|0)>>2]|0;i=f[e+((g+-1+d|0)>>>8<<2)>>2]|0;j=f[i+(((g+-1+d|0)&255)<<4)+4>>2]|0;if(j){c=f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]|0;if((c|0)!=(j|0))f[(i+(((g+-1+d|0)&255)<<4)+8|0)>>2]=c+(~(((c+-88-j|0)>>>0)/88|0)*88|0);sOb(j);g=f[(v+20|0)>>2]|0;e=f[(v+4|0)>>2]|0;d=f[(v+16|0)>>2]|0}f[(v+20|0)>>2]=g+-1;c=f[(v+8|0)>>2]|0;r=c-e|0;if((1-d-g+((r|0)==0?0:(r<<6)+-1|0)|0)>>>0>511){sOb(f[c+-4>>2]|0);f[(v+8|0)>>2]=(f[(v+8|0)>>2]|0)+-4}}else k=1}if(k)if(1){if((l|0)!=(m|0)){i=f[(v+36|0)>>2]|0;j=f[t>>2]|0;f[t>>2]=0;f[s>>2]=0;f[(a+16|0)>>2]=0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0;c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;if((((g-e|0|0)==0?0:((g-e|0)<<6)+-1|0)|0)==(d+c|0)){a7a(v);c=f[(v+16|0)>>2]|0;d=f[(v+20|0)>>2]|0;g=f[(v+8|0)>>2]|0;e=f[(v+4|0)>>2]|0}c=d+c|0;if((g|0)==(e|0))c=0;else c=(f[e+(c>>>8<<2)>>2]|0)+((c&255)<<4)|0;f[c>>2]=i;f[c+4>>2]=l;f[c+8>>2]=m;f[c+12>>2]=j;f[(v+20|0)>>2]=d+1}Z6a(a,a+8|0,a+28|0);t=(f[(v+36|0)>>2]|0)+44|0;s=f[a>>2]|0;f[a>>2]=0;c=f[t>>2]|0;f[t>>2]=s;if(c|0){X6a(c+48|0);X6a(c+44|0);d=f[c+32>>2]|0;if(d|0){e=f[(c+36|0)>>2]|0;if((e|0)!=(d|0))f[(c+36|0)>>2]=e+(~(((e+-88-d|0)>>>0)/88|0)*88|0);sOb(d)}sOb(c)}X6a(a);f[(v+36|0)>>2]=f[(f[(v+36|0)>>2]|0)+44>>2];c=f[(v+24|0)>>2]|0;if(c|0){d=f[(v+28|0)>>2]|0;if((d|0)!=(c|0))f[(v+28|0)>>2]=d+(~(((d+-88-c|0)>>>0)/88|0)*88|0);sOb(c);f[(v+32|0)>>2]=0;f[(v+28|0)>>2]=0;f[(v+24|0)>>2]=0}f[(v+24|0)>>2]=f[(a+28|0)>>2];f[(v+28|0)>>2]=f[u>>2];f[(v+32|0)>>2]=f[((a+28|0)+8|0)>>2];f[((a+28|0)+8|0)>>2]=0;f[u>>2]=0;f[(a+28|0)>>2]=0}}while(0);v=gDb()|0;t=I;u=f[w+4>>2]|0;if(!((t|0)<(u|0)|((t|0)==(u|0)?v>>>0<(f[w>>2]|0)>>>0:0))){x=90;f[a+1008>>2]=1;break a}}f[a+976>>2]=x}function N7a(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0;v=f[a+32>>2]|0;w=f[a+136>>2]|0;u=f[a+168>>2]|0;t=f[a+288>>2]|0;x=f[a+504>>2]|0;o=f[a+704>>2]|0;p=f[a+920>>2]|0;q=f[a+1096>>2]|0;y=f[a+1464>>2]|0;z=f[a+1560>>2]|0;a:{b:while(1){s=u;switch((x-s|0)>>3|0){case 2:{z=5;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 3:{z=9;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 4:{z=27;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 5:{z=28;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}case 1:case 0:{z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}default:{}}if((x-s|0|0)<248){z=30;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}k=((x-s|0)>>3|0)/2|0;j=u+(k<<3)|0;do if((x-s|0|0)>7992){i=w7a(u,u+((((x-s|0)>>3|0)/4|0)<<3)|0,j,j+((((x-s|0)>>3|0)/4|0)<<3)|0,o)|0;c=j;m=u}else{g=f[j>>2]|0;c=f[u>>2]|0;if((g|0)==(c|0))d=(f[u+(k<<3)+4>>2]|0)<(f[u+4>>2]|0);else d=(g|0)<(c|0);c=f[o>>2]|0;if((c|0)==(g|0))c=(f[q>>2]|0)<(f[u+(k<<3)+4>>2]|0);else c=(c|0)<(g|0);if(!d){if(!c){i=0;c=j;m=u;break}d=f[j>>2]|0;c=f[j+4>>2]|0;m=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=m;f[o>>2]=d;f[o+4>>2]=c;c=f[j>>2]|0;d=f[u>>2]|0;if((c|0)==(d|0)){if((f[u+(k<<3)+4>>2]|0)>=(f[u+4>>2]|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=u;c=f[i>>2]|0;i=f[i+4>>2]|0;l=f[j+4>>2]|0;m=u;f[m>>2]=f[j>>2];f[m+4>>2]=l;f[j>>2]=c;f[j+4>>2]=i;i=2;c=j;m=u;break}g=u;d=f[g>>2]|0;g=f[g+4>>2]|0;if(c){c=f[o+4>>2]|0;i=u;f[i>>2]=f[o>>2];f[i+4>>2]=c;f[o>>2]=d;f[o+4>>2]=g;i=1;c=j;m=u;break}m=f[j+4>>2]|0;c=u;f[c>>2]=f[j>>2];f[c+4>>2]=m;f[j>>2]=d;f[j+4>>2]=g;c=f[o>>2]|0;if((c|0)==(d|0)){if((f[q>>2]|0)>=(g|0)){i=1;c=j;m=u;break}}else if((c|0)>=(d|0)){i=1;c=j;m=u;break}i=f[o+4>>2]|0;f[j>>2]=f[o>>2];f[j+4>>2]=i;f[o>>2]=d;f[o+4>>2]=g;i=2;c=j;m=u}while(0);l=f[m>>2]|0;h=f[c>>2]|0;if((l|0)==(h|0)){if((f[u+4>>2]|0)<(f[u+(k<<3)+4>>2]|0)){e=o;b=i;break}}else if((l|0)<(h|0)){e=o;b=i;break}if((u|0)!=(p|0)){g=u+(k<<3)+4|0;c=o;r=p;while(1){d=f[r>>2]|0;if((d|0)==(h|0)){if((f[c+-4>>2]|0)<(f[g>>2]|0)){z=111;break b}}else if((d|0)<(h|0)){z=111;break b}c=r+-8|0;if((u|0)==(c|0))break;else{k=r;r=c;c=k}}}c=u+8|0;d=f[o>>2]|0;if((l|0)==(d|0))if((f[u+4>>2]|0)<(f[q>>2]|0))n=c;else z=88;else if((l|0)<(d|0))n=c;else z=88;if((z|0)==88){z=0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}g=u+4|0;while(1){d=f[c>>2]|0;if((l|0)==(d|0)){if((f[g>>2]|0)<(f[c+4>>2]|0))break}else if((l|0)<(d|0))break;c=c+8|0;if((c|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}}n=c;s=f[n>>2]|0;n=f[n+4>>2]|0;k=f[o+4>>2]|0;l=c;f[l>>2]=f[o>>2];f[l+4>>2]=k;f[o>>2]=s;f[o+4>>2]=n;n=c+8|0}if((n|0)==(o|0)){z=135;f[a+1576>>2]=2;f[a+1580>>2]=11;break a}i=u+4|0;g=o;c=n;while(1){j=f[m>>2]|0;while(1){d=f[c>>2]|0;if((j|0)==(d|0)){if((f[i>>2]|0)<(f[c+4>>2]|0))break}else if((j|0)<(d|0))break;c=c+8|0}while(1){d=g+-8|0;h=f[d>>2]|0;if((j|0)==(h|0))if((f[i>>2]|0)<(f[g+-4>>2]|0)){g=d;continue}else break;else if((j|0)<(h|0)){g=d;continue}else break}if(c>>>0>=d>>>0){u=c;continue b}g=c;u=f[g>>2]|0;g=f[g+4>>2]|0;l=f[d+4>>2]|0;s=c;f[s>>2]=f[d>>2];f[s+4>>2]=l;f[d>>2]=u;f[d+4>>2]=g;g=d;c=c+8|0}}if((z|0)==111){z=0;b=u;t=f[b>>2]|0;b=f[b+4>>2]|0;p=r;q=f[p+4>>2]|0;e=u;f[e>>2]=f[p>>2];f[e+4>>2]=q;e=r;f[e>>2]=t;f[e+4>>2]=b;e=r;b=i+1|0}c=u+8|0;c:do if(c>>>0<e>>>0)while(1){h=f[j>>2]|0;i=j+4|0;while(1){d=f[c>>2]|0;if((d|0)==(h|0)){if((f[c+4>>2]|0)>=(f[i>>2]|0)){d=e;break}}else if((d|0)>=(h|0)){d=e;break}c=c+8|0}while(1){e=d+-8|0;g=f[e>>2]|0;if((g|0)==(h|0))if((f[d+-4>>2]|0)<(f[i>>2]|0))break;else{d=e;continue}else if((g|0)<(h|0))break;else{d=e;continue}}if(c>>>0>e>>>0){e=j;t=c;break c}t=c;r=f[t>>2]|0;t=f[t+4>>2]|0;p=f[e+4>>2]|0;q=c;f[q>>2]=f[e>>2];f[q+4>>2]=p;f[e>>2]=r;f[e+4>>2]=t;j=(j|0)==(c|0)?e:j;c=c+8|0;b=b+1|0}else{e=j;t=c}while(0);do if((t|0)!=(e|0)){c=f[e>>2]|0;d=f[t>>2]|0;if((c|0)==(d|0)){if((f[e+4>>2]|0)>=(f[t+4>>2]|0))break}else if((c|0)>=(d|0))break;q=t;p=f[q>>2]|0;q=f[q+4>>2]|0;n=e;o=f[n+4>>2]|0;r=t;f[r>>2]=f[n>>2];f[r+4>>2]=o;r=e;f[r>>2]=p;f[r+4>>2]=q;b=b+1|0}while(0);if(!b){y=x7a(u,t)|0;b=t+8|0;if(x7a(b,w)|0){z=134;f[a+1576>>2]=1;break a}if(y){v=b;f[a+1576>>2]=3;break a}}w=t;if((w-s|0)>=(x-w|0)){z=133;f[a+1576>>2]=1;break a}u7a(u,t);v=t+8|0}f[a+32>>2]=v;f[a+168>>2]=u;f[a+288>>2]=t;f[a+1464>>2]=y;f[a+1560>>2]=z}
+function IKb(a,c,d,e,g,h,i,j,k,l){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;var m=0,n=0,o=0;o=u;u=u+16|0;m=o+12|0;n=o;if(a){d=XFb(d,262632)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}else{d=XFb(d,262624)|0;if(c){oh[f[(f[d>>2]|0)+44>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+32>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}else{oh[f[(f[d>>2]|0)+40>>2]&1023](m,d);a=f[m>>2]|0;b[e>>0]=a;b[e+1>>0]=a>>8;b[e+2>>0]=a>>16;b[e+3>>0]=a>>24;oh[f[(f[d>>2]|0)+28>>2]&1023](n,d);a=k+8+3|0;if((b[a>>0]|0)<0){e=f[k>>2]|0;f[m>>2]=0;JFb(e,m);f[k+4>>2]=0}else{f[m>>2]=0;JFb(k,m);b[a>>0]=0}ROb(k,0);f[k>>2]=f[n>>2];f[k+4>>2]=f[n+4>>2];f[k+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n)}a=Pg[f[(f[d>>2]|0)+12>>2]&1023](d)|0;f[g>>2]=a;a=Pg[f[(f[d>>2]|0)+16>>2]&1023](d)|0;f[h>>2]=a;oh[f[(f[d>>2]|0)+20>>2]&1023](n,d);a=i+11|0;if((b[a>>0]|0)<0){a=f[i>>2]|0;b[m>>0]=0;rEb(a,m);f[i+4>>2]=0;a=i}else{b[m>>0]=0;rEb(i,m);b[a>>0]=0;a=i}EOb(i,0);f[a>>2]=f[n>>2];f[a+4>>2]=f[n+4>>2];f[a+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}zOb(n);oh[f[(f[d>>2]|0)+24>>2]&1023](n,d);a=j+8+3|0;if((b[a>>0]|0)<0){i=f[j>>2]|0;f[m>>2]=0;JFb(i,m);f[j+4>>2]=0}else{f[m>>2]=0;JFb(j,m);b[a>>0]=0}ROb(j,0);f[j>>2]=f[n>>2];f[j+4>>2]=f[n+4>>2];f[j+8>>2]=f[n+8>>2];a=0;while(1){if((a|0)==3)break;f[n+(a<<2)>>2]=0;a=a+1|0}NOb(n);a=Pg[f[(f[d>>2]|0)+36>>2]&1023](d)|0}f[l>>2]=a;u=o;return}function JKb(a,c,d,e,g,h,i,j,k,l,m,n,o,p,q){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;var r=0,s=0,t=0,u=0,v=0,w=0,x=0,y=0,z=0,A=0,B=0,C=0,D=0,E=0,F=0,G=0,H=0;f[d>>2]=a;z=p+8+3|0;G=p+4|0;A=o+8+3|0;B=o+4|0;C=(e&512|0)==0;D=(q|0)>0;E=n+11|0;F=n+4|0;y=0;while(1){if((y|0)==4)break;a:do switch(b[k+y>>0]|0){case 0:{f[c>>2]=f[d>>2];break}case 1:{f[c>>2]=f[d>>2];w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,32)|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w;break}case 3:{x=b[z>>0]|0;r=x<<24>>24<0;if((r?f[G>>2]|0:x&255)|0){w=f[(r?f[p>>2]|0:p)>>2]|0;x=f[d>>2]|0;f[d>>2]=x+4;f[x>>2]=w}break}case 2:{v=b[A>>0]|0;r=v<<24>>24<0;v=r?f[B>>2]|0:v&255;if(!(C|(v|0)==0)){u=r?f[o>>2]|0:o;s=u+(v<<2)|0;t=f[d>>2]|0;r=t;while(1){if((u|0)==(s|0))break;f[r>>2]=f[u>>2];r=r+4|0;u=u+4|0}f[d>>2]=t+(v<<2)}break}case 4:{s=f[d>>2]|0;g=j?g+4|0:g;r=g;while(1){if(r>>>0>=h>>>0)break;if(!(Sg[f[(f[i>>2]|0)+12>>2]&255](i,2048,f[r>>2]|0)|0))break;r=r+4|0}if(D){u=q;while(1){t=(u|0)>0;if(!(r>>>0>g>>>0&t))break;x=r+-4|0;v=f[x>>2]|0;w=f[d>>2]|0;f[d>>2]=w+4;f[w>>2]=v;u=u+-1|0;r=x}if(t)w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;else w=0;v=f[d>>2]|0;while(1){t=v+4|0;if((u|0)<=0)break;f[v>>2]=w;u=u+-1|0;v=t}f[d>>2]=t;f[v>>2]=l}if((r|0)==(g|0)){w=Rg[f[(f[i>>2]|0)+44>>2]&255](i,48)|0;x=f[d>>2]|0;r=x+4|0;f[d>>2]=r;f[x>>2]=w}else{x=b[E>>0]|0;t=x<<24>>24<0;if(!((t?f[F>>2]|0:x&255)|0)){v=-1;u=0;w=0}else{v=b[(t?f[n>>2]|0:n)>>0]|0;u=0;w=0}while(1){if((r|0)==(g|0))break;t=f[d>>2]|0;if((w|0)==(v|0)){x=t+4|0;f[d>>2]=x;f[t>>2]=m;u=u+1|0;v=b[E>>0]|0;t=v<<24>>24<0;if(u>>>0<(t?f[F>>2]|0:v&255)>>>0){v=b[(t?f[n>>2]|0:n)+u>>0]|0;v=v<<24>>24==127?-1:v<<24>>24;w=0;t=x}else{v=w;w=0;t=x}}x=r+-4|0;H=f[x>>2]|0;f[d>>2]=t+4;f[t>>2]=H;w=w+1|0;r=x}r=f[d>>2]|0}if((s|0)!=(r|0))while(1){r=r+-4|0;if(s>>>0>=r>>>0)break a;H=f[s>>2]|0;f[s>>2]=f[r>>2];f[r>>2]=H;s=s+4|0}break}default:{}}while(0);y=y+1|0}r=b[z>>0]|0;g=r<<24>>24<0;r=g?f[G>>2]|0:r&255;if(r>>>0>1){s=f[p>>2]|0;u=g?s+4|0:G;r=(g?s:p)+(r<<2)|0;s=f[d>>2]|0;t=r-u|0;g=s;while(1){if((u|0)==(r|0))break;f[g>>2]=f[u>>2];g=g+4|0;u=u+4|0}f[d>>2]=s+(t>>>2<<2)}switch((e&176)<<24>>24){case 32:{f[c>>2]=f[d>>2];break}case 16:break;default:f[c>>2]=a}return}function KKb(a){a=a|0;DFb(a);return}function LKb(a){a=a|0;DFb(a);sOb(a);return}function MKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function NKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0;j=u;u=u+16|0;i=j;f[i>>2]=0;f[i+4>>2]=0;f[i+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[i+(c<<2)>>2]=0;c=c+1|0}k=b[h+11>>0]|0;l=k<<24>>24<0;c=l?f[h>>2]|0:h;h=c+(l?f[h+4>>2]|0:k&255)|0;while(1){if(c>>>0>=h>>>0)break;LOb(i,b[c>>0]|0);c=c+1|0}c=(b[i+11>>0]|0)<0?f[i>>2]|0:i;d=WAb((d|0)==-1?-1:d<<1,e,g,c)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=0;while(1){if((h|0)==3)break;f[a+(h<<2)>>2]=0;h=h+1|0}h=c+(pAb(d)|0)|0;while(1){if(c>>>0>=h>>>0)break;LOb(a,b[c>>0]|0);c=c+1|0}zOb(i);u=j;return}function OKb(a,b){a=a|0;b=b|0;return}function PKb(a){a=a|0;DFb(a);return}function QKb(a){a=a|0;DFb(a);sOb(a);return}function RKb(a,c,d){a=a|0;c=c|0;d=d|0;d=PAb((b[c+11>>0]|0)<0?f[c>>2]|0:c,1)|0;return d>>>((d|0)!=(-1|0)&1)|0}function SKb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0,s=0,t=0;t=u;u=u+176|0;p=t+168|0;q=t+40|0;r=t+36|0;s=t+32|0;n=t;l=t+24|0;o=t+16|0;f[n>>2]=0;f[n+4>>2]=0;f[n+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[n+(c<<2)>>2]=0;c=c+1|0}f[l+4>>2]=0;f[l>>2]=50332;j=b[h+8+3>>0]|0;k=j<<24>>24<0;c=k?f[h>>2]|0:h;j=c+((k?f[h+4>>2]|0:j&255)<<2)|0;k=q+32|0;h=c;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0))break;f[s>>2]=h;i=_g[f[(f[l>>2]|0)+12>>2]&15](l,p,h,j,s,q,k,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=7;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;LOb(n,b[c>>0]|0);c=c+1|0}h=f[s>>2]|0;c=i}if((m|0)==7)kJb(0);DFb(l);i=(b[n+11>>0]|0)<0?f[n>>2]|0:n;h=WAb((d|0)==-1?-1:d<<1,e,g,i)|0;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;c=0;while(1){if((c|0)==3)break;f[a+(c<<2)>>2]=0;c=c+1|0}f[o+4>>2]=0;f[o>>2]=50380;j=i+(pAb(h)|0)|0;k=j;l=q+128|0;h=i;c=0;while(1){if(!((c|0)!=2&h>>>0<j>>>0)){m=21;break}f[s>>2]=h;i=_g[f[(f[o>>2]|0)+16>>2]&15](o,p,h,(k-h|0)>32?h+32|0:j,s,q,l,r)|0;if((i|0)==2?1:(f[s>>2]|0)==(h|0)){m=17;break}else c=q;while(1){if(c>>>0>=(f[r>>2]|0)>>>0)break;VOb(a,f[c>>2]|0);c=c+4|0}h=f[s>>2]|0;c=i}if((m|0)==17)kJb(0);else if((m|0)==21){DFb(o);zOb(n);u=t;return}}function TKb(a,b){a=a|0;b=b|0;return}function UKb(a){a=a|0;DFb(a);sOb(a);return}function VKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=cLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function WKb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0;b=u;u=u+16|0;j=b+4|0;a=b;f[j>>2]=c;f[a>>2]=g;h=bLb(c,d,j,g,h,a,1114111,0)|0;f[e>>2]=f[j>>2];f[i>>2]=f[a>>2];u=b;return h|0}function XKb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function YKb(a){a=a|0;return 0}function ZKb(a){a=a|0;return 0}function _Kb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;return aLb(c,d,e,1114111,0)|0}function $Kb(a){a=a|0;return 4}function aLb(a,c,d,e,f){a=a|0;c=c|0;d=d|0;e=e|0;f=f|0;var g=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;o=c;if(!(f&4)){n=0;f=a}else if((o-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69){n=0;f=(b[a+2>>0]|0)==-65?a+3|0:a}else{n=0;f=a}else{n=0;f=a}else{n=0;f=a}a:while(1){if(!(n>>>0<d>>>0&f>>>0<c>>>0)){p=34;break}l=b[f>>0]|0;m=l&255;do if(l<<24>>24>-1){if(m>>>0>e>>>0){p=34;break a}f=f+1|0}else{if((l&255)<194){p=34;break a}if((l&255)<224){if((o-f|0)<2){p=34;break a}g=h[f+1>>0]|0;if((g&192|0)!=128){p=34;break a}if((g&63|m<<6&1984)>>>0>e>>>0){p=34;break a}f=f+2|0;break}if((l&255)<240){g=f;if((o-g|0)<3){p=34;break a}j=b[f+1>>0]|0;i=b[f+2>>0]|0;switch(l<<24>>24){case -32:{if((j&-32)<<24>>24!=-96){f=g;break a}break}case -19:{if((j&-32)<<24>>24!=-128){f=g;break a}break}default:if((j&-64)<<24>>24!=-128){f=g;break a}}g=i&255;if((g&192|0)!=128){p=34;break a}if(((j&63)<<6|m<<12&61440|g&63)>>>0>e>>>0){p=34;break a}else{f=f+3|0;break}}if((l&255)>=245){p=34;break a}g=f;if((o-g|0)<4){p=34;break a}k=b[f+1>>0]|0;i=b[f+2>>0]|0;j=b[f+3>>0]|0;switch(l<<24>>24){case -16:{if((k+112&255)>=48){f=g;break a}break}case -12:{if((k&-16)<<24>>24!=-128){f=g;break a}break}default:if((k&-64)<<24>>24!=-128){f=g;break a}}i=i&255;if((i&192|0)!=128){p=34;break a}g=j&255;if((g&192|0)!=128){p=34;break a}if(((k&63)<<12|m<<18&1835008|i<<6&4032|g&63)>>>0>e>>>0){p=34;break a}else f=f+4|0}while(0);n=n+1|0}return f-a|0}function bLb(a,c,d,e,g,i,j,k){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;i=i|0;j=j|0;k=k|0;var l=0,m=0,n=0,o=0,p=0,q=0,r=0;f[d>>2]=a;f[i>>2]=e;if(!(k&4))e=c;else{a=f[d>>2]|0;e=c;if((e-a|0)>2)if((b[a>>0]|0)==-17)if((b[a+1>>0]|0)==-69)if((b[a+2>>0]|0)==-65)f[d>>2]=a+3}a:while(1){p=f[d>>2]|0;a=p>>>0<c>>>0;if(!a){r=36;break}q=f[i>>2]|0;if(q>>>0>=g>>>0){r=36;break}n=b[p>>0]|0;a=n&255;do if(n<<24>>24>-1)if(a>>>0>j>>>0){a=2;break a}else k=1;else{if((n&255)<194){a=2;break a}if((n&255)<224){if((e-p|0)<2){a=1;break a}k=h[p+1>>0]|0;if((k&192|0)!=128){a=2;break a}a=k&63|a<<6&1984;if(a>>>0>j>>>0){a=2;break a}else{k=2;break}}if((n&255)<240){if((e-p|0)<3){a=1;break a}l=b[p+1>>0]|0;k=b[p+2>>0]|0;switch(n<<24>>24){case -32:{if((l&-32)<<24>>24!=-96){a=2;break a}break}case -19:{if((l&-32)<<24>>24!=-128){a=2;break a}break}default:if((l&-64)<<24>>24!=-128){a=2;break a}}k=k&255;if((k&192|0)!=128){a=2;break a}a=(l&63)<<6|a<<12&61440|k&63;if(a>>>0>j>>>0){a=2;break a}else{k=3;break}}if((n&255)>=245){a=2;break a}if((e-p|0)<4){a=1;break a}o=b[p+1>>0]|0;k=b[p+2>>0]|0;m=b[p+3>>0]|0;switch(n<<24>>24){case -16:{if((o+112&255)>=48){a=2;break a}break}case -12:{if((o&-16)<<24>>24!=-128){a=2;break a}break}default:if((o&-64)<<24>>24!=-128){a=2;break a}}l=k&255;if((l&192|0)!=128){a=2;break a}k=m&255;if((k&192|0)!=128){a=2;break a}a=(o&63)<<12|a<<18&1835008|l<<6&4032|k&63;if(a>>>0>j>>>0){a=2;break a}else k=4}while(0);f[q>>2]=a;f[d>>2]=p+k;f[i>>2]=(f[i>>2]|0)+4}if((r|0)==36)a=a&1;return a|0}function cLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0;f[d>>2]=a;f[h>>2]=e;l=g;if(!(j&2))k=4;else if((l-e|0)<3)a=1;else{f[h>>2]=e+1;b[e>>0]=-17;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-69;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=-65;k=4}a:do if((k|0)==4){a=f[d>>2]|0;while(1){if(a>>>0>=c>>>0){a=0;break a}e=f[a>>2]|0;if(e>>>0>i>>>0|(e&-2048|0)==55296){a=2;break a}do if(e>>>0<128){a=f[h>>2]|0;if((l-a|0)<1){a=1;break a}f[h>>2]=a+1;b[a>>0]=e}else{if(e>>>0<2048){a=f[h>>2]|0;if((l-a|0)<2){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>6|192;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}a=f[h>>2]|0;g=l-a|0;if(e>>>0<65536){if((g|0)<3){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>12|224;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}else{if((g|0)<4){a=1;break a}f[h>>2]=a+1;b[a>>0]=e>>>18|240;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>12&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e>>>6&63|128;k=f[h>>2]|0;f[h>>2]=k+1;b[k>>0]=e&63|128;break}}while(0);a=(f[d>>2]|0)+4|0;f[d>>2]=a}}while(0);return a|0}function dLb(a){a=a|0;DFb(a);sOb(a);return}function eLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function fLb(a,b,c,d,e,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;f[e>>2]=c;f[i>>2]=g;return 3}function gLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f[e>>2]=c;return 3}function hLb(a){a=a|0;return 1}function iLb(a){a=a|0;return 1}function jLb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;d=d-c|0;return (d>>>0<e>>>0?d:e)|0}function kLb(a){a=a|0;return 1}function lLb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0,q=0,r=0;q=u;u=u+16|0;p=q;n=q+8|0;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(f[k>>2]|0))break;k=k+4|0}f[j>>2]=h;f[g>>2]=d;m=i;o=a+8|0;a:while(1){if((h|0)==(i|0)|(d|0)==(e|0)){k=35;break}r=c;l=f[r+4>>2]|0;a=p;f[a>>2]=f[r>>2];f[a+4>>2]=l;a=UAb(f[o>>2]|0)|0;l=YCb(h,g,k-d>>2,m-h|0,c)|0;if(a|0)UAb(a)|0;switch(l|0){case -1:{k=10;break a}case 0:{d=1;k=32;break 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k=0,l=0,m=0,n=0,o=0,p=0,q=0;q=u;u=u+16|0;p=q;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}f[j>>2]=h;f[g>>2]=d;n=i;o=a+8|0;a=h;while(1){if((a|0)==(i|0)|(d|0)==(e|0)){a=32;break}l=c;h=f[l+4>>2]|0;m=p;f[m>>2]=f[l>>2];f[m+4>>2]=h;m=k;h=UAb(f[o>>2]|0)|0;l=GBb(a,g,m-d|0,n-a>>2,c)|0;if(h|0)UAb(h)|0;if((l|0)==-1){k=a;a=10;break}a=(f[j>>2]|0)+(l<<2)|0;f[j>>2]=a;if((a|0)==(i|0)){a=29;break}d=f[g>>2]|0;if((k|0)==(e|0))k=e;else{k=UAb(f[o>>2]|0)|0;d=xBb(a,d,1,c)|0;if(k|0)UAb(k)|0;if(d|0){d=2;a=28;break}f[j>>2]=(f[j>>2]|0)+4;d=(f[g>>2]|0)+1|0;f[g>>2]=d;k=d;while(1){if((k|0)==(e|0)){k=e;break}if(!(b[k>>0]|0))break;k=k+1|0}a=f[j>>2]|0}}do if((a|0)==10){a:while(1){f[j>>2]=k;if((d|0)==(f[g>>2]|0)){a=18;break}a=UAb(f[o>>2]|0)|0;k=xBb(k,d,m-d|0,p)|0;if(a|0)UAb(a)|0;switch(k|0){case -1:{a=15;break a}case -2:{a=16;break a}case 0:{k=1;break}default:{}}d=d+k|0;k=(f[j>>2]|0)+4|0;a=10}if((a|0)==15){f[g>>2]=d;d=2;a=28;break}else if((a|0)==16){f[g>>2]=d;d=1;a=28;break}else 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yOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;h=b[c+11>>0]|0;g=h<<24>>24<0;h=g?f[c+4>>2]|0:h&255;if(h>>>0<d>>>0)wOb(a);c=(g?f[c>>2]|0:c)+d|0;g=h-d|0;g=g>>>0<e>>>0?g:e;if(g>>>0>4294967279)vOb(a);if(g>>>0<11)b[a+11>>0]=g;else{d=g+16&-16;e=pOb(d)|0;f[a>>2]=e;f[a+8>>2]=d|-2147483648;f[a+4>>2]=g;a=e}EDb(a,c,g)|0;b[i>>0]=0;rEb(a+g|0,i);u=j;return}function zOb(a){a=a|0;if((b[a+11>>0]|0)<0)sOb(f[a>>2]|0);return}function AOb(a,c){a=a|0;c=c|0;var d=0,e=0;if((a|0)!=(c|0)){d=b[c+11>>0]|0;e=d<<24>>24<0;BOb(a,e?f[c>>2]|0:c,e?f[c+4>>2]|0:d&255)|0}return a|0}function BOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g)h=(f[a+8>>2]&2147483647)+-1|0;else h=10;do if(h>>>0<d>>>0){if(g)e=f[a+4>>2]|0;else e=e&255;DOb(a,h,d-h|0,e,0,e,d,c)}else{if(g)e=f[a>>2]|0;else e=a;COb(e,c,d)|0;b[i>>0]=0;rEb(e+d|0,i);if((b[j>>0]|0)<0){f[a+4>>2]=d;break}else{b[j>>0]=d;break}}while(0);u=k;return 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if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=13}else{EDb(a,c,(g&255)+1|0)|0;sOb(c);h=16}}else{d=i+1|0;e=pOb(d)|0;if(h){g=1;d=f[a>>2]|0;h=13;break}else{EDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=15;break}}while(0);if((h|0)==13){c=a+4|0;EDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=15}else h=16}if((h|0)==15){f[a+8>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==16){b[j>>0]=k;break}}while(0);return}function FOb(a,b){a=a|0;b=b|0;return BOb(a,b,qEb(b)|0)|0}function GOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;g=j;h=a+11|0;e=b[h>>0]|0;i=e<<24>>24<0;if(i)e=f[a+4>>2]|0;else e=e&255;do if(e>>>0<c>>>0)HOb(a,c-e|0,d)|0;else if(i){i=(f[a>>2]|0)+c|0;b[g>>0]=0;rEb(i,g);f[a+4>>2]=c;break}else{b[g>>0]=0;rEb(a+c|0,g);b[h>>0]=c;break}while(0);u=j;return}function HOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;if(c|0){j=a+11|0;e=b[j>>0]|0;if(e<<24>>24<0){h=f[a+4>>2]|0;g=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;g=10}if((g-h|0)>>>0<c>>>0){IOb(a,g,c-g+h|0,h,h,0,0);e=b[j>>0]|0}if(e<<24>>24<0)g=f[a>>2]|0;else g=a;wJb(g+h|0,c,d)|0;e=h+c|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function IOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0;if((-17-c|0)>>>0<d>>>0)vOb(a);if((b[a+11>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<2147483623){j=d+c|0;k=c<<1;j=j>>>0<k>>>0?k:j;j=j>>>0<11?11:j+16&-16}else j=-17;k=pOb(j)|0;if(g|0)EDb(k,l,g)|0;d=e-h-g|0;if(d|0)EDb(k+g+i|0,l+g+h|0,d)|0;if((c|0)!=10)sOb(l);f[a>>2]=k;f[a+8>>2]=j|-2147483648;return}function JOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=a+11|0;e=b[j>>0]|0;g=e<<24>>24<0;if(g){h=f[a+4>>2]|0;e=(f[a+8>>2]&2147483647)+-1|0}else{h=e&255;e=10}if((e-h|0)>>>0<d>>>0)DOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(g)g=f[a>>2]|0;else g=a;EDb(g+h|0,c,d)|0;e=h+d|0;if((b[j>>0]|0)<0)f[a+4>>2]=e;else b[j>>0]=e;b[i>>0]=0;rEb(g+e|0,i)}u=k;return a|0}function KOb(a,b){a=a|0;b=b|0;return JOb(a,b,qEb(b)|0)|0}function LOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0;j=u;u=u+16|0;h=j;i=j+1|0;b[h>>0]=c;g=a+11|0;c=b[g>>0]|0;d=c<<24>>24<0;if(d){e=f[a+4>>2]|0;c=(f[a+8>>2]&2147483647)+-1|0}else{e=c&255;c=10}if((e|0)==(c|0)){IOb(a,c,1,c,c,0,0);if((b[g>>0]|0)<0)d=8;else d=7}else if(d)d=8;else d=7;if((d|0)==7){b[g>>0]=e+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=e+1}a=c+e|0;rEb(a,h);b[i>>0]=0;rEb(a+1|0,i);u=j;return}function MOb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;h=b[a+11>>0]|0;i=h<<24>>24<0;if(i)h=f[a+4>>2]|0;else h=h&255;if((g|0)==-1|h>>>0<c>>>0)wOb(a);h=h-c|0;d=h>>>0<d>>>0?h:d;if(i)a=f[a>>2]|0;h=d>>>0>g>>>0;a=$Nb(a+c|0,e,h?g:d)|0;if(!a)return (d>>>0<g>>>0?-1:h&1)|0;else return a|0;return 0}function NOb(a){a=a|0;if((b[a+8+3>>0]|0)<0)sOb(f[a>>2]|0);return}function OOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;e=a+8|0;k=e+3|0;h=b[k>>0]|0;i=h<<24>>24<0;if(i)g=(f[e>>2]&2147483647)+-1|0;else g=1;do if(g>>>0<d>>>0){if(i)e=f[a+4>>2]|0;else e=h&255;QOb(a,g,d-g|0,e,0,e,d,c)}else{if(i)e=f[a>>2]|0;else e=a;POb(e,c,d)|0;f[j>>2]=0;JFb(e+(d<<2)|0,j);if((b[k>>0]|0)<0){f[a+4>>2]=d;break}else{b[k>>0]=d;break}}while(0);u=l;return a|0}function POb(a,b,c){a=a|0;b=b|0;c=c|0;if(c)HCb(a,b,c)|0;return a|0}function QOb(a,c,d,e,g,h,i,j){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;j=j|0;var k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+16|0;o=p;if((1073741806-c|0)>>>0<d>>>0)vOb(a);l=a+8|0;if((b[l+3>>0]|0)<0)n=f[a>>2]|0;else n=a;if(c>>>0<536870887){d=d+c|0;k=c<<1;d=d>>>0<k>>>0?k:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else m=d}else m=1073741807;k=pOb(m<<2)|0;if(g|0)WDb(k,n,g)|0;if(i|0)WDb(k+(g<<2)|0,j,i)|0;d=e-h|0;e=d-g|0;if(e|0)WDb(k+(g<<2)+(i<<2)|0,n+(g<<2)+(h<<2)|0,e)|0;if((c|0)!=1)sOb(n);f[a>>2]=k;f[l>>2]=m|-2147483648;i=d+i|0;f[a+4>>2]=i;f[o>>2]=0;JFb(k+(i<<2)|0,o);u=p;return}function ROb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0,l=0;if(c>>>0>1073741807)vOb(a);l=a+8|0;j=l+3|0;g=b[j>>0]|0;h=g<<24>>24<0;if(h){k=f[a+4>>2]|0;d=(f[l>>2]&2147483647)+-1|0}else{k=g&255;d=1}i=k>>>0>c>>>0?k:c;c=i>>>0<2;i=c?1:(i+4&-4)+-1|0;do if((i|0)!=(d|0)){do if(c){c=f[a>>2]|0;if(h){g=0;d=c;e=a;h=15}else{WDb(a,c,(g&255)+1|0)|0;sOb(c);h=18}}else{d=i+1|0;if(d>>>0>1073741823)vd();e=pOb(d<<2)|0;if(h){g=1;d=f[a>>2]|0;h=15;break}else{WDb(e,a,(g&255)+1|0)|0;c=a+4|0;h=17;break}}while(0);if((h|0)==15){c=a+4|0;WDb(e,d,(f[c>>2]|0)+1|0)|0;sOb(d);if(g){d=i+1|0;h=17}else h=18}if((h|0)==17){f[l>>2]=d|-2147483648;f[c>>2]=k;f[a>>2]=e;break}else if((h|0)==18){b[j>>0]=k;break}}while(0);return}function SOb(a,b){a=a|0;b=b|0;return OOb(a,b,GIb(b)|0)|0}function TOb(a,c,d,e,g,h,i){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;i=i|0;var j=0,k=0,l=0,m=0;if((1073741807-c|0)>>>0<d>>>0)vOb(a);m=a+8|0;if((b[m+3>>0]|0)<0)l=f[a>>2]|0;else l=a;if(c>>>0<536870887){d=d+c|0;j=c<<1;d=d>>>0<j>>>0?j:d;d=d>>>0<2?2:d+4&-4;if(d>>>0>1073741823)vd();else k=d}else k=1073741807;j=pOb(k<<2)|0;if(g|0)WDb(j,l,g)|0;d=e-h-g|0;if(d|0)WDb(j+(g<<2)+(i<<2)|0,l+(g<<2)+(h<<2)|0,d)|0;if((c|0)!=1)sOb(l);f[a>>2]=j;f[m>>2]=k|-2147483648;return}function UOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0,l=0;l=u;u=u+16|0;j=l;g=a+8|0;k=g+3|0;e=b[k>>0]|0;i=e<<24>>24<0;if(i){h=f[a+4>>2]|0;e=(f[g>>2]&2147483647)+-1|0}else{h=e&255;e=1}if((e-h|0)>>>0<d>>>0)QOb(a,e,d-e+h|0,h,h,0,d,c);else if(d|0){if(i)g=f[a>>2]|0;else g=a;WDb(g+(h<<2)|0,c,d)|0;e=h+d|0;if((b[k>>0]|0)<0)f[a+4>>2]=e;else b[k>>0]=e;f[j>>2]=0;JFb(g+(e<<2)|0,j)}u=l;return a|0}function VOb(a,c){a=a|0;c=c|0;var d=0,e=0,g=0,h=0,i=0,j=0,k=0;k=u;u=u+16|0;i=k;j=k+4|0;f[i>>2]=c;d=a+8|0;h=d+3|0;c=b[h>>0]|0;e=c<<24>>24<0;if(e){g=f[a+4>>2]|0;c=(f[d>>2]&2147483647)+-1|0}else{g=c&255;c=1}if((g|0)==(c|0)){TOb(a,c,1,c,c,0,0);if((b[h>>0]|0)<0)d=8;else d=7}else if(e)d=8;else d=7;if((d|0)==7){b[h>>0]=g+1;c=a}else if((d|0)==8){c=f[a>>2]|0;f[a+4>>2]=g+1}a=c+(g<<2)|0;JFb(a,i);f[j>>2]=0;JFb(a+4|0,j);u=k;return}function WOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255192);_Ob(b)}function XOb(a){a=a|0;var b=0;b=u;u=u+16|0;YOb(b,a,255172);ZOb(b)}function YOb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;i=j;f[a>>2]=0;f[a+4>>2]=0;f[a+8>>2]=0;e=0;while(1){if((e|0)==3)break;f[a+(e<<2)>>2]=0;e=e+1|0}e=c+11|0;g=b[e>>0]|0;g=g<<24>>24<0?f[c+4>>2]|0:g&255;h=qEb(d)|0;c=(b[e>>0]|0)<0?f[c>>2]|0:c;e=g+h|0;if(e>>>0>4294967279)vOb(a);if(e>>>0<11){b[a+11>>0]=g;e=a}else{k=e+16&-16;e=pOb(k)|0;f[a>>2]=e;f[a+8>>2]=k|-2147483648;f[a+4>>2]=g}EDb(e,c,g)|0;b[i>>0]=0;rEb(e+g|0,i);JOb(a,d,h)|0;u=j;return}function ZOb(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function _Ob(a){a=a|0;var c=0,d=0;c=u;u=u+16|0;d=f[10768]|0;f[c>>2]=(b[a+11>>0]|0)<0?f[a>>2]|0:a;fCb(d,255188,c)|0;vd()}function $Ob(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0,i=0,j=0,k=0;j=u;u=u+16|0;g=j+12|0;h=j;f[h>>2]=0;f[h+4>>2]=0;f[h+8>>2]=0;i=qEb(255207)|0;if(i>>>0>4294967279)vOb(h);if(i>>>0<11){b[h+11>>0]=i;e=h}else{k=i+16&-16;e=pOb(k)|0;f[h>>2]=e;f[h+8>>2]=k|-2147483648;f[h+4>>2]=i}EDb(e,255207,i)|0;b[g>>0]=0;rEb(e+i|0,g);k=aPb(h,a,c,d)|0;zOb(h);u=j;return k|0}function aPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return bPb(a,b,c,d)|0}function bPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0;i=u;u=u+16|0;g=i;f[g>>2]=0;h=(b[c+11>>0]|0)<0?f[c>>2]|0:c;k=hAb()|0;k=f[k>>2]|0;j=hAb()|0;f[j>>2]=0;e=vAb(h,g,e)|0;j=hAb()|0;c=f[j>>2]|0;f[j>>2]=k;if((c|0)==34)WOb(a);c=f[g>>2]|0;if((c|0)==(h|0))XOb(a);if(d|0)f[d>>2]=c-h;u=i;return e|0}function cPb(a,b){a=a|0;b=b|0;vd()}function dPb(a){a=a|0;var b=0,c=0,d=0,e=0,g=0,h=0;d=u;u=u+16|0;c=d;b=a;a=f[b>>2]|0;b=f[b+4>>2]|0;if((b|0)>0|(b|0)==0&a>>>0>0){g=XPb(a|0,b|0,1e9,0)|0;e=b>>>0<499999999|(b|0)==499999999&a>>>0<3294967296;h=WPb(g|0,I|0,-1e9,-1)|0;b=QPb(a|0,b|0,h|0,I|0)|0;f[c>>2]=e?g:2147483647;f[c+4>>2]=e?b:999999999;do{if((zf(c|0,c|0)|0)!=-1)break;h=hAb()|0}while((f[h>>2]|0)==4)}u=d;return}function ePb(a){a=a|0;return}function fPb(a){a=a|0;ePb(a);sOb(a);return}function gPb(a){a=a|0;return}function hPb(a){a=a|0;return}function iPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;if(mPb(a,b,0)|0)b=1;else if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{d=g+4|0;e=d+52|0;do{f[d>>2]=0;d=d+4|0}while((d|0)<(e|0));f[g>>2]=b;f[g+8>>2]=a;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}u=h;return b|0}function jPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);return}function kPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else if(mPb(a,f[c>>2]|0,g)|0){if((f[c+16>>2]|0)!=(d|0)){a=c+20|0;if((f[a>>2]|0)!=(d|0)){f[c+32>>2]=e;f[a>>2]=d;e=c+40|0;f[e>>2]=(f[e>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1;f[c+44>>2]=4;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function lPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);return}function mPb(a,b,c){a=a|0;b=b|0;c=c|0;return (a|0)==(b|0)|0}function nPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0;a=c+16|0;g=f[a>>2]|0;do if(!g){f[a>>2]=d;f[c+24>>2]=e;f[c+36>>2]=1}else{if((g|0)!=(d|0)){e=c+36|0;f[e>>2]=(f[e>>2]|0)+1;f[c+24>>2]=2;b[c+54>>0]=1;break}a=c+24|0;if((f[a>>2]|0)==2)f[a>>2]=e}while(0);return}function oPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if((f[b+4>>2]|0)==(c|0)){a=b+28|0;if((f[a>>2]|0)!=1)f[a>>2]=d}return}function pPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;b[c+53>>0]=1;do if((f[c+4>>2]|0)==(e|0)){b[c+52>>0]=1;a=c+16|0;e=f[a>>2]|0;if(!e){f[a>>2]=d;f[c+24>>2]=g;f[c+36>>2]=1;if(!((g|0)==1?(f[c+48>>2]|0)==1:0))break;b[c+54>>0]=1;break}if((e|0)!=(d|0)){g=c+36|0;f[g>>2]=(f[g>>2]|0)+1;b[c+54>>0]=1;break}e=c+24|0;a=f[e>>2]|0;if((a|0)==2){f[e>>2]=g;a=g}if((a|0)==1?(f[c+48>>2]|0)==1:0)b[c+54>>0]=1}while(0);return}function qPb(a,c,e,g){a=a|0;c=c|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;p=u;u=u+64|0;n=p;m=f[a>>2]|0;o=a+(f[m+-8>>2]|0)|0;m=f[m+-4>>2]|0;f[n>>2]=e;f[n+4>>2]=a;f[n+8>>2]=c;f[n+12>>2]=g;a=n+16|0;c=n+20|0;g=n+24|0;h=n+28|0;i=n+32|0;j=n+40|0;k=a;l=k+36|0;do{f[k>>2]=0;k=k+4|0}while((k|0)<(l|0));d[a+36>>1]=0;b[a+38>>0]=0;a:do if(mPb(m,e,0)|0){f[n+48>>2]=1;Th[f[(f[m>>2]|0)+20>>2]&127](m,n,o,o,1,0);a=(f[g>>2]|0)==1?o:0}else{Lh[f[(f[m>>2]|0)+24>>2]&255](m,n,o,1,0);switch(f[n+36>>2]|0){case 0:{a=(f[j>>2]|0)==1&(f[h>>2]|0)==1&(f[i>>2]|0)==1?f[c>>2]|0:0;break a}case 1:break;default:{a=0;break a}}if((f[g>>2]|0)!=1)if(!((f[j>>2]|0)==0&(f[h>>2]|0)==1&(f[i>>2]|0)==1)){a=0;break}a=f[a>>2]|0}while(0);u=p;return a|0}function rPb(a){a=a|0;ePb(a);sOb(a);return}function sPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;if(mPb(a,f[b+8>>2]|0,g)|0)pPb(0,b,c,d,e);else{a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d,e,g)}return}function tPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0;do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){j=f[a+8>>2]|0;Lh[f[(f[j>>2]|0)+24>>2]&255](j,c,d,e,g);break}if((f[c+16>>2]|0)!=(d|0)){h=c+20|0;if((f[h>>2]|0)!=(d|0)){f[c+32>>2]=e;i=c+44|0;if((f[i>>2]|0)==4)break;e=c+52|0;b[e>>0]=0;k=c+53|0;b[k>>0]=0;a=f[a+8>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,c,d,d,1,g);if(!(b[k>>0]|0)){e=4;j=11}else if(!(b[e>>0]|0)){e=3;j=11}else e=3;if((j|0)==11){f[h>>2]=d;k=c+40|0;f[k>>2]=(f[k>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[c+24>>2]|0)==2)b[c+54>>0]=1}f[i>>2]=e;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function uPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;if(mPb(a,f[b+8>>2]|0,0)|0)nPb(0,b,c,d);else{a=f[a+8>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c,d)}return}function vPb(a){a=a|0;return}function wPb(a){a=a|0;ePb(a);sOb(a);return}function xPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function yPb(a){a=a|0;ePb(a);sOb(a);return}function zPb(a,b,c){a=a|0;b=b|0;c=c|0;var d=0,e=0,g=0,h=0;h=u;u=u+64|0;g=h;f[c>>2]=f[f[c>>2]>>2];if(APb(a,b,0)|0)b=1;else if(!b)b=0;else{d=qPb(b,17584,17640,0)|0;if(!d)b=0;else if(!(f[d+8>>2]&~f[a+8>>2])){b=a+12|0;a=d+12|0;if(mPb(f[b>>2]|0,f[a>>2]|0,0)|0)b=1;else if(mPb(f[b>>2]|0,17672,0)|0)b=1;else{b=f[b>>2]|0;if(!b)b=0;else{e=qPb(b,17584,17568,0)|0;if(!e)b=0;else{b=f[a>>2]|0;if(!b)b=0;else{b=qPb(b,17584,17568,0)|0;if(!b)b=0;else{a=g+4|0;d=a+52|0;do{f[a>>2]=0;a=a+4|0}while((a|0)<(d|0));f[g>>2]=b;f[g+8>>2]=e;f[g+12>>2]=-1;f[g+48>>2]=1;Fh[f[(f[b>>2]|0)+28>>2]&255](b,g,f[c>>2]|0,1);if((f[g+24>>2]|0)==1){f[c>>2]=f[g+16>>2];b=1}else b=0}}}}}}else b=0}u=h;return b|0}function APb(a,b,c){a=a|0;b=b|0;c=c|0;if(mPb(a,b,0)|0)a=1;else a=mPb(b,17680,0)|0;return a|0}function BPb(a){a=a|0;ePb(a);sOb(a);return}function CPb(a,b,c){a=a|0;b=b|0;c=c|0;return 0}function DPb(a){a=a|0;ePb(a);sOb(a);return}function EPb(a,b,c){a=a|0;b=b|0;c=c|0;return mPb(a,b,0)|0}function FPb(a){a=a|0;ePb(a);sOb(a);return}function GPb(a,c,d,e,g,h){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;h=h|0;var i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;if(mPb(a,f[c+8>>2]|0,h)|0)pPb(0,c,d,e,g);else{p=c+52|0;i=b[p>>0]|0;j=c+53|0;k=b[j>>0]|0;o=f[a+12>>2]|0;l=a+16+(o<<3)|0;b[p>>0]=0;b[j>>0]=0;KPb(a+16|0,c,d,e,g,h);a:do if((o|0)>1){m=c+24|0;n=a+8|0;o=c+54|0;a=a+24|0;do{if(b[o>>0]|0)break a;if(!(b[p>>0]|0)){if(b[j>>0]|0)if(!(f[n>>2]&1))break a}else{if((f[m>>2]|0)==1)break a;if(!(f[n>>2]&2))break a}b[p>>0]=0;b[j>>0]=0;KPb(a,c,d,e,g,h);a=a+8|0}while(a>>>0<l>>>0)}while(0);b[p>>0]=i;b[j>>0]=k}return}function HPb(a,c,d,e,g){a=a|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0,q=0;a:do if(mPb(a,f[c+8>>2]|0,g)|0)oPb(0,c,d,e);else{if(!(mPb(a,f[c>>2]|0,g)|0)){q=f[a+12>>2]|0;k=a+16+(q<<3)|0;LPb(a+16|0,c,d,e,g);h=a+24|0;if((q|0)<=1)break;a=f[a+8>>2]|0;if(!(a&2)){j=c+36|0;if((f[j>>2]|0)!=1){if(!(a&1)){a=c+54|0;while(1){if(b[a>>0]|0)break a;if((f[j>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}a=c+24|0;i=c+54|0;while(1){if(b[i>>0]|0)break a;if((f[j>>2]|0)==1)if((f[a>>2]|0)==1)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}}a=c+54|0;while(1){if(b[a>>0]|0)break a;LPb(h,c,d,e,g);h=h+8|0;if(h>>>0>=k>>>0)break a}}if((f[c+16>>2]|0)!=(d|0)){p=c+20|0;if((f[p>>2]|0)!=(d|0)){f[c+32>>2]=e;q=c+44|0;if((f[q>>2]|0)==4)break;k=a+16+(f[a+12>>2]<<3)|0;e=c+52|0;l=c+53|0;n=c+54|0;m=a+8|0;o=c+24|0;h=0;i=a+16|0;j=0;b:while(1){if(i>>>0>=k>>>0){a=18;break}b[e>>0]=0;b[l>>0]=0;KPb(i,c,d,d,1,g);if(b[n>>0]|0){a=18;break}do if(!(b[l>>0]|0))a=j;else{if(!(b[e>>0]|0))if(!(f[m>>2]&1)){h=1;a=18;break b}else{h=1;a=j;break}if((f[o>>2]|0)==1){a=23;break b}if(!(f[m>>2]&2)){a=23;break b}else{h=1;a=1}}while(0);i=i+8|0;j=a}do if((a|0)==18){if(!j){f[p>>2]=d;d=c+40|0;f[d>>2]=(f[d>>2]|0)+1;if((f[c+36>>2]|0)==1)if((f[o>>2]|0)==2){b[n>>0]=1;if(h){a=23;break}else{h=4;break}}}if(h)a=23;else h=4}while(0);if((a|0)==23)h=3;f[q>>2]=h;break}}if((e|0)==1)f[c+32>>2]=1}while(0);return}function IPb(a,c,d,e){a=a|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;a:do if(mPb(a,f[c+8>>2]|0,0)|0)nPb(0,c,d,e);else{h=f[a+12>>2]|0;g=a+16+(h<<3)|0;JPb(a+16|0,c,d,e);if((h|0)>1){h=c+54|0;a=a+24|0;do{JPb(a,c,d,e);if(b[h>>0]|0)break a;a=a+8|0}while(a>>>0<g>>>0)}}while(0);return}function JPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=f[a+4>>2]|0;e=g>>8;if(g&1)e=f[(f[c>>2]|0)+e>>2]|0;a=f[a>>2]|0;Fh[f[(f[a>>2]|0)+28>>2]&255](a,b,c+e|0,g&2|0?d:2);return}function KPb(a,b,c,d,e,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;g=g|0;var h=0,i=0;i=f[a+4>>2]|0;h=i>>8;if(i&1)h=f[(f[d>>2]|0)+h>>2]|0;a=f[a>>2]|0;Th[f[(f[a>>2]|0)+20>>2]&127](a,b,c,d+h|0,i&2|0?e:2,g);return}function LPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0;h=f[a+4>>2]|0;g=h>>8;if(h&1)g=f[(f[c>>2]|0)+g>>2]|0;a=f[a>>2]|0;Lh[f[(f[a>>2]|0)+24>>2]&255](a,b,c+g|0,h&2|0?d:2,e);return}function MPb(a){a=a|0;if((b[a>>0]|0)==1)a=0;else{b[a>>0]=1;a=1}return a|0}function NPb(a){a=a|0;return}function OPb(){var a=0;a=f[65703]|0;f[65703]=a+0;return a|0}function PPb(){}function QPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;c=a+c>>>0;return (I=b+d+(c>>>0<a>>>0|0)>>>0,c|0)|0}function RPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;d=b-d-(c>>>0>a>>>0|0)>>>0;return (I=d,a-c>>>0|0)|0}function SPb(a){a=a|0;var c=0;c=b[w+(a&255)>>0]|0;if((c|0)<8)return c|0;c=b[w+(a>>8&255)>>0]|0;if((c|0)<8)return c+8|0;c=b[w+(a>>16&255)>>0]|0;if((c|0)<8)return c+16|0;return (b[w+(a>>>24)>>0]|0)+24|0}function TPb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;var g=0,h=0,i=0,j=0,k=0,l=0,m=0,n=0,o=0,p=0;l=a;j=b;k=j;h=c;n=d;i=n;if(!k){g=(e|0)!=0;if(!i){if(g){f[e>>2]=(l>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(l>>>0)/(h>>>0)>>>0;return (I=n,e)|0}else{if(!g){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=b&0;n=0;e=0;return (I=n,e)|0}}g=(i|0)==0;do if(!h){if(g){if(e|0){f[e>>2]=(k>>>0)%(h>>>0);f[e+4>>2]=0}n=0;e=(k>>>0)/(h>>>0)>>>0;return (I=n,e)|0}if(!l){if(e|0){f[e>>2]=0;f[e+4>>2]=(k>>>0)%(i>>>0)}n=0;e=(k>>>0)/(i>>>0)>>>0;return (I=n,e)|0}g=i-1|0;if(!(g&i)){if(e|0){f[e>>2]=a|0;f[e+4>>2]=g&k|b&0}n=0;e=k>>>((SPb(i|0)|0)>>>0);return (I=n,e)|0}g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=30){b=g+1|0;i=31-g|0;h=b;a=k<<i|l>>>(b>>>0);b=k>>>(b>>>0);g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}else{if(!g){g=(_(i|0)|0)-(_(k|0)|0)|0;if(g>>>0<=31){m=g+1|0;i=31-g|0;b=g-31>>31;h=m;a=l>>>(m>>>0)&b|k<<i;b=k>>>(m>>>0)&b;g=0;i=l<<i;break}if(!e){n=0;e=0;return (I=n,e)|0}f[e>>2]=a|0;f[e+4>>2]=j|b&0;n=0;e=0;return (I=n,e)|0}g=h-1|0;if(g&h|0){i=(_(h|0)|0)+33-(_(k|0)|0)|0;p=64-i|0;m=32-i|0;j=m>>31;o=i-32|0;b=o>>31;h=i;a=m-1>>31&k>>>(o>>>0)|(k<<m|l>>>(i>>>0))&b;b=b&k>>>(i>>>0);g=l<<p&j;i=(k<<p|l>>>(o>>>0))&j|l<<m&i-33>>31;break}if(e|0){f[e>>2]=g&l;f[e+4>>2]=0}if((h|0)==1){o=j|b&0;p=a|0|0;return (I=o,p)|0}else{p=SPb(h|0)|0;o=k>>>(p>>>0)|0;p=k<<32-p|l>>>(p>>>0)|0;return (I=o,p)|0}}while(0);if(!h){k=i;j=0;i=0}else{m=c|0|0;l=n|d&0;k=QPb(m|0,l|0,-1,-1)|0;c=I;j=i;i=0;do{d=j;j=g>>>31|j<<1;g=i|g<<1;d=a<<1|d>>>31|0;n=a>>>31|b<<1|0;RPb(k|0,c|0,d|0,n|0)|0;p=I;o=p>>31|((p|0)<0?-1:0)<<1;i=o&1;a=RPb(d|0,n|0,o&m|0,(((p|0)<0?-1:0)>>31|((p|0)<0?-1:0)<<1)&l|0)|0;b=I;h=h-1|0}while((h|0)!=0);k=j;j=0}h=0;if(e|0){f[e>>2]=a;f[e+4>>2]=b}o=(g|0)>>>31|(k|h)<<1|(h<<1|g>>>31)&0|j;p=(g<<1|0>>>31)&-2|i;return (I=o,p)|0}function UPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0,g=0,h=0,i=0,j=0;j=b>>31|((b|0)<0?-1:0)<<1;i=((b|0)<0?-1:0)>>31|((b|0)<0?-1:0)<<1;f=d>>31|((d|0)<0?-1:0)<<1;e=((d|0)<0?-1:0)>>31|((d|0)<0?-1:0)<<1;h=RPb(j^a|0,i^b|0,j|0,i|0)|0;g=I;a=f^j;b=e^i;return RPb((TPb(h,g,RPb(f^c|0,e^d|0,f|0,e|0)|0,I,0)|0)^a|0,I^b|0,a|0,b|0)|0}function VPb(a,b){a=a|0;b=b|0;var c=0,d=0,e=0,f=0;f=a&65535;e=b&65535;c=X(e,f)|0;d=a>>>16;a=(c>>>16)+(X(e,d)|0)|0;e=b>>>16;b=X(e,f)|0;return (I=(a>>>16)+(X(e,d)|0)+(((a&65535)+b|0)>>>16)|0,a+b<<16|c&65535|0)|0}function WPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,f=0;e=a;f=c;c=VPb(e,f)|0;a=I;return (I=(X(b,f)|0)+(X(d,e)|0)+a|a&0,c|0|0)|0}function XPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;return TPb(a,b,c,d,0)|0}function YPb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;var e=0,g=0;g=u;u=u+16|0;e=g|0;TPb(a,b,c,d,e)|0;u=g;return (I=f[e+4>>2]|0,f[e>>2]|0)|0}function ZPb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b>>>c;return a>>>c|(b&(1<<c)-1)<<32-c}I=0;return b>>>c-32|0}function _Pb(a,b,c){a=a|0;b=b|0;c=c|0;if((c|0)<32){I=b<<c|(a&(1<<c)-1<<32-c)>>>32-c;return a<<c}I=a<<c-32;return 0}function $Pb(a){a=a|0;return (a&255)<<24|(a>>8&255)<<16|(a>>16&255)<<8|a>>>24|0}function aQb(a){a=+a;return a>=0.0?+J(a+.5):+W(a-.5)}function bQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0,g=0,h=0;if((d|0)>=8192)return Dd(a|0,c|0,d|0)|0;h=a|0;g=a+d|0;if((a&3)==(c&3)){while(a&3){if(!d)return h|0;b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0;d=d-1|0}d=g&-4|0;e=d-64|0;while((a|0)<=(e|0)){f[a>>2]=f[c>>2];f[a+4>>2]=f[c+4>>2];f[a+8>>2]=f[c+8>>2];f[a+12>>2]=f[c+12>>2];f[a+16>>2]=f[c+16>>2];f[a+20>>2]=f[c+20>>2];f[a+24>>2]=f[c+24>>2];f[a+28>>2]=f[c+28>>2];f[a+32>>2]=f[c+32>>2];f[a+36>>2]=f[c+36>>2];f[a+40>>2]=f[c+40>>2];f[a+44>>2]=f[c+44>>2];f[a+48>>2]=f[c+48>>2];f[a+52>>2]=f[c+52>>2];f[a+56>>2]=f[c+56>>2];f[a+60>>2]=f[c+60>>2];a=a+64|0;c=c+64|0}while((a|0)<(d|0)){f[a>>2]=f[c>>2];a=a+4|0;c=c+4|0}}else{d=g-4|0;while((a|0)<(d|0)){b[a>>0]=b[c>>0]|0;b[a+1>>0]=b[c+1>>0]|0;b[a+2>>0]=b[c+2>>0]|0;b[a+3>>0]=b[c+3>>0]|0;a=a+4|0;c=c+4|0}}while((a|0)<(g|0)){b[a>>0]=b[c>>0]|0;a=a+1|0;c=c+1|0}return h|0}function cQb(a,c,d){a=a|0;c=c|0;d=d|0;var e=0;if((c|0)<(a|0)&(a|0)<(c+d|0)){e=a;c=c+d|0;a=a+d|0;while((d|0)>0){a=a-1|0;c=c-1|0;d=d-1|0;b[a>>0]=b[c>>0]|0}a=e}else bQb(a,c,d)|0;return a|0}function dQb(a,c,d){a=a|0;c=c|0;d=d|0;var 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bRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;k=+k;l=l|0;Dh[a&1](b|0,c|0,d|0,+e,f|0,+g,h|0,+i,j|0,+k,l|0)}function cRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;Eh[a&1](b|0,c|0,d|0,+e,f|0,g|0)}function dRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;Fh[a&255](b|0,c|0,d|0,e|0)}function eRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;Gh[a&3](b|0,c|0,d|0,e|0,+f)}function fRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;i=i|0;j=j|0;k=k|0;l=l|0;Hh[a&3](b|0,c|0,d|0,e|0,+f,+g,+h,i|0,j|0,k|0,l|0)}function gRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;Ih[a&7](b|0,c|0,d|0,e|0,+f,g|0)}function hRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;Jh[a&3](b|0,c|0,d|0,e|0,+f,g|0,h|0)}function iRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;Kh[a&1](b|0,c|0,d|0,e|0,+f,g|0,h|0,i|0,j|0)}function jRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;Lh[a&255](b|0,c|0,d|0,e|0,f|0)}function kRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;Mh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h)}function lRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;Nh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,+i)}function mRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=i|0;Oh[a&3](b|0,c|0,d|0,e|0,f|0,+g,+h,i|0)}function nRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;Ph[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0)}function oRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;Qh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0)}function pRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;Rh[a&3](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0)}function qRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;Sh[a&1](b|0,c|0,d|0,e|0,f|0,+g,h|0,i|0,j|0,k|0)}function rRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;Th[a&127](b|0,c|0,d|0,e|0,f|0,g|0)}function sRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;Uh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i)}function tRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=+i;j=+j;Vh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,+i,+j)}function uRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=+h;i=i|0;j=j|0;k=k|0;Wh[a&1](b|0,c|0,d|0,e|0,f|0,g|0,+h,i|0,j|0,k|0)}function vRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;Xh[a&63](b|0,c|0,d|0,e|0,f|0,g|0,h|0)}function wRb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;Yh[a&15](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0)}function xRb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;Zh[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0)}function yRb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;_h[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0)}function zRb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$h[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0)}function ARb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;ai[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0)}function BRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;bi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0)}function CRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;p=+p;q=+q;r=+r;s=+s;t=t|0;ci[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,+o,+p,+q,+r,+s,t|0)}function DRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;di[a&3](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0)}function ERb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;ei[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0)}function FRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;fi[a&7](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0)}function GRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;r=r|0;gi[a&1](b|0,c|0,d|0,e|0,f|0,g|0,h|0,i|0,j|0,k|0,l|0,m|0,n|0,o|0,p|0,q|0,r|0)}function HRb(a){a=a|0;$(0);return 0.0}function IRb(a,b){a=a|0;b=b|0;$(1);return 0.0}function JRb(){$(2);return 0}function KRb(a){a=a|0;$(3);return 0}function LRb(a,b){a=a|0;b=+b;$(4);return 0}function MRb(a,b){a=a|0;b=b|0;$(5);return 0}function NRb(a,b,c){a=a|0;b=b|0;c=c|0;$(6);return 0}function ORb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(7);return 0}function PRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(8);return 0}function QRb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(9);return 0}function RRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;$(10);return 0}function SRb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(11);return 0}function TRb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(12);return 0}function URb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(13);return 0}function VRb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(14);return 0}function WRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=+o;$(15);return 0}function XRb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=+p;$(16);return 0}function YRb(){$(17)}function ZRb(){vc()}function _Rb(a){a=+a;$(18)}function $Rb(a,b){a=+a;b=+b;$(19)}function aSb(a,b,c){a=+a;b=+b;c=c|0;$(20)}function bSb(a,b){a=+a;b=b|0;$(21)}function cSb(a){a=a|0;$(22)}function dSb(a,b){a=a|0;b=+b;$(23)}function eSb(a,b,c){a=a|0;b=+b;c=+c;$(24)}function fSb(a,b,c,d){a=a|0;b=+b;c=+c;d=+d;$(25)}function gSb(a,b,c,d,e,f,g){a=a|0;b=+b;c=+c;d=+d;e=e|0;f=f|0;g=g|0;$(26)}function hSb(a,b,c,d){a=a|0;b=+b;c=+c;d=d|0;$(27)}function iSb(a,b,c){a=a|0;b=+b;c=c|0;$(28)}function jSb(a,b,c,d,e){a=a|0;b=+b;c=c|0;d=d|0;e=e|0;$(29)}function kSb(a,b){a=a|0;b=b|0;$(30)}function lSb(a,b,c){a=a|0;b=b|0;c=+c;$(31)}function mSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=+d;$(32)}function nSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=+e;$(33)}function oSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=+d;e=e|0;$(34)}function pSb(a,b,c,d){a=a|0;b=b|0;c=+c;d=d|0;$(35)}function qSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=+c;d=d|0;e=+e;f=f|0;g=+g;h=h|0;i=+i;j=j|0;$(36)}function rSb(a,b,c,d,e){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;$(37)}function sSb(a,b,c,d,e,f){a=a|0;b=b|0;c=+c;d=d|0;e=e|0;f=f|0;$(38)}function tSb(a,b,c){a=a|0;b=b|0;c=c|0;$(39)}function uSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=+d;$(40)}function vSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=+e;$(41)}function wSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=+f;g=+g;h=h|0;$(42)}function xSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=+e;f=f|0;$(43)}function ySb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;$(44)}function zSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=+f;g=g|0;h=+h;i=i|0;j=+j;k=k|0;$(45)}function ASb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=+d;e=e|0;f=f|0;$(46)}function BSb(a,b,c,d){a=a|0;b=b|0;c=c|0;d=d|0;$(47)}function CSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;$(48)}function DSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=+f;g=+g;h=h|0;i=i|0;j=j|0;k=k|0;$(49)}function ESb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;$(50)}function FSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;$(51)}function GSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=+e;f=f|0;g=g|0;h=h|0;i=i|0;$(52)}function HSb(a,b,c,d,e){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;$(53)}function ISb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;$(54)}function JSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=+h;$(55)}function KSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=+g;h=h|0;$(56)}function LSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;$(57)}function MSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;$(58)}function NSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;$(59)}function OSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=+f;g=g|0;h=h|0;i=i|0;j=j|0;$(60)}function PSb(a,b,c,d,e,f){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;$(61)}function QSb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;$(62)}function RSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=+h;i=+i;$(63)}function SSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=+g;h=h|0;i=i|0;j=j|0;$(64)}function TSb(a,b,c,d,e,f,g){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;$(65)}function USb(a,b,c,d,e,f,g,h){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;$(66)}function VSb(a,b,c,d,e,f,g,h,i){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;$(67)}function WSb(a,b,c,d,e,f,g,h,i,j){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;$(68)}function XSb(a,b,c,d,e,f,g,h,i,j,k){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;$(69)}function YSb(a,b,c,d,e,f,g,h,i,j,k,l){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;$(70)}function ZSb(a,b,c,d,e,f,g,h,i,j,k,l,m){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;$(71)}function _Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=+n;o=+o;p=+p;q=+q;r=+r;s=s|0;$(72)}function $Sb(a,b,c,d,e,f,g,h,i,j,k,l,m,n){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;$(73)}function aTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;$(74)}function bTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;$(75)}function cTb(a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q){a=a|0;b=b|0;c=c|0;d=d|0;e=e|0;f=f|0;g=g|0;h=h|0;i=i|0;j=j|0;k=k|0;l=l|0;m=m|0;n=n|0;o=o|0;p=p|0;q=q|0;$(76)}
+
+// EMSCRIPTEN_END_FUNCS
+var Mg=[HRb,Wcb,Xcb,Ycb,Fcb,Hcb,qi,si,ui,wi,yi,Ai,Ci,Ei,Gi,Ii,Ki,Mi,Oi,Qi,Si,Ui,Wi,Yi,_i,aj,cj,ej,gj,ij,kj,mj,oj,qj,sj,uj,wj,yj,Aj,Cj,Ej,Gj,tl,vl,wl,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb,HRb];var Ng=[IRb,uYa,UVa,$jb,akb,tkb,ukb,alb,olb,Blb,w2,A2,E2,I2,M2,Q2,U2,Y2,G4,O4,S4,a5,e5,t5,IRb,IRb,IRb,IRb,IRb,IRb,IRb,IRb];var Og=[JRb,u2,y2,C2,G2,K2,O2,S2,W2,_2,c3,g3,k3,o3,s3,w3,A3,E3,I3,M3,Q3,U3,Y3,a4,e4,i4,m4,q4,s4,w4,A4,E4,I4,M4,Q4,U4,Y4,c5,Jl,_la,$la,psa,Fha,ksa,Hr,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb,JRb];var Pg=[KRb,Gz,Mz,Qz,Uz,_z,cA,gA,mA,qA,uA,AA,EA,IA,OA,TA,WA,$A,fB,kB,qB,xB,DB,IB,QB,WB,$B,fC,iC,lC,rC,xC,CC,HC,NC,TC,YC,bD,hD,nD,rD,wD,CD,ID,MD,RD,XD,bE,fE,kE,qE,wE,BE,FE,LE,RE,WE,_E,eF,kF,pF,uF,BF,HF,MF,QF,WF,aG,fG,jG,qG,wG,AG,FG,LG,RG,WG,_G,eH,kH,pH,tH,zH,FH,KH,OH,UH,_H,cI,hI,nI,tI,yI,GI,MI,RI,WI,aJ,gJ,lJ,tJ,zJ,EJ,JJ,OJ,UJ,ZJ,fK,lK,qK,vK,AK,GK,KK,OK,UK,ZK,fL,lL,pL,tL,zL,EL,LL,RL,WL,bM,hM,mM,sM,wM,CM,IM,NM,UM,_M,dN,kN,qN,vN,CN,IN,MN,RN,XN,aO,hO,mO,rO,wO,CO,IO,MO,QO,WO,_O,cP,iP,mP,qP,wP,AP,EP,KP,PP,WP,aQ,eQ,kQ,qQ,uQ,yQ,EQ,JQ,PQ,TQ,YQ,$Q,eR,kR,oR,sR,yR,CR,GR,MR,QR,UR,_R,dS,jS,pS,xS,DS,IS,OS,SS,WS,aT,eT,iT,oT,tT,zT,DT,HT,NT,RT,VT,$T,eU,kU,oU,sU,yU,DU,JU,NU,RU,XU,bV,hV,lV,pV,vV,zV,DV,JV,NV,RV,XV,aW,gW,lW,rW,vW,zW,FW,KW,QW,UW,YW,cX,gX,kX,qX,vX,BX,GX,MX,RX,XX,aY,gY,kY,oY,uY,zY,FY,JY,NY,TY,XY,$Y,fZ,jZ,nZ,tZ,xZ,BZ,HZ,LZ,PZ,VZ,ZZ,b_,h_,l_,p_,v_,z_,D_,J_,N_,R_,X_,a$,g$,m$,s$,x$,F$,K$,N$,Q$,X$,b0,k0,p0,u0,z0,H0,N0,R0,V0,$0,e1,k1,p1,v1,z1,D1,J1,N1,R1,X1,a2,g2,o2,R5,Y5,d6,j6,t6,X6,f7,n7,u7,B7,H7,O7,U7,$7,g8,r8,g9,E9,L9,R9,X9,baa,yaa,Eaa,Kaa,Saa,Yaa,dba,kba,rba,zba,Mba,Yba,pca,Bca,Hca,Oca,wda,Nda,Yda,xea,Eea,Kea,Nfa,oga,wga,Oga,Uga,tla,zla,lla,rla,cla,ila,Wka,ala,Oka,Uka,Gka,Mka,yka,Eka,qka,wka,ika,oka,$ja,fka,Tja,Zja,Lja,Rja,Dja,Jja,uja,Aja,lja,rja,cja,ija,Via,$ia,Mia,Sia,Dia,Jia,uia,Aia,lia,ria,cia,iia,Nla,Hma,Bma,tma,Jma,Sma,_ma,gna,ona,Wna,voa,epa,pqa,jqa,Ura,Ora,Ata,rva,zva,Lva,Bwa,$wa,bxa,hxa,Txa,Xya,bza,lGa,mGa,nGa,oGa,pGa,qGa,rGa,sGa,tGa,uGa,vGa,wGa,xGa,yGa,zGa,AGa,BGa,CGa,DGa,EGa,FGa,GGa,VGa,WGa,XGa,YGa,dHa,eHa,fHa,gHa,nHa,oHa,pHa,qHa,rHa,sHa,AHa,BHa,CHa,DHa,EHa,FHa,MHa,NHa,JLa,KLa,MLa,NLa,QLa,SLa,TLa,aMa,eMa,gMa,hMa,LSa,hYa,MSa,NSa,QSa,TSa,JTa,KTa,LTa,MTa,EUa,eVa,gVa,rWa,xWa,JWa,QWa,RWa,jXa,_Wa,eXa,uDb,vDb,s3a,yDb,D3a,J3a,S3a,n5a,t5a,L4a,R4a,E6a,K6a,i6a,o6a,a6a,g6a,P5a,V5a,G5a,M5a,zcb,Acb,Vcb,Zcb,Dcb,Sdb,Ydb,Oeb,Ueb,_kb,$kb,mlb,nlb,zlb,Alb,emb,gxb,nxb,dAb,xDb,MDb,NDb,PDb,QDb,_Eb,fFb,mFb,nFb,tFb,uFb,KHb,RHb,SHb,THb,UHb,VHb,WHb,XHb,sIb,zIb,AIb,BIb,CIb,DIb,EIb,FIb,nJb,oJb,tJb,zJb,AJb,FJb,KJb,LJb,QJb,VJb,WJb,$Jb,YKb,ZKb,$Kb,oLb,pLb,rLb,WLb,XLb,bMb,cMb,hLb,iLb,kLb,xLb,yLb,ALb,Ij,Kj,Mj,Oj,Qj,Sj,Uj,Wj,Yj,_j,ak,ck,ek,gk,ik,kk,mk,ok,qk,sk,uk,wk,yk,Ak,Ck,Ek,Gk,Ik,Kk,Mk,Ok,Qk,Sk,Uk,Wk,Yk,_k,al,i5,il,jl,kl,nl,pl,rl,A5,Kl,Cla,G5,K5,Vga,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb,KRb];var Qg=[LRb,JGa,KGa,LGa,OGa,_Ga,$Ga,iHa,vHa,LRb,LRb,LRb,LRb,LRb,LRb,LRb];var Rg=[MRb,Lz,Zz,lA,zA,NA,eB,CB,VB,wC,SC,mD,HD,aE,vE,QE,jF,GF,$F,vG,QG,jH,EH,ZH,sI,LI,fJ,yJ,TJ,kK,FK,TK,kL,yL,QL,gM,HM,ZM,pN,HN,WN,HO,VO,hP,vP,JP,$P,pQ,DQ,OQ,jR,xR,LR,ZR,CS,NS,$S,nT,yT,MT,_T,jU,xU,IU,WU,gV,uV,IV,WV,fW,qW,EW,PW,bX,pX,AX,LX,WX,fY,tY,EY,SY,eZ,sZ,GZ,UZ,g_,u_,I_,W_,f$,r$,M0,_0,j1,u1,I1,W1,f2,yla,qla,hla,$ka,Tka,Lka,Dka,vka,nka,eka,Yja,Qja,Ija,zja,qja,hja,_ia,Ria,Iia,zia,qia,hia,gxa,eza,aza,bOb,IGa,MGa,NGa,PGa,QGa,RGa,SGa,jHa,uHa,wHa,HHa,IHa,JHa,OHa,jKa,RLa,bMa,jMa,hPa,wWa,dXa,t3a,u3a,I3a,Y3a,s5a,Q4a,J6a,n6a,f6a,U5a,L5a,f8a,Jcb,hdb,Xdb,Teb,Zjb,_jb,rkb,skb,blb,clb,dlb,plb,qlb,rlb,Clb,Dlb,Elb,oxb,pxb,zDb,BDb,RDb,TDb,aFb,hFb,oFb,vFb,JLb,LLb,NLb,mMb,oMb,qMb,a3,e3,i3,m3,q3,u3,y3,C3,G3,K3,O3,S3,W3,_3,c4,g4,k4,o4,u4,y4,C4,K4,W4,_4,g5,o5,p5,r5,B5,E5,Jmb,nnb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb,MRb];var Sg=[NRb,Pz,bA,pA,DA,SA,VA,jB,nB,HB,_B,eC,hC,kC,BC,GC,XC,aD,qD,uD,LD,PD,eE,iE,AE,DE,VE,YE,oF,tF,LF,OF,eG,hG,zG,DG,VG,YG,oH,rH,JH,MH,bI,fI,xI,QI,VI,kJ,DJ,IJ,YJ,pK,uK,JK,YK,oL,DL,VL,lM,rM,uM,MM,cN,uN,LN,$N,gO,lO,qO,vO,LO,ZO,lP,zP,OP,dQ,tQ,SQ,XQ,_Q,nR,BR,PR,cS,iS,oS,RS,dT,CT,QT,nU,MU,kV,yV,MV,uW,TW,fX,jY,IY,WY,iZ,wZ,KZ,YZ,k_,y_,M_,w$,E$,J$,M$,P$,W$,a0,j0,o0,t0,y0,Q0,y1,M1,LLa,iMa,HWa,rDb,wDb,ADb,elb,flb,slb,tlb,Flb,Glb,kxb,eAb,fAb,jAb,kAb,uBb,JDb,ODb,SDb,$Eb,gFb,CFb,IFb,MKb,RKb,KLb,MLb,PLb,iMb,nMb,pMb,sMb,iPb,xPb,zPb,CPb,EPb,z5,exb,qCb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb,NRb];var Tg=[ORb,Wdb,Seb,Vlb,OLb,jMb,kMb,lMb,rMb,J5,Pwb,ORb,ORb,ORb,ORb,ORb];var Ug=[PRb,kHb,lHb,BHb,CHb,PRb,PRb,PRb];var Vg=[QRb,vUa,dYa,n2a,AFb,GFb,fHb,gHb,iHb,mHb,wHb,xHb,zHb,DHb,XKb,_Kb,nLb,qLb,QLb,tMb,gLb,jLb,wLb,zLb,QRb,QRb,QRb,QRb,QRb,QRb,QRb,QRb];var Wg=[RRb,yKb,EKb,RRb];var Xg=[SRb,I5];var Yg=[TRb,MFb,NFb,OFb,PFb,QFb,RFb,SFb,TFb,UFb,VFb,WFb,GGb,HGb,IGb,JGb,KGb,LGb,MGb,NGb,OGb,PGb,QGb,hHb,jHb,yHb,AHb,LHb,MHb,NHb,OHb,PHb,tIb,uIb,vIb,wIb,xIb,zKb,FKb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb,TRb];var Zg=[URb,bJb,hJb,eKb,fKb,pKb,qKb,URb];var _g=[VRb,QHb,yIb,VKb,WKb,lLb,mLb,eLb,fLb,uLb,vLb,VRb,VRb,VRb,VRb,VRb];var $g=[WRb,Ola];var ah=[XRb,F5];var bh=[YRb,ZRb,Mha,Ala,Qla,Zl,am,cm,Lm,Nm,Pm,Ym,_m,$m,hp,jp,kp,lp,mp,np,op,Vr,Yr,_r,Hs,Js,Ls,Us,Ws,Xs,ev,gv,hv,iv,jv,kv,lv,Ix,Nha,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb,YRb];var ch=[_Rb,em,cn,dn,fn,gn,jn,ln,mn,wn,yn,zn,Gn,Hn,In,Nn,On,Rn,Sn,eo,oo,to,uo,Co,Do,Eo,Ho,Io,Jo,Oo,Po,Qo,Vo,Yo,as,_s,$s,bt,ct,et,gt,ht,rt,tt,ut,Bt,Ct,Dt,It,Jt,Mt,Nt,_t,iu,nu,ou,wu,xu,yu,Eu,Fu,Gu,Lu,Mu,Nu,Su,Vu,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb,_Rb];var dh=[$Rb,Fn,Mr,At,Fx,$Rb,$Rb,$Rb];var eh=[aSb,Ko,Hu,aSb];var fh=[bSb,wo,Lo,qu,Iu,bSb,bSb,bSb];var gh=[cSb,oG,Fz,Iz,Jz,mS,Oz,Tz,Wz,Xz,aA,fA,iA,jA,oA,tA,wA,xA,CA,HA,KA,LA,QA,RA,UA,_A,bB,cB,hB,iB,lB,mB,pB,wB,zB,AB,FB,GB,JB,KB,PB,SB,TB,YB,ZB,aC,bC,cC,dC,gC,jC,qC,tC,uC,zC,AC,DC,EC,FC,MC,PC,QC,VC,WC,ZC,_C,$C,gD,jD,kD,sD,pD,tD,vD,BD,ED,FD,ND,KD,OD,QD,WD,ZD,_D,gE,dE,hE,jE,pE,sE,tE,yE,zE,CE,EE,KE,NE,OE,TE,UE,XE,ZE,dF,gF,hF,mF,nF,qF,rF,sF,AF,DF,EF,JF,KF,NF,PF,VF,YF,ZF,cG,dG,gG,iG,pG,sG,tG,BG,yG,CG,EG,KG,NG,OG,TG,UG,XG,ZG,dH,gH,hH,mH,nH,qH,sH,yH,BH,CH,HH,IH,LH,NH,TH,WH,XH,dI,aI,eI,gI,mI,pI,qI,vI,wI,zI,AI,FI,II,JI,OI,PI,SI,TI,UI,$I,cJ,dJ,iJ,jJ,mJ,nJ,sJ,vJ,wJ,BJ,CJ,FJ,GJ,HJ,NJ,QJ,RJ,WJ,XJ,_J,$J,eK,hK,iK,nK,oK,rK,sK,tK,zK,CK,DK,IK,NK,QK,RK,WK,XK,_K,$K,eL,hL,iL,nL,sL,vL,wL,BL,CL,FL,GL,KL,NL,OL,TL,UL,XL,YL,aM,dM,eM,jM,kM,nM,oM,pM,qM,tM,vM,BM,EM,FM,KM,LM,OM,PM,TM,WM,XM,aN,bN,eN,fN,jN,mN,nN,sN,tN,wN,xN,BN,EN,FN,KN,QN,TN,UN,ZN,_N,bO,cO,eO,fO,iO,jO,kO,oO,pO,sO,tO,uO,BO,EO,FO,KO,PO,SO,TO,YO,bP,eP,fP,kP,pP,sP,tP,yP,DP,GP,HP,MP,NP,QP,RP,VP,YP,ZP,cQ,jQ,mQ,nQ,sQ,xQ,AQ,BQ,IQ,LQ,MQ,RQ,UQ,WQ,ZQ,dR,gR,hR,mR,rR,uR,vR,AR,FR,IR,JR,OR,TR,WR,XR,aS,bS,eS,fS,gS,hS,kS,lS,nS,wS,zS,AS,HS,KS,LS,QS,VS,YS,ZS,cT,hT,kT,lT,sT,vT,wT,BT,GT,JT,KT,PT,UT,XT,YT,dU,gU,hU,mU,rU,uU,vU,CU,FU,GU,LU,QU,TU,UU,aV,dV,eV,jV,oV,rV,sV,xV,CV,FV,GV,LV,QV,TV,UV,$V,cW,dW,kW,nW,oW,tW,yW,BW,CW,JW,MW,NW,SW,XW,_W,$W,eX,jX,mX,nX,uX,xX,yX,FX,IX,JX,QX,TX,UX,$X,cY,dY,iY,nY,qY,rY,yY,BY,CY,HY,MY,PY,QY,VY,_Y,bZ,cZ,hZ,mZ,pZ,qZ,vZ,AZ,DZ,EZ,JZ,OZ,RZ,SZ,XZ,a_,d_,e_,j_,o_,r_,s_,x_,C_,F_,G_,L_,Q_,T_,U_,$_,c$,d$,l$,o$,p$,u$,v$,y$,z$,C$,D$,G$,H$,I$,L$,O$,U$,V$,Y$,Z$,_$,$$,c0,d0,h0,i0,l0,m0,n0,r0,s0,v0,w0,x0,G0,J0,K0,P0,U0,X0,Y0,d1,g1,h1,o1,r1,s1,x1,C1,F1,G1,L1,Q1,T1,U1,$1,c2,d2,j2,k2,p2,q2,t2,s2,M5,N5,T5,U5,_5,$5,e6,f6,o6,p6,v6,w6,B6,C6,H6,I6,N6,O6,S6,T6,a7,b7,i7,j7,p7,q7,w7,x7,C7,D7,J7,K7,P7,Q7,W7,X7,b8,c8,h8,i8,m8,n8,t8,u8,y8,z8,Y8,Z8,b9,c9,n9,o9,t9,u9,z9,A9,G9,H9,M9,N9,S9,T9,Y9,Z9,caa,daa,haa,iaa,naa,oaa,taa,uaa,zaa,Aaa,Faa,Gaa,Naa,Oaa,Taa,Uaa,_aa,$aa,fba,gba,mba,nba,uba,vba,Bba,Cba,Hba,Iba,Oba,Pba,Tba,Uba,_ba,$ba,eca,fca,kca,lca,rca,sca,wca,xca,Cca,Dca,Jca,Kca,Pca,Qca,Uca,Vca,Zca,_ca,cda,dda,hda,ida,mda,nda,rda,sda,xda,yda,Cda,Dda,Ida,Jda,Oda,Pda,Tda,Uda,_da,$da,dea,eea,iea,jea,nea,oea,sea,tea,zea,Aea,Fea,Gea,Lea,Mea,Qea,Rea,Vea,Wea,_ea,$ea,dfa,efa,ifa,jfa,nfa,ofa,sfa,tfa,yfa,zfa,Dfa,Efa,Ifa,Jfa,Ofa,Pfa,Ufa,Vfa,_fa,$fa,jga,kga,rga,sga,Bga,Cga,Jga,Kga,Pga,Qga,gka,sla,vla,wla,jla,kla,nla,ola,jia,bla,ela,fla,gla,Vka,Yka,Zka,_ka,Nka,Qka,Rka,Ska,Fka,Ika,Jka,Kka,xka,Aka,Bka,pka,ska,tka,hka,kka,lka,_ja,bka,cka,dka,Sja,Vja,Wja,Xja,sia,Kja,Nja,Oja,Bja,Cja,Fja,Gja,sja,tja,wja,xja,jja,kja,nja,oja,aja,bja,eja,fja,Tia,Uia,Xia,Yia,Kia,Lia,Oia,Pia,Bia,Cia,Fia,Gia,tia,wia,xia,kia,nia,oia,pia,aia,bia,eia,fia,_ha,Ila,Jla,Cma,Dma,wma,xma,oma,pma,Ima,Lma,Nma,Oma,Tma,Vma,Wma,$ma,bna,cna,hna,jna,kna,pna,rna,sna,wna,Yna,Zna,doa,foa,goa,koa,toa,$oa,apa,kqa,lqa,eqa,fqa,rqa,sqa,yqa,zqa,Dqa,Fqa,Gqa,Kqa,Lqa,Nqa,Oqa,Vqa,ara,bra,hra,ira,nra,pra,qra,vra,xra,Ara,Dra,Pra,Qra,Jra,Kra,Xra,Yra,bsa,dsa,esa,jsa,rsa,ssa,ysa,Asa,Bsa,Gsa,Isa,Jsa,Nsa,Psa,Qsa,Vsa,Xsa,Ysa,ata,eta,fta,Gta,Hta,Bta,Cta,vta,wta,qta,rta,kta,lta,Ita,Rta,Uta,Xta,$ta,dua,hua,lua,pua,uua,yua,Cua,Gua,Kua,Oua,Sua,Wua,$ua,ava,fva,hva,iva,mva,nva,sva,tva,vva,Gva,Hva,Bva,Cva,Mva,Nva,Rva,Sva,Wva,Xva,Zva,_va,cwa,ewa,iwa,jwa,nwa,qwa,twa,xwa,Ewa,Wwa,Xwa,Rwa,Swa,axa,dxa,exa,fxa,ixa,jxa,zxa,Axa,Exa,Gxa,Oxa,Pxa,Jxa,Kxa,Uxa,tya,uya,zya,Eya,Fya,Kya,Qya,aOb,cza,dza,fza,Vya,Wya,Zya,_ya,$ya,tFa,uFa,vFa,wFa,rFa,sFa,AFa,BFa,CFa,DFa,yFa,zFa,iGa,jGa,TGa,aHa,bHa,kHa,lHa,xHa,yHa,LHa,QHa,RHa,SHa,THa,EIa,FIa,GIa,HIa,VIa,WIa,XIa,YIa,hKa,iKa,kKa,GLa,HLa,OLa,PLa,VLa,WLa,XLa,YLa,_La,$La,cMa,dMa,vMa,wMa,xMa,yMa,BMa,CMa,DMa,EMa,ANa,BNa,CNa,DNa,MNa,NNa,ONa,PNa,ZOa,_Oa,$Oa,aPa,fPa,gPa,iPa,eYa,ISa,JSa,gYa,pYa,PSa,rYa,RSa,XSa,dTa,BTa,FTa,GTa,HTa,NTa,OTa,$Ua,aVa,bVa,fVa,kVa,sVa,QVa,qWa,tWa,uWa,FWa,GWa,MWa,NWa,OWa,UWa,VWa,fXa,gXa,hXa,nXa,vXa,TXa,ZWa,aXa,bXa,F1a,cYa,fYa,qYa,G1a,S2a,T2a,U2a,M2a,N2a,O2a,P2a,_2a,$2a,a3a,b3a,gEb,hEb,iEb,jEb,v3a,w3a,x3a,y3a,o3a,p3a,C3a,F3a,G3a,H3a,O3a,P3a,R3a,V3a,W3a,X3a,J4a,m5a,p5a,q5a,K4a,N4a,O4a,s4a,I4a,G4a,H4a,_5a,D6a,G6a,H6a,N5a,h6a,k6a,l6a,$5a,c6a,d6a,O5a,R5a,S5a,E5a,F5a,I5a,J5a,j8a,k8a,l8a,m8a,ycb,Ucb,fdb,Kcb,Lcb,Mcb,Ncb,Ocb,Pcb,Qcb,Qdb,Rdb,Udb,Vdb,Meb,Neb,Qeb,Reb,crb,Yjb,qkb,Ykb,Zkb,klb,llb,xlb,ylb,Tlb,Ulb,Wlb,Xlb,fmb,gmb,hmb,imb,kob,lob,Spb,Tpb,Upb,Vpb,kqb,lqb,mqb,nqb,Pqb,Qqb,Rqb,Sqb,drb,jub,kub,lub,mub,pub,qub,rub,sub,yub,zub,Aub,Bub,YDb,ZDb,_Db,$Db,Sub,Tub,Uub,Vub,pvb,qvb,rvb,svb,Avb,Bvb,Cvb,Dvb,Vwb,Wwb,Xwb,Ywb,qxb,rxb,sxb,txb,hxb,ixb,uxb,vxb,Bxb,Cxb,kDb,mDb,oDb,pDb,GDb,HDb,bEb,cEb,dEb,eEb,lEb,mEb,nEb,oEb,XEb,YEb,cFb,dFb,jFb,kFb,qFb,rFb,xFb,yFb,zFb,EFb,FFb,KFb,LFb,EGb,FGb,dHb,eHb,uHb,vHb,IHb,JHb,qIb,rIb,$Ib,aJb,fJb,gJb,lJb,mJb,xJb,yJb,IJb,JJb,TJb,UJb,cKb,dKb,nKb,oKb,wKb,xKb,CKb,DKb,KKb,LKb,PKb,QKb,DFb,dLb,UKb,sLb,tLb,ELb,FLb,HLb,ILb,ULb,VLb,$Lb,aMb,gMb,hMb,uMb,vMb,wMb,ePb,fPb,gPb,hPb,rPb,wPb,yPb,BPb,DPb,FPb,Rz,dA,rA,FA,XA,tB,MB,nC,JC,dD,yD,TD,mE,HE,aF,xF,SF,lG,HG,aH,vH,QH,jI,CI,YI,pJ,LJ,bK,wK,LK,aL,qL,HL,ZL,yM,QM,gN,yN,NN,yO,NO,$O,nP,BP,SP,fQ,vQ,GQ,aR,pR,DR,RR,tS,FS,TS,fT,qT,ET,ST,bU,pU,AU,OU,ZU,mV,AV,OV,ZV,iW,wW,HW,VW,hX,sX,DX,OX,ZX,lY,wY,KY,YY,kZ,yZ,MZ,_Z,m_,A_,O_,Z_,i$,D0,S0,b1,m1,A1,O1,Z1,i2,v2,z2,D2,H2,L2,P2,T2,X2,$2,d3,h3,l3,p3,t3,x3,B3,F3,J3,N3,R3,V3,Z3,b4,f4,j4,n4,r4,t4,x4,B4,F4,J4,N4,R4,V4,Z4,d5,j5,k5,cl,fl,Nl,loa,L5,dm,Hm,Rm,bn,en,hn,kn,nn,on,pn,qn,un,xn,An,Cn,En,Jn,Kn,Ln,Mn,Pn,Qn,Tn,Un,Vn,Wn,Xn,Zn,_n,$n,ao,bo,co,fo,go,ho,io,jo,ko,lo,mo,no,po,qo,ro,so,vo,xo,zo,Ao,Bo,Fo,Go,Mo,No,Ro,So,To,Uo,Wo,Xo,_o,$o,ap,ep,Dr,Ir,Wga,$r,Ds,Ns,Zs,at,dt,ft,it,jt,kt,lt,pt,st,vt,xt,zt,Et,Ft,Gt,Ht,Kt,Lt,Ot,Pt,Qt,Rt,St,Ut,Vt,Wt,Xt,Yt,Zt,$t,au,bu,cu,du,eu,fu,gu,hu,ju,ku,lu,mu,pu,ru,tu,uu,vu,zu,Du,Ju,Ku,Ou,Pu,Qu,Ru,Tu,Uu,Xu,Yu,Zu,bv,Ax,Ex,GFa,cGb,eGb,gKb,$zb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb,cSb];var hh=[dSb,eTa,gTa,tVa,vVa,wXa,yXa,adb,bdb,cdb,ddb,Gcb,ri,ti,vi,xi,zi,Bi,Di,Fi,Hi,Ji,Li,Ni,Pi,Ri,Ti,Vi,Xi,Zi,$i,bj,dj,fj,hj,jj,lj,nj,pj,rj,tj,vj,xj,zj,Bj,Dj,Fj,Hj,ul,xl,zl,Dl,El,Z6,vn,U8,dp,qt,av,dSb,dSb,dSb,dSb,dSb];var ih=[eSb,KSa,ITa,PWa,gdb,yl,Al,Cl,Fl,P8,eSb,eSb,eSb,eSb,eSb,eSb];var jh=[fSb,Bl];var kh=[gSb,TTa,L1a,gSb];var lh=[hSb,W8];var mh=[iSb,sn,V8,X8,nt,iSb,iSb,iSb];var nh=[jSb,Yl,Ur,jSb];var oh=[kSb,Hz,Kz,Vz,Yz,hA,kA,vA,yA,JA,MA,aB,dB,yB,BB,RB,UB,sC,vC,OC,RC,iD,lD,DD,GD,YD,$D,rE,uE,ME,PE,fF,iF,CF,FF,XF,_F,rG,uG,MG,PG,fH,iH,AH,DH,VH,YH,oI,rI,HI,KI,bJ,eJ,uJ,xJ,PJ,SJ,gK,jK,BK,EK,PK,SK,gL,jL,uL,xL,ML,PL,cM,fM,DM,GM,VM,YM,lN,oN,DN,GN,SN,VN,DO,GO,RO,UO,dP,gP,rP,uP,FP,IP,XP,_P,lQ,oQ,zQ,CQ,KQ,NQ,fR,iR,tR,wR,HR,KR,VR,YR,yS,BS,JS,MS,XS,_S,jT,mT,uT,xT,IT,LT,WT,ZT,fU,iU,tU,wU,EU,HU,SU,VU,cV,fV,qV,tV,EV,HV,SV,VV,bW,eW,mW,pW,AW,DW,LW,OW,ZW,aX,lX,oX,wX,zX,HX,KX,SX,VX,bY,eY,pY,sY,AY,DY,OY,RY,aZ,dZ,oZ,rZ,CZ,FZ,QZ,TZ,c_,f_,q_,t_,E_,H_,S_,V_,b$,e$,n$,q$,I0,L0,W0,Z0,f1,i1,q1,t1,E1,H1,S1,V1,b2,e2,l2,m2,n2,O5,P5,Q5,V5,W5,X5,a6,b6,c6,g6,h6,i6,q6,r6,s6,x6,y6,z6,D6,E6,F6,J6,K6,L6,P6,Q6,R6,U6,V6,W6,c7,d7,e7,k7,l7,m7,r7,s7,t7,y7,z7,A7,E7,F7,G7,L7,M7,N7,R7,S7,T7,Y7,Z7,_7,d8,e8,f8,j8,k8,l8,o8,p8,q8,v8,w8,x8,A8,B8,C8,_8,$8,a9,d9,e9,f9,p9,q9,r9,v9,w9,x9,B9,C9,D9,I9,J9,K9,O9,P9,Q9,U9,V9,W9,_9,$9,aaa,eaa,faa,gaa,jaa,kaa,laa,paa,qaa,raa,vaa,waa,xaa,Baa,Caa,Daa,Haa,Iaa,Jaa,Paa,Qaa,Raa,Vaa,Waa,Xaa,aba,bba,cba,hba,iba,jba,oba,pba,qba,wba,xba,yba,Dba,Eba,Fba,Jba,Kba,Lba,Qba,Rba,Sba,Vba,Wba,Xba,aca,bca,cca,gca,hca,ica,mca,nca,oca,tca,uca,vca,yca,zca,Aca,Eca,Fca,Gca,Lca,Mca,Nca,Rca,Sca,Tca,Wca,Xca,Yca,$ca,ada,bda,eda,fda,gda,jda,kda,lda,oda,pda,qda,tda,uda,vda,zda,Ada,Bda,Eda,Fda,Gda,Kda,Lda,Mda,Qda,Rda,Sda,Vda,Wda,Xda,aea,bea,cea,fea,gea,hea,kea,lea,mea,pea,qea,rea,uea,vea,wea,Bea,Cea,Dea,Hea,Iea,Jea,Nea,Oea,Pea,Sea,Tea,Uea,Xea,Yea,Zea,afa,bfa,cfa,ffa,gfa,hfa,kfa,lfa,mfa,pfa,qfa,rfa,ufa,vfa,wfa,Afa,Bfa,Cfa,Ffa,Gfa,Hfa,Kfa,Lfa,Mfa,Qfa,Rfa,Sfa,Wfa,Xfa,Yfa,aga,bga,cga,lga,mga,nga,tga,uga,vga,Dga,Ega,Fga,Lga,Mga,Nga,Rga,Sga,Tga,ula,xla,mla,pla,dla,Xka,Pka,Hka,zka,Cka,rka,uka,jka,mka,aka,Uja,Mja,Pja,Eja,vja,mja,dja,Wia,Nia,Eia,via,yia,mia,dia,Kla,Lla,Mla,Ema,Fma,Gma,yma,zma,Ama,qma,rma,sma,Pma,Qma,Rma,Xma,Yma,Zma,dna,ena,fna,lna,mna,nna,tna,una,vna,_na,$na,aoa,hoa,ioa,joa,uoa,bpa,cpa,dpa,mqa,nqa,oqa,gqa,hqa,iqa,tqa,uqa,vqa,Aqa,Bqa,Cqa,Hqa,Iqa,Jqa,Pqa,Qqa,Rqa,Wqa,cra,dra,era,jra,kra,lra,rra,sra,tra,yra,Bra,Era,Rra,Sra,Tra,Lra,Mra,Nra,Zra,_ra,$ra,fsa,gsa,hsa,tsa,usa,vsa,Csa,Dsa,Esa,Ksa,Lsa,Msa,Rsa,Ssa,Tsa,Zsa,_sa,$sa,gta,hta,ita,Dta,Eta,Fta,xta,yta,zta,sta,tta,uta,mta,nta,ota,Sta,Vta,Yta,aua,eua,iua,mua,qua,vua,zua,Dua,Hua,Lua,Pua,Tua,Xua,bva,cva,dva,jva,kva,lva,ova,pva,qva,wva,xva,yva,Iva,Jva,Kva,Dva,Eva,Fva,Tva,Uva,Vva,$va,awa,bwa,fwa,kwa,lwa,mwa,rwa,uwa,ywa,zwa,Awa,Fwa,Ywa,Zwa,_wa,Twa,Uwa,Vwa,cxa,Bxa,Cxa,Dxa,Hxa,Qxa,Rxa,Sxa,Lxa,Mxa,Nxa,vya,wya,xya,Gya,Hya,Iya,Rya,Yya,kGa,HGa,UGa,ZGa,cHa,hHa,mHa,tHa,zHa,GHa,ILa,fMa,sYa,SSa,YSa,$Sa,fTa,hTa,iTa,CTa,DTa,ETa,QTa,CUa,DUa,cVa,lVa,oVa,uVa,wVa,xVa,RVa,SVa,TVa,sWa,vWa,XWa,iXa,oXa,rXa,xXa,zXa,AXa,UXa,VXa,WXa,$Wa,cXa,I1a,u2a,v2a,qDb,E3a,Q3a,T3a,Z3a,o5a,r5a,M4a,P4a,F6a,j6a,b6a,Q5a,H5a,g8a,Bcb,Ccb,_cb,$cb,edb,Ecb,Icb,Tdb,Peb,jxb,IDb,ZEb,eFb,lFb,sFb,pJb,qJb,rJb,sJb,uJb,vJb,BJb,CJb,DJb,EJb,GJb,HJb,MJb,NJb,OJb,PJb,RJb,SJb,XJb,YJb,ZJb,_Jb,aKb,bKb,OKb,TKb,YLb,ZLb,_Lb,dMb,eMb,fMb,Jj,Lj,Nj,Pj,Rj,Tj,Vj,Xj,Zj,$j,bk,dk,fk,hk,jk,lk,nk,pk,rk,tk,vk,xk,zk,Bk,Dk,Fk,Hk,Jk,Lk,Nk,Pk,Rk,Tk,Vk,Xk,Zk,$k,bl,l5,ll,ml,ol,ql,sl,gm,hm,im,jm,km,mm,nm,om,pm,qm,rm,sm,tm,um,vm,wm,xm,ym,zm,Am,Bm,Cm,Dm,Em,Fm,Gm,o7,Mm,G8,H8,I8,rn,tn,Q8,R8,S8,Yn,yo,Zo,bp,pp,rp,vp,yp,Gp,Er,Gr,cs,ds,es,fs,gs,is,js,ks,ls,ms,ns,os,ps,qs,rs,ss,ts,us,vs,ws,xs,ys,zs,As,Bs,Cs,Is,mt,ot,Tt,su,Wu,_u,mv,ov,sv,vv,Dv,Bx,Dx,Ela,Fla,HBa,pWa,YWa,v$a,_3a,c4a,e4a,f4a,h4a,i4a,k4a,m4a,n4a,p4a,u4a,v4a,w4a,y4a,z4a,Rcb,Tcb,onb,mpb,Swb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb,kSb];var ph=[lSb,x2,B2,F2,J2,N2,R2,V2,Z2,H4,P4,T4,b5,f5,u5,Gl,M8,i9,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb,lSb];var qh=[mSb,v5,Hl,Jr,Gx,mSb,mSb,mSb];var rh=[nSb,w5];var sh=[oSb,Tq,Qw,oSb];var th=[pSb,K8];var uh=[qSb,Fr,Cx,qSb];var vh=[rSb,bm,Zr,rSb];var wh=[sSb,M6];var xh=[tSb,Hja,yja,gja,Hia,gia,tYa,kTa,qTa,rTa,sTa,tTa,yTa,ATa,RTa,eUa,zUa,AUa,dVa,zVa,FVa,GVa,HVa,IVa,NVa,PVa,IWa,CXa,IXa,JXa,KXa,LXa,QXa,SXa,J1a,Y1a,r2a,s2a,m6a,T5a,b3,f3,j3,n3,r3,v3,z3,D3,H3,L3,P3,T3,X3,$3,d4,h4,l4,p4,v4,z4,D4,L4,X4,$4,h5,q5,s5,Il,Ml,Ol,_l,fm,h7,Om,J8,L8,Bn,Dn,T8,gp,l9,up,Fp,Mp,Qp,Rp,ur,wr,xr,zr,Hga,Wr,bs,Ks,wt,yt,dv,rv,Cv,Jv,Nv,Ov,rx,tx,ux,wx,Ysb,Qwb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb,tSb];var yh=[uSb,x5];var zh=[vSb,y5,Iga,vSb];var Ah=[wSb,pUa,h2a,wSb];var Bh=[xSb,fga];var Ch=[ySb,jr,gx,ySb];var Dh=[zSb,Gga];var Eh=[ASb,Y6];var Fh=[BSb,L3a,pja,Zia,USa,VSa,ZSa,_Sa,aTa,cTa,mTa,oTa,pTa,uTa,zTa,WTa,ZTa,_Ta,hUa,jUa,kUa,yUa,hVa,iVa,mVa,nVa,pVa,rVa,BVa,DVa,EVa,JVa,OVa,WWa,kXa,lXa,pXa,qXa,sXa,uXa,EXa,GXa,HXa,MXa,RXa,O1a,R1a,S1a,$1a,b2a,c2a,q2a,r3a,I6a,e6a,K5a,mxb,tDb,LDb,BFb,HFb,lPb,uPb,IPb,D5,H5,Ql,Rl,Tl,$l,g7,lm,Km,I7,Qm,Vm,N8,O8,fp,k9,ip,sp,tp,y9,xp,zp,Ap,Bp,Cp,saa,Hp,Ip,Lp,Zaa,Np,Sp,Tp,Up,Vp,lq,Pq,Uq,Vq,Wq,Xq,Yq,Zq,_q,cr,dr,er,gr,ir,kr,lr,mr,nr,or,pr,qr,tr,zga,vr,Br,Cr,Kr,Lr,Nr,Pr,Xr,hs,Gs,Ms,Rs,cv,fv,pv,qv,uv,wv,xv,yv,zv,Ev,Fv,Iv,Kv,Pv,Qv,Rv,Sv,iw,Mw,Rw,Sw,Tw,Uw,Vw,Ww,Xw,$w,ax,bx,dx,fx,hx,ix,jx,kx,lx,mx,nx,qx,sx,yx,zx,Hx,oi,yxb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb,BSb];var Gh=[CSb,WSa,jVa,mXa];var Hh=[DSb,lUa,d2a,DSb];var Ih=[ESb,jTa,yVa,BXa,Sq,qga,Pw,ESb];var Jh=[FSb,fr,cx,FSb];var Kh=[GSb,Ll];var Lh=[HSb,r2,Qia,$ha,bTa,nTa,xTa,PTa,UTa,VTa,XTa,YTa,$Ta,aUa,bUa,cUa,dUa,fUa,gUa,uUa,BUa,qVa,CVa,MVa,tXa,FXa,PXa,H1a,M1a,N1a,P1a,Q1a,T1a,U1a,V1a,W1a,X1a,Z1a,_1a,m2a,t2a,kPb,tPb,HPb,S5,Im,Jm,Sm,Tm,Um,cp,j9,qp,s9,Dp,Ep,Jp,eba,Op,tba,Aba,Xp,Yp,aq,bq,cq,eq,fq,gq,hq,iq,jq,kq,sq,tq,uq,vq,wq,xq,zq,Aq,Cq,Dq,Eq,Fq,Gq,Hq,Iq,Kq,Mq,Oq,Zfa,Rq,sr,Es,Fs,Os,Ps,Qs,$u,nv,Av,Bv,Gv,Lv,Uv,Vv,Zv,_v,$v,bw,cw,dw,ew,fw,gw,hw,pw,qw,rw,sw,tw,uw,ww,xw,zw,Aw,Bw,Cw,Dw,Ew,Fw,Hw,Jw,Lw,Ow,px,Bha,YDa,ZDa,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb,HSb];var Mh=[ISb,el,gl,ISb];var Nh=[JSb,dl,hl,JSb];var Oh=[KSb,STa,K1a,KSb];var Ph=[LSb,Pl,ega,LSb];var Qh=[MSb,iga];var Rh=[NSb,Ul,Qr,NSb];var Sh=[OSb,C5];var Th=[PSb,lTa,wTa,rUa,wUa,w2a,x2a,AVa,LVa,DXa,OXa,j2a,o2a,q3a,lxb,sDb,KDb,NKb,SKb,jPb,sPb,GPb,Sl,Vl,Wl,v7,V7,a8,Wm,Xm,Zm,h9,m9,maa,Laa,lba,Wp,Nba,qca,dq,mq,oq,Zda,yq,Bq,Lq,Nq,Qq,dga,yga,yr,Ar,Or,Rr,Sr,Ss,Ts,Vs,Tv,aw,jw,lw,vw,yw,Iw,Kw,Nw,vx,xx,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb,PSb];var Uh=[QSb,n5];var Vh=[RSb,m5];var Wh=[SSb,k6];var Xh=[TSb,vTa,iUa,KVa,NXa,a2a,Z5,u6,A6,Xl,s8,D8,an,Gba,$p,Ica,nq,pq,qq,rq,yea,Jq,Tfa,$q,ar,br,hr,Aga,Tr,Ys,Yv,kw,mw,nw,ow,Gw,Yw,Zw,_w,ex,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb,TSb];var Yh=[USb,G6,F8,_p,jca,Hda,xfa,gga,hga,pga,Xv,USb,USb,USb,USb,USb];var Zh=[VSb,xUa,p2a,Zp,dca,Wv,VSb,VSb];var _h=[WSb,Zba];var $h=[XSb,Sna,nBa,Ppb];var ai=[YSb,oUa,g2a,wp,tv,YSb,YSb,YSb];var bi=[ZSb,qUa,tUa,i2a,l2a,F9,rr,ox];var ci=[_Sb,mUa,e2a,_Sb];var di=[$Sb,Kp,xga,Hv];var ei=[aTb,Maa];var fi=[bTb,nUa,sUa,f2a,k2a,Pp,Mv,bTb];var gi=[cTb,sba];return{__GLOBAL__I_000101:PEb,__GLOBAL__sub_I_bind_cpp:vyb,__GLOBAL__sub_I_binding_cpp:Rla,__GLOBAL__sub_I_capping_geom_cpp:VAa,__GLOBAL__sub_I_clip_cpp:yib,__GLOBAL__sub_I_context_cpp:tjb,__GLOBAL__sub_I_create_cpp:CDa,__GLOBAL__sub_I_element_cpp:$tb,__GLOBAL__sub_I_embind_cpp:Cha,__GLOBAL__sub_I_geom_query_cpp:PDa,__GLOBAL__sub_I_glbuffermanager_cpp:_db,__GLOBAL__sub_I_group_cpp:KEa,__GLOBAL__sub_I_infos_cpp:kjb,__GLOBAL__sub_I_instance_cpp:Plb,__GLOBAL__sub_I_instance_cpp_3162:Jsb,__GLOBAL__sub_I_iostream_cpp:QEb,__GLOBAL__sub_I_net_command_cpp:Exb,__GLOBAL__sub_I_scene_iterator_cpp:erb,__GLOBAL__sub_I_state_cpp:Rvb,__GLOBAL__sub_I_svg_common_cpp:oqb,__GLOBAL__sub_I_traverse_cpp:Wjb,__GLOBAL__sub_I_web_client_cpp:Dha,___divdi3:UPb,___errno_location:hAb,___getTypeName:Zzb,___muldi3:WPb,___udivdi3:XPb,___uremdi3:YPb,_bitshift64Lshr:ZPb,_bitshift64Shl:_Pb,_emscripten_replace_memory:Lg,_free:$zb,_i64Add:QPb,_i64Subtract:RPb,_llvm_bswap_i32:$Pb,_llvm_round_f64:aQb,_main:Lha,_malloc:_zb,_memcpy:bQb,_memmove:cQb,_memset:dQb,_pthread_cond_broadcast:eQb,_pthread_mutex_lock:fQb,_pthread_mutex_unlock:gQb,_round:hQb,_roundf:iQb,_sbrk:jQb,dynCall_di:kQb,dynCall_dii:lQb,dynCall_i:mQb,dynCall_ii:nQb,dynCall_iid:oQb,dynCall_iii:pQb,dynCall_iiii:qQb,dynCall_iiiii:rQb,dynCall_iiiiid:sQb,dynCall_iiiiii:tQb,dynCall_iiiiiid:uQb,dynCall_iiiiiidi:vQb,dynCall_iiiiiii:wQb,dynCall_iiiiiiii:xQb,dynCall_iiiiiiiii:yQb,dynCall_iiiiiiiiiiiiiiid:zQb,dynCall_iiiiiiiiiiiiiiiid:AQb,dynCall_v:BQb,dynCall_vd:CQb,dynCall_vdd:DQb,dynCall_vddi:EQb,dynCall_vdi:FQb,dynCall_vi:GQb,dynCall_vid:HQb,dynCall_vidd:IQb,dynCall_viddd:JQb,dynCall_vidddiii:KQb,dynCall_viddi:LQb,dynCall_vidi:MQb,dynCall_vidiii:NQb,dynCall_vii:OQb,dynCall_viid:PQb,dynCall_viidd:QQb,dynCall_viiddd:RQb,dynCall_viiddi:SQb,dynCall_viidi:TQb,dynCall_viididididi:UQb,dynCall_viidii:VQb,dynCall_viidiii:WQb,dynCall_viii:XQb,dynCall_viiid:YQb,dynCall_viiidd:ZQb,dynCall_viiiddddi:_Qb,dynCall_viiiddi:$Qb,dynCall_viiidi:aRb,dynCall_viiididididi:bRb,dynCall_viiidii:cRb,dynCall_viiii:dRb,dynCall_viiiid:eRb,dynCall_viiiidddiiii:fRb,dynCall_viiiidi:gRb,dynCall_viiiidii:hRb,dynCall_viiiidiiii:iRb,dynCall_viiiii:jRb,dynCall_viiiiidd:kRb,dynCall_viiiiiddd:lRb,dynCall_viiiiiddi:mRb,dynCall_viiiiidi:nRb,dynCall_viiiiidii:oRb,dynCall_viiiiidiii:pRb,dynCall_viiiiidiiii:qRb,dynCall_viiiiii:rRb,dynCall_viiiiiidd:sRb,dynCall_viiiiiiddd:tRb,dynCall_viiiiiidiii:uRb,dynCall_viiiiiii:vRb,dynCall_viiiiiiii:wRb,dynCall_viiiiiiiii:xRb,dynCall_viiiiiiiiii:yRb,dynCall_viiiiiiiiiii:zRb,dynCall_viiiiiiiiiiii:ARb,dynCall_viiiiiiiiiiiii:BRb,dynCall_viiiiiiiiiiiiidddddi:CRb,dynCall_viiiiiiiiiiiiii:DRb,dynCall_viiiiiiiiiiiiiii:ERb,dynCall_viiiiiiiiiiiiiiii:FRb,dynCall_viiiiiiiiiiiiiiiii:GRb,establishStackSpace:ki,getTempRet0:ni,runPostSets:PPb,setTempRet0:mi,setThrew:li,stackAlloc:hi,stackRestore:ji,stackSave:ii}})
+
+
+// EMSCRIPTEN_END_ASM
+(e.Yb,e.Zb,buffer),Eb=e.__GLOBAL__I_000101=Y.__GLOBAL__I_000101,Hb=e.__GLOBAL__sub_I_bind_cpp=Y.__GLOBAL__sub_I_bind_cpp,Yb=e.__GLOBAL__sub_I_binding_cpp=Y.__GLOBAL__sub_I_binding_cpp,Xb=e.__GLOBAL__sub_I_capping_geom_cpp=Y.__GLOBAL__sub_I_capping_geom_cpp,Sb=e.__GLOBAL__sub_I_clip_cpp=Y.__GLOBAL__sub_I_clip_cpp,Qb=e.__GLOBAL__sub_I_context_cpp=Y.__GLOBAL__sub_I_context_cpp,Wb=e.__GLOBAL__sub_I_create_cpp=Y.__GLOBAL__sub_I_create_cpp,Kb=e.__GLOBAL__sub_I_element_cpp=
+Y.__GLOBAL__sub_I_element_cpp,Pb=e.__GLOBAL__sub_I_embind_cpp=Y.__GLOBAL__sub_I_embind_cpp,Vb=e.__GLOBAL__sub_I_geom_query_cpp=Y.__GLOBAL__sub_I_geom_query_cpp,Tb=e.__GLOBAL__sub_I_glbuffermanager_cpp=Y.__GLOBAL__sub_I_glbuffermanager_cpp,Ub=e.__GLOBAL__sub_I_group_cpp=Y.__GLOBAL__sub_I_group_cpp,Rb=e.__GLOBAL__sub_I_infos_cpp=Y.__GLOBAL__sub_I_infos_cpp,Ob=e.__GLOBAL__sub_I_instance_cpp=Y.__GLOBAL__sub_I_instance_cpp,Lb=e.__GLOBAL__sub_I_instance_cpp_3162=Y.__GLOBAL__sub_I_instance_cpp_3162,Gb=e.__GLOBAL__sub_I_iostream_cpp=
+Y.__GLOBAL__sub_I_iostream_cpp,Ib=e.__GLOBAL__sub_I_net_command_cpp=Y.__GLOBAL__sub_I_net_command_cpp,Mb=e.__GLOBAL__sub_I_scene_iterator_cpp=Y.__GLOBAL__sub_I_scene_iterator_cpp,Jb=e.__GLOBAL__sub_I_state_cpp=Y.__GLOBAL__sub_I_state_cpp,Nb=e.__GLOBAL__sub_I_svg_common_cpp=Y.__GLOBAL__sub_I_svg_common_cpp,Fb=e.__GLOBAL__sub_I_traverse_cpp=Y.__GLOBAL__sub_I_traverse_cpp,Zb=e.__GLOBAL__sub_I_web_client_cpp=Y.__GLOBAL__sub_I_web_client_cpp;e.___divdi3=Y.___divdi3;e.___errno_location=Y.___errno_location;
+var Ne=e.___getTypeName=Y.___getTypeName;e.___muldi3=Y.___muldi3;e.___udivdi3=Y.___udivdi3;e.___uremdi3=Y.___uremdi3;e._bitshift64Lshr=Y._bitshift64Lshr;e._bitshift64Shl=Y._bitshift64Shl;var eb=e._emscripten_replace_memory=Y._emscripten_replace_memory,Oe=e._free=Y._free;e._i64Add=Y._i64Add;e._i64Subtract=Y._i64Subtract;e._llvm_bswap_i32=Y._llvm_bswap_i32;e._llvm_round_f64=Y._llvm_round_f64;e._main=Y._main;var La=e._malloc=Y._malloc;e._memcpy=Y._memcpy;e._memmove=Y._memmove;e._memset=Y._memset;
+e._pthread_cond_broadcast=Y._pthread_cond_broadcast;e._pthread_mutex_lock=Y._pthread_mutex_lock;e._pthread_mutex_unlock=Y._pthread_mutex_unlock;e._round=Y._round;e._roundf=Y._roundf;e._sbrk=Y._sbrk;e.establishStackSpace=Y.establishStackSpace;e.getTempRet0=Y.getTempRet0;e.runPostSets=Y.runPostSets;e.setTempRet0=Y.setTempRet0;e.setThrew=Y.setThrew;var ea=e.stackAlloc=Y.stackAlloc,fa=e.stackRestore=Y.stackRestore,ca=e.stackSave=Y.stackSave;e.dynCall_di=Y.dynCall_di;e.dynCall_dii=Y.dynCall_dii;
+e.dynCall_i=Y.dynCall_i;e.dynCall_ii=Y.dynCall_ii;e.dynCall_iid=Y.dynCall_iid;e.dynCall_iii=Y.dynCall_iii;e.dynCall_iiii=Y.dynCall_iiii;e.dynCall_iiiii=Y.dynCall_iiiii;e.dynCall_iiiiid=Y.dynCall_iiiiid;e.dynCall_iiiiii=Y.dynCall_iiiiii;e.dynCall_iiiiiid=Y.dynCall_iiiiiid;e.dynCall_iiiiiidi=Y.dynCall_iiiiiidi;e.dynCall_iiiiiii=Y.dynCall_iiiiiii;e.dynCall_iiiiiiii=Y.dynCall_iiiiiiii;e.dynCall_iiiiiiiii=Y.dynCall_iiiiiiiii;e.dynCall_iiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiid;
+e.dynCall_iiiiiiiiiiiiiiiid=Y.dynCall_iiiiiiiiiiiiiiiid;e.dynCall_v=Y.dynCall_v;e.dynCall_vd=Y.dynCall_vd;e.dynCall_vdd=Y.dynCall_vdd;e.dynCall_vddi=Y.dynCall_vddi;e.dynCall_vdi=Y.dynCall_vdi;e.dynCall_vi=Y.dynCall_vi;e.dynCall_vid=Y.dynCall_vid;e.dynCall_vidd=Y.dynCall_vidd;e.dynCall_viddd=Y.dynCall_viddd;e.dynCall_vidddiii=Y.dynCall_vidddiii;e.dynCall_viddi=Y.dynCall_viddi;e.dynCall_vidi=Y.dynCall_vidi;e.dynCall_vidiii=Y.dynCall_vidiii;e.dynCall_vii=Y.dynCall_vii;e.dynCall_viid=Y.dynCall_viid;
+e.dynCall_viidd=Y.dynCall_viidd;e.dynCall_viiddd=Y.dynCall_viiddd;e.dynCall_viiddi=Y.dynCall_viiddi;e.dynCall_viidi=Y.dynCall_viidi;e.dynCall_viididididi=Y.dynCall_viididididi;e.dynCall_viidii=Y.dynCall_viidii;e.dynCall_viidiii=Y.dynCall_viidiii;e.dynCall_viii=Y.dynCall_viii;e.dynCall_viiid=Y.dynCall_viiid;e.dynCall_viiidd=Y.dynCall_viiidd;e.dynCall_viiiddddi=Y.dynCall_viiiddddi;e.dynCall_viiiddi=Y.dynCall_viiiddi;e.dynCall_viiidi=Y.dynCall_viiidi;e.dynCall_viiididididi=Y.dynCall_viiididididi;
+e.dynCall_viiidii=Y.dynCall_viiidii;e.dynCall_viiii=Y.dynCall_viiii;e.dynCall_viiiid=Y.dynCall_viiiid;e.dynCall_viiiidddiiii=Y.dynCall_viiiidddiiii;e.dynCall_viiiidi=Y.dynCall_viiiidi;e.dynCall_viiiidii=Y.dynCall_viiiidii;e.dynCall_viiiidiiii=Y.dynCall_viiiidiiii;e.dynCall_viiiii=Y.dynCall_viiiii;e.dynCall_viiiiidd=Y.dynCall_viiiiidd;e.dynCall_viiiiiddd=Y.dynCall_viiiiiddd;e.dynCall_viiiiiddi=Y.dynCall_viiiiiddi;e.dynCall_viiiiidi=Y.dynCall_viiiiidi;e.dynCall_viiiiidii=Y.dynCall_viiiiidii;
+e.dynCall_viiiiidiii=Y.dynCall_viiiiidiii;e.dynCall_viiiiidiiii=Y.dynCall_viiiiidiiii;e.dynCall_viiiiii=Y.dynCall_viiiiii;e.dynCall_viiiiiidd=Y.dynCall_viiiiiidd;e.dynCall_viiiiiiddd=Y.dynCall_viiiiiiddd;e.dynCall_viiiiiidiii=Y.dynCall_viiiiiidiii;e.dynCall_viiiiiii=Y.dynCall_viiiiiii;e.dynCall_viiiiiiii=Y.dynCall_viiiiiiii;e.dynCall_viiiiiiiii=Y.dynCall_viiiiiiiii;e.dynCall_viiiiiiiiii=Y.dynCall_viiiiiiiiii;e.dynCall_viiiiiiiiiii=Y.dynCall_viiiiiiiiiii;e.dynCall_viiiiiiiiiiii=Y.dynCall_viiiiiiiiiiii;
+e.dynCall_viiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiidddddi=Y.dynCall_viiiiiiiiiiiiidddddi;e.dynCall_viiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiii;e.dynCall_viiiiiiiiiiiiiiiii=Y.dynCall_viiiiiiiiiiiiiiiii;e.asm=Y;e.getMemory=function(a){return wa?pb?La(a):ya(a):ua(a)};e.addRunDependency=yb;e.removeRunDependency=zb;e.FS_createFolder=md;e.FS_createPath=nd;
+e.FS_createDataFile=pd;e.FS_createPreloadedFile=ud;e.FS_createLazyFile=td;e.FS_createLink=rd;e.FS_createDevice=qd;e.FS_unlink=cd;
+if(Ab)if((String.prototype.startsWith?Ab.startsWith(Cb):0===Ab.indexOf(Cb))||("function"===typeof e.locateFile?Ab=e.locateFile(Ab):e.memoryInitializerPrefixURL&&(Ab=e.memoryInitializerPrefixURL+Ab)),na||oa){var ch=e.readBinary(Ab);u.set(ch,8)}else{var eh=function(){e.readAsync(Ab,dh,function(){throw"could not load memory initializer "+Ab;})};yb();var dh=function(a){a.byteLength&&(a=new Uint8Array(a));u.set(a,8);e.memoryInitializerRequest&&delete e.memoryInitializerRequest.response;zb()},fh=ra(Ab);
+if(fh)dh(fh.buffer);else if(e.memoryInitializerRequest){var gh=function(){var a=e.memoryInitializerRequest,b=a.response;if(200!==a.status&&0!==a.status)if(b=ra(e.memoryInitializerRequestURL))b=b.buffer;else{console.warn("a problem seems to have happened with Module.memoryInitializerRequest, status: "+a.status+", retrying "+Ab);eh();return}dh(b)};e.memoryInitializerRequest.response?setTimeout(gh,0):e.memoryInitializerRequest.addEventListener("load",gh)}else eh()}
+function sa(a){this.name="ExitStatus";this.message="Program terminated with exit("+a+")";this.status=a}sa.prototype=Error();sa.prototype.constructor=sa;xb=function hh(){e.calledRun||ih();e.calledRun||(xb=hh)};
+e.callMain=function(a){a=a||[];pb||(pb=!0,hb(lb));var b=a.length+1,c=ea(4*(b+1));v[c>>2]=Qa(e.thisProgram);for(var d=1;d<b;d++)v[(c>>2)+d]=Qa(a[d-1]);v[(c>>2)+b]=0;try{var f=e._main(b,c,0);jh(f,!0)}catch(g){g instanceof sa||("SimulateInfiniteLoop"==g?e.noExitRuntime=!0:((a=g)&&"object"===typeof g&&g.stack&&(a=[g,g.stack]),e.printErr("exception thrown: "+a),e.quit(1,g)))}finally{}};
+function ih(a){function b(){if(!e.calledRun&&(e.calledRun=!0,!Ha)){pb||(pb=!0,hb(lb));hb(mb);if(e.onRuntimeInitialized)e.onRuntimeInitialized();e._main&&kh&&e.callMain(a);if(e.postRun)for("function"==typeof e.postRun&&(e.postRun=[e.postRun]);e.postRun.length;){var b=e.postRun.shift();ob.unshift(b)}hb(ob)}}a=a||e.arguments;if(!(0<vb)){if(e.preRun)for("function"==typeof e.preRun&&(e.preRun=[e.preRun]);e.preRun.length;)qb();hb(ib);0<vb||e.calledRun||(e.setStatus?(e.setStatus("Running..."),setTimeout(function(){setTimeout(function(){e.setStatus("")},
+1);b()},1)):b())}}e.run=ih;function jh(a,b){if(!b||!e.noExitRuntime||0!==a){if(!e.noExitRuntime&&(Ha=!0,bb=void 0,hb(nb),e.onExit))e.onExit(a);na&&process.exit(a);e.quit(a,new sa(a))}}e.exit=jh;function Ia(a){if(e.onAbort)e.onAbort(a);void 0!==a?(e.print(a),e.printErr(a),a=JSON.stringify(a)):a="";Ha=!0;throw"abort("+a+"). Build with -s ASSERTIONS=1 for more info.";}e.abort=Ia;if(e.preInit)for("function"==typeof e.preInit&&(e.preInit=[e.preInit]);0<e.preInit.length;)e.preInit.pop()();var kh=!0;
+e.noInitialRun&&(kh=!1);e.noExitRuntime=!0;ih();
+
+
+	};
+
+	var catchExceptions = function (name, func) {
+		return function () {
+			try {
+				func.apply(this, arguments);
+			} catch (e) {
+				console.log("Unhandled exception in " + name + "():");
+				console.log(e);
+			}
+		};
+	};
+
+	var getElement = function (id) {
+		if (typeof id !== "string")
+			return id;
+		return document.getElementById (id);
+	};
+
+	var core_pool = [];
+
+	var getAvailableCore = function () {
+		for (var i = 0; i < core_pool.length; ++i) {
+			if (core_pool[i].$$available) {
+				return core_pool[i];
+			}
+		}
+		return null;
+	};
+
+	var enginePath;
+	if (_SC) {
+		enginePath = _SC._enginePath;
+	}
+
+	// used by Emscripten to find .wasm file
+	var locateFile = function (path) {
+		if (enginePath) {
+			return enginePath + "/" + path;
+		}
+		return path;
+	};
+
+	var createInstance = function (args) {
+		var facade;
+		if (args.isWrapper) {
+			// populate same instance object returned from engine-loader.js
+			facade = args.base;
+			args = args.args;
+		} else {
+			facade = {};
+		}
+
+		var container = getElement (args.container);
+		if (! container)
+			throw new TypeError ("'container' argument is missing or invalid");
+		facade.container = container;
+
+		var core = getAvailableCore ();
+		var core_is_new = ! core;
+
+		// provides reference point for absolute position
+		var sub_container = document.createElement ("div");
+		sub_container.setAttribute ("style", "position: relative; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+		if (core_is_new) {
+			core = {
+				$$available: false,
+				locateFile: locateFile,
+			};
+			core_pool.push (core);
+
+			core.callAfterMap = {
+				index: 0,
+				indexedWrappers: {},
+			};
+
+			// wraps canvas and SSR elements
+			var wrapper = document.createElement ("div");
+			wrapper.setAttribute ("style", "position: absolute; overflow: hidden; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			var canvas = document.createElement ("canvas");
+			canvas.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+
+			core.canvas = canvas;
+			core.$$wrapper = wrapper;
+		} else {
+			core.$$available = false;
+		}
+
+		core.canvas.style.display = "";
+		core.$$wrapper.appendChild (core.canvas);
+
+		// facade will only call core functions if it matches core.$$facade
+		core.$$facade = facade;
+		core.$$onReady = catchExceptions("onReady", function () {
+			var onReady = args.onReady ? args.onReady : args.on_ready;
+			if (typeof onReady === "function") {
+				onReady(facade);
+			}
+		});
+		if (typeof args.onError === "function") {
+			// XXX after abort() is called, this core cannot be reused
+			core.onAbort = catchExceptions("onError", function (message) {
+				// avoid presenting cryptic Emscripten errors as our own
+				args.onError("fatal error: see console");
+			});
+		}
+
+		// sits on top of wrapper, preventing wrapper and children from receiving input events
+		var event_blocker = document.createElement ("div");
+		event_blocker.setAttribute ("style", "position: absolute; top: 0; left: 0; width: 100%; height: 100%; padding: 0; margin: 0; border: 0;");
+		event_blocker.onmousedown = function (e) { e.preventDefault (); }; // prevent cursor change on drag
+		event_blocker.oncontextmenu = function (e) { e.preventDefault (); };
+
+		sub_container.appendChild (core.$$wrapper);
+		sub_container.appendChild (event_blocker);
+		container.innerHTML = "";
+		container.appendChild (sub_container);
+
+		if (core_is_new) {
+			createInstanceImpl.call (core);
+		} else {
+			setTimeout (function () { core.$$setReady (); });
+		}
+
+		return facade;
+	};
+
+	// process deferred calls to createInstance() from engine-loader.js
+	(function () {
+		if (typeof _SC !== "undefined" && Array.isArray (_SC._deferredInstances))
+			for (var i = 0; i < _SC._deferredInstances.length; i++)
+				createInstance (_SC._deferredInstances[i]);
+	})();
+
+	return {
+		createInstance: createInstance
+	};
+})();
+
+
+(function(m,r,R,S,E,L){function Ka(a,b,c,d,e){return ha(a,a,c,d,b,a.defaultView.pageXOffset,a.defaultView.pageYOffset).then(function(f){q("Document cloned");var g="data-html2canvas-node"+e,h="["+g+"='"+e+"']";a.querySelector(h).removeAttribute(g);var g=f.contentWindow,k=g.document.querySelector(h);return("function"===typeof b.onclone?Promise.resolve(b.onclone(g.document)):Promise.resolve(!0)).then(function(){return ia(k,f,b,c,d)})})}function ia(a,b,c,d,e){var f=b.contentWindow,g=new T(f.document),
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+this.options.allowTaint||this.isSVG(a)?new ba(a,!1):this.support.cors&&!this.options.allowTaint&&this.options.useCORS?new ba(a,!0):this.options.proxy?new kb(a,this.options.proxy):new M(a):new A(a)):"linear-gradient"===a.method?new V(a):"gradient"===a.method?new Fa(a):"svg"===a.method?new Ea(a.args[0],this.support.svg):"IFRAME"===a.method?new qa(a.args[0],this.isSameOrigin(a.args[0].src),this.options):new M(a)};u.prototype.isSVG=function(a){return"svg"===a.substring(a.length-3).toLowerCase()||A.prototype.isInline(a)};
+u.prototype.imageExists=function(a,b){return a.some(function(a){return a.src===b})};u.prototype.isSameOrigin=function(a){return this.getOrigin(a)===this.origin};u.prototype.getOrigin=function(a){var b=this.link||(this.link=r.createElement("a"));b.href=a;b.href=b.href;return b.protocol+b.hostname+b.port};u.prototype.getPromise=function(a){return this.timeout(a,this.options.imageTimeout)["catch"](function(){return(new M(a.src)).promise.then(function(b){a.image=b})})};u.prototype.get=function(a){var b=
+null;return this.images.some(function(c){return(b=c).src===a})?b:null};u.prototype.fetch=function(a){this.images=a.reduce(X(this.findBackgroundImage,this),this.findImages(a));this.images.forEach(function(a,c){a.promise.then(function(){q("Succesfully loaded image #"+(c+1),a)},function(d){q("Failed loading image #"+(c+1),a,d)})});this.ready=Promise.all(this.images.map(this.getPromise,this));q("Finished searching images");return this};u.prototype.timeout=function(a,b){var c,d=Promise.race([a.promise,
+new Promise(function(d,f){c=setTimeout(function(){q("Timed out loading image",a);f(a)},b)})]).then(function(a){clearTimeout(c);return a});d["catch"](function(){clearTimeout(c)});return d};V.prototype=Object.create(N.prototype);V.prototype.stepRegExp=/((?:rgb|rgba)\(\d{1,3},\s\d{1,3},\s\d{1,3}(?:,\s[0-9\.]+)?\))\s*(\d{1,3})?(%|px)?/;l.prototype.cloneTo=function(a){a.visible=this.visible;a.borders=this.borders;a.bounds=this.bounds;a.clip=this.clip;a.backgroundClip=this.backgroundClip;a.computedStyles=
+this.computedStyles;a.styles=this.styles;a.backgroundImages=this.backgroundImages;a.opacity=this.opacity};l.prototype.getOpacity=function(){return null===this.opacity?this.opacity=this.cssFloat("opacity"):this.opacity};l.prototype.assignStack=function(a){this.stack=a;a.children.push(this)};l.prototype.isElementVisible=function(){return this.node.nodeType===Node.TEXT_NODE?this.parent.visible:"none"!==this.css("display")&&"hidden"!==this.css("visibility")&&!this.node.hasAttribute("data-html2canvas-ignore")&&
+("INPUT"!==this.node.nodeName||"hidden"!==this.node.getAttribute("type"))};l.prototype.css=function(a){this.computedStyles||(this.computedStyles=this.isPseudoElement?this.parent.computedStyle(this.before?":before":":after"):this.computedStyle(null));return this.styles[a]||(this.styles[a]=this.computedStyles[a])};l.prototype.prefixedCss=function(a){var b=["webkit","moz","ms","o"],c=this.css(a);c===L&&b.some(function(b){c=this.css(b+a.substr(0,1).toUpperCase()+a.substr(1));return c!==L},this);return c===
+L?null:c};l.prototype.computedStyle=function(a){return this.node.ownerDocument.defaultView.getComputedStyle(this.node,a)};l.prototype.cssInt=function(a){a=parseInt(this.css(a),10);return isNaN(a)?0:a};l.prototype.color=function(a){return this.colors[a]||(this.colors[a]=new t(this.css(a)))};l.prototype.cssFloat=function(a){a=parseFloat(this.css(a));return isNaN(a)?0:a};l.prototype.fontWeight=function(){var a=this.css("fontWeight");switch(parseInt(a,10)){case 401:a="bold";break;case 400:a="normal"}return a};
+l.prototype.parseClip=function(){var a=this.css("clip").match(this.CLIP);return a?{top:parseInt(a[1],10),right:parseInt(a[2],10),bottom:parseInt(a[3],10),left:parseInt(a[4],10)}:null};l.prototype.parseBackgroundImages=function(){return this.backgroundImages||(this.backgroundImages=ra(this.css("backgroundImage")))};l.prototype.cssList=function(a,b){var c=(this.css(a)||"").split(","),c=c[b||0]||c[0]||"auto",c=c.trim().split(" ");1===c.length&&(c=[c[0],c[0]]);return c};l.prototype.parseBackgroundSize=
+function(a,b,c){c=this.cssList("backgroundSize",c);var d;if(W(c[0]))d=a.width*parseFloat(c[0])/100;else{if(/contain|cover/.test(c[0]))return b=b.width/b.height,a.width/a.height<b^"contain"===c[0]?{width:a.height*b,height:a.height}:{width:a.width,height:a.width/b};d=parseInt(c[0],10)}a="auto"===c[0]&&"auto"===c[1]?b.height:"auto"===c[1]?d/b.width*b.height:W(c[1])?a.height*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(d=a/b.height*b.width);return{width:d,height:a}};l.prototype.parseBackgroundPosition=
+function(a,b,c,d){c=this.cssList("backgroundPosition",c);var e;e=W(c[0])?(a.width-(d||b).width)*(parseFloat(c[0])/100):parseInt(c[0],10);a="auto"===c[1]?e/b.width*b.height:W(c[1])?(a.height-(d||b).height)*parseFloat(c[1])/100:parseInt(c[1],10);"auto"===c[0]&&(e=a/b.height*b.width);return{left:e,top:a}};l.prototype.parseBackgroundRepeat=function(a){return this.cssList("backgroundRepeat",a)[0]};l.prototype.parseTextShadows=function(){var a=this.css("textShadow"),b=[];if(a&&"none"!==a)for(var a=a.match(this.TEXT_SHADOW_PROPERTY),
+c=0;a&&c<a.length;c++){var d=a[c].match(this.TEXT_SHADOW_VALUES);b.push({color:new t(d[0]),offsetX:d[1]?parseFloat(d[1].replace("px","")):0,offsetY:d[2]?parseFloat(d[2].replace("px","")):0,blur:d[3]?d[3].replace("px",""):0})}return b};l.prototype.parseTransform=function(){if(!this.transformData)if(this.hasTransform()){var a=this.parseBounds(),b=this.prefixedCss("transformOrigin").split(" ").map(Wa).map(Xa);b[0]+=a.left;b[1]+=a.top;this.transformData={origin:b,matrix:this.parseTransformMatrix()}}else this.transformData=
+{origin:[0,0],matrix:[1,0,0,1,0,0]};return this.transformData};l.prototype.parseTransformMatrix=function(){if(!this.transformMatrix){var a=this.prefixedCss("transform");this.transformMatrix=(a=a?Va(a.match(this.MATRIX_PROPERTY)):null)?a:[1,0,0,1,0,0]}return this.transformMatrix};l.prototype.parseBounds=function(){return this.bounds||(this.bounds=this.hasTransform()?ca(this.node):U(this.node))};l.prototype.hasTransform=function(){return"1,0,0,1,0,0"!==this.parseTransformMatrix().join(",")||this.parent&&
+this.parent.hasTransform()};l.prototype.getValue=function(){var a=this.node.value||"";"SELECT"===this.node.tagName?(a=this.node,a=(a=a.options[a.selectedIndex||0])?a.text||"":""):"password"===this.node.type&&(a=Array(a.length+1).join("\u2022"));return 0===a.length?this.node.placeholder||"":a};l.prototype.MATRIX_PROPERTY=/(matrix)\((.+)\)/;l.prototype.TEXT_SHADOW_PROPERTY=/((rgba|rgb)\([^\)]+\)(\s-?\d+px){0,})/g;l.prototype.TEXT_SHADOW_VALUES=/(-?\d+px)|(#.+)|(rgb\(.+\))|(rgba\(.+\))/g;l.prototype.CLIP=
+/^rect\((\d+)px,? (\d+)px,? (\d+)px,? (\d+)px\)$/;n.prototype.calculateOverflowClips=function(){this.nodes.forEach(function(a){if(O(a)){!0===a.isPseudoElement&&a.appendToDOM();a.borders=this.parseBorders(a);var b="hidden"===a.css("overflow")?[a.borders.clip]:[],c=a.parseClip();c&&-1!==["absolute","fixed"].indexOf(a.css("position"))&&b.push([["rect",a.bounds.left+c.left,a.bounds.top+c.top,c.right-c.left,c.bottom-c.top]]);a.clip=a.parent&&a.parent.clip.length?a.parent.clip.concat(b):b;a.backgroundClip=
+"hidden"!==a.css("overflow")?a.clip.concat([a.borders.clip]):a.clip;!0===a.isPseudoElement&&a.cleanDOM()}else ea(a)&&(a.clip=a.parent&&a.parent.clip.length?a.parent.clip:[]);!0!==a.isPseudoElement&&(a.bounds=null)},this)};n.prototype.asyncRenderer=function(a,b,c){c=c||Date.now();this.paint(a[this.renderIndex++]);a.length===this.renderIndex?b():c+20>Date.now()?this.asyncRenderer(a,b,c):setTimeout(X(function(){this.asyncRenderer(a,b)},this),0)};n.prototype.createPseudoHideStyles=function(a){this.createStyles(a,
+"."+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+':before { content: "" !important; display: none !important; }.'+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER+':after { content: "" !important; display: none !important; }')};n.prototype.disableAnimations=function(a){this.createStyles(a,"* { -webkit-animation: none !important; -moz-animation: none !important; -o-animation: none !important; animation: none !important; -webkit-transition: none !important; -moz-transition: none !important; -o-transition: none !important; transition: none !important;}")};
+n.prototype.createStyles=function(a,b){var c=a.createElement("style");c.innerHTML=b;a.body.appendChild(c)};n.prototype.getPseudoElements=function(a){var b=[[a]];if(a.node.nodeType===Node.ELEMENT_NODE){var c=this.getPseudoElement(a,":before");a=this.getPseudoElement(a,":after");c&&b.push(c);a&&b.push(a)}return[].concat.apply([],b)};n.prototype.getPseudoElement=function(a,b){var c=a.computedStyle(b);if(!c||!c.content||"none"===c.content||"-moz-alt-content"===c.content||"none"===c.display)return null;
+var d,e=c.content,f=e.substr(0,1);d=f===e.substr(e.length-1)&&f.match(/'|"/)?e.substr(1,e.length-2):e;for(var g="url"===d.substr(0,3),e=r.createElement(g?"img":"html2canvaspseudoelement"),f=new v(e,a,b),h=c.length-1;0<=h;h--){var k=Ya(c.item(h));e.style[k]=c[k]}e.className=v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE+" "+v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER;if(g)return e.src=ra(d)[0].args[0],[f];c=r.createTextNode(d);e.appendChild(c);return[f,new I(c,f)]};n.prototype.getChildren=function(a){return[].concat.apply([],
+[].filter.call(a.node.childNodes,db).map(function(b){var c=[b.nodeType===Node.TEXT_NODE?new I(b,a):new l(b,a)].filter(gb);return b.nodeType===Node.ELEMENT_NODE&&c.length&&"TEXTAREA"!==b.tagName?c[0].isElementVisible()?c.concat(this.getChildren(c[0])):[]:c},this))};n.prototype.newStackingContext=function(a,b){var c=new G(b,a.getOpacity(),a.node,a.parent);a.cloneTo(c);(b?c.getParentStack(this):c.parent.stack).contexts.push(c);a.stack=c};n.prototype.createStackingContexts=function(){this.nodes.forEach(function(a){var b;
+if(b=O(a))(b=this.isRootElement(a)||1>a.getOpacity())||(b=a.css("position"),b="auto"!==(-1!==["absolute","relative","fixed"].indexOf(b)?a.css("zIndex"):"auto")),b=b||this.isBodyWithTransparentRoot(a)||a.hasTransform();b?this.newStackingContext(a,!0):O(a)&&(P(a)&&va(a)||-1!==["inline-block","inline-table"].indexOf(a.css("display"))||da(a))?this.newStackingContext(a,!1):a.assignStack(a.parent.stack)},this)};n.prototype.isBodyWithTransparentRoot=function(a){return"BODY"===a.node.nodeName&&a.parent.color("backgroundColor").isTransparent()};
+n.prototype.isRootElement=function(a){return null===a.parent};n.prototype.sortStackingContexts=function(a){a.contexts.sort(eb(a.contexts.slice(0)));a.contexts.forEach(this.sortStackingContexts,this)};n.prototype.parseTextBounds=function(a){return function(b,c,d){if("none"!==a.parent.css("textDecoration").substr(0,4)||0!==b.trim().length){if(this.support.rangeBounds&&!a.parent.hasTransform())return c=d.slice(0,c).join("").length,this.getRangeBounds(a.node,c,b.length);if(a.node&&"string"===typeof a.node.data)return b=
+a.node.splitText(b.length),c=this.getWrapperBounds(a.node,a.parent.hasTransform()),a.node=b,c}else if(!this.support.rangeBounds||a.parent.hasTransform())a.node=a.node.splitText(b.length);return{}}};n.prototype.getWrapperBounds=function(a,b){var c=a.ownerDocument.createElement("html2canvaswrapper"),d=a.parentNode,e=a.cloneNode(!0);c.appendChild(a.cloneNode(!0));d.replaceChild(c,a);var f=b?ca(c):U(c);d.replaceChild(e,c);return f};n.prototype.getRangeBounds=function(a,b,c){var d=this.range||(this.range=
+a.ownerDocument.createRange());d.setStart(a,b);d.setEnd(a,b+c);return d.getBoundingClientRect()};n.prototype.parse=function(a){var b=a.contexts.filter(Za),c=a.children.filter(O),d=c.filter(Q(da)),e=d.filter(Q(P)).filter(Q(wa)),c=c.filter(Q(P)).filter(da),f=d.filter(Q(P)).filter(wa),d=a.contexts.concat(d.filter(P)).filter(va),g=a.children.filter(ea).filter(ab);a=a.contexts.filter($a);b.concat(e).concat(c).concat(f).concat(d).concat(g).concat(a).forEach(function(a){this.renderQueue.push(a);a instanceof
+G&&(this.parse(a),this.renderQueue.push(new sa))},this)};n.prototype.paint=function(a){try{a instanceof sa?this.renderer.ctx.restore():ea(a)?(!0===a.parent.isPseudoElement&&a.parent.appendToDOM(),this.paintText(a),!0===a.parent.isPseudoElement&&a.parent.cleanDOM()):this.paintNode(a)}catch(b){if(q(b),this.options.strict)throw b;}};n.prototype.paintNode=function(a){a instanceof G&&(this.renderer.setOpacity(a.opacity),this.renderer.ctx.save(),a.hasTransform()&&this.renderer.setTransform(a.parseTransform()));
+"INPUT"===a.node.nodeName&&"checkbox"===a.node.type?this.paintCheckbox(a):"INPUT"===a.node.nodeName&&"radio"===a.node.type?this.paintRadio(a):this.paintElement(a)};n.prototype.paintElement=function(a){var b=a.parseBounds();this.renderer.clip(a.backgroundClip,function(){this.renderer.renderBackground(a,b,a.borders.borders.map(fb))},this);this.renderer.clip(a.clip,function(){this.renderer.renderBorders(a.borders.borders)},this);this.renderer.clip(a.backgroundClip,function(){switch(a.node.nodeName){case "svg":case "IFRAME":var c=
+this.images.get(a.node);c?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <"+a.node.nodeName+">",a.node);break;case "IMG":(c=this.images.get(a.node.src))?this.renderer.renderImage(a,b,a.borders,c):q("Error loading <img>",a.node.src);break;case "CANVAS":this.renderer.renderImage(a,b,a.borders,{image:a.node});break;case "SELECT":case "INPUT":case "TEXTAREA":this.paintFormValue(a)}},this)};n.prototype.paintCheckbox=function(a){var b=a.parseBounds(),c=Math.min(b.width,b.height),d={width:c-
+1,height:c-1,top:b.top,left:b.left},b=[3,3],e=[b,b,b,b],f=[1,1,1,1].map(function(a){return{color:new t("#A5A5A5"),width:a}}),g=ua(d,e,f);this.renderer.clip(a.backgroundClip,function(){this.renderer.rectangle(d.left+1,d.top+1,d.width-2,d.height-2,new t("#DEDEDE"));this.renderer.renderBorders(ta(f,d,g,e));a.node.checked&&(this.renderer.font(new t("#424242"),"normal","normal","bold",c-3+"px","arial"),this.renderer.text("\u2714",d.left+c/6,d.top+c-1))},this)};n.prototype.paintRadio=function(a){var b=
+a.parseBounds(),c=Math.min(b.width,b.height)-2;this.renderer.clip(a.backgroundClip,function(){this.renderer.circleStroke(b.left+1,b.top+1,c,new t("#DEDEDE"),1,new t("#A5A5A5"));a.node.checked&&this.renderer.circle(Math.ceil(b.left+c/4)+1,Math.ceil(b.top+c/4)+1,Math.floor(c/2),new t("#424242"))},this)};n.prototype.paintFormValue=function(a){var b=a.getValue();if(0<b.length){var c=a.node.ownerDocument,d=c.createElement("html2canvaswrapper");"lineHeight textAlign fontFamily fontWeight fontSize color paddingLeft paddingTop paddingRight paddingBottom width height borderLeftStyle borderTopStyle borderLeftWidth borderTopWidth boxSizing whiteSpace wordWrap".split(" ").forEach(function(b){try{d.style[b]=
+a.css(b)}catch(c){q("html2canvas: Parse: Exception caught in renderFormValue: "+c.message)}});var e=a.parseBounds();d.style.position="fixed";d.style.left=e.left+"px";d.style.top=e.top+"px";d.textContent=b;c.body.appendChild(d);this.paintText(new I(d.firstChild,a));c.body.removeChild(d)}};n.prototype.paintText=function(a){a.applyTextTransform();var b=m.html2canvas.punycode.ucs2.decode(a.node.data),c=this.options.letterRendering&&!/^(normal|none|0px)$/.test(a.parent.css("letterSpacing"))||/[^\u0000-\u00ff]/.test(a.node.data)?
+b.map(function(a){return m.html2canvas.punycode.ucs2.encode([a])}):hb(b),b=a.parent.fontWeight(),d=a.parent.css("fontSize"),e=a.parent.css("fontFamily"),f=a.parent.parseTextShadows();this.renderer.font(a.parent.color("color"),a.parent.css("fontStyle"),a.parent.css("fontVariant"),b,d,e);f.length?this.renderer.fontShadow(f[0].color,f[0].offsetX,f[0].offsetY,f[0].blur):this.renderer.clearShadow();this.renderer.clip(a.parent.clip,function(){c.map(this.parseTextBounds(a),this).forEach(function(b,f){b&&
+(this.renderer.text(c[f],b.left,b.bottom),this.renderTextDecoration(a.parent,b,this.fontMetrics.getMetrics(e,d)))},this)},this)};n.prototype.renderTextDecoration=function(a,b,c){switch(a.css("textDecoration").split(" ")[0]){case "underline":this.renderer.rectangle(b.left,Math.round(b.top+c.baseline+c.lineWidth),b.width,1,a.color("color"));break;case "overline":this.renderer.rectangle(b.left,Math.round(b.top),b.width,1,a.color("color"));break;case "line-through":this.renderer.rectangle(b.left,Math.ceil(b.top+
+c.middle+c.lineWidth),b.width,1,a.color("color"))}};var Ja={inset:[["darken",.6],["darken",.1],["darken",.1],["darken",.6]]};n.prototype.parseBorders=function(a){var b=a.parseBounds(),c=bb(a),d=["Top","Right","Bottom","Left"].map(function(b,c){var d=a.css("border"+b+"Style"),e=a.color("border"+b+"Color");"inset"===d&&e.isBlack()&&(e=new t([255,255,255,e.a]));d=Ja[d]?Ja[d][c]:null;return{width:a.cssInt("border"+b+"Width"),color:d?e[d[0]](d[1]):e,args:null}}),e=ua(b,c,d);return{clip:this.parseBackgroundClip(a,
+e,d,c,b),borders:ta(d,b,e,c)}};n.prototype.parseBackgroundClip=function(a,b,c,d,e){var f=[];switch(a.css("backgroundClip")){case "content-box":case "padding-box":D(f,d[0],d[1],b.topLeftInner,b.topRightInner,e.left+c[3].width,e.top+c[0].width);D(f,d[1],d[2],b.topRightInner,b.bottomRightInner,e.left+e.width-c[1].width,e.top+c[0].width);D(f,d[2],d[3],b.bottomRightInner,b.bottomLeftInner,e.left+e.width-c[1].width,e.top+e.height-c[2].width);D(f,d[3],d[0],b.bottomLeftInner,b.topLeftInner,e.left+c[3].width,
+e.top+e.height-c[2].width);break;default:D(f,d[0],d[1],b.topLeftOuter,b.topRightOuter,e.left,e.top),D(f,d[1],d[2],b.topRightOuter,b.bottomRightOuter,e.left+e.width,e.top),D(f,d[2],d[3],b.bottomRightOuter,b.bottomLeftOuter,e.left+e.width,e.top+e.height),D(f,d[3],d[0],b.bottomLeftOuter,b.topLeftOuter,e.left,e.top+e.height)}return f};var jb=0,ya="withCredentials"in new XMLHttpRequest,Da="crossOrigin"in new Image;v.prototype.cloneTo=function(a){v.prototype.cloneTo.call(this,a);a.isPseudoElement=!0;a.before=
+this.before};v.prototype=Object.create(l.prototype);v.prototype.appendToDOM=function(){this.before?this.parent.node.insertBefore(this.node,this.parent.node.firstChild):this.parent.node.appendChild(this.node);this.parent.node.className+=" "+this.getHideClass()};v.prototype.cleanDOM=function(){this.node.parentNode.removeChild(this.node);this.parent.node.className=this.parent.node.className.replace(this.getHideClass(),"")};v.prototype.getHideClass=function(){return this["PSEUDO_HIDE_ELEMENT_CLASS_"+
+(this.before?"BEFORE":"AFTER")]};v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_BEFORE="___html2canvas___pseudoelement_before";v.prototype.PSEUDO_HIDE_ELEMENT_CLASS_AFTER="___html2canvas___pseudoelement_after";x.prototype.renderImage=function(a,b,c,d){var e=a.cssInt("paddingLeft"),f=a.cssInt("paddingTop"),g=a.cssInt("paddingRight");a=a.cssInt("paddingBottom");c=c.borders;g=b.width-(c[1].width+c[3].width+e+g);a=b.height-(c[0].width+c[2].width+f+a);this.drawImage(d,0,0,d.image.width||g,d.image.height||a,b.left+
+e+c[3].width,b.top+f+c[0].width,g,a)};x.prototype.renderBackground=function(a,b,c){0<b.height&&0<b.width&&(this.renderBackgroundColor(a,b),this.renderBackgroundImage(a,b,c))};x.prototype.renderBackgroundColor=function(a,b){var c=a.color("backgroundColor");c.isTransparent()||this.rectangle(b.left,b.top,b.width,b.height,c)};x.prototype.renderBorders=function(a){a.forEach(this.renderBorder,this)};x.prototype.renderBorder=function(a){a.color.isTransparent()||null===a.args||this.drawShape(a.args,a.color)};
+x.prototype.renderBackgroundImage=function(a,b,c){a.parseBackgroundImages().reverse().forEach(function(d,e,f){switch(d.method){case "url":var g=this.images.get(d.args[0]);g?this.renderBackgroundRepeating(a,b,g,f.length-(e+1),c):q("Error loading background-image",d.args[0]);break;case "linear-gradient":case "gradient":(e=this.images.get(d.value))?this.renderBackgroundGradient(e,b,c):q("Error loading background-image",d.args[0]);break;case "none":break;default:q("Unknown background-image type",d.args[0])}},
+this)};x.prototype.renderBackgroundRepeating=function(a,b,c,d,e){var f=a.parseBackgroundSize(b,c.image,d),g=a.parseBackgroundPosition(b,c.image,d,f);switch(a.parseBackgroundRepeat(d)){case "repeat-x":case "repeat no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+e[3],b.top+g.top+e[0],99999,f.height,e);break;case "repeat-y":case "no-repeat repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+e[3],b.top+e[0],f.width,99999,e);break;case "no-repeat":this.backgroundRepeatShape(c,g,f,b,b.left+g.left+
+e[3],b.top+g.top+e[0],f.width,f.height,e);break;default:this.renderBackgroundRepeat(c,g,f,{top:b.top,left:b.left},e[3],e[0])}};G.prototype=Object.create(l.prototype);G.prototype.getParentStack=function(a){var b=this.parent?this.parent.stack:null;return b?b.ownStacking?b:b.getParentStack(a):a.stack};T.prototype.testRangeBounds=function(a){var b,c,d=!1;a.createRange&&(b=a.createRange(),b.getBoundingClientRect&&(c=a.createElement("boundtest"),c.style.height="123px",c.style.display="block",a.body.appendChild(c),
+b.selectNode(c),b=b.getBoundingClientRect(),b=b.height,123===b&&(d=!0),a.body.removeChild(c)));return d};T.prototype.testCORS=function(){return"undefined"!==typeof(new Image).crossOrigin};T.prototype.testSVG=function(){var a=new Image,b=r.createElement("canvas"),c=b.getContext("2d");a.src="data:image/svg+xml,<svg xmlns='http://www.w3.org/2000/svg'></svg>";try{c.drawImage(a,0,0),b.toDataURL()}catch(d){return!1}return!0};A.prototype.hasFabric=function(){return html2canvas.fabric?Promise.resolve():Promise.reject(Error("html2canvas.svg.js is not loaded, cannot render svg"))};
+A.prototype.inlineFormatting=function(a){return/^data:image\/svg\+xml;base64,/.test(a)?this.decode64(this.removeContentType(a)):this.removeContentType(a)};A.prototype.removeContentType=function(a){return a.replace(/^data:image\/svg\+xml(;base64)?,/,"")};A.prototype.isInline=function(a){return/^data:image\/svg\+xml/i.test(a)};A.prototype.createCanvas=function(a){var b=this;return function(c,d){var e=new html2canvas.fabric.StaticCanvas("c");b.image=e.lowerCanvasEl;e.setWidth(d.width).setHeight(d.height).add(html2canvas.fabric.util.groupSVGElements(c,
+d)).renderAll();a(e.lowerCanvasEl)}};A.prototype.decode64=function(a){return"function"===typeof m.atob?m.atob(a):Ca(a)};Ea.prototype=Object.create(A.prototype);I.prototype=Object.create(l.prototype);I.prototype.applyTextTransform=function(){this.node.data=this.transform(this.parent.css("textTransform"))};I.prototype.transform=function(a){var b=this.node.data;switch(a){case "lowercase":return b.toLowerCase();case "capitalize":return b.replace(/(^|\s|:|-|\(|\))([a-z])/g,lb);case "uppercase":return b.toUpperCase();
+default:return b}};Fa.prototype=Object.create(N.prototype);p.prototype=Object.create(x.prototype);p.prototype.setFillStyle=function(a){this.ctx.fillStyle="object"===typeof a&&a.isColor?a.toString():a;return this.ctx};p.prototype.rectangle=function(a,b,c,d,e){this.setFillStyle(e).fillRect(a,b,c,d)};p.prototype.circle=function(a,b,c,d){this.setFillStyle(d);this.ctx.beginPath();this.ctx.arc(a+c/2,b+c/2,c/2,0,2*Math.PI,!0);this.ctx.closePath();this.ctx.fill()};p.prototype.circleStroke=function(a,b,c,
+d,e,f){this.circle(a,b,c,d);this.ctx.strokeStyle=f.toString();this.ctx.stroke()};p.prototype.drawShape=function(a,b){this.shape(a);this.setFillStyle(b).fill()};p.prototype.taints=function(a){if(null===a.tainted){this.taintCtx.drawImage(a.image,0,0);try{this.taintCtx.getImageData(0,0,1,1),a.tainted=!1}catch(b){this.taintCtx=r.createElement("canvas").getContext("2d"),a.tainted=!0}}return a.tainted};p.prototype.drawImage=function(a,b,c,d,e,f,g,h,k){this.taints(a)&&!this.options.allowTaint||this.ctx.drawImage(a.image,
+b,c,d,e,f,g,h,k)};p.prototype.clip=function(a,b,c){this.ctx.save();a.filter(mb).forEach(function(a){this.shape(a).clip()},this);b.call(c);this.ctx.restore()};p.prototype.shape=function(a){this.ctx.beginPath();a.forEach(function(a,c){"rect"===a[0]?this.ctx.rect.apply(this.ctx,a.slice(1)):this.ctx[0===c?"moveTo":a[0]+"To"].apply(this.ctx,a.slice(1))},this);this.ctx.closePath();return this.ctx};p.prototype.font=function(a,b,c,d,e,f){this.setFillStyle(a).font=[b,c,d,e,f].join(" ").split(",")[0]};p.prototype.fontShadow=
+function(a,b,c,d){this.setVariable("shadowColor",a.toString()).setVariable("shadowOffsetY",b).setVariable("shadowOffsetX",c).setVariable("shadowBlur",d)};p.prototype.clearShadow=function(){this.setVariable("shadowColor","rgba(0,0,0,0)")};p.prototype.setOpacity=function(a){this.ctx.globalAlpha=a};p.prototype.setTransform=function(a){this.ctx.translate(a.origin[0],a.origin[1]);this.ctx.transform.apply(this.ctx,a.matrix);this.ctx.translate(-a.origin[0],-a.origin[1])};p.prototype.setVariable=function(a,
+b){this.variables[a]!==b&&(this.variables[a]=this.ctx[a]=b);return this};p.prototype.text=function(a,b,c){this.ctx.fillText(a,b,c)};p.prototype.backgroundRepeatShape=function(a,b,c,d,e,f,g,h,k){this.clip([[["line",Math.round(e),Math.round(f)],["line",Math.round(e+g),Math.round(f)],["line",Math.round(e+g),Math.round(h+f)],["line",Math.round(e),Math.round(h+f)]]],function(){this.renderBackgroundRepeat(a,b,c,d,k[3],k[0])},this)};p.prototype.renderBackgroundRepeat=function(a,b,c,d,e,f){e=Math.round(d.left+
+b.left+e);b=Math.round(d.top+b.top+f);this.setFillStyle(this.ctx.createPattern(this.resizeImage(a,c),"repeat"));this.ctx.translate(e,b);this.ctx.fill();this.ctx.translate(-e,-b)};p.prototype.renderBackgroundGradient=function(a,b){if(a instanceof V){var c=this.ctx.createLinearGradient(b.left+b.width*a.x0,b.top+b.height*a.y0,b.left+b.width*a.x1,b.top+b.height*a.y1);a.colorStops.forEach(function(a){c.addColorStop(a.stop,a.color.toString())});this.rectangle(b.left,b.top,b.width,b.height,c)}};p.prototype.resizeImage=
+function(a,b){var c=a.image;if(c.width===b.width&&c.height===b.height)return c;var d=r.createElement("canvas");d.width=b.width;d.height=b.height;d.getContext("2d").drawImage(c,0,0,c.width,c.height,0,0,b.width,b.height);return d}}}).call({},"undefined"!==typeof window?window:void 0,"undefined"!==typeof document?document:void 0);
+
+/*
+ Use it if you like it
+*/
+(function(A){function E(K){this.ok=!1;"#"==K.charAt(0)&&(K=K.substr(1,6));K=K.replace(/ /g,"");K=K.toLowerCase();var A={aliceblue:"f0f8ff",antiquewhite:"faebd7",aqua:"00ffff",aquamarine:"7fffd4",azure:"f0ffff",beige:"f5f5dc",bisque:"ffe4c4",black:"000000",blanchedalmond:"ffebcd",blue:"0000ff",blueviolet:"8a2be2",brown:"a52a2a",burlywood:"deb887",cadetblue:"5f9ea0",chartreuse:"7fff00",chocolate:"d2691e",coral:"ff7f50",cornflowerblue:"6495ed",cornsilk:"fff8dc",crimson:"dc143c",cyan:"00ffff",darkblue:"00008b",
+darkcyan:"008b8b",darkgoldenrod:"b8860b",darkgray:"a9a9a9",darkgreen:"006400",darkkhaki:"bdb76b",darkmagenta:"8b008b",darkolivegreen:"556b2f",darkorange:"ff8c00",darkorchid:"9932cc",darkred:"8b0000",darksalmon:"e9967a",darkseagreen:"8fbc8f",darkslateblue:"483d8b",darkslategray:"2f4f4f",darkturquoise:"00ced1",darkviolet:"9400d3",deeppink:"ff1493",deepskyblue:"00bfff",dimgray:"696969",dodgerblue:"1e90ff",feldspar:"d19275",firebrick:"b22222",floralwhite:"fffaf0",forestgreen:"228b22",fuchsia:"ff00ff",
+gainsboro:"dcdcdc",ghostwhite:"f8f8ff",gold:"ffd700",goldenrod:"daa520",gray:"808080",green:"008000",greenyellow:"adff2f",honeydew:"f0fff0",hotpink:"ff69b4",indianred:"cd5c5c",indigo:"4b0082",ivory:"fffff0",khaki:"f0e68c",lavender:"e6e6fa",lavenderblush:"fff0f5",lawngreen:"7cfc00",lemonchiffon:"fffacd",lightblue:"add8e6",lightcoral:"f08080",lightcyan:"e0ffff",lightgoldenrodyellow:"fafad2",lightgrey:"d3d3d3",lightgreen:"90ee90",lightpink:"ffb6c1",lightsalmon:"ffa07a",lightseagreen:"20b2aa",lightskyblue:"87cefa",
+lightslateblue:"8470ff",lightslategray:"778899",lightsteelblue:"b0c4de",lightyellow:"ffffe0",lime:"00ff00",limegreen:"32cd32",linen:"faf0e6",magenta:"ff00ff",maroon:"800000",mediumaquamarine:"66cdaa",mediumblue:"0000cd",mediumorchid:"ba55d3",mediumpurple:"9370d8",mediumseagreen:"3cb371",mediumslateblue:"7b68ee",mediumspringgreen:"00fa9a",mediumturquoise:"48d1cc",mediumvioletred:"c71585",midnightblue:"191970",mintcream:"f5fffa",mistyrose:"ffe4e1",moccasin:"ffe4b5",navajowhite:"ffdead",navy:"000080",
+oldlace:"fdf5e6",olive:"808000",olivedrab:"6b8e23",orange:"ffa500",orangered:"ff4500",orchid:"da70d6",palegoldenrod:"eee8aa",palegreen:"98fb98",paleturquoise:"afeeee",palevioletred:"d87093",papayawhip:"ffefd5",peachpuff:"ffdab9",peru:"cd853f",pink:"ffc0cb",plum:"dda0dd",powderblue:"b0e0e6",purple:"800080",red:"ff0000",rosybrown:"bc8f8f",royalblue:"4169e1",saddlebrown:"8b4513",salmon:"fa8072",sandybrown:"f4a460",seagreen:"2e8b57",seashell:"fff5ee",sienna:"a0522d",silver:"c0c0c0",skyblue:"87ceeb",slateblue:"6a5acd",
+slategray:"708090",snow:"fffafa",springgreen:"00ff7f",steelblue:"4682b4",tan:"d2b48c",teal:"008080",thistle:"d8bfd8",tomato:"ff6347",turquoise:"40e0d0",violet:"ee82ee",violetred:"d02090",wheat:"f5deb3",white:"ffffff",whitesmoke:"f5f5f5",yellow:"ffff00",yellowgreen:"9acd32"},O;for(O in A)K==O&&(K=A[O]);var L=[{re:/^rgb\((\d{1,3}),\s*(\d{1,3}),\s*(\d{1,3})\)$/,example:["rgb(123, 234, 45)","rgb(255,234,245)"],process:function(u){return[parseInt(u[1]),parseInt(u[2]),parseInt(u[3])]}},{re:/^(\w{2})(\w{2})(\w{2})$/,
+example:["#00ff00","336699"],process:function(u){return[parseInt(u[1],16),parseInt(u[2],16),parseInt(u[3],16)]}},{re:/^(\w{1})(\w{1})(\w{1})$/,example:["#fb0","f0f"],process:function(u){return[parseInt(u[1]+u[1],16),parseInt(u[2]+u[2],16),parseInt(u[3]+u[3],16)]}}];for(O=0;O<L.length;O++){var W=L[O].process,M=L[O].re.exec(K);M&&(channels=W(M),this.r=channels[0],this.g=channels[1],this.b=channels[2],this.ok=!0)}this.r=0>this.r||isNaN(this.r)?0:255<this.r?255:this.r;this.g=0>this.g||isNaN(this.g)?0:
+255<this.g?255:this.g;this.b=0>this.b||isNaN(this.b)?0:255<this.b?255:this.b;this.toRGB=function(){return"rgb("+this.r+", "+this.g+", "+this.b+")"};this.toHex=function(){var u=this.r.toString(16),B=this.g.toString(16),p=this.b.toString(16);1==u.length&&(u="0"+u);1==B.length&&(B="0"+B);1==p.length&&(p="0"+p);return"#"+u+B+p};this.getHelpXML=function(){for(var u=[],B=0;B<L.length;B++)for(var p=L[B].example,C=0;C<p.length;C++)u[u.length]=p[C];for(var w in A)u[u.length]=w;p=document.createElement("ul");
+p.setAttribute("id","rgbcolor-examples");for(B=0;B<u.length;B++)try{var h=document.createElement("li"),a=new E(u[B]),l=document.createElement("div");l.style.cssText="margin: 3px; border: 1px solid black; background:"+a.toHex()+"; color:"+a.toHex();l.appendChild(document.createTextNode("test"));var c=document.createTextNode(" "+u[B]+" -> "+a.toRGB()+" -> "+a.toHex());h.appendChild(l);h.appendChild(c);p.appendChild(h)}catch(b){}return p}}"undefined"!==typeof define&&define.amd?define(function(){return E}):
+"undefined"!==typeof module&&module.exports&&(module.exports=E);A.RGBColor=E})("undefined"!==typeof window?window:this);
+(function(A){function E(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(A){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(K){throw alert("Cannot access local image"),Error("unable to access local image data: "+K);}}}catch(A){throw alert("Cannot access image"),Error("unable to access image data: "+A);}for(var a=h.data,l=h.width*h.height*4,c=0;c<l;c+=4){var b=
+a[c+3]/255;a[c]*=b;a[c+1]*=b;a[c+2]*=b}var a=h.data,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N,P,S,y,I,J,t,E;e=w+w+1;var R=p-1,l=C-1,c=w+1,b=c*(c+1)/2,Q=new X,x=Q;for(k=1;k<e;k++)if(x=x.next=new X,k==c)var T=x;x.next=Q;n=g=0;var U=O[w],V=L[w];for(d=0;d<C;d++){D=N=P=S=m=v=z=H=0;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;for(k=1;k<c;k++)f=g+((R<k?R:k)<<2),m+=(x.r=y=a[f])*(E=c-k),v+=(x.g=I=a[f+1])*E,z+=(x.b=J=a[f+2])*
+E,H+=(x.a=t=a[f+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next;k=Q;x=T;for(e=0;e<p;e++)a[g]=m*U>>V,a[g+1]=v*U>>V,a[g+2]=z*U>>V,a[g+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=n+((f=e+w+1)<R?f:R)<<2,D+=k.r=a[f],N+=k.g=a[f+1],P+=k.b=a[f+2],S+=k.a=a[f+3],m+=D,v+=N,z+=P,H+=S,k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=4;n+=p}for(e=0;e<p;e++){N=P=S=D=v=z=H=m=0;g=e<<2;q=c*(y=a[g]);F=c*(I=a[g+1]);r=c*(J=a[g+2]);G=c*(t=a[g+3]);m+=b*y;v+=b*I;z+=b*J;H+=b*t;x=Q;for(k=0;k<
+c;k++)x.r=y,x.g=I,x.b=J,x.a=t,x=x.next;f=p;for(k=1;k<=w;k++)g=f+e<<2,m+=(x.r=y=a[g])*(E=c-k),v+=(x.g=I=a[g+1])*E,z+=(x.b=J=a[g+2])*E,H+=(x.a=t=a[g+3])*E,D+=y,N+=I,P+=J,S+=t,x=x.next,k<l&&(f+=p);g=e;k=Q;x=T;for(d=0;d<C;d++)f=g<<2,a[f]=m*U>>V,a[f+1]=v*U>>V,a[f+2]=z*U>>V,a[f+3]=H*U>>V,m-=q,v-=F,z-=r,H-=G,q-=k.r,F-=k.g,r-=k.b,G-=k.a,f=e+((f=d+c)<l?f:l)*p<<2,m+=D+=k.r=a[f],v+=N+=k.g=a[f+1],z+=P+=k.b=a[f+2],H+=S+=k.a=a[f+3],k=k.next,q+=y=x.r,F+=I=x.g,r+=J=x.b,G+=t=x.a,D-=y,N-=I,P-=J,S-=t,x=x.next,g+=p}p=
+h.data;C=h.width*h.height*4;for(w=0;w<C;w+=4)T=p[w+3],0!=T&&(T=255/T,p[w]*=T,p[w+1]*=T,p[w+2]*=T);M.putImageData(h,u,B)}}function K(M,u,B,p,C,w){if(!(isNaN(w)||1>w)){w|=0;M=document.getElementById(M).getContext("2d");var h;try{try{h=M.getImageData(u,B,p,C)}catch(x){try{netscape.security.PrivilegeManager.enablePrivilege("UniversalBrowserRead"),h=M.getImageData(u,B,p,C)}catch(E){throw alert("Cannot access local image"),Error("unable to access local image data: "+E);}}}catch(x){throw alert("Cannot access image"),
+Error("unable to access image data: "+x);}var a=h.data,l,c,b,e,d,k,f,g,n,m,v,z,H,q,F,r,G,D,N;l=w+w+1;var P=p-1,A=C-1,y=w+1,I=y*(y+1)/2,J=new X,t=J;for(b=1;b<l;b++)if(t=t.next=new X,b==y)var K=t;t.next=J;k=d=0;var R=O[w],Q=L[w];for(c=0;c<C;c++){H=q=F=f=g=n=0;m=y*(r=a[d]);v=y*(G=a[d+1]);z=y*(D=a[d+2]);f+=I*r;g+=I*G;n+=I*D;t=J;for(b=0;b<y;b++)t.r=r,t.g=G,t.b=D,t=t.next;for(b=1;b<y;b++)e=d+((P<b?P:b)<<2),f+=(t.r=r=a[e])*(N=y-b),g+=(t.g=G=a[e+1])*N,n+=(t.b=D=a[e+2])*N,H+=r,q+=G,F+=D,t=t.next;b=J;t=K;for(l=
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+a.EmptyProperty};this.render=function(a){if("none"!=this.style("display").value&&"hidden"!=this.style("visibility").value){a.save();if(this.style("mask").hasValue()){var b=this.style("mask").getDefinition();null!=b&&b.apply(a,this)}else this.style("filter").hasValue()?(b=this.style("filter").getDefinition(),null!=b&&b.apply(a,this)):(this.setContext(a),this.renderChildren(a),this.clearContext(a));a.restore()}};this.setContext=function(a){};this.clearContext=function(a){};this.renderChildren=function(a){for(var b=
+0;b<this.children.length;b++)this.children[b].render(a)};this.addChild=function(b,e){var d=b;e&&(d=a.CreateElement(b));d.parent=this;"title"!=d.type&&this.children.push(d)};this.addStylesFromStyleDefinition=function(){for(var b in a.Styles)if("@"!=b[0]&&L(c,b)){var e=a.Styles[b],d=a.StylesSpecificity[b];if(null!=e)for(var f in e){var k=this.stylesSpecificity[f];"undefined"==typeof k&&(k="000");d>k&&(this.styles[f]=e[f],this.stylesSpecificity[f]=d)}}};var b=/^[A-Z-]+$/,e=function(a){return b.test(a)?
+a.toLowerCase():a};if(null!=c&&1==c.nodeType){for(var d=0;d<c.attributes.length;d++){var k=c.attributes[d],f=e(k.nodeName);this.attributes[f]=new a.Property(f,k.value)}this.addStylesFromStyleDefinition();if(this.attribute("style").hasValue())for(e=this.attribute("style").value.split(";"),d=0;d<e.length;d++)""!=a.trim(e[d])&&(f=e[d].split(":"),k=a.trim(f[0]),f=a.trim(f[1]),this.styles[k]=new a.Property(k,f));this.attribute("id").hasValue()&&null==a.Definitions[this.attribute("id").value]&&(a.Definitions[this.attribute("id").value]=
+this);for(d=0;d<c.childNodes.length;d++)e=c.childNodes[d],1==e.nodeType&&this.addChild(e,!0),!this.captureTextNodes||3!=e.nodeType&&4!=e.nodeType||""!=a.compressSpaces(e.value||e.text||e.textContent||"")&&this.addChild(new a.Element.tspan(e),!1)}};a.Element.RenderedElementBase=function(c){this.base=a.Element.ElementBase;this.base(c);this.setContext=function(b){if(this.style("fill").isUrlDefinition()){var e=this.style("fill").getFillStyleDefinition(this,this.style("fill-opacity"));null!=e&&(b.fillStyle=
+e)}else this.style("fill").hasValue()&&(e=this.style("fill"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.fillStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("fill-opacity").hasValue()&&(e=new a.Property("fill",b.fillStyle),e=e.addOpacity(this.style("fill-opacity")),b.fillStyle=e.value);this.style("stroke").isUrlDefinition()?(e=this.style("stroke").getFillStyleDefinition(this,this.style("stroke-opacity")),null!=e&&(b.strokeStyle=e)):this.style("stroke").hasValue()&&
+(e=this.style("stroke"),"currentColor"==e.value&&(e.value=this.style("color").value),"inherit"!=e.value&&(b.strokeStyle="none"==e.value?"rgba(0,0,0,0)":e.value));this.style("stroke-opacity").hasValue()&&(e=new a.Property("stroke",b.strokeStyle),e=e.addOpacity(this.style("stroke-opacity")),b.strokeStyle=e.value);this.style("stroke-width").hasValue()&&(e=this.style("stroke-width").toPixels(),b.lineWidth=0==e?.001:e);this.style("stroke-linecap").hasValue()&&(b.lineCap=this.style("stroke-linecap").value);
+this.style("stroke-linejoin").hasValue()&&(b.lineJoin=this.style("stroke-linejoin").value);this.style("stroke-miterlimit").hasValue()&&(b.miterLimit=this.style("stroke-miterlimit").value);this.style("stroke-dasharray").hasValue()&&"none"!=this.style("stroke-dasharray").value&&(e=a.ToNumberArray(this.style("stroke-dasharray").value),"undefined"!=typeof b.setLineDash?b.setLineDash(e):"undefined"!=typeof b.webkitLineDash?b.webkitLineDash=e:"undefined"==typeof b.mozDash||1==e.length&&0==e[0]||(b.mozDash=
+e),e=this.style("stroke-dashoffset").numValueOrDefault(1),"undefined"!=typeof b.lineDashOffset?b.lineDashOffset=e:"undefined"!=typeof b.webkitLineDashOffset?b.webkitLineDashOffset=e:"undefined"!=typeof b.mozDashOffset&&(b.mozDashOffset=e));"undefined"!=typeof b.font&&(b.font=a.Font.CreateFont(this.style("font-style").value,this.style("font-variant").value,this.style("font-weight").value,this.style("font-size").hasValue()?this.style("font-size").toPixels()+"px":"",this.style("font-family").value).toString());
+this.style("transform",!1,!0).hasValue()&&(new a.Transform(this.style("transform",!1,!0).value)).apply(b);this.style("clip-path",!1,!0).hasValue()&&(e=this.style("clip-path",!1,!0).getDefinition(),null!=e&&e.apply(b));this.style("opacity").hasValue()&&(b.globalAlpha=this.style("opacity").numValue())}};a.Element.RenderedElementBase.prototype=new a.Element.ElementBase;a.Element.PathElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.path=function(b){null!=b&&b.beginPath();
+return new a.BoundingBox};this.renderChildren=function(b){this.path(b);a.Mouse.checkPath(this,b);""!=b.fillStyle&&("inherit"!=this.style("fill-rule").valueOrDefault("inherit")?b.fill(this.style("fill-rule").value):b.fill());""!=b.strokeStyle&&b.stroke();var e=this.getMarkers();if(null!=e){if(this.style("marker-start").isUrlDefinition()){var d=this.style("marker-start").getDefinition();d.render(b,e[0][0],e[0][1])}if(this.style("marker-mid").isUrlDefinition())for(var d=this.style("marker-mid").getDefinition(),
+c=1;c<e.length-1;c++)d.render(b,e[c][0],e[c][1]);this.style("marker-end").isUrlDefinition()&&(d=this.style("marker-end").getDefinition(),d.render(b,e[e.length-1][0],e[e.length-1][1]))}};this.getBoundingBox=function(){return this.path()};this.getMarkers=function(){return null}};a.Element.PathElementBase.prototype=new a.Element.RenderedElementBase;a.Element.svg=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseClearContext=this.clearContext;this.clearContext=function(b){this.baseClearContext(b);
+a.ViewPort.RemoveCurrent()};this.baseSetContext=this.setContext;this.setContext=function(b){b.strokeStyle="rgba(0,0,0,0)";b.lineCap="butt";b.lineJoin="miter";b.miterLimit=4;"undefined"!=typeof b.font&&"undefined"!=typeof window.getComputedStyle&&(b.font=window.getComputedStyle(b.canvas).getPropertyValue("font"));this.baseSetContext(b);this.attribute("x").hasValue()||(this.attribute("x",!0).value=0);this.attribute("y").hasValue()||(this.attribute("y",!0).value=0);b.translate(this.attribute("x").toPixels("x"),
+this.attribute("y").toPixels("y"));var e=a.ViewPort.width(),d=a.ViewPort.height();this.attribute("width").hasValue()||(this.attribute("width",!0).value="100%");this.attribute("height").hasValue()||(this.attribute("height",!0).value="100%");if("undefined"==typeof this.root){var e=this.attribute("width").toPixels("x"),d=this.attribute("height").toPixels("y"),c=0,f=0;this.attribute("refX").hasValue()&&this.attribute("refY").hasValue()&&(c=-this.attribute("refX").toPixels("x"),f=-this.attribute("refY").toPixels("y"));
+"visible"!=this.attribute("overflow").valueOrDefault("hidden")&&(b.beginPath(),b.moveTo(c,f),b.lineTo(e,f),b.lineTo(e,d),b.lineTo(c,d),b.closePath(),b.clip())}a.ViewPort.SetCurrent(e,d);if(this.attribute("viewBox").hasValue()){var c=a.ToNumberArray(this.attribute("viewBox").value),f=c[0],g=c[1],e=c[2],d=c[3];a.AspectRatio(b,this.attribute("preserveAspectRatio").value,a.ViewPort.width(),e,a.ViewPort.height(),d,f,g,this.attribute("refX").value,this.attribute("refY").value);a.ViewPort.RemoveCurrent();
+a.ViewPort.SetCurrent(c[2],c[3])}}};a.Element.svg.prototype=new a.Element.RenderedElementBase;a.Element.rect=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),c=this.attribute("width").toPixels("x"),f=this.attribute("height").toPixels("y"),g=this.attribute("rx").toPixels("x"),n=this.attribute("ry").toPixels("y");this.attribute("rx").hasValue()&&!this.attribute("ry").hasValue()&&(n=g);this.attribute("ry").hasValue()&&
+!this.attribute("rx").hasValue()&&(g=n);g=Math.min(g,c/2);n=Math.min(n,f/2);null!=b&&(b.beginPath(),b.moveTo(e+g,d),b.lineTo(e+c-g,d),b.quadraticCurveTo(e+c,d,e+c,d+n),b.lineTo(e+c,d+f-n),b.quadraticCurveTo(e+c,d+f,e+c-g,d+f),b.lineTo(e+g,d+f),b.quadraticCurveTo(e,d+f,e,d+f-n),b.lineTo(e,d+n),b.quadraticCurveTo(e,d,e+g,d),b.closePath());return new a.BoundingBox(e,d,e+c,d+f)}};a.Element.rect.prototype=new a.Element.PathElementBase;a.Element.circle=function(c){this.base=a.Element.PathElementBase;this.base(c);
+this.path=function(b){var e=this.attribute("cx").toPixels("x"),d=this.attribute("cy").toPixels("y"),c=this.attribute("r").toPixels();null!=b&&(b.beginPath(),b.arc(e,d,c,0,2*Math.PI,!0),b.closePath());return new a.BoundingBox(e-c,d-c,e+c,d+c)}};a.Element.circle.prototype=new a.Element.PathElementBase;a.Element.ellipse=function(c){this.base=a.Element.PathElementBase;this.base(c);this.path=function(b){var e=(Math.sqrt(2)-1)/3*4,d=this.attribute("rx").toPixels("x"),c=this.attribute("ry").toPixels("y"),
+f=this.attribute("cx").toPixels("x"),g=this.attribute("cy").toPixels("y");null!=b&&(b.beginPath(),b.moveTo(f,g-c),b.bezierCurveTo(f+e*d,g-c,f+d,g-e*c,f+d,g),b.bezierCurveTo(f+d,g+e*c,f+e*d,g+c,f,g+c),b.bezierCurveTo(f-e*d,g+c,f-d,g+e*c,f-d,g),b.bezierCurveTo(f-d,g-e*c,f-e*d,g-c,f,g-c),b.closePath());return new a.BoundingBox(f-d,g-c,f+d,g+c)}};a.Element.ellipse.prototype=new a.Element.PathElementBase;a.Element.line=function(c){this.base=a.Element.PathElementBase;this.base(c);this.getPoints=function(){return[new a.Point(this.attribute("x1").toPixels("x"),
+this.attribute("y1").toPixels("y")),new a.Point(this.attribute("x2").toPixels("x"),this.attribute("y2").toPixels("y"))]};this.path=function(b){var e=this.getPoints();null!=b&&(b.beginPath(),b.moveTo(e[0].x,e[0].y),b.lineTo(e[1].x,e[1].y));return new a.BoundingBox(e[0].x,e[0].y,e[1].x,e[1].y)};this.getMarkers=function(){var a=this.getPoints(),e=a[0].angleTo(a[1]);return[[a[0],e],[a[1],e]]}};a.Element.line.prototype=new a.Element.PathElementBase;a.Element.polyline=function(c){this.base=a.Element.PathElementBase;
+this.base(c);this.points=a.CreatePath(this.attribute("points").value);this.path=function(b){var e=new a.BoundingBox(this.points[0].x,this.points[0].y);null!=b&&(b.beginPath(),b.moveTo(this.points[0].x,this.points[0].y));for(var d=1;d<this.points.length;d++)e.addPoint(this.points[d].x,this.points[d].y),null!=b&&b.lineTo(this.points[d].x,this.points[d].y);return e};this.getMarkers=function(){for(var a=[],e=0;e<this.points.length-1;e++)a.push([this.points[e],this.points[e].angleTo(this.points[e+1])]);
+0<a.length&&a.push([this.points[this.points.length-1],a[a.length-1][1]]);return a}};a.Element.polyline.prototype=new a.Element.PathElementBase;a.Element.polygon=function(c){this.base=a.Element.polyline;this.base(c);this.basePath=this.path;this.path=function(a){var e=this.basePath(a);null!=a&&(a.lineTo(this.points[0].x,this.points[0].y),a.closePath());return e}};a.Element.polygon.prototype=new a.Element.polyline;a.Element.path=function(c){this.base=a.Element.PathElementBase;this.base(c);c=this.attribute("d").value;
+c=c.replace(/,/gm," ");for(var b=0;2>b;b++)c=c.replace(/([MmZzLlHhVvCcSsQqTtAa])([^\s])/gm,"$1 $2");c=c.replace(/([^\s])([MmZzLlHhVvCcSsQqTtAa])/gm,"$1 $2");c=c.replace(/([0-9])([+\-])/gm,"$1 $2");for(b=0;2>b;b++)c=c.replace(/(\.[0-9]*)(\.)/gm,"$1 $2");c=c.replace(/([Aa](\s+[0-9]+){3})\s+([01])\s*([01])/gm,"$1 $3 $4 ");c=a.compressSpaces(c);c=a.trim(c);this.PathParser=new function(b){this.tokens=b.split(" ");this.reset=function(){this.i=-1;this.previousCommand=this.command="";this.start=new a.Point(0,
+0);this.control=new a.Point(0,0);this.current=new a.Point(0,0);this.points=[];this.angles=[]};this.isEnd=function(){return this.i>=this.tokens.length-1};this.isCommandOrEnd=function(){return this.isEnd()?!0:null!=this.tokens[this.i+1].match(/^[A-Za-z]$/)};this.isRelativeCommand=function(){switch(this.command){case "m":case "l":case "h":case "v":case "c":case "s":case "q":case "t":case "a":case "z":return!0}return!1};this.getToken=function(){this.i++;return this.tokens[this.i]};this.getScalar=function(){return parseFloat(this.getToken())};
+this.nextCommand=function(){this.previousCommand=this.command;this.command=this.getToken()};this.getPoint=function(){var b=new a.Point(this.getScalar(),this.getScalar());return this.makeAbsolute(b)};this.getAsControlPoint=function(){var a=this.getPoint();return this.control=a};this.getAsCurrentPoint=function(){var a=this.getPoint();return this.current=a};this.getReflectedControlPoint=function(){return"c"!=this.previousCommand.toLowerCase()&&"s"!=this.previousCommand.toLowerCase()&&"q"!=this.previousCommand.toLowerCase()&&
+"t"!=this.previousCommand.toLowerCase()?this.current:new a.Point(2*this.current.x-this.control.x,2*this.current.y-this.control.y)};this.makeAbsolute=function(a){this.isRelativeCommand()&&(a.x+=this.current.x,a.y+=this.current.y);return a};this.addMarker=function(a,b,e){null!=e&&0<this.angles.length&&null==this.angles[this.angles.length-1]&&(this.angles[this.angles.length-1]=this.points[this.points.length-1].angleTo(e));this.addMarkerAngle(a,null==b?null:b.angleTo(a))};this.addMarkerAngle=function(a,
+b){this.points.push(a);this.angles.push(b)};this.getMarkerPoints=function(){return this.points};this.getMarkerAngles=function(){for(var a=0;a<this.angles.length;a++)if(null==this.angles[a])for(var b=a+1;b<this.angles.length;b++)if(null!=this.angles[b]){this.angles[a]=this.angles[b];break}return this.angles}}(c);this.path=function(b){var d=this.PathParser;d.reset();var c=new a.BoundingBox;for(null!=b&&b.beginPath();!d.isEnd();)switch(d.nextCommand(),d.command){case "M":case "m":var f=d.getAsCurrentPoint();
+d.addMarker(f);c.addPoint(f.x,f.y);null!=b&&b.moveTo(f.x,f.y);for(d.start=d.current;!d.isCommandOrEnd();)f=d.getAsCurrentPoint(),d.addMarker(f,d.start),c.addPoint(f.x,f.y),null!=b&&b.lineTo(f.x,f.y);break;case "L":case "l":for(;!d.isCommandOrEnd();){var g=d.current,f=d.getAsCurrentPoint();d.addMarker(f,g);c.addPoint(f.x,f.y);null!=b&&b.lineTo(f.x,f.y)}break;case "H":case "h":for(;!d.isCommandOrEnd();)f=new a.Point((d.isRelativeCommand()?d.current.x:0)+d.getScalar(),d.current.y),d.addMarker(f,d.current),
+d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "V":case "v":for(;!d.isCommandOrEnd();)f=new a.Point(d.current.x,(d.isRelativeCommand()?d.current.y:0)+d.getScalar()),d.addMarker(f,d.current),d.current=f,c.addPoint(d.current.x,d.current.y),null!=b&&b.lineTo(d.current.x,d.current.y);break;case "C":case "c":for(;!d.isCommandOrEnd();){var n=d.current,g=d.getPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint();d.addMarker(f,m,g);c.addBezierCurve(n.x,
+n.y,g.x,g.y,m.x,m.y,f.x,f.y);null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y)}break;case "S":case "s":for(;!d.isCommandOrEnd();)n=d.current,g=d.getReflectedControlPoint(),m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,g),c.addBezierCurve(n.x,n.y,g.x,g.y,m.x,m.y,f.x,f.y),null!=b&&b.bezierCurveTo(g.x,g.y,m.x,m.y,f.x,f.y);break;case "Q":case "q":for(;!d.isCommandOrEnd();)n=d.current,m=d.getAsControlPoint(),f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,
+f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "T":case "t":for(;!d.isCommandOrEnd();)n=d.current,m=d.getReflectedControlPoint(),d.control=m,f=d.getAsCurrentPoint(),d.addMarker(f,m,m),c.addQuadraticCurve(n.x,n.y,m.x,m.y,f.x,f.y),null!=b&&b.quadraticCurveTo(m.x,m.y,f.x,f.y);break;case "A":case "a":for(;!d.isCommandOrEnd();){var n=d.current,v=d.getScalar(),h=d.getScalar(),g=d.getScalar()*(Math.PI/180),l=d.getScalar(),m=d.getScalar(),f=d.getAsCurrentPoint(),q=new a.Point(Math.cos(g)*
+(n.x-f.x)/2+Math.sin(g)*(n.y-f.y)/2,-Math.sin(g)*(n.x-f.x)/2+Math.cos(g)*(n.y-f.y)/2),p=Math.pow(q.x,2)/Math.pow(v,2)+Math.pow(q.y,2)/Math.pow(h,2);1<p&&(v*=Math.sqrt(p),h*=Math.sqrt(p));l=(l==m?-1:1)*Math.sqrt((Math.pow(v,2)*Math.pow(h,2)-Math.pow(v,2)*Math.pow(q.y,2)-Math.pow(h,2)*Math.pow(q.x,2))/(Math.pow(v,2)*Math.pow(q.y,2)+Math.pow(h,2)*Math.pow(q.x,2)));isNaN(l)&&(l=0);var r=new a.Point(l*v*q.y/h,l*-h*q.x/v),n=new a.Point((n.x+f.x)/2+Math.cos(g)*r.x-Math.sin(g)*r.y,(n.y+f.y)/2+Math.sin(g)*
+r.x+Math.cos(g)*r.y),u=function(a,b){return(a[0]*b[0]+a[1]*b[1])/(Math.sqrt(Math.pow(a[0],2)+Math.pow(a[1],2))*Math.sqrt(Math.pow(b[0],2)+Math.pow(b[1],2)))},w=function(a,b){return(a[0]*b[1]<a[1]*b[0]?-1:1)*Math.acos(u(a,b))},l=w([1,0],[(q.x-r.x)/v,(q.y-r.y)/h]),p=[(q.x-r.x)/v,(q.y-r.y)/h],r=[(-q.x-r.x)/v,(-q.y-r.y)/h],q=w(p,r);-1>=u(p,r)&&(q=Math.PI);1<=u(p,r)&&(q=0);p=1-m?1:-1;r=l+q/2*p;w=new a.Point(n.x+v*Math.cos(r),n.y+h*Math.sin(r));d.addMarkerAngle(w,r-p*Math.PI/2);d.addMarkerAngle(f,r-p*Math.PI);
+c.addPoint(f.x,f.y);null!=b&&(u=v>h?v:h,f=v>h?1:v/h,v=v>h?h/v:1,b.translate(n.x,n.y),b.rotate(g),b.scale(f,v),b.arc(0,0,u,l,l+q,1-m),b.scale(1/f,1/v),b.rotate(-g),b.translate(-n.x,-n.y))}break;case "Z":case "z":null!=b&&b.closePath(),d.current=d.start}return c};this.getMarkers=function(){for(var a=this.PathParser.getMarkerPoints(),b=this.PathParser.getMarkerAngles(),c=[],f=0;f<a.length;f++)c.push([a[f],b[f]]);return c}};a.Element.path.prototype=new a.Element.PathElementBase;a.Element.pattern=function(c){this.base=
+a.Element.ElementBase;this.base(c);this.createPattern=function(b,e){var d=this.attribute("width").toPixels("x",!0),c=this.attribute("height").toPixels("y",!0),f=new a.Element.svg;f.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);f.attributes.width=new a.Property("width",d+"px");f.attributes.height=new a.Property("height",c+"px");f.attributes.transform=new a.Property("transform",this.attribute("patternTransform").value);f.children=this.children;var g=document.createElement("canvas");
+g.width=d;g.height=c;d=g.getContext("2d");this.attribute("x").hasValue()&&this.attribute("y").hasValue()&&d.translate(this.attribute("x").toPixels("x",!0),this.attribute("y").toPixels("y",!0));for(c=-1;1>=c;c++)for(var n=-1;1>=n;n++)d.save(),f.attributes.x=new a.Property("x",c*g.width),f.attributes.y=new a.Property("y",n*g.height),f.render(d),d.restore();return b.createPattern(g,"repeat")}};a.Element.pattern.prototype=new a.Element.ElementBase;a.Element.marker=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.baseRender=this.render;this.render=function(b,e,d){b.translate(e.x,e.y);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(d);"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(b.lineWidth,b.lineWidth);b.save();var c=new a.Element.svg;c.attributes.viewBox=new a.Property("viewBox",this.attribute("viewBox").value);c.attributes.refX=new a.Property("refX",this.attribute("refX").value);c.attributes.refY=new a.Property("refY",this.attribute("refY").value);
+c.attributes.width=new a.Property("width",this.attribute("markerWidth").value);c.attributes.height=new a.Property("height",this.attribute("markerHeight").value);c.attributes.fill=new a.Property("fill",this.attribute("fill").valueOrDefault("black"));c.attributes.stroke=new a.Property("stroke",this.attribute("stroke").valueOrDefault("none"));c.children=this.children;var f=0,g=0;this.attribute("refX").hasValue()&&(f=-parseFloat(this.attribute("refX").value));this.attribute("refY").hasValue()&&(g=-parseFloat(this.attribute("refY").value));
+b.translate(f,g);c.render(b);b.restore();"strokeWidth"==this.attribute("markerUnits").valueOrDefault("strokeWidth")&&b.scale(1/b.lineWidth,1/b.lineWidth);"auto"==this.attribute("orient").valueOrDefault("auto")&&b.rotate(-d);b.translate(-e.x,-e.y)}};a.Element.marker.prototype=new a.Element.ElementBase;a.Element.defs=function(c){this.base=a.Element.ElementBase;this.base(c);this.render=function(a){}};a.Element.defs.prototype=new a.Element.ElementBase;a.Element.GradientBase=function(c){this.base=a.Element.ElementBase;
+this.base(c);this.stops=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"stop"==b.type&&this.stops.push(b)}this.getGradient=function(){};this.gradientUnits=function(){return this.attribute("gradientUnits").valueOrDefault("objectBoundingBox")};this.attributesToInherit=["gradientUnits"];this.inheritStopContainer=function(a){for(var b=0;b<this.attributesToInherit.length;b++){var c=this.attributesToInherit[b];!this.attribute(c).hasValue()&&a.attribute(c).hasValue()&&(this.attribute(c,!0).value=
+a.attribute(c).value)}};this.createGradient=function(b,d,c){var f=this;this.getHrefAttribute().hasValue()&&(f=this.getHrefAttribute().getDefinition(),this.inheritStopContainer(f));var g=function(b){return c.hasValue()?(new a.Property("color",b)).addOpacity(c).value:b};b=this.getGradient(b,d);if(null==b)return g(f.stops[f.stops.length-1].color);for(d=0;d<f.stops.length;d++)b.addColorStop(f.stops[d].offset,g(f.stops[d].color));return this.attribute("gradientTransform").hasValue()?(f=a.ViewPort.viewPorts[0],
+g=new a.Element.rect,g.attributes.x=new a.Property("x",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.y=new a.Property("y",-a.MAX_VIRTUAL_PIXELS/3),g.attributes.width=new a.Property("width",a.MAX_VIRTUAL_PIXELS),g.attributes.height=new a.Property("height",a.MAX_VIRTUAL_PIXELS),d=new a.Element.g,d.attributes.transform=new a.Property("transform",this.attribute("gradientTransform").value),d.children=[g],g=new a.Element.svg,g.attributes.x=new a.Property("x",0),g.attributes.y=new a.Property("y",0),g.attributes.width=
+new a.Property("width",f.width),g.attributes.height=new a.Property("height",f.height),g.children=[d],d=document.createElement("canvas"),d.width=f.width,d.height=f.height,f=d.getContext("2d"),f.fillStyle=b,g.render(f),f.createPattern(d,"no-repeat")):b}};a.Element.GradientBase.prototype=new a.Element.ElementBase;a.Element.linearGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("x1");this.attributesToInherit.push("y1");this.attributesToInherit.push("x2");
+this.attributesToInherit.push("y2");this.getGradient=function(a,e){var c="objectBoundingBox"==this.gradientUnits()?e.getBoundingBox():null;this.attribute("x1").hasValue()||this.attribute("y1").hasValue()||this.attribute("x2").hasValue()||this.attribute("y2").hasValue()||(this.attribute("x1",!0).value=0,this.attribute("y1",!0).value=0,this.attribute("x2",!0).value=1,this.attribute("y2",!0).value=0);var k="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x1").numValue():this.attribute("x1").toPixels("x"),
+f="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y1").numValue():this.attribute("y1").toPixels("y"),g="objectBoundingBox"==this.gradientUnits()?c.x()+c.width()*this.attribute("x2").numValue():this.attribute("x2").toPixels("x"),c="objectBoundingBox"==this.gradientUnits()?c.y()+c.height()*this.attribute("y2").numValue():this.attribute("y2").toPixels("y");return k==g&&f==c?null:a.createLinearGradient(k,f,g,c)}};a.Element.linearGradient.prototype=new a.Element.GradientBase;
+a.Element.radialGradient=function(c){this.base=a.Element.GradientBase;this.base(c);this.attributesToInherit.push("cx");this.attributesToInherit.push("cy");this.attributesToInherit.push("r");this.attributesToInherit.push("fx");this.attributesToInherit.push("fy");this.getGradient=function(a,c){var d=c.getBoundingBox();this.attribute("cx").hasValue()||(this.attribute("cx",!0).value="50%");this.attribute("cy").hasValue()||(this.attribute("cy",!0).value="50%");this.attribute("r").hasValue()||(this.attribute("r",
+!0).value="50%");var k="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("cx").numValue():this.attribute("cx").toPixels("x"),f="objectBoundingBox"==this.gradientUnits()?d.y()+d.height()*this.attribute("cy").numValue():this.attribute("cy").toPixels("y"),g=k,n=f;this.attribute("fx").hasValue()&&(g="objectBoundingBox"==this.gradientUnits()?d.x()+d.width()*this.attribute("fx").numValue():this.attribute("fx").toPixels("x"));this.attribute("fy").hasValue()&&(n="objectBoundingBox"==
+this.gradientUnits()?d.y()+d.height()*this.attribute("fy").numValue():this.attribute("fy").toPixels("y"));d="objectBoundingBox"==this.gradientUnits()?(d.width()+d.height())/2*this.attribute("r").numValue():this.attribute("r").toPixels();return a.createRadialGradient(g,n,0,k,f,d)}};a.Element.radialGradient.prototype=new a.Element.GradientBase;a.Element.stop=function(c){this.base=a.Element.ElementBase;this.base(c);this.offset=this.attribute("offset").numValue();0>this.offset&&(this.offset=0);1<this.offset&&
+(this.offset=1);c=this.style("stop-color",!0);""===c.value&&(c.value="#000");this.style("stop-opacity").hasValue()&&(c=c.addOpacity(this.style("stop-opacity")));this.color=c.value};a.Element.stop.prototype=new a.Element.ElementBase;a.Element.AnimateBase=function(c){this.base=a.Element.ElementBase;this.base(c);a.Animations.push(this);this.duration=0;this.begin=this.attribute("begin").toMilliseconds();this.maxDuration=this.begin+this.attribute("dur").toMilliseconds();this.getProperty=function(){var a=
+this.attribute("attributeType").value,c=this.attribute("attributeName").value;return"CSS"==a?this.parent.style(c,!0):this.parent.attribute(c,!0)};this.initialValue=null;this.initialUnits="";this.removed=!1;this.calcValue=function(){return""};this.update=function(a){null==this.initialValue&&(this.initialValue=this.getProperty().value,this.initialUnits=this.getProperty().getUnits());if(this.duration>this.maxDuration){if("indefinite"==this.attribute("repeatCount").value||"indefinite"==this.attribute("repeatDur").value)this.duration=
+0;else if("freeze"==this.attribute("fill").valueOrDefault("remove")&&!this.frozen)this.frozen=!0,this.parent.animationFrozen=!0,this.parent.animationFrozenValue=this.getProperty().value;else if("remove"==this.attribute("fill").valueOrDefault("remove")&&!this.removed)return this.removed=!0,this.getProperty().value=this.parent.animationFrozen?this.parent.animationFrozenValue:this.initialValue,!0;return!1}this.duration+=a;a=!1;this.begin<this.duration&&(a=this.calcValue(),this.attribute("type").hasValue()&&
+(a=this.attribute("type").value+"("+a+")"),this.getProperty().value=a,a=!0);return a};this.from=this.attribute("from");this.to=this.attribute("to");this.values=this.attribute("values");this.values.hasValue()&&(this.values.value=this.values.value.split(";"));this.progress=function(){var b={progress:(this.duration-this.begin)/(this.maxDuration-this.begin)};if(this.values.hasValue()){var c=b.progress*(this.values.value.length-1),d=Math.floor(c),k=Math.ceil(c);b.from=new a.Property("from",parseFloat(this.values.value[d]));
+b.to=new a.Property("to",parseFloat(this.values.value[k]));b.progress=(c-d)/(k-d)}else b.from=this.from,b.to=this.to;return b}};a.Element.AnimateBase.prototype=new a.Element.ElementBase;a.Element.animate=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){var a=this.progress();return a.from.numValue()+(a.to.numValue()-a.from.numValue())*a.progress+this.initialUnits}};a.Element.animate.prototype=new a.Element.AnimateBase;a.Element.animateColor=function(c){this.base=a.Element.AnimateBase;
+this.base(c);this.calcValue=function(){var a=this.progress(),c=new A(a.from.value),d=new A(a.to.value);if(c.ok&&d.ok){var k=c.g+(d.g-c.g)*a.progress,f=c.b+(d.b-c.b)*a.progress;return"rgb("+parseInt(c.r+(d.r-c.r)*a.progress,10)+","+parseInt(k,10)+","+parseInt(f,10)+")"}return this.attribute("from").value}};a.Element.animateColor.prototype=new a.Element.AnimateBase;a.Element.animateTransform=function(c){this.base=a.Element.AnimateBase;this.base(c);this.calcValue=function(){for(var b=this.progress(),
+c=a.ToNumberArray(b.from.value),d=a.ToNumberArray(b.to.value),k="",f=0;f<c.length;f++)k+=c[f]+(d[f]-c[f])*b.progress+" ";return k}};a.Element.animateTransform.prototype=new a.Element.animate;a.Element.font=function(c){this.base=a.Element.ElementBase;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.isArabic=this.isRTL=!1;this.missingGlyph=this.fontFace=null;this.glyphs=[];for(c=0;c<this.children.length;c++){var b=this.children[c];"font-face"==b.type?(this.fontFace=b,b.style("font-family").hasValue()&&
+(a.Definitions[b.style("font-family").value]=this)):"missing-glyph"==b.type?this.missingGlyph=b:"glyph"==b.type&&(""!=b.arabicForm?(this.isArabic=this.isRTL=!0,"undefined"==typeof this.glyphs[b.unicode]&&(this.glyphs[b.unicode]=[]),this.glyphs[b.unicode][b.arabicForm]=b):this.glyphs[b.unicode]=b)}};a.Element.font.prototype=new a.Element.ElementBase;a.Element.fontface=function(c){this.base=a.Element.ElementBase;this.base(c);this.ascent=this.attribute("ascent").value;this.descent=this.attribute("descent").value;
+this.unitsPerEm=this.attribute("units-per-em").numValue()};a.Element.fontface.prototype=new a.Element.ElementBase;a.Element.missingglyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=0};a.Element.missingglyph.prototype=new a.Element.path;a.Element.glyph=function(c){this.base=a.Element.path;this.base(c);this.horizAdvX=this.attribute("horiz-adv-x").numValue();this.unicode=this.attribute("unicode").value;this.arabicForm=this.attribute("arabic-form").value};a.Element.glyph.prototype=
+new a.Element.path;a.Element.text=function(c){this.captureTextNodes=!0;this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);var c=this.style("dominant-baseline").toTextBaseline();null==c&&(c=this.style("alignment-baseline").toTextBaseline());null!=c&&(a.textBaseline=c)};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=this.attribute("y").toPixels("y"),d=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);
+return new a.BoundingBox(b,c-d,b+Math.floor(2*d/3)*this.children[0].getText().length,c)};this.renderChildren=function(a){this.x=this.attribute("x").toPixels("x");this.y=this.attribute("y").toPixels("y");this.attribute("dx").hasValue()&&(this.x+=this.attribute("dx").toPixels("x"));this.attribute("dy").hasValue()&&(this.y+=this.attribute("dy").toPixels("y"));this.x+=this.getAnchorDelta(a,this,0);for(var c=0;c<this.children.length;c++)this.renderChild(a,this,this,c)};this.getAnchorDelta=function(a,c,
+d){var k=this.style("text-anchor").valueOrDefault("start");if("start"!=k){for(var f=0,g=d;g<c.children.length;g++){var n=c.children[g];if(g>d&&n.attribute("x").hasValue())break;f+=n.measureTextRecursive(a)}return-1*("end"==k?f:f/2)}return 0};this.renderChild=function(a,c,d,k){var f=d.children[k];f.attribute("x").hasValue()?(f.x=f.attribute("x").toPixels("x")+c.getAnchorDelta(a,d,k),f.attribute("dx").hasValue()&&(f.x+=f.attribute("dx").toPixels("x"))):(f.attribute("dx").hasValue()&&(c.x+=f.attribute("dx").toPixels("x")),
+f.x=c.x);c.x=f.x+f.measureText(a);f.attribute("y").hasValue()?(f.y=f.attribute("y").toPixels("y"),f.attribute("dy").hasValue()&&(f.y+=f.attribute("dy").toPixels("y"))):(f.attribute("dy").hasValue()&&(c.y+=f.attribute("dy").toPixels("y")),f.y=c.y);c.y=f.y;f.render(a);for(k=0;k<f.children.length;k++)c.renderChild(a,c,f,k)}};a.Element.text.prototype=new a.Element.RenderedElementBase;a.Element.TextElementBase=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getGlyph=function(a,c,
+d){var k=c[d],f=null;if(a.isArabic){var g="isolated";(0==d||" "==c[d-1])&&d<c.length-2&&" "!=c[d+1]&&(g="terminal");0<d&&" "!=c[d-1]&&d<c.length-2&&" "!=c[d+1]&&(g="medial");0<d&&" "!=c[d-1]&&(d==c.length-1||" "==c[d+1])&&(g="initial");"undefined"!=typeof a.glyphs[k]&&(f=a.glyphs[k][g],null==f&&"glyph"==a.glyphs[k].type&&(f=a.glyphs[k]))}else f=a.glyphs[k];null==f&&(f=a.missingGlyph);return f};this.renderChildren=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){var d=
+this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize),k=this.parent.style("font-style").valueOrDefault(a.Font.Parse(a.ctx.font).fontStyle),f=this.getText();c.isRTL&&(f=f.split("").reverse().join(""));for(var g=a.ToNumberArray(this.parent.attribute("dx").value),n=0;n<f.length;n++){var m=this.getGlyph(c,f,n),h=d/c.fontFace.unitsPerEm;b.translate(this.x,this.y);b.scale(h,-h);var l=b.lineWidth;b.lineWidth=b.lineWidth*c.fontFace.unitsPerEm/d;"italic"==k&&b.transform(1,0,.4,
+1,0,0);m.render(b);"italic"==k&&b.transform(1,0,-.4,1,0,0);b.lineWidth=l;b.scale(1/h,-1/h);b.translate(-this.x,-this.y);this.x+=d*(m.horizAdvX||c.horizAdvX)/c.fontFace.unitsPerEm;"undefined"==typeof g[n]||isNaN(g[n])||(this.x+=g[n])}}else""!=b.fillStyle&&b.fillText(a.compressSpaces(this.getText()),this.x,this.y),""!=b.strokeStyle&&b.strokeText(a.compressSpaces(this.getText()),this.x,this.y)};this.getText=function(){};this.measureTextRecursive=function(a){for(var c=this.measureText(a),d=0;d<this.children.length;d++)c+=
+this.children[d].measureTextRecursive(a);return c};this.measureText=function(b){var c=this.parent.style("font-family").getDefinition();if(null!=c){b=this.parent.style("font-size").numValueOrDefault(a.Font.Parse(a.ctx.font).fontSize);var d=0,k=this.getText();c.isRTL&&(k=k.split("").reverse().join(""));for(var f=a.ToNumberArray(this.parent.attribute("dx").value),g=0;g<k.length;g++){var n=this.getGlyph(c,k,g),d=d+(n.horizAdvX||c.horizAdvX)*b/c.fontFace.unitsPerEm;"undefined"==typeof f[g]||isNaN(f[g])||
+(d+=f[g])}return d}c=a.compressSpaces(this.getText());if(!b.measureText)return 10*c.length;b.save();this.setContext(b);c=b.measureText(c).width;b.restore();return c}};a.Element.TextElementBase.prototype=new a.Element.RenderedElementBase;a.Element.tspan=function(c){this.captureTextNodes=!0;this.base=a.Element.TextElementBase;this.base(c);this.text=a.compressSpaces(c.value||c.text||c.textContent||"");this.getText=function(){return 0<this.children.length?"":this.text}};a.Element.tspan.prototype=new a.Element.TextElementBase;
+a.Element.tref=function(c){this.base=a.Element.TextElementBase;this.base(c);this.getText=function(){var a=this.getHrefAttribute().getDefinition();if(null!=a)return a.children[0].getText()}};a.Element.tref.prototype=new a.Element.TextElementBase;a.Element.a=function(c){this.base=a.Element.TextElementBase;this.base(c);this.hasText=0<c.childNodes.length;for(var b=0;b<c.childNodes.length;b++)3!=c.childNodes[b].nodeType&&(this.hasText=!1);this.text=this.hasText?c.childNodes[0].value:"";this.getText=function(){return this.text};
+this.baseRenderChildren=this.renderChildren;this.renderChildren=function(b){if(this.hasText){this.baseRenderChildren(b);var c=new a.Property("fontSize",a.Font.Parse(a.ctx.font).fontSize);a.Mouse.checkBoundingBox(this,new a.BoundingBox(this.x,this.y-c.toPixels("y"),this.x+this.measureText(b),this.y))}else 0<this.children.length&&(c=new a.Element.g,c.children=this.children,c.parent=this,c.render(b))};this.onclick=function(){window.open(this.getHrefAttribute().value)};this.onmousemove=function(){a.ctx.canvas.style.cursor=
+"pointer"}};a.Element.a.prototype=new a.Element.TextElementBase;a.Element.image=function(c){this.base=a.Element.RenderedElementBase;this.base(c);var b=this.getHrefAttribute().value;if(""!=b){var e=b.match(/\.svg$/);a.Images.push(this);this.loaded=!1;if(e)this.img=a.ajax(b),this.loaded=!0;else{this.img=document.createElement("img");1==a.opts.useCORS&&(this.img.crossOrigin="Anonymous");var d=this;this.img.onload=function(){d.loaded=!0};this.img.onerror=function(){a.log('ERROR: image "'+b+'" not found');
+d.loaded=!0};this.img.src=b}this.renderChildren=function(b){var c=this.attribute("x").toPixels("x"),d=this.attribute("y").toPixels("y"),n=this.attribute("width").toPixels("x"),m=this.attribute("height").toPixels("y");0!=n&&0!=m&&(b.save(),e?b.drawSvg(this.img,c,d,n,m):(b.translate(c,d),a.AspectRatio(b,this.attribute("preserveAspectRatio").value,n,this.img.width,m,this.img.height,0,0),b.drawImage(this.img,0,0)),b.restore())};this.getBoundingBox=function(){var b=this.attribute("x").toPixels("x"),c=
+this.attribute("y").toPixels("y"),d=this.attribute("width").toPixels("x"),e=this.attribute("height").toPixels("y");return new a.BoundingBox(b,c,b+d,c+e)}}};a.Element.image.prototype=new a.Element.RenderedElementBase;a.Element.g=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.getBoundingBox=function(){for(var b=new a.BoundingBox,c=0;c<this.children.length;c++)b.addBoundingBox(this.children[c].getBoundingBox());return b}};a.Element.g.prototype=new a.Element.RenderedElementBase;
+a.Element.symbol=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.render=function(a){}};a.Element.symbol.prototype=new a.Element.RenderedElementBase;a.Element.style=function(c){this.base=a.Element.ElementBase;this.base(c);for(var b="",e=0;e<c.childNodes.length;e++)b+=c.childNodes[e].data;b=b.replace(/(\/\*([^*]|[\r\n]|(\*+([^*\/]|[\r\n])))*\*+\/)|(^[\s]*\/\/.*)/gm,"");b=a.compressSpaces(b);c=b.split("}");for(e=0;e<c.length;e++)if(""!=a.trim(c[e]))for(var d=c[e].split("{"),b=d[0].split(","),
+d=d[1].split(";"),k=0;k<b.length;k++){var f=a.trim(b[k]);if(""!=f){for(var g=a.Styles[f]||{},n=0;n<d.length;n++){var m=d[n].indexOf(":"),h=d[n].substr(0,m),m=d[n].substr(m+1,d[n].length-m);null!=h&&null!=m&&(g[a.trim(h)]=new a.Property(a.trim(h),a.trim(m)))}a.Styles[f]=g;a.StylesSpecificity[f]=K(f);if("@font-face"==f)for(f=g["font-family"].value.replace(/"/g,""),g=g.src.value.split(","),n=0;n<g.length;n++)if(0<g[n].indexOf('format("svg")'))for(h=g[n].indexOf("url"),m=g[n].indexOf(")",h),h=g[n].substr(h+
+5,m-h-6),h=a.parseXml(a.ajax(h)).getElementsByTagName("font"),m=0;m<h.length;m++){var l=a.CreateElement(h[m]);a.Definitions[f]=l}}}};a.Element.style.prototype=new a.Element.ElementBase;a.Element.use=function(c){this.base=a.Element.RenderedElementBase;this.base(c);this.baseSetContext=this.setContext;this.setContext=function(a){this.baseSetContext(a);this.attribute("x").hasValue()&&a.translate(this.attribute("x").toPixels("x"),0);this.attribute("y").hasValue()&&a.translate(0,this.attribute("y").toPixels("y"))};
+var b=this.getHrefAttribute().getDefinition();this.path=function(a){null!=b&&b.path(a)};this.getBoundingBox=function(){if(null!=b)return b.getBoundingBox()};this.renderChildren=function(c){if(null!=b){var d=b;"symbol"==b.type&&(d=new a.Element.svg,d.type="svg",d.attributes.viewBox=new a.Property("viewBox",b.attribute("viewBox").value),d.attributes.preserveAspectRatio=new a.Property("preserveAspectRatio",b.attribute("preserveAspectRatio").value),d.attributes.overflow=new a.Property("overflow",b.attribute("overflow").value),
+d.children=b.children);"svg"==d.type&&(this.attribute("width").hasValue()&&(d.attributes.width=new a.Property("width",this.attribute("width").value)),this.attribute("height").hasValue()&&(d.attributes.height=new a.Property("height",this.attribute("height").value)));var k=d.parent;d.parent=null;d.render(c);d.parent=k}}};a.Element.use.prototype=new a.Element.RenderedElementBase;a.Element.mask=function(c){this.base=a.Element.ElementBase;this.base(c);this.apply=function(b,c){var d=this.attribute("x").toPixels("x"),
+k=this.attribute("y").toPixels("y"),f=this.attribute("width").toPixels("x"),g=this.attribute("height").toPixels("y");if(0==f&&0==g){g=new a.BoundingBox;for(d=0;d<this.children.length;d++)g.addBoundingBox(this.children[d].getBoundingBox());d=Math.floor(g.x1);k=Math.floor(g.y1);f=Math.floor(g.width());g=Math.floor(g.height())}var n=c.attribute("mask").value;c.attribute("mask").value="";var m=document.createElement("canvas");m.width=d+f;m.height=k+g;var h=m.getContext("2d");this.renderChildren(h);var l=
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+
+/*!
+
+JSZip v3.1.5 - A JavaScript class for generating and reading zip files
+<http://stuartk.com/jszip>
+
+(c) 2009-2016 Stuart Knightley <stuart [at] stuartk.com>
+Dual licenced under the MIT license or GPLv3. See https://raw.github.com/Stuk/jszip/master/LICENSE.markdown.
+
+JSZip uses the library pako released under the MIT license :
+https://github.com/nodeca/pako/blob/master/LICENSE
+*/
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J=i.LOCAL_FILE_HEADER+I+s+z,K=i.CENTRAL_FILE_HEADER+j(H,2)+I+j(v.length,2)+"\0\0\0\0"+j(G,4)+j(d,4)+s+z+v;return{fileRecord:J,dirRecord:K}},n=function(a,b,c,d,f){var g="",h=e.transformTo("string",f(d));return g=i.CENTRAL_DIRECTORY_END+"\0\0\0\0"+j(a,2)+j(a,2)+j(b,4)+j(c,4)+j(h.length,2)+h},o=function(a){var b="";return b=i.DATA_DESCRIPTOR+j(a.crc32,4)+j(a.compressedSize,4)+j(a.uncompressedSize,4)};e.inherits(d,f),d.prototype.push=function(a){var b=a.meta.percent||0,c=this.entriesCount,d=this._sources.length;this.accumulate?this.contentBuffer.push(a):(this.bytesWritten+=a.data.length,f.prototype.push.call(this,{data:a.data,meta:{currentFile:this.currentFile,percent:c?(b+100*(c-d-1))/c:100}}))},d.prototype.openedSource=function(a){this.currentSourceOffset=this.bytesWritten,this.currentFile=a.file.name;var b=this.streamFiles&&!a.file.dir;if(b){var c=m(a,b,!1,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);this.push({data:c.fileRecord,meta:{percent:0}})}else this.accumulate=!0},d.prototype.closedSource=function(a){this.accumulate=!1;var b=this.streamFiles&&!a.file.dir,c=m(a,b,!0,this.currentSourceOffset,this.zipPlatform,this.encodeFileName);if(this.dirRecords.push(c.dirRecord),b)this.push({data:o(a),meta:{percent:100}});else for(this.push({data:c.fileRecord,meta:{percent:0}});this.contentBuffer.length;)this.push(this.contentBuffer.shift());this.currentFile=null},d.prototype.flush=function(){for(var a=this.bytesWritten,b=0;b<this.dirRecords.length;b++)this.push({data:this.dirRecords[b],meta:{percent:100}});var c=this.bytesWritten-a,d=n(this.dirRecords.length,c,a,this.zipComment,this.encodeFileName);this.push({data:d,meta:{percent:100}})},d.prototype.prepareNextSource=function(){this.previous=this._sources.shift(),this.openedSource(this.previous.streamInfo),this.isPaused?this.previous.pause():this.previous.resume()},d.prototype.registerPrevious=function(a){this._sources.push(a);var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.closedSource(b.previous.streamInfo),b._sources.length?b.prepareNextSource():b.end()}),a.on("error",function(a){b.error(a)}),this},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this.previous&&this._sources.length?(this.prepareNextSource(),!0):this.previous||this._sources.length||this.generatedError?void 0:(this.end(),!0))},d.prototype.error=function(a){var b=this._sources;if(!f.prototype.error.call(this,a))return!1;for(var c=0;c<b.length;c++)try{b[c].error(a)}catch(a){}return!0},d.prototype.lock=function(){f.prototype.lock.call(this);for(var a=this._sources,b=0;b<a.length;b++)a[b].lock()},b.exports=d},{"../crc32":4,"../signature":23,"../stream/GenericWorker":28,"../utf8":31,"../utils":32}],9:[function(a,b,c){"use strict";var d=a("../compressions"),e=a("./ZipFileWorker"),f=function(a,b){var c=a||b,e=d[c];if(!e)throw new Error(c+" is not a valid compression method !");return e};c.generateWorker=function(a,b,c){var d=new e(b.streamFiles,c,b.platform,b.encodeFileName),g=0;try{a.forEach(function(a,c){g++;var e=f(c.options.compression,b.compression),h=c.options.compressionOptions||b.compressionOptions||{},i=c.dir,j=c.date;c._compressWorker(e,h).withStreamInfo("file",{name:a,dir:i,date:j,comment:c.comment||"",unixPermissions:c.unixPermissions,dosPermissions:c.dosPermissions}).pipe(d)}),d.entriesCount=g}catch(h){d.error(h)}return d}},{"../compressions":3,"./ZipFileWorker":8}],10:[function(a,b,c){"use strict";function d(){if(!(this instanceof d))return new d;if(arguments.length)throw new Error("The constructor with parameters has been removed in JSZip 3.0, please check the upgrade guide.");this.files={},this.comment=null,this.root="",this.clone=function(){var a=new d;for(var b in this)"function"!=typeof this[b]&&(a[b]=this[b]);return 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file.")):e.prepareContent("the loaded zip file",a,!0,b.optimizedBinaryString,b.base64).then(function(a){var c=new h(b);return c.load(a),c}).then(function(a){var c=[f.Promise.resolve(a)],e=a.files;if(b.checkCRC32)for(var g=0;g<e.length;g++)c.push(d(e[g]));return f.Promise.all(c)}).then(function(a){for(var d=a.shift(),e=d.files,f=0;f<e.length;f++){var g=e[f];c.file(g.fileNameStr,g.decompressed,{binary:!0,optimizedBinaryString:!0,date:g.date,dir:g.dir,comment:g.fileCommentStr.length?g.fileCommentStr:null,unixPermissions:g.unixPermissions,dosPermissions:g.dosPermissions,createFolders:b.createFolders})}return d.zipComment.length&&(c.comment=d.zipComment),c})}},{"./external":6,"./nodejsUtils":14,"./stream/Crc32Probe":25,"./utf8":31,"./utils":32,"./zipEntries":33}],12:[function(a,b,c){"use strict";function d(a,b){f.call(this,"Nodejs stream input adapter for "+a),this._upstreamEnded=!1,this._bindStream(b)}var e=a("../utils"),f=a("../stream/GenericWorker");e.inherits(d,f),d.prototype._bindStream=function(a){var b=this;this._stream=a,a.pause(),a.on("data",function(a){b.push({data:a,meta:{percent:0}})}).on("error",function(a){b.isPaused?this.generatedError=a:b.error(a)}).on("end",function(){b.isPaused?b._upstreamEnded=!0:b.end()})},d.prototype.pause=function(){return!!f.prototype.pause.call(this)&&(this._stream.pause(),!0)},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(this._upstreamEnded?this.end():this._stream.resume(),!0)},b.exports=d},{"../stream/GenericWorker":28,"../utils":32}],13:[function(a,b,c){"use strict";function d(a,b,c){e.call(this,b),this._helper=a;var d=this;a.on("data",function(a,b){d.push(a)||d._helper.pause(),c&&c(b)}).on("error",function(a){d.emit("error",a)}).on("end",function(){d.push(null)})}var e=a("readable-stream").Readable,f=a("../utils");f.inherits(d,e),d.prototype._read=function(){this._helper.resume()},b.exports=d},{"../utils":32,"readable-stream":16}],14:[function(a,b,c){"use strict";b.exports={isNode:"undefined"!=typeof Buffer,newBufferFrom:function(a,b){return new Buffer(a,b)},allocBuffer:function(a){return Buffer.alloc?Buffer.alloc(a):new Buffer(a)},isBuffer:function(a){return Buffer.isBuffer(a)},isStream:function(a){return a&&"function"==typeof a.on&&"function"==typeof a.pause&&"function"==typeof a.resume}}},{}],15:[function(a,b,c){"use strict";function d(a){return"[object RegExp]"===Object.prototype.toString.call(a)}var e=a("./utf8"),f=a("./utils"),g=a("./stream/GenericWorker"),h=a("./stream/StreamHelper"),i=a("./defaults"),j=a("./compressedObject"),k=a("./zipObject"),l=a("./generate"),m=a("./nodejsUtils"),n=a("./nodejs/NodejsStreamInputAdapter"),o=function(a,b,c){var d,e=f.getTypeOf(b),h=f.extend(c||{},i);h.date=h.date||new Date,null!==h.compression&&(h.compression=h.compression.toUpperCase()),"string"==typeof h.unixPermissions&&(h.unixPermissions=parseInt(h.unixPermissions,8)),h.unixPermissions&&16384&h.unixPermissions&&(h.dir=!0),h.dosPermissions&&16&h.dosPermissions&&(h.dir=!0),h.dir&&(a=q(a)),h.createFolders&&(d=p(a))&&r.call(this,d,!0);var l="string"===e&&h.binary===!1&&h.base64===!1;c&&"undefined"!=typeof c.binary||(h.binary=!l);var o=b instanceof j&&0===b.uncompressedSize;(o||h.dir||!b||0===b.length)&&(h.base64=!1,h.binary=!0,b="",h.compression="STORE",e="string");var s=null;s=b instanceof j||b instanceof g?b:m.isNode&&m.isStream(b)?new n(a,b):f.prepareContent(a,b,h.binary,h.optimizedBinaryString,h.base64);var t=new k(a,s,h);this.files[a]=t},p=function(a){"/"===a.slice(-1)&&(a=a.substring(0,a.length-1));var b=a.lastIndexOf("/");return b>0?a.substring(0,b):""},q=function(a){return"/"!==a.slice(-1)&&(a+="/"),a},r=function(a,b){return b="undefined"!=typeof b?b:i.createFolders,a=q(a),this.files[a]||o.call(this,a,null,{dir:!0,createFolders:b}),this.files[a]},s={load:function(){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},forEach:function(a){var b,c,d;for(b in this.files)this.files.hasOwnProperty(b)&&(d=this.files[b],c=b.slice(this.root.length,b.length),c&&b.slice(0,this.root.length)===this.root&&a(c,d))},filter:function(a){var b=[];return this.forEach(function(c,d){a(c,d)&&b.push(d)}),b},file:function(a,b,c){if(1===arguments.length){if(d(a)){var e=a;return this.filter(function(a,b){return!b.dir&&e.test(a)})}var f=this.files[this.root+a];return f&&!f.dir?f:null}return a=this.root+a,o.call(this,a,b,c),this},folder:function(a){if(!a)return this;if(d(a))return this.filter(function(b,c){return c.dir&&a.test(b)});var b=this.root+a,c=r.call(this,b),e=this.clone();return e.root=c.name,e},remove:function(a){a=this.root+a;var b=this.files[a];if(b||("/"!==a.slice(-1)&&(a+="/"),b=this.files[a]),b&&!b.dir)delete this.files[a];else for(var c=this.filter(function(b,c){return c.name.slice(0,a.length)===a}),d=0;d<c.length;d++)delete this.files[c[d].name];return this},generate:function(a){throw new Error("This method has been removed in JSZip 3.0, please check the upgrade guide.")},generateInternalStream:function(a){var b,c={};try{if(c=f.extend(a||{},{streamFiles:!1,compression:"STORE",compressionOptions:null,type:"",platform:"DOS",comment:null,mimeType:"application/zip",encodeFileName:e.utf8encode}),c.type=c.type.toLowerCase(),c.compression=c.compression.toUpperCase(),"binarystring"===c.type&&(c.type="string"),!c.type)throw new Error("No output type specified.");f.checkSupport(c.type),"darwin"!==c.platform&&"freebsd"!==c.platform&&"linux"!==c.platform&&"sunos"!==c.platform||(c.platform="UNIX"),"win32"===c.platform&&(c.platform="DOS");var d=c.comment||this.comment||"";b=l.generateWorker(this,c,d)}catch(i){b=new g("error"),b.error(i)}return new h(b,c.type||"string",c.mimeType)},generateAsync:function(a,b){return this.generateInternalStream(a).accumulate(b)},generateNodeStream:function(a,b){return a=a||{},a.type||(a.type="nodebuffer"),this.generateInternalStream(a).toNodejsStream(b)}};b.exports=s},{"./compressedObject":2,"./defaults":5,"./generate":9,"./nodejs/NodejsStreamInputAdapter":12,"./nodejsUtils":14,"./stream/GenericWorker":28,"./stream/StreamHelper":29,"./utf8":31,"./utils":32,"./zipObject":35}],16:[function(a,b,c){b.exports=a("stream")},{stream:void 0}],17:[function(a,b,c){"use strict";function d(a){e.call(this,a);for(var b=0;b<this.data.length;b++)a[b]=255&a[b]}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data[this.zero+a]},d.prototype.lastIndexOfSignature=function(a){for(var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.length-4;f>=0;--f)if(this.data[f]===b&&this.data[f+1]===c&&this.data[f+2]===d&&this.data[f+3]===e)return f-this.zero;return-1},d.prototype.readAndCheckSignature=function(a){var b=a.charCodeAt(0),c=a.charCodeAt(1),d=a.charCodeAt(2),e=a.charCodeAt(3),f=this.readData(4);return b===f[0]&&c===f[1]&&d===f[2]&&e===f[3]},d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return[];var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],18:[function(a,b,c){"use strict";function d(a){this.data=a,this.length=a.length,this.index=0,this.zero=0}var e=a("../utils");d.prototype={checkOffset:function(a){this.checkIndex(this.index+a)},checkIndex:function(a){if(this.length<this.zero+a||a<0)throw new Error("End of data reached (data length = "+this.length+", asked index = "+a+"). Corrupted zip ?")},setIndex:function(a){this.checkIndex(a),this.index=a},skip:function(a){this.setIndex(this.index+a)},byteAt:function(a){},readInt:function(a){var b,c=0;for(this.checkOffset(a),b=this.index+a-1;b>=this.index;b--)c=(c<<8)+this.byteAt(b);return this.index+=a,c},readString:function(a){return e.transformTo("string",this.readData(a))},readData:function(a){},lastIndexOfSignature:function(a){},readAndCheckSignature:function(a){},readDate:function(){var a=this.readInt(4);return new Date(Date.UTC((a>>25&127)+1980,(a>>21&15)-1,a>>16&31,a>>11&31,a>>5&63,(31&a)<<1))}},b.exports=d},{"../utils":32}],19:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./Uint8ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./Uint8ArrayReader":21}],20:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./DataReader"),f=a("../utils");f.inherits(d,e),d.prototype.byteAt=function(a){return this.data.charCodeAt(this.zero+a)},d.prototype.lastIndexOfSignature=function(a){return this.data.lastIndexOf(a)-this.zero},d.prototype.readAndCheckSignature=function(a){var b=this.readData(4);return a===b},d.prototype.readData=function(a){this.checkOffset(a);var b=this.data.slice(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./DataReader":18}],21:[function(a,b,c){"use strict";function d(a){e.call(this,a)}var e=a("./ArrayReader"),f=a("../utils");f.inherits(d,e),d.prototype.readData=function(a){if(this.checkOffset(a),0===a)return new Uint8Array(0);var b=this.data.subarray(this.zero+this.index,this.zero+this.index+a);return this.index+=a,b},b.exports=d},{"../utils":32,"./ArrayReader":17}],22:[function(a,b,c){"use strict";var d=a("../utils"),e=a("../support"),f=a("./ArrayReader"),g=a("./StringReader"),h=a("./NodeBufferReader"),i=a("./Uint8ArrayReader");b.exports=function(a){var b=d.getTypeOf(a);return d.checkSupport(b),"string"!==b||e.uint8array?"nodebuffer"===b?new h(a):e.uint8array?new i(d.transformTo("uint8array",a)):new f(d.transformTo("array",a)):new g(a)}},{"../support":30,"../utils":32,"./ArrayReader":17,"./NodeBufferReader":19,"./StringReader":20,"./Uint8ArrayReader":21}],23:[function(a,b,c){"use strict";c.LOCAL_FILE_HEADER="PK",c.CENTRAL_FILE_HEADER="PK
",c.CENTRAL_DIRECTORY_END="PK",c.ZIP64_CENTRAL_DIRECTORY_LOCATOR="PK",c.ZIP64_CENTRAL_DIRECTORY_END="PK",c.DATA_DESCRIPTOR="PK\b"},{}],24:[function(a,b,c){"use strict";function d(a){e.call(this,"ConvertWorker to "+a),this.destType=a}var e=a("./GenericWorker"),f=a("../utils");f.inherits(d,e),d.prototype.processChunk=function(a){this.push({data:f.transformTo(this.destType,a.data),meta:a.meta})},b.exports=d},{"../utils":32,"./GenericWorker":28}],25:[function(a,b,c){"use strict";function d(){e.call(this,"Crc32Probe"),this.withStreamInfo("crc32",0)}var e=a("./GenericWorker"),f=a("../crc32"),g=a("../utils");g.inherits(d,e),d.prototype.processChunk=function(a){this.streamInfo.crc32=f(a.data,this.streamInfo.crc32||0),this.push(a)},b.exports=d},{"../crc32":4,"../utils":32,"./GenericWorker":28}],26:[function(a,b,c){"use strict";function d(a){f.call(this,"DataLengthProbe for "+a),this.propName=a,this.withStreamInfo(a,0)}var e=a("../utils"),f=a("./GenericWorker");e.inherits(d,f),d.prototype.processChunk=function(a){if(a){var b=this.streamInfo[this.propName]||0;this.streamInfo[this.propName]=b+a.data.length}f.prototype.processChunk.call(this,a)},b.exports=d},{"../utils":32,"./GenericWorker":28}],27:[function(a,b,c){"use strict";function d(a){f.call(this,"DataWorker");var b=this;this.dataIsReady=!1,this.index=0,this.max=0,this.data=null,this.type="",this._tickScheduled=!1,a.then(function(a){b.dataIsReady=!0,b.data=a,b.max=a&&a.length||0,b.type=e.getTypeOf(a),b.isPaused||b._tickAndRepeat()},function(a){b.error(a)})}var e=a("../utils"),f=a("./GenericWorker"),g=16384;e.inherits(d,f),d.prototype.cleanUp=function(){f.prototype.cleanUp.call(this),this.data=null},d.prototype.resume=function(){return!!f.prototype.resume.call(this)&&(!this._tickScheduled&&this.dataIsReady&&(this._tickScheduled=!0,e.delay(this._tickAndRepeat,[],this)),!0)},d.prototype._tickAndRepeat=function(){this._tickScheduled=!1,this.isPaused||this.isFinished||(this._tick(),this.isFinished||(e.delay(this._tickAndRepeat,[],this),this._tickScheduled=!0))},d.prototype._tick=function(){if(this.isPaused||this.isFinished)return!1;var a=g,b=null,c=Math.min(this.max,this.index+a);if(this.index>=this.max)return this.end();switch(this.type){case"string":b=this.data.substring(this.index,c);break;case"uint8array":b=this.data.subarray(this.index,c);break;case"array":case"nodebuffer":b=this.data.slice(this.index,c)}return this.index=c,this.push({data:b,meta:{percent:this.max?this.index/this.max*100:0}})},b.exports=d},{"../utils":32,"./GenericWorker":28}],28:[function(a,b,c){"use strict";function d(a){this.name=a||"default",this.streamInfo={},this.generatedError=null,this.extraStreamInfo={},this.isPaused=!0,this.isFinished=!1,this.isLocked=!1,this._listeners={data:[],end:[],error:[]},this.previous=null}d.prototype={push:function(a){this.emit("data",a)},end:function(){if(this.isFinished)return!1;this.flush();try{this.emit("end"),this.cleanUp(),this.isFinished=!0}catch(a){this.emit("error",a)}return!0},error:function(a){return!this.isFinished&&(this.isPaused?this.generatedError=a:(this.isFinished=!0,this.emit("error",a),this.previous&&this.previous.error(a),this.cleanUp()),!0)},on:function(a,b){return this._listeners[a].push(b),this},cleanUp:function(){this.streamInfo=this.generatedError=this.extraStreamInfo=null,this._listeners=[]},emit:function(a,b){if(this._listeners[a])for(var c=0;c<this._listeners[a].length;c++)this._listeners[a][c].call(this,b)},pipe:function(a){return a.registerPrevious(this)},registerPrevious:function(a){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.streamInfo=a.streamInfo,this.mergeStreamInfo(),this.previous=a;var b=this;return a.on("data",function(a){b.processChunk(a)}),a.on("end",function(){b.end()}),a.on("error",function(a){b.error(a)}),this},pause:function(){return!this.isPaused&&!this.isFinished&&(this.isPaused=!0,this.previous&&this.previous.pause(),!0)},resume:function(){if(!this.isPaused||this.isFinished)return!1;this.isPaused=!1;var a=!1;return this.generatedError&&(this.error(this.generatedError),a=!0),this.previous&&this.previous.resume(),!a},flush:function(){},processChunk:function(a){this.push(a)},withStreamInfo:function(a,b){return this.extraStreamInfo[a]=b,this.mergeStreamInfo(),this},mergeStreamInfo:function(){for(var a in this.extraStreamInfo)this.extraStreamInfo.hasOwnProperty(a)&&(this.streamInfo[a]=this.extraStreamInfo[a])},lock:function(){if(this.isLocked)throw new Error("The stream '"+this+"' has already been used.");this.isLocked=!0,this.previous&&this.previous.lock()},toString:function(){var a="Worker "+this.name;return this.previous?this.previous+" -> "+a:a}},b.exports=d},{}],29:[function(a,b,c){"use strict";function d(a,b,c){switch(a){case"blob":return h.newBlob(h.transformTo("arraybuffer",b),c);case"base64":return k.encode(b);default:return h.transformTo(a,b)}}function e(a,b){var c,d=0,e=null,f=0;for(c=0;c<b.length;c++)f+=b[c].length;switch(a){case"string":return b.join("");case"array":return Array.prototype.concat.apply([],b);case"uint8array":for(e=new Uint8Array(f),c=0;c<b.length;c++)e.set(b[c],d),d+=b[c].length;return e;case"nodebuffer":return Buffer.concat(b);default:throw new Error("concat : unsupported type '"+a+"'")}}function f(a,b){return new m.Promise(function(c,f){var g=[],h=a._internalType,i=a._outputType,j=a._mimeType;a.on("data",function(a,c){g.push(a),b&&b(c)}).on("error",function(a){g=[],f(a)}).on("end",function(){try{var a=d(i,e(h,g),j);c(a)}catch(b){f(b)}g=[]}).resume()})}function g(a,b,c){var d=b;switch(b){case"blob":case"arraybuffer":d="uint8array";break;case"base64":d="string"}try{this._internalType=d,this._outputType=b,this._mimeType=c,h.checkSupport(d),this._worker=a.pipe(new i(d)),a.lock()}catch(e){this._worker=new j("error"),this._worker.error(e)}}var h=a("../utils"),i=a("./ConvertWorker"),j=a("./GenericWorker"),k=a("../base64"),l=a("../support"),m=a("../external"),n=null;if(l.nodestream)try{n=a("../nodejs/NodejsStreamOutputAdapter")}catch(o){}g.prototype={accumulate:function(a){return f(this,a)},on:function(a,b){var c=this;return"data"===a?this._worker.on(a,function(a){b.call(c,a.data,a.meta)}):this._worker.on(a,function(){h.delay(b,arguments,c)}),this},resume:function(){return h.delay(this._worker.resume,[],this._worker),this},pause:function(){return this._worker.pause(),this},toNodejsStream:function(a){if(h.checkSupport("nodestream"),"nodebuffer"!==this._outputType)throw new Error(this._outputType+" is not supported by this method");return new n(this,{objectMode:"nodebuffer"!==this._outputType},a)}},b.exports=g},{"../base64":1,"../external":6,"../nodejs/NodejsStreamOutputAdapter":13,"../support":30,"../utils":32,"./ConvertWorker":24,"./GenericWorker":28}],30:[function(a,b,c){"use strict";if(c.base64=!0,c.array=!0,c.string=!0,c.arraybuffer="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array,c.nodebuffer="undefined"!=typeof Buffer,c.uint8array="undefined"!=typeof Uint8Array,"undefined"==typeof ArrayBuffer)c.blob=!1;else{var d=new ArrayBuffer(0);try{c.blob=0===new Blob([d],{type:"application/zip"}).size}catch(e){try{var f=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,g=new f;g.append(d),c.blob=0===g.getBlob("application/zip").size}catch(e){c.blob=!1}}}try{c.nodestream=!!a("readable-stream").Readable}catch(e){c.nodestream=!1}},{"readable-stream":16}],31:[function(a,b,c){"use strict";function d(){i.call(this,"utf-8 decode"),this.leftOver=null}function e(){i.call(this,"utf-8 encode")}for(var f=a("./utils"),g=a("./support"),h=a("./nodejsUtils"),i=a("./stream/GenericWorker"),j=new Array(256),k=0;k<256;k++)j[k]=k>=252?6:k>=248?5:k>=240?4:k>=224?3:k>=192?2:1;j[254]=j[254]=1;var l=function(a){var b,c,d,e,f,h=a.length,i=0;for(e=0;e<h;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),i+=c<128?1:c<2048?2:c<65536?3:4;for(b=g.uint8array?new Uint8Array(i):new Array(i),f=0,e=0;f<i;e++)c=a.charCodeAt(e),55296===(64512&c)&&e+1<h&&(d=a.charCodeAt(e+1),56320===(64512&d)&&(c=65536+(c-55296<<10)+(d-56320),e++)),c<128?b[f++]=c:c<2048?(b[f++]=192|c>>>6,b[f++]=128|63&c):c<65536?(b[f++]=224|c>>>12,b[f++]=128|c>>>6&63,b[f++]=128|63&c):(b[f++]=240|c>>>18,b[f++]=128|c>>>12&63,b[f++]=128|c>>>6&63,b[f++]=128|63&c);return b},m=function(a,b){var c;for(b=b||a.length,b>a.length&&(b=a.length),c=b-1;c>=0&&128===(192&a[c]);)c--;return c<0?b:0===c?b:c+j[a[c]]>b?c:b},n=function(a){var b,c,d,e,g=a.length,h=new Array(2*g);for(c=0,b=0;b<g;)if(d=a[b++],d<128)h[c++]=d;else if(e=j[d],e>4)h[c++]=65533,b+=e-1;else{for(d&=2===e?31:3===e?15:7;e>1&&b<g;)d=d<<6|63&a[b++],e--;e>1?h[c++]=65533:d<65536?h[c++]=d:(d-=65536,h[c++]=55296|d>>10&1023,h[c++]=56320|1023&d)}return h.length!==c&&(h.subarray?h=h.subarray(0,c):h.length=c),f.applyFromCharCode(h)};c.utf8encode=function(a){return g.nodebuffer?h.newBufferFrom(a,"utf-8"):l(a)},c.utf8decode=function(a){return g.nodebuffer?f.transformTo("nodebuffer",a).toString("utf-8"):(a=f.transformTo(g.uint8array?"uint8array":"array",a),n(a))},f.inherits(d,i),d.prototype.processChunk=function(a){var b=f.transformTo(g.uint8array?"uint8array":"array",a.data);if(this.leftOver&&this.leftOver.length){if(g.uint8array){var d=b;b=new Uint8Array(d.length+this.leftOver.length),b.set(this.leftOver,0),b.set(d,this.leftOver.length)}else b=this.leftOver.concat(b);this.leftOver=null}var e=m(b),h=b;e!==b.length&&(g.uint8array?(h=b.subarray(0,e),this.leftOver=b.subarray(e,b.length)):(h=b.slice(0,e),this.leftOver=b.slice(e,b.length))),this.push({data:c.utf8decode(h),meta:a.meta})},d.prototype.flush=function(){this.leftOver&&this.leftOver.length&&(this.push({data:c.utf8decode(this.leftOver),meta:{}}),this.leftOver=null)},c.Utf8DecodeWorker=d,f.inherits(e,i),e.prototype.processChunk=function(a){this.push({data:c.utf8encode(a.data),meta:a.meta})},c.Utf8EncodeWorker=e},{"./nodejsUtils":14,"./stream/GenericWorker":28,"./support":30,"./utils":32}],32:[function(a,b,c){"use strict";function d(a){var b=null;return b=i.uint8array?new Uint8Array(a.length):new Array(a.length),f(a,b)}function e(a){return a}function f(a,b){for(var c=0;c<a.length;++c)b[c]=255&a.charCodeAt(c);return b}function g(a){var b=65536,d=c.getTypeOf(a),e=!0;if("uint8array"===d?e=n.applyCanBeUsed.uint8array:"nodebuffer"===d&&(e=n.applyCanBeUsed.nodebuffer),e)for(;b>1;)try{return n.stringifyByChunk(a,d,b)}catch(f){b=Math.floor(b/2)}return n.stringifyByChar(a)}function h(a,b){for(var c=0;c<a.length;c++)b[c]=a[c];
+return b}var i=a("./support"),j=a("./base64"),k=a("./nodejsUtils"),l=a("core-js/library/fn/set-immediate"),m=a("./external");c.newBlob=function(a,b){c.checkSupport("blob");try{return new Blob([a],{type:b})}catch(d){try{var e=self.BlobBuilder||self.WebKitBlobBuilder||self.MozBlobBuilder||self.MSBlobBuilder,f=new e;return f.append(a),f.getBlob(b)}catch(d){throw new Error("Bug : can't construct the Blob.")}}};var n={stringifyByChunk:function(a,b,c){var d=[],e=0,f=a.length;if(f<=c)return String.fromCharCode.apply(null,a);for(;e<f;)"array"===b||"nodebuffer"===b?d.push(String.fromCharCode.apply(null,a.slice(e,Math.min(e+c,f)))):d.push(String.fromCharCode.apply(null,a.subarray(e,Math.min(e+c,f)))),e+=c;return d.join("")},stringifyByChar:function(a){for(var b="",c=0;c<a.length;c++)b+=String.fromCharCode(a[c]);return b},applyCanBeUsed:{uint8array:function(){try{return i.uint8array&&1===String.fromCharCode.apply(null,new Uint8Array(1)).length}catch(a){return!1}}(),nodebuffer:function(){try{return i.nodebuffer&&1===String.fromCharCode.apply(null,k.allocBuffer(1)).length}catch(a){return!1}}()}};c.applyFromCharCode=g;var o={};o.string={string:e,array:function(a){return f(a,new Array(a.length))},arraybuffer:function(a){return o.string.uint8array(a).buffer},uint8array:function(a){return f(a,new Uint8Array(a.length))},nodebuffer:function(a){return f(a,k.allocBuffer(a.length))}},o.array={string:g,array:e,arraybuffer:function(a){return new Uint8Array(a).buffer},uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(a)}},o.arraybuffer={string:function(a){return g(new Uint8Array(a))},array:function(a){return h(new Uint8Array(a),new Array(a.byteLength))},arraybuffer:e,uint8array:function(a){return new Uint8Array(a)},nodebuffer:function(a){return k.newBufferFrom(new Uint8Array(a))}},o.uint8array={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return a.buffer},uint8array:e,nodebuffer:function(a){return k.newBufferFrom(a)}},o.nodebuffer={string:g,array:function(a){return h(a,new Array(a.length))},arraybuffer:function(a){return o.nodebuffer.uint8array(a).buffer},uint8array:function(a){return h(a,new Uint8Array(a.length))},nodebuffer:e},c.transformTo=function(a,b){if(b||(b=""),!a)return b;c.checkSupport(a);var d=c.getTypeOf(b),e=o[d][a](b);return e},c.getTypeOf=function(a){return"string"==typeof a?"string":"[object Array]"===Object.prototype.toString.call(a)?"array":i.nodebuffer&&k.isBuffer(a)?"nodebuffer":i.uint8array&&a instanceof Uint8Array?"uint8array":i.arraybuffer&&a instanceof ArrayBuffer?"arraybuffer":void 0},c.checkSupport=function(a){var b=i[a.toLowerCase()];if(!b)throw new Error(a+" is not supported by this platform")},c.MAX_VALUE_16BITS=65535,c.MAX_VALUE_32BITS=-1,c.pretty=function(a){var b,c,d="";for(c=0;c<(a||"").length;c++)b=a.charCodeAt(c),d+="\\x"+(b<16?"0":"")+b.toString(16).toUpperCase();return d},c.delay=function(a,b,c){l(function(){a.apply(c||null,b||[])})},c.inherits=function(a,b){var c=function(){};c.prototype=b.prototype,a.prototype=new c},c.extend=function(){var a,b,c={};for(a=0;a<arguments.length;a++)for(b in arguments[a])arguments[a].hasOwnProperty(b)&&"undefined"==typeof c[b]&&(c[b]=arguments[a][b]);return c},c.prepareContent=function(a,b,e,f,g){var h=m.Promise.resolve(b).then(function(a){var b=i.blob&&(a instanceof Blob||["[object File]","[object Blob]"].indexOf(Object.prototype.toString.call(a))!==-1);return b&&"undefined"!=typeof FileReader?new m.Promise(function(b,c){var d=new FileReader;d.onload=function(a){b(a.target.result)},d.onerror=function(a){c(a.target.error)},d.readAsArrayBuffer(a)}):a});return h.then(function(b){var h=c.getTypeOf(b);return h?("arraybuffer"===h?b=c.transformTo("uint8array",b):"string"===h&&(g?b=j.decode(b):e&&f!==!0&&(b=d(b))),b):m.Promise.reject(new Error("Can't read the data of '"+a+"'. Is it in a supported JavaScript type (String, Blob, ArrayBuffer, etc) ?"))})}},{"./base64":1,"./external":6,"./nodejsUtils":14,"./support":30,"core-js/library/fn/set-immediate":36}],33:[function(a,b,c){"use strict";function d(a){this.files=[],this.loadOptions=a}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./signature"),h=a("./zipEntry"),i=(a("./utf8"),a("./support"));d.prototype={checkSignature:function(a){if(!this.reader.readAndCheckSignature(a)){this.reader.index-=4;var b=this.reader.readString(4);throw new Error("Corrupted zip or bug: unexpected signature ("+f.pretty(b)+", expected "+f.pretty(a)+")")}},isSignature:function(a,b){var c=this.reader.index;this.reader.setIndex(a);var d=this.reader.readString(4),e=d===b;return this.reader.setIndex(c),e},readBlockEndOfCentral:function(){this.diskNumber=this.reader.readInt(2),this.diskWithCentralDirStart=this.reader.readInt(2),this.centralDirRecordsOnThisDisk=this.reader.readInt(2),this.centralDirRecords=this.reader.readInt(2),this.centralDirSize=this.reader.readInt(4),this.centralDirOffset=this.reader.readInt(4),this.zipCommentLength=this.reader.readInt(2);var a=this.reader.readData(this.zipCommentLength),b=i.uint8array?"uint8array":"array",c=f.transformTo(b,a);this.zipComment=this.loadOptions.decodeFileName(c)},readBlockZip64EndOfCentral:function(){this.zip64EndOfCentralSize=this.reader.readInt(8),this.reader.skip(4),this.diskNumber=this.reader.readInt(4),this.diskWithCentralDirStart=this.reader.readInt(4),this.centralDirRecordsOnThisDisk=this.reader.readInt(8),this.centralDirRecords=this.reader.readInt(8),this.centralDirSize=this.reader.readInt(8),this.centralDirOffset=this.reader.readInt(8),this.zip64ExtensibleData={};for(var a,b,c,d=this.zip64EndOfCentralSize-44,e=0;e<d;)a=this.reader.readInt(2),b=this.reader.readInt(4),c=this.reader.readData(b),this.zip64ExtensibleData[a]={id:a,length:b,value:c}},readBlockZip64EndOfCentralLocator:function(){if(this.diskWithZip64CentralDirStart=this.reader.readInt(4),this.relativeOffsetEndOfZip64CentralDir=this.reader.readInt(8),this.disksCount=this.reader.readInt(4),this.disksCount>1)throw new Error("Multi-volumes zip are not supported")},readLocalFiles:function(){var a,b;for(a=0;a<this.files.length;a++)b=this.files[a],this.reader.setIndex(b.localHeaderOffset),this.checkSignature(g.LOCAL_FILE_HEADER),b.readLocalPart(this.reader),b.handleUTF8(),b.processAttributes()},readCentralDir:function(){var a;for(this.reader.setIndex(this.centralDirOffset);this.reader.readAndCheckSignature(g.CENTRAL_FILE_HEADER);)a=new h({zip64:this.zip64},this.loadOptions),a.readCentralPart(this.reader),this.files.push(a);if(this.centralDirRecords!==this.files.length&&0!==this.centralDirRecords&&0===this.files.length)throw new Error("Corrupted zip or bug: expected "+this.centralDirRecords+" records in central dir, got "+this.files.length)},readEndOfCentral:function(){var a=this.reader.lastIndexOfSignature(g.CENTRAL_DIRECTORY_END);if(a<0){var b=!this.isSignature(0,g.LOCAL_FILE_HEADER);throw b?new Error("Can't find end of central directory : is this a zip file ? If it is, see https://stuk.github.io/jszip/documentation/howto/read_zip.html"):new Error("Corrupted zip: can't find end of central directory")}this.reader.setIndex(a);var c=a;if(this.checkSignature(g.CENTRAL_DIRECTORY_END),this.readBlockEndOfCentral(),this.diskNumber===f.MAX_VALUE_16BITS||this.diskWithCentralDirStart===f.MAX_VALUE_16BITS||this.centralDirRecordsOnThisDisk===f.MAX_VALUE_16BITS||this.centralDirRecords===f.MAX_VALUE_16BITS||this.centralDirSize===f.MAX_VALUE_32BITS||this.centralDirOffset===f.MAX_VALUE_32BITS){if(this.zip64=!0,a=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),a<0)throw new Error("Corrupted zip: can't find the ZIP64 end of central directory locator");if(this.reader.setIndex(a),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_LOCATOR),this.readBlockZip64EndOfCentralLocator(),!this.isSignature(this.relativeOffsetEndOfZip64CentralDir,g.ZIP64_CENTRAL_DIRECTORY_END)&&(this.relativeOffsetEndOfZip64CentralDir=this.reader.lastIndexOfSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.relativeOffsetEndOfZip64CentralDir<0))throw new Error("Corrupted zip: can't find the ZIP64 end of central directory");this.reader.setIndex(this.relativeOffsetEndOfZip64CentralDir),this.checkSignature(g.ZIP64_CENTRAL_DIRECTORY_END),this.readBlockZip64EndOfCentral()}var d=this.centralDirOffset+this.centralDirSize;this.zip64&&(d+=20,d+=12+this.zip64EndOfCentralSize);var e=c-d;if(e>0)this.isSignature(c,g.CENTRAL_FILE_HEADER)||(this.reader.zero=e);else if(e<0)throw new Error("Corrupted zip: missing "+Math.abs(e)+" bytes.")},prepareReader:function(a){this.reader=e(a)},load:function(a){this.prepareReader(a),this.readEndOfCentral(),this.readCentralDir(),this.readLocalFiles()}},b.exports=d},{"./reader/readerFor":22,"./signature":23,"./support":30,"./utf8":31,"./utils":32,"./zipEntry":34}],34:[function(a,b,c){"use strict";function d(a,b){this.options=a,this.loadOptions=b}var e=a("./reader/readerFor"),f=a("./utils"),g=a("./compressedObject"),h=a("./crc32"),i=a("./utf8"),j=a("./compressions"),k=a("./support"),l=0,m=3,n=function(a){for(var b in j)if(j.hasOwnProperty(b)&&j[b].magic===a)return j[b];return null};d.prototype={isEncrypted:function(){return 1===(1&this.bitFlag)},useUTF8:function(){return 2048===(2048&this.bitFlag)},readLocalPart:function(a){var b,c;if(a.skip(22),this.fileNameLength=a.readInt(2),c=a.readInt(2),this.fileName=a.readData(this.fileNameLength),a.skip(c),this.compressedSize===-1||this.uncompressedSize===-1)throw new Error("Bug or corrupted zip : didn't get enough informations from the central directory (compressedSize === -1 || uncompressedSize === -1)");if(b=n(this.compressionMethod),null===b)throw new Error("Corrupted zip : compression "+f.pretty(this.compressionMethod)+" unknown (inner file : "+f.transformTo("string",this.fileName)+")");this.decompressed=new g(this.compressedSize,this.uncompressedSize,this.crc32,b,a.readData(this.compressedSize))},readCentralPart:function(a){this.versionMadeBy=a.readInt(2),a.skip(2),this.bitFlag=a.readInt(2),this.compressionMethod=a.readString(2),this.date=a.readDate(),this.crc32=a.readInt(4),this.compressedSize=a.readInt(4),this.uncompressedSize=a.readInt(4);var b=a.readInt(2);if(this.extraFieldsLength=a.readInt(2),this.fileCommentLength=a.readInt(2),this.diskNumberStart=a.readInt(2),this.internalFileAttributes=a.readInt(2),this.externalFileAttributes=a.readInt(4),this.localHeaderOffset=a.readInt(4),this.isEncrypted())throw new Error("Encrypted zip are not supported");a.skip(b),this.readExtraFields(a),this.parseZIP64ExtraField(a),this.fileComment=a.readData(this.fileCommentLength)},processAttributes:function(){this.unixPermissions=null,this.dosPermissions=null;var a=this.versionMadeBy>>8;this.dir=!!(16&this.externalFileAttributes),a===l&&(this.dosPermissions=63&this.externalFileAttributes),a===m&&(this.unixPermissions=this.externalFileAttributes>>16&65535),this.dir||"/"!==this.fileNameStr.slice(-1)||(this.dir=!0)},parseZIP64ExtraField:function(a){if(this.extraFields[1]){var b=e(this.extraFields[1].value);this.uncompressedSize===f.MAX_VALUE_32BITS&&(this.uncompressedSize=b.readInt(8)),this.compressedSize===f.MAX_VALUE_32BITS&&(this.compressedSize=b.readInt(8)),this.localHeaderOffset===f.MAX_VALUE_32BITS&&(this.localHeaderOffset=b.readInt(8)),this.diskNumberStart===f.MAX_VALUE_32BITS&&(this.diskNumberStart=b.readInt(4))}},readExtraFields:function(a){var 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c,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t,u,v,w,x,y,z,A,B,C;c=a.state,f=a.next_in,B=a.input,g=f+(a.avail_in-5),h=a.next_out,C=a.output,i=h-(b-a.avail_out),j=h+(a.avail_out-257),k=c.dmax,l=c.wsize,m=c.whave,n=c.wnext,o=c.window,p=c.hold,q=c.bits,r=c.lencode,s=c.distcode,t=(1<<c.lenbits)-1,u=(1<<c.distbits)-1;a:do{q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=r[p&t];b:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,0===w)C[h++]=65535&v;else{if(!(16&w)){if(0===(64&w)){v=r[(65535&v)+(p&(1<<w)-1)];continue b}if(32&w){c.mode=e;break a}a.msg="invalid literal/length code",c.mode=d;break a}x=65535&v,w&=15,w&&(q<w&&(p+=B[f++]<<q,q+=8),x+=p&(1<<w)-1,p>>>=w,q-=w),q<15&&(p+=B[f++]<<q,q+=8,p+=B[f++]<<q,q+=8),v=s[p&u];c:for(;;){if(w=v>>>24,p>>>=w,q-=w,w=v>>>16&255,!(16&w)){if(0===(64&w)){v=s[(65535&v)+(p&(1<<w)-1)];continue c}a.msg="invalid distance code",c.mode=d;break a}if(y=65535&v,w&=15,q<w&&(p+=B[f++]<<q,q+=8,q<w&&(p+=B[f++]<<q,q+=8)),y+=p&(1<<w)-1,y>k){a.msg="invalid distance too far back",c.mode=d;break 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P:if(1024&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length=m,c.head&&(c.head.extra_len=m),512&c.flags&&(Ba[0]=255&m,Ba[1]=m>>>8&255,c.check=u(c.check,Ba,2,0)),m=0,n=0}else c.head&&(c.head.extra=null);c.mode=Q;case Q:if(1024&c.flags&&(q=c.length,q>i&&(q=i),q&&(c.head&&(wa=c.head.extra_len-c.length,c.head.extra||(c.head.extra=new Array(c.head.extra_len)),s.arraySet(c.head.extra,e,g,q,wa)),512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,c.length-=q),c.length))break a;c.length=0,c.mode=R;case R:if(2048&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.name+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.name=null);c.length=0,c.mode=S;case S:if(4096&c.flags){if(0===i)break a;q=0;do wa=e[g+q++],c.head&&wa&&c.length<65536&&(c.head.comment+=String.fromCharCode(wa));while(wa&&q<i);if(512&c.flags&&(c.check=u(c.check,e,q,g)),i-=q,g+=q,wa)break a}else c.head&&(c.head.comment=null);c.mode=T;case T:if(512&c.flags){for(;n<16;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(65535&c.check)){a.msg="header crc mismatch",c.mode=ma;break}m=0,n=0}c.head&&(c.head.hcrc=c.flags>>9&1,c.head.done=!0),a.adler=c.check=0,c.mode=W;break;case U:for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}a.adler=c.check=d(m),m=0,n=0,c.mode=V;case V:if(0===c.havedict)return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,F;a.adler=c.check=1,c.mode=W;case W:if(b===B||b===C)break a;case X:if(c.last){m>>>=7&n,n-=7&n,c.mode=ja;break}for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}switch(c.last=1&m,m>>>=1,n-=1,3&m){case 0:c.mode=Y;break;case 1:if(k(c),c.mode=ca,b===C){m>>>=2,n-=2;break a}break;case 2:c.mode=_;break;case 3:a.msg="invalid block type",c.mode=ma}m>>>=2,n-=2;break;case Y:for(m>>>=7&n,n-=7&n;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if((65535&m)!==(m>>>16^65535)){a.msg="invalid stored block lengths",c.mode=ma;break}if(c.length=65535&m,m=0,n=0,c.mode=Z,b===C)break a;case Z:c.mode=$;case $:if(q=c.length){if(q>i&&(q=i),q>j&&(q=j),0===q)break a;s.arraySet(f,e,g,q,h),i-=q,g+=q,j-=q,h+=q,c.length-=q;break}c.mode=W;break;case _:for(;n<14;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(c.nlen=(31&m)+257,m>>>=5,n-=5,c.ndist=(31&m)+1,m>>>=5,n-=5,c.ncode=(15&m)+4,m>>>=4,n-=4,c.nlen>286||c.ndist>30){a.msg="too many length or distance symbols",c.mode=ma;break}c.have=0,c.mode=aa;case aa:for(;c.have<c.ncode;){for(;n<3;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.lens[Ca[c.have++]]=7&m,m>>>=3,n-=3}for(;c.have<19;)c.lens[Ca[c.have++]]=0;if(c.lencode=c.lendyn,c.lenbits=7,ya={bits:c.lenbits},xa=w(x,c.lens,0,19,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid code lengths set",c.mode=ma;break}c.have=0,c.mode=ba;case ba:for(;c.have<c.nlen+c.ndist;){for(;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(sa<16)m>>>=qa,n-=qa,c.lens[c.have++]=sa;else{if(16===sa){for(za=qa+2;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m>>>=qa,n-=qa,0===c.have){a.msg="invalid bit length repeat",c.mode=ma;break}wa=c.lens[c.have-1],q=3+(3&m),m>>>=2,n-=2}else if(17===sa){for(za=qa+3;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=3+(7&m),m>>>=3,n-=3}else{for(za=qa+7;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=qa,n-=qa,wa=0,q=11+(127&m),m>>>=7,n-=7}if(c.have+q>c.nlen+c.ndist){a.msg="invalid bit length repeat",c.mode=ma;break}for(;q--;)c.lens[c.have++]=wa}}if(c.mode===ma)break;if(0===c.lens[256]){a.msg="invalid code -- missing end-of-block",c.mode=ma;break}if(c.lenbits=9,ya={bits:c.lenbits},xa=w(y,c.lens,0,c.nlen,c.lencode,0,c.work,ya),c.lenbits=ya.bits,xa){a.msg="invalid literal/lengths set",c.mode=ma;break}if(c.distbits=6,c.distcode=c.distdyn,ya={bits:c.distbits},xa=w(z,c.lens,c.nlen,c.ndist,c.distcode,0,c.work,ya),c.distbits=ya.bits,xa){a.msg="invalid distances set",c.mode=ma;break}if(c.mode=ca,b===C)break a;case ca:c.mode=da;case da:if(i>=6&&j>=258){a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,v(a,p),h=a.next_out,f=a.output,j=a.avail_out,g=a.next_in,e=a.input,i=a.avail_in,m=c.hold,n=c.bits,c.mode===W&&(c.back=-1);break}for(c.back=0;Aa=c.lencode[m&(1<<c.lenbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(ra&&0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.lencode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,c.length=sa,0===ra){c.mode=ia;break}if(32&ra){c.back=-1,c.mode=W;break}if(64&ra){a.msg="invalid literal/length code",c.mode=ma;break}c.extra=15&ra,c.mode=ea;case ea:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.length+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}c.was=c.length,c.mode=fa;case fa:for(;Aa=c.distcode[m&(1<<c.distbits)-1],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(0===(240&ra)){for(ta=qa,ua=ra,va=sa;Aa=c.distcode[va+((m&(1<<ta+ua)-1)>>ta)],qa=Aa>>>24,ra=Aa>>>16&255,sa=65535&Aa,!(ta+qa<=n);){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}m>>>=ta,n-=ta,c.back+=ta}if(m>>>=qa,n-=qa,c.back+=qa,64&ra){a.msg="invalid distance code",c.mode=ma;break}c.offset=sa,c.extra=15&ra,c.mode=ga;case ga:if(c.extra){for(za=c.extra;n<za;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}c.offset+=m&(1<<c.extra)-1,m>>>=c.extra,n-=c.extra,c.back+=c.extra}if(c.offset>c.dmax){a.msg="invalid distance too far back",c.mode=ma;break}c.mode=ha;case ha:if(0===j)break a;if(q=p-j,c.offset>q){if(q=c.offset-q,q>c.whave&&c.sane){a.msg="invalid distance too far back",c.mode=ma;break}q>c.wnext?(q-=c.wnext,r=c.wsize-q):r=c.wnext-q,q>c.length&&(q=c.length),pa=c.window}else pa=f,r=h-c.offset,q=c.length;q>j&&(q=j),j-=q,c.length-=q;do f[h++]=pa[r++];while(--q);0===c.length&&(c.mode=da);break;case ia:if(0===j)break a;f[h++]=c.length,j--,c.mode=da;break;case ja:if(c.wrap){for(;n<32;){if(0===i)break a;i--,m|=e[g++]<<n,n+=8}if(p-=j,a.total_out+=p,c.total+=p,p&&(a.adler=c.check=c.flags?u(c.check,f,p,h-p):t(c.check,f,p,h-p)),p=j,(c.flags?m:d(m))!==c.check){a.msg="incorrect data check",c.mode=ma;break}m=0,n=0}c.mode=ka;case ka:if(c.wrap&&c.flags){for(;n<32;){if(0===i)break a;i--,m+=e[g++]<<n,n+=8}if(m!==(4294967295&c.total)){a.msg="incorrect length check",c.mode=ma;break}m=0,n=0}c.mode=la;case la:xa=E;break a;case ma:xa=H;break a;case na:return I;case oa:default:return G}return a.next_out=h,a.avail_out=j,a.next_in=g,a.avail_in=i,c.hold=m,c.bits=n,(c.wsize||p!==a.avail_out&&c.mode<ma&&(c.mode<ja||b!==A))&&l(a,a.output,a.next_out,p-a.avail_out)?(c.mode=na,I):(o-=a.avail_in,p-=a.avail_out,a.total_in+=o,a.total_out+=p,c.total+=p,c.wrap&&p&&(a.adler=c.check=c.flags?u(c.check,f,p,a.next_out-p):t(c.check,f,p,a.next_out-p)),a.data_type=c.bits+(c.last?64:0)+(c.mode===W?128:0)+(c.mode===ca||c.mode===Z?256:0),(0===o&&0===p||b===A)&&xa===D&&(xa=J),xa)}function n(a){if(!a||!a.state)return G;var b=a.state;return b.window&&(b.window=null),a.state=null,D}function o(a,b){var c;return a&&a.state?(c=a.state,0===(2&c.wrap)?G:(c.head=b,b.done=!1,D)):G}function p(a,b){var c,d,e,f=b.length;return a&&a.state?(c=a.state,0!==c.wrap&&c.mode!==V?G:c.mode===V&&(d=1,d=t(d,b,f,0),d!==c.check)?H:(e=l(a,b,f,f))?(c.mode=na,I):(c.havedict=1,D)):G}var q,r,s=a("../utils/common"),t=a("./adler32"),u=a("./crc32"),v=a("./inffast"),w=a("./inftrees"),x=0,y=1,z=2,A=4,B=5,C=6,D=0,E=1,F=2,G=-2,H=-3,I=-4,J=-5,K=8,L=1,M=2,N=3,O=4,P=5,Q=6,R=7,S=8,T=9,U=10,V=11,W=12,X=13,Y=14,Z=15,$=16,_=17,aa=18,ba=19,ca=20,da=21,ea=22,fa=23,ga=24,ha=25,ia=26,ja=27,ka=28,la=29,ma=30,na=31,oa=32,pa=852,qa=592,ra=15,sa=ra,ta=!0;c.inflateReset=g,c.inflateReset2=h,c.inflateResetKeep=f,c.inflateInit=j,c.inflateInit2=i,c.inflate=m,c.inflateEnd=n,c.inflateGetHeader=o,c.inflateSetDictionary=p,c.inflateInfo="pako inflate (from Nodeca project)"},{"../utils/common":62,"./adler32":64,"./crc32":66,"./inffast":69,"./inftrees":71}],71:[function(a,b,c){"use strict";var d=a("../utils/common"),e=15,f=852,g=592,h=0,i=1,j=2,k=[3,4,5,6,7,8,9,10,11,13,15,17,19,23,27,31,35,43,51,59,67,83,99,115,131,163,195,227,258,0,0],l=[16,16,16,16,16,16,16,16,17,17,17,17,18,18,18,18,19,19,19,19,20,20,20,20,21,21,21,21,16,72,78],m=[1,2,3,4,5,7,9,13,17,25,33,49,65,97,129,193,257,385,513,769,1025,1537,2049,3073,4097,6145,8193,12289,16385,24577,0,0],n=[16,16,16,16,17,17,18,18,19,19,20,20,21,21,22,22,23,23,24,24,25,25,26,26,27,27,28,28,29,29,64,64];b.exports=function(a,b,c,o,p,q,r,s){var t,u,v,w,x,y,z,A,B,C=s.bits,D=0,E=0,F=0,G=0,H=0,I=0,J=0,K=0,L=0,M=0,N=null,O=0,P=new d.Buf16(e+1),Q=new d.Buf16(e+1),R=null,S=0;for(D=0;D<=e;D++)P[D]=0;for(E=0;E<o;E++)P[b[c+E]]++;for(H=C,G=e;G>=1&&0===P[G];G--);if(H>G&&(H=G),0===G)return p[q++]=20971520,p[q++]=20971520,s.bits=1,0;for(F=1;F<G&&0===P[F];F++);for(H<F&&(H=F),K=1,D=1;D<=e;D++)if(K<<=1,K-=P[D],K<0)return-1;if(K>0&&(a===h||1!==G))return-1;for(Q[1]=0,D=1;D<e;D++)Q[D+1]=Q[D]+P[D];for(E=0;E<o;E++)0!==b[c+E]&&(r[Q[b[c+E]]++]=E);if(a===h?(N=R=r,y=19):a===i?(N=k,O-=257,R=l,S-=257,y=256):(N=m,R=n,y=-1),M=0,E=0,D=F,x=q,I=H,J=0,v=-1,L=1<<H,w=L-1,a===i&&L>f||a===j&&L>g)return 1;for(;;){z=D-J,r[E]<y?(A=0,B=r[E]):r[E]>y?(A=R[S+r[E]],B=N[O+r[E]]):(A=96,B=0),t=1<<D-J,u=1<<I,F=u;do u-=t,p[x+(M>>J)+u]=z<<24|A<<16|B|0;while(0!==u);for(t=1<<D-1;M&t;)t>>=1;if(0!==t?(M&=t-1,M+=t):M=0,E++,0===--P[D]){if(D===G)break;D=b[c+r[E]]}if(D>H&&(M&w)!==v){for(0===J&&(J=H),x+=F,I=D-J,K=1<<I;I+J<G&&(K-=P[I+J],!(K<=0));)I++,K<<=1;if(L+=1<<I,a===i&&L>f||a===j&&L>g)return 1;v=M&w,p[v]=H<<24|I<<16|x-q|0}}return 0!==M&&(p[x+M]=D-J<<24|64<<16|0),s.bits=H,0}},{"../utils/common":62}],72:[function(a,b,c){"use strict";b.exports={2:"need dictionary",1:"stream end",0:"","-1":"file error","-2":"stream error","-3":"data error","-4":"insufficient memory","-5":"buffer error","-6":"incompatible version"}},{}],73:[function(a,b,c){"use strict";function d(a){for(var b=a.length;--b>=0;)a[b]=0}function e(a,b,c,d,e){this.static_tree=a,this.extra_bits=b,this.extra_base=c,this.elems=d,this.max_length=e,this.has_stree=a&&a.length}function f(a,b){this.dyn_tree=a,this.max_code=0,this.stat_desc=b}function g(a){return a<256?ia[a]:ia[256+(a>>>7)]}function h(a,b){a.pending_buf[a.pending++]=255&b,a.pending_buf[a.pending++]=b>>>8&255}function i(a,b,c){a.bi_valid>X-c?(a.bi_buf|=b<<a.bi_valid&65535,h(a,a.bi_buf),a.bi_buf=b>>X-a.bi_valid,a.bi_valid+=c-X):(a.bi_buf|=b<<a.bi_valid&65535,a.bi_valid+=c)}function j(a,b,c){i(a,c[2*b],c[2*b+1])}function k(a,b){var c=0;do c|=1&a,a>>>=1,c<<=1;while(--b>0);return c>>>1}function l(a){16===a.bi_valid?(h(a,a.bi_buf),a.bi_buf=0,a.bi_valid=0):a.bi_valid>=8&&(a.pending_buf[a.pending++]=255&a.bi_buf,a.bi_buf>>=8,a.bi_valid-=8)}function m(a,b){var c,d,e,f,g,h,i=b.dyn_tree,j=b.max_code,k=b.stat_desc.static_tree,l=b.stat_desc.has_stree,m=b.stat_desc.extra_bits,n=b.stat_desc.extra_base,o=b.stat_desc.max_length,p=0;for(f=0;f<=W;f++)a.bl_count[f]=0;for(i[2*a.heap[a.heap_max]+1]=0,
+c=a.heap_max+1;c<V;c++)d=a.heap[c],f=i[2*i[2*d+1]+1]+1,f>o&&(f=o,p++),i[2*d+1]=f,d>j||(a.bl_count[f]++,g=0,d>=n&&(g=m[d-n]),h=i[2*d],a.opt_len+=h*(f+g),l&&(a.static_len+=h*(k[2*d+1]+g)));if(0!==p){do{for(f=o-1;0===a.bl_count[f];)f--;a.bl_count[f]--,a.bl_count[f+1]+=2,a.bl_count[o]--,p-=2}while(p>0);for(f=o;0!==f;f--)for(d=a.bl_count[f];0!==d;)e=a.heap[--c],e>j||(i[2*e+1]!==f&&(a.opt_len+=(f-i[2*e+1])*i[2*e],i[2*e+1]=f),d--)}}function n(a,b,c){var d,e,f=new Array(W+1),g=0;for(d=1;d<=W;d++)f[d]=g=g+c[d-1]<<1;for(e=0;e<=b;e++){var h=a[2*e+1];0!==h&&(a[2*e]=k(f[h]++,h))}}function o(){var a,b,c,d,f,g=new 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+/*!
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+JSZipUtils - A collection of cross-browser utilities to go along with JSZip.
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+
+*/
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e||o.options.disabled!==!0&&!t(this).hasClass("ui-state-disabled")?("string"==typeof a?o[a]:a).apply(o,arguments):void 0}"string"!=typeof a&&(r.guid=a.guid=a.guid||r.guid||t.guid++);var l=s.match(/^([\w:-]*)\s*(.*)$/),h=l[1]+o.eventNamespace,c=l[2];c?n.on(h,c,r):i.on(h,r)})},_off:function(e,i){i=(i||"").split(" ").join(this.eventNamespace+" ")+this.eventNamespace,e.off(i).off(i),this.bindings=t(this.bindings.not(e).get()),this.focusable=t(this.focusable.not(e).get()),this.hoverable=t(this.hoverable.not(e).get())},_delay:function(t,e){function i(){return("string"==typeof t?s[t]:t).apply(s,arguments)}var s=this;return setTimeout(i,e||0)},_hoverable:function(e){this.hoverable=this.hoverable.add(e),this._on(e,{mouseenter:function(e){this._addClass(t(e.currentTarget),null,"ui-state-hover")},mouseleave:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-hover")}})},_focusable:function(e){this.focusable=this.focusable.add(e),this._on(e,{focusin:function(e){this._addClass(t(e.currentTarget),null,"ui-state-focus")},focusout:function(e){this._removeClass(t(e.currentTarget),null,"ui-state-focus")}})},_trigger:function(e,i,s){var n,o,a=this.options[e];if(s=s||{},i=t.Event(i),i.type=(e===this.widgetEventPrefix?e:this.widgetEventPrefix+e).toLowerCase(),i.target=this.element[0],o=i.originalEvent)for(n in o)n in i||(i[n]=o[n]);return this.element.trigger(i,s),!(t.isFunction(a)&&a.apply(this.element[0],[i].concat(s))===!1||i.isDefaultPrevented())}},t.each({show:"fadeIn",hide:"fadeOut"},function(e,i){t.Widget.prototype["_"+e]=function(s,n,o){"string"==typeof n&&(n={effect:n});var a,r=n?n===!0||"number"==typeof n?i:n.effect||i:e;n=n||{},"number"==typeof n&&(n={duration:n}),a=!t.isEmptyObject(n),n.complete=o,n.delay&&s.delay(n.delay),a&&t.effects&&t.effects.effect[r]?s[e](n):r!==e&&s[r]?s[r](n.duration,n.easing,o):s.queue(function(i){t(this)[e](),o&&o.call(s[0]),i()})}}),t.widget,function(){function e(t,e,i){return[parseFloat(t[0])*(u.test(t[0])?e/100:1),parseFloat(t[1])*(u.test(t[1])?i/100:1)]}function i(e,i){return parseInt(t.css(e,i),10)||0}function s(e){var i=e[0];return 9===i.nodeType?{width:e.width(),height:e.height(),offset:{top:0,left:0}}:t.isWindow(i)?{width:e.width(),height:e.height(),offset:{top:e.scrollTop(),left:e.scrollLeft()}}:i.preventDefault?{width:0,height:0,offset:{top:i.pageY,left:i.pageX}}:{width:e.outerWidth(),height:e.outerHeight(),offset:e.offset()}}var n,o=Math.max,a=Math.abs,r=/left|center|right/,l=/top|center|bottom/,h=/[\+\-]\d+(\.[\d]+)?%?/,c=/^\w+/,u=/%$/,d=t.fn.position;t.position={scrollbarWidth:function(){if(void 0!==n)return n;var e,i,s=t("<div style='display:block;position:absolute;width:50px;height:50px;overflow:hidden;'><div style='height:100px;width:auto;'></div></div>"),o=s.children()[0];return t("body").append(s),e=o.offsetWidth,s.css("overflow","scroll"),i=o.offsetWidth,e===i&&(i=s[0].clientWidth),s.remove(),n=e-i},getScrollInfo:function(e){var i=e.isWindow||e.isDocument?"":e.element.css("overflow-x"),s=e.isWindow||e.isDocument?"":e.element.css("overflow-y"),n="scroll"===i||"auto"===i&&e.width<e.element[0].scrollWidth,o="scroll"===s||"auto"===s&&e.height<e.element[0].scrollHeight;return{width:o?t.position.scrollbarWidth():0,height:n?t.position.scrollbarWidth():0}},getWithinInfo:function(e){var i=t(e||window),s=t.isWindow(i[0]),n=!!i[0]&&9===i[0].nodeType,o=!s&&!n;return{element:i,isWindow:s,isDocument:n,offset:o?t(e).offset():{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:i.outerWidth(),height:i.outerHeight()}}},t.fn.position=function(n){if(!n||!n.of)return d.apply(this,arguments);n=t.extend({},n);var u,p,f,g,m,_,v=t(n.of),b=t.position.getWithinInfo(n.within),y=t.position.getScrollInfo(b),w=(n.collision||"flip").split(" "),k={};return _=s(v),v[0].preventDefault&&(n.at="left top"),p=_.width,f=_.height,g=_.offset,m=t.extend({},g),t.each(["my","at"],function(){var t,e,i=(n[this]||"").split(" ");1===i.length&&(i=r.test(i[0])?i.concat(["center"]):l.test(i[0])?["center"].concat(i):["center","center"]),i[0]=r.test(i[0])?i[0]:"center",i[1]=l.test(i[1])?i[1]:"center",t=h.exec(i[0]),e=h.exec(i[1]),k[this]=[t?t[0]:0,e?e[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===w.length&&(w[1]=w[0]),"right"===n.at[0]?m.left+=p:"center"===n.at[0]&&(m.left+=p/2),"bottom"===n.at[1]?m.top+=f:"center"===n.at[1]&&(m.top+=f/2),u=e(k.at,p,f),m.left+=u[0],m.top+=u[1],this.each(function(){var s,r,l=t(this),h=l.outerWidth(),c=l.outerHeight(),d=i(this,"marginLeft"),_=i(this,"marginTop"),x=h+d+i(this,"marginRight")+y.width,C=c+_+i(this,"marginBottom")+y.height,D=t.extend({},m),T=e(k.my,l.outerWidth(),l.outerHeight());"right"===n.my[0]?D.left-=h:"center"===n.my[0]&&(D.left-=h/2),"bottom"===n.my[1]?D.top-=c:"center"===n.my[1]&&(D.top-=c/2),D.left+=T[0],D.top+=T[1],s={marginLeft:d,marginTop:_},t.each(["left","top"],function(e,i){t.ui.position[w[e]]&&t.ui.position[w[e]][i](D,{targetWidth:p,targetHeight:f,elemWidth:h,elemHeight:c,collisionPosition:s,collisionWidth:x,collisionHeight:C,offset:[u[0]+T[0],u[1]+T[1]],my:n.my,at:n.at,within:b,elem:l})}),n.using&&(r=function(t){var e=g.left-D.left,i=e+p-h,s=g.top-D.top,r=s+f-c,u={target:{element:v,left:g.left,top:g.top,width:p,height:f},element:{element:l,left:D.left,top:D.top,width:h,height:c},horizontal:0>i?"left":e>0?"right":"center",vertical:0>r?"top":s>0?"bottom":"middle"};h>p&&p>a(e+i)&&(u.horizontal="center"),c>f&&f>a(s+r)&&(u.vertical="middle"),u.important=o(a(e),a(i))>o(a(s),a(r))?"horizontal":"vertical",n.using.call(this,t,u)}),l.offset(t.extend(D,{using:r}))})},t.ui.position={fit:{left:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=t.left-e.collisionPosition.marginLeft,l=n-r,h=r+e.collisionWidth-a-n;e.collisionWidth>a?l>0&&0>=h?(i=t.left+l+e.collisionWidth-a-n,t.left+=l-i):t.left=h>0&&0>=l?n:l>h?n+a-e.collisionWidth:n:l>0?t.left+=l:h>0?t.left-=h:t.left=o(t.left-r,t.left)},top:function(t,e){var i,s=e.within,n=s.isWindow?s.scrollTop:s.offset.top,a=e.within.height,r=t.top-e.collisionPosition.marginTop,l=n-r,h=r+e.collisionHeight-a-n;e.collisionHeight>a?l>0&&0>=h?(i=t.top+l+e.collisionHeight-a-n,t.top+=l-i):t.top=h>0&&0>=l?n:l>h?n+a-e.collisionHeight:n:l>0?t.top+=l:h>0?t.top-=h:t.top=o(t.top-r,t.top)}},flip:{left:function(t,e){var i,s,n=e.within,o=n.offset.left+n.scrollLeft,r=n.width,l=n.isWindow?n.scrollLeft:n.offset.left,h=t.left-e.collisionPosition.marginLeft,c=h-l,u=h+e.collisionWidth-r-l,d="left"===e.my[0]?-e.elemWidth:"right"===e.my[0]?e.elemWidth:0,p="left"===e.at[0]?e.targetWidth:"right"===e.at[0]?-e.targetWidth:0,f=-2*e.offset[0];0>c?(i=t.left+d+p+f+e.collisionWidth-r-o,(0>i||a(c)>i)&&(t.left+=d+p+f)):u>0&&(s=t.left-e.collisionPosition.marginLeft+d+p+f-l,(s>0||u>a(s))&&(t.left+=d+p+f))},top:function(t,e){var i,s,n=e.within,o=n.offset.top+n.scrollTop,r=n.height,l=n.isWindow?n.scrollTop:n.offset.top,h=t.top-e.collisionPosition.marginTop,c=h-l,u=h+e.collisionHeight-r-l,d="top"===e.my[1],p=d?-e.elemHeight:"bottom"===e.my[1]?e.elemHeight:0,f="top"===e.at[1]?e.targetHeight:"bottom"===e.at[1]?-e.targetHeight:0,g=-2*e.offset[1];0>c?(s=t.top+p+f+g+e.collisionHeight-r-o,(0>s||a(c)>s)&&(t.top+=p+f+g)):u>0&&(i=t.top-e.collisionPosition.marginTop+p+f+g-l,(i>0||u>a(i))&&(t.top+=p+f+g))}},flipfit:{left:function(){t.ui.position.flip.left.apply(this,arguments),t.ui.position.fit.left.apply(this,arguments)},top:function(){t.ui.position.flip.top.apply(this,arguments),t.ui.position.fit.top.apply(this,arguments)}}}}(),t.ui.position,t.extend(t.expr[":"],{data:t.expr.createPseudo?t.expr.createPseudo(function(e){return function(i){return!!t.data(i,e)}}):function(e,i,s){return!!t.data(e,s[3])}}),t.fn.extend({disableSelection:function(){var t="onselectstart"in document.createElement("div")?"selectstart":"mousedown";return function(){return this.on(t+".ui-disableSelection",function(t){t.preventDefault()})}}(),enableSelection:function(){return this.off(".ui-disableSelection")}}),t.ui.focusable=function(i,s){var n,o,a,r,l,h=i.nodeName.toLowerCase();return"area"===h?(n=i.parentNode,o=n.name,i.href&&o&&"map"===n.nodeName.toLowerCase()?(a=t("img[usemap='#"+o+"']"),a.length>0&&a.is(":visible")):!1):(/^(input|select|textarea|button|object)$/.test(h)?(r=!i.disabled,r&&(l=t(i).closest("fieldset")[0],l&&(r=!l.disabled))):r="a"===h?i.href||s:s,r&&t(i).is(":visible")&&e(t(i)))},t.extend(t.expr[":"],{focusable:function(e){return t.ui.focusable(e,null!=t.attr(e,"tabindex"))}}),t.ui.focusable,t.fn.form=function(){return"string"==typeof this[0].form?this.closest("form"):t(this[0].form)},t.ui.formResetMixin={_formResetHandler:function(){var e=t(this);setTimeout(function(){var i=e.data("ui-form-reset-instances");t.each(i,function(){this.refresh()})})},_bindFormResetHandler:function(){if(this.form=this.element.form(),this.form.length){var t=this.form.data("ui-form-reset-instances")||[];t.length||this.form.on("reset.ui-form-reset",this._formResetHandler),t.push(this),this.form.data("ui-form-reset-instances",t)}},_unbindFormResetHandler:function(){if(this.form.length){var e=this.form.data("ui-form-reset-instances");e.splice(t.inArray(this,e),1),e.length?this.form.data("ui-form-reset-instances",e):this.form.removeData("ui-form-reset-instances").off("reset.ui-form-reset")}}},"1.7"===t.fn.jquery.substring(0,3)&&(t.each(["Width","Height"],function(e,i){function s(e,i,s,o){return t.each(n,function(){i-=parseFloat(t.css(e,"padding"+this))||0,s&&(i-=parseFloat(t.css(e,"border"+this+"Width"))||0),o&&(i-=parseFloat(t.css(e,"margin"+this))||0)}),i}var n="Width"===i?["Left","Right"]:["Top","Bottom"],o=i.toLowerCase(),a={innerWidth:t.fn.innerWidth,innerHeight:t.fn.innerHeight,outerWidth:t.fn.outerWidth,outerHeight:t.fn.outerHeight};t.fn["inner"+i]=function(e){return void 0===e?a["inner"+i].call(this):this.each(function(){t(this).css(o,s(this,e)+"px")})},t.fn["outer"+i]=function(e,n){return"number"!=typeof e?a["outer"+i].call(this,e):this.each(function(){t(this).css(o,s(this,e,!0,n)+"px")})}}),t.fn.addBack=function(t){return this.add(null==t?this.prevObject:this.prevObject.filter(t))}),t.ui.keyCode={BACKSPACE:8,COMMA:188,DELETE:46,DOWN:40,END:35,ENTER:13,ESCAPE:27,HOME:36,LEFT:37,PAGE_DOWN:34,PAGE_UP:33,PERIOD:190,RIGHT:39,SPACE:32,TAB:9,UP:38},t.ui.escapeSelector=function(){var t=/([!"#$%&'()*+,./:;<=>?@[\]^`{|}~])/g;return function(e){return e.replace(t,"\\$1")}}(),t.fn.labels=function(){var e,i,s,n,o;return this[0].labels&&this[0].labels.length?this.pushStack(this[0].labels):(n=this.eq(0).parents("label"),s=this.attr("id"),s&&(e=this.eq(0).parents().last(),o=e.add(e.length?e.siblings():this.siblings()),i="label[for='"+t.ui.escapeSelector(s)+"']",n=n.add(o.find(i).addBack(i))),this.pushStack(n))},t.fn.scrollParent=function(e){var i=this.css("position"),s="absolute"===i,n=e?/(auto|scroll|hidden)/:/(auto|scroll)/,o=this.parents().filter(function(){var e=t(this);return s&&"static"===e.css("position")?!1:n.test(e.css("overflow")+e.css("overflow-y")+e.css("overflow-x"))}).eq(0);return"fixed"!==i&&o.length?o:t(this[0].ownerDocument||document)},t.extend(t.expr[":"],{tabbable:function(e){var i=t.attr(e,"tabindex"),s=null!=i;return(!s||i>=0)&&t.ui.focusable(e,s)}}),t.fn.extend({uniqueId:function(){var t=0;return function(){return this.each(function(){this.id||(this.id="ui-id-"+ ++t)})}}(),removeUniqueId:function(){return this.each(function(){/^ui-id-\d+$/.test(this.id)&&t(this).removeAttr("id")})}}),t.ui.ie=!!/msie [\w.]+/.exec(navigator.userAgent.toLowerCase());var n=!1;t(document).on("mouseup",function(){n=!1}),t.widget("ui.mouse",{version:"1.12.1",options:{cancel:"input, textarea, button, select, option",distance:1,delay:0},_mouseInit:function(){var e=this;this.element.on("mousedown."+this.widgetName,function(t){return e._mouseDown(t)}).on("click."+this.widgetName,function(i){return!0===t.data(i.target,e.widgetName+".preventClickEvent")?(t.removeData(i.target,e.widgetName+".preventClickEvent"),i.stopImmediatePropagation(),!1):void 0}),this.started=!1},_mouseDestroy:function(){this.element.off("."+this.widgetName),this._mouseMoveDelegate&&this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate)},_mouseDown:function(e){if(!n){this._mouseMoved=!1,this._mouseStarted&&this._mouseUp(e),this._mouseDownEvent=e;var i=this,s=1===e.which,o="string"==typeof this.options.cancel&&e.target.nodeName?t(e.target).closest(this.options.cancel).length:!1;return s&&!o&&this._mouseCapture(e)?(this.mouseDelayMet=!this.options.delay,this.mouseDelayMet||(this._mouseDelayTimer=setTimeout(function(){i.mouseDelayMet=!0},this.options.delay)),this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(e)!==!1,!this._mouseStarted)?(e.preventDefault(),!0):(!0===t.data(e.target,this.widgetName+".preventClickEvent")&&t.removeData(e.target,this.widgetName+".preventClickEvent"),this._mouseMoveDelegate=function(t){return i._mouseMove(t)},this._mouseUpDelegate=function(t){return i._mouseUp(t)},this.document.on("mousemove."+this.widgetName,this._mouseMoveDelegate).on("mouseup."+this.widgetName,this._mouseUpDelegate),e.preventDefault(),n=!0,!0)):!0}},_mouseMove:function(e){if(this._mouseMoved){if(t.ui.ie&&(!document.documentMode||9>document.documentMode)&&!e.button)return this._mouseUp(e);if(!e.which)if(e.originalEvent.altKey||e.originalEvent.ctrlKey||e.originalEvent.metaKey||e.originalEvent.shiftKey)this.ignoreMissingWhich=!0;else if(!this.ignoreMissingWhich)return this._mouseUp(e)}return(e.which||e.button)&&(this._mouseMoved=!0),this._mouseStarted?(this._mouseDrag(e),e.preventDefault()):(this._mouseDistanceMet(e)&&this._mouseDelayMet(e)&&(this._mouseStarted=this._mouseStart(this._mouseDownEvent,e)!==!1,this._mouseStarted?this._mouseDrag(e):this._mouseUp(e)),!this._mouseStarted)},_mouseUp:function(e){this.document.off("mousemove."+this.widgetName,this._mouseMoveDelegate).off("mouseup."+this.widgetName,this._mouseUpDelegate),this._mouseStarted&&(this._mouseStarted=!1,e.target===this._mouseDownEvent.target&&t.data(e.target,this.widgetName+".preventClickEvent",!0),this._mouseStop(e)),this._mouseDelayTimer&&(clearTimeout(this._mouseDelayTimer),delete this._mouseDelayTimer),this.ignoreMissingWhich=!1,n=!1,e.preventDefault()},_mouseDistanceMet:function(t){return Math.max(Math.abs(this._mouseDownEvent.pageX-t.pageX),Math.abs(this._mouseDownEvent.pageY-t.pageY))>=this.options.distance},_mouseDelayMet:function(){return this.mouseDelayMet},_mouseStart:function(){},_mouseDrag:function(){},_mouseStop:function(){},_mouseCapture:function(){return!0}}),t.ui.plugin={add:function(e,i,s){var n,o=t.ui[e].prototype;for(n in s)o.plugins[n]=o.plugins[n]||[],o.plugins[n].push([i,s[n]])},call:function(t,e,i,s){var n,o=t.plugins[e];if(o&&(s||t.element[0].parentNode&&11!==t.element[0].parentNode.nodeType))for(n=0;o.length>n;n++)t.options[o[n][0]]&&o[n][1].apply(t.element,i)}},t.ui.safeActiveElement=function(t){var e;try{e=t.activeElement}catch(i){e=t.body}return e||(e=t.body),e.nodeName||(e=t.body),e},t.ui.safeBlur=function(e){e&&"body"!==e.nodeName.toLowerCase()&&t(e).trigger("blur")},t.widget("ui.draggable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"===this.options.helper&&this._setPositionRelative(),this.options.addClasses&&this._addClass("ui-draggable"),this._setHandleClassName(),this._mouseInit()},_setOption:function(t,e){this._super(t,e),"handle"===t&&(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(".ui-draggable-dragging")?(this.destroyOnClear=!0,void 0):(this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(e){var i=this.options;return this.helper||i.disabled||t(e.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(e),this.handle?(this._blurActiveElement(e),this._blockFrames(i.iframeFix===!0?"iframe":i.iframeFix),!0):!1)},_blockFrames:function(e){this.iframeBlocks=this.document.find(e).map(function(){var e=t(this);return t("<div>").css("position","absolute").appendTo(e.parent()).outerWidth(e.outerWidth()).outerHeight(e.outerHeight()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(e){var i=t.ui.safeActiveElement(this.document[0]),s=t(e.target);s.closest(i).length||t.ui.safeBlur(i)},_mouseStart:function(e){var i=this.options;return this.helper=this._createHelper(e),this._addClass(this.helper,"ui-draggable-dragging"),this._cacheHelperProportions(),t.ui.ddmanager&&(t.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return"fixed"===t(this).css("position")}).length>0,this.positionAbs=this.element.offset(),this._refreshOffsets(e),this.originalPosition=this.position=this._generatePosition(e,!1),this.originalPageX=e.pageX,this.originalPageY=e.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",e)===!1?(this._clear(),!1):(this._cacheHelperProportions(),t.ui.ddmanager&&!i.dropBehaviour&&t.ui.ddmanager.prepareOffsets(this,e),this._mouseDrag(e,!0),t.ui.ddmanager&&t.ui.ddmanager.dragStart(this,e),!0)},_refreshOffsets:function(t){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:t.pageX-this.offset.left,top:t.pageY-this.offset.top}},_mouseDrag:function(e,i){if(this.hasFixedAncestor&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(e,!0),this.positionAbs=this._convertPositionTo("absolute"),!i){var s=this._uiHash();if(this._trigger("drag",e,s)===!1)return this._mouseUp(new t.Event("mouseup",e)),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+"px",this.helper[0].style.top=this.position.top+"px",t.ui.ddmanager&&t.ui.ddmanager.drag(this,e),!1},_mouseStop:function(e){var i=this,s=!1;return t.ui.ddmanager&&!this.options.dropBehaviour&&(s=t.ui.ddmanager.drop(this,e)),this.dropped&&(s=this.dropped,this.dropped=!1),"invalid"===this.options.revert&&!s||"valid"===this.options.revert&&s||this.options.revert===!0||t.isFunction(this.options.revert)&&this.options.revert.call(this.element,s)?t(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",e)!==!1&&i._clear()}):this._trigger("stop",e)!==!1&&this._clear(),!1},_mouseUp:function(e){return this._unblockFrames(),t.ui.ddmanager&&t.ui.ddmanager.dragStop(this,e),this.handleElement.is(e.target)&&this.element.trigger("focus"),t.ui.mouse.prototype._mouseUp.call(this,e)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp(new t.Event("mouseup",{target:this.element[0]})):this._clear(),this},_getHandle:function(e){return this.options.handle?!!t(e.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this._addClass(this.handleElement,"ui-draggable-handle")},_removeHandleClassName:function(){this._removeClass(this.handleElement,"ui-draggable-handle")},_createHelper:function(e){var i=this.options,s=t.isFunction(i.helper),n=s?t(i.helper.apply(this.element[0],[e])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),s&&n[0]===this.element[0]&&this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative")},_adjustOffsetFromHelper:function(e){"string"==typeof e&&(e=e.split(" ")),t.isArray(e)&&(e={left:+e[0],top:+e[1]||0}),"left"in e&&(this.offset.click.left=e.left+this.margins.left),"right"in e&&(this.offset.click.left=this.helperProportions.width-e.right+this.margins.left),"top"in e&&(this.offset.click.top=e.top+this.margins.top),"bottom"in e&&(this.offset.click.top=this.helperProportions.height-e.bottom+this.margins.top)},_isRootNode:function(t){return/(html|body)/i.test(t.tagName)||t===this.document[0]},_getParentOffset:function(){var e=this.offsetParent.offset(),i=this.document[0];return"absolute"===this.cssPosition&&this.scrollParent[0]!==i&&t.contains(this.scrollParent[0],this.offsetParent[0])&&(e.left+=this.scrollParent.scrollLeft(),e.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&&(e={top:0,left:0}),{top:e.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:e.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"!==this.cssPosition)return{top:0,left:0};var t=this.element.position(),e=this._isRootNode(this.scrollParent[0]);return{top:t.top-(parseInt(this.helper.css("top"),10)||0)+(e?0:this.scrollParent.scrollTop()),left:t.left-(parseInt(this.helper.css("left"),10)||0)+(e?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var e,i,s,n=this.options,o=this.document[0];return this.relativeContainer=null,n.containment?"window"===n.containment?(this.containment=[t(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,t(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,t(window).scrollLeft()+t(window).width()-this.helperProportions.width-this.margins.left,t(window).scrollTop()+(t(window).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):"document"===n.containment?(this.containment=[0,0,t(o).width()-this.helperProportions.width-this.margins.left,(t(o).height()||o.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):("parent"===n.containment&&(n.containment=this.helper[0].parentNode),i=t(n.containment),s=i[0],s&&(e=/(scroll|auto)/.test(i.css("overflow")),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(e?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(e?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(t,e){e||(e=this.position);var i="absolute"===t?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:e.top+this.offset.relative.top*i+this.offset.parent.top*i-("fixed"===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:e.left+this.offset.relative.left*i+this.offset.parent.left*i-("fixed"===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(t,e){var i,s,n,o,a=this.options,r=this._isRootNode(this.scrollParent[0]),l=t.pageX,h=t.pageY;return r&&this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),e&&(this.containment&&(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,t.pageX-this.offset.click.left<i[0]&&(l=i[0]+this.offset.click.left),t.pageY-this.offset.click.top<i[1]&&(h=i[1]+this.offset.click.top),t.pageX-this.offset.click.left>i[2]&&(l=i[2]+this.offset.click.left),t.pageY-this.offset.click.top>i[3]&&(h=i[3]+this.offset.click.top)),a.grid&&(n=a.grid[1]?this.originalPageY+Math.round((h-this.originalPageY)/a.grid[1])*a.grid[1]:this.originalPageY,h=i?n-this.offset.click.top>=i[1]||n-this.offset.click.top>i[3]?n:n-this.offset.click.top>=i[1]?n-a.grid[1]:n+a.grid[1]:n,o=a.grid[0]?this.originalPageX+Math.round((l-this.originalPageX)/a.grid[0])*a.grid[0]:this.originalPageX,l=i?o-this.offset.click.left>=i[0]||o-this.offset.click.left>i[2]?o:o-this.offset.click.left>=i[0]?o-a.grid[0]:o+a.grid[0]:o),"y"===a.axis&&(l=this.originalPageX),"x"===a.axis&&(h=this.originalPageY)),{top:h-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:l-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}
+},_clear:function(){this._removeClass(this.helper,"ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&&this.destroy()},_trigger:function(e,i,s){return s=s||this._uiHash(),t.ui.plugin.call(this,e,[i,s,this],!0),/^(drag|start|stop)/.test(e)&&(this.positionAbs=this._convertPositionTo("absolute"),s.offset=this.positionAbs),t.Widget.prototype._trigger.call(this,e,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),t.ui.plugin.add("draggable","connectToSortable",{start:function(e,i,s){var n=t.extend({},i,{item:s.element});s.sortables=[],t(s.options.connectToSortable).each(function(){var i=t(this).sortable("instance");i&&!i.options.disabled&&(s.sortables.push(i),i.refreshPositions(),i._trigger("activate",e,n))})},stop:function(e,i,s){var n=t.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,t.each(s.sortables,function(){var t=this;t.isOver?(t.isOver=0,s.cancelHelperRemoval=!0,t.cancelHelperRemoval=!1,t._storedCSS={position:t.placeholder.css("position"),top:t.placeholder.css("top"),left:t.placeholder.css("left")},t._mouseStop(e),t.options.helper=t.options._helper):(t.cancelHelperRemoval=!0,t._trigger("deactivate",e,n))})},drag:function(e,i,s){t.each(s.sortables,function(){var n=!1,o=this;o.positionAbs=s.positionAbs,o.helperProportions=s.helperProportions,o.offset.click=s.offset.click,o._intersectsWith(o.containerCache)&&(n=!0,t.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==o&&this._intersectsWith(this.containerCache)&&t.contains(o.element[0],this.element[0])&&(n=!1),n})),n?(o.isOver||(o.isOver=1,s._parent=i.helper.parent(),o.currentItem=i.helper.appendTo(o.element).data("ui-sortable-item",!0),o.options._helper=o.options.helper,o.options.helper=function(){return i.helper[0]},e.target=o.currentItem[0],o._mouseCapture(e,!0),o._mouseStart(e,!0,!0),o.offset.click.top=s.offset.click.top,o.offset.click.left=s.offset.click.left,o.offset.parent.left-=s.offset.parent.left-o.offset.parent.left,o.offset.parent.top-=s.offset.parent.top-o.offset.parent.top,s._trigger("toSortable",e),s.dropped=o.element,t.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,o.fromOutside=s),o.currentItem&&(o._mouseDrag(e),i.position=o.position)):o.isOver&&(o.isOver=0,o.cancelHelperRemoval=!0,o.options._revert=o.options.revert,o.options.revert=!1,o._trigger("out",e,o._uiHash(o)),o._mouseStop(e,!0),o.options.revert=o.options._revert,o.options.helper=o.options._helper,o.placeholder&&o.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(e),i.position=s._generatePosition(e,!0),s._trigger("fromSortable",e),s.dropped=!1,t.each(s.sortables,function(){this.refreshPositions()}))})}}),t.ui.plugin.add("draggable","cursor",{start:function(e,i,s){var n=t("body"),o=s.options;n.css("cursor")&&(o._cursor=n.css("cursor")),n.css("cursor",o.cursor)},stop:function(e,i,s){var n=s.options;n._cursor&&t("body").css("cursor",n._cursor)}}),t.ui.plugin.add("draggable","opacity",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("opacity")&&(o._opacity=n.css("opacity")),n.css("opacity",o.opacity)},stop:function(e,i,s){var n=s.options;n._opacity&&t(i.helper).css("opacity",n._opacity)}}),t.ui.plugin.add("draggable","scroll",{start:function(t,e,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&&"HTML"!==i.scrollParentNotHidden[0].tagName&&(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(e,i,s){var n=s.options,o=!1,a=s.scrollParentNotHidden[0],r=s.document[0];a!==r&&"HTML"!==a.tagName?(n.axis&&"x"===n.axis||(s.overflowOffset.top+a.offsetHeight-e.pageY<n.scrollSensitivity?a.scrollTop=o=a.scrollTop+n.scrollSpeed:e.pageY-s.overflowOffset.top<n.scrollSensitivity&&(a.scrollTop=o=a.scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(s.overflowOffset.left+a.offsetWidth-e.pageX<n.scrollSensitivity?a.scrollLeft=o=a.scrollLeft+n.scrollSpeed:e.pageX-s.overflowOffset.left<n.scrollSensitivity&&(a.scrollLeft=o=a.scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(e.pageY-t(r).scrollTop()<n.scrollSensitivity?o=t(r).scrollTop(t(r).scrollTop()-n.scrollSpeed):t(window).height()-(e.pageY-t(r).scrollTop())<n.scrollSensitivity&&(o=t(r).scrollTop(t(r).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(e.pageX-t(r).scrollLeft()<n.scrollSensitivity?o=t(r).scrollLeft(t(r).scrollLeft()-n.scrollSpeed):t(window).width()-(e.pageX-t(r).scrollLeft())<n.scrollSensitivity&&(o=t(r).scrollLeft(t(r).scrollLeft()+n.scrollSpeed)))),o!==!1&&t.ui.ddmanager&&!n.dropBehaviour&&t.ui.ddmanager.prepareOffsets(s,e)}}),t.ui.plugin.add("draggable","snap",{start:function(e,i,s){var n=s.options;s.snapElements=[],t(n.snap.constructor!==String?n.snap.items||":data(ui-draggable)":n.snap).each(function(){var e=t(this),i=e.offset();this!==s.element[0]&&s.snapElements.push({item:this,width:e.outerWidth(),height:e.outerHeight(),top:i.top,left:i.left})})},drag:function(e,i,s){var n,o,a,r,l,h,c,u,d,p,f=s.options,g=f.snapTolerance,m=i.offset.left,_=m+s.helperProportions.width,v=i.offset.top,b=v+s.helperProportions.height;for(d=s.snapElements.length-1;d>=0;d--)l=s.snapElements[d].left-s.margins.left,h=l+s.snapElements[d].width,c=s.snapElements[d].top-s.margins.top,u=c+s.snapElements[d].height,l-g>_||m>h+g||c-g>b||v>u+g||!t.contains(s.snapElements[d].item.ownerDocument,s.snapElements[d].item)?(s.snapElements[d].snapping&&s.options.snap.release&&s.options.snap.release.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=!1):("inner"!==f.snapMode&&(n=g>=Math.abs(c-b),o=g>=Math.abs(u-v),a=g>=Math.abs(l-_),r=g>=Math.abs(h-m),n&&(i.position.top=s._convertPositionTo("relative",{top:c-s.helperProportions.height,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l-s.helperProportions.width}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h}).left)),p=n||o||a||r,"outer"!==f.snapMode&&(n=g>=Math.abs(c-v),o=g>=Math.abs(u-b),a=g>=Math.abs(l-m),r=g>=Math.abs(h-_),n&&(i.position.top=s._convertPositionTo("relative",{top:c,left:0}).top),o&&(i.position.top=s._convertPositionTo("relative",{top:u-s.helperProportions.height,left:0}).top),a&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h-s.helperProportions.width}).left)),!s.snapElements[d].snapping&&(n||o||a||r||p)&&s.options.snap.snap&&s.options.snap.snap.call(s.element,e,t.extend(s._uiHash(),{snapItem:s.snapElements[d].item})),s.snapElements[d].snapping=n||o||a||r||p)}}),t.ui.plugin.add("draggable","stack",{start:function(e,i,s){var n,o=s.options,a=t.makeArray(t(o.stack)).sort(function(e,i){return(parseInt(t(e).css("zIndex"),10)||0)-(parseInt(t(i).css("zIndex"),10)||0)});a.length&&(n=parseInt(t(a[0]).css("zIndex"),10)||0,t(a).each(function(e){t(this).css("zIndex",n+e)}),this.css("zIndex",n+a.length))}}),t.ui.plugin.add("draggable","zIndex",{start:function(e,i,s){var n=t(i.helper),o=s.options;n.css("zIndex")&&(o._zIndex=n.css("zIndex")),n.css("zIndex",o.zIndex)},stop:function(e,i,s){var n=s.options;n._zIndex&&t(i.helper).css("zIndex",n._zIndex)}}),t.ui.draggable,t.widget("ui.resizable",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,classes:{"ui-resizable-se":"ui-icon ui-icon-gripsmall-diagonal-se"},containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(t){return parseFloat(t)||0},_isNumber:function(t){return!isNaN(parseFloat(t))},_hasScroll:function(e,i){if("hidden"===t(e).css("overflow"))return!1;var s=i&&"left"===i?"scrollLeft":"scrollTop",n=!1;return e[s]>0?!0:(e[s]=1,n=e[s]>0,e[s]=0,n)},_create:function(){var e,i=this.options,s=this;this._addClass("ui-resizable"),t.extend(this,{_aspectRatio:!!i.aspectRatio,aspectRatio:i.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:i.helper||i.ghost||i.animate?i.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&&(this.element.wrap(t("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.resizable("instance")),this.elementIsWrapper=!0,e={marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom"),marginLeft:this.originalElement.css("marginLeft")},this.element.css(e),this.originalElement.css("margin",0),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css(e),this._proportionallyResize()),this._setupHandles(),i.autoHide&&t(this.element).on("mouseenter",function(){i.disabled||(s._removeClass("ui-resizable-autohide"),s._handles.show())}).on("mouseleave",function(){i.disabled||s.resizing||(s._addClass("ui-resizable-autohide"),s._handles.hide())}),this._mouseInit()},_destroy:function(){this._mouseDestroy();var e,i=function(e){t(e).removeData("resizable").removeData("ui-resizable").off(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),e=this.element,this.originalElement.css({position:e.css("position"),width:e.outerWidth(),height:e.outerHeight(),top:e.css("top"),left:e.css("left")}).insertAfter(e),e.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_setOption:function(t,e){switch(this._super(t,e),t){case"handles":this._removeHandles(),this._setupHandles();break;default:}},_setupHandles:function(){var 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i,s,n=!1;for(i in this.handles)s=t(this.handles[i])[0],(s===e.target||t.contains(s,e.target))&&(n=!0);return!this.options.disabled&&n},_mouseStart:function(e){var i,s,n,o=this.options,a=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css("left")),s=this._num(this.helper.css("top")),o.containment&&(i+=t(o.containment).scrollLeft()||0,s+=t(o.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:a.width(),height:a.height()},this.originalSize=this._helper?{width:a.outerWidth(),height:a.outerHeight()}:{width:a.width(),height:a.height()},this.sizeDiff={width:a.outerWidth()-a.width(),height:a.outerHeight()-a.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:e.pageX,top:e.pageY},this.aspectRatio="number"==typeof 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t,e=0,i=this.helper||this.element;this._proportionallyResizeElements.length>e;e++)t=this._proportionallyResizeElements[e],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(t)),t.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var e=this.element,i=this.options;this.elementOffset=e.offset(),this._helper?(this.helper=this.helper||t("<div style='overflow:hidden;'></div>"),this._addClass(this.helper,this._helper),this.helper.css({width:this.element.outerWidth(),height:this.element.outerHeight(),position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(t,e){return{width:this.originalSize.width+e}},w:function(t,e){var i=this.originalSize,s=this.originalPosition;return{left:s.left+e,width:i.width-e}},n:function(t,e,i){var 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i=t(this).resizable("instance"),s=i.options,n=i._proportionallyResizeElements,o=n.length&&/textarea/i.test(n[0].nodeName),a=o&&i._hasScroll(n[0],"left")?0:i.sizeDiff.height,r=o?0:i.sizeDiff.width,l={width:i.size.width-r,height:i.size.height-a},h=parseFloat(i.element.css("left"))+(i.position.left-i.originalPosition.left)||null,c=parseFloat(i.element.css("top"))+(i.position.top-i.originalPosition.top)||null;i.element.animate(t.extend(l,c&&h?{top:c,left:h}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseFloat(i.element.css("width")),height:parseFloat(i.element.css("height")),top:parseFloat(i.element.css("top")),left:parseFloat(i.element.css("left"))};n&&n.length&&t(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate("resize",e)}})}}),t.ui.plugin.add("resizable","containment",{start:function(){var e,i,s,n,o,a,r,l=t(this).resizable("instance"),h=l.options,c=l.element,u=h.containment,d=u instanceof t?u.get(0):/parent/.test(u)?c.parent().get(0):u;d&&(l.containerElement=t(d),/document/.test(u)||u===document?(l.containerOffset={left:0,top:0},l.containerPosition={left:0,top:0},l.parentData={element:t(document),left:0,top:0,width:t(document).width(),height:t(document).height()||document.body.parentNode.scrollHeight}):(e=t(d),i=[],t(["Top","Right","Left","Bottom"]).each(function(t,s){i[t]=l._num(e.css("padding"+s))}),l.containerOffset=e.offset(),l.containerPosition=e.position(),l.containerSize={height:e.innerHeight()-i[3],width:e.innerWidth()-i[1]},s=l.containerOffset,n=l.containerSize.height,o=l.containerSize.width,a=l._hasScroll(d,"left")?d.scrollWidth:o,r=l._hasScroll(d)?d.scrollHeight:n,l.parentData={element:d,left:s.left,top:s.top,width:a,height:r}))},resize:function(e){var i,s,n,o,a=t(this).resizable("instance"),r=a.options,l=a.containerOffset,h=a.position,c=a._aspectRatio||e.shiftKey,u={top:0,left:0},d=a.containerElement,p=!0;d[0]!==document&&/static/.test(d.css("position"))&&(u=l),h.left<(a._helper?l.left:0)&&(a.size.width=a.size.width+(a._helper?a.position.left-l.left:a.position.left-u.left),c&&(a.size.height=a.size.width/a.aspectRatio,p=!1),a.position.left=r.helper?l.left:0),h.top<(a._helper?l.top:0)&&(a.size.height=a.size.height+(a._helper?a.position.top-l.top:a.position.top),c&&(a.size.width=a.size.height*a.aspectRatio,p=!1),a.position.top=a._helper?l.top:0),n=a.containerElement.get(0)===a.element.parent().get(0),o=/relative|absolute/.test(a.containerElement.css("position")),n&&o?(a.offset.left=a.parentData.left+a.position.left,a.offset.top=a.parentData.top+a.position.top):(a.offset.left=a.element.offset().left,a.offset.top=a.element.offset().top),i=Math.abs(a.sizeDiff.width+(a._helper?a.offset.left-u.left:a.offset.left-l.left)),s=Math.abs(a.sizeDiff.height+(a._helper?a.offset.top-u.top:a.offset.top-l.top)),i+a.size.width>=a.parentData.width&&(a.size.width=a.parentData.width-i,c&&(a.size.height=a.size.width/a.aspectRatio,p=!1)),s+a.size.height>=a.parentData.height&&(a.size.height=a.parentData.height-s,c&&(a.size.width=a.size.height*a.aspectRatio,p=!1)),p||(a.position.left=a.prevPosition.left,a.position.top=a.prevPosition.top,a.size.width=a.prevSize.width,a.size.height=a.prevSize.height)},stop:function(){var 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o=/ui-corner-([a-z]){2,6}/g;t.widget("ui.controlgroup",{version:"1.12.1",defaultElement:"<div>",options:{direction:"horizontal",disabled:null,onlyVisible:!0,items:{button:"input[type=button], input[type=submit], input[type=reset], button, a",controlgroupLabel:".ui-controlgroup-label",checkboxradio:"input[type='checkbox'], input[type='radio']",selectmenu:"select",spinner:".ui-spinner-input"}},_create:function(){this._enhance()},_enhance:function(){this.element.attr("role","toolbar"),this.refresh()},_destroy:function(){this._callChildMethod("destroy"),this.childWidgets.removeData("ui-controlgroup-data"),this.element.removeAttr("role"),this.options.items.controlgroupLabel&&this.element.find(this.options.items.controlgroupLabel).find(".ui-controlgroup-label-contents").contents().unwrap()},_initWidgets:function(){var e=this,i=[];t.each(this.options.items,function(s,n){var o,a={};return n?"controlgroupLabel"===s?(o=e.element.find(n),o.each(function(){var 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ui-corner-all",s=this._buildSimpleOptions(e,"label").classes.label;this._removeClass(t,null,i),this._addClass(t,null,s)},_buildSimpleOptions:function(t,e){var i="vertical"===this.options.direction,s={classes:{}};return s.classes[e]={middle:"",first:"ui-corner-"+(i?"top":"left"),last:"ui-corner-"+(i?"bottom":"right"),only:"ui-corner-all"}[t],s},_spinnerOptions:function(t){var e=this._buildSimpleOptions(t,"ui-spinner");return e.classes["ui-spinner-up"]="",e.classes["ui-spinner-down"]="",e},_buttonOptions:function(t){return this._buildSimpleOptions(t,"ui-button")},_checkboxradioOptions:function(t){return this._buildSimpleOptions(t,"ui-checkboxradio-label")},_selectmenuOptions:function(t){var e="vertical"===this.options.direction;return{width:e?"auto":!1,classes:{middle:{"ui-selectmenu-button-open":"","ui-selectmenu-button-closed":""},first:{"ui-selectmenu-button-open":"ui-corner-"+(e?"top":"tl"),"ui-selectmenu-button-closed":"ui-corner-"+(e?"top":"left")},last:{"ui-selectmenu-button-open":e?"":"ui-corner-tr","ui-selectmenu-button-closed":"ui-corner-"+(e?"bottom":"right")},only:{"ui-selectmenu-button-open":"ui-corner-top","ui-selectmenu-button-closed":"ui-corner-all"}}[t]}},_resolveClassesValues:function(e,i){var s={};return t.each(e,function(n){var a=i.options.classes[n]||"";a=t.trim(a.replace(o,"")),s[n]=(a+" "+e[n]).replace(/\s+/g," ")}),s},_setOption:function(t,e){return"direction"===t&&this._removeClass("ui-controlgroup-"+this.options.direction),this._super(t,e),"disabled"===t?(this._callChildMethod(e?"disable":"enable"),void 0):(this.refresh(),void 0)},refresh:function(){var e,i=this;this._addClass("ui-controlgroup ui-controlgroup-"+this.options.direction),"horizontal"===this.options.direction&&this._addClass(null,"ui-helper-clearfix"),this._initWidgets(),e=this.childWidgets,this.options.onlyVisible&&(e=e.filter(":visible")),e.length&&(t.each(["first","last"],function(t,s){var n=e[s]().data("ui-controlgroup-data");if(n&&i["_"+n.widgetName+"Options"]){var o=i["_"+n.widgetName+"Options"](1===e.length?"only":s);o.classes=i._resolveClassesValues(o.classes,n),n.element[n.widgetName](o)}else i._updateCornerClass(e[s](),s)}),this._callChildMethod("refresh"))}}),t.widget("ui.checkboxradio",[t.ui.formResetMixin,{version:"1.12.1",options:{disabled:null,label:null,icon:!0,classes:{"ui-checkboxradio-label":"ui-corner-all","ui-checkboxradio-icon":"ui-corner-all"}},_getCreateOptions:function(){var e,i,s=this,n=this._super()||{};return this._readType(),i=this.element.labels(),this.label=t(i[i.length-1]),this.label.length||t.error("No label found for checkboxradio widget"),this.originalLabel="",this.label.contents().not(this.element[0]).each(function(){s.originalLabel+=3===this.nodeType?t(this).text():this.outerHTML}),this.originalLabel&&(n.label=this.originalLabel),e=this.element[0].disabled,null!=e&&(n.disabled=e),n},_create:function(){var t=this.element[0].checked;this._bindFormResetHandler(),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled),this._setOption("disabled",this.options.disabled),this._addClass("ui-checkboxradio","ui-helper-hidden-accessible"),this._addClass(this.label,"ui-checkboxradio-label","ui-button ui-widget"),"radio"===this.type&&this._addClass(this.label,"ui-checkboxradio-radio-label"),this.options.label&&this.options.label!==this.originalLabel?this._updateLabel():this.originalLabel&&(this.options.label=this.originalLabel),this._enhance(),t&&(this._addClass(this.label,"ui-checkboxradio-checked","ui-state-active"),this.icon&&this._addClass(this.icon,null,"ui-state-hover")),this._on({change:"_toggleClasses",focus:function(){this._addClass(this.label,null,"ui-state-focus ui-visual-focus")},blur:function(){this._removeClass(this.label,null,"ui-state-focus ui-visual-focus")}})},_readType:function(){var e=this.element[0].nodeName.toLowerCase();this.type=this.element[0].type,"input"===e&&/radio|checkbox/.test(this.type)||t.error("Can't create checkboxradio on element.nodeName="+e+" and element.type="+this.type)},_enhance:function(){this._updateIcon(this.element[0].checked)},widget:function(){return this.label},_getRadioGroup:function(){var e,i=this.element[0].name,s="input[name='"+t.ui.escapeSelector(i)+"']";return i?(e=this.form.length?t(this.form[0].elements).filter(s):t(s).filter(function(){return 0===t(this).form().length
+}),e.not(this.element)):t([])},_toggleClasses:function(){var e=this.element[0].checked;this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",e),this.options.icon&&"checkbox"===this.type&&this._toggleClass(this.icon,null,"ui-icon-check ui-state-checked",e)._toggleClass(this.icon,null,"ui-icon-blank",!e),"radio"===this.type&&this._getRadioGroup().each(function(){var e=t(this).checkboxradio("instance");e&&e._removeClass(e.label,"ui-checkboxradio-checked","ui-state-active")})},_destroy:function(){this._unbindFormResetHandler(),this.icon&&(this.icon.remove(),this.iconSpace.remove())},_setOption:function(t,e){return"label"!==t||e?(this._super(t,e),"disabled"===t?(this._toggleClass(this.label,null,"ui-state-disabled",e),this.element[0].disabled=e,void 0):(this.refresh(),void 0)):void 0},_updateIcon:function(e){var i="ui-icon ui-icon-background ";this.options.icon?(this.icon||(this.icon=t("<span>"),this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-checkboxradio-icon-space")),"checkbox"===this.type?(i+=e?"ui-icon-check ui-state-checked":"ui-icon-blank",this._removeClass(this.icon,null,e?"ui-icon-blank":"ui-icon-check")):i+="ui-icon-blank",this._addClass(this.icon,"ui-checkboxradio-icon",i),e||this._removeClass(this.icon,null,"ui-icon-check ui-state-checked"),this.icon.prependTo(this.label).after(this.iconSpace)):void 0!==this.icon&&(this.icon.remove(),this.iconSpace.remove(),delete this.icon)},_updateLabel:function(){var t=this.label.contents().not(this.element[0]);this.icon&&(t=t.not(this.icon[0])),this.iconSpace&&(t=t.not(this.iconSpace[0])),t.remove(),this.label.append(this.options.label)},refresh:function(){var t=this.element[0].checked,e=this.element[0].disabled;this._updateIcon(t),this._toggleClass(this.label,"ui-checkboxradio-checked","ui-state-active",t),null!==this.options.label&&this._updateLabel(),e!==this.options.disabled&&this._setOptions({disabled:e})}}]),t.ui.checkboxradio,t.widget("ui.button",{version:"1.12.1",defaultElement:"<button>",options:{classes:{"ui-button":"ui-corner-all"},disabled:null,icon:null,iconPosition:"beginning",label:null,showLabel:!0},_getCreateOptions:function(){var t,e=this._super()||{};return this.isInput=this.element.is("input"),t=this.element[0].disabled,null!=t&&(e.disabled=t),this.originalLabel=this.isInput?this.element.val():this.element.html(),this.originalLabel&&(e.label=this.originalLabel),e},_create:function(){!this.option.showLabel&!this.options.icon&&(this.options.showLabel=!0),null==this.options.disabled&&(this.options.disabled=this.element[0].disabled||!1),this.hasTitle=!!this.element.attr("title"),this.options.label&&this.options.label!==this.originalLabel&&(this.isInput?this.element.val(this.options.label):this.element.html(this.options.label)),this._addClass("ui-button","ui-widget"),this._setOption("disabled",this.options.disabled),this._enhance(),this.element.is("a")&&this._on({keyup:function(e){e.keyCode===t.ui.keyCode.SPACE&&(e.preventDefault(),this.element[0].click?this.element[0].click():this.element.trigger("click"))}})},_enhance:function(){this.element.is("button")||this.element.attr("role","button"),this.options.icon&&(this._updateIcon("icon",this.options.icon),this._updateTooltip())},_updateTooltip:function(){this.title=this.element.attr("title"),this.options.showLabel||this.title||this.element.attr("title",this.options.label)},_updateIcon:function(e,i){var s="iconPosition"!==e,n=s?this.options.iconPosition:i,o="top"===n||"bottom"===n;this.icon?s&&this._removeClass(this.icon,null,this.options.icon):(this.icon=t("<span>"),this._addClass(this.icon,"ui-button-icon","ui-icon"),this.options.showLabel||this._addClass("ui-button-icon-only")),s&&this._addClass(this.icon,null,i),this._attachIcon(n),o?(this._addClass(this.icon,null,"ui-widget-icon-block"),this.iconSpace&&this.iconSpace.remove()):(this.iconSpace||(this.iconSpace=t("<span> </span>"),this._addClass(this.iconSpace,"ui-button-icon-space")),this._removeClass(this.icon,null,"ui-wiget-icon-block"),this._attachIconSpace(n))},_destroy:function(){this.element.removeAttr("role"),this.icon&&this.icon.remove(),this.iconSpace&&this.iconSpace.remove(),this.hasTitle||this.element.removeAttr("title")},_attachIconSpace:function(t){this.icon[/^(?:end|bottom)/.test(t)?"before":"after"](this.iconSpace)},_attachIcon:function(t){this.element[/^(?:end|bottom)/.test(t)?"append":"prepend"](this.icon)},_setOptions:function(t){var e=void 0===t.showLabel?this.options.showLabel:t.showLabel,i=void 0===t.icon?this.options.icon:t.icon;e||i||(t.showLabel=!0),this._super(t)},_setOption:function(t,e){"icon"===t&&(e?this._updateIcon(t,e):this.icon&&(this.icon.remove(),this.iconSpace&&this.iconSpace.remove())),"iconPosition"===t&&this._updateIcon(t,e),"showLabel"===t&&(this._toggleClass("ui-button-icon-only",null,!e),this._updateTooltip()),"label"===t&&(this.isInput?this.element.val(e):(this.element.html(e),this.icon&&(this._attachIcon(this.options.iconPosition),this._attachIconSpace(this.options.iconPosition)))),this._super(t,e),"disabled"===t&&(this._toggleClass(null,"ui-state-disabled",e),this.element[0].disabled=e,e&&this.element.blur())},refresh:function(){var t=this.element.is("input, button")?this.element[0].disabled:this.element.hasClass("ui-button-disabled");t!==this.options.disabled&&this._setOptions({disabled:t}),this._updateTooltip()}}),t.uiBackCompat!==!1&&(t.widget("ui.button",t.ui.button,{options:{text:!0,icons:{primary:null,secondary:null}},_create:function(){this.options.showLabel&&!this.options.text&&(this.options.showLabel=this.options.text),!this.options.showLabel&&this.options.text&&(this.options.text=this.options.showLabel),this.options.icon||!this.options.icons.primary&&!this.options.icons.secondary?this.options.icon&&(this.options.icons.primary=this.options.icon):this.options.icons.primary?this.options.icon=this.options.icons.primary:(this.options.icon=this.options.icons.secondary,this.options.iconPosition="end"),this._super()},_setOption:function(t,e){return"text"===t?(this._super("showLabel",e),void 0):("showLabel"===t&&(this.options.text=e),"icon"===t&&(this.options.icons.primary=e),"icons"===t&&(e.primary?(this._super("icon",e.primary),this._super("iconPosition","beginning")):e.secondary&&(this._super("icon",e.secondary),this._super("iconPosition","end"))),this._superApply(arguments),void 0)}}),t.fn.button=function(e){return function(){return!this.length||this.length&&"INPUT"!==this[0].tagName||this.length&&"INPUT"===this[0].tagName&&"checkbox"!==this.attr("type")&&"radio"!==this.attr("type")?e.apply(this,arguments):(t.ui.checkboxradio||t.error("Checkboxradio widget missing"),0===arguments.length?this.checkboxradio({icon:!1}):this.checkboxradio.apply(this,arguments))}}(t.fn.button),t.fn.buttonset=function(){return t.ui.controlgroup||t.error("Controlgroup widget missing"),"option"===arguments[0]&&"items"===arguments[1]&&arguments[2]?this.controlgroup.apply(this,[arguments[0],"items.button",arguments[2]]):"option"===arguments[0]&&"items"===arguments[1]?this.controlgroup.apply(this,[arguments[0],"items.button"]):("object"==typeof arguments[0]&&arguments[0].items&&(arguments[0].items={button:arguments[0].items}),this.controlgroup.apply(this,arguments))}),t.ui.button,t.widget("ui.dialog",{version:"1.12.1",options:{appendTo:"body",autoOpen:!0,buttons:[],classes:{"ui-dialog":"ui-corner-all","ui-dialog-titlebar":"ui-corner-all"},closeOnEscape:!0,closeText:"Close",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(e){var i=t(this).css(e).offset().top;0>i&&t(this).css("top",e.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),null==this.options.title&&null!=this.originalTitle&&(this.options.title=this.originalTitle),this.options.disabled&&(this.options.disabled=!1),this._createWrapper(),this.element.show().removeAttr("title").appendTo(this.uiDialog),this._addClass("ui-dialog-content","ui-widget-content"),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&t.fn.draggable&&this._makeDraggable(),this.options.resizable&&t.fn.resizable&&this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var e=this.options.appendTo;return e&&(e.jquery||e.nodeType)?t(e):this.document.find(e||"body").eq(0)},_destroy:function(){var t,e=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().css(this.originalCss).detach(),this.uiDialog.remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),t=e.parent.children().eq(e.index),t.length&&t[0]!==this.element[0]?t.before(this.element):e.parent.append(this.element)},widget:function(){return this.uiDialog},disable:t.noop,enable:t.noop,close:function(e){var i=this;this._isOpen&&this._trigger("beforeClose",e)!==!1&&(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),this.opener.filter(":focusable").trigger("focus").length||t.ui.safeBlur(t.ui.safeActiveElement(this.document[0])),this._hide(this.uiDialog,this.options.hide,function(){i._trigger("close",e)}))},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(e,i){var s=!1,n=this.uiDialog.siblings(".ui-front:visible").map(function(){return+t(this).css("z-index")}).get(),o=Math.max.apply(null,n);return o>=+this.uiDialog.css("z-index")&&(this.uiDialog.css("z-index",o+1),s=!0),s&&!i&&this._trigger("focus",e),s},open:function(){var e=this;return this._isOpen?(this._moveToTop()&&this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=t(t.ui.safeActiveElement(this.document[0])),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&&this.overlay.css("z-index",this.uiDialog.css("z-index")-1),this._show(this.uiDialog,this.options.show,function(){e._focusTabbable(),e._trigger("focus")}),this._makeFocusTarget(),this._trigger("open"),void 0)},_focusTabbable:function(){var t=this._focusedElement;t||(t=this.element.find("[autofocus]")),t.length||(t=this.element.find(":tabbable")),t.length||(t=this.uiDialogButtonPane.find(":tabbable")),t.length||(t=this.uiDialogTitlebarClose.filter(":tabbable")),t.length||(t=this.uiDialog),t.eq(0).trigger("focus")},_keepFocus:function(e){function i(){var e=t.ui.safeActiveElement(this.document[0]),i=this.uiDialog[0]===e||t.contains(this.uiDialog[0],e);i||this._focusTabbable()}e.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=t("<div>").hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._addClass(this.uiDialog,"ui-dialog","ui-widget ui-widget-content ui-front"),this._on(this.uiDialog,{keydown:function(e){if(this.options.closeOnEscape&&!e.isDefaultPrevented()&&e.keyCode&&e.keyCode===t.ui.keyCode.ESCAPE)return e.preventDefault(),this.close(e),void 0;if(e.keyCode===t.ui.keyCode.TAB&&!e.isDefaultPrevented()){var i=this.uiDialog.find(":tabbable"),s=i.filter(":first"),n=i.filter(":last");e.target!==n[0]&&e.target!==this.uiDialog[0]||e.shiftKey?e.target!==s[0]&&e.target!==this.uiDialog[0]||!e.shiftKey||(this._delay(function(){n.trigger("focus")}),e.preventDefault()):(this._delay(function(){s.trigger("focus")}),e.preventDefault())}},mousedown:function(t){this._moveToTop(t)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var e;this.uiDialogTitlebar=t("<div>"),this._addClass(this.uiDialogTitlebar,"ui-dialog-titlebar","ui-widget-header ui-helper-clearfix"),this._on(this.uiDialogTitlebar,{mousedown:function(e){t(e.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.trigger("focus")}}),this.uiDialogTitlebarClose=t("<button type='button'></button>").button({label:t("<a>").text(this.options.closeText).html(),icon:"ui-icon-closethick",showLabel:!1}).appendTo(this.uiDialogTitlebar),this._addClass(this.uiDialogTitlebarClose,"ui-dialog-titlebar-close"),this._on(this.uiDialogTitlebarClose,{click:function(t){t.preventDefault(),this.close(t)}}),e=t("<span>").uniqueId().prependTo(this.uiDialogTitlebar),this._addClass(e,"ui-dialog-title"),this._title(e),this.uiDialogTitlebar.prependTo(this.uiDialog),this.uiDialog.attr({"aria-labelledby":e.attr("id")})},_title:function(t){this.options.title?t.text(this.options.title):t.html("&#160;")},_createButtonPane:function(){this.uiDialogButtonPane=t("<div>"),this._addClass(this.uiDialogButtonPane,"ui-dialog-buttonpane","ui-widget-content ui-helper-clearfix"),this.uiButtonSet=t("<div>").appendTo(this.uiDialogButtonPane),this._addClass(this.uiButtonSet,"ui-dialog-buttonset"),this._createButtons()},_createButtons:function(){var e=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),t.isEmptyObject(i)||t.isArray(i)&&!i.length?(this._removeClass(this.uiDialog,"ui-dialog-buttons"),void 0):(t.each(i,function(i,s){var n,o;s=t.isFunction(s)?{click:s,text:i}:s,s=t.extend({type:"button"},s),n=s.click,o={icon:s.icon,iconPosition:s.iconPosition,showLabel:s.showLabel,icons:s.icons,text:s.text},delete s.click,delete s.icon,delete s.iconPosition,delete s.showLabel,delete s.icons,"boolean"==typeof s.text&&delete s.text,t("<button></button>",s).button(o).appendTo(e.uiButtonSet).on("click",function(){n.apply(e.element[0],arguments)})}),this._addClass(this.uiDialog,"ui-dialog-buttons"),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function e(t){return{position:t.position,offset:t.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, .ui-dialog-titlebar-close",handle:".ui-dialog-titlebar",containment:"document",start:function(s,n){i._addClass(t(this),"ui-dialog-dragging"),i._blockFrames(),i._trigger("dragStart",s,e(n))},drag:function(t,s){i._trigger("drag",t,e(s))},stop:function(n,o){var a=o.offset.left-i.document.scrollLeft(),r=o.offset.top-i.document.scrollTop();s.position={my:"left top",at:"left"+(a>=0?"+":"")+a+" "+"top"+(r>=0?"+":"")+r,of:i.window},i._removeClass(t(this),"ui-dialog-dragging"),i._unblockFrames(),i._trigger("dragStop",n,e(o))}})},_makeResizable:function(){function e(t){return{originalPosition:t.originalPosition,originalSize:t.originalSize,position:t.position,size:t.size}}var i=this,s=this.options,n=s.resizable,o=this.uiDialog.css("position"),a="string"==typeof n?n:"n,e,s,w,se,sw,ne,nw";this.uiDialog.resizable({cancel:".ui-dialog-content",containment:"document",alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:a,start:function(s,n){i._addClass(t(this),"ui-dialog-resizing"),i._blockFrames(),i._trigger("resizeStart",s,e(n))},resize:function(t,s){i._trigger("resize",t,e(s))},stop:function(n,o){var a=i.uiDialog.offset(),r=a.left-i.document.scrollLeft(),l=a.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:"left top",at:"left"+(r>=0?"+":"")+r+" "+"top"+(l>=0?"+":"")+l,of:i.window},i._removeClass(t(this),"ui-dialog-resizing"),i._unblockFrames(),i._trigger("resizeStop",n,e(o))}}).css("position",o)},_trackFocus:function(){this._on(this.widget(),{focusin:function(e){this._makeFocusTarget(),this._focusedElement=t(e.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var e=this._trackingInstances(),i=t.inArray(this,e);-1!==i&&e.splice(i,1)},_trackingInstances:function(){var t=this.document.data("ui-dialog-instances");return t||(t=[],this.document.data("ui-dialog-instances",t)),t},_minHeight:function(){var t=this.options;return"auto"===t.height?t.minHeight:Math.min(t.minHeight,t.height)},_position:function(){var t=this.uiDialog.is(":visible");t||this.uiDialog.show(),this.uiDialog.position(this.options.position),t||this.uiDialog.hide()},_setOptions:function(e){var i=this,s=!1,n={};t.each(e,function(t,e){i._setOption(t,e),t in i.sizeRelatedOptions&&(s=!0),t in i.resizableRelatedOptions&&(n[t]=e)}),s&&(this._size(),this._position()),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option",n)},_setOption:function(e,i){var s,n,o=this.uiDialog;"disabled"!==e&&(this._super(e,i),"appendTo"===e&&this.uiDialog.appendTo(this._appendTo()),"buttons"===e&&this._createButtons(),"closeText"===e&&this.uiDialogTitlebarClose.button({label:t("<a>").text(""+this.options.closeText).html()}),"draggable"===e&&(s=o.is(":data(ui-draggable)"),s&&!i&&o.draggable("destroy"),!s&&i&&this._makeDraggable()),"position"===e&&this._position(),"resizable"===e&&(n=o.is(":data(ui-resizable)"),n&&!i&&o.resizable("destroy"),n&&"string"==typeof i&&o.resizable("option","handles",i),n||i===!1||this._makeResizable()),"title"===e&&this._title(this.uiDialogTitlebar.find(".ui-dialog-title")))},_size:function(){var t,e,i,s=this.options;this.element.show().css({width:"auto",minHeight:0,maxHeight:"none",height:0}),s.minWidth>s.width&&(s.width=s.minWidth),t=this.uiDialog.css({height:"auto",width:s.width}).outerHeight(),e=Math.max(0,s.minHeight-t),i="number"==typeof s.maxHeight?Math.max(0,s.maxHeight-t):"none","auto"===s.height?this.element.css({minHeight:e,maxHeight:i,height:"auto"}):this.element.height(Math.max(0,s.height-t)),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option","minHeight",this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find("iframe").map(function(){var e=t(this);return t("<div>").css({position:"absolute",width:e.outerWidth(),height:e.outerHeight()}).appendTo(e.parent()).offset(e.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(e){return t(e.target).closest(".ui-dialog").length?!0:!!t(e.target).closest(".ui-datepicker").length},_createOverlay:function(){if(this.options.modal){var e=!0;this._delay(function(){e=!1}),this.document.data("ui-dialog-overlays")||this._on(this.document,{focusin:function(t){e||this._allowInteraction(t)||(t.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=t("<div>").appendTo(this._appendTo()),this._addClass(this.overlay,null,"ui-widget-overlay ui-front"),this._on(this.overlay,{mousedown:"_keepFocus"}),this.document.data("ui-dialog-overlays",(this.document.data("ui-dialog-overlays")||0)+1)}},_destroyOverlay:function(){if(this.options.modal&&this.overlay){var t=this.document.data("ui-dialog-overlays")-1;t?this.document.data("ui-dialog-overlays",t):(this._off(this.document,"focusin"),this.document.removeData("ui-dialog-overlays")),this.overlay.remove(),this.overlay=null}}}),t.uiBackCompat!==!1&&t.widget("ui.dialog",t.ui.dialog,{options:{dialogClass:""},_createWrapper:function(){this._super(),this.uiDialog.addClass(this.options.dialogClass)},_setOption:function(t,e){"dialogClass"===t&&this.uiDialog.removeClass(this.options.dialogClass).addClass(e),this._superApply(arguments)}}),t.ui.dialog,t.widget("ui.menu",{version:"1.12.1",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-caret-1-e"},items:"> *",menus:"ul",position:{my:"left top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().attr({role:this.options.role,tabIndex:0}),this._addClass("ui-menu","ui-widget ui-widget-content"),this._on({"mousedown .ui-menu-item":function(t){t.preventDefault()},"click .ui-menu-item":function(e){var i=t(e.target),s=t(t.ui.safeActiveElement(this.document[0]));!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(e),e.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(e):!this.element.is(":focus")&&s.closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(e){if(!this.previousFilter){var i=t(e.target).closest(".ui-menu-item"),s=t(e.currentTarget);i[0]===s[0]&&(this._removeClass(s.siblings().children(".ui-state-active"),null,"ui-state-active"),this.focus(e,s))}},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(t,e){var i=this.active||this.element.find(this.options.items).eq(0);e||this.focus(t,i)},blur:function(e){this._delay(function(){var i=!t.contains(this.element[0],t.ui.safeActiveElement(this.document[0]));i&&this.collapseAll(e)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(t){this._closeOnDocumentClick(t)&&this.collapseAll(t),this.mouseHandled=!1}})},_destroy:function(){var e=this.element.find(".ui-menu-item").removeAttr("role aria-disabled"),i=e.children(".ui-menu-item-wrapper").removeUniqueId().removeAttr("tabIndex role aria-haspopup");this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeAttr("role aria-labelledby aria-expanded aria-hidden aria-disabled tabIndex").removeUniqueId().show(),i.children().each(function(){var e=t(this);e.data("ui-menu-submenu-caret")&&e.remove()})},_keydown:function(e){var i,s,n,o,a=!0;switch(e.keyCode){case t.ui.keyCode.PAGE_UP:this.previousPage(e);break;case t.ui.keyCode.PAGE_DOWN:this.nextPage(e);break;case t.ui.keyCode.HOME:this._move("first","first",e);break;case t.ui.keyCode.END:this._move("last","last",e);break;case t.ui.keyCode.UP:this.previous(e);break;case t.ui.keyCode.DOWN:this.next(e);break;case t.ui.keyCode.LEFT:this.collapse(e);break;case t.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(e);break;case t.ui.keyCode.ENTER:case t.ui.keyCode.SPACE:this._activate(e);break;case t.ui.keyCode.ESCAPE:this.collapse(e);break;default:a=!1,s=this.previousFilter||"",o=!1,n=e.keyCode>=96&&105>=e.keyCode?""+(e.keyCode-96):String.fromCharCode(e.keyCode),clearTimeout(this.filterTimer),n===s?o=!0:n=s+n,i=this._filterMenuItems(n),i=o&&-1!==i.index(this.active.next())?this.active.nextAll(".ui-menu-item"):i,i.length||(n=String.fromCharCode(e.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(e,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}a&&e.preventDefault()},_activate:function(t){this.active&&!this.active.is(".ui-state-disabled")&&(this.active.children("[aria-haspopup='true']").length?this.expand(t):this.select(t))},refresh:function(){var e,i,s,n,o,a=this,r=this.options.icons.submenu,l=this.element.find(this.options.menus);this._toggleClass("ui-menu-icons",null,!!this.element.find(".ui-icon").length),s=l.filter(":not(.ui-menu)").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var e=t(this),i=e.prev(),s=t("<span>").data("ui-menu-submenu-caret",!0);a._addClass(s,"ui-menu-icon","ui-icon "+r),i.attr("aria-haspopup","true").prepend(s),e.attr("aria-labelledby",i.attr("id"))}),this._addClass(s,"ui-menu","ui-widget ui-widget-content ui-front"),e=l.add(this.element),i=e.find(this.options.items),i.not(".ui-menu-item").each(function(){var e=t(this);a._isDivider(e)&&a._addClass(e,"ui-menu-divider","ui-widget-content")}),n=i.not(".ui-menu-item, .ui-menu-divider"),o=n.children().not(".ui-menu").uniqueId().attr({tabIndex:-1,role:this._itemRole()}),this._addClass(n,"ui-menu-item")._addClass(o,"ui-menu-item-wrapper"),i.filter(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!t.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(t,e){if("icons"===t){var i=this.element.find(".ui-menu-icon");this._removeClass(i,null,this.options.icons.submenu)._addClass(i,null,e.submenu)}this._super(t,e)},_setOptionDisabled:function(t){this._super(t),this.element.attr("aria-disabled",t+""),this._toggleClass(null,"ui-state-disabled",!!t)},focus:function(t,e){var i,s,n;this.blur(t,t&&"focus"===t.type),this._scrollIntoView(e),this.active=e.first(),s=this.active.children(".ui-menu-item-wrapper"),this._addClass(s,null,"ui-state-active"),this.options.role&&this.element.attr("aria-activedescendant",s.attr("id")),n=this.active.parent().closest(".ui-menu-item").children(".ui-menu-item-wrapper"),this._addClass(n,null,"ui-state-active"),t&&"keydown"===t.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=e.children(".ui-menu"),i.length&&t&&/^mouse/.test(t.type)&&this._startOpening(i),this.activeMenu=e.parent(),this._trigger("focus",t,{item:e})},_scrollIntoView:function(e){var i,s,n,o,a,r;this._hasScroll()&&(i=parseFloat(t.css(this.activeMenu[0],"borderTopWidth"))||0,s=parseFloat(t.css(this.activeMenu[0],"paddingTop"))||0,n=e.offset().top-this.activeMenu.offset().top-i-s,o=this.activeMenu.scrollTop(),a=this.activeMenu.height(),r=e.outerHeight(),0>n?this.activeMenu.scrollTop(o+n):n+r>a&&this.activeMenu.scrollTop(o+n-a+r))},blur:function(t,e){e||clearTimeout(this.timer),this.active&&(this._removeClass(this.active.children(".ui-menu-item-wrapper"),null,"ui-state-active"),this._trigger("blur",t,{item:this.active}),this.active=null)},_startOpening:function(t){clearTimeout(this.timer),"true"===t.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(t)},this.delay))},_open:function(e){var i=t.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(e.parents(".ui-menu")).hide().attr("aria-hidden","true"),e.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(e,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:t(e&&e.target).closest(this.element.find(".ui-menu"));s.length||(s=this.element),this._close(s),this.blur(e),this._removeClass(s.find(".ui-state-active"),null,"ui-state-active"),this.activeMenu=s},this.delay)},_close:function(t){t||(t=this.active?this.active.parent():this.element),t.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false")},_closeOnDocumentClick:function(e){return!t(e.target).closest(".ui-menu").length},_isDivider:function(t){return!/[^\-\u2014\u2013\s]/.test(t.text())},collapse:function(t){var e=this.active&&this.active.parent().closest(".ui-menu-item",this.element);e&&e.length&&(this._close(),this.focus(t,e))},expand:function(t){var e=this.active&&this.active.children(".ui-menu ").find(this.options.items).first();e&&e.length&&(this._open(e.parent()),this._delay(function(){this.focus(t,e)}))},next:function(t){this._move("next","first",t)},previous:function(t){this._move("prev","last",t)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(t,e,i){var s;this.active&&(s="first"===t||"last"===t?this.active["first"===t?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[t+"All"](".ui-menu-item").eq(0)),s&&s.length&&this.active||(s=this.activeMenu.find(this.options.items)[e]()),this.focus(i,s)},nextPage:function(e){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=t(this),0>i.offset().top-s-n}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items)[this.active?"last":"first"]())),void 0):(this.next(e),void 0)},previousPage:function(e){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=t(this),i.offset().top-s+n>0}),this.focus(e,i)):this.focus(e,this.activeMenu.find(this.options.items).first())),void 0):(this.next(e),void 0)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(e){this.active=this.active||t(e.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(e,!0),this._trigger("select",e,i)},_filterMenuItems:function(e){var i=e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&"),s=RegExp("^"+i,"i");return this.activeMenu.find(this.options.items).filter(".ui-menu-item").filter(function(){return s.test(t.trim(t(this).children(".ui-menu-item-wrapper").text()))})}}),t.widget("ui.slider",t.ui.mouse,{version:"1.12.1",widgetEventPrefix:"slide",options:{animate:!1,classes:{"ui-slider":"ui-corner-all","ui-slider-handle":"ui-corner-all","ui-slider-range":"ui-corner-all ui-widget-header"},distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this._addClass("ui-slider ui-slider-"+this.orientation,"ui-widget 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s={handle:this.handles[t],handleIndex:t,value:void 0!==e?e:this.value()};return this._hasMultipleValues()&&(s.value=void 0!==e?e:this.values(t),s.values=i||this.values()),s},_hasMultipleValues:function(){return this.options.values&&this.options.values.length},_start:function(t,e){return this._trigger("start",t,this._uiHash(e))},_slide:function(t,e,i){var s,n,o=this.value(),a=this.values();this._hasMultipleValues()&&(n=this.values(e?0:1),o=this.values(e),2===this.options.values.length&&this.options.range===!0&&(i=0===e?Math.min(n,i):Math.max(n,i)),a[e]=i),i!==o&&(s=this._trigger("slide",t,this._uiHash(e,i,a)),s!==!1&&(this._hasMultipleValues()?this.values(e,i):this.value(i)))},_stop:function(t,e){this._trigger("stop",t,this._uiHash(e))},_change:function(t,e){this._keySliding||this._mouseSliding||(this._lastChangedValue=e,this._trigger("change",t,this._uiHash(e)))},value:function(t){return arguments.length?(this.options.value=this._trimAlignValue(t),this._refreshValue(),this._change(null,0),void 0):this._value()},values:function(e,i){var s,n,o;if(arguments.length>1)return this.options.values[e]=this._trimAlignValue(i),this._refreshValue(),this._change(null,e),void 0;if(!arguments.length)return this._values();if(!t.isArray(arguments[0]))return this._hasMultipleValues()?this._values(e):this.value();for(s=this.options.values,n=arguments[0],o=0;s.length>o;o+=1)s[o]=this._trimAlignValue(n[o]),this._change(null,o);this._refreshValue()},_setOption:function(e,i){var s,n=0;switch("range"===e&&this.options.range===!0&&("min"===i?(this.options.value=this._values(0),this.options.values=null):"max"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),t.isArray(this.options.values)&&(n=this.options.values.length),this._super(e,i),e){case"orientation":this._detectOrientation(),this._removeClass("ui-slider-horizontal 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t*t*(3*t-2)},Bounce:function(t){for(var e,i=4;((e=Math.pow(2,--i))-1)/11>t;);return 1/Math.pow(4,3-i)-7.5625*Math.pow((3*e-2)/22-t,2)}}),t.each(e,function(e,i){t.easing["easeIn"+e]=i,t.easing["easeOut"+e]=function(t){return 1-i(1-t)},t.easing["easeInOut"+e]=function(t){return.5>t?i(2*t)/2:1-i(-2*t+2)/2}})}(),t.effects,t.effects.define("slide","show",function(e,i){var s,n,o=t(this),a={up:["bottom","top"],down:["top","bottom"],left:["right","left"],right:["left","right"]},r=e.mode,l=e.direction||"left",h="up"===l||"down"===l?"top":"left",c="up"===l||"left"===l,u=e.distance||o["top"===h?"outerHeight":"outerWidth"](!0),d={};t.effects.createPlaceholder(o),s=o.cssClip(),n=o.position()[h],d[h]=(c?-1:1)*u+n,d.clip=o.cssClip(),d.clip[a[l][1]]=d.clip[a[l][0]],"show"===r&&(o.cssClip(d.clip),o.css(h,d[h]),d.clip=s,d[h]=n),o.animate(d,{queue:!1,duration:e.duration,easing:e.easing,complete:i})})});/*
+ * jQuery.fullscreen v0.5.0
+ * https://github.com/private-face/jquery.fullscreen
+ *
+ * Copyright (c) 2012–2014 Vladimir Zhuravlev
+ * Released under the MIT license
+ * https://github.com/private-face/jquery.fullscreen/blob/master/LICENSE
+ *
+ * Date: 2014-12-20
+ **/
+;!function($) {
+function defined(a){return"undefined"!=typeof a}function extend(a,b,c){var d=function(){};d.prototype=b.prototype,a.prototype=new d,a.prototype.constructor=a,b.prototype.constructor=b,a._super=b.prototype,c&&$.extend(a.prototype,c)}function native(a,b){var c;"string"==typeof a&&(b=a,a=document);for(var d=0;d<SUBST.length;++d){b=b.replace(SUBST[d][0],SUBST[d][1]);for(var e=0;e<VENDOR_PREFIXES.length;++e)if(c=VENDOR_PREFIXES[e],c+=0===e?b:b.charAt(0).toUpperCase()+b.substr(1),defined(a[c]))return a[c]}return void 0}var SUBST=[["",""],["exit","cancel"],["screen","Screen"]],VENDOR_PREFIXES=["","o","ms","moz","webkit","webkitCurrent"],ua=navigator.userAgent,fsEnabled=native("fullscreenEnabled"),IS_ANDROID_CHROME=-1!==ua.indexOf("Android")&&-1!==ua.indexOf("Chrome"),IS_NATIVELY_SUPPORTED=!IS_ANDROID_CHROME&&defined(native("fullscreenElement"))&&(!defined(fsEnabled)||fsEnabled===!0),version=$.fn.jquery.split("."),JQ_LT_17=parseInt(version[0])<2&&parseInt(version[1])<7,FullScreenAbstract=function(){this.__options=null,this._fullScreenElement=null,this.__savedStyles={}};FullScreenAbstract.prototype={"native":native,_DEFAULT_OPTIONS:{styles:{boxSizing:"border-box",MozBoxSizing:"border-box",WebkitBoxSizing:"border-box"},toggleClass:null},__documentOverflow:"",__htmlOverflow:"",_preventDocumentScroll:function(){this.__documentOverflow=document.body.style.overflow,this.__htmlOverflow=document.documentElement.style.overflow,$(this._fullScreenElement).is("body, html")||$("body, html").css("overflow","hidden")},_allowDocumentScroll:function(){document.body.style.overflow=this.__documentOverflow,document.documentElement.style.overflow=this.__htmlOverflow},_fullScreenChange:function(){this.__options&&(this.isFullScreen()?(this._preventDocumentScroll(),this._triggerEvents()):(this._allowDocumentScroll(),this._revertStyles(),this._triggerEvents(),this._fullScreenElement=null))},_fullScreenError:function(a){this.__options&&(this._revertStyles(),this._fullScreenElement=null,a&&$(document).trigger("fscreenerror",[a]))},_triggerEvents:function(){$(this._fullScreenElement).trigger(this.isFullScreen()?"fscreenopen":"fscreenclose"),$(document).trigger("fscreenchange",[this.isFullScreen(),this._fullScreenElement])},_saveAndApplyStyles:function(){var a=$(this._fullScreenElement);this.__savedStyles={};for(var b in this.__options.styles)this.__savedStyles[b]=this._fullScreenElement.style[b],this._fullScreenElement.style[b]=this.__options.styles[b];a.is("body")&&(document.documentElement.style.overflow=this.__options.styles.overflow),this.__options.toggleClass&&a.addClass(this.__options.toggleClass)},_revertStyles:function(){var a=$(this._fullScreenElement);for(var b in this.__options.styles)this._fullScreenElement.style[b]=this.__savedStyles[b];a.is("body")&&(document.documentElement.style.overflow=this.__savedStyles.overflow),this.__options.toggleClass&&a.removeClass(this.__options.toggleClass)},open:function(a,b){a!==this._fullScreenElement&&(this.isFullScreen()&&this.exit(),this._fullScreenElement=a,this.__options=$.extend(!0,{},this._DEFAULT_OPTIONS,b),this._saveAndApplyStyles())},exit:null,isFullScreen:null,isNativelySupported:function(){return IS_NATIVELY_SUPPORTED}};var FullScreenNative=function(){FullScreenNative._super.constructor.apply(this,arguments),this.exit=$.proxy(native("exitFullscreen"),document),this._DEFAULT_OPTIONS=$.extend(!0,{},this._DEFAULT_OPTIONS,{styles:{width:"100%",height:"100%"}}),$(document).bind(this._prefixedString("fullscreenchange")+" MSFullscreenChange",$.proxy(this._fullScreenChange,this)).bind(this._prefixedString("fullscreenerror")+" MSFullscreenError",$.proxy(this._fullScreenError,this))};extend(FullScreenNative,FullScreenAbstract,{VENDOR_PREFIXES:["","o","moz","webkit"],_prefixedString:function(a){return $.map(this.VENDOR_PREFIXES,function(b){return b+a}).join(" ")},open:function(a){FullScreenNative._super.open.apply(this,arguments);var b=native(a,"requestFullscreen");b.call(a)},exit:$.noop,isFullScreen:function(){return null!==native("fullscreenElement")},element:function(){return native("fullscreenElement")}});var FullScreenFallback=function(){FullScreenFallback._super.constructor.apply(this,arguments),this._DEFAULT_OPTIONS=$.extend({},this._DEFAULT_OPTIONS,{styles:{position:"absolute",zIndex:"2147483647",left:0,top:0,bottom:0,right:0}}),this.__delegateKeydownHandler()};extend(FullScreenFallback,FullScreenAbstract,{__isFullScreen:!1,__delegateKeydownHandler:function(){var a=$(document);a.delegate("*","keydown.fullscreen",$.proxy(this.__keydownHandler,this));var b=JQ_LT_17?a.data("events"):$._data(document).events,c=b.keydown;JQ_LT_17?b.live.unshift(b.live.pop()):c.splice(0,0,c.splice(c.delegateCount-1,1)[0])},__keydownHandler:function(a){return this.isFullScreen()&&27===a.which?(this.exit(),!1):!0},_revertStyles:function(){FullScreenFallback._super._revertStyles.apply(this,arguments),this._fullScreenElement.offsetHeight},open:function(){FullScreenFallback._super.open.apply(this,arguments),this.__isFullScreen=!0,this._fullScreenChange()},exit:function(){this.__isFullScreen&&(this.__isFullScreen=!1,this._fullScreenChange())},isFullScreen:function(){return this.__isFullScreen},element:function(){return this.__isFullScreen?this._fullScreenElement:null}}),$.fullscreen=IS_NATIVELY_SUPPORTED?new FullScreenNative:new FullScreenFallback,$.fn.fullscreen=function(a){var b=this[0];return a=$.extend({toggleClass:null,overflow:"hidden"},a),a.styles={overflow:a.overflow},delete a.overflow,b&&$.fullscreen.open(b,a),this};
+}(jQuery);/** vim: et:ts=4:sw=4:sts=4
+ * @license RequireJS 2.3.2 Copyright jQuery Foundation and other contributors.
+ * Released under MIT license, https://github.com/requirejs/requirejs/blob/master/LICENSE
+ */
+var requirejs,require,define;!function(global,setTimeout){var req,s,head,baseElement,dataMain,src,interactiveScript,currentlyAddingScript,mainScript,subPath,version="2.3.2",commentRegExp=/\/\*[\s\S]*?\*\/|([^:"'=]|^)\/\/.*$/gm,cjsRequireRegExp=/[^.]\s*require\s*\(\s*["']([^'"\s]+)["']\s*\)/g,jsSuffixRegExp=/\.js$/,currDirRegExp=/^\.\//,op=Object.prototype,ostring=op.toString,hasOwn=op.hasOwnProperty,isBrowser=!("undefined"==typeof window||"undefined"==typeof navigator||!window.document),isWebWorker=!isBrowser&&"undefined"!=typeof importScripts,readyRegExp=isBrowser&&"PLAYSTATION 3"===navigator.platform?/^complete$/:/^(complete|loaded)$/,defContextName="_",isOpera="undefined"!=typeof opera&&"[object Opera]"===opera.toString(),contexts={},cfg={},globalDefQueue=[],useInteractive=!1;function commentReplace(e,t){return t||""}function isFunction(e){return"[object Function]"===ostring.call(e)}function isArray(e){return"[object Array]"===ostring.call(e)}function each(e,t){var 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executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUICompTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUICompTreeHTMLGenerator=function(_super){__extends(eDwUICompTreeHTMLGenerator,_super);function eDwUICompTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUICompTreeHTMLGenerator.prototype.generateHTMLForTree=function(iConfigNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var childNodes=this.forNodeGetChildren(iConfigNode);if(childNodes.length>0){var childNode=childNodes[0];var classes=this.forNodeHasChildren(childNode)?" edrawings-tree-expanded ":"";var offset=this.computeOffset(iLeftPaddingInPX);generatedHTML+=_super.prototype.generateHTMLForNode.call(this,childNode,offset,classes,iIncludeAllDescendents);generatedHTML+=_super.prototype.generateHTMLForChildNodes.call(this,childNode,false,offset)}return generatedHTML};return eDwUICompTreeHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUICompTreeHTMLGenerator}));define("eDwUIComponentTreePlugin",["require","exports","eDwUICompTreeHTMLGenerator","eDwSelObj","eDwUIUtils","eDwEvents","utils","eDwUIBasePlugin","eDwUIShortcutMenu"],(function(require,exports,eDwUICompTreeHTMLGenerator,eDwSelObj,eDwUIUtils,eDwEvents,utils,eDwUIBasePlugin_1,eDwUIShortcutMenu_1){"use strict";var eDwUIComponentTreePlugin=function(_super){__extends(eDwUIComponentTreePlugin,_super);function eDwUIComponentTreePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-component-tree"};_this=_super.call(this,"ComponentTree",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIComponentTreePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_compPanelID,HTML:"componentpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,!model.isAssembly());eDwUIUtils.setUIGenerator(c_compPanelID,new eDwUICompTreeHTMLGenerator(this.mViewer,c_compPanelID));this.sync(model.getActiveModelView());return[2]}}))}))};eDwUIComponentTreePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_compPanelID)}};eDwUIComponentTreePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.sync(this.mViewer.getModel().getActiveModelView());eDwUIUtils.addPanelModeEvents(c_compPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,c_compPanelID);this.mUIHTMLEventMgr.addDelegatedEventHandler("#edrawings-component-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var selObjIDHC=eDwUIUtils.getIDHC(eDwUIUtils.getAsJQueryObj(iEvent.target));if(!utils.isNumber(selObjIDHC))return;_this.zoomToFit(_this.mViewer)}));this.mUIHTMLEventMgr.addEventHandler("#component-search-cancel","click",(function(iEvent){$("#edrawings-component-tree-menu "+".edrawings-menu-search-input").val("");eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-search-component-input","keyup",(function(iEvent){eDwUIUtils.searchPanelList(_this.mViewer,eDwUIUtils.getAsJQueryObj(iEvent.target))}));eDwUIUtils.addCloseEventHandler(c_compPanelID,this.mUIHTMLEventMgr);this.setAppEvents(true);return true};eDwUIComponentTreePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_compPanelID,"click");this.setAppEvents(false);return true};eDwUIComponentTreePlugin.prototype.onInitFullUI=function(iViewer){this.sync(iViewer.getModel().getActiveModelView())};eDwUIComponentTreePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.sync(iNewModelView)};eDwUIComponentTreePlugin.prototype.onSelect=function(iViewer,iSelObjs){var selFunc=function(iViewer,iSelHierNode){eDwUIUtils.expandSelected(iViewer,iSelHierNode);eDwUIUtils.scrollToTreeNode(iSelHierNode,true)};this.processSelections(iViewer,iSelObjs,selFunc)};eDwUIComponentTreePlugin.prototype.onUnselect=function(iViewer,iSelObjs){var unSelFunc=function(iViewer,iSelHierNode){eDwUIUtils.scrollToTreeNode(iSelHierNode,false)};this.processSelections(iViewer,iSelObjs,unSelFunc)};eDwUIComponentTreePlugin.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIComponentTreePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable);this.addAppObjEvent(eDwEvents.SelectEvent,"onSelect",iEnable);this.addAppObjEvent(eDwEvents.UnselectEvent,"onUnselect",iEnable);this.addAppObjEvent(eDwEvents.NodeAttribChangeEvent,"onNodeAttribChanged",iEnable)};eDwUIComponentTreePlugin.prototype.sync=function(iNewModelView){var listJQ=$(c_compPanelID+" .edrawings-submenu-list");listJQ.empty();var gen=eDwUIUtils.getUIGenerator(c_compPanelID);listJQ.append(gen.generateHTMLForTree(iNewModelView.Hierarchy));eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='item-tree-text']","edrawings-list-selected")};eDwUIComponentTreePlugin.prototype.zoomToFit=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()};eDwUIComponentTreePlugin.prototype.processSelections=function(iViewer,iSelObjsHC,iProcFunc){var model=iViewer.getModel();if(!model.isAssembly())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjsHC_1=iSelObjsHC;_i<iSelObjsHC_1.length;_i++){var selObjHC=iSelObjsHC_1[_i];var selObj=eDwSelObj.extendHCSelObj(selObjHC);var selHierNode=activeModelView.Nodes[selObj.getIDHC()];if(!selHierNode)continue;iProcFunc(iViewer,selHierNode)}};return eDwUIComponentTreePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_compPanelID="#edrawings-component-tree-menu";var c_eventIDSuffix=".edw.tree";return eDwUIComponentTreePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIConfigurationsPlugin",["require","exports","eDwUIModelViewHTMLGenerator","eDwUIUtils","eDwEvents","eDwUIBasePlugin"],(function(require,exports,eDwUIModelViewHTMLGenerator,eDwUIUtils,eDwEvents,eDwUIBasePlugin_1){"use strict";var eDwUIConfigurationsPlugin=function(_super){__extends(eDwUIConfigurationsPlugin,_super);function eDwUIConfigurationsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-configurations"};_this=_super.call(this,"Configurations",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIConfigurationsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_configPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();eDwUIUtils.hide(this.PluginButtonID,model.isDrawing()||model.getModelViews().length===1&&model.getActiveModelView().Name==="#-^");eDwUIUtils.setUIGenerator(c_configPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_configPanelID));return[2]}}))}))};eDwUIConfigurationsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_configPanelID)}};eDwUIConfigurationsPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIConfigurationsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIConfigurationsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_configPanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var switchModelView=function(iEvent){eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.target));eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tree-text")};this.mUIHTMLEventMgr.addDelegatedEventHandler(c_configPanelID+" .edrawings-root","click",switchModelView);eDwUIUtils.addCloseEventHandler(c_configPanelID,this.mUIHTMLEventMgr);return true};eDwUIConfigurationsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mUIHTMLEventMgr.removeEventHandlers(c_configPanelID,"click");return true};eDwUIConfigurationsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_configPanelID,"config-tree-text")];case 1:_a.sent();this.updateModelViewLists(this.mViewer.getModel().getActiveModelView());return[2]}}))}))})()};eDwUIConfigurationsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.updateModelViewLists(iNewModelView)};eDwUIConfigurationsPlugin.prototype.updateModelViewLists=function(iModelView){var elements=$(c_configPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");if(iModelView){eDwUIUtils.updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected")}};eDwUIConfigurationsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIConfigurationsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_configPanelID="#edrawings-configurations-menu";var c_eventIDSuffix=".edw.config";return eDwUIConfigurationsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIExplodePlugin",["require","exports","eDwUIBasePlugin","eDwCommandMgr","eDwCompositeCmd","eDwExplodeCmd","eDwUIUtils","eDwEventMgr","eDwEvents","utils"],(function(require,exports,eDwUIBasePlugin_1,eDwCommandMgr,eDwCompositeCmd,eDwExplodeCmd,eDwUIUtils,eDwEventMgr,eDwEvents_1,utils){"use strict";var eDwUIExplodePlugin=function(_super){__extends(eDwUIExplodePlugin,_super);function eDwUIExplodePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-explode"};_this=_super.call(this,"Explode",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIExplodePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_explodePanelID,HTML:"explodepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();eDwUIUtils.hide(this.PluginButtonID,!this.mViewer.getModel().isAssembly());return[2]}}))}))};eDwUIExplodePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_explodePanelID)}};eDwUIExplodePlugin.prototype.destroy=function(){_super.prototype.destroy.call(this);$("#edrawings-button-explode").off("click.edw");var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.off("touchmove.edw");explodeHandle.off("touchstart.edw");explodeHandle.off("touchend.edw");delete this.mExplodeCmd;delete this.mCompositeExplodeCmd};eDwUIExplodePlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);this.setAppEvents(true)};eDwUIExplodePlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);this.setAppEvents(false)};eDwUIExplodePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_explodePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));this.mCompositeExplodeCmd=new eDwCompositeCmd(this.mViewer);var cmdMgr=eDwCommandMgr.get();cmdMgr.add(this.mCompositeExplodeCmd);this.mCompositeExplodeCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.undoSubCmds();this.mViewer.setExplosionLevel(ioCmd.InitialState);return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.redoSubCmds();this.mViewer.setExplosionLevel(ioCmd.FinalState);return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=this.mViewer.getExplosionLevel();return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){delete ioCmd.FinalState;delete ioCmd.InitialState;return[2]}))}))}});var viewer=this.mViewer;var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("option")}catch(iException){explodeSlider.slider({orientation:"vertical",range:"min",min:0,max:10,step:.1,value:viewer.getExplosionLevel(),slide:function(iEvent,iSliderParams){var val=iSliderParams.value;if(utils.isNumber(val))_this.mExplodeCmd.setLevel(val)},start:function(iEvent,iUI){_this.start(cmdMgr)},stop:function(iEvent,iUI){_this.stop(cmdMgr)}});$("#edrawings-explode-up").on("click.edw",(function(){_this.setLevel(cmdMgr,10)}));$("#edrawings-explode-down").on("click.edw",(function(){_this.setLevel(cmdMgr,0)}));var explodeHandle=$("#edrawings-explode-slider .ui-slider-handle");explodeHandle.on("touchmove.edw",(function(iEvent){var touchEvent=iEvent.originalEvent;if(!(touchEvent instanceof TouchEvent))return;var xPos=touchEvent.touches[0].clientX;var total=explodeSlider.width();var val=10*(xPos-60)/total;val=val>1?1:val;val=val<0?0:val;explodeSlider.slider("value",val);_this.mExplodeCmd.setLevel(val)}));explodeHandle.on("touchstart.edw",(function(iEvent){_this.start(cmdMgr)}));explodeHandle.on("touchend.edw",(function(iEvent){_this.stop(cmdMgr)}))}return true};eDwUIExplodePlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeExplodeCmd,"commit")];case 1:_a.sent();delete this.mCompositeExplodeCmd;return[2]}}))}))})();return true};eDwUIExplodePlugin.prototype.onExplodeLevelChange=function(iViewer){var explodeSlider=$("#edrawings-explode-slider");try{explodeSlider.slider("value",iViewer.getExplosionLevel())}catch(iException){}};eDwUIExplodePlugin.prototype.onResetScene=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.ExplodeLevelChangeEvent)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.start=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mExplodeCmd=new eDwExplodeCmd(this.mViewer);return[4,ioCmdMgr.add(this.mExplodeCmd)];case 1:_a.sent();return[2]}}))}))})()};eDwUIExplodePlugin.prototype.stop=function(ioCmdMgr){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmdMgr.remove(this.mExplodeCmd,"commit")];case 1:_a.sent();delete this.mExplodeCmd;return[2]}}))}))})()};eDwUIExplodePlugin.prototype.setLevel=function(ioCmdMgr,iLevel){this.start(ioCmdMgr);this.mExplodeCmd.setLevel(iLevel);this.stop(ioCmdMgr)};eDwUIExplodePlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents_1.ResetSceneEvent,"onResetScene",iEnable);this.addAppObjEvent(eDwEvents_1.ExplodeLevelChangeEvent,"onExplodeLevelChange",iEnable)};return eDwUIExplodePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_explodePanelID="#edrawings-explode-menu";var c_eventIDSuffix=".edw.explode";return eDwUIExplodePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwUIModelViewTabHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_1){"use strict";var eDwUIModelViewTabHTMLGenerator=function(_super){__extends(eDwUIModelViewTabHTMLGenerator,_super);function eDwUIModelViewTabHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewTabHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_1,modelView,modelViewNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];modelViewNode=modelView.Hierarchy;generatedHTML+="<div class='edrawings-config-tab' "+"configname='"+modelView.Name+"'>"+"<span class='config-tab-text' "+this.forNodeGetDataAttributes(modelViewNode)+">"+modelView.Name+"</span></div>"}return[2,generatedHTML]}))}))};eDwUIModelViewTabHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUIModelViewTabHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIModelViewTabHTMLGenerator}));define("eDwUIModelViewTabsPlugin",["require","exports","eDwUIBasePlugin","eDwUIModelViewHTMLGenerator","eDwUIModelViewTabHTMLGenerator","eDwUIUtils","eDwEvents"],(function(require,exports,eDwUIBasePlugin_1,eDwUIModelViewHTMLGenerator,eDwUIModelViewTabHTMLGenerator,eDwUIUtils,eDwEvents){"use strict";var eDwUIModelViewTabsPlugin=function(_super){__extends(eDwUIModelViewTabsPlugin,_super);function eDwUIModelViewTabsPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-confignav"};_this=_super.call(this,"ModelViewTabs",iViewer,buttonInfo,iViewerFeatOpts)||this;return _this}eDwUIModelViewTabsPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_modelViewTabPanelID,HTML:"modelviewtabspanel.html"},{ID:c_modelViewTabNavPanelID,HTML:"configpanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();if(!this.mViewer)return[2];eDwUIUtils.hide(c_modelViewTabPanelID,!this.shouldShowTabs());eDwUIUtils.hide(c_modelViewTabNavPanelID+".edrawings-menu-title",true);eDwUIUtils.setUIGenerator(c_modelViewTabNavPanelID,new eDwUIModelViewHTMLGenerator(this.mViewer,c_modelViewTabPanelID));eDwUIUtils.setUIGenerator(c_modelViewTabListID,new eDwUIModelViewTabHTMLGenerator(this.mViewer,c_modelViewTabListID));return[2]}}))}))};eDwUIModelViewTabsPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_modelViewTabNavPanelID)}};eDwUIModelViewTabsPlugin.prototype.addEventHandlers=function(){var _this=this;_super.prototype.addEventHandlers.call(this);this.mUIHTMLEventMgr.addEventHandler("window","resize",(function(iEvent){_this.adjustTabs()}));$(document).on("click.mvtedw",c_modelViewTabPanelID+" .edrawings-config-tab",(function(iEvent){var target=eDwUIUtils.getTarget($(iEvent.target));if(target.hasClass("active-modelview")){return}eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-tab-text")}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(-l_determineIncrement(contentJQ),0,contentJQ,$("#edrawings-config-bar"))}}));this.mUIHTMLEventMgr.addEventHandler("#edrawings-config-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){var contentJQ=$("#edrawings-config-tab-list");if(contentJQ&&contentJQ.length>0){eDwUIUtils.executeScrolling(l_determineIncrement(contentJQ,false),0,contentJQ,$("#edrawings-config-bar"))}}));eDwUIUtils.enableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list","#edrawings-config-bar");this.setAppEvents(true)};eDwUIModelViewTabsPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);$(document).off("click.mvtedw");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-config-tab-list");this.setAppEvents(false)};eDwUIModelViewTabsPlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_modelViewTabNavPanelID,c_eventIDSuffix);$(document).on("click.mvtedw",c_modelViewTabNavPanelID+" .edrawings-submenu-list-item",(function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".config-nav-text")}));return true};eDwUIModelViewTabsPlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);return true};eDwUIModelViewTabsPlugin.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var modelViewTabs,genericGen,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:modelViewTabs=$(c_modelViewTabListID);modelViewTabs.empty();genericGen=eDwUIUtils.getUIGenerator(c_modelViewTabListID);gen=genericGen;_b=(_a=modelViewTabs).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);return[4,eDwUIUtils.populateModelViewPanel(this.mViewer,c_modelViewTabNavPanelID,"config-nav-text")];case 2:_c.sent();this.setActiveModelView(iViewer.getModel().getActiveModelView());this.adjustTabs();return[2]}}))}))})()};eDwUIModelViewTabsPlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){$("[class~='edrawings-config-tab']").removeClass("active-modelview");var elements=$(c_modelViewTabNavPanelID).find(".edrawings-submenu-list-item");elements.removeClass("edrawings-list-selected");this.setActiveModelView(iViewer.getModel().getActiveModelView());l_adjustTabs()};eDwUIModelViewTabsPlugin.prototype.onDone=function(iViewer){$(c_modelViewTabListID).empty()};eDwUIModelViewTabsPlugin.prototype.adjustTabs=function(){eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu");if(this.shouldShowTabs()){var configTabBar=$(c_modelViewTabPanelID);var configTabList=$(c_modelViewTabListID);if(configTabList[0].scrollWidth-configTabBar.width()>1){configTabList.removeClass("edrawings-fullwidth").addClass("edrawings-compressed");configTabBar.addClass("edrawings-compressed-tab-list")}else{configTabList.removeClass("edrawings-compressed").addClass("edrawings-fullwidth");configTabBar.removeClass("edrawings-compressed-tab-list")}l_adjustTabs()}};eDwUIModelViewTabsPlugin.prototype.setActiveModelView=function(iNewModelView){eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-tab-text']","active-modelview");eDwUIUtils.updateModelViewTargets(iNewModelView,"[class~='config-nav-text']","edrawings-list-selected")};eDwUIModelViewTabsPlugin.prototype.shouldShowTabs=function(){return this.mViewer?this.mViewer.getModel().getModelViews().length>1:false};eDwUIModelViewTabsPlugin.prototype.setAppEvents=function(iEnable){this.addAppObjEvent(eDwEvents.InitFullUIEvent,"onInitFullUI",iEnable);this.addAppObjEvent(eDwEvents.DoneEvent,"onDone",iEnable);this.addAppObjEvent(eDwEvents.ModelViewChangeEvent,"onModelViewChange",iEnable)};return eDwUIModelViewTabsPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_modelViewTabPanelID="#edrawings-config-bar";var c_modelViewTabNavPanelID="#edrawings-config-navigation";var c_modelViewTabListID="#edrawings-config-tab-list";var c_eventIDSuffix=".edw.config.navigation";function l_adjustTabs(){var bottomBarJQ=$("#edrawings-config-bar.bottom-bar");var configTablistJQ=bottomBarJQ.find("#edrawings-config-tab-list");if(configTablistJQ.hasClass("edrawings-compressed")){var leftButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=bottomBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(configTablistJQ[0].scrollLeft===0){leftButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-left")}else{leftButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-left")}if(configTablistJQ[0].scrollWidth-configTablistJQ[0].scrollLeft<=configTablistJQ.children(":last-child").width()){rightButtonWrapperJQ.addClass("edrawings-disabled-button");bottomBarJQ.addClass("edrawings-removed-arrow-right")}else{rightButtonWrapperJQ.removeClass("edrawings-disabled-button");bottomBarJQ.removeClass("edrawings-removed-arrow-right")}eDwUIUtils.scrollToTarget(configTablistJQ.find(".edrawings-config-tab.active-modelview"))}}function l_determineIncrement(iContentJQ,iUseFirstVisible){if(iUseFirstVisible===void 0){iUseFirstVisible=true}var children=iContentJQ.children();var result=children.length>0?children[0].offsetWidth:0;if(iUseFirstVisible){if(iContentJQ[0].scrollLeft>0){var sumOfWidth=0;for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=iContentJQ[0].scrollLeft){result=children[i].offsetWidth-(sumOfWidth-iContentJQ[0].scrollLeft);result+=i>0?children[i-1].offsetWidth:0;break}}}}else{var sumOfWidth=0;var contentScrollRight=iContentJQ[0].scrollLeft+iContentJQ.width();for(var i=0;i<children.length;i++){sumOfWidth+=children[i].offsetWidth;if(sumOfWidth>=contentScrollRight){result=sumOfWidth-contentScrollRight;result+=i+1<children.length?children[i+1].offsetWidth:0;break}}}return result}return eDwUIModelViewTabsPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();define("eDwCompXformMgr",["require","exports","eDwMoveOperator","eDwEventMgr","eDwCommandMgr","eDwCompositeCmd","eDwEvents","utils"],(function(require,exports,eDwMoveOperator,eDwEventMgr,eDwCommandMgr,eDwCompositeCmd,eDwEvents_1,Utils){"use strict";var eDwCompXformMgr=function(){function eDwCompXformMgr(iViewer){this.mViewer=iViewer;this.mMoveOp=new eDwMoveOperator(iViewer,iViewer.SelectionMgr);iViewer.OperatorMgr.registerCustomOperator(this.mMoveOp);var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mOrigModelXforms={};this.mChangedModelXforms={}}eDwCompXformMgr.prototype.unregister=function(){eDwEventMgr.get().removeEventHandlerObj(eDwEvents_1.ModelXformChangeStartEvent,this,c_eventCallbackName);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMoveOp.OperatorID)};eDwCompXformMgr.prototype.activateMoveOp=function(){var _this=this;if(!this.mMoveOp)return null;this.mCompositeMoveCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeMoveCmd);this.mCompositeMoveCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.InitialState=true;return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.undoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.InitialState);return[2,true]}}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,ioCmd.redoSubCmds()];case 1:_a.sent();this.resetModelNodeXforms(ioCmd.FinalState);return[2,true]}}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=false;return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){ioCmd.FinalState=ioCmd.InitialState=undefined;return[2]}))}))}});var ret=this.mViewer.OperatorMgr.push(this.mMoveOp.OperatorID);return ret?this.mMoveOp:null};eDwCompXformMgr.prototype.deactivateMoveOp=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().remove(this.mCompositeMoveCmd,"commit")];case 1:_a.sent();this.mCompositeMoveCmd=null;return[2,this.mViewer.OperatorMgr.pop()]}}))}))};eDwCompXformMgr.prototype.getModelNodeXform=function(iID){return this.mOrigModelXforms?this.mOrigModelXforms[iID]:null};eDwCompXformMgr.prototype.resetModelNodeXforms=function(iRestoreOrigs){var _this=this;if(iRestoreOrigs===void 0){iRestoreOrigs=true}var modelHC=this.mViewer.getModel().getHCModel();var modelXforms=iRestoreOrigs?this.mOrigModelXforms:this.mChangedModelXforms;Utils.forAll((function(iCompNodeID,iCompXform){if(!_this.mChangedModelXforms[iCompNodeID]){_this.mChangedModelXforms[iCompNodeID]=modelHC.getNodeMatrix(iCompNodeID).copy()}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,modelHC.setNodeMatrix(iCompNodeID,iCompXform.copy())];case 1:_a.sent();return[2]}}))}))})()}),modelXforms)};eDwCompXformMgr.prototype.onModelXformChangeStart=function(iModelNodeID,iModelXform){if(!this.mOrigModelXforms)this.mOrigModelXforms={};if(!this.mOrigModelXforms[iModelNodeID]){this.mOrigModelXforms[iModelNodeID]=iModelXform}};return eDwCompXformMgr}();var c_eventCallbackName="onModelXformChangeStart";return eDwCompXformMgr}));define("eDwMoveComponentCmd",["require","exports","eDwSupportsHistoryCmd","utils"],(function(require,exports,eDwSupportsHistoryCmd,Utils){"use strict";var eDwMoveComponentCmd=function(_super){__extends(eDwMoveComponentCmd,_super);function eDwMoveComponentCmd(iViewer,iComponentData){var _this=_super.call(this,iViewer)||this;_this.mInitialComponentXforms=_this.assignModelXforms(iComponentData);return _this}eDwMoveComponentCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mInitialComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setModelXforms(this.mFinalComponentXforms);return[2,true]}}))}))};eDwMoveComponentCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.setModelXforms(this.mFinalComponentXforms);return[2]}}))}))};Object.defineProperty(eDwMoveComponentCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwMoveComponentCmd.prototype.setFinalComponentXforms=function(iComponentData){this.mFinalComponentXforms=this.assignModelXforms(iComponentData)};eDwMoveComponentCmd.prototype.setModelXforms=function(iComponentXforms){if(!iComponentXforms)return;var modelHC=this.mViewer.getModel().getHCModel();for(var _i=0,iComponentXforms_1=iComponentXforms;_i<iComponentXforms_1.length;_i++){var compXform=iComponentXforms_1[_i];modelHC.setNodeMatrix(compXform.NodeID,compXform.Xform.copy())}};eDwMoveComponentCmd.prototype.assignModelXforms=function(iComponentData){var componentXforms=[];if(!iComponentData)return componentXforms;Utils.forAll((function(iCompNodeID,iCompData){componentXforms.push({NodeID:iCompNodeID,Xform:iCompData.Xform.copy()})}),iComponentData);return componentXforms};return eDwMoveComponentCmd}(eDwSupportsHistoryCmd);return eDwMoveComponentCmd}));define("eDwMoveOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwCommandMgr","eDwMoveComponentCmd","eDwTypes","eDwEvents","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwCommandMgr,eDwMoveComponentCmd,eDwTypes_1,eDwEvents_2,eDwGeomUtils,utils){"use strict";var eDwMoveOperator=function(_super){__extends(eDwMoveOperator,_super);function eDwMoveOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCompDataLocal=null;_this.mLastMousePt=null;_this.mSelectionEvent=null;_this.mMoveComponentCmd=null;return _this}eDwMoveOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();return[2]}}))}))};eDwMoveOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.mSelMgr.unSelectAllObjects();this.mLastDragPt=null;return[2]}}))}))};eDwMoveOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var eventMgr,newlySelObj,selObjIDs;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);eventMgr=eDwEventMgr.get();if(!(this.ActiveMouseButton==="left"||this.ActiveMouseButton==="right"))return[3,3];if(this.mCompDataLocal){console.warn("Component transform already exists")}return[4,eDwBaseSelOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 2:newlySelObj=_a.sent();if(!newlySelObj||!ioMouseEvent.controlDown()){this.mSelMgr.unSelectAllObjects()}if(!newlySelObj)return[2];ioMouseEvent.setHandled(true);this.mSelMgr.append(newlySelObj);if(this.DragPt)console.warn("Still have last drag point");this.DragPt=this.mFirstPt;this.mLastDragPt=this.mFirstPt;this.mLastMousePt=ioMouseEvent.getPosition();this.mCompDataLocal={};selObjIDs=this.mSelMgr.getSelectableIDsHC();selObjIDs.forEach((function(iSelObjID){var model=_this.Viewer.getModel();var modelHC=model.getHCModel();var modelXform=modelHC.getNodeMatrix(iSelObjID);if(!_this.mCompDataLocal[iSelObjID]){_this.mCompDataLocal[iSelObjID]={Xform:null,Bbox:null}}_this.mCompDataLocal[iSelObjID].Xform=modelXform;(function(){return __awaiter(_this,void 0,void 0,(function(){var bboxHC,worldXformHC,invWorldXformHC,localBBoxHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_2.ModelXformChangeStartEvent,iSelObjID,modelXform.copy())];case 1:_a.sent();return[4,model.getBoundingBoxOfIDsHC([iSelObjID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];worldXformHC=modelHC.getNodeNetMatrix(iSelObjID);invWorldXformHC=eDwTypes_1.HC.Matrix.inverse(worldXformHC);localBBoxHC=bboxHC.copy();transformBox(invWorldXformHC,localBBoxHC);this.mCompDataLocal[iSelObjID].Bbox=localBBoxHC;return[2]}}))}))})()}));this.mMoveComponentCmd=new eDwMoveComponentCmd(this.Viewer,this.mCompDataLocal);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwCommandMgr.get().add(this.mMoveComponentCmd)];case 1:_a.sent();return[2]}}))}))})();_a.label=3;case 3:return[2]}}))}))};eDwMoveOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var mousePt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();if(!ioMouseEvent)return[2];ioMouseEvent.setHandled(false);if(utils.isNaN(this.mSelMgr.getLastSelIDHC()))return[2];if(!this.CurrInputInfo)return[2];mousePt=ioMouseEvent.getPosition();switch(this.ActiveMouseButton){case"left":{dragVec=eDwTypes_1.HC.Point3.subtract(this.DragPt,this.mLastDragPt);ioMouseEvent.setHandled(this.dragFree(dragVec));break}case"right":{deltaPt=this.mLastMousePt.subtract(mousePt).scale(-1);ioMouseEvent.setHandled(this.dragOrbit(deltaPt));break}default:break}this.mLastDragPt=this.DragPt;this.mLastMousePt=mousePt;return[2]}}))}))};eDwMoveOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(!(ioMouseEvent&&this.mMoveComponentCmd))return[3,3];this.mMoveComponentCmd.setFinalComponentXforms(this.mCompDataLocal);return[4,eDwCommandMgr.get().remove(this.mMoveComponentCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:ioMouseEvent.setHandled(false);this.mCompDataLocal=null;this.mLastDragPt=null;this.mMoveComponentCmd=null;return[2]}}))}))};eDwMoveOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var selIDHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);if(this.mSelectionEvent){this.addTouch(ioTouchEvent);ioTouchEvent.setHandled(true);return[2]}return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.CurrInputInfo=null;selIDHC=this.mSelMgr.getLastSelIDHC();if(utils.isNumber(selIDHC)){this.mSelectionEvent={TouchEvent:ioTouchEvent,SelObjIDHC:selIDHC}}return[2]}}))}))};eDwMoveOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var lastTouchInfo,origTouchEvent,curDragPt,dragVec,deltaPt;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];lastTouchInfo=$.extend({},this.getTouchById(ioTouchEvent.getId()));return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent.getHandled())return[2];if(this.CurrTouches.length>2||!this.mSelectionEvent){ioTouchEvent.setHandled(false);return[2]}origTouchEvent=this.mSelectionEvent.TouchEvent;if(ioTouchEvent.getId()===origTouchEvent.getId()){curDragPt=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());dragVec=eDwTypes_1.HC.Point3.subtract(curDragPt,lastTouchInfo.DragPt);this.dragFree(dragVec)}else{deltaPt=eDwTypes_1.HC.Point2.subtract(ioTouchEvent.getPosition(),lastTouchInfo.Pos);this.dragOrbit(deltaPt)}ioTouchEvent.setHandled(true);return[2]}}))}))};eDwMoveOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());if(!(this.mSelectionEvent&&ioTouchEvent.getId()===this.mSelectionEvent.TouchEvent.getId()))return[3,2];return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();this.mSelectionEvent=null;_a.label=2;case 2:return[2]}}))}))};eDwMoveOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_1.HC.EventType.MouseDown||iEventType===eDwTypes_1.HC.EventType.TouchStart};eDwMoveOperator.prototype.dragFree=function(vec){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var modelHC=this.Viewer.getModel().getHCModel();var transMat=new eDwTypes_1.HC.Matrix;transMat.setTranslationComponent(vec.x,vec.y,vec.z);utils.forAll((function(iModelNodeID,ioNodeData){ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,transMat);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};eDwMoveOperator.prototype.dragOrbit=function(deltaScrPt){if(!this.CurrInputInfo&&0===this.CurrTouches.length)return false;var view=this.Viewer.getHCView();var model=this.Viewer.getModel();var modelHC=model.getHCModel();var camera=view.getCamera();var projVec=eDwTypes_1.HC.Point3.subtract(camera.getTarget(),camera.getPosition()).normalize();var upVec=camera.getUp().copy().normalize();var dirVec=eDwTypes_1.HC.Point3.cross(upVec,projVec).normalize();utils.forAll((function(iModelNodeID,ioNodeData){if(!ioNodeData.Bbox)return;var xformedCenter=new eDwTypes_1.HC.Point3(0,0,0);ioNodeData.Xform.transform(ioNodeData.Bbox.center(),xformedCenter);var transMat=new eDwTypes_1.HC.Matrix;var revTransMat=new eDwTypes_1.HC.Matrix;revTransMat.setTranslationComponent(-xformedCenter.x,-xformedCenter.y,-xformedCenter.z);transMat.setTranslationComponent(xformedCenter.x,xformedCenter.y,xformedCenter.z);var upAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(upVec,deltaScrPt.x);var dirAxisRotMat=eDwTypes_1.HC.Matrix.createFromOffAxisRotation(dirVec,-deltaScrPt.y);var rotMatrix=eDwTypes_1.HC.Matrix.multiply(revTransMat,upAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,dirAxisRotMat);rotMatrix=eDwTypes_1.HC.Matrix.multiply(rotMatrix,transMat);ioNodeData.Xform=eDwTypes_1.HC.Matrix.multiply(ioNodeData.Xform,rotMatrix);modelHC.setNodeMatrix(iModelNodeID,ioNodeData.Xform)}),this.mCompDataLocal);return true};return eDwMoveOperator}(eDwBaseSelOperator);function transformBox(iXform,ioBox){iXform.transform(ioBox.min,ioBox.min);iXform.transform(ioBox.max,ioBox.max)}return eDwMoveOperator}));define("eDwUIMoveComponentPlugin",["require","exports","eDwUIBasePlugin","eDwCompXformMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIBasePlugin_1,eDwCompXformMgr,eDwEvents_3,eDwUIUtils){"use strict";var eDwUIMoveComponentPlugin=function(_super){__extends(eDwUIMoveComponentPlugin,_super);function eDwUIMoveComponentPlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-move"};_this=_super.call(this,"MoveComponent",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();_this.mCompXformMgr=new eDwCompXformMgr(iViewer);var model=iViewer.getModel();eDwUIUtils.hide(_this.PluginButtonID,!model.isAssembly());return _this}eDwUIMoveComponentPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.init.call(this)];case 1:_a.sent();return[2]}}))}))};eDwUIMoveComponentPlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,null)}};eDwUIMoveComponentPlugin.prototype.addEventHandlers=function(){_super.prototype.addEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",true)};eDwUIMoveComponentPlugin.prototype.removeEventHandlers=function(){_super.prototype.removeEventHandlers.call(this);_super.prototype.addAppObjEvent.call(this,eDwEvents_3.ResetSceneEvent,"onResetScene",false)};eDwUIMoveComponentPlugin.prototype.onActivate=function(iButtonJQ){if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;this.mCompXformMgr.activateMoveOp();$("#edrawings-canvas")[0].style.cursor="pointer";return true};eDwUIMoveComponentPlugin.prototype.onDeactivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mCompXformMgr.deactivateMoveOp()];case 1:_a.sent();return[2]}}))}))})();$("#edrawings-canvas")[0].style.cursor="default";return true};eDwUIMoveComponentPlugin.prototype.onResetScene=function(iDoReset){this.mCompXformMgr.resetModelNodeXforms(iDoReset)};return eDwUIMoveComponentPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIMoveComponentPlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};define("eDwMeasureEntities",["require","exports","eDwEventMgr","eDwSelObj","eDwTypes","eDwGeomUtils","utils","eDwMeasureEvents"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwTypes_1,eDwGeomUtils,utils,eDwMeasureEvents_1){"use strict";var eDwMeasureEntities=function(_super){__extends(eDwMeasureEntities,_super);function eDwMeasureEntities(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;l_Model=iViewer.getModel();_this.mSelObjs=[];_this.mSelMeasureEntColor=eDwTypes_1.HC.Color.green();_this.mAuxGeoSelected=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate=new MeasureAuxGeo(_this.mViewer);_this.mAuxGeoImmediate.setImmediateDrawMode(true);_this.mPanelInfo=new MeasurePanelInfo(_this.mAuxGeoSelected);return _this}eDwMeasureEntities.prototype.addEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var success,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:success=true;this.mAuxGeoSelected.reset();subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(!(subEntityInfo.SubEntityTypeName==="Point"))return[3,2];return[4,this.addAllForEntity(iSelObj)];case 1:_a.sent();return[3,7];case 2:if(!(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable))return[3,4];return[4,this.addAllForEntity(iSelObj)];case 3:_a.sent();return[3,7];case 4:if(!(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable))return[3,6];return[4,this.addAllForEntity(iSelObj)];case 5:_a.sent();return[3,7];case 6:this.reset();success=false;_a.label=7;case 7:this.updatePanelResult();return[2,success]}}))}))};eDwMeasureEntities.prototype.addEntityImmediate=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){var subEntityInfo,selObjsHC,drawLabels;return __generator(this,(function(_a){switch(_a.label){case 0:if(!(!iSelObj||!eDwMeasureEntities.PointToPoint&&utils.isNumber(this.isItemSelected(iSelObj))))return[3,2];return[4,this.resetImmediateResults()];case 1:_a.sent();return[2,false];case 2:subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);selObjsHC=this.mSelObjs.slice();drawLabels=true;if(subEntityInfo.SubEntityTypeName==="Point"){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Line"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else if(subEntityInfo.SubEntityTypeName==="Face"&&subEntityInfo.IsSelectable){selObjsHC.push(iSelObj)}else{drawLabels=false}return[4,this.setImmediateResults(selObjsHC,drawLabels)];case 3:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.resetImmediateResults=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setImmediateResults(this.mSelObjs.slice())];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.removeEntityAtIndex=function(idx){return __awaiter(this,void 0,void 0,(function(){var toRemove,updated;return __generator(this,(function(_a){switch(_a.label){case 0:if(idx<0||idx>=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i<this.mSelObjs.length;++i){var selObj=this.mSelObjs[i];if(selObj.equals(iSelObj))return i}}return NaN};eDwMeasureEntities.prototype.onDragLabelStart=function(iLabel,iPos){if(utils.isInstanceOf(iLabel,LabelItem)){this.mCurLabel=iLabel;this.mCurLabel.onDragStart(iPos)}};eDwMeasureEntities.prototype.onDragLabelMove=function(iPos){if(this.mCurLabel){this.mCurLabel.onDragMove(iPos);this.mViewer.getHCMarkupManager().refreshMarkup()}};eDwMeasureEntities.prototype.onDragLabelEnd=function(iPos){if(this.mCurLabel)this.mCurLabel.onDragEnd(iPos);this.mCurLabel=null};eDwMeasureEntities.prototype.highlightTemporaryEntityAt=function(iIndex){var _this=this;this.highlightEntityAt(iIndex);this.mAuxGeoSelected.updateInfoLabel(iIndex);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementSelectionEvent,iIndex)];case 1:_a.sent();return[2]}}))}))})()};eDwMeasureEntities.prototype.dehighlightTemporaryEntityAt=function(iIndex){this.highlightEntityAt(iIndex,false);this.mAuxGeoSelected.updateInfoLabel(-1)};eDwMeasureEntities.prototype.dehighlightAllTemporaryEntity=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementDeselectAllEvent)];case 1:_a.sent();return[2]}}))}))})();var n=this.mSelObjs.length;for(var i=0;i<n;++i){this.dehighlightTemporaryEntityAt(i)}};eDwMeasureEntities.getMeasureSelObjID=function(iSelObj){var subEntInfo=eDwSelObj.getSubEntityInfo(iSelObj);return subEntInfo.IsSelectable?eDwSelObj.getSubEntityID(subEntInfo.SubEntity):NaN};eDwMeasureEntities.highlightEntity=function(iSelObj,iModel,iHighlight){if(iHighlight===void 0){iHighlight=true}var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return false;var highlightFunc=null;var modelHC=iModel.getHCModel();var nodeIDHC=iSelObj.getNodeId();if(iSelObj.getFaceEntity()){highlightFunc=modelHC.setNodeFaceHighlighted}else if(iSelObj.getLineEntity()){highlightFunc=modelHC.setNodeLineHighlighted}else if(iSelObj.getPointEntity()){highlightFunc=modelHC.setNodePointHighlighted}if(highlightFunc){highlightFunc.call(modelHC,nodeIDHC,entityID,iHighlight);return true}return false};eDwMeasureEntities.prototype.addObjs=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(eDwMeasureEntities.PointToPoint&&2===this.mSelObjs.length))return[3,2];return[4,this.removeEntityAtIndex(1)];case 1:_a.sent();_a.label=2;case 2:this.mSelObjs.push(iSelObj);return[2]}}))}))};eDwMeasureEntities.prototype.deColorAll=function(){for(var i=0;i<this.mSelObjs.length;++i){this.deColorEntity(this.mSelObjs[i])}};eDwMeasureEntities.prototype.deColorEntity=function(iSelObj){this.colorEntity(iSelObj,false)};eDwMeasureEntities.prototype.colorEntity=function(iSelObj,iChangeColor){if(iChangeColor===void 0){iChangeColor=true}var modelHC=this.mViewer.getModel().getHCModel();var nodeID=iSelObj.getNodeId();var entityID=eDwMeasureEntities.getMeasureSelObjID(iSelObj);if(!utils.isNumber(entityID))return;if(iSelObj.getFaceEntity()){if(iChangeColor){modelHC.setNodeFaceColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeFaceColor(nodeID,entityID)}if(iSelObj.getLineEntity()){if(iChangeColor){modelHC.setNodeLineColor(nodeID,entityID,this.mSelMeasureEntColor)}else modelHC.unsetNodeLineColor(nodeID,entityID)}};eDwMeasureEntities.prototype.setImmediateResults=function(iSelObjs,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateResult(iSelObjs,this.mAuxGeoImmediate,iDrawLabels)];case 1:return[2,_a.sent()]}}))}))};eDwMeasureEntities.prototype.updateResult=function(iSelObjs,ioAuxGeo,iDrawLabels){if(iDrawLabels===void 0){iDrawLabels=false}return __awaiter(this,void 0,void 0,(function(){var modelHC,selPropsHC,_i,iSelObjs_1,selObj,subEntityInfo,subEntityID,prop,isValid,_a,_b,_c,n,result;return __generator(this,(function(_d){switch(_d.label){case 0:ioAuxGeo.reset();ioAuxGeo.setDrawLabel(iDrawLabels);if(iSelObjs.length){console.debugLog("Measure","Measure - Selected object properties:")}modelHC=this.mViewer.getModel().getHCModel();selPropsHC=[];_i=0,iSelObjs_1=iSelObjs;_d.label=1;case 1:if(!(_i<iSelObjs_1.length))return[3,7];selObj=iSelObjs_1[_i];subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);prop=null;if(!selObj.getLineEntity())return[3,3];return[4,modelHC.getEdgeProperty(selObj.getNodeId(),subEntityID)];case 2:prop=_d.sent();return[3,5];case 3:if(!selObj.getFaceEntity())return[3,5];return[4,modelHC.getFaceProperty(selObj.getNodeId(),subEntityID)];case 4:prop=_d.sent();_d.label=5;case 5:selPropsHC.push(prop);console.debugLog("Measure","Entity properties: "+JSON.stringify(prop));_d.label=6;case 6:_i++;return[3,1];case 7:_c=eDwMeasureEntities.PointToPoint||this.updateSingleVert(iSelObjs)||this.updateSingleEdge(iSelObjs)||this.updateSingleFace(selPropsHC,iSelObjs)||this.updateVertEdge(selPropsHC,iSelObjs,ioAuxGeo);if(_c)return[3,9];return[4,this.updateVertFace(selPropsHC,iSelObjs,ioAuxGeo)];case 8:_c=_d.sent();_d.label=9;case 9:_b=_c||this.updateVertVert(iSelObjs,ioAuxGeo);if(_b)return[3,11];return[4,this.updateEdgeFace(selPropsHC,iSelObjs,ioAuxGeo)];case 10:_b=_d.sent();_d.label=11;case 11:_a=_b;if(_a)return[3,13];return[4,this.updateFaceFace(selPropsHC,iSelObjs,ioAuxGeo)];case 12:_a=_d.sent();_d.label=13;case 13:isValid=_a||this.updateEdgeEdge(selPropsHC,iSelObjs,ioAuxGeo)||this.updateEdges(selPropsHC,iSelObjs,ioAuxGeo);ioAuxGeo.addPickInfo(selPropsHC,iSelObjs,iDrawLabels);n=iSelObjs.length;if(!isValid&&n>0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i<n;++i){var selPropHC=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj.getLineEntity()||!selPropHC){return false}var lineId=selObj.getLineEntity().getLineId();if(-1!==ids.indexOf(lineId)){return false}ids.push(lineId);if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.LineElement||selPropHC instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){len+=selPropHC.length}else if(selPropHC instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){var circularArc=l_getCircularArc(selObj,selPropHC);len+=circularArc.Length}else{return false}}var pos=new eDwTypes_1.HC.Point3(0,0,0);if(n>1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;i<n;++i){this.mItems[i].drawItem()}};MeasureLabel.prototype.addItem=function(iResult,iColor){if(iResult){var item=new MeasureLabelItem(this.mViewer,iResult,iColor);this.mItems.push(item)}return this};MeasureLabel.prototype.setStringContent=function(){var n=this.mItems.length;for(var i=0;i<n;++i){this.mItems[i].setStringContent()}};MeasureLabel.prototype.setLeader=function(iEnd0){var end1=eDwTypes_1.HC.Point3.add(iEnd0,new eDwTypes_1.HC.Point3(1,1,1));this.createLeaderIfPointValid(iEnd0,end1)};MeasureLabel.prototype.getLeaderStartPos=function(){return this.mLeader?this.mLeader.getLeaderStartPos():null};MeasureLabel.prototype.getLeaderEndPos=function(){return this.mLeader?this.mLeader.getLeaderEndPos():null};MeasureLabel.prototype.setLeaderEndPos=function(pos){if(!this.isValid())return;this.setLabelPosition(pos.copy());this.adjustToFitOnScreen();var labelBox=this.getLabelBox();if(!labelBox)return;var leaderPos=new eDwTypes_1.HC.Point2(labelBox.Min.x,labelBox.Min.y);this.mLeader.setLeaderEndPos(leaderPos)};MeasureLabel.prototype.setDefaultEndPos=function(){if(!this.isValid())return false;var start=this.getLeaderStartPos();var end=eDwTypes_1.HC.Point2.add(start,new eDwTypes_1.HC.Point2(30,30));this.setLeaderEndPos(end);return true};MeasureLabel.prototype.getText=function(){this.setStringContent();var n=this.mItems.length;var str=n?this.mItems[0].getText():"";for(var i=1;i<n;++i){str=str+"\n"+this.mItems[i].getText()}return str};MeasureLabel.prototype.getLabelBox=function(){var n=this.mItems.length;if(0===n)return null;var boxes=[];for(var i=0;i<n;++i){var box_1=this.mItems[i].getBoundingBox();if(box_1)boxes.push(box_1)}n=boxes.length;if(!n)return null;var box=boxes[0];var xMin=box.Min.x,xMax=box.Max.x;var yMin=box.Min.y,yMax=box.Max.y;for(var i=1;i<n;++i){var box_2=boxes[i];xMin=Math.min(box_2.Min.x,xMin);yMin=Math.min(box_2.Min.y,yMin);xMax=Math.max(box_2.Max.x,xMax);yMax=Math.max(box_2.Max.y,yMax)}var min=new eDwTypes_1.HC.Point2(xMin,yMin);var max=new eDwTypes_1.HC.Point2(xMax,yMax);return{Min:min,Max:max}};MeasureLabel.prototype.isValid=function(){return this.mLeader?true:false};MeasureLabel.prototype.setLabelPosition=function(iPos){var nameWidth=0,valueWidth=0;for(var _i=0,_a=this.mItems;_i<_a.length;_i++){var item=_a[_i];var itemWidth=item.getWidth();nameWidth=Math.max(nameWidth,itemWidth.NameWidth);valueWidth=Math.max(valueWidth,itemWidth.ValueWidth)}for(var _b=0,_c=this.mItems;_b<_c.length;_b++){var item=_c[_b];item.setPosition(iPos,nameWidth,valueWidth)}};MeasureLabel.prototype.adjustToFitOnScreen=function(){var viewHC=this.mViewer.getHCView();var canvasSize=viewHC.getCanvasSize();var bbox2D=this.getLabelBox();if(!bbox2D)return;var bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);function adjustPos(iDimension){var adjust=canvasSize[iDimension]-bboxSize[iDimension];adjust=adjust<0?bbox2D.Min[iDimension]:adjust;var newPos=bbox2D.Min.copy();newPos[iDimension]=adjust;return newPos}if(bbox2D.Max.x>canvasSize.x&&bboxSize.x<canvasSize.x){this.setLabelPosition(adjustPos("x"))}if(bbox2D.Max.y>canvasSize.y&&bboxSize.y<canvasSize.y){bbox2D=this.getLabelBox();if(!bbox2D)return;bboxSize=new eDwTypes_1.HC.Point2(bbox2D.Max.x-bbox2D.Min.x,bbox2D.Max.y-bbox2D.Min.y);this.setLabelPosition(adjustPos("y"))}};MeasureLabel.prototype.createLeaderIfPointValid=function(iPnt3D0HC,iPnt3D1HC){this.mLeader=null;if(!eDwGeomUtils.isValidHCPoint(iPnt3D0HC)||!eDwGeomUtils.isValidHCPoint(iPnt3D1HC))return;this.mLeader=new MeasureLeaderLine(this.mViewer,iPnt3D0HC,iPnt3D1HC)};Object.defineProperty(MeasureLabel.prototype,"DrawEnabled",{get:function(){return this.mDrawEnabled},enumerable:false,configurable:true});return MeasureLabel}();var MeasureAuxMessage=function(){function MeasureAuxMessage(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxMessage.prototype.reset=function(){this.mLabels=[]};MeasureAuxMessage.prototype.addResult=function(iResult,iStart,iColor){var label=new MeasureLabel(this.mViewer,iStart);label.addItem(iResult,iColor);this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfVertex=function(iVertSelObj){if(!iVertSelObj.getPointEntity())return;var pntHC=iVertSelObj.getPosition();var label=new MeasureLabel(this.mViewer,pntHC);label.addItem(new MeasureResultString(cEntity,cVertex));var coordHC=iVertSelObj.getLocalPoint()||pntHC;label.addItem(new MeasureResultPoint3D(cCoordinate,coordHC));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCurve=function(iLineOrOtherHC,iEdgeSelObj,iEntityValue){if(!iEdgeSelObj.getLineEntity())return;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,iEntityValue));label.addItem(new MeasureResultDistance(cLength,iLineOrOtherHC.length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfCircle=function(iCircleOrigHC,iEdgeSelObj){if(!iEdgeSelObj.getLineEntity())return;var circularArc=l_getCircularArc(iEdgeSelObj,iCircleOrigHC);var entityLabel="Circle";var diameterOrRadiusLabel="Diameter";var diameterOrRadius=circularArc.Diameter;var label=new MeasureLabel(this.mViewer,iEdgeSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,entityLabel));label.addItem(new MeasureResultPoint3D("Center",circularArc.OriginWCHC));label.addItem(new MeasureResultDistance(diameterOrRadiusLabel,diameterOrRadius));label.addItem(new MeasureResultArea("Area",circularArc.Area));label.addItem(new MeasureResultDistance("Perimeter",circularArc.Length));this.mLabels.push(label)};MeasureAuxMessage.prototype.addIfPlane=function(iFaceOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iFaceOrigHC instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cPlane));this.mLabels.push(label)}};MeasureAuxMessage.prototype.addIfCylinder=function(iCylinderOrigHC,iFaceSelObj){if(!iFaceSelObj.getFaceEntity())return;if(iCylinderOrigHC instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){var label=new MeasureLabel(this.mViewer,iFaceSelObj.getPosition());label.addItem(new MeasureResultString(cEntity,cCylinder));label.addItem(new MeasureResultDistance(cDiameter,2*iCylinderOrigHC.radius));this.mLabels.push(label)}};MeasureAuxMessage.prototype.getLabels=function(){return this.mLabels};MeasureAuxMessage.prototype.countLabels=function(){return this.mLabels.length};MeasureAuxMessage.prototype.getText=function(){var str="";for(var _i=0,_a=this.mLabels;_i<_a.length;_i++){var label=_a[_i];if(str.length)str+="\n\n";str+=label.getText()}return str};return MeasureAuxMessage}();var MeasureAuxDelta=function(){function MeasureAuxDelta(iViewer,iLineColor,iLineNormal){if(iLineNormal===void 0){iLineNormal=false}this.mViewer=iViewer;this.mLineColor=iLineColor;this.mLineNormal=iLineNormal;this.reset();this.mEndGlyph0=new eDwTypes_1.HC.Markup.Shape.Circle;this.mEndGlyph1=new eDwTypes_1.HC.Markup.Shape.Circle;this.setPointColor(cAuxDeltaPointFillColor);var widthEdge=3;var pointSize=7;this.mEndGlyph0.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph0.setStrokeWidth(widthEdge);this.mEndGlyph0.setRadius(pointSize);this.mEndGlyph1.setStrokeColor(cAuxDeltaPointStrokeColor);this.mEndGlyph1.setStrokeWidth(widthEdge);this.mEndGlyph1.setRadius(pointSize)}MeasureAuxDelta.prototype.reset=function(){this.mWCPntsHC=[];this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;delete this.mLineDist;delete this.mDelta;this.mSomeCoordsArcCenters=false};MeasureAuxDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureAuxDelta(this.mViewer);auxDeltaCopy.mLineColor=this.mLineColor;auxDeltaCopy.mLineNormal=this.mLineNormal;auxDeltaCopy.mSomeCoordsArcCenters=this.mSomeCoordsArcCenters;auxDeltaCopy.mEndGlyph0.setFillColor(this.mEndGlyph0.getFillColor());auxDeltaCopy.mEndGlyph1.setFillColor(this.mEndGlyph1.getFillColor());auxDeltaCopy.mWCPntsHC=utils.deepCopyArray(this.mWCPntsHC);auxDeltaCopy.mModelSpaceMinDist=this.mModelSpaceMinDist;auxDeltaCopy.mModelSpaceMaxDist=this.mModelSpaceMaxDist;auxDeltaCopy.mLineDist=this.mLineDist?this.mLineDist.copy():undefined;auxDeltaCopy.mDelta=this.mDelta?this.mDelta.copy():undefined;return auxDeltaCopy};MeasureAuxDelta.prototype.getWCDeltaEnds=function(){return this.mWCPntsHC};MeasureAuxDelta.prototype.setWCDeltaEnds=function(iWCPntsHC,iSelObjs){this.mModelSpaceMinDist=this.mModelSpaceMaxDist=0;this.mWCPntsHC=utils.deepCopyArray(iWCPntsHC);if(!iWCPntsHC[0].equalsWithTolerance(iWCPntsHC[1],cLengthTol)){var startWCPtHC=iWCPntsHC[0].copy();var endWCPtHC=iWCPntsHC[1].copy();if(this.mDelta){this.mDelta.set(startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}else{this.mDelta=MeasureDelta.create(this.mViewer,startWCPtHC,endWCPtHC,iSelObjs[0],iSelObjs[1])}if(this.mLineDist){this.mLineDist.setSelObjEndPts(startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1])}else{this.mLineDist=new MeasureDistLine(this.mViewer,startWCPtHC,iSelObjs[0],endWCPtHC,iSelObjs[1],this.mLineColor)}}};MeasureAuxDelta.prototype.draw=function(iImmediateDrawMode){if(this.hasDistance()&&this.mLineDist&&this.mWCPntsHC.length>1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()<cLengthTol)return labels;var labelData=this.getLabelData();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}if(this.mLineDist&&this.mLineDist.isValid()){var labelDist=new MeasureLabel(this.mViewer,this.mLineDist.getMiddleWCPtHC());if(labelDist.isValid()){labels.push(labelDist.addItem(labelData[cDistance]))}}return labels};MeasureAuxDelta.prototype.getText=function(){if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){return this.mDelta.getText()}return""};MeasureAuxDelta.prototype.getDelta=function(){return this.mWCPntsHC.length>1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()<vecWCHC1.length()?endPntsWCHC.P0HC.copy():endPntsWCHC.P1HC.copy();this.mDistLine.setWCDeltaEnds([iPntWCHC,pntWCHC],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,basePntWCHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pntWCHC,basePntWCHC]);this.avoidDuplication()}};MeasureAuxDistance.prototype.setByPointPlane=function(iPntWCHC,iSelObj0,iFaceHC,iSelObj1,iMinDistInfo,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}if(!iMinDistInfo)return false;this.reset();var pickWCPntHC=iSelObj1.getPosition();var normWCHC=iFaceHC.normal;normWCHC.normalize();var vecWCHC=eDwTypes_1.HC.Point3.subtract(pickWCPntHC,iPntWCHC);var k=eDwTypes_1.HC.Point3.dot(vecWCHC,normWCHC);var baseWCPntHC=eDwTypes_1.HC.Point3.add(iPntWCHC,eDwTypes_1.HC.Point3.scale(normWCHC,k));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iPntWCHC,baseWCPntHC],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iPntWCHC,iPntWCHC,pickWCPntHC,baseWCPntHC]);this.avoidDuplication();return true};MeasureAuxDistance.prototype.setByCircleCircle=function(iCircleHC0,iSelObj0,iCircleHC1,iSelObj1){this.setByPointPoint(iCircleHC0.origin,iSelObj0,iCircleHC1.origin,iSelObj1,true);this.setMinMaxForCircles(iCircleHC0,iCircleHC1)};MeasureAuxDistance.prototype.setByCircleLine=function(iCircleHC,iSelObj0,iLineHC,iSelObj1){this.setByPointLine(iCircleHC.origin,iSelObj0,iLineHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByCirclePlane=function(iCircleHC,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo){return this.setByPointPlane(iCircleHC.origin,iSelObj0,iPlaneHC,iSelObj1,iMinDistInfo,true)};MeasureAuxDistance.prototype.setByCirclePoint=function(iCircleHC,iSelObj0,iPointHC,iSelObj1){this.setByPointPoint(iCircleHC.origin,iSelObj0,iPointHC,iSelObj1,true)};MeasureAuxDistance.prototype.setByPlanePlane=function(iFaceHC0,iFaceHC1,iSelObj0,iSelObj1,iMinDistInfo){if(!iMinDistInfo)return false;this.reset();var pickWCPntHC0=iSelObj0.getPosition().copy();var normWCHC0=iFaceHC0.normal;normWCHC0.normalize();var pickWCPntHC1=iSelObj1.getPosition().copy();var normWCHC1=iFaceHC1.normal;normWCHC1.normalize();var angle=iSelObj0.findAngle(iSelObj1);if(0!==angle&&180!==angle){var vecWCHC=eDwTypes_1.HC.Point3.cross(normWCHC0,normWCHC1);var wVecWCHC=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC0);var k0=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(wVecWCHC,normWCHC1);var origWCPntHC0=eDwTypes_1.HC.Point3.add(pickWCPntHC0,wVecWCHC.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecWCHC,normWCHC1);var k1=(eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC0)-eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC0))/eDwTypes_1.HC.Point3.dot(wVecHC1,normWCHC0);var origWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC1,wVecHC1.scale(k1));this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);this.mNDistLine.setWCDeltaEnds([origWCPntHC0,origWCPntHC0],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([origWCPntHC0,origWCPntHC0,origWCPntHC1,origWCPntHC1]);this.avoidDuplication()}else{var distWCPntHC1=eDwTypes_1.HC.Point3.zero();if(0!==eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1)){var k=(eDwTypes_1.HC.Point3.dot(pickWCPntHC1,normWCHC1)-eDwTypes_1.HC.Point3.dot(pickWCPntHC0,normWCHC1))/eDwTypes_1.HC.Point3.dot(normWCHC0,normWCHC1);distWCPntHC1=eDwTypes_1.HC.Point3.add(pickWCPntHC0,eDwTypes_1.HC.Point3.scale(normWCHC0,k))}this.mDistLine.setWCDeltaEnds([iMinDistInfo.pos1,iMinDistInfo.pos2],[iSelObj0,iSelObj1]);var distWCPntHC0=pickWCPntHC0.copy();this.mNDistLine.setWCDeltaEnds([distWCPntHC0,distWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([distWCPntHC0,pickWCPntHC0,distWCPntHC1,pickWCPntHC1]);this.avoidDuplication()}return true};MeasureAuxDistance.prototype.setByLinePlane=function(iEdgeHC,iFaceHC,iSelEdgeObj,iSelFaceObj){return __awaiter(this,void 0,void 0,(function(){var pickPntWCHC0,pickPntWCHC1,vecNormWCHC,minDistInfo,distLinePtsWCHC,distLineSelObjs,normDistLinePtsWCHC,normDistLineSelObjs,extendedLinePtsWCHC,angle,plnWCHC,pntOnPlnWCHC,pickVecWCHC,k,scalePickPntWCHC;return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();pickPntWCHC0=iSelEdgeObj.getPosition();pickPntWCHC1=iSelFaceObj.getPosition();vecNormWCHC=iFaceHC.normal;vecNormWCHC.normalize();return[4,eDwSelObj.getMinDistInfo([iEdgeHC,iFaceHC],[iSelEdgeObj,iSelFaceObj],this.mViewer.getModel())];case 1:minDistInfo=_a.sent();distLinePtsWCHC=minDistInfo?[minDistInfo.pos1,minDistInfo.pos2]:[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelFaceObj];normDistLinePtsWCHC=[];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[];angle=iSelEdgeObj.findAngle(iSelFaceObj);if(90===angle||270===angle){plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(pickPntWCHC1,vecNormWCHC);pntOnPlnWCHC=eDwGeomUtils.dropPointOnPlane(pickPntWCHC0,plnWCHC);normDistLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];if(eDwTypes_1.HC.Point3.distance(pntOnPlnWCHC,pickPntWCHC0)){normDistLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0]}extendedLinePtsWCHC=[pntOnPlnWCHC,pickPntWCHC0,pickPntWCHC1,pickPntWCHC1]}else{pickVecWCHC=eDwTypes_1.HC.Point3.subtract(pickPntWCHC1,pickPntWCHC0);k=eDwTypes_1.HC.Point3.scale(vecNormWCHC,eDwTypes_1.HC.Point3.dot(vecNormWCHC,pickVecWCHC));scalePickPntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC0,k);distLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0];distLineSelObjs=[iSelEdgeObj,iSelEdgeObj];normDistLinePtsWCHC=[pickPntWCHC0,scalePickPntWCHC];normDistLineSelObjs=[iSelEdgeObj,iSelFaceObj];extendedLinePtsWCHC=[pickPntWCHC0,pickPntWCHC0,scalePickPntWCHC,pickPntWCHC1]}this.mDistLine.setWCDeltaEnds(distLinePtsWCHC,distLineSelObjs);this.mNDistLine.setWCDeltaEnds(normDistLinePtsWCHC,normDistLineSelObjs);this.setNormalDistExtPoints(extendedLinePtsWCHC);this.avoidDuplication();return[2]}}))}))};MeasureAuxDistance.prototype.setByLineLine=function(iEdgeHC0,iEdgeHC1,iSelEdgeObjHC0,iSelEdgeObjHC1){var lineWCPntsHC0=l_getLineEndPts(iSelEdgeObjHC0);var lineWCPntsHC1=l_getLineEndPts(iSelEdgeObjHC1);var angle=iSelEdgeObjHC0.findAngle(iSelEdgeObjHC1);var tmp;if(0!==angle&&180!==angle){tmp=l_distanceLineLineCross(lineWCPntsHC0,lineWCPntsHC1)}else{var pntWCHC0=iSelEdgeObjHC0.getPosition();var pntWCHC1=iSelEdgeObjHC1.getPosition();tmp=l_distanceLineLinePara(lineWCPntsHC0,lineWCPntsHC1,pntWCHC0,pntWCHC1)}this.mDistLine.setWCDeltaEnds([tmp.PntHC2,tmp.PntHC3],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.mNDistLine.setWCDeltaEnds([tmp.PntHC0,tmp.PntHC1],[iSelEdgeObjHC0,iSelEdgeObjHC1]);this.setNormalDistExtPoints([tmp.PntHC0,tmp.PntHC2,tmp.PntHC1,tmp.PntHC3]);this.avoidDuplication()};MeasureAuxDistance.prototype.getLabels=function(){var labels=[];labels=labels.concat(this.mDistLine.getLabels());labels=labels.concat(this.mNDistLine.getLabels());return labels};MeasureAuxDistance.prototype.getText=function(){var result=[];var distLine=this.mNDistLine.LineNormal?this.mDistLine:this.mNDistLine;var labelData=distLine.getLabelData();var dist=this.mDistLine.getDistance();var normalDist=this.mNDistLine.getDistance();if(this.mDistLine.getWCDeltaEnds().length&&dist>normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+"  dist = "+dist);if(1-Math.abs(dot)<cAngleTol&&dist>cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax<cLengthTol){delta1=delta0.copy()}var diff=new eDwTypes_1.HC.Point3(Math.abs(delta0.x)-Math.abs(delta1.x),Math.abs(delta0.y)-Math.abs(delta1.y),Math.abs(delta0.z)-Math.abs(delta1.z));if(diff.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){this.mNDistLine=this.mDistLine.copy();this.mDistLine.reset()}if(0===delta1.x&&0===delta1.y&&0===delta1.z||0===diff.x&&0===diff.y&&0===diff.z){this.mNormalDistExtLines=[]}};MeasureAuxDistance.prototype.setNormalDistExtPoints=function(iPntsHC){if(!this.mNormalDistExtLines.length){this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[0],iPntsHC[1],cAuxDistanceNormalDistanceExtLineColor));this.mNormalDistExtLines.push(new MeasureLine(this.mViewer,iPntsHC[2],iPntsHC[3],cAuxDistanceNormalDistanceExtLineColor))}};return MeasureAuxDistance}();var MeasureAuxAngle=function(){function MeasureAuxAngle(iViewer){this.mViewer=iViewer;this.mAngleFace=new eDwTypes_1.HC.Markup.Shape.Polygon;this.mAngleArc=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleEdge=new eDwTypes_1.HC.Markup.Shape.Polyline;this.mAngleTip=new eDwTypes_1.HC.Markup.Shape.Circle;var cColorAngleFill=new eDwTypes_1.HC.Color(41,128,185);var cColorPoint=new eDwTypes_1.HC.Color(137,196,244);var cColorEdgeArc=new eDwTypes_1.HC.Color(52,73,94);var cColorEdgeStroke=new eDwTypes_1.HC.Color(100,100,100);var widthEdge=3;var arrowSize=5;var pointSize=7;this.mAngleFace.setFillColor(cColorAngleFill);this.mAngleFace.setStrokeWidth(0);this.mAngleFace.setFillOpacity(.5);this.mAngleArc.setStrokeColor(cColorEdgeArc);this.mAngleArc.setEndEndcapColor(cColorEdgeArc);this.mAngleArc.setStartEndcapColor(cColorEdgeArc);this.mAngleArc.setStrokeWidth(widthEdge);this.mAngleArc.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead);this.mAngleArc.setEndEndcapSize(arrowSize);this.mAngleArc.setStartEndcapSize(arrowSize);this.mAngleEdge.setStrokeColor(cColorEdgeStroke);this.mAngleEdge.setStrokeWidth(widthEdge+1);this.mAngleTip.setFillColor(cColorPoint);this.mAngleTip.setStrokeColor(cColorEdgeStroke);this.mAngleTip.setStrokeWidth(widthEdge);this.mAngleTip.setRadius(pointSize)}MeasureAuxAngle.prototype.reset=function(){this.mAngle=NaN;this.mOriginHC=undefined;this.mPointsArcEdge=[];this.mPointsBorder=undefined};MeasureAuxAngle.prototype.draw=function(iImmediateDrawMode){if(utils.isNaN(this.mAngle))return;this.projectPoints();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawPolygon(this.mAngleFace);renderer.drawPolyline(this.mAngleArc);renderer.drawPolyline(this.mAngleEdge);if(!iImmediateDrawMode){renderer.drawCircle(this.mAngleTip)}};MeasureAuxAngle.prototype.setByPlanePlane=function(iFace0,iFace1,iFaceObj0,iFaceObj1){this.reset();var pickHC0=iFaceObj0.getPosition();this.mOriginHC=pickHC0.copy();var norm0HC=iFace0.normal;norm0HC.normalize();var pickHC1=iFaceObj1.getPosition();var pntHC1=pickHC1.copy();var norm1HC=iFace1.normal;norm1HC.normalize();this.mAngle=iFaceObj0.findAngle(iFaceObj1);this.commonComputeAngle((function(){return false}),(function(){var vecHC=eDwTypes_1.HC.Point3.cross(norm0HC,norm1HC);var wVecHC0=eDwTypes_1.HC.Point3.cross(vecHC,norm0HC);var k0=(eDwTypes_1.HC.Point3.dot(pntHC1,norm1HC)-eDwTypes_1.HC.Point3.dot(pickHC0,norm1HC))/eDwTypes_1.HC.Point3.dot(wVecHC0,norm1HC);var originHC0=eDwTypes_1.HC.Point3.add(pickHC0,wVecHC0.scale(k0));var wVecHC1=eDwTypes_1.HC.Point3.cross(vecHC,norm1HC);var k1=(eDwTypes_1.HC.Point3.dot(pickHC0,norm0HC)-eDwTypes_1.HC.Point3.dot(pntHC1,norm0HC))/eDwTypes_1.HC.Point3.dot(wVecHC1,norm0HC);var originHC1=eDwTypes_1.HC.Point3.add(pntHC1,wVecHC1.scale(k1));return[eDwTypes_1.HC.Point3.subtract(pickHC0,originHC0),eDwTypes_1.HC.Point3.subtract(pntHC1,originHC1)]}),this.maxScale(iFace0,iFaceObj0))};MeasureAuxAngle.prototype.setByLinePlane=function(iEdge,iFace,iEdgeObj,iFaceObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,false)};MeasureAuxAngle.prototype.setByPlaneLine=function(iFace,iEdge,iFaceObj,iEdgeObj){this.setByLinePlaneOrig(iEdge,iFace,iEdgeObj,iFaceObj,true)};MeasureAuxAngle.prototype.setByLineLine=function(iEdge0,iEdge1,iEdgeObj0,iEdgeObj1){var _this=this;var pntWCHC0=iEdgeObj0.getPosition();var pntWCHC1=iEdgeObj1.getPosition();var line0=l_getLineEndPts(iEdgeObj0);var line1=l_getLineEndPts(iEdgeObj1);this.mAngle=iEdgeObj0.findAngle(iEdgeObj1);this.commonComputeAngle((function(){return 0!==_this.mAngle&&180!==_this.mAngle}),(function(){var tmp=l_distanceLineLineCross(line0,line1);_this.mOriginHC=pntWCHC1;return[eDwTypes_1.HC.Point3.subtract(pntWCHC0,tmp.PntHC0),eDwTypes_1.HC.Point3.subtract(pntWCHC1,tmp.PntHC1)]}),this.maxScale(iEdge1,iEdgeObj1))};MeasureAuxAngle.prototype.getLabels=function(){var labels=[];if(utils.isNumber(this.mAngle)){var label=new MeasureLabel(this.mViewer,this.getAngleArcCenter());label.addItem(this.getResultItem());labels.push(label)}return labels};MeasureAuxAngle.prototype.getAngleArcCenter=function(){var n=this.mPointsArcEdge.length;return this.mPointsArcEdge[Math.round(n/2)].copy()};MeasureAuxAngle.prototype.getText=function(){var resultItem=this.getResultItem();return resultItem?resultItem.Name+": "+resultItem.Value:""};MeasureAuxAngle.prototype.getResultItem=function(){return utils.isNumber(this.mAngle)?new MeasureResultAngle("Angle",this.mAngle):null};MeasureAuxAngle.prototype.setByLinePlaneOrig=function(iEdge,iFace,iEdgeSelObj,iFaceSelObj,iReverseOrder){var _this=this;this.reset();var pntWCHC0=iEdgeSelObj.getPosition();var linePoints=l_getLineEndPts(iEdgeSelObj);var vecWCHC=eDwTypes_1.HC.Point3.subtract(linePoints.P0HC,linePoints.P1HC);vecWCHC.normalize();var pntWCHC1=iFaceSelObj.getPosition();var normalWCHC1=iFace.normal;normalWCHC1.normalize();var vec0PtALCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P0HC);var vec0PtBLCHC=iEdgeSelObj.getAsLocalPoint(linePoints.P1HC);var edgeVecLCHC=eDwTypes_1.HC.Point3.subtract(vec0PtBLCHC,vec0PtALCHC);var plnWCHC=eDwTypes_1.HC.Plane.createFromPointAndNormal(iFace.origin,iFace.normal);var ptAOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtALCHC,plnWCHC);var ptBOnPlnLCHC=eDwGeomUtils.dropPointOnPlane(vec0PtBLCHC,plnWCHC);var edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,ptAOnPlnLCHC);if(edgeVecInPlaneLCHC.length()<cLengthTol){edgeVecInPlaneLCHC=eDwTypes_1.HC.Point3.subtract(ptBOnPlnLCHC,iFace.origin)}var maxScale=iReverseOrder?this.maxScale(iEdge,iEdgeSelObj):this.maxScale(iFace,iFaceSelObj);this.mAngle=l_getAngle(edgeVecInPlaneLCHC,edgeVecLCHC);this.commonComputeAngle((function(){return _this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,normalWCHC1)-eDwTypes_1.HC.Point3.dot(pntWCHC0,normalWCHC1))/eDwTypes_1.HC.Point3.dot(vecWCHC,normalWCHC1);var originHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecHC0=eDwTypes_1.HC.Point3.subtract(pntWCHC0,originHC);var vecHC1=eDwTypes_1.HC.Point3.subtract(pntWCHC1,originHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;if(90!==_this.mAngle&&270!==_this.mAngle){vecHC1=eDwTypes_1.HC.Point3.cross(normalWCHC1,eDwTypes_1.HC.Point3.cross(vecHC0,normalWCHC1))}vecHC1.normalize();vecHC1.scale(vecHC0.length());return[vecHC0,vecHC1]}),maxScale);if(utils.isNaN(this.mAngle)){this.mAngle=iEdgeSelObj.findAngle(iFaceSelObj);this.commonComputeAngle((function(){return 90!==_this.mAngle&&180!==_this.mAngle}),(function(){var k=(eDwTypes_1.HC.Point3.dot(pntWCHC1,vecWCHC)-eDwTypes_1.HC.Point3.dot(pntWCHC0,vecWCHC))/eDwTypes_1.HC.Point3.dot(vecWCHC,vecWCHC);var pnVecHC=eDwTypes_1.HC.Point3.add(pntWCHC0,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var angVecHC=iReverseOrder?eDwTypes_1.HC.Point3.subtract(pnVecHC,pntWCHC0):eDwTypes_1.HC.Point3.subtract(pntWCHC0,pnVecHC);if(0===angVecHC.x&&0===angVecHC.y&&0===angVecHC.z){vecWCHC=angVecHC.copy()}vecWCHC=iFaceSelObj.getAsLocalVector(vecWCHC);_this.mOriginHC=iReverseOrder?pntWCHC0:pntWCHC1;return[vecWCHC,vecWCHC]}),maxScale)}};MeasureAuxAngle.prototype.commonComputeAngle=function(iAcceptableAngleFunc,iComputeDisplayVecsFunc,iMaxScale){if(utils.isNaN(iMaxScale))return;if(iAcceptableAngleFunc()){var displayVecsHC=iComputeDisplayVecsFunc();if(!this.mOriginHC||!displayVecsHC||!displayVecsHC.length){return}var displayVec0=displayVecsHC[0];var displayVec1=displayVecsHC[1];var origin_1=this.mOriginHC.copy();var radius=Math.max(displayVec0.length(),displayVec1.length());radius=Math.min(radius*.8,iMaxScale*.6);var vec0=displayVec0.copy();var vec1=displayVec1.copy();vec0.normalize();vec1.normalize();var angleDegree=l_getAngle(vec0,vec1);var angle=angleDegree*Math.PI/180;var normal=eDwTypes_1.HC.Point3.cross(vec0,vec1);var vecY=eDwTypes_1.HC.Point3.cross(normal,vec0);vecY.normalize();if(isNaN(vecY.x)||isNaN(vecY.y)||isNaN(vecY.z)){for(var i=0;i<3;++i){var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,radius));this.mPointsArcEdge.push(point)}}else{var cNumSegments=20;for(var i=0;i<=cNumSegments;++i){var aX=vec0.copy();var aY=vecY.copy();var alpha=angle*i/cNumSegments;var vX=aX.scale(Math.cos(alpha)*radius);var vY=aY.scale(Math.sin(alpha)*radius);var point=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.add(vX,vY));this.mPointsArcEdge.push(point)}}var p0=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec0,1.2*radius));var p1=eDwTypes_1.HC.Point3.add(origin_1,eDwTypes_1.HC.Point3.scale(vec1,1.2*radius));this.mPointsBorder={end0:p0,end1:p1,tip:origin_1.copy()}}else{this.mAngle=NaN}};MeasureAuxAngle.prototype.maxScale=function(iProp,iSelObj){var lineEntity=iSelObj.getLineEntity();var faceEntity=iSelObj.getFaceEntity();if(lineEntity){var line=l_getLineEndPts(iSelObj);return eDwTypes_1.HC.Point3.subtract(line.P0HC,line.P1HC).length()}else{var box=faceEntity.getBounding();return eDwTypes_1.HC.Point3.subtract(box.max,box.min).length()}};MeasureAuxAngle.prototype.projectPoints=function(){if(utils.isNaN(this.mAngle)||!this.mOriginHC)return;this.mAngleFace.clearPoints();this.mAngleArc.clearPoints();this.mAngleEdge.clearPoints();if(0===this.mPointsArcEdge.length||!this.mPointsBorder)return;var viewHC=this.mViewer.getHCView();this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));for(var i=0;i<this.mPointsArcEdge.length;++i){var p=eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsArcEdge[i]));this.mAngleFace.pushPoint(p);this.mAngleArc.pushPoint(p)}this.mAngleFace.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mOriginHC)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end0)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)));this.mAngleEdge.pushPoint(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.end1)));this.mAngleTip.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mPointsBorder.tip)))};return MeasureAuxAngle}();var MeasureAuxPick=function(){function MeasureAuxPick(iViewer){this.mViewer=iViewer;this.reset()}MeasureAuxPick.prototype.reset=function(){this.mPntData=[];this.mDistResultText="";delete this.mDelta;delete this.mDistLine};MeasureAuxPick.prototype.draw=function(iImmediateDrawMode){if(!this.mPntData.length)return;if(eDwMeasureEntities.PointToPoint){if(this.mDistLine)this.mDistLine.draw();if(this.mDelta)this.mDelta.draw(iImmediateDrawMode)}this.drawEndPnts()};MeasureAuxPick.prototype.getLabels=function(iImmediateDrawMode){var labels=[];var numPnts=this.mPntData.length;if(numPnts<2||!eDwMeasureEntities.PointToPoint){return labels}var selObjFirst=this.mPntData[0].SelObj;var selObjLast=this.mPntData[numPnts-1].SelObj;var pntWCHC0=selObjFirst.getPosition();var pntLCHC0=selObjFirst.getAsLocalPoint(pntWCHC0);var pntWCHC1=selObjLast.getPosition();var pntLCHC1=selObjLast.getAsLocalPoint(pntWCHC1);var vecHC=pntWCHC1.copy().subtract(pntWCHC0);var label=new MeasureLabel(this.mViewer,pntWCHC0.copy().add(vecHC.scale(.5)));label.addItem(new MeasureResultDistance(cDistance,eDwTypes_1.HC.Point3.distance(pntLCHC0,pntLCHC1)));this.mDistResultText=label.getText();labels.push(label);if(this.mDelta){Array.prototype.push.apply(labels,this.mDelta.getLabels())}return labels};MeasureAuxPick.prototype.getPointLabels=function(){var cDrawEnabled=!eDwMeasureEntities.PointToPoint;var labels=[];var n=this.mPntData.length;for(var i=0;i<n;++i){var selObj=this.mPntData[i].SelObj;var pntWCHC=selObj.getPosition();var label=new MeasureLabel(this.mViewer,pntWCHC,cDrawEnabled);label.addItem(new MeasureResultPoint3D(cCoordinate,selObj.getAsLocalPoint(pntWCHC)));labels.push(label)}return labels};MeasureAuxPick.prototype.regeneratePicks=function(iSelObjs){this.reset();var n=iSelObjs.length;if(0===n)return;if(n>1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i<this.mPntData.length;++i){var pntData=this.mPntData[i];pntData.Circle.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(pntData.SelObj.getPosition())));renderer.drawCircle(pntData.Circle)}};return MeasureAuxPick}();var MeasureAuxGeo=function(){function MeasureAuxGeo(iViewer){this.mViewer=iViewer;this.mAuxAngle=new MeasureAuxAngle(iViewer);this.mAuxDist=new MeasureAuxDistance(iViewer);this.mAuxPick=new MeasureAuxPick(iViewer);this.mOtherResults=new MeasureAuxMessage(iViewer);this.mMessage=new MeasureAuxMessage(iViewer);this.mPickInfo=new MeasureAuxMessage(iViewer);this.mLabelIDs=[];this.mMarkupLabels=[];this.mDrawLabel=true;this.mImmediateDrawMode=false;this.reset()}MeasureAuxGeo.prototype.syncUnits=function(){for(var _i=0,_a=this.mResultLabels;_i<_a.length;_i++){var measureLabel=_a[_i];measureLabel.setStringContent()}};MeasureAuxGeo.prototype.reset=function(){this.mAuxAngle.reset();this.mAuxDist.reset();this.mOtherResults.reset();this.mMessage.reset();this.mPickInfo.reset();this.mAuxPick.reset();this.mResultLabels=[];this.mInfoLabels=[];this.clearMarkupLabels()};MeasureAuxGeo.prototype.draw=function(){if(!this.hasLabels())return;if(!eDwMeasureEntities.PointToPoint){this.mAuxAngle.draw(this.mImmediateDrawMode);var drawFunc=this.mAuxDist.draw.bind(this.mAuxDist);if(!this.mImmediateDrawMode){if(this.mPickInfo.getLabels().length===1){drawFunc=this.mAuxPick.draw.bind(this.mAuxPick)}}drawFunc(this.mImmediateDrawMode)}else{this.mAuxPick.draw(this.mImmediateDrawMode)}if(this.mDrawLabel){if(this.mImmediateDrawMode){this.drawResultLabels()}this.drawInfoLabels()}};MeasureAuxGeo.prototype.addMarkupLabels=function(){this.clearMarkupLabels();var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mResultLabels.length;for(var i=0;i<n;++i){var label=new LabelItem(this.mViewer,this.mResultLabels[i]);var id=markupMgr.registerMarkup(label);this.mLabelIDs.push(id);this.mMarkupLabels.push(label)}};MeasureAuxGeo.prototype.clearMarkupLabels=function(){var markupMgr=this.mViewer.getHCMarkupManager();var n=this.mLabelIDs.length;for(var i=0;i<n;++i){markupMgr.unregisterMarkup(this.mLabelIDs[i])}this.mLabelIDs=[];this.mMarkupLabels=[]};MeasureAuxGeo.prototype.drawResultLabels=function(){var n=this.mResultLabels.length;for(var i=0;i<n;++i){this.mResultLabels[i].drawLabel()}};MeasureAuxGeo.prototype.drawInfoLabels=function(){var m=this.mInfoLabels.length;for(var i=0;i<m;++i){this.mInfoLabels[i].drawLabel()}};MeasureAuxGeo.prototype.setByVertexVertex=function(iSelVert0HC,iSelVert1HC){this.reset();this.mAuxDist.setByPointPoint(iSelVert0HC.getPosition(),iSelVert0HC,iSelVert1HC.getPosition(),iSelVert1HC)};MeasureAuxGeo.prototype.setByVertexLine=function(iSelVertHC,iLineOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByPointLine(iSelVertHC.getPosition(),iSelVertHC,iLineOrigHC,iSelEdgeHC)};MeasureAuxGeo.prototype.setByVertexCircle=function(iSelVertHC,iCircleOrigHC,iSelEdgeHC){this.reset();this.mAuxDist.setByCirclePoint(iCircleOrigHC,iSelEdgeHC,iSelVertHC.getPosition(),iSelVertHC)};MeasureAuxGeo.prototype.setByVertexPlane=function(iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo){this.reset();return this.mAuxDist.setByPointPlane(iSelVertHC.getPosition(),iSelVertHC,iPlaneOrigHC,iSelFaceHC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlanePlane=function(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo){this.reset();this.mAuxAngle.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC);return this.mAuxDist.setByPlanePlane(iPlaneOrig0HC,iPlaneOrig1HC,iSelFace0HC,iSelFace1HC,iMinDistInfo)};MeasureAuxGeo.prototype.setByPlaneLine=function(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.reset();this.mAuxAngle.setByPlaneLine(iPlaneOrigHC,iLineOrigHC,iSelFaceHC,iSelEdgeHC);return[4,this.mAuxDist.setByLinePlane(iLineOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC)];case 1:_a.sent();return[2]}}))}))};MeasureAuxGeo.prototype.setByLineLine=function(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC){this.reset();this.mAuxAngle.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC);this.mAuxDist.setByLineLine(iLineOrig0HC,iLineOrig1HC,iSelEdge0HC,iSelEdge1HC)};MeasureAuxGeo.prototype.setByCircleCircle=function(iCircleOrigHC0,iCircleOrigHC1,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleCircle(iCircleOrigHC0,iSelEdgeHC0,iCircleOrigHC1,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCircleLine=function(iCircleOrigHC,iLineOrigHC,iSelEdgeHC0,iSelEdgeHC1){this.reset();this.mAuxDist.setByCircleLine(iCircleOrigHC,iSelEdgeHC0,iLineOrigHC,iSelEdgeHC1)};MeasureAuxGeo.prototype.setByCirclePlane=function(iCircleOrigHC,iPlaneOrigHC,iSelEdgeHC,iSelFaceHC,iMeasDistInfo){this.reset();return this.mAuxDist.setByCirclePlane(iCircleOrigHC,iSelEdgeHC,iPlaneOrigHC,iSelFaceHC,iMeasDistInfo)};MeasureAuxGeo.prototype.addPickInfo=function(iSelPropsHC,iSelObjs,iDrawLabels){var n=iSelObjs.length;var startIdx=0;if(this.mImmediateDrawMode){var hasImmediateEntity=iDrawLabels;startIdx=hasImmediateEntity&&n>0?n-1:n}for(var i=startIdx;i<n;++i){var selProp=iSelPropsHC[i];var selObj=iSelObjs[i];if(!selObj)continue;this.mPickInfo.addIfVertex(selObj);if(selProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){this.mPickInfo.addIfCircle(selProp,selObj)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){this.mPickInfo.addIfCurve(selProp,selObj,cLine)}else if(selProp instanceof eDwTypes_1.HC.SubentityProperties.OtherEdgeElement){this.mPickInfo.addIfCurve(selProp,selObj,cCurve)}this.mPickInfo.addIfCylinder(selProp,selObj);this.mPickInfo.addIfPlane(selProp,selObj)}this.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.regeneratePicks=function(iSelObjs){this.mAuxPick.regeneratePicks(iSelObjs)};MeasureAuxGeo.prototype.addMessage=function(iResult,iStart,iColor){this.mMessage.addResult(iResult,iStart.copy(),iColor)};MeasureAuxGeo.prototype.addOtherResult=function(iResult,iStart){this.mOtherResults.addResult(iResult,iStart.copy())};MeasureAuxGeo.prototype.updateResultLabels=function(){this.mResultLabels=[];if(!eDwMeasureEntities.PointToPoint){this.mResultLabels=this.mResultLabels.concat(this.mAuxAngle.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mAuxDist.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mOtherResults.getLabels());this.mResultLabels=this.mResultLabels.concat(this.mMessage.getLabels())}else{this.mResultLabels=this.mResultLabels.concat(this.mAuxPick.getLabels(this.mImmediateDrawMode))}var labelsToBeDistributed=this.mResultLabels.slice();if(this.mImmediateDrawMode){this.updateLastInfoLabels();if(this.mInfoLabels.length>0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;i<labels.length;++i){var label=labels[i];output.push(label.getText())}return output};MeasureAuxGeo.prototype.distributeLabels=function(ioResultLabels){var n=ioResultLabels.length;if(n<1)return;var startsOrig=[];for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;var leaderStartPos=resultLabel.getLeaderStartPos();if(leaderStartPos)startsOrig.push(leaderStartPos)}var startsNew=l_adjustLeaderEndByStart(startsOrig);var j=0;for(var i=0;i<n;++i){var resultLabel=ioResultLabels[i];if(!resultLabel.DrawEnabled)continue;resultLabel.setLeaderEndPos(startsNew[j++]);resultLabel.setStringContent()}};MeasureAuxGeo.prototype.getMeasureText=function(){if(!this.hasLabels())return"";var result=[];var distStr=this.mAuxDist.getText();if(eDwMeasureEntities.PointToPoint){if(distStr){result.push(distStr)}else{var pickStr=this.mAuxPick.getText();if(pickStr)result.push(pickStr)}}else{if(distStr)result.push(distStr);var angleStr=this.mAuxAngle.getText();if(angleStr)result.push(angleStr);if(this.mMessage.countLabels()){result.push(this.mMessage.getText())}if(this.mOtherResults.countLabels()){result.push(this.mOtherResults.getText())}}return result.join("\n")};MeasureAuxGeo.prototype.setDrawLabel=function(iEnable){this.mDrawLabel=iEnable};MeasureAuxGeo.prototype.setImmediateDrawMode=function(iEnable){this.mImmediateDrawMode=iEnable};MeasureAuxGeo.prototype.hasLabels=function(){return this.mAuxDist.getLabels().length||this.mAuxAngle.getLabels().length||this.mOtherResults.getLabels().length||this.mPickInfo.getLabels().length||this.mInfoLabels.length||this.mAuxPick.getLabels(this.mImmediateDrawMode).length?true:false};MeasureAuxGeo.prototype.getLabels=function(){return eDwMeasureEntities.PointToPoint?this.mAuxPick.getPointLabels():this.mPickInfo.getLabels()};return MeasureAuxGeo}();var MeasurePanelInfo=function(){function MeasurePanelInfo(iAuxGeo){this.mAuxGeo=iAuxGeo;this.mSelObjs=[]}MeasurePanelInfo.prototype.updatePanelResult=function(iSelObjs,iUserUnits){var _this=this;this.mSelObjs=[];for(var i=0;i<iSelObjs.length;++i){this.mSelObjs.push(iSelObjs[i])}(function(){return __awaiter(_this,void 0,void 0,(function(){var result;return __generator(this,(function(_a){switch(_a.label){case 0:result={SelObjs:iSelObjs,Descriptions:this.mAuxGeo.getInfoLabelText(),Message:this.mAuxGeo.getMeasureText()};return[4,eDwEventMgr.get().fireEvent(eDwMeasureEvents_1.MeasurementRefreshEvent,result)];case 1:_a.sent();return[2]}}))}))})();return};return MeasurePanelInfo}();var cDeltaX="dX";var cDeltaY="dY";var cDeltaZ="dZ";var cLength="Length";var cVertex="Vertex";var cCurve="Curve";var cLine="Straight Line";var cPlane="Plane";var cCylinder="Cylinder";var cDiameter="Diameter";var cDistance="Distance";var cEntity="Entity";var cCoordinate="Coordinate";var cNormalDistance="Normal Dist.";var cCenterDistance="Center Dist.";var cMinDistance="Min "+cDistance;var cMaxDistance="Max "+cDistance;var cLengthTol=1e-5;var cAngleTol=.05;var cParallelTol=4;var cPerpendicularTol=cAngleTol;var cGreyColor=new eDwTypes_1.HC.Color(50,50,50);var cLineDistanceColor=new eDwTypes_1.HC.Color(52,73,94);var cAuxPickPointFillColor=new eDwTypes_1.HC.Color(137,196,244);var cAuxPickPointStrokeColor=new eDwTypes_1.HC.Color(100,100,100);var cAuxPickLineColor=new eDwTypes_1.HC.Color(41,128,185);var cAuxDeltaPointFillColor=cAuxPickPointFillColor;var cAuxDeltaPointStrokeColor=cAuxPickPointStrokeColor;var cAuxDistanceNormalDistanceLineColor=cAuxPickLineColor;var cAuxDistanceNormalDistancePointColor=new eDwTypes_1.HC.Color(236,240,241);var cAuxDistanceNormalDistanceExtLineColor=new eDwTypes_1.HC.Color(154,236,219);var l_Model=null;function l_getCircularArc(iSelObj,ioCircleHC){var curvePts=iSelObj.getLineEntity().getPoints();var startPt=curvePts[0];var endPt=curvePts[curvePts.length-1];var len=Math.PI*ioCircleHC.radius*2;var area=Math.PI*Math.pow(ioCircleHC.radius,2);var angle=Math.PI*2;if(!startPt.equalsWithTolerance(endPt,cLengthTol)){var startVec=startPt.copy().subtract(ioCircleHC.origin).normalize();var endVec=endPt.copy().subtract(ioCircleHC.origin).normalize();var angleRange=Math.acos(eDwTypes_1.HC.Point3.dot(startVec,endVec));var refVec=eDwTypes_1.HC.Point3.cross(startVec,ioCircleHC.normal);var dir=eDwTypes_1.HC.Point3.dot(refVec,endVec);angleRange=dir>cAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i<iPntHC0.length;++i){for(var j=0;j<iPntHC1.length;++j){var dist=eDwTypes_1.HC.Point3.subtract(iPntHC0[i],iPntHC1[j]).length();if(dist<minDist){pntHC0.assign(iPntHC0[i]);pntHC1.assign(iPntHC1[j]);minDist=dist}}}return{P0HC:pntHC0,P1HC:pntHC1}}function l_getAngle(iVecHC0,iVecHC1){if(!iVecHC0||!iVecHC1)return NaN;var vec0=iVecHC0.copy();var vec1=iVecHC1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDegree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;if(Math.abs(angleDegree)<cParallelTol){angleDegree=0}if(Math.abs(angleDegree-90)<cPerpendicularTol){angleDegree=90}if(Math.abs(angleDegree-180)<cParallelTol){angleDegree=180}return angleDegree}function l_getLineEndPts(iSelObj){var pointsWCHC=iSelObj.getLineEntity().getPoints();return{P0HC:pointsWCHC[0].copy(),P1HC:pointsWCHC[pointsWCHC.length-1].copy()}}function l_distanceLineLineCross(iLine0,iLine1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,iLine0.P1HC);var vecHC1=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine1.P1HC);vecHC0.normalize();vecHC1.normalize();var crossVecHC=eDwTypes_1.HC.Point3.cross(vecHC0,vecHC1);crossVecHC.normalize();var tmpArray=[vecHC0.x,-1*vecHC1.x,-1*crossVecHC.x,0,vecHC0.y,-1*vecHC1.y,-1*crossVecHC.y,0,vecHC0.z,-1*vecHC1.z,-1*crossVecHC.z,0,0,0,0,1];var matrixHC=eDwTypes_1.HC.Matrix.createFromArray(tmpArray);var invMatrixHC=eDwTypes_1.HC.Matrix.inverse(matrixHC);var vecHC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,iLine0.P0HC);var a=invMatrixHC.m[0]*vecHC.x+invMatrixHC.m[1]*vecHC.y+invMatrixHC.m[2]*vecHC.z;var b=invMatrixHC.m[4]*vecHC.x+invMatrixHC.m[5]*vecHC.y+invMatrixHC.m[6]*vecHC.z;var origPntHC0=eDwTypes_1.HC.Point3.add(iLine0.P0HC,eDwTypes_1.HC.Point3.scale(vecHC0,a));var origPntHC1=eDwTypes_1.HC.Point3.add(iLine1.P0HC,eDwTypes_1.HC.Point3.scale(vecHC1,b));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLine0.P0HC,origPntHC0);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLine0.P1HC,origPntHC0);var pntsL0HC=[iLine0.P0HC.copy(),iLine0.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){pntsL0HC.push(origPntHC0)}var vecL1P0HC=eDwTypes_1.HC.Point3.subtract(iLine1.P0HC,origPntHC1);var vecL1P1HC=eDwTypes_1.HC.Point3.subtract(iLine1.P1HC,origPntHC1);var pntsL1HC=[iLine1.P0HC.copy(),iLine1.P1HC.copy()];if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)<0){pntsL1HC.push(origPntHC1)}var distPntHC0=origPntHC0.copy();var distPntHC1=origPntHC1.copy();if(eDwTypes_1.HC.Point3.dot(vecL1P0HC,vecL1P1HC)>0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.ang<iB.ang)return-1;if(iA.ang>iB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i<iPoints.length;++i){center.add(iPoints[i])}if(1===iPoints.length){var vec=new eDwTypes_1.HC.Point2(targetRadius,targetRadius);return[eDwTypes_1.HC.Point2.add(iPoints[0],vec)]}else{center.set(center.x/iPoints.length,center.y/iPoints.length)}var angles=[];for(var i=0;i<iPoints.length;++i){var vec=new eDwTypes_1.HC.Point2(iPoints[i].x-center.x,iPoints[i].y-center.y);angles.push({idx:i,ang:computeAngle(vec)})}angles.sort(compare);var tmp=0;for(var i=1;i<iPoints.length;++i){tmp=tmp+(angles[i].ang-angles[0].ang)-180}angles[0].ang=angles[0].ang+tmp/iPoints.length;var deltaAng=360/iPoints.length;for(var i=1;i<iPoints.length;++i){angles[i].ang=angles[i-1].ang+deltaAng}var leaderVec=new Array(iPoints.length);var targetRadiusGroup=targetRadius+iPoints.length*15;for(var i=0;i<iPoints.length;++i){var idx=angles[i].idx;var angle=angles[i].ang%360;angle=angle*Math.PI/180;var vec=new eDwTypes_1.HC.Point2(Math.cos(angle),Math.sin(angle));vec=vec.scale(targetRadiusGroup);leaderVec[idx]=eDwTypes_1.HC.Point2.add(iPoints[idx],vec)}return leaderVec}function l_getPosForPnt(iViewer,iPntHC){var viewerHC=iViewer.getHCView();return eDwTypes_1.HC.Point2.fromPoint3(viewerHC.projectPoint(iPntHC))}function l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var startPtHC=iSelObj0.getAsLocalPoint(iStartWCPtHC);var endPtHC=iSelObj1.getAsLocalPoint(iEndWCPtHC);var deltaPtHC=eDwTypes_1.HC.Point3.subtract(startPtHC,endPtHC);var deltaPt0HC=new eDwTypes_1.HC.Point3(startPtHC.x-deltaPtHC.x,startPtHC.y,startPtHC.z);var deltaPt1HC=new eDwTypes_1.HC.Point3(deltaPt0HC.x,deltaPt0HC.y-deltaPtHC.y,deltaPt0HC.z);var deltaWCPt0HC=iSelObj0.getAsWorldPoint(deltaPt0HC);var deltaWCPt1HC=iSelObj1.getAsWorldPoint(deltaPt1HC);return[deltaWCPt0HC,deltaWCPt1HC]}return eDwMeasureEntities}));define("eDwMeasureEvents",["require","exports","eDwEvents"],(function(require,exports,eDwEvents_1){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.MeasurementDeselectAllEvent=exports.MeasurementSelectionEvent=exports.MeasurementRefreshEvent=void 0;exports.MeasurementRefreshEvent=new eDwEvents_1.AppEvent;exports.MeasurementSelectionEvent=new eDwEvents_1.AppEvent;exports.MeasurementDeselectAllEvent=new eDwEvents_1.AppEvent}));define("eDwMeasureMgr",["require","exports","eDwMeasureOperator"],(function(require,exports,eDwMeasureOperator){"use strict";var eDwMeasureMgr=function(){function eDwMeasureMgr(iViewer){this.mViewer=iViewer;this.mMeasureOp=new eDwMeasureOperator(iViewer,this);this.mMeasureOp.OperatorID=iViewer.OperatorMgr.registerCustomOperator(this.mMeasureOp);this.mMarkupArray=[]}eDwMeasureMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mMeasureOp.OperatorID)};eDwMeasureMgr.prototype.addMarkup=function(iNewMarkupID){if(!this.mMarkupArray){this.mMarkupArray=[]}this.mMarkupArray.push(iNewMarkupID)};eDwMeasureMgr.prototype.activateMeasure=function(iMode){this.mViewer.HCViewer.measureManager.setMeasurementColor(new Communicator.Color(4,200,5));var opMgr=this.mViewer.OperatorMgr;opMgr.push(this.mMeasureOp.OperatorID);this.setMeasureMode(iMode)};eDwMeasureMgr.prototype.deleteMeasurements=function(){var mkupMgr=this.mViewer.getHCMarkupManager();var markups=this.mMarkupArray.length;for(var i=0;i<markups;i++){mkupMgr.unregisterMarkup(this.mMarkupArray[i])}};eDwMeasureMgr.prototype.deactivateMeasure=function(){this.deleteMeasurements();var opMgr=this.mViewer.OperatorMgr;if(opMgr.getActiveOperatorID()===this.mMeasureOp.OperatorID){opMgr.pop()}this.mViewer.HCViewer.selectionManager.setNodeSelectionColor(new Communicator.Color(4,200,5))};eDwMeasureMgr.prototype.getLastMarkup=function(){return this.mMarkupArray.length?this.mMarkupArray[length-1]:null};eDwMeasureMgr.prototype.setMeasureUnits=function(iLengthUnit,iAngleUnit){var model=this.mViewer.getModel();var units={Length:iLengthUnit,Angle:iAngleUnit};model.setUserUnits(units);this.mMeasureOp.updateMeasureResults(units)};eDwMeasureMgr.prototype.getDistanceUnit=function(){return this.mViewer.getModel().getUserUnits().Length};eDwMeasureMgr.prototype.getAngleUnit=function(){return this.mViewer.getModel().getUserUnits().Angle};eDwMeasureMgr.prototype.getMeasureMode=function(){return this.mMeasureOp.getMeasureMode()};eDwMeasureMgr.prototype.setMeasureMode=function(iMode){this.mMeasureOp.setMeasureMode(iMode)};eDwMeasureMgr.prototype.setPointToPointMode=function(iEnable){this.mMeasureOp.setPointToPointMode(iEnable)};eDwMeasureMgr.prototype.setMeasureDelta=function(iEnable){this.mMeasureOp.setShowDelta(iEnable)};eDwMeasureMgr.prototype.removeMeasureEntityAt=function(idx){this.mMeasureOp.removeMeasureEntityAt(idx)};eDwMeasureMgr.prototype.clearMeasureEntities=function(){this.mMeasureOp.clearMeasureEntities()};eDwMeasureMgr.prototype.highlightSelectEntityAt=function(idx){this.mMeasureOp.highlightEntityTempAt(idx)};eDwMeasureMgr.prototype.dehighlightAllSelectEntity=function(){this.mMeasureOp.dehighlightAllTemporaryEntity()};return eDwMeasureMgr}();return eDwMeasureMgr}));define("eDwMeasureOperator",["require","exports","eDwSelObj","eDwBaseSelOperator","eDwMeasureEntities","eDwTypes","utils"],(function(require,exports,eDwSelObj,eDwBaseSelOperator,eDwMeasureEntities,eDwTypes_2,utils){"use strict";var eDwMeasureOperator=function(_super){__extends(eDwMeasureOperator,_super);function eDwMeasureOperator(iViewer,iMeasureMgr){var _this=_super.call(this,iViewer,iViewer.SelectionMgr)||this;_this.mTempHighlightItem=null;_this.mOperatingLabel=false;_this.mSelObjs=[];_this.mMeasureMgr=iMeasureMgr;_this.mMarkupMgrHC=_this.Viewer.getHCMarkupManager();_this.mHighlightColor=new eDwTypes_2.HC.Color(72,219,251);_this.mSelectionArray=new Array;_this.mMeasureEntities=new eDwMeasureEntities(_this.Viewer);var mkupId=_this.mMarkupMgrHC.registerMarkup(_this.mMeasureEntities);_this.mMeasureMgr.addMarkup(mkupId);_this.mMeasureMode=eDwTypes_2.EntityMode.ALL;return _this}eDwMeasureOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var mkupId,deltaButton,pickButton;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();if(!this.mMeasureEntities){this.mMeasureEntities=new eDwMeasureEntities(this.Viewer);mkupId=this.mMarkupMgrHC.registerMarkup(this.mMeasureEntities);this.mMeasureMgr.addMarkup(mkupId)}this.Viewer.getHCView().setPointSize(2,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.pushHighlightSelectionState("NODE",false);this.pushHighlightSelectionState("FACE",true);this.pushHighlightSelectionState("EDGE",true);this.pushHighlightSelectionState("VERTEX",true);this.pushElementSelectionColor(this.mHighlightColor);this.pushElementSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionColor(this.mHighlightColor);this.pushNodeSelectionOutlineColor(this.mHighlightColor);this.pushNodeSelectionHighlightMode("HighlightAndOutline");this.pushElementSelectionHighlightMode("HighlightAndOutline");deltaButton=$("#edrawings-measure-panel "+".edrawings-measure-delta-button");pickButton=$("#edrawings-measure-panel "+".edrawings-measure-pickpoint-button");eDwMeasureEntities.ShowDelta=deltaButton.hasClass("state-on-button");eDwMeasureEntities.PointToPoint=pickButton.hasClass("state-on-button");this.mMeasureEntities.updatePointToPoint(eDwMeasureEntities.PointToPoint);return[2]}}))}))};eDwMeasureOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.Viewer.getHCView().setPointSize(0,eDwTypes_2.HC.PointSizeUnit.ScreenPixels);this.clearMeasureEntities();this.mMeasureEntities=null;this.mMeasureMgr.deleteMeasurements();this.resetSelections();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseMove=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label,extSelObj,added,error_1;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();if(this.mOperatingLabel){this.mMeasureEntities.onDragLabelMove(pos);ioEvent.setHandled(true);return[2]}this.dehighlightAllTemporaryEntity();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.resetTempHighlight();return[2];case 2:if(!!this.CurrInputInfo)return[3,8];_a.label=3;case 3:_a.trys.push([3,6,,7]);return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 4:extSelObj=_a.sent();return[4,this.mMeasureEntities.addEntityImmediate(extSelObj)];case 5:added=_a.sent();this.resetTempHighlight();if(!extSelObj||!utils.isNumber(extSelObj.getNodeId())){return[2]}if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}if(added&&eDwMeasureEntities.highlightEntity(extSelObj,this.Viewer.getModel(),true)){this.mTempHighlightItem=extSelObj}else{this.mMarkupMgrHC.refreshMarkup()}return[3,7];case 6:error_1=_a.sent();this.mMarkupMgrHC.refreshMarkup();return[3,7];case 7:this.mMarkupMgrHC.refreshMarkup();return[2];case 8:return[4,_super.prototype.onMouseMove.call(this,ioEvent)];case 9:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseDown=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var pos,label;return __generator(this,(function(_a){switch(_a.label){case 0:pos=ioEvent.getPosition();label=this.mMarkupMgrHC.pickMarkupItem(pos);if(!label)return[3,2];this.resetTempHighlight();return[4,this.mMeasureEntities.resetImmediateResults()];case 1:_a.sent();this.mOperatingLabel=true;this.mMeasureEntities.onDragLabelStart(label,pos);ioEvent.setHandled(true);return[2];case 2:return[4,_super.prototype.onMouseDown.call(this,ioEvent)];case 3:_a.sent();return[2]}}))}))};eDwMeasureOperator.prototype.onMouseUp=function(ioEvent){return __awaiter(this,void 0,void 0,(function(){var extSelObj,idx,isAdded;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mOperatingLabel){this.mOperatingLabel=false;this.mMeasureEntities.onDragLabelEnd(ioEvent.getPosition());ioEvent.setHandled(true);return[2]}this.resetTempHighlight();if(!(this.ActiveMouseButton==="left"&&!this.isDragging()))return[3,5];return[4,this.Viewer.ViewMgr.pickFromPoint(ioEvent.getPosition(),this.getPickConfig())];case 1:extSelObj=_a.sent();idx=this.mMeasureEntities.isItemSelected(extSelObj);if(!(!eDwMeasureEntities.PointToPoint&&utils.isNumber(idx)))return[3,3];return[4,this.mMeasureEntities.removeEntityAtIndex(idx)];case 2:_a.sent();return[2];case 3:if(!l_isAllowedSelection(extSelObj,this.mMeasureMode)){return[2]}return[4,this.mMeasureEntities.addEntity(extSelObj)];case 4:isAdded=_a.sent();if(isAdded){this.highlightMeasuringItem(extSelObj)}else{this.dehighlightMeasuringItems()}ioEvent.setHandled(true);_a.label=5;case 5:_super.prototype.onMouseUp.call(this,ioEvent);return[2]}}))}))};eDwMeasureOperator.prototype.updateMeasureResults=function(iUserUnits){this.mMeasureEntities.setMeasureUnit(iUserUnits)};eDwMeasureOperator.prototype.removeMeasureEntityAt=function(iIdx){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var theRemoved,idx;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mMeasureEntities.removeEntityAtIndex(iIdx)];case 1:theRemoved=_a.sent();if(theRemoved){idx=this.mSelObjs.indexOf(theRemoved);if(utils.isNumber(idx)&&idx>-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i<arraySize;i++){this.mSelectionArray[i].reset(modelHC)}this.mSelectionArray.length=0;this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.getPickConfig=function(){var pickConfig=new eDwTypes_2.HC.PickConfig(eDwTypes_2.HC.SelectionMask.None);pickConfig.allowPoints=this.mMeasureMode&eDwTypes_2.EntityMode.VERTEX?true:false;pickConfig.allowLines=this.mMeasureMode&eDwTypes_2.EntityMode.EDGE?true:false;pickConfig.allowFaces=this.mMeasureMode&eDwTypes_2.EntityMode.FACE?true:false;return pickConfig};return eDwMeasureOperator}(eDwBaseSelOperator);function l_isAllowedSelection(iSelObj,iMeasureMode){if(iSelObj&&iSelObj.getSelectionType()===eDwTypes_2.HC.SelectionType.None){return true}var subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObj);if(subEntityInfo&&subEntityInfo.SubEntity&&subEntityInfo.IsSelectable&&(iSelObj.getPointEntity()&&iMeasureMode&eDwTypes_2.EntityMode.VERTEX)||iSelObj.getLineEntity()&&iMeasureMode&eDwTypes_2.EntityMode.EDGE||iSelObj.getFaceEntity()&&iMeasureMode&eDwTypes_2.EntityMode.FACE){return true}return false}return eDwMeasureOperator}));define("eDwMeasureTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwUIMeasureHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwSelObj","eDwMeasureEntities"],(function(require,exports,eDwUIHTMLGenerator_1,eDwSelObj,eDwMeasureEntities){"use strict";var eDwUIMeasureHTMLGenerator=function(_super){__extends(eDwUIMeasureHTMLGenerator,_super);function eDwUIMeasureHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIMeasureHTMLGenerator.prototype.setMeasureResult=function(iMeasureResult){this.mMeasureResult=iMeasureResult};eDwUIMeasureHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelHC,numFaces,numCurves,numPnts,i,selObjHC,nodeIDHC,subEntityInfo,subEntityID,entityClass,entityIndex,highlight,_a,desc,status_1;return __generator(this,(function(_b){switch(_b.label){case 0:generatedHTML="";modelHC=this.mViewer.getModel().getHCModel();numFaces=0,numCurves=0,numPnts=0;i=0;_b.label=1;case 1:if(!(i<this.mMeasureResult.SelObjs.length))return[3,11];selObjHC=this.mMeasureResult.SelObjs[i];nodeIDHC=selObjHC.getNodeId();subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);entityClass=subEntityInfo.SubEntityTypeName;entityIndex=0;highlight=false;_a=subEntityInfo.SubEntityTypeName;switch(_a){case"Face":return[3,2];case"Line":return[3,4];case"Point":return[3,6]}return[3,8];case 2:entityIndex=numFaces++;entityClass="Surface";return[4,modelHC.getNodeFaceHighlighted(nodeIDHC,subEntityID)];case 3:highlight=_b.sent();return[3,9];case 4:entityIndex=numCurves++;entityClass="Curve";return[4,modelHC.getNodeLineHighlighted(nodeIDHC,subEntityID)];case 5:highlight=_b.sent();return[3,9];case 6:entityIndex=numPnts++;return[4,modelHC.getNodePointHighlighted(nodeIDHC,subEntityID)];case 7:highlight=_b.sent();return[3,9];case 8:return[3,10];case 9:desc=this.mMeasureResult.Descriptions[i];if(eDwMeasureEntities.PointToPoint){entityClass="Point";entityIndex=i+1;desc="\n"+desc}status_1=highlight?" edrawings-list-selected":"";generatedHTML+="<div class='edrawings-measure-entities-list-item"+status_1+"' index='"+i+"'>"+"<div class='edrawings-measure-entities-info'>"+"<span class='edrawings-measure-entities-type'>"+entityClass+"-"+entityIndex+" </span>"+"<span class='edrawings-measure-entities-type'>"+desc+"</span></div>"+"<div class='edrawings-measure-entities-remove "+"edrawings-close-icon'></div></div>";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]<t[3])){_.label=op[1];break}if(op[0]===6&&_.label<t[1]){_.label=t[1];t=op;break}if(t&&_.label<t[2]){_.label=t[2];_.ops.push(op);break}if(t[2])_.ops.pop();_.trys.pop();continue}op=body.call(thisArg,_)}catch(e){op=[6,e];y=0}finally{f=t=0}if(op[0]&5)throw op[1];return{value:op[0]?op[1]:void 0,done:true}}};var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __spreadArrays=this&&this.__spreadArrays||function(){for(var s=0,i=0,il=arguments.length;i<il;i++)s+=arguments[i].length;for(var r=Array(s),k=0,i=0;i<il;i++)for(var a=arguments[i],j=0,jl=a.length;j<jl;j++,k++)r[k]=a[j];return r};console.assert(!console.debugLog);console.debugLog=function(iCategory,iMsg){var iParams=[];for(var _i=2;_i<arguments.length;_i++){iParams[_i-2]=arguments[_i]}if(!console.debugLogCategories){console.debugLogCategories=[]}if(!console.excludeDebugLogCategories){console.excludeDebugLogCategories=[]}if(console.excludeDebugLogCategories.indexOf(iCategory)>-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var 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";if(modelContents!=="<!-- SC_MODEL_DATA"+" -->"){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("global-katbot-pro",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i<pluginFiles_1.length))return[3,5];pluginFile=pluginFiles_1[_i];if(!pluginFile.match(/.*EarlyLoad.*Plugin.*\.js/i))return[3,4];return[4,serviceMgr.importPlugin(pluginFile)];case 3:pluginClassName=_a.sent();eDwUIPluginMgr.get().loadPlugins([pluginClassName],null,ioViewerOpts);_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))})();if(iInit)iInit(ioViewerOpts,iContainerElemID);if(!ioViewerOpts.URL)return[3,2];return[4,l_processInputURL(iContainerElemID,ioViewerOpts)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}function l_processProductStructure(iViewer,iServerURL){return __awaiter(this,void 0,void 0,(function(){var model,modelHC,rootId,onDone,iException_1,msg,_i,_a,msg_1;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:model=iViewer.getModel();modelHC=model.getHCModel();_b.label=1;case 1:_b.trys.push([1,4,,5]);rootId=modelHC.getAbsoluteRootNode();modelHC._getModelStructure().resetPmiColor(rootId);eDwUIUtils.createUIGenerators(iViewer);return[4,model.initModelData()];case 2:_b.sent();onDone=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){removeModelStreamCache(iViewer,iServerURL);return[2]}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents_1.DoneEvent,onDone);return[4,iViewer.processProductStructure()];case 3:_b.sent();return[3,5];case 4:iException_1=_b.sent();msg=iException_1.message?iException_1.message:"No product structure XML?";console.debugLog("ModelLoad",msg);if(iException_1 instanceof eDwResultError){for(_i=0,_a=iException_1.Result.ErrorData;_i<_a.length;_i++){msg_1=_a[_i];console.debugLog("ModelLoad",msg_1)}if(iException_1.Result.ErrorCode==="NoNodeWithName"){iException_1.Result.ErrorCode="IncompleteFileProcessing"}throw iException_1}else if(!(iException_1 instanceof TypeError)){throw new eDwAJAXError(msg,"AJAXFailure")}return[3,5];case 5:return[2]}}))}))}function l_processInputURL(iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var ext,pos2,fileName;return __generator(this,(function(_a){switch(_a.label){case 0:ext=utils.getExtension(ioParams.URL);if(!ext)throw new Error("The file has no extension");if(!(ext==="scs"))return[3,2];pos2=ioParams.URL.lastIndexOf("/");fileName=ioParams.URL.substring(pos2+1);fileName=fileName.slice(0,-(ext.length+1));return[4,l_viewSCSFile(fileName,iContainerElemID,ioParams)];case 1:_a.sent();return[3,6];case 2:if(!(ioParams.URL.indexOf("http")===0))return[3,4];return[4,l_convert(iContainerElemID,ioParams)];case 3:_a.sent();return[3,6];case 4:return[4,eDwUIUtils.viewFile(ioParams.URL,ioParams.URL,ioParams,iContainerElemID)];case 5:_a.sent();_a.label=6;case 6:return[2]}}))}))}function l_viewSCSFile(iFileName,iContainerElemID,ioParams){return __awaiter(this,void 0,void 0,(function(){var modelContents,_a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=Uint8Array.bind;return[4,eDwServiceMgr.get().getFileFromServer(ioParams.URL,true)];case 1:modelContents=new(_a.apply(Uint8Array,[void 0,_b.sent()]));return[4,eDwUIUtils.viewFile(iFileName,null,ioParams,iContainerElemID,modelContents)];case 2:_b.sent();return[2]}}))}))}function l_convert(iContainerID,ioParams){return __awaiter(this,void 0,void 0,(function(){var serviceMgr,result,viewer,iExcp_4;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,6,,7]);return[4,serviceMgr.convert(ioParams)];case 2:result=_a.sent();if(result.ErrorCode!=="Success"){throw new eDwResultError(result)}return[4,eDwUIUtils.viewFile(result.FileName,result.ModelCacheName,ioParams,iContainerID)];case 3:viewer=_a.sent();if(!viewer)return[3,5];return[4,eDwEventMgr.get().fireEvent(eDwEvents_1.LicenseKeyEvent,viewer,result.LicenseKey)];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_4=_a.sent();if(iExcp_4 instanceof eDwResultError)throw iExcp_4;console.debugLog("ModelLoad","Model loading failed: "+iExcp_4.message);throw new eDwAJAXError(iExcp_4.message,"AJAXFailure");case 7:return[2]}}))}))}function l_displayError(iExcp,iOnError){if(iOnError){iOnError(eDwUIUtils.makeResult(iExcp))}}var c_featOps={URL:"",ValidateClientIP:false,RenderType:"ShadedWithEdges",Debug:false,DeleteModelCacheFileWhenDone:true,StreamAlwaysConnected:false,WebSocketEndpoint:""};var l_ModelLoadEvents}));define("eDwAJAXError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwAJAXError=function(_super){__extends(eDwAJAXError,_super);function eDwAJAXError(iMsg,iErrorCode){var _this=_super.call(this,"AJAX Error",iMsg)||this;_this.ErrorCode=iErrorCode;return _this}return eDwAJAXError}(eDwBaseError);return eDwAJAXError}));define("eDwAmbientOcclusionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwAmbientOcclusionCmd=function(_super){__extends(eDwAmbientOcclusionCmd,_super);function eDwAmbientOcclusionCmd(iViewer,iActivate){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=!iActivate;_this.mFinallyActive=iActivate;return _this}eDwAmbientOcclusionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mInitiallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2,true]}}))}))};eDwAmbientOcclusionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.ViewMgr.enableAmbientOcclusion(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwAmbientOcclusionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwAmbientOcclusionCmd}(eDwSupportsHistoryCmd);return eDwAmbientOcclusionCmd}));define("eDwAnimateCmd",["require","exports","eDwCmd"],(function(require,exports,eDwCmd){"use strict";var eDwAnimateCmd=function(_super){__extends(eDwAnimateCmd,_super);function eDwAnimateCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mExclusive=false;return _this}eDwAnimateCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!this.mViewer.getModel().isDrawing()){viewMgr=this.mViewer.ViewMgr;if(viewMgr.isActive()){viewMgr.stop()}else{viewMgr.start()}}return[2]}}))}))};eDwAnimateCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();viewMgr=this.mViewer.ViewMgr;viewMgr.stop();return[2]}}))}))};return eDwAnimateCmd}(eDwCmd);return eDwAnimateCmd}));define("eDwBaseError",["require","exports"],(function(require,exports){"use strict";var eDwBaseError=function(_super){__extends(eDwBaseError,_super);function eDwBaseError(iName,iMessage){var _newTarget=this.constructor;var _this=this;var trueProto=_newTarget.prototype;_this=_super.call(this,iMessage)||this;Object.setPrototypeOf(_this,trueProto);_this.name=iName?iName:"eDwBaseError";return _this}return eDwBaseError}(Error);return eDwBaseError}));define("eDwBaseMarkupItem",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_2){"use strict";var eDwBaseMarkupItem=function(_super){__extends(eDwBaseMarkupItem,_super);function eDwBaseMarkupItem(){var _this=_super.call(this)||this;_this.mPosHC=new eDwTypes_2.HC.Point2(0,0);return _this}eDwBaseMarkupItem.prototype.getClassName=function(){return"eDwBaseMarkupItem"};Object.defineProperty(eDwBaseMarkupItem.prototype,"Position",{get:function(){return this.mPosHC},set:function(iPosHC){this.mPosHC=iPosHC},enumerable:false,configurable:true});return eDwBaseMarkupItem}(eDwTypes_2.HC.Markup.MarkupItem);return eDwBaseMarkupItem}));define("eDwBaseSelOperator",["require","exports","eDwOperatorBaseDeps","eDwGeomUtils"],(function(require,exports,eDwOperatorBaseDeps_1,eDwGeomUtils){"use strict";var eDwBaseSelOperator=function(_super){__extends(eDwBaseSelOperator,_super);function eDwBaseSelOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer)||this;_this.mSelMgr=iSelMgr;_this.mPrevHighlightStates={};return _this}eDwBaseSelOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();this.popHighlightSelectionState("NODE");this.popHighlightSelectionState("FACE");this.popHighlightSelectionState("EDGE");this.popHighlightSelectionState("VERTEX");this.popNodeSelectionColor();this.popNodeSelectionOutlineColor();this.popNodeSelectionHighlightMode();this.popElementSelectionColor();this.popElementSelectionOutlineColor();this.popElementSelectionHighlightMode();return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionStart(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();if(ioMouseEvent){this.actionEnd(ioMouseEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionStart(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwBaseSelOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();if(ioTouchEvent){this.actionEnd(ioTouchEvent.getPosition())}return[2]}}))}))};eDwBaseSelOperator.prototype.pushHighlightSelectionState=function(iSelType,iNewState){return this.mPrevHighlightStates[iSelType]=this.mSelMgr.setHighlightSelection(iSelType,iNewState)};eDwBaseSelOperator.prototype.pushNodeSelectionColor=function(iColor){return this.mPrevNodeColor=this.mSelMgr.setNodeSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionOutlineColor=function(iColor){return this.mPrevNodeOutlineColor=this.mSelMgr.setNodeSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushNodeSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevNodeHighlightMode=this.mSelMgr.setNodeSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.pushElementSelectionColor=function(iColor){return this.mPrevElementColor=this.mSelMgr.setElementSelectionColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionOutlineColor=function(iColor){return this.mPrevElementOutlineColor=this.mSelMgr.setElementSelectionOutlineColor(iColor)};eDwBaseSelOperator.prototype.pushElementSelectionHighlightMode=function(iSelHighlightMode){return this.mPrevElementHighlightMode=this.mSelMgr.setElementSelectionHighlightMode(iSelHighlightMode)};eDwBaseSelOperator.prototype.popHighlightSelectionState=function(iSelType){if(this.mPrevHighlightStates&&this.mPrevHighlightStates.hasOwnProperty(iSelType)){this.mSelMgr.setHighlightSelection(iSelType,this.mPrevHighlightStates[iSelType]);delete this.mPrevHighlightStates[iSelType]}};eDwBaseSelOperator.prototype.popNodeSelectionColor=function(){if(this.mPrevNodeColor){this.mSelMgr.setNodeSelectionColor(this.mPrevNodeColor);this.mPrevNodeColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionOutlineColor=function(){if(this.mPrevNodeOutlineColor){this.mSelMgr.setNodeSelectionOutlineColor(this.mPrevNodeOutlineColor);this.mPrevNodeOutlineColor=null}};eDwBaseSelOperator.prototype.popNodeSelectionHighlightMode=function(){if(this.mPrevNodeHighlightMode){this.mSelMgr.setNodeSelectionHighlightMode(this.mPrevNodeHighlightMode);this.mPrevNodeHighlightMode=null}};eDwBaseSelOperator.prototype.popElementSelectionColor=function(){if(this.mPrevElementColor){this.mSelMgr.setElementSelectionColor(this.mPrevElementColor);this.mPrevElementColor=null}};eDwBaseSelOperator.prototype.popElementSelectionOutlineColor=function(){if(this.mPrevElementOutlineColor){this.mSelMgr.setElementSelectionOutlineColor(this.mPrevElementOutlineColor);this.mPrevElementOutlineColor=null}};eDwBaseSelOperator.prototype.popElementSelectionHighlightMode=function(){if(this.mPrevElementHighlightMode){this.mSelMgr.setElementSelectionHighlightMode(this.mPrevElementHighlightMode);this.mPrevElementHighlightMode=null}};eDwBaseSelOperator.prototype.actionStart=function(iPoint){this.mFirstPt=eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView());console.debugLog("BaseSelOp","down screen pt = "+JSON.stringify(iPoint))};eDwBaseSelOperator.prototype.actionEnd=function(iPoint){this.mFirstPt=null;console.debugLog("BaseSelOp","up screen pt = "+JSON.stringify(eDwGeomUtils.screenToWorld(iPoint,this.Viewer.getHCView())))};return eDwBaseSelOperator}(eDwOperatorBaseDeps_1.eDwBaseOperator);return eDwBaseSelOperator}));define("eDwChangeModelViewCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeModelViewCmd=function(_super){__extends(eDwChangeModelViewCmd,_super);function eDwChangeModelViewCmd(iViewer,iModelView){var _this=_super.call(this,iViewer)||this;_this.mInitialModelView=iViewer.getModel().getActiveModelView();_this.mFinalModelView=iModelView;return _this}eDwChangeModelViewCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mInitialModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.activateModelView(this.mFinalModelView);return[2,true]}}))}))};eDwChangeModelViewCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.activateModelView(this.mFinalModelView);return[2]}}))}))};Object.defineProperty(eDwChangeModelViewCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwChangeModelViewCmd.prototype.activateModelView=function(iModelView){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();return[4,this.mViewer.getModel().activateModelView(iModelView)];case 2:_a.sent();return[2]}}))}))})()};return eDwChangeModelViewCmd}(eDwSupportsHistoryCmd);return eDwChangeModelViewCmd}));define("eDwChangeSectionPlaneCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwChangeSectionPlaneCmd=function(_super){__extends(eDwChangeSectionPlaneCmd,_super);function eDwChangeSectionPlaneCmd(iViewer,iInitialPlane,iFinalPlane){var _this=_super.call(this,iViewer)||this;_this.mInitialPlane=iInitialPlane;_this.mFinalPlane=iFinalPlane;return _this}eDwChangeSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mInitialPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2,true]}}))}))};eDwChangeSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.XSectionMgr.setSectionPlane(this.mFinalPlane)];case 2:_a.sent();return[2]}}))}))};eDwChangeSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPlane&&!!this.mFinalPlane};Object.defineProperty(eDwChangeSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwChangeSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwChangeSectionPlaneCmd}));define("eDwCmd",["require","exports","eDwOperationMixin"],(function(require,exports,eDwOperationMixin){"use strict";var eDwCmd=function(_super){__extends(eDwCmd,_super);function eDwCmd(iViewer){var _this=_super.call(this)||this;_this.mViewer=iViewer;return _this}eDwCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2]}))}))};eDwCmd.prototype.setHierarchyNodeIDsAttribs=function(iNodesWithAttribs){var _this=this;if(!iNodesWithAttribs)return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.getModel().setAttribs(iNodesWithAttribs);return[2]}))}))})()};eDwCmd.prototype.getHierarchyNodesAttribs=function(iExcludeModelViewNode){if(iExcludeModelViewNode===void 0){iExcludeModelViewNode=true}var nodeWithAttrib=[];var modelView=this.mViewer.getModel().getActiveModelView();var hierNodes=modelView.Nodes;for(var hierNodeName in hierNodes){var hierNode=hierNodes[hierNodeName];if(iExcludeModelViewNode&&modelView.Hierarchy===hierNode){continue}var attrib=$.extend(true,{},hierNode.getAttribs());nodeWithAttrib.push({HierNode:hierNode,Attribs:attrib})}return nodeWithAttrib};return eDwCmd}(eDwOperationMixin);return eDwCmd}));define("eDwCommandMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwCommandMgr=function(){function eDwCommandMgr(){this.mActiveCmds=[]}eDwCommandMgr.get=function(){if(!eDwCommandMgr.sCommandMgr){eDwCommandMgr.sCommandMgr=new eDwCommandMgr}return eDwCommandMgr.sCommandMgr};eDwCommandMgr.prototype.add=function(iCmd){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iCmd){console.debugLog("CommandMgr","Command noexistant.  Not added.");return[2]}return[4,this.popCmds(iCmd)];case 1:_a.sent();this.mActiveCmds.push(iCmd);console.debugLog("CommandMgr","Added "+Utils.getObjectTypeName(iCmd)+" as an active command.");return[2]}}))}))};eDwCommandMgr.prototype.remove=function(iCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){var detached;return __generator(this,(function(_a){switch(_a.label){case 0:detached=false;if(!iCmd)return[3,2];detached=this.detach(iCmd);if(!(detached&&iCmdAction))return[3,2];return[4,iCmd[iCmdAction]()];case 1:_a.sent();_a.label=2;case 2:console.debugLog("CommandMgr",(detached?"Removed ":"Not Found ")+Utils.getObjectTypeName(iCmd)+" as an active command. "+(detached&&iCmdAction?" Also, "+iCmdAction+"ed it.":""));return[2,detached]}}))}))};eDwCommandMgr.prototype.run=function(ioCmd,iCmdAction){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.add(ioCmd)];case 1:_a.sent();return[4,this.remove(ioCmd,iCmdAction)];case 2:_a.sent();return[2]}}))}))};eDwCommandMgr.prototype.clear=function(){return __awaiter(this,void 0,void 0,(function(){var cmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmd=this.mActiveCmds.pop();_a.label=1;case 1:if(!cmd)return[3,4];return[4,cmd.cancel()];case 2:_a.sent();_a.label=3;case 3:cmd=this.mActiveCmds.pop();return[3,1];case 4:console.debugLog("CommandMgr","All active commands cleared.");return[2]}}))}))};eDwCommandMgr.prototype.popCmds=function(iCmd){return __awaiter(this,void 0,void 0,(function(){var exclusiveCmds,i;return __generator(this,(function(_a){switch(_a.label){case 0:if(iCmd.Aggregable&&(!this.mActiveCmds.length||this.mActiveCmds[this.mActiveCmds.length-1].AllowsAggregation)){return[2]}if(!iCmd.Exclusive)return[3,5];exclusiveCmds=this.mActiveCmds.filter((function(iCmd){return iCmd.Exclusive}));i=exclusiveCmds.length-1;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i<numCmds))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.redo()];case 2:ret=_a.sent();console.debugLog("History","Redo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i++;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.clearSubCmds=function(){this.mSubCmds=[]};return eDwCompositeCmd}(eDwSupportsHistoryCmd);return eDwCompositeCmd}));define("eDwConvTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwDrawModeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwDrawModeCmd=function(_super){__extends(eDwDrawModeCmd,_super);function eDwDrawModeCmd(iViewer,iDrawMode){var _this=_super.call(this,iViewer)||this;_this.mInitialDrawMode=iViewer.getDrawMode();_this.mFinalDrawMode=iDrawMode;return _this}eDwDrawModeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mInitialDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setDrawMode(this.mFinalDrawMode);return[2,true]}}))}))};eDwDrawModeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setDrawMode(this.mFinalDrawMode);return[2]}}))}))};Object.defineProperty(eDwDrawModeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwDrawModeCmd}(eDwSupportsHistoryCmd);return eDwDrawModeCmd}));define("eDwEventMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwEventMgr=function(){function eDwEventMgr(){this.mEventHandlers=new Map}eDwEventMgr.get=function(){if(!eDwEventMgr.sMgr)eDwEventMgr.sMgr=new eDwEventMgr;return eDwEventMgr.sMgr};eDwEventMgr.prototype.addEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){if(!iEventHandlerFuncName){throw new Error("Eventhandler object has no function name")}this.initHandlersMapForEvent(iEvent);var handlerMap={};handlerMap[iEventHandlerFuncName]=iEventHandlerObj;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.addEventHandlerFunc=function(iEvent,ioEventHandlerFunc){this.initHandlersMapForEvent(iEvent);ioEventHandlerFunc.funcName=ioEventHandlerFunc.name;if(!ioEventHandlerFunc.funcName){var eventTypeName=this.constructor.toString().match(/\w+/g)[1];ioEventHandlerFunc.funcName=eventTypeName+this.mEventHandlers.get(iEvent).length}var handlerMap={};handlerMap[ioEventHandlerFunc.funcName]=ioEventHandlerFunc;var handlers=this.mEventHandlers.get(iEvent);handlers.push(handlerMap)};eDwEventMgr.prototype.removeEventHandlerFunc=function(iEvent,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var key in eventHandlerMaps){var handlerMap=eventHandlerMaps[key];if(handlerMap[iEventHandlerFuncName]){eventHandlerMaps.splice(parseInt(key,10),1);++numRemoved}}return numRemoved};eDwEventMgr.prototype.removeEventHandlerObj=function(iEvent,iEventHandlerObj,iEventHandlerFuncName){var numRemoved=0;var eventHandlerMaps=this.mEventHandlers.get(iEvent);if(!eventHandlerMaps)return numRemoved;for(var _i=0,eventHandlerMaps_1=eventHandlerMaps;_i<eventHandlerMaps_1.length;_i++){var handlerMap=eventHandlerMaps_1[_i];var handlerObj=handlerMap[iEventHandlerFuncName];if(handlerObj===iEventHandlerObj){var index=eventHandlerMaps.indexOf(handlerMap);if(index>-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}return __awaiter(this,void 0,void 0,(function(){var handlerMaps,allPromises,_a,handlerMaps_1,handlerMap,keys,funcName,handlerItem,retPromise,handlerFunc,retPromise;return __generator(this,(function(_b){switch(_b.label){case 0:handlerMaps=this.mEventHandlers.get(iEvent);if(!handlerMaps)return[2,[]];allPromises=[];for(_a=0,handlerMaps_1=handlerMaps;_a<handlerMaps_1.length;_a++){handlerMap=handlerMaps_1[_a];keys=Object.keys(handlerMap);console.assert(keys.length===1);funcName=keys[0];handlerItem=handlerMap[funcName];if("funcName"in handlerItem){retPromise=handlerItem.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}else{handlerFunc=eDwEventMgr.getHandler(handlerItem,funcName);if(handlerFunc){handlerFunc=handlerFunc.bind(handlerItem);retPromise=handlerFunc.apply(void 0,iArgs);utils.appendToArray(retPromise,allPromises)}}}return[4,Promise.all(allPromises)];case 1:return[2,_b.sent()]}}))}))};eDwEventMgr.getHandler=function(iHandlerObj,iHandlerName){var handler;var handlerObj=iHandlerObj;var parentClass=Object.getPrototypeOf(iHandlerObj);while(handlerObj&&!handler){handler=handlerObj[iHandlerName];if(!handler){handlerObj=parentClass;parentClass=handlerObj?Object.getPrototypeOf(handlerObj):null}}return handler instanceof Function?handler:null};eDwEventMgr.prototype.initHandlersMapForEvent=function(iEvent){if(!this.mEventHandlers.has(iEvent)){this.mEventHandlers.set(iEvent,[])}};return eDwEventMgr}();return eDwEventMgr}));define("eDwEvents",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.ViewDeletedEvent=exports.ViewLoadedEvent=exports.ViewCreatedEvent=exports.LicenseKeyEvent=exports.GLContextLostEvent=exports.UserUnitsChangeEvent=exports.DeactivateUIOpEvent=exports.ActivateUIOpEvent=exports.ExplodeLevelChangeEvent=exports.AmbientOcclChangeEvent=exports.ResetSceneEvent=exports.CameraChangeEvent=exports.ModelXformChangeStartEvent=exports.ProjModeChangeEvent=exports.DrawModeChangeEvent=exports.TimeoutEvent=exports.LeftDoubleClickEvent=exports.RightClickEvent=exports.MiddleClickEvent=exports.LeftClickEvent=exports.StopAnimationEvent=exports.StartAnimationEvent=exports.ProdStructLoadedEvent=exports.ModelViewChangeEvent=exports.UnselectEvent=exports.SelectEvent=exports.NodeAttribChangeEvent=exports.DoneEvent=exports.InitFullUIEvent=exports.InitEvent=exports.AppEvent=void 0;var AppEvent=function(){function AppEvent(){this.doNotUse}return AppEvent}();exports.AppEvent=AppEvent;exports.InitEvent=new AppEvent;exports.InitFullUIEvent=new AppEvent;exports.DoneEvent=new AppEvent;exports.NodeAttribChangeEvent=new AppEvent;exports.SelectEvent=new AppEvent;exports.UnselectEvent=new AppEvent;exports.ModelViewChangeEvent=new AppEvent;exports.ProdStructLoadedEvent=new AppEvent;exports.StartAnimationEvent=new AppEvent;exports.StopAnimationEvent=new AppEvent;exports.LeftClickEvent=new AppEvent;exports.MiddleClickEvent=new AppEvent;exports.RightClickEvent=new AppEvent;exports.LeftDoubleClickEvent=new AppEvent;exports.TimeoutEvent=new AppEvent;exports.DrawModeChangeEvent=new AppEvent;exports.ProjModeChangeEvent=new AppEvent;exports.ModelXformChangeStartEvent=new AppEvent;exports.CameraChangeEvent=new AppEvent;exports.ResetSceneEvent=new AppEvent;exports.AmbientOcclChangeEvent=new AppEvent;exports.ExplodeLevelChangeEvent=new AppEvent;exports.ActivateUIOpEvent=new AppEvent;exports.DeactivateUIOpEvent=new AppEvent;exports.UserUnitsChangeEvent=new AppEvent;exports.GLContextLostEvent=new AppEvent;exports.LicenseKeyEvent=new AppEvent;exports.ViewCreatedEvent=new AppEvent;exports.ViewLoadedEvent=new AppEvent;exports.ViewDeletedEvent=new AppEvent}));define("eDwExplodeCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwExplodeCmd=function(_super){__extends(eDwExplodeCmd,_super);function eDwExplodeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialLevel=_this.mViewer.getExplosionLevel();_this.mFinalLevel=NaN;return _this}eDwExplodeCmd.prototype.setLevel=function(iLevel){this.setExplosionLevel(iLevel);this.mFinalLevel=iLevel};eDwExplodeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mInitialLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.setExplosionLevel(this.mFinalLevel);return[2,true]}}))}))};eDwExplodeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();this.setExplosionLevel(this.mInitialLevel);this.mViewer.HCViewer.explodeManager.stop();return[2]}}))}))};Object.defineProperty(eDwExplodeCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwExplodeCmd.prototype.setExplosionLevel=function(iLevel){var explodeMgrHC=this.mViewer.HCViewer.explodeManager;if(!explodeMgrHC.getActive())explodeMgrHC.start();this.mViewer.setExplosionLevel(iLevel)};return eDwExplodeCmd}(eDwSupportsHistoryCmd);return eDwExplodeCmd}));define("eDwGenericError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwGenericError=function(_super){__extends(eDwGenericError,_super);function eDwGenericError(iMessage){return _super.call(this,"Generic Error",iMessage)||this}return eDwGenericError}(eDwBaseError);return eDwGenericError}));define("eDwGeomUtils",["require","exports","eDwTypes","utils"],(function(require,exports,eDwTypes_3,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cAbsAngleTol=exports.cAbsLengthTol=exports.isValidHCPoint=exports.isPoint3DInBox=exports.screenToWorld=exports.dropPointOnPlane=void 0;function dropPointOnPlane(iPtHC,iPlnHC){var dist=iPlnHC.distanceToPoint(iPtHC);var vecHC=iPlnHC.normal.copy();return vecHC.normalize().scale(-dist).add(iPtHC)}exports.dropPointOnPlane=dropPointOnPlane;function screenToWorld(iScreenPosHC,iViewHC){var cameraHC=iViewHC.getCamera();var pnt3DHC=cameraHC.getCameraPlaneIntersectionPoint(iScreenPosHC,iViewHC);console.debugLog("GeomUtils","Screen pt = "+JSON.stringify(iScreenPosHC)+" 3D pt = "+JSON.stringify(pnt3DHC));return pnt3DHC}exports.screenToWorld=screenToWorld;function isPoint3DInBox(iPt3HC,iBboxHC){var pntArr=[];iPt3HC.toArray(pntArr);var minPt=[];iBboxHC.min.toArray(minPt);var maxPt=[];iBboxHC.max.toArray(maxPt);console.debugLog("GeomUtils","3D pt = "+JSON.stringify(iPt3HC)+" Bounding box = "+JSON.stringify(iBboxHC));for(var i=0;i<3;++i){if(pntArr[i]<minPt[i]||pntArr[i]>maxPt[i])return false}return true}exports.isPoint3DInBox=isPoint3DInBox;function isValidHCPoint(iPntHC){if(!iPntHC)return false;if(iPntHC instanceof eDwTypes_3.HC.Point3){if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)||utils.isNaN(iPntHC.z)){return false}}else{if(utils.isNaN(iPntHC.x)||utils.isNaN(iPntHC.y)){return false}}return true}exports.isValidHCPoint=isValidHCPoint;exports.cAbsLengthTol=1e-6;exports.cAbsAngleTol=1e-9}));define("eDwHierNodeAttribArray",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true})}));define("eDwHierarchyNode",["require","exports","eDwNodeAttributes","utils","eDwTypes"],(function(require,exports,eDwNodeAttributes_1,utils,eDwTypes_4){"use strict";var eDwHierarchyNode=function(){function eDwHierarchyNode(iName,iCategory,iAttributes,iNodeIDHC,iParentNode,iModeView){this.Category=iCategory;this.HOOPSID=iNodeIDHC;this.mModelView=iModeView;this.mChildNameToHierNode={};this.mBoundingBoxNodeInfo={IDs:[],VisState:false};this.mParentNode=iParentNode;this.Name=iName;if("`"===iName.charAt(0)&&"`"===iName.charAt(iName.length-1)){this.Name=iName.slice(1,-1)}this.mAttribs={};$.extend(this.mAttribs,iAttributes);this.mReadOnlyAttribs={};$.extend(this.mReadOnlyAttribs,this.mAttribs);this.mReadOnlyOverrideAttribs={};if(this.mModelView){this.mModelView.Nodes[iNodeIDHC]=this}}eDwHierarchyNode.prototype.addChild=function(iName,iCategory,iAttribs,iNodeIDHC,iParentNode){var node=new eDwHierarchyNode(iName,iCategory,iAttribs,iNodeIDHC,iParentNode,this.mModelView);this.mChildNameToHierNode[iName]=node;return node};eDwHierarchyNode.prototype.getChildren=function(){return utils.makeArray(this.mChildNameToHierNode)};eDwHierarchyNode.prototype.getAllChildren=function(ioHierNodes){for(var name_1 in this.mChildNameToHierNode){var hierNode=this.mChildNameToHierNode[name_1];if(hierNode){ioHierNodes.push(hierNode);hierNode.getAllChildren(ioHierNodes)}}};eDwHierarchyNode.prototype.getChildrenAndKeys=function(){return this.mChildNameToHierNode};Object.defineProperty(eDwHierarchyNode.prototype,"Parent",{get:function(){return this.mParentNode},enumerable:false,configurable:true});eDwHierarchyNode.prototype.getModelView=function(){return this.mModelView};eDwHierarchyNode.prototype.getAttribs=function(iIgnoreActive){if(iIgnoreActive===void 0){iIgnoreActive=false}var attribs={};$.extend(attribs,this.mAttribs);$.extend(attribs,this.mReadOnlyOverrideAttribs);if(!iIgnoreActive&&!this.isActive()){$.extend(attribs,{Visible:false})}return attribs};eDwHierarchyNode.prototype.getInitialAttribs=function(){var attribs={};$.extend(attribs,this.mReadOnlyAttribs);return attribs};eDwHierarchyNode.prototype.setAttribs=function(iAttribs){var changedAttribNames=eDwNodeAttributes_1.eDwNodeAttributes.setAttribs(this.mAttribs,iAttribs);return changedAttribNames};eDwHierarchyNode.prototype.setOverrideAttribs=function(iAttribs){this.mReadOnlyOverrideAttribs={};var overridesExist=false;for(var attribName in iAttribs){if(this.mAttribs[attribName]!==iAttribs[attribName]){overridesExist=true;break}}if(overridesExist)$.extend(this.mReadOnlyOverrideAttribs,iAttribs);return Object.keys(iAttribs)};eDwHierarchyNode.prototype.mergeAttribs=function(iAttribs){this.mAttribs=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(this.mAttribs,iAttribs);return this.mAttribs};eDwHierarchyNode.prototype.getMergedChildrenAttribs=function(iTraverseOption,ioAccumAttrib){var attrib={};var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){attrib=ioAccumAttrib||attrib;for(var i=0;i<childNodeKeys.length;i++){var childHierNode=childHierNodes[childNodeKeys[i]];var childAttrib=childHierNode.getAttribs();attrib=eDwNodeAttributes_1.eDwNodeAttributes.mergeAttribs(attrib,childAttrib);if(iTraverseOption==="All"){childHierNode.getMergedChildrenAttribs(iTraverseOption,attrib)}}}return attrib};eDwHierarchyNode.prototype.syncAttribsWithChildren=function(iTraverseOption){if(iTraverseOption===void 0){iTraverseOption="DirectDescendantsOnly"}this.setAttribs(this.getMergedChildrenAttribs(iTraverseOption))};eDwHierarchyNode.prototype.propagateAttribsToChildren=function(iPropagatingAttribNames,iUseSetOverride,iTraverseOption){if(iUseSetOverride===void 0){iUseSetOverride=false}if(iTraverseOption===void 0){iTraverseOption="All"}var setMethod=iUseSetOverride?eDwHierarchyNode.prototype.setOverrideAttribs:eDwHierarchyNode.prototype.setAttribs;var changedHierNodes=[];var childHierNodes=this.mChildNameToHierNode;var childNodeKeys=Object.keys(childHierNodes);if(childNodeKeys.length){for(var i=0;i<childNodeKeys.length;i++){if(iPropagatingAttribNames&&iPropagatingAttribNames.length){for(var _i=0,iPropagatingAttribNames_1=iPropagatingAttribNames;_i<iPropagatingAttribNames_1.length;_i++){var attribName=iPropagatingAttribNames_1[_i];var attrib={};attrib[attribName]=this.mAttribs[attribName];var childHierNode=childHierNodes[childNodeKeys[i]];var changedAttribNames=setMethod.call(childHierNode,attrib);if(changedAttribNames.length){changedHierNodes.push(childHierNode)}if(iTraverseOption==="All"){var childrenChangedHierNodes=childHierNode.propagateAttribsToChildren(iPropagatingAttribNames,iUseSetOverride,iTraverseOption);Array.prototype.push.apply(changedHierNodes,childrenChangedHierNodes)}}}}}return changedHierNodes};eDwHierarchyNode.prototype.invertAttrib=function(iAttribName){this.mAttribs[iAttribName]=!this.mAttribs[iAttribName];return this.mAttribs};eDwHierarchyNode.prototype.getDisplayState=function(iOtherAttribs){var state=eDwNodeAttributes_1.NodeDisplayState.Invisible;var setVisible=this.mAttribs.Opaque!==undefined&&Object.keys(this.mAttribs).length===1&&iOtherAttribs&&iOtherAttribs.Visible;this.mAttribs.Visible=setVisible?true:this.mAttribs.Visible;if(this.mAttribs.Visible){var opaque=this.mAttribs.Opaque===undefined||this.mAttribs.Opaque;state=opaque?eDwNodeAttributes_1.NodeDisplayState.Visible:eDwNodeAttributes_1.NodeDisplayState.Transparent;if(iOtherAttribs&&iOtherAttribs.Opaque===false){state=eDwNodeAttributes_1.NodeDisplayState.Transparent}}return state};eDwHierarchyNode.prototype.find=function(iPropName,iPropValue,iIncludeThis,iRecurse,iStrictMatch){if(iIncludeThis===void 0){iIncludeThis=true}if(iRecurse===void 0){iRecurse=true}if(iStrictMatch===void 0){iStrictMatch=false}var hierNodes=[];function getHierNodeWithPropNameAndValue(iHierNode){var propValue=iHierNode[iPropName];if(propValue&&utils.isEqual(iPropValue,propValue,iStrictMatch)){hierNodes.push(iHierNode)}}function getChildHierNodesWithPropNameAndValue(iHierNode){for(var childNodeName in iHierNode.mChildNameToHierNode){var childHierNode=iHierNode.mChildNameToHierNode[childNodeName];getHierNodeWithPropNameAndValue(childHierNode);if(iRecurse){getChildHierNodesWithPropNameAndValue(childHierNode)}}}if(iIncludeThis)getHierNodeWithPropNameAndValue(this);getChildHierNodesWithPropNameAndValue(this);return hierNodes};eDwHierarchyNode.prototype.getAllHierNodesWithChangedAttribs=function(ioHierNodes){if(!utils.isEqual(this.getInitialAttribs(),this.mAttribs)){ioHierNodes.push(this)}for(var key in this.mChildNameToHierNode){this.mChildNameToHierNode[key].getAllHierNodesWithChangedAttribs(ioHierNodes)}};eDwHierarchyNode.prototype.showBoundingBox=function(iViewer,iState){return __awaiter(this,void 0,void 0,(function(){var model,isVisible,beautifulGreen,bboxHC,width,height,length_1,scale,vmin,vmax,p0,p1,p2,p3,polylineData,rgba,i,tmp,boxMesh,modelHC,key,meshInstance,nodeID;return __generator(this,(function(_a){switch(_a.label){case 0:model=iViewer.getModel();isVisible=!this.mBoundingBoxNodeInfo||!this.mBoundingBoxNodeInfo.IDs.length||!this.mBoundingBoxNodeInfo.VisState?false:true;if(iState==="on"&&isVisible)return[2,true];if(iState==="off"||iState==="toggle"&&isVisible){this.mBoundingBoxNodeInfo.VisState=false;model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,false);return[2,false]}return[4,model.activateModelView(this.mModelView)];case 1:_a.sent();this.mBoundingBoxNodeInfo.VisState=true;if(!!this.mBoundingBoxNodeInfo.IDs.length)return[3,5];beautifulGreen=new eDwTypes_4.HC.Color(0,255,0);return[4,model.getBoundingBoxOfIDsHC([this.HOOPSID])];case 2:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2,false];width=bboxHC.max.x-bboxHC.min.x;height=bboxHC.max.y-bboxHC.min.y;length_1=Math.max(width,height);scale=.05/2;vmin=new eDwTypes_4.HC.Point3(bboxHC.min.x-length_1*scale,bboxHC.min.y-length_1*scale,bboxHC.min.z);vmax=new eDwTypes_4.HC.Point3(bboxHC.max.x+length_1*scale,bboxHC.max.y+length_1*scale,bboxHC.max.z);p0=new eDwTypes_4.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_4.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_4.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_4.HC.Point3(vmax.x,vmin.y,vmax.z);polylineData=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_4.HC.MeshData;boxMesh.addPolyline(polylineData,rgba);modelHC=model.getHCModel();return[4,modelHC.createMesh(boxMesh)];case 3:key=_a.sent();meshInstance=new eDwTypes_4.HC.MeshInstanceData(key);return[4,modelHC.createMeshInstance(meshInstance,0)];case 4:nodeID=_a.sent();this.mBoundingBoxNodeInfo.IDs.push(nodeID);_a.label=5;case 5:model.setVisibilityForNodesHC(this.mBoundingBoxNodeInfo.IDs,true);return[2,true]}}))}))};eDwHierarchyNode.prototype.isSelectable=function(){return this.mAttribs.Selectable};eDwHierarchyNode.prototype.isActive=function(){var activeModelView=this.mModelView.Model.getActiveModelView();return this.mModelView===activeModelView?true:false};eDwHierarchyNode.prototype.resetAttribs=function(){var changedHierNodes=[];this.getAllHierNodesWithChangedAttribs(changedHierNodes);for(var _i=0,changedHierNodes_1=changedHierNodes;_i<changedHierNodes_1.length;_i++){var changedHierNode=changedHierNodes_1[_i];changedHierNode.mAttribs=changedHierNode.getInitialAttribs()}return changedHierNodes};eDwHierarchyNode.create=function(iAttribs){return new eDwHierarchyNode("","",iAttribs?iAttribs:{},Number.NaN,null,null)};eDwHierarchyNode.findPropagatingAttribNames=function(iChangedAttribNames){var propagatingAttribNames=eDwHierarchyNode.sPropagatingAttribNames;var changedPropAttribNames=[];for(var _i=0,iChangedAttribNames_1=iChangedAttribNames;_i<iChangedAttribNames_1.length;_i++){var attribName=iChangedAttribNames_1[_i];if(propagatingAttribNames.indexOf(attribName)>-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i<currCmdIndex;i++){activeCmds.push(currStackElem.Stack[i])}}return activeCmds};eDwHistoryMgr.prototype.getCurrStackElem=function(){return this.mCmdStacksStack[this.mCmdStacksStack.length-1]};return eDwHistoryMgr}();var eDwCmdStacksElem=function(){function eDwCmdStacksElem(){this.mCmdStack=[];this.mCurrCmdIndex=-1}Object.defineProperty(eDwCmdStacksElem.prototype,"Stack",{get:function(){return this.mCmdStack},enumerable:false,configurable:true});eDwCmdStacksElem.prototype.getCurrCmdIndex=function(){return this.mCurrCmdIndex};eDwCmdStacksElem.prototype.incrementCurrCmdIndex=function(iIndex){if(typeof iIndex!=="number")return;this.mCurrCmdIndex+=iIndex};return eDwCmdStacksElem}();return eDwHistoryMgr}));define("eDwKeyMgr",["require","exports","eDwUIHTMLEventMgr","eDwTypes","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwTypes_5,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwKeyMgr=void 0;var eDwKeyMgr=function(){function eDwKeyMgr(){var _this=this;window.frames.focus();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;var processKeyEventFunc=function(iEvent){var keyEventJQ=iEvent;if(iEvent.type==="keydown"){_this.mDownKeys[keyEventJQ.key]=true}else if(iEvent.type=="keyup"){delete _this.mDownKeys[keyEventJQ.key]}else{return}var eventHandlers=_this.mKeyEventHandlers[iEvent.type][keyEventJQ.key];for(var i in eventHandlers){var eventHandler=eventHandlers[i];if(l_isEqual(keyEventJQ,eventHandler.Modifiers)){eventHandler.KeyFunc(keyEventJQ)}}};this.mUIHTMLEventMgr.addEventHandler("document","keydown",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keyup",processKeyEventFunc);this.mUIHTMLEventMgr.addEventHandler("document","keypress",processKeyEventFunc);this.mKeyEventHandlers={};this.mKeyEventHandlers["keydown"]={};this.mKeyEventHandlers["keyup"]={};this.mKeyEventHandlers["keypress"]={};this.mDownKeys={}}eDwKeyMgr.get=function(){if(!eDwKeyMgr.sKeyMgr){eDwKeyMgr.sKeyMgr=new eDwKeyMgr}return eDwKeyMgr.sKeyMgr};eDwKeyMgr.prototype.add=function(iKeyInfo,iEventName,iFunc){var eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key];if(!eventHandlers){eventHandlers=this.mKeyEventHandlers[iEventName][iKeyInfo.key]={}}var keyModifiers=l_getKeyModifiers(iKeyInfo);this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]={Modifiers:iKeyInfo,KeyFunc:iFunc}};eDwKeyMgr.prototype.remove=function(iKeyInfo,iEventName){var keyModifiers=l_getKeyModifiers(iKeyInfo);delete this.mKeyEventHandlers[iEventName][iKeyInfo.key][keyModifiers]};eDwKeyMgr.prototype.isDown=function(iKey){return this.mDownKeys[iKey]?true:false};eDwKeyMgr.isLMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="left"?true:false};eDwKeyMgr.isMMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="middle"?true:false};eDwKeyMgr.isRMBPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="right"?true:false};eDwKeyMgr.isAnyPressed=function(iEvent){return eDwKeyMgr.getMouseButtonPressed(iEvent)==="none"?false:true};eDwKeyMgr.getMouseButtonPressed=function(iEvent){var buttonPressed="none";if(utils.isOfType(iEvent,"which")){if(utils.isNumber(iEvent.which)){switch(iEvent.which){case 0:buttonPressed="none";break;case 1:buttonPressed="left";break;case 2:buttonPressed="middle";break;case 3:buttonPressed="right";break;default:break}}else{switch(iEvent.button){case 0:return buttonPressed="none";break;case 1:return buttonPressed="left";break;case 4:return buttonPressed="middle";break;case 2:return buttonPressed="right";break;default:break}}return buttonPressed}else{if(iEvent.getButtons()===eDwTypes_5.HC.Buttons.None){switch(iEvent.getButton()){case eDwTypes_5.HC.Button.None:buttonPressed="none";break;case eDwTypes_5.HC.Button.Left:buttonPressed="left";break;case eDwTypes_5.HC.Button.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Button.Right:buttonPressed="right";break;default:break}return buttonPressed}}switch(iEvent.getButtons()){case eDwTypes_5.HC.Buttons.None:buttonPressed="none";break;case eDwTypes_5.HC.Buttons.Left:buttonPressed="left";break;case eDwTypes_5.HC.Buttons.Middle:buttonPressed="middle";break;case eDwTypes_5.HC.Buttons.Right:buttonPressed="right";break;default:break}return buttonPressed};return eDwKeyMgr}();exports.eDwKeyMgr=eDwKeyMgr;function l_isEqual(iKey1,iKey2){var numMatch=0;var compareFields=["altKey","ctrlKey","metaKey","shiftKey"];for(var _i=0,compareFields_1=compareFields;_i<compareFields_1.length;_i++){var i=compareFields_1[_i];if(iKey1[i]===iKey2[i])++numMatch}return numMatch===Object.keys(iKey2).length-1?true:false}function l_getKeyModifiers(iKeyInfo){var keyModifiers="";for(var key in iKeyInfo){if(key.indexOf("Key")>-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i<iNodeIDsHC_1.length;_i++){var nodeIDHC=iNodeIDsHC_1[_i];if(!this.mNodeIDHCToHierNodeMap[nodeIDHC]){this.mNodeIDHCToHierNodeMap[nodeIDHC]=iModel.getHierarchyNode(nodeIDHC)}}};eDwLayer.prototype.getName=function(){return this.mName};eDwLayer.prototype.getIDHC=function(){return this.mIDHC};eDwLayer.prototype.getAttribs=function(){return eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs)};eDwLayer.prototype.setAttribs=function(iSrcAttribs){if(utils.isEqual(this.mAttribs,iSrcAttribs,true))return false;this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iSrcAttribs);return true};eDwLayer.prototype.resetAttribs=function(){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mInitAttribs)};eDwLayer.prototype.mergeAttribs=function(iSrcAttribs){this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.mergeAttribs(this.mAttribs,iSrcAttribs)};eDwLayer.prototype.getNodeIDsHC=function(){var nodeIDsHC=[];for(var nodeIDHCStr in this.mNodeIDHCToHierNodeMap){nodeIDsHC.push(parseInt(nodeIDHCStr,10))}return nodeIDsHC};eDwLayer.prototype.getHCNodesAndAttribs=function(ioNodeIDsHCAndAttribs){var nodeOnLayerIDsHC=this.getNodeIDsHC();for(var _i=0,nodeOnLayerIDsHC_1=nodeOnLayerIDsHC;_i<nodeOnLayerIDsHC_1.length;_i++){var nodeOnLayerIDHC=nodeOnLayerIDsHC_1[_i];var combinedAttribs=this.getCombinedAttribsForHCNode(nodeOnLayerIDHC);if(!combinedAttribs)continue;ioNodeIDsHCAndAttribs.push({IDHC:nodeOnLayerIDHC,Attribs:combinedAttribs})}};eDwLayer.prototype.getCombinedAttribsForHCNode=function(iNodeIDHC){var parentHierNode=this.mNodeIDHCToHierNodeMap[iNodeIDHC];if(!parentHierNode)return undefined;var detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(this.mAttribs);while(parentHierNode){detachedAttribs=eDwNodeAttributes_2.eDwNodeAttributes.intersectAttribs(detachedAttribs,parentHierNode.getAttribs());parentHierNode=parentHierNode.Parent}return detachedAttribs};return eDwLayer}();return eDwLayer}));define("eDwMBDNoteMgr",["require","exports","eDwTypes","eDwGeomUtils"],(function(require,exports,eDwTypes_6,eDwGeomUtils){"use strict";var MBDNote=function(){function MBDNote(iViewer,iRefPntHC,iCurPntHC,nodeId){var modelHC=iViewer.getModel().getHCModel();var viewHC=iViewer.getHCView();this.mViewer=iViewer;this.mRefPntHC=iRefPntHC.copy();this.mNodeId=nodeId;var rPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.fromPoint3(iViewer.getHCView().projectPoint(iCurPntHC));this.mOffset=eDwTypes_6.HC.Point2.subtract(cPos2,rPos2);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);this.mOffsetLen=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3).length();var cDelta=eDwTypes_6.HC.Point3.subtract(cPos3,iCurPntHC);var matrix=new eDwTypes_6.HC.Matrix;matrix.loadIdentity();matrix.setTranslationComponent(cDelta.x,cDelta.y,cDelta.z);var nodeMatrix=modelHC.getNodeMatrix(nodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,matrix);modelHC.setNodeMatrix(nodeId,nodeMatrix);this.mOrigPos=cPos3.copy();var camera=this.mViewer.getHCView().getCamera();this.mOrigCamMatrix=camera.getMatrixFromCamera().copy();this.mOrigModMatrix=modelHC.getNodeMatrix(nodeId)}MBDNote.prototype.updatePos=function(){var viewHC=this.mViewer.getHCView();var modelHC=this.mViewer.getModel().getHCModel();var rPos2=eDwTypes_6.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(this.mRefPntHC));var cPos2=eDwTypes_6.HC.Point2.add(rPos2,this.mOffset);var rPos3=eDwGeomUtils.screenToWorld(rPos2,viewHC);var cPos3=eDwGeomUtils.screenToWorld(cPos2,viewHC);var crDelta=eDwTypes_6.HC.Point3.subtract(cPos3,rPos3);crDelta.normalize();crDelta.scale(this.mOffsetLen);cPos3=eDwTypes_6.HC.Point3.add(rPos3,crDelta);var posDelta=eDwTypes_6.HC.Point3.subtract(cPos3,this.mOrigPos);var revTransMat=new eDwTypes_6.HC.Matrix;var transMat=new eDwTypes_6.HC.Matrix;var extraTransMat=new eDwTypes_6.HC.Matrix;revTransMat.setTranslationComponent(-this.mOrigPos.x,-this.mOrigPos.y,-this.mOrigPos.z);transMat.setTranslationComponent(this.mOrigPos.x,this.mOrigPos.y,this.mOrigPos.z);extraTransMat.setTranslationComponent(posDelta.x,posDelta.y,posDelta.z);this.mOrigPos=cPos3.copy();var nodeMatrix=this.mOrigModMatrix.copy();var camera=viewHC.getCamera();var curCamMatrix=camera.getMatrixFromCamera().copy();var oriCamMatrix=this.mOrigCamMatrix.copy();var oriCamMatrixR=oriCamMatrix.inverseAndDeterminant()[0];this.mOrigCamMatrix=curCamMatrix.copy();var rotMatrix=eDwTypes_6.HC.Matrix.multiply(revTransMat,oriCamMatrixR);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,curCamMatrix);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,transMat);rotMatrix=eDwTypes_6.HC.Matrix.multiply(rotMatrix,extraTransMat);nodeMatrix=modelHC.getNodeMatrix(this.mNodeId);nodeMatrix=eDwTypes_6.HC.Matrix.multiply(nodeMatrix,rotMatrix);modelHC.setNodeMatrix(this.mNodeId,nodeMatrix,false)};return MBDNote}();var eDwMBDNoteMgr=function(){function eDwMBDNoteMgr(iViewer){this.mNotes=[];this.mViewer=iViewer}eDwMBDNoteMgr.prototype.addNote=function(nodeId,refBox){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var model,boxHC;return __generator(this,(function(_a){switch(_a.label){case 0:model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC([nodeId])];case 1:boxHC=_a.sent();if(boxHC.isDegenerate())return[2];this.mNotes.push(new MBDNote(this.mViewer,refBox.center(),boxHC.center(),nodeId));return[2]}}))}))})();return true};eDwMBDNoteMgr.prototype.updateNote=function(){var len=this.mNotes.length;for(var i=0;i<len;++i){this.mNotes[i].updatePos()}};return eDwMBDNoteMgr}();return eDwMBDNoteMgr}));define("eDwModel",["require","exports","eDwEventMgr","eDwHierarchyNode","eDwModelView","eDwLayer","eDwNodeAttributes","eDwEvents","eDwTypes","eDwUnits","utils"],(function(require,exports,eDwEventMgr,eDwHierarchyNode,eDwModelView,eDwLayer,eDwNodeAttributes_3,eDwEvents_2,eDwTypes_7,eDwUnits_1,utils){"use strict";var eDwModel=function(){function eDwModel(iViewer){this.mViewer=iViewer;this.mModelHC=iViewer.HCViewer.model;this.mModelViews=[];this.mLayers=[];this.mInitialModelView=this.mActiveModelView=null;this.mCategory="UNKNOWN";this.mOrigin="";this.mBox=new eDwTypes_7.HC.Box;this.mProperties=$([]);this.setUserUnits({Length:eDwUnits_1.cDefaultLengthUnit,Angle:eDwUnits_1.cDefaultAngleUnit});this.mModelHC.setEnableAutomaticUnitScaling(false);this.mModelHC.setBehaviorInitiallyHidden(false);this.calculateBoundingBox()}eDwModel.prototype.initModelData=function(){return __awaiter(this,void 0,void 0,(function(){var bbox,nodeProps,modelViews,_loop_1,this_1,_i,modelViews_1,modelView,state_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mViewer)return[2];bbox=this.getBoundingBox();if(!bbox.extents().equals(eDwTypes_7.HC.Point3.zero()))return[3,2];return[4,this.calculateBoundingBox()];case 1:_a.sent();_a.label=2;case 2:this.mViewer.initializeManagers();return[4,this.mModelHC.getNodeProperties(this.getModelIDHC())];case 3:nodeProps=_a.sent();if(nodeProps)this.loadProperties(nodeProps);modelViews=this.getModelViews();_loop_1=function(modelView){var attribs=modelView.Hierarchy.getInitialAttribs();if(attribs.Visible){this_1.mActiveModelView=modelView;this_1.mInitialModelView=this_1.mActiveModelView;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelView)];case 1:_a.sent();return[2]}}))}))})();return{value:void 0}}};this_1=this;for(_i=0,modelViews_1=modelViews;_i<modelViews_1.length;_i++){modelView=modelViews_1[_i];state_1=_loop_1(modelView);if(typeof state_1==="object")return[2,state_1.value]}if(modelViews.length){console.warn("There is no active model view."+"  Defaulting to first.");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveModelView(modelViews[0])];case 1:_a.sent();return[2]}}))}))})();return[2]}console.warn("There are no model views in this model.");return[2]}}))}))};eDwModel.prototype.getBoundingBox=function(){return this.mBox};eDwModel.prototype.calculateBoundingBox=function(iIgnoreInvisible,iIncludeExcluded){if(iIgnoreInvisible===void 0){iIgnoreInvisible=true}if(iIncludeExcluded===void 0){iIncludeExcluded=false}return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:_a=this;return[4,this.mModelHC.getModelBounding(iIgnoreInvisible,iIncludeExcluded)];case 1:_a.mBox=_b.sent();return[2,this.mBox]}}))}))};eDwModel.prototype.getBoundingBoxOfIDsHC=function(iUDsHC){return __awaiter(this,void 0,void 0,(function(){var bboxHC,iExcp_5;return __generator(this,(function(_a){switch(_a.label){case 0:bboxHC=eDwTypes_7.HC.Box.invalid();if(!(iUDsHC&&iUDsHC.length))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesBounding(iUDsHC)];case 2:bboxHC=_a.sent();return[3,4];case 3:iExcp_5=_a.sent();console.debugLog("Model",iExcp_5.message);return[3,4];case 4:return[2,bboxHC]}}))}))};eDwModel.prototype.getLayers=function(){return this.mLayers};eDwModel.prototype.getUserUnits=function(){return $.extend({},this.mUserUnits)};eDwModel.prototype.setUserUnits=function(iUserUnits){var _this=this;if(utils.isEqual(this.mUserUnits,iUserUnits))return;this.mUserUnits=$.extend({},iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.UserUnitsChangeEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwModel.prototype.getValueWithUnit=function(iValue,iUnitType){var _this=this;var cUnitScaleFactor={degree:1,radian:Math.PI/180,millimeter:c_lengthUnitToMMFactor,centimeter:c_lengthUnitToMMFactor/10,meter:c_lengthUnitToMMFactor/1e3,inch:c_lengthUnitToMMFactor/25.4,foot:c_lengthUnitToMMFactor/304.8,footAndInch:NaN};function l_getScaledValue(iNonScaledVal,iUnit){var scale=cUnitScaleFactor[iUnit];return iUnitType==="Area"?iNonScaledVal*scale*scale:iNonScaledVal*scale}var cCommonUnitFormat="${val}${unit}";function l_getFormattedScaledValue(iVal,iUnit,iUserUnitLabel){var val=l_getScaledValue(iVal,iUnit);return utils.formatString(cCommonUnitFormat,val.toFixed(2),iUserUnitLabel)}var basicUserUnitResults={degree:function(iVal){return l_getFormattedScaledValue(iVal,"degree","deg")},radian:function(iVal){return l_getFormattedScaledValue(iVal,"radian","rad")},millimeter:function(iVal){return l_getFormattedScaledValue(iVal,"millimeter","mm")},centimeter:function(iVal){return l_getFormattedScaledValue(iVal,"centimeter","cm")},meter:function(iVal){return l_getFormattedScaledValue(iVal,"meter","m")},inch:function(iVal){return l_getFormattedScaledValue(iVal,"inch","in")},foot:function(iVal){return l_getFormattedScaledValue(iVal,"foot","ft")},footAndInch:function(iVal){var signFactor=iVal<0?-1:1;var absValue=Math.abs(iVal);var footVal=Math.floor(l_getScaledValue(absValue,"foot"));var footValInDBUnits=footVal/l_getScaledValue(1,"foot");var inchVal=l_getScaledValue(absValue-footValInDBUnits,"inch")*signFactor;var formattedString=utils.formatString("${inchVal}in",inchVal.toFixed(2));if(footVal>.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i<iHierNodes_1.length;_i++){hierNode=iHierNodes_1[_i];if(!hierNode||utils.isNaN(hierNode.HOOPSID))continue;changedAttribNames=hierNode.setAttribs(iAttribs);propagatingAttribNames=eDwHierarchyNode.findPropagatingAttribNames(changedAttribNames);if(propagatingAttribNames.length){changedHierNodes.push(hierNode);changedChildHierNodes=hierNode.propagateAttribsToChildren(propagatingAttribNames);Array.prototype.push.apply(changedHierNodes,changedChildHierNodes);parentHierNode=hierNode.Parent;if(parentHierNode&&parentHierNode.Parent){for(_a=0,propagatingAttribNames_1=propagatingAttribNames;_a<propagatingAttribNames_1.length;_a++){attribName=propagatingAttribNames_1[_a];attrib={};attrib[attribName]=iAttribs[attribName];parentAttrib=parentHierNode.getAttribs();value=parentAttrib[attribName];if(value){if(value!==attrib[attribName]){mergedAttrib=parentHierNode.getMergedChildrenAttribs("DirectDescendantsOnly");if(!mergedAttrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}else{if(value!==attrib[attribName]){parentHierNode.setAttribs(attrib);parentIDHC=parentHierNode.HOOPSID;changedAncestorHierNodeMap[parentIDHC]=parentHierNode}}}}}}changedHierNodesAndAttribs=l_makeNodeAttribArray(changedHierNodes,null,false);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 1:_b.sent();for(changedHCNodeID in changedAncestorHierNodeMap){ancHierNode=changedAncestorHierNodeMap[changedHCNodeID];changedHierNodes.push(ancHierNode);changedHierNodesAndAttribs.push({HierNode:ancHierNode,Attribs:iAttribs})}if(!changedHierNodes.length)return[3,3];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 2:_b.sent();_b.label=3;case 3:return[2]}}))}))};eDwModel.prototype.setAttribs=function(iNodesWithAttribs){return __awaiter(this,void 0,void 0,(function(){var nodesWithAttribs,_i,nodesWithAttribs_1,nodeWithAttrib;return __generator(this,(function(_a){switch(_a.label){case 0:nodesWithAttribs=iNodesWithAttribs;_i=0,nodesWithAttribs_1=nodesWithAttribs;_a.label=1;case 1:if(!(_i<nodesWithAttribs_1.length))return[3,4];nodeWithAttrib=nodesWithAttribs_1[_i];return[4,this.setAttribOnHierNodes([nodeWithAttrib.HierNode],nodeWithAttrib.Attribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[2]}}))}))};eDwModel.prototype.setOverrideAttribOnHierNodes=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var overriddenHierNodesAndAttribs,_i,iHierNodesAndAttribs_1,hierNodeAndAttribs,hierNode,attribs,childHierNodesAndAttribs,childNodesAndKeys,key;return __generator(this,(function(_a){switch(_a.label){case 0:overriddenHierNodesAndAttribs=[];_i=0,iHierNodesAndAttribs_1=iHierNodesAndAttribs;_a.label=1;case 1:if(!(_i<iHierNodesAndAttribs_1.length))return[3,4];hierNodeAndAttribs=iHierNodesAndAttribs_1[_i];hierNode=hierNodeAndAttribs.HierNode;attribs=hierNodeAndAttribs.Attribs;hierNode.setOverrideAttribs(attribs);overriddenHierNodesAndAttribs.push({HierNode:hierNode,Attribs:hierNode.getAttribs()});childHierNodesAndAttribs=[];childNodesAndKeys=hierNode.getChildrenAndKeys();for(key in childNodesAndKeys){childHierNodesAndAttribs.push({HierNode:childNodesAndKeys[key],Attribs:attribs})}return[4,this.setOverrideAttribOnHierNodes(childHierNodesAndAttribs)];case 2:_a.sent();_a.label=3;case 3:_i++;return[3,1];case 4:return[4,this.syncHCNodesState(overriddenHierNodesAndAttribs)];case 5:_a.sent();if(!overriddenHierNodesAndAttribs.length)return[3,7];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,overriddenHierNodesAndAttribs)];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.isAssembly=function(){return this.mCategory==="ASSEMBLY"?true:false};eDwModel.prototype.isPart=function(){return this.mCategory==="PART"?true:false};eDwModel.prototype.isDrawing=function(){return this.mCategory==="DRAWING"?true:false};eDwModel.prototype.getNodeType=function(iNodeID){return utils.isNaN(iNodeID)?eDwTypes_7.HC.NodeType.Unknown:this.mModelHC.getNodeType(iNodeID)};eDwModel.prototype.getHierarchyNode=function(iIDHC){var modelHC=this.getHCModel();var modelViews=this.getModelViews();var i=0;var modelView;var hierNode;while(i<modelViews.length&&(modelView=modelViews[i++])&&!hierNode){var nodeType=this.getNodeType(iIDHC);var nodeIDHC=iIDHC;hierNode=modelView.Nodes[nodeIDHC];while(hierNode&&(!hierNode.isSelectable()&&hierNode!==modelView.Hierarchy)||!hierNode&&nodeType!==eDwTypes_7.HC.NodeType.Unknown){var parentNodeIDHC=modelHC.getNodeParent(nodeIDHC);nodeType=this.getNodeType(parentNodeIDHC);nodeIDHC=parentNodeIDHC||0;hierNode=modelView.Nodes[nodeIDHC]}}return hierNode};eDwModel.prototype.getModelViews=function(){return this.mModelViews};eDwModel.prototype.getActiveModelView=function(){return this.mActiveModelView};eDwModel.prototype.activateModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(iModelView===this.mActiveModelView)return[2];return[4,this.setActiveModelView(iModelView)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getFileOriginType=function(){return this.mOrigin};eDwModel.prototype.resetToDefault=function(){return __awaiter(this,void 0,void 0,(function(){var _i,_a,layer,changedHierNodesAndAttribs,modelViews,_b,modelViews_2,modelView;return __generator(this,(function(_c){switch(_c.label){case 0:for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.resetAttribs()}return[4,this.setActiveModelView(this.mInitialModelView)];case 1:_c.sent();changedHierNodesAndAttribs=l_makeNodeAttribArray(this.mActiveModelView.resetAttribs());return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_c.sent();modelViews=this.getModelViews();for(_b=0,modelViews_2=modelViews;_b<modelViews_2.length;_b++){modelView=modelViews_2[_b];if(modelView!==this.mActiveModelView){modelView.resetAttribs()}}return[2]}}))}))};eDwModel.prototype.syncLayersAttribsState=function(){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndAttribs,_i,_a,layer;return __generator(this,(function(_b){switch(_b.label){case 0:nodeIDsHCAndAttribs=[];for(_i=0,_a=this.mLayers;_i<_a.length;_i++){layer=_a[_i];layer.getHCNodesAndAttribs(nodeIDsHCAndAttribs)}return[4,this.setHCToAttrib(nodeIDsHCAndAttribs)];case 1:_b.sent();return[2]}}))}))};eDwModel.prototype.getProperty=function(iPropName){for(var i=0;i<this.mProperties.length;i++){var property=$(this.mProperties[i]);var propName=property.attr("name");if(propName===iPropName)return property.attr("val")}return""};eDwModel.prototype.isVisibleForNodeHC=function(iNodeIDHC){return this.mModelHC.getNodeVisibility(iNodeIDHC)};eDwModel.prototype.setVisibilityForNodesHC=function(iNodeIDsHC,iVisible){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibility(iNodeIDsHC,iVisible)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.setVisibilitiesForNodesHC=function(iNodeIDVisMapHC){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mModelHC.setNodesVisibilities(iNodeIDVisMapHC)];case 1:_a.sent();return[2]}}))}))};eDwModel.prototype.getOpacityForNodeHC=function(iNodeIDHC){return __awaiter(this,void 0,void 0,(function(){var opacity,opacities,iErrorMsg_1;return __generator(this,(function(_a){switch(_a.label){case 0:opacity=NaN;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.mModelHC.getNodesOpacity([iNodeIDHC])];case 2:opacities=_a.sent();if(opacities.length)opacity=opacities[0];return[3,4];case 3:iErrorMsg_1=_a.sent();return[3,4];case 4:return[2,opacity]}}))}))};eDwModel.prototype.setOpacityForNodesHC=function(iNodeIDsHC,iOpacity){this.mModelHC.setNodesOpacity(iNodeIDsHC,iOpacity)};eDwModel.prototype.getModelIDHC=function(){return 0};eDwModel.prototype.parseHierarchy=function(iConfig,ioParentHierNode,iXMLNode,iParseDepth){if(iParseDepth!==undefined&&iParseDepth===0||this.isPart()){return}var children=$(iXMLNode).children("body,assembly,view");for(var i=0;i<children.length;i++){var childJQ=$(children[i]);var elemTag=childJQ.prop("tagName");var nodeProps=l_getProperties(childJQ);var attribs=l_getPropsAsAttribs(nodeProps);var newChild=ioParentHierNode.addChild(nodeProps.Name,elemTag,attribs,nodeProps.HOOPSID,ioParentHierNode);this.parseHierarchy(iConfig,newChild,childJQ,iParseDepth-1)}};eDwModel.prototype.loadProperties=function(iPropsMapHC){var propsToParse=iPropsMapHC.eDrawingsXMLData;console.debugLog("ViewerLoad","extra model data = "+propsToParse);var docJQ=$($.parseXML(propsToParse));var data=docJQ.find("sceneData");if(data.length>0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i<modelViews_3.length;_i++){var modelView=modelViews_3[_i];var childHierNodes=modelView.Hierarchy.getChildren();var assemRootHierNode=childHierNodes[0];assemRootHierNode.Name=decodeURIComponent(assemRootHierNode.Name)}}}if(this.getModelViews().length===0){var attrib={Visible:true};this.mModelViews.push(new eDwModelView("eDrawingsDefault","config",attrib,this.getModelIDHC(),this))}};eDwModel.prototype.processLayers=function(iPropsMapHC){var _this=this;this.mModelHC.getLayers().forEach((function(iLayerName,iLayerIDHC){if(!iLayerName)return;var attribs={Visible:iPropsMapHC[iLayerName]!=="off"};var layer=new eDwLayer(iLayerName,iLayerIDHC,attribs);_this.mLayers.push(layer);layer.addNodes(_this.mModelHC.getNodesFromLayer(iLayerIDHC),_this)}))};eDwModel.prototype.setActiveModelView=function(iModelView){return __awaiter(this,void 0,void 0,(function(){var oldModelView,changedHierNodesAndAttribs,visAttrib,invisAttrib,iError_1;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iModelView)return[3,7];oldModelView=this.mActiveModelView;this.mActiveModelView=iModelView;changedHierNodesAndAttribs=[];_a.label=1;case 1:_a.trys.push([1,5,,6]);visAttrib={Visible:true};invisAttrib={Visible:false};if(oldModelView&&oldModelView!==iModelView){changedHierNodesAndAttribs=l_makeNodeAttribArray(oldModelView.Hierarchy.find("mAttribs",visAttrib),invisAttrib);oldModelView.Hierarchy.setAttribs(invisAttrib)}if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("Before set active view = true")}changedHierNodesAndAttribs.push({HierNode:this.mActiveModelView.Hierarchy,Attribs:visAttrib});Array.prototype.push.apply(changedHierNodesAndAttribs,l_makeNodeAttribArray(this.mActiveModelView.Hierarchy.find("mAttribs",invisAttrib,false)));this.mActiveModelView.Hierarchy.setAttribs(visAttrib);return[4,this.syncHCNodesState(changedHierNodesAndAttribs)];case 2:_a.sent();if(!changedHierNodesAndAttribs.length)return[3,4];return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.NodeAttribChangeEvent,this.mViewer,changedHierNodesAndAttribs)];case 3:_a.sent();_a.label=4;case 4:if(this.mViewer.ViewerFeatureOpts.Debug){this.dumpModelViewStateHC("After set active view = true")}this.mViewer.ViewMgr.setCamera(iModelView.getDefaultCamera(),400);return[3,6];case 5:iError_1=_a.sent();console.debugLog("NodeVisibility","activateModelView failed to set node visibilities.");console.error(iError_1);return[3,6];case 6:(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_notifyModelViewChange(this.mViewer,iModelView,this.isPart())];case 1:_a.sent();return[2]}}))}))})();_a.label=7;case 7:return[2]}}))}))};eDwModel.prototype.setHCToAttrib=function(iNodeIDsHCAndAttribs){return __awaiter(this,void 0,void 0,(function(){var _i,iNodeIDsHCAndAttribs_1,nodeIDHCAndAttribs,nodeIDHC,attribs,oldVisibility,oldOpacity,nodeNameHC,opacity,newVisibility;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iNodeIDsHCAndAttribs.length)return[2];_i=0,iNodeIDsHCAndAttribs_1=iNodeIDsHCAndAttribs;_a.label=1;case 1:if(!(_i<iNodeIDsHCAndAttribs_1.length))return[3,7];nodeIDHCAndAttribs=iNodeIDsHCAndAttribs_1[_i];nodeIDHC=nodeIDHCAndAttribs.IDHC;attribs=nodeIDHCAndAttribs.Attribs;oldVisibility=void 0;oldOpacity=void 0;nodeNameHC=void 0;if(!this.mViewer.ViewerFeatureOpts.Debug)return[3,3];return[4,this.getOpacityForNodeHC(nodeIDHC)];case 2:oldOpacity=_a.sent();oldVisibility=this.isVisibleForNodeHC(nodeIDHC);nodeNameHC=this.mModelHC.getNodeName(nodeIDHC);_a.label=3;case 3:if(!(oldVisibility!==attribs.Visible))return[3,5];return[4,this.setVisibilityForNodesHC([nodeIDHC],attribs.Visible)];case 4:_a.sent();_a.label=5;case 5:opacity=attribs.Opaque===undefined?NaN:attribs.Opaque?1:.5;if(attribs.Visible&&utils.isNumber(opacity)){this.setOpacityForNodesHC([nodeIDHC],opacity)}if(this.mViewer.ViewerFeatureOpts.Debug){newVisibility=this.isVisibleForNodeHC(nodeIDHC);console.debugLog("NodeVisibility","HC Node (name = "+nodeNameHC+", ID = "+nodeIDHC+") | old visibility = "+oldVisibility+" | new visibility = "+newVisibility+" | intended visibility = "+attribs.Visible+" | old opacity = "+oldOpacity+" | intended opacity = "+opacity)}_a.label=6;case 6:_i++;return[3,1];case 7:return[2]}}))}))};eDwModel.prototype.syncHCNodesState=function(iHierNodesAndAttribs){return __awaiter(this,void 0,void 0,(function(){var nodeIDsHCAndVisAttribs,nodeIDsHCAndInvisAttribs,_i,iHierNodesAndAttribs_2,hierNodeAndAttribs,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDsHCAndVisAttribs=[];nodeIDsHCAndInvisAttribs=[];for(_i=0,iHierNodesAndAttribs_2=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_2.length;_i++){hierNodeAndAttribs=iHierNodesAndAttribs_2[_i];hierNode=hierNodeAndAttribs.HierNode;if(hierNode.HOOPSID&&utils.isNumber(hierNode.HOOPSID)){if(hierNodeAndAttribs.Attribs.Visible){nodeIDsHCAndVisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}else{nodeIDsHCAndInvisAttribs.push({IDHC:hierNode.HOOPSID,Attribs:hierNodeAndAttribs.Attribs})}}}if(!nodeIDsHCAndVisAttribs.length)return[3,3];return[4,this.setHCToAttrib(nodeIDsHCAndVisAttribs)];case 1:_a.sent();return[4,this.syncLayersAttribsState()];case 2:_a.sent();_a.label=3;case 3:return[4,this.setHCToAttrib(nodeIDsHCAndInvisAttribs)];case 4:_a.sent();return[2]}}))}))};eDwModel.prototype.parseModelViews=function(iDocJQ,iXMLDocModelViewSearchKeyword,iXMLDocModelViewSubElemSearchKeyword,iDefaultModelViewName,iModelViewCategory){var modelViews=iDocJQ.find(iXMLDocModelViewSearchKeyword);for(var i=0;i<modelViews.length;i++){var modelViewJQ=$(modelViews[i]);var nodeProps=l_getProperties(modelViewJQ);if(!nodeProps.Name){nodeProps.Name=iDefaultModelViewName+(i+1)}var attribs=l_getPropsAsAttribs(nodeProps);var cameraHC=l_getDefaultCamera(modelViewJQ);var modelView=new eDwModelView(nodeProps.Name,iModelViewCategory,attribs,nodeProps.HOOPSID,this,cameraHC);this.mModelViews.push(modelView);var hierarchyNode=modelView.Hierarchy;this.parseHierarchy(modelView,hierarchyNode,modelViewJQ.find(iXMLDocModelViewSubElemSearchKeyword));l_addTables(this.mViewer,iDocJQ,this,hierarchyNode,modelView)}};eDwModel.prototype.dumpModelViewStateHC=function(iPrefixMsg){var msg=iPrefixMsg+" -> (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b<hierNodes_1.length;_b++){var hierNode=hierNodes_1[_b];console.debugLog("NodeVisibility",hierNode.Name+" HOOPS ID "+hierNode.HOOPSID+" Visibility = "+this.isVisibleForNodeHC(hierNode.HOOPSID)+" Opacity = "+this.getOpacityForNodeHC(hierNode.HOOPSID))}};eDwModel.prototype.getHCModel=function(){return this.mModelHC};return eDwModel}();var c_lengthUnitToMMFactor=1e3;function l_addTables(iViewer,iDoc,iModel,ioHierachyNode,ioModelView){var tables=$(iDoc).find("table");var numTables=tables.length;if(numTables>0&&ioHierachyNode){for(var i=0;i<numTables;i++){var tableJQ=$(tables[i]);var nodeProps=l_getProperties(tableJQ);if(!nodeProps.Name){nodeProps.Name="Unnamed Table"+(i+1)}nodeProps.NotesArea=tableJQ.attr("notesarea")==="1"?true:false;var attribs=l_getPropsAsAttribs(nodeProps);var hierarchyNode=ioHierachyNode.addChild(nodeProps.Name,"table",attribs,nodeProps.HOOPSID,ioHierachyNode);iViewer.TableMgr.add(hierarchyNode)}}}function l_getProperties(iElemJQ){function trueFalseOrIndeterminate(iVal){if(iVal===undefined)return undefined;return iVal==="1"?true:iVal==="0"?false:undefined}function falseTrueOrIndeterminate(iVal){var val=trueFalseOrIndeterminate(iVal);return val===undefined?undefined:!val}var props={};if(iElemJQ){props.Name=iElemJQ.attr("name");if(props.Name.charAt(0)=="<"&&props.Name.charAt(props.Name.length-1)==">"){props.Name=props.Name.replace("<","&lt;");props.Name=props.Name.replace(">","&gt;")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i<numOps;i++){if(this.getOperator(this.getActiveOperatorID())===iOp){index=i;break}var op=this.mOperatorMgrHC.pop();if(op)opsStack.push(op)}var lastOpPos=opsStack.length-1;for(var i=lastOpPos;i>=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){return this.CurrTouches[i]}}return null};OperatorBaseHC.prototype.removeTouchById=function(iTouchID){var _this=this;var dumpTouch=function(){var touchIDs=[];for(var _i=0,_a=_this.CurrTouches;_i<_a.length;_i++){var touch=_a[_i];touchIDs.push(touch.Event.getId())}console.debugLog("TouchOp","touch IDs: "+JSON.stringify(touchIDs))};console.debugLog("TouchOp","Touch IDs before remove:");dumpTouch();for(var i=0;i<this.CurrTouches.length;++i){if(iTouchID===this.CurrTouches[i].Event.getId()){this.CurrTouches.splice(i,1);break}}console.debugLog("TouchOp","Touch IDs after remove:");dumpTouch()};OperatorBaseHC.prototype.hasTouchMoved=function(ioTouchEvent){if(!ioTouchEvent)return false;var touch=this.getTouchById(ioTouchEvent.getId());if(!touch)return false;var curPos=ioTouchEvent.getPosition();if(curPos.x!==Math.round(curPos.x)||curPos.y!==Math.round(curPos.y)){return false}var origPos=touch.Event.getPosition();var epsX=1,epsY=1;var delta=eDwTypes_10.HC.Point2.subtract(curPos,origPos);return Math.abs(delta.x)>epsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i<selObjs_1.length;_i++){var selObj=selObjs_1[_i];var faceObj=selObj.getFaceEntity();if(faceObj){camera=this.mViewer.ViewMgr.setViewOrientationToDirection(faceObj.getNormal());break}}return camera};eDwSelMgr.prototype.getLastSelIDHC=function(){var selIDsHC=this.getSelectableIDsHC();if(selIDsHC.length>0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i<seoIDsHC_1.length;_i++){var selNodeID=seoIDsHC_1[_i];selHierNodes.push(modelView.Nodes[selNodeID])}return selHierNodes};Object.defineProperty(eDwSelMgr.prototype,"length",{get:function(){return this.mSelectableObjsHC.length},enumerable:false,configurable:true});eDwSelMgr.prototype.isIDSelectable=function(iNodeIDHC){var modelView=this.mViewer.getModel().getActiveModelView();var hierNode=modelView?modelView.Nodes[iNodeIDHC]:null;return hierNode?hierNode.isSelectable():false};eDwSelMgr.prototype.setHighlightSelection=function(iType,iEnable){var _this=this;var highlighted=false;var selMgr=this.mSelMgrHC;if(iType==="NODE"){highlighted=selMgr.getHighlightNodeSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightNodeSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="FACE"){highlighted=selMgr.getHighlightFaceElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightFaceElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="EDGE"){highlighted=selMgr.getHighlightLineElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightLineElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else if(iType==="VERTEX"){highlighted=selMgr.getHighlightPointElementSelection();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,selMgr.setHighlightPointElementSelection(iEnable)];case 1:_a.sent();return[2]}}))}))})()}else{console.debugLog("Selection","Unknown selection type: "+iType)}return highlighted};eDwSelMgr.prototype.setNodeSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeSelectionHighlightMode()]};eDwSelMgr.prototype.setNodeSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionColor();this.mSelMgrHC.setNodeSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setNodeSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeSelectionOutlineColor();this.mSelMgrHC.setNodeSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionHighlightMode=function(iSelHighlightMode){var mapping={};var revMapping={};this.initMappings(mapping,revMapping);this.mSelMgrHC.setNodeElementSelectionHighlightMode(mapping[iSelHighlightMode]);return revMapping[this.mSelMgrHC.getNodeElementSelectionHighlightMode()]};eDwSelMgr.prototype.setElementSelectionColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionColor();this.mSelMgrHC.setNodeElementSelectionColor(iColor);return oldColor};eDwSelMgr.prototype.setElementSelectionOutlineColor=function(iColor){var oldColor=this.mSelMgrHC.getNodeElementSelectionOutlineColor();this.mSelMgrHC.setNodeElementSelectionOutlineColor(iColor);return oldColor};eDwSelMgr.getSelObjFromPos=function(iPos,iPickConfig,iViewer){return __awaiter(this,void 0,void 0,(function(){var selObj,subEntityInfo;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iViewer.getHCView().pickFromPoint(iPos,iPickConfig)];case 1:selObj=_a.sent();subEntityInfo=eDwSelObj.getSubEntityInfo(selObj);return[2,subEntityInfo.SubEntity?selObj:null]}}))}))};eDwSelMgr.prototype.initMappings=function(ioMapping,ioRevMapping){var HCM=eDwTypes_11.HC.SelectionHighlightMode;ioRevMapping[ioMapping["Highlight"]=HCM.HighlightOnly]="Highlight";ioMapping["HighlightAndOutline"]=HCM.HighlightAndOutline;ioRevMapping[HCM.HighlightAndOutline]="HighlightAndOutline";ioRevMapping[ioMapping["Outline"]=HCM.OutlineOnly]="Outline"};eDwSelMgr.prototype.createHierNodeSelObj=function(iSelObj){var hierNode=this.mViewer.getModel().getHierarchyNode(iSelObj.getIDHC());var newSelObj=eDwSelObj.createEmpty();if(hierNode){newSelObj=eDwSelObj.extendHCSelObj(eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID,iSelObj.getIncludeId(),iSelObj.getFaceEntity(),iSelObj.getLineEntity(),iSelObj.getPointEntity()))}return newSelObj};eDwSelMgr.prototype.isSelectionHandled=function(iSelObjHC){var index=iSelObjHC.overlayIndex();if(!utils.isNumber(index))return false;var notifiers=this.mSelectOverlayNotifiers[index];if(!notifiers)return false;for(var _i=0,notifiers_1=notifiers;_i<notifiers_1.length;_i++){var notifier=notifiers_1[_i];if(notifier.onSelect(iSelObjHC))return true}return false};eDwSelMgr.prototype.unSelectObjs=function(iSelObjsHC,iIs2D){return __awaiter(this,void 0,void 0,(function(){var modelView,_i,iSelObjsHC_1,selObjHC,selObj,hierNode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.UnselectEvent,this.mViewer,iSelObjsHC)];case 1:_a.sent();if(!iIs2D)return[3,5];modelView=this.mViewer.getModel().getActiveModelView();_i=0,iSelObjsHC_1=iSelObjsHC;_a.label=2;case 2:if(!(_i<iSelObjsHC_1.length))return[3,5];selObjHC=iSelObjsHC_1[_i];selObj=eDwSelObj.extendHCSelObj(selObjHC);hierNode=modelView.Nodes[selObj.getIDHC()];if(!hierNode)return[3,4];return[4,hierNode.showBoundingBox(this.mViewer,"off")];case 3:_a.sent();_a.label=4;case 4:_i++;return[3,2];case 5:return[2]}}))}))};eDwSelMgr.prototype.addUniqueToSelectableObjsHC=function(iSelObj){if(this.mSelectableObjsHC.indexOf(iSelObj)<0){this.mSelectableObjsHC.push(iSelObj)}};eDwSelMgr.prototype.executeSelection=function(iSelection){var nodeIDHC;var selObjHC;if(utils.isNumber(iSelection)){nodeIDHC=iSelection}else{nodeIDHC=iSelection.getIDHC();if(!utils.isNumber(nodeIDHC))return false;selObjHC=iSelection}function selectNodeHC(iSelMgr,iSelModeHC){var _this=this;var viewer=iSelMgr.mViewer;var model=viewer.getModel();var modelView=model.getActiveModelView();var hierNode=modelView.Nodes[nodeIDHC];if(hierNode){if(model.isDrawing()){var shown=false;var index=iSelMgr.getSelectedNodeIDIndex(nodeIDHC);var setState=iSelModeHC===eDwTypes_11.HC.SelectionMode.Set;if(setState){if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){return eDwTypes_12.HC.Point3.dot(selObjVecInfo1.Vec,selObjVecInfo1.Vec)*180}var planeNormal=normal3DHC.copy();planeNormal.normalize();var pts3DHC=[];for(var _i=0,_a=__spreadArrays(selObjVecInfo1.Pts,selObjVecInfo2.Pts);_i<_a.length;_i++){var pnt3DHC=_a[_i];pts3DHC.push(eDwGeomUtils_1.dropPointOnPlane(pnt3DHC,eDwTypes_12.HC.Plane.createFromPointAndNormal(selObjVecInfo1.Pts[0],planeNormal)))}var betweenVec3DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],pts3DHC[0]);var crossVec3DHC=eDwTypes_12.HC.Point3.cross(betweenVec3DHC,selObjVecInfo2.Vec);var normalLen=normal3DHC.length();var t1=eDwTypes_12.HC.Point3.dot(crossVec3DHC,normal3DHC)/(normalLen*normalLen);var intPt3DHC=eDwTypes_12.HC.Point3.add(pts3DHC[0],selObjVecInfo1.Vec.scale(t1));var newVec13DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[0],intPt3DHC);var newVec23DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[1],intPt3DHC);var vec13DHC=newVec23DHC;if(newVec13DHC.length()>newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i<iSelObjsHC_2.length;_i++){var selObjHC=iSelObjsHC_2[_i];var nodeID=selObjHC.getNodeId();var subEntityInfo=eDwSelObj.getSubEntityInfo(selObjHC);var subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);var isColor=typeof iSetting==="object"?true:false;var action="setNode"+subEntityInfo.SubEntityTypeName+(isColor?"Color":"Highlighted");action=!iSetting&&isColor?"un"+action:action;try{modelHC[action](nodeID,subEntityID,iSetting);subEntityIDs.push(subEntityID)}catch(iExcp){}}return subEntityIDs};eDwSelObj.prototype.getVectorInfo=function(iTransformPointFunc){if(iTransformPointFunc===void 0){iTransformPointFunc=function(iPntHC){return iPntHC}}var vec3DHC;var startCrvPt3DHC;var endCrvPt3DHC;var entityHC;if(entityHC=this.getLineEntity()){var crvPtsWC3DHC=entityHC.getPoints();var numPts=crvPtsWC3DHC.length;if(numPts>1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()<eDwGeomUtils_1.cAbsLengthTol){console.warn("eDwSelObj.getVectorInfo failed")}}}vec3DHC.normalize()}else if(entityHC=this.getFaceEntity()){vec3DHC=entityHC.getNormal();vec3DHC.normalize();startCrvPt3DHC=iTransformPointFunc(entityHC.getPosition());endCrvPt3DHC=eDwTypes_12.HC.Point3.add(startCrvPt3DHC,vec3DHC)}return{Vec:vec3DHC,Pts:[startCrvPt3DHC,endCrvPt3DHC]}};return eDwSelObj}();return eDwSelObj}));define("eDwSelectionOperator",["require","exports","eDwBaseSelOperator","eDwEventMgr","eDwEvents","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwBaseSelOperator,eDwEventMgr,eDwEvents_5,eDwTypes_13,eDwGeomUtils,utils){"use strict";var eDwSelectionOperator=function(_super){__extends(eDwSelectionOperator,_super);function eDwSelectionOperator(iViewer,iSelMgr){var _this=_super.call(this,iViewer,iSelMgr)||this;_this.mCalloutTimeoutHandle=NaN;_this.mNameCallout=null;_this.mSelObjIDHC=NaN;_this.mMousePosCopy=null;_super.prototype.pushHighlightSelectionState.call(_this,"NODE",true);_super.prototype.pushHighlightSelectionState.call(_this,"FACE",true);_super.prototype.pushHighlightSelectionState.call(_this,"EDGE",false);_super.prototype.pushHighlightSelectionState.call(_this,"VERTEX",false);_super.prototype.pushElementSelectionHighlightMode.call(_this,"HighlightAndOutline");return _this}eDwSelectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(ioMouseEvent&&this.CurrInputInfo))return[3,2];return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onDown(ioMouseEvent.getPosition()));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,activeOpID;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent)return[3,2];pos=ioMouseEvent.getPosition();activeOpID=this.Viewer.OperatorMgr.getActiveOperatorID();if(!this.CurrInputInfo&&this.Viewer.getModel().isAssembly()&&activeOpID===this.OperatorID){this.mMousePosCopy=pos.copy();(function(){return __awaiter(_this,void 0,void 0,(function(){var selObj,op;return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMousePosCopy)return[2];return[4,this.Viewer.ViewMgr.pickFromPoint(this.mMousePosCopy,new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.Face))];case 1:selObj=_a.sent();this.mSelObjIDHC=selObj.getIDHC();op=this;this.mCalloutTimeoutHandle=setTimeout((function(){op.updateCallout()}),1e3);return[2]}}))}))})()}return[4,_super.prototype.onMouseMove.call(this,ioMouseEvent)];case 1:_a.sent();ioMouseEvent.setHandled(this.onMove(pos));_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onDoubleClick=function(ioInputEvent){var _this=this;var stopFurtherProcessing=false;if(!ioInputEvent)return stopFurtherProcessing;(function(){return __awaiter(_this,void 0,void 0,(function(){var pnt2DHC,haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:pnt2DHC=ioInputEvent.getPosition();return[4,this.doPick(pnt2DHC)];case 1:haveSelection=_a.sent();_super.prototype.onDoubleClick.call(this,ioInputEvent);return[4,eDwEventMgr.get().fireEvent(eDwEvents_5.LeftDoubleClickEvent,this.Viewer,pnt2DHC,haveSelection)];case 2:_a.sent();return[2]}}))}))})();return stopFurtherProcessing};eDwSelectionOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];return[4,_super.prototype.onTouchStart.call(this,ioTouchEvent)];case 1:_a.sent();this.onDown(ioTouchEvent.getPosition());return[2]}}))}))};eDwSelectionOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var pos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];pos=ioTouchEvent.getPosition();if(!(pos.x===Math.round(pos.x)&&pos.y===Math.round(pos.y)))return[3,2];return[4,_super.prototype.onTouchMove.call(this,ioTouchEvent)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwSelectionOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioTouchEvent)return[2];if(!this.hasTouchMoved(ioTouchEvent)){if(this.CurrTouches.length===1){this.onClick(ioTouchEvent);ioTouchEvent.setHandled(true)}else{ioTouchEvent.setHandled(false)}}return[4,_super.prototype.onTouchEnd.call(this,ioTouchEvent)];case 1:_a.sent();return[2]}}))}))};eDwSelectionOperator.prototype.onClick=function(ioInputEvent){var _this=this;var processButton=function(iAppEvent){if(!_this.isDragging()){(function(){return __awaiter(_this,void 0,void 0,(function(){var haveSelection;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.doPick(pos2DHC)];case 1:haveSelection=_a.sent();return[4,eventMgr.fireEvent(iAppEvent,this.Viewer,pos2DHC,haveSelection)];case 2:_a.sent();if(!ioInputEvent.getHandled()){ioInputEvent.setHandled(true)}return[2]}}))}))})()}};var stopFurtherProcessing=false;var pos2DHC=ioInputEvent.getPosition();var eventMgr=eDwEventMgr.get();switch(this.ActiveMouseButton){case"left":{processButton(eDwEvents_5.LeftClickEvent);stopFurtherProcessing=true;break}case"middle":{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_5.MiddleClickEvent,this.Viewer,pos2DHC)];case 1:_a.sent();return[2]}}))}))})();stopFurtherProcessing=true;break}case"right":{processButton(eDwEvents_5.RightClickEvent);stopFurtherProcessing=true;break}default:break}return stopFurtherProcessing};eDwSelectionOperator.prototype.updateCallout=function(){if(this.CurrInputInfo||!this.mMousePosCopy){return}var isSameID=this.mNameCallout?this.mNameCallout.isSameID(this.mSelObjIDHC):false;if(isSameID)return;var markupMgrHC=this.Viewer.getHCMarkupManager();try{if(this.mNameCallout){markupMgrHC.unregisterMarkup(this.mNameCallout.MarkupID);this.mNameCallout=null;if(utils.isNumber(this.mCalloutTimeoutHandle)){clearTimeout(this.mCalloutTimeoutHandle);this.mCalloutTimeoutHandle=NaN}}if(utils.isNumber(this.mSelObjIDHC)){var model=this.Viewer.getModel();var hierNode=model.getHierarchyNode(this.mSelObjIDHC);if(!hierNode)return;var name_2=hierNode.Name?hierNode.Name:cDefaultModelName;var pos=eDwTypes_13.HC.Point2.add(this.mMousePosCopy.copy(),new eDwTypes_13.HC.Point2(0,20));this.mNameCallout=new NameCallout(this.Viewer,this.mSelObjIDHC,name_2,pos);this.mNameCallout.MarkupID=markupMgrHC.registerMarkup(this.mNameCallout)}}catch(iExcp){this.mNameCallout=null}markupMgrHC.refreshMarkup()};eDwSelectionOperator.prototype.doPick=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var isDrawing,_a;return __generator(this,(function(_b){switch(_b.label){case 0:isDrawing=this.Viewer.getModel().isDrawing();if(!isDrawing)return[3,2];return[4,this.doPickInDrawing(iCoords)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.Viewer.SelectionMgr.select(iCoords)];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwSelectionOperator.prototype.doPickInDrawing=function(iCoords){return __awaiter(this,void 0,void 0,(function(){var selSuccess,model,activeSheetHierNode,childHierarchyMap,children,viewIDsHC,i,currentNode,pickConfig,selObj,selObjIDHC,hierNode,_i,viewIDsHC_1,viewIDHC,bboxHC,viewHC,selPt3D;return __generator(this,(function(_a){switch(_a.label){case 0:selSuccess=false;model=this.Viewer.getModel();activeSheetHierNode=model.getActiveModelView();childHierarchyMap=activeSheetHierNode.Hierarchy.getChildrenAndKeys();children=Object.keys(childHierarchyMap);viewIDsHC=[];for(i=children.length-1;i>-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i<viewIDsHC_1.length))return[3,10];viewIDHC=viewIDsHC_1[_i];return[4,model.getBoundingBoxOfIDsHC([viewIDHC])];case 8:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[3,9];viewHC=this.Viewer.getHCView();selPt3D=viewHC.unprojectPoint(iCoords,0);if(!selPt3D)return[3,9];selPt3D.z=bboxHC.center().z;if(eDwGeomUtils.isPoint3DInBox(selPt3D,bboxHC)){selSuccess=this.Viewer.SelectionMgr.selectByID(viewIDHC);return[3,10]}_a.label=9;case 9:_i++;return[3,7];case 10:return[2,selSuccess]}}))}))};eDwSelectionOperator.prototype.onDown=function(iCoord){var isDrawing=this.Viewer.getModel().isDrawing();var cActiveBtn=this.ActiveMouseButton;return isDrawing&&!(isDrawing&&cActiveBtn==="right")&&!(isDrawing&&this.Viewer.ViewerFeatureOpts.Debug&&cActiveBtn==="left")};eDwSelectionOperator.prototype.onMove=function(iCoord){return!this.CurrInputInfo};return eDwSelectionOperator}(eDwBaseSelOperator);var NameCallout=function(_super){__extends(NameCallout,_super);function NameCallout(iVewer,iSelObjIDHC,iText,iPos){var _this=_super.call(this)||this;_this.mViewer=iVewer;_this.mTextBox=new eDwTypes_13.HC.Markup.Shape.TextBox;_this.mTextBox.getBoxPortion().setFillColor(eDwTypes_13.HC.Color.white());_this.mTextBox.getBoxPortion().setFillOpacity(1);_this.mMarkupID="";_this.mSelObjIDHC=iSelObjIDHC;_this.mTextBox.setPosition(iPos);_this.mTextBox.setTextString(iText);return _this}NameCallout.prototype.draw=function(){var str=this.mTextBox.getTextString();if(str==="")return;var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawTextBox(this.mTextBox)};NameCallout.prototype.isSameID=function(iSelObjIDHC){return this.mSelObjIDHC===iSelObjIDHC||isNaN(iSelObjIDHC)&&isNaN(this.mSelObjIDHC)?true:false};Object.defineProperty(NameCallout.prototype,"MarkupID",{get:function(){return this.mMarkupID},set:function(iMarkupID){this.mMarkupID=iMarkupID},enumerable:false,configurable:true});return NameCallout}(eDwTypes_13.HC.Markup.MarkupItem);var cDefaultModelName="???";return eDwSelectionOperator}));define("eDwServiceMgr",["require","exports"],(function(require,exports){"use strict";var eDwServiceMgr=function(){function eDwServiceMgr(iServerURL,iDisable){this.mServerURL=iServerURL.replace(/(\/*)$/,"");this.mAdvancedServicesDisabled=iDisable;this.mPluginFiles=[];this.mBaseCacheDirs=[]}eDwServiceMgr.create=function(iServerURL,iDisable){if(iDisable===void 0){iDisable=false}if(!eDwServiceMgr.sServiceMgr){eDwServiceMgr.sServiceMgr=new eDwServiceMgr(iServerURL,iDisable)}};eDwServiceMgr.get=function(){return eDwServiceMgr.sServiceMgr};eDwServiceMgr.usesWebServices=function(){return false};eDwServiceMgr.prototype.disableAdvancedServices=function(iDisable){if(iDisable===void 0){iDisable=true}this.mAdvancedServicesDisabled=iDisable};eDwServiceMgr.prototype.getFileFromServer=function(iFileURL,iLoadAsNativeType){if(iLoadAsNativeType===void 0){iLoadAsNativeType=false}return __awaiter(this,void 0,void 0,(function(){var jqNativePlugin,_a,iExcp_6;return __generator(this,(function(_b){switch(_b.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,null];_b.label=1;case 1:_b.trys.push([1,6,,7]);jqNativePlugin=$;if(!iLoadAsNativeType)return[3,3];return[4,jqNativePlugin.getNative(iFileURL)];case 2:_a=_b.sent();return[3,5];case 3:return[4,$.get(iFileURL)];case 4:_a=_b.sent();_b.label=5;case 5:return[2,_a];case 6:iExcp_6=_b.sent();return[3,7];case 7:return[2,null]}}))}))};eDwServiceMgr.prototype.getFileFromServerModelCache=function(iModelKey,iFileName){return __awaiter(this,void 0,void 0,(function(){var fileInfo,baseCacheDirs,_i,baseCacheDirs_1,dir,fileURL,_a,iExcp_7;return __generator(this,(function(_b){switch(_b.label){case 0:fileInfo={Path:""};if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,fileInfo]}return[4,this.getBaseCacheDirs()];case 1:baseCacheDirs=_b.sent();_i=0,baseCacheDirs_1=baseCacheDirs;_b.label=2;case 2:if(!(_i<baseCacheDirs_1.length))return[3,7];dir=baseCacheDirs_1[_i];fileURL=dir+"/"+iModelKey+"/"+iFileName;_b.label=3;case 3:_b.trys.push([3,5,,6]);_a=fileInfo;return[4,this.getFileFromServer(fileURL)];case 4:_a.Data=_b.sent();fileInfo.Path=this.mServerURL+"/"+fileURL;return[2,fileInfo];case 5:iExcp_7=_b.sent();return[3,6];case 6:_i++;return[3,2];case 7:return[2,fileInfo]}}))}))};eDwServiceMgr.prototype.getClientPublicIP=function(iGetClientPublicIP){return __awaiter(this,void 0,void 0,(function(){var ret,iExcp_8;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iGetClientPublicIP||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,"0.0.0.0"]}if(!iGetClientPublicIP||this.mAdvancedServicesDisabled)return[2,""];ret="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.get("https://api.ipify.org","",$.noop(),"text")];case 2:ret=_a.sent();return[3,4];case 3:iExcp_8=_a.sent();console.warn("Failed to get client public IP: "+iExcp_8.name+" - "+iExcp_8.message);if(!iExcp_8.message){iExcp_8.message="Possible CORS failure.  See the browser "+"console output for more details."}throw iExcp_8;case 4:return[2,ret]}}))}))};eDwServiceMgr.prototype.convert=function(ioParams){return __awaiter(this,void 0,void 0,(function(){var result,clientIP,params;return __generator(this,(function(_a){switch(_a.label){case 0:result={FileName:"",ModelCacheName:"",ErrorCode:"",ErrorData:[],ServerID:"",LicenseKey:""};if(!ioParams.URL)return[2,result];result.FileName=ioParams.URL;if(!(ioParams.URL.indexOf("http")===0&&!this.mAdvancedServicesDisabled&&eDwServiceMgr.usesWebServices()))return[3,3];return[4,this.getClientPublicIP(ioParams.ValidateClientIP)];case 1:clientIP=_a.sent();params={data:{iFileURL:ioParams.URL},headers:{"X-Forwarded-For":clientIP},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/Conversion",params)];case 2:result=_a.sent();return[3,4];case 3:ioParams.URL="";_a.label=4;case 4:return[2,result]}}))}))};eDwServiceMgr.prototype.removeNamedCache=function(iModelKey,iAllowRemove){return __awaiter(this,void 0,void 0,(function(){var iExcp_9;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iAllowRemove||this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/RemoveNamedCache",{data:{iModelKey:iModelKey}})];case 2:_a.sent();return[3,4];case 3:iExcp_9=_a.sent();console.warn("Could not remove the cache: "+iModelKey);console.warn(iExcp_9.message);throw iExcp_9;case 4:return[2]}}))}))};eDwServiceMgr.prototype.getWebSocketEndpoint=function(iModelKey,iWSEndPt){return __awaiter(this,void 0,void 0,(function(){var params,ws,iExpc_1;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2,""]}if(iWSEndPt){this.disableAdvancedServices();return[2,iWSEndPt]}params={data:{iModelCacheName:iModelKey},cache:false};ws="";_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,this.ajax("GET","EDrawingsService.svc/GetWSEndpoint",params)];case 2:ws=_a.sent();return[3,4];case 3:iExpc_1=_a.sent();console.warn("Cannot get WebSocket.");return[3,4];case 4:return[2,ws]}}))}))};eDwServiceMgr.prototype.load=function(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loadedHTML;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2];return[4,this.ajax("GET",iPanelHTML,{dataType:"html"})];case 1:loadedHTML=_a.sent();$(iElemOrClassID).html(loadedHTML);return[2]}}))}))};eDwServiceMgr.prototype.fileUpload=function(iJQObj,iParams){if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return}var paramsObj={url:this.mServerURL+"/EDrawingsService.svc/FileUploadConversion"};if(iParams)$.extend(paramsObj,iParams);iJQObj.fileupload(paramsObj)};eDwServiceMgr.prototype.importDependencies=function(iPluginKeyNames){return __awaiter(this,void 0,void 0,(function(){var pluginFiles,_i,iPluginKeyNames_1,pluginKeyName,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:pluginFiles=[];_i=0,iPluginKeyNames_1=iPluginKeyNames;_a.label=1;case 1:if(!(_i<iPluginKeyNames_1.length))return[3,4];pluginKeyName=iPluginKeyNames_1[_i];return[4,this.getValidPluginFileName(pluginKeyName)];case 2:pluginFileName=_a.sent();if(pluginFileName)pluginFiles.push(pluginFileName);_a.label=3;case 3:_i++;return[3,1];case 4:return[2,pluginFiles.length?this.importPlugins(pluginFiles):[]]}}))}))};eDwServiceMgr.prototype.importPlugins=function(iPluginNames){return __awaiter(this,void 0,void 0,(function(){var pluginNames,importedPluginPromises,pluginFiles,_a,_i,pluginFiles_2,pluginFile,pluginName,iExcp_10;return __generator(this,(function(_b){switch(_b.label){case 0:pluginNames=[];importedPluginPromises=[];_b.label=1;case 1:_b.trys.push([1,5,,6]);_a=iPluginNames;if(_a)return[3,3];return[4,this.getPluginFiles()];case 2:_a=_b.sent();_b.label=3;case 3:pluginFiles=_a;for(_i=0,pluginFiles_2=pluginFiles;_i<pluginFiles_2.length;_i++){pluginFile=pluginFiles_2[_i];try{pluginName=this.importPlugin(pluginFile);if(pluginName){importedPluginPromises.push(pluginName)}}catch(iExcp){console.warn("Plugin failed to load: "+iExcp.message)}}return[4,Promise.all(importedPluginPromises).then((function(iPluginClassNames){pluginNames=iPluginClassNames}))];case 4:_b.sent();return[3,6];case 5:iExcp_10=_b.sent();console.warn("Failed to find any external plugins - "+iExcp_10.message);return[3,6];case 6:return[2,pluginNames]}}))}))};eDwServiceMgr.prototype.importPlugin=function(iPluginFile){return __awaiter(this,void 0,void 0,(function(){var pluginName,script,matches,iExcp_11;return __generator(this,(function(_a){switch(_a.label){case 0:pluginName="";if(!eDwServiceMgr.usesWebServices())return[2,pluginName];_a.label=1;case 1:_a.trys.push([1,4,,5]);return[4,new Promise((function(resolve_1,reject_1){require([iPluginFile],resolve_1,reject_1)}))];case 2:_a.sent();return[4,$.getScript(iPluginFile)];case 3:script=_a.sent();matches=script.match(/return ([a-z,A-Z,0-9,-,_,.]*Plugin)/);if(matches&&matches.length>0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i<numDirs;++i){var cacheDir=cacheDirs[i].textContent;cacheDir=cacheDir?cacheDir.split("/").pop():null;if(cacheDir){_this.mBaseCacheDirs.push(cacheDir);console.debugLog("ServiceMgr","Added cache dir: "+cacheDir)}}}),"xml").fail((function(iJQXHR,iStatus,iError){console.warn("Could not get model cache directories: "+iStatus+": "+iError)}));return[4,this.mGetBaseCacheDirsPromise];case 1:_a.sent();return[3,4];case 2:return[4,this.mGetBaseCacheDirsPromise];case 3:_a.sent();_a.label=4;case 4:return[2,this.mBaseCacheDirs]}}))}))};eDwServiceMgr.prototype.getValidPluginFileName=function(iPluginKey){return __awaiter(this,void 0,void 0,(function(){var allPluginFileNames,foundPluginFileName,_i,allPluginFileNames_1,pluginFileName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getPluginFiles()];case 1:allPluginFileNames=_a.sent();foundPluginFileName="";for(_i=0,allPluginFileNames_1=allPluginFileNames;_i<allPluginFileNames_1.length;_i++){pluginFileName=allPluginFileNames_1[_i];if(pluginFileName.indexOf("/"+iPluginKey+".")>-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i<iHierNodes_2.length;_i++){var hierNode=iHierNodes_2[_i];var initialAttrib=$.extend(true,{},hierNode.getAttribs());_this.mInitialHierNodeAttribs.push({HierNode:hierNode,Attribs:initialAttrib});_this.mFinalHierNodeAttribs.push({HierNode:hierNode,Attribs:finalAttrib})}return _this}eDwSetHierNodeAttribsCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mInitialHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2,true]}}))}))};eDwSetHierNodeAttribsCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,l_setAttribs(this.mViewer.getModel(),this.mFinalHierNodeAttribs)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetHierNodeAttribsCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetHierNodeAttribsCmd}(eDwSupportsHistoryCmd);function l_setAttribs(iModel,iAttribs){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModel.setAttribs(iAttribs)];case 1:_a.sent();return[2]}}))}))}return eDwSetHierNodeAttribsCmd}));define("eDwSetLayerVisibilityCmd",["require","exports","eDwSetNodeVisibilityCmd"],(function(require,exports,eDwSetNodeVisibilityCmd){"use strict";var eDwSetLayerVisibilityCmd=function(_super){__extends(eDwSetLayerVisibilityCmd,_super);function eDwSetLayerVisibilityCmd(iViewer,iLayers,iVisible){var _this=_super.call(this,iViewer,l_getNodeIDsHC(iLayers),iVisible)||this;_this.mLayersAndVisibilities=[];for(var _i=0,iLayers_1=iLayers;_i<iLayers_1.length;_i++){var layer=iLayers_1[_i];var visible=layer.getAttribs().Visible;_this.mLayersAndVisibilities.push({Layer:layer,Visible:visible});layer.setAttribs({Visible:iVisible})}return _this}eDwSetLayerVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.setVisibility()];case 2:_a.sent();return[2,true]}}))}))};eDwSetLayerVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.setVisibility()];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetLayerVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetLayerVisibilityCmd.prototype.resetVisibility=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setVisibility(true)];case 1:_a.sent();return[2]}}))}))};eDwSetLayerVisibilityCmd.prototype.setVisibility=function(iReset){if(iReset===void 0){iReset=false}return __awaiter(this,void 0,void 0,(function(){var _i,_a,layerAndVis;return __generator(this,(function(_b){switch(_b.label){case 0:for(_i=0,_a=this.mLayersAndVisibilities;_i<_a.length;_i++){layerAndVis=_a[_i];layerAndVis.Layer.setAttribs({Visible:iReset?layerAndVis.Visible:this.mVisible})}return[4,this.mViewer.getModel().syncLayersAttribsState()];case 1:_b.sent();return[2]}}))}))};return eDwSetLayerVisibilityCmd}(eDwSetNodeVisibilityCmd);function l_getNodeIDsHC(iLayers){var nodeIDsHC=[];for(var _i=0,iLayers_2=iLayers;_i<iLayers_2.length;_i++){var layer=iLayers_2[_i];nodeIDsHC=nodeIDsHC.concat(layer.getNodeIDsHC())}return nodeIDsHC}return eDwSetLayerVisibilityCmd}));define("eDwSetNodeVisibilityCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetNodeVisibilityCmd=function(_super){__extends(eDwSetNodeVisibilityCmd,_super);function eDwSetNodeVisibilityCmd(iViewer,iNodeIDsHC,iVisible){var _this=_super.call(this,iViewer)||this;_this.mNodeIDs=iNodeIDsHC;_this.mVisible=iVisible;var model=_this.mViewer.getModel();_this.mNodeIDVisMap={};for(var _i=0,iNodeIDsHC_2=iNodeIDsHC;_i<iNodeIDsHC_2.length;_i++){var nodeIDHC=iNodeIDsHC_2[_i];_this.mNodeIDVisMap[nodeIDHC]=model.isVisibleForNodeHC(nodeIDHC)}return _this}eDwSetNodeVisibilityCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilitiesForNodesHC(this.mNodeIDVisMap)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2,true]}}))}))};eDwSetNodeVisibilityCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.getModel().setVisibilityForNodesHC(this.mNodeIDs,this.mVisible)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwSetNodeVisibilityCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetNodeVisibilityCmd}(eDwSupportsHistoryCmd);return eDwSetNodeVisibilityCmd}));define("eDwSetViewCameraCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewCameraCmd=function(_super){__extends(eDwSetViewCameraCmd,_super);function eDwSetViewCameraCmd(iViewer,iSetViewCB){if(iSetViewCB===void 0){iSetViewCB=function(iViewer){return iViewer.SelectionMgr.setViewToSelectedFace()}}var _this=_super.call(this,iViewer)||this;_this.mSetViewCB=iSetViewCB;return _this}eDwSetViewCameraCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalViewCamera);return[2,true]}}))}))};eDwSetViewCameraCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mViewer.getModel().isDrawing())return[2];return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialViewCamera=viewHC.getCamera();this.mFinalViewCamera=this.setView();return[2]}}))}))};eDwSetViewCameraCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialViewCamera&&!!this.mFinalViewCamera};Object.defineProperty(eDwSetViewCameraCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});eDwSetViewCameraCmd.prototype.setView=function(){return this.mSetViewCB(this.mViewer)};return eDwSetViewCameraCmd}(eDwSupportsHistoryCmd);return eDwSetViewCameraCmd}));define("eDwSetViewCmd",["require","exports","eDwSetViewCameraCmd"],(function(require,exports,eDwSetViewCameraCmd){"use strict";var eDwSetViewCmd=function(_super){__extends(eDwSetViewCmd,_super);function eDwSetViewCmd(iViewer,iOrientation){var _this=_super.call(this,iViewer)||this;_this.mViewOrientation=iOrientation;return _this}eDwSetViewCmd.prototype.setView=function(){return this.mViewer.ViewMgr.setViewOrientation(this.mViewOrientation)};return eDwSetViewCmd}(eDwSetViewCameraCmd);return eDwSetViewCmd}));define("eDwSetViewNormalToSectionCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetViewNormalToSectionCmd=function(_super){__extends(eDwSetViewNormalToSectionCmd,_super);function eDwSetViewNormalToSectionCmd(iViewer){return _super.call(this,iViewer)||this}eDwSetViewNormalToSectionCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwSetViewNormalToSectionCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var viewHC;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();viewHC=this.mViewer.getHCView();this.mInitialCamera=viewHC.getCamera();this.mFinalCamera=this.mViewer.XSectionMgr.setViewToSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Committed",{get:function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialCamera&&!!this.mFinalCamera},enumerable:false,configurable:true});Object.defineProperty(eDwSetViewNormalToSectionCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSetViewNormalToSectionCmd}(eDwSupportsHistoryCmd);return eDwSetViewNormalToSectionCmd}));define("eDwShowOnlyCmd",["require","exports","eDwCommandMgr","eDwCompositeCmd","eDwSetHierNodeAttribsCmd"],(function(require,exports,eDwCommandMgr,eDwCompositeCmd,eDwSetHierNodeAttribsCmd){"use strict";var eDwShowOnlyCmd=function(_super){__extends(eDwShowOnlyCmd,_super);function eDwShowOnlyCmd(iViewer,iHierNodes){if(iHierNodes===void 0){iHierNodes=[]}var _this=_super.call(this,iViewer)||this;_this.FinalState=true;var model=iViewer.getModel();var modelView=model.getActiveModelView();var modelViewHierNode=modelView.Hierarchy;var childHierNodes=[];modelViewHierNode.getAllChildren(childHierNodes);if(iHierNodes.length){childHierNodes=childHierNodes.filter((function(hierNode){return iHierNodes.indexOf(hierNode)===-1}));_this.FinalState=false;_this.mSetHierNodeVisCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,iHierNodes,{Visible:true})}_this.InitialState=!_this.FinalState;_this.mSetHierNodeAttribsCmd=new eDwSetHierNodeAttribsCmd(_this.mViewer,childHierNodes,{Visible:_this.FinalState});return _this}eDwShowOnlyCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();return[4,cmdMgr.run(this.mSetHierNodeAttribsCmd,"commit")];case 1:_a.sent();return[4,cmdMgr.run(this.mSetHierNodeVisCmd,"commit")];case 2:_a.sent();return[4,_super.prototype.commit.call(this)];case 3:_a.sent();return[2]}}))}))};eDwShowOnlyCmd.prototype.isCommitted=function(){var visCmdCommitted=this.mSetHierNodeVisCmd?this.mSetHierNodeVisCmd.isCommitted:true;return _super.prototype.isCommitted.call(this)&&visCmdCommitted&&this.mSetHierNodeAttribsCmd.isCommitted()};Object.defineProperty(eDwShowOnlyCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowOnlyCmd}(eDwCompositeCmd);return eDwShowOnlyCmd}));define("eDwShowSectionCapCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwShowSectionCapCmd=function(_super){__extends(eDwShowSectionCapCmd,_super);function eDwShowSectionCapCmd(iViewer,iVisible){var _this=_super.call(this,iViewer)||this;_this.mInitialVisibility=_this.mViewer.XSectionMgr.SectionCapVisibility;_this.mFinalVisibility=iVisible;return _this}eDwShowSectionCapCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mInitialVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2,true]}}))}))};eDwShowSectionCapCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionCapVisibility=this.mFinalVisibility;return[2]}}))}))};Object.defineProperty(eDwShowSectionCapCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwShowSectionCapCmd}(eDwSupportsHistoryCmd);return eDwShowSectionCapCmd}));define("eDwSupportsHistoryCmd",["require","exports","eDwHistoryMgr","eDwCmd"],(function(require,exports,eDwHistoryMgr,eDwCmd){"use strict";var eDwSupportsHistoryCmd=function(_super){__extends(eDwSupportsHistoryCmd,_super);function eDwSupportsHistoryCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mAddedToHistory=false;_this.mUndone=false;return _this}eDwSupportsHistoryCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&!this.isUndone();this.mUndone=true;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){ret=this.isCommitted()&&this.isUndone();this.mUndone=false;return[2,ret]}))}))};eDwSupportsHistoryCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();eDwHistoryMgr.get().push(this);this.mAddedToHistory=true;return[2]}}))}))};eDwSupportsHistoryCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();return[2]}}))}))};eDwSupportsHistoryCmd.prototype.isCommitted=function(){return this.mAddedToHistory};eDwSupportsHistoryCmd.prototype.isUndone=function(){return this.mUndone};return eDwSupportsHistoryCmd}(eDwCmd);return eDwSupportsHistoryCmd}));define("eDwTableMgr",["require","exports"],(function(require,exports){"use strict";var eDwTableMgr=function(){function eDwTableMgr(iViewer){this.mViewer=iViewer;this.mTables=[]}eDwTableMgr.prototype.numTables=function(){return this.mTables.length};eDwTableMgr.prototype.getTables=function(){return this.mTables};eDwTableMgr.prototype.add=function(iHierNode){if(!iHierNode||iHierNode.Category!=="table")return;this.mTables.push(iHierNode)};return eDwTableMgr}();return eDwTableMgr}));define("eDwTimer",["require","exports"],(function(require,exports){"use strict";var eDwTimer=function(){function eDwTimer(){this.start()}eDwTimer.prototype.start=function(){this.mMilliSeconds=0;this.mSeconds=0;this.mMinutes=0;this.mHours=0;this.mDays=0;this.mStart=new Date};eDwTimer.prototype.ellapsed=function(){var endDate=new Date;var timeDiff=endDate.valueOf()-this.mStart.valueOf();this.mMilliSeconds=Math.round(timeDiff%1e3);timeDiff=Math.floor(timeDiff/1e3);this.mSeconds=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mMinutes=Math.round(timeDiff%60);timeDiff=Math.floor(timeDiff/60);this.mHours=Math.round(timeDiff%24);this.mDays=Math.floor(timeDiff/24)};eDwTimer.prototype.dumpToConsole=function(){console.debugLog("Timer","Elapsed time = "+this.mDays+" days - "+this.mHours+":"+this.mMinutes+":"+this.mSeconds+" and "+this.mMilliSeconds+" milliseconds")};Object.defineProperty(eDwTimer.prototype,"Days",{get:function(){return this.mDays},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Hours",{get:function(){return this.mHours},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Minutes",{get:function(){return this.mMinutes},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"Seconds",{get:function(){return this.mSeconds},enumerable:false,configurable:true});Object.defineProperty(eDwTimer.prototype,"MilliSeconds",{get:function(){return this.mMilliSeconds},enumerable:false,configurable:true});return eDwTimer}();return eDwTimer}));define("eDwTouchOpsMgr",["require","exports","utils"],(function(require,exports,utils){"use strict";var eDwTouchOpsMgr=function(){function eDwTouchOpsMgr(iViewer){iViewer.TouchOpsMgr=this;this.mViewer=iViewer}eDwTouchOpsMgr.prototype.unregister=function(){if(!eDwTouchOpsMgr.isTouchEnabled())return;for(var _i=0,_a=this.mTouchOpIDs;_i<_a.length;_i++){var touchOpID=_a[_i];this.mViewer.OperatorMgr.unregisterCustomOperatorByID(touchOpID)}delete this.mViewer.TouchOpsMgr};eDwTouchOpsMgr.prototype.addOp=function(iOp){if(!eDwTouchOpsMgr.isTouchEnabled())return-1;var opID=this.mViewer.OperatorMgr.registerCustomOperator(iOp,true);this.mTouchOpIDs.push(opID);return opID};eDwTouchOpsMgr.prototype.removeOp=function(iOpID){if(!eDwTouchOpsMgr.isTouchEnabled()||iOpID<0)return;var opIndex=this.mTouchOpIDs.indexOf(iOpID);if(opIndex>-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed.  It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="<div>Matrix = "+JSON.stringify(matrixHC)+"</div>";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="<div>Net matrix = "+JSON.stringify(matrixHC)+"</div>";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="<div>Version #: "+eDrawingsWVUtils.getViewerVersion()+"</div>";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="<div>HC Version:"+viewerHC.getViewerVersionString()+"</div><div>Format Version: "+viewerHC.getFormatVersionString()+"<div>"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i<modelViews_4.length;_i++){modelView=modelViews_4[_i];configIDHC=modelView.Hierarchy.HOOPSID;configChildren=modelHC.getNodeChildren(configIDHC);if(-1!==configChildren.indexOf(selObjIDHC)){targetModelView=modelView;break}}activeModelView=this.mViewer.getModel().getActiveModelView();if(!(targetModelView&&targetModelView!==activeModelView))return[3,3];this.mViewer.SelectionMgr.selectByID(selObjIDHC);changeModelViewCmd=new eDwChangeModelViewCmd(this.mViewer,targetModelView);return[4,cmdMgr.run(changeModelViewCmd,"commit")];case 2:_a.sent();_a.label=3;case 3:this.onLeftDoubleClick(this.mViewer);return[4,cmdMgr.remove(zoomToViewCmd,"commit")];case 4:_a.sent();return[2]}}))}))})()}));var switchModelView=function(iEvent){eDwUIUtils.switchModelView(iEvent,_this.mViewer,".item-tree-text")};eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-root","click",switchModelView);eDwUIUtils.addSubTreeArrowEventHandler(this.mUIHTMLEventMgr,"#edrawings-debug-menu");var inputSelectorName="#edrawings-console-debug-categories "+".edrawings-menu-search-input";eventMgrHTML.addDelegatedEventHandler(inputSelectorName,"blur",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var inputElem=targetJQ[0];var categories=inputElem.value.split(",");if(categories.length===0)return;for(var _i=0,categories_1=categories;_i<categories_1.length;_i++){var category=categories_1[_i];category=category.trim();if(!category)continue;console.debugLogCategories.push(category);var pos=console.excludeDebugLogCategories.indexOf(category);if(pos>-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar              .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_3.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_3[_i];console.debugLog("NodeAttribChanged","Node (name = "+hierNodeAndAttribs.HierNode.Name+", ID = "+hierNodeAndAttribs.HierNode.HOOPSID+") attributes = "+JSON.stringify(hierNodeAndAttribs.Attribs))}}eDwUIUtils.updateIcons(iHierNodesAndAttribs)};eDwUIBaseEventHandlers.prototype.onResize=function(iEvent,iViewer){if(iViewer)iViewer.HCViewer.resizeCanvas();l_onResize()};eDwUIBaseEventHandlers.prototype.setOneLayerVisibility=function(layerName,isVisible){var layers=this.mViewer.getModel().getLayers();var layer;for(var _i=0,layers_1=layers;_i<layers_1.length;_i++){layer=layers_1[_i];if(layer.getName()===layerName)break}if(!layer)return;this.setLayersVisibility([layer],isVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");var isAnyShow=false,isAnyHidden=false;$.each(eachLayer,(function(iIdx,iTarget){if($(iTarget).prop("checked")){isAnyShow=true}else{isAnyHidden=true}}));var allLayerBox=$("#edrawings-layer-control-menu .layer-all");if(isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",true)}if(isAnyShow&&!isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",true)}if(!isAnyShow&&isAnyHidden){allLayerBox.prop("indeterminate",false);allLayerBox.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setAllLayerVisibility=function(iVisible){var activeModelView=this.mViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return;this.setLayersVisibility(this.mViewer.getModel().getLayers(),iVisible);var eachLayer=$("#edrawings-layer-control-menu .item-layer-checkbox");if(iVisible){eachLayer.prop("checked",true)}else{eachLayer.prop("checked",false)}};eDwUIBaseEventHandlers.prototype.setLayersVisibility=function(iLayers,iVisible){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setNodeVisCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setNodeVisCmd=new eDwSetLayerVisibilityCmd(this.mViewer,iLayers,iVisible);return[4,eDwCommandMgr.get().run(setNodeVisCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.handleSelectionChange=function(iViewer,iSelObjs,iIsObjSelected){var model=iViewer.getModel();if(!model.isDrawing())return;var activeModelView=model.getActiveModelView();for(var _i=0,iSelObjs_1=iSelObjs;_i<iSelObjs_1.length;_i++){var selObj=iSelObjs_1[_i];var selIDHC=selObj.getNodeId();if(!utils.isNumber(selIDHC))continue;var selHierNode=activeModelView.Nodes[selIDHC];eDwUIUtils.scrollToTreeNode(selHierNode,iIsObjSelected)}};return eDwUIBaseEventHandlers}();var c_hudBarIconWidth=2+44;var c_toolBarIconWidth=5+2+44;var c_hudBarContentThresholdWidth=2+2*46;var c_filenameBlockThresholdWidth=50;var c_toolBarContentThresholdHeight=2*46;function l_loadUIPlugins(iViewer){var _this=this;if(!iViewer)return;try{(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginMgr;return __generator(this,(function(_a){switch(_a.label){case 0:pluginMgr=eDwUIPluginMgr.get();return[4,pluginMgr.loadPlugins(["eDwUIHierNodeVisMenuItemsPlugin" , "eDwUIMoveComponentPlugin", "eDwUIModelViewTabsPlugin", "eDwUIExplodePlugin", "eDwUIConfigurationsPlugin", "eDwUIComponentTreePlugin", "eDwUIMeasurePlugin"],iViewer)];case 1:_a.sent();return[4,pluginMgr.loadDynamicPlugins(iViewer)];case 2:_a.sent();return[4,eDwUIUtils.loadComponentHTML()];case 3:_a.sent();iViewer.resetDrawMode();return[4,eDwEventMgr.get().fireEvent(eDwEvents.InitFullUIEvent,iViewer)];case 4:_a.sent();return[2]}}))}))})()}catch(iExcp){console.warn("Plugin loading did not complete.")}}function l_unloadUIPlugins(){eDwUIPluginMgr.get().destroy()}function l_resizeTopBar(){var topBarJQ=$("#edrawings-top-bar");var filenameBlockJQ=$("#edrawings-filename-block");var hudBarJQ=$("#edrawings-hud-bar");var hudBarContentJQ=hudBarJQ.find(".edrawings-hud-bar-content");var filenameBlockOffset=filenameBlockJQ.offset();var filenameBlockInnerWidth=filenameBlockJQ.css("display")==="none"?0:filenameBlockJQ.innerWidth();var filenameBlockRight=filenameBlockOffset.left+filenameBlockInnerWidth;var hudBarOffset=hudBarJQ.offset();var leftButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-left").parent(".edrawings-arrow-wrapper");var rightButtonWrapperJQ=hudBarJQ.find(".edrawings-arrow-right").parent(".edrawings-arrow-wrapper");if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(filenameBlockOffset.left!==hudBarOffset.left&&Math.abs(filenameBlockRight-hudBarOffset.left)>1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()<c_hudBarContentThresholdWidth){if(filenameBlockJQ.width()>c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()<c_filenameBlockThresholdWidth){topBarJQ.addClass("edrawings-out-of-view")}else{topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.removeClass("edrawings-out-of-view")}}}else{topBarJQ.removeClass("edrawings-out-of-view")}}function l_resizeToolBar(){var leftBarJQ=$("#edrawings-left-bar.edrawings-tool-bar");var leftBarContentJQ=leftBarJQ.find(".edrawings-bottom-centered-icons");var toolBarContentJQ=leftBarContentJQ.find(".edrawings-tool-bar-content");var upButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-up").parent(".edrawings-arrow-wrapper");var downButtonWrapperJQ=leftBarContentJQ.find(".edrawings-arrow-down").parent(".edrawings-arrow-wrapper");if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ[0].scrollHeight>0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()<c_toolBarContentThresholdHeight){leftBarJQ.addClass("edrawings-out-of-view")}else{leftBarJQ.removeClass("edrawings-out-of-view")}}else{leftBarJQ.removeClass("edrawings-out-of-view")}}function l_onResize(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){l_resizeTopBar();l_resizeToolBar();l_positionMenuPanelCollapseButton();l_fixMenuPanelInwardToolbar();return[2]}))}))}function l_positionTicker(iMouseEvent,iItemJQ,iText){var tickerMinWidth=100;var tickerMinHeight=34;var scrollWidthPadding=2;var tickerJQ=$(".edrawings-ticker");var itemOffset=iItemJQ.offset();var tickerLeft=iMouseEvent.clientX;var tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding;var tickerTop=itemOffset.top-tickerMinHeight;var tickerAnimation=false;tickerJQ.text(iText);if(iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding>=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join("   ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed),            .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i<iPanelsToLoad_1.length;_i++){panelToLoad=iPanelsToLoad_1[_i];utils.appendToArray(this.loadPanel(panelToLoad.ID,panelToLoad.HTML),promises)}return[4,Promise.all(promises)];case 1:_a.sent();_a.label=2;case 2:this.addEventHandlers();return[2]}}))}))};eDwUIBasePlugin.prototype.onClick=function(iActivate){};eDwUIBasePlugin.prototype.destroy=function(){this.removeEventHandlers();this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",false);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",false);console.debugLog("UIPlugin","Destroyed "+this.mPluginGroupName+" plugin.")};eDwUIBasePlugin.prototype.initPluginButton=function(){if(this.mPluginButtonInfo){var buttonJQ=$(this.mPluginButtonInfo.ID);if(buttonJQ){buttonJQ.removeClass("edrawings-icon-plugin");eDwUIUtils.hide(this.mPluginButtonInfo.ID,false)}}};eDwUIBasePlugin.prototype.check=function(iPluginName){return iPluginName===this.PluginGroupName};eDwUIBasePlugin.prototype.isButtonForThisPlugin=function(iButtonJQ){return iButtonJQ&&iButtonJQ.length&&this.mPluginButtonInfo&&this.mPluginButtonInfo.ID&&this.mPluginButtonInfo.ID.indexOf(iButtonJQ[0].id)>-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i<elements_1.length;_i++){var element=elements_1[_i];element.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}}elemHandlers.MainDispatcher=function(ioEvent){eventDispatcher(ioEvent,elemHandlers.Handlers)};for(var _a=0,elements_2=elements;_a<elements_2.length;_a++){var element=elements_2[_a];element.addEventListener(iEventName,elemHandlers.MainDispatcher,true);elemHandlers.Handlers.push({EventTarget:element,ElementID:iElemID,TargetElemClasses:iElemClasses,Handler:iEventHandler})}console.debugLog("UIEventMgr","Added event - name = "+iEventName+", id = "+iElemID+", classes = "+iElemClasses+", Num handlers = "+elemHandlers.Handlers.length);return true};eDwUIHTMLEventMgr.prototype.removeEventHandlersByID=function(iElemID,iEventName,ioHandlersOfEvent){var handlersRemoved=false;var elemHandlers=ioHandlersOfEvent[iElemID];if(elemHandlers&&elemHandlers.Handlers.length){console.debugLog("UIEventMgr","Removed "+elemHandlers.Handlers.length+" handlers for event "+iEventName+" on element ID "+iElemID);for(var _i=0,_a=elemHandlers.Handlers;_i<_a.length;_i++){var handler=_a[_i];handler.EventTarget.removeEventListener(iEventName,elemHandlers.MainDispatcher,true)}elemHandlers.Handlers=[];handlersRemoved=true}else{console.debugLog("UIEventMgr","Tried to remove handlers for event "+iEventName+" on element ID "+iElemID+" but they were removed already.")}return handlersRemoved};return eDwUIHTMLEventMgr}();function eventDispatcher(ioEvent,iHandlerObjs){if(!iHandlerObjs||!iHandlerObjs.length)return;console.debugLog("UIEvents","Event = "+ioEvent.type+", Num handlers = "+iHandlerObjs.length);var runHandler=false;var targetJQ=eDwUIUtils.getAsJQueryObj(ioEvent.target);while(targetJQ.length&&!runHandler){for(var _i=0,iHandlerObjs_1=iHandlerObjs;_i<iHandlerObjs_1.length;_i++){var handlerObj=iHandlerObjs_1[_i];var targetClassName=targetJQ.className;console.debugLog("UIEvents","  element ID = "+handlerObj.ElementID+", target classes = "+handlerObj.TargetElemClasses+(targetClassName?", event target classes = "+targetClassName:""));var targetElemClasses=handlerObj.TargetElemClasses;var classes=targetElemClasses?targetElemClasses.split(" "):[];var numMatches=0;for(var j=0;j<classes.length;j++){numMatches+=targetJQ.hasClass(classes[j])?1:0}if(numMatches!==classes.length)continue;handlerObj.Handler(ioEvent);runHandler=true;var eventJQ=$(ioEvent);if(ioEvent.cancelable&&ioEvent.cancelBubble||eventJQ.isPropagationStopped&&eventJQ.isPropagationStopped()){return}}targetJQ=eDwUIUtils.getAsJQueryObj(targetJQ.parent());if(!runHandler&&targetJQ.length){console.debugLog("UIEvents","Events not found on target, checking parent "+"id="+targetJQ.id+", class="+targetJQ.className)}else if(!runHandler){console.debugLog("UIEvents","No matching events found on target.")}else{console.debugLog("UIEvents","Done processing event handlers.")}}}return eDwUIHTMLEventMgr}));define("eDwUIHTMLGenerator",["require","exports","eDwHierarchyNode","utils"],(function(require,exports,eDwHierarchyNode,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIHTMLGenerator=void 0;var cDefaultInitialLeftPaddingInPX=4;var cDefaultLeftPaddingInPX=27;var eDwUIHTMLGenerator=function(){function eDwUIHTMLGenerator(iViewer,iPanelUIID,iInitialLeftPaddingInPX,iLeftPaddingInPX){if(iInitialLeftPaddingInPX===void 0){iInitialLeftPaddingInPX=cDefaultInitialLeftPaddingInPX}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=cDefaultLeftPaddingInPX}this.mViewer=iViewer;this.mPanelUIID=iPanelUIID;this.mLeftPaddingInPX=iLeftPaddingInPX;this.mInitialLeftPaddingInPX=iInitialLeftPaddingInPX}eDwUIHTMLGenerator.prototype.generateHTMLForChildNodes=function(iParentNode,iIncludeAllDescendents,iLeftPaddingInPX){if(iIncludeAllDescendents===void 0){iIncludeAllDescendents=false}if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}var generatedHTML="";var offset=this.computeOffset(iLeftPaddingInPX);var childrenNodes=this.forNodeGetChildren(iParentNode);for(var _i=0,childrenNodes_1=childrenNodes;_i<childrenNodes_1.length;_i++){var childNode=childrenNodes_1[_i];var descendentsHTML=iIncludeAllDescendents?this.generateHTMLForChildNodes(childNode,iIncludeAllDescendents,offset):"";if(!this.shouldIncludeNode(childNode)&&descendentsHTML.length===0){continue}var moreClasses=descendentsHTML?" edrawings-tree-expanded ":"";var nodeHTML=this.generateHTMLForNode(childNode,offset,moreClasses);generatedHTML+=nodeHTML+descendentsHTML}return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTMLForNode=function(iNode,iLeftPaddingInPX,iAdditionalClasses,iIgnoreChildren){if(iAdditionalClasses===void 0){iAdditionalClasses=""}if(iIgnoreChildren===void 0){iIgnoreChildren=false}var additionalClasses=iAdditionalClasses.replace("edrawings-tree-expanded","");var expanded=iAdditionalClasses.length!==additionalClasses.length;var highlight=this.getHighlightClass(iNode);var nonRootClass=additionalClasses.indexOf("edrawings-root")>-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="<div class='edrawings-submenu-list-item"+highlight+" "+additionalClasses+"' style='padding-left: "+currOffset+"; width:calc(100% - "+currOffset+");' "+this.forNodeGetDataAttributes(iNode)+">";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+="<span class='item-tree-text"+highlight+" "+additionalClasses+"' "+this.forNodeGetDataAttributes(iNode)+"style='margin-left: 0px;'>"+this.forNodeGetElementContent(iNode)+"</span>";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="</div>";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i<modelViews_5.length;_i++){var modelView=modelViews_5[_i];var hierNode=modelView.Nodes[iNodeID];if(hierNode)return hierNode}return undefined};eDwUIHTMLGenerator.getDisplayStateCSSClass=function(iHierNode,iNewAttrib){var classCSS="edrawings-"+iHierNode.Category;classCSS+=iHierNode.isActive()?"":"-inactive";var dummyNode=eDwHierarchyNode.create(iNewAttrib);var displayState=iNewAttrib?dummyNode.getDisplayState(iHierNode.getAttribs()):iHierNode.getDisplayState();switch(displayState){case"Invisible":classCSS+="-invisible";break;case"Visible":classCSS+="-visible";break;case"Transparent":classCSS+="-transparent";break;default:console.debugLog("UI","Invalid node display type: "+displayState)}return classCSS};eDwUIHTMLGenerator.prototype.shouldIncludeNode=function(iNode){var searchField=$(this.mPanelUIID+" .edrawings-menu-search-input");if(searchField&&searchField.val()){var regex=new RegExp(searchField.val(),"i");if(this.forNodeGetName(iNode).search(regex)<0)return false}return true};eDwUIHTMLGenerator.prototype.getHighlightClass=function(iNode){var isSelected=this.mViewer.SelectionMgr.isSelected(this.forNodeGetID(iNode));return isSelected?" edrawings-list-selected ":""};eDwUIHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="";if(!iIgnoreChildren&&this.forNodeHasChildren(iNode)){generatedHTML+="edrawings-tree-arrow "+"edrawings-tree-arrow-space-common ";if(iNodeExpanded)generatedHTML+="edrawings-tree-expanded "}else{generatedHTML+="edrawings-tree-space "+"edrawings-tree-arrow-space-common "}return generatedHTML};eDwUIHTMLGenerator.prototype.getPreSpanHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){var generatedHTML="<div class='"+this.getPreSpanIconHTML(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren);var nodeIconClass=this.forNodeGetDisplayStateCSSClass(iNode);generatedHTML+=iAdditionalClasses+"' data-hoopsid='"+this.forNodeGetID(iNode)+"'> </div> <div class='"+nodeIconClass+" "+iAdditionalClasses+" edrawings-tree-icon'> </div>";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"<div class='edrawings-submenu-list-item-button "+iAdditionalClasses+"'> </div>"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="<div class='edrawings-submenu-list-item "+"edrawings-root' style='padding-left: "+this.mInitialLeftPaddingInPX+"px; "+"width:calc(100% - "+this.mInitialLeftPaddingInPX+"px);'> "+"<input id='layer-all' class='layer-all "+" edrawings-layer-checkbox-style' "+" type='checkbox' checked> "+"<span class='item-tree-text'>"+"Name</span></div>"+"<hr style='margin-top:0;margin-left:5px;"+"margin-right:10px;'>"}for(_i=0,layers_2=layers;_i<layers_2.length;_i++){layer=layers_2[_i];if(!this.shouldIncludeNode(layer))continue;generatedHTML+=this.generateHTMLForNode(layer,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUILayerHTMLGenerator.prototype.getPreSpanHTML=function(iLayer,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return"<input class='item-layer-checkbox"+" edrawings-layer-checkbox-style' type='checkbox' "+(iLayer.getAttribs().Visible?"checked":"unchecked")+">"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="<div>"+iResult.ErrorCode+"</div>";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="<div style='white-space: nowrap'>"+data+"</div>"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="<div class='"+iTextClass+" edrawings-dialog-content'";optionKeys=Object.keys(iOptions);for(_i=0,optionKeys_1=optionKeys;_i<optionKeys_1.length;_i++){optionKey=optionKeys_1[_i];div+=" "+optionKey+"="+getValue(iOptions[optionKey])}div+="></div>";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_i<modelViews_6.length;_i++){modelView=modelViews_6[_i];modelViewHierNode=modelView.Hierarchy;if(!this.shouldIncludeNode(modelViewHierNode)){continue}generatedHTML+=this.generateHTMLForNode(modelViewHierNode,NaN,"edrawings-root "+iAdditionalClasses,true)}return[2,generatedHTML]}))}))};eDwUIModelViewHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer"||iHierNode.Category==="table"){return false}return _super.prototype.shouldIncludeNode.call(this,iHierNode)};eDwUIModelViewHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUIModelViewHTMLGenerator}(eDwUIHTMLGenerator_3.eDwUIHTMLGenerator);return eDwUIModelViewHTMLGenerator}));define("eDwUIPluginMgr",["require","exports","eDwServiceMgr","eDwGenericError","utils"],(function(require,exports,eDwServiceMgr,eDwGenericError,utils){"use strict";var eDwUIPluginMgr=function(){function eDwUIPluginMgr(){this.clearPluginData()}eDwUIPluginMgr.prototype.loadPlugins=function(iPluginClassNames,iViewer,iViewerFeatOpts){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPluginClassNames_1,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iPluginClassNames.length)return[2];promises=[];for(_i=0,iPluginClassNames_1=iPluginClassNames;_i<iPluginClassNames_1.length;_i++){pluginClassName=iPluginClassNames_1[_i];if(!pluginClassName)continue;l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),promises)}return[4,Promise.all(promises)];case 1:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.loadDynamicPlugins=function(iViewer){return __awaiter(this,void 0,void 0,(function(){var pluginClassNames;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwServiceMgr.get().importPlugins()];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer)];case 2:_a.sent();return[2]}}))}))};eDwUIPluginMgr.prototype.onClick=function(iID,iActivate){var plugin=this.mIDToPluginMap[iID];if(plugin){plugin.onClick(iActivate);return true}return false};eDwUIPluginMgr.prototype.destroy=function(){for(var _i=0,_a=this.mUIPlugins;_i<_a.length;_i++){var plugin=_a[_i];plugin.destroy()}this.clearPluginData();eDwUIPluginMgr.sMgr=null};eDwUIPluginMgr.get=function(){if(!eDwUIPluginMgr.sMgr){eDwUIPluginMgr.sMgr=new eDwUIPluginMgr}return eDwUIPluginMgr.sMgr};eDwUIPluginMgr.prototype.clearPluginData=function(){this.mUIPlugins=[];this.mIDToPluginMap={};this.mPluginClassNameProcessed={}};eDwUIPluginMgr.prototype.loadPlugin=function(iPluginClassName,iViewer,iViewerFeatOpts){var _this=this;var onPluginLoaded=function(iGenericPluginClassConstructor){return __awaiter(_this,void 0,void 0,(function(){var plugin,pluginButtonID,pluginClassNames,loadedPluginPromises,_i,pluginClassNames_1,pluginClassName,iExcp_15;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,6,,7]);plugin=new iGenericPluginClassConstructor(iViewer,iViewerFeatOpts);this.mUIPlugins.push(plugin);pluginButtonID=plugin.PluginButtonID;if(pluginButtonID){this.mIDToPluginMap[pluginButtonID]=plugin}console.debugLog("UIPlugin","Dynamically loaded "+iPluginClassName);if(!plugin.Dependencies.length)return[3,4];return[4,eDwServiceMgr.get().importDependencies(plugin.Dependencies)];case 1:pluginClassNames=_a.sent();return[4,this.loadPlugins(pluginClassNames,iViewer,iViewerFeatOpts)];case 2:_a.sent();loadedPluginPromises=[];for(_i=0,pluginClassNames_1=pluginClassNames;_i<pluginClassNames_1.length;_i++){pluginClassName=pluginClassNames_1[_i];if(!pluginClassName)continue;try{l_appendPromiseToArray(this.loadPlugin(pluginClassName,iViewer,iViewerFeatOpts),loadedPluginPromises)}catch(iExcp){console.warn("Importing dependencies for "+iPluginClassName+" failed - "+iExcp.message)}}return[4,Promise.all(loadedPluginPromises)];case 3:_a.sent();_a.label=4;case 4:return[4,plugin.init()];case 5:_a.sent();console.debugLog("UIPlugin","Initialized "+iPluginClassName);return[3,7];case 6:iExcp_15=_a.sent();console.warn("Constructing "+iPluginClassName+" failed - "+iExcp_15.message);return[3,7];case 7:return[2]}}))}))};try{console.debugLog("UIPlugin","Attempting dynamic load of "+iPluginClassName);return new Promise((function(iResolveFunc,iRejectFunc){if(_this.mPluginClassNameProcessed[iPluginClassName]){iResolveFunc()}else{_this.mPluginClassNameProcessed[iPluginClassName]=true;require([iPluginClassName],(function(iClassConstructor){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,onPluginLoaded(iClassConstructor).then(iResolveFunc,(function(iReason){if(iRejectFunc)iRejectFunc(iReason);else{var msg=JSON.stringify(iReason);console.debugLog("UIPlugin",msg);throw new eDwGenericError("")}}))];case 1:_a.sent();return[2]}}))}))})()}))}}))}catch(iExcp){console.warn("Dynamic load failed for "+iPluginClassName+" - "+iExcp.message);return Promise.reject()}};return eDwUIPluginMgr}();function l_appendPromiseToArray(iPromise,ioPromises){utils.appendToArray(iPromise,ioPromises)}return eDwUIPluginMgr}));define("eDwUISheetTreeHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_4){"use strict";var eDwUISheetTreeHTMLGenerator=function(_super){__extends(eDwUISheetTreeHTMLGenerator,_super);function eDwUISheetTreeHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUISheetTreeHTMLGenerator.prototype.shouldIncludeNode=function(iHierNode){if(iHierNode.Category==="layer")return false;return _super.prototype.shouldIncludeNode.call(this,iHierNode)};return eDwUISheetTreeHTMLGenerator}(eDwUIHTMLGenerator_4.eDwUIHTMLGenerator);return eDwUISheetTreeHTMLGenerator}));define("eDwUIShortcutMenu",["require","exports","eDwUIHTMLEventMgr","eDwGenericError","eDwEventMgr","eDwEvents","eDwUIUtils"],(function(require,exports,eDwUIHTMLEventMgr,eDwGenericError,eDwEventMgr,eDwEvents_8,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIShortcutMenu=void 0;var eDwUIShortcutMenu=function(){function eDwUIShortcutMenu(){var _this=this;this.mMenuHandlers={};this.mMenuVisibilityHandlerObjs={};this.mCheckPluginHandlers={};$(c_menuID).menu({select:function(iEvent,iUIItemJQ){var itemJQ=iUIItemJQ.item;if(!itemJQ||itemJQ.hasClass(".ui-state-disabled"))return;var handler=_this.mMenuHandlers[itemJQ.attr("id")];if(handler){handler(iEvent,iUIItemJQ,_this.mArg)}else{console.debugLog("shortcutmenu","Missing shortcut menu handler: "+itemJQ.attr("class"))}}});eDwUIShortcutMenu.hide();this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mUIHTMLEventMgr.addEventHandler("document","contextmenu",eDwUIUtils.inhibitEventBehavior);var showShortcutMenu=function(iViewer,iScreenPos,iArg,iPluginName){return __awaiter(_this,void 0,void 0,(function(){var menuItemID,visibilityHandlerObj,pluginHandler,visState,handlerExists;return __generator(this,(function(_a){this.mArg=iArg;for(menuItemID in this.mMenuVisibilityHandlerObjs){visibilityHandlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];pluginHandler=this.mCheckPluginHandlers[visibilityHandlerObj.PluginName];visState=pluginHandler?!pluginHandler(iPluginName):false;handlerExists=visibilityHandlerObj.VisHandler;visState=visState||(handlerExists?!visibilityHandlerObj.VisHandler(iViewer,iArg):false);eDwUIUtils.hide("#"+menuItemID,visState)}eDwUIShortcutMenu.show(iScreenPos.x,iScreenPos.y);return[2]}))}))};var hideShortcutMenu=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){eDwUIShortcutMenu.hide();return[2]}))}))};var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwEvents_8.RightClickEvent,showShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.UnselectEvent,hideShortcutMenu);eventMgr.addEventHandlerFunc(eDwEvents_8.LeftClickEvent,hideShortcutMenu)}eDwUIShortcutMenu.prototype.isEmpty=function(){return!$(c_menuID+" ul").length&&!$(c_menuID+" li").length};eDwUIShortcutMenu.prototype.removeAllEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwEvents_8.RightClickEvent,"showShortcutMenu");eventMgr.removeEventHandlerFunc(eDwEvents_8.UnselectEvent,"hideShortcutMenu");this.mMenuHandlers={};this.mCheckPluginHandlers={}};eDwUIShortcutMenu.prototype.destroy=function(){eDwUIShortcutMenu.hide();this.removeAllEventHandlers();$(c_menuID+" ul").remove();$(c_menuID+" li").remove();eDwUIShortcutMenu.sMenu=null};eDwUIShortcutMenu.prototype.addMenuItem=function(iPluginName,iMenuItemCSSClassName,iHandlerFunc,iIsVisibleFunc,iInitHideMenuItem,iParentMenuSelector){if(iHandlerFunc===void 0){iHandlerFunc=null}if(iIsVisibleFunc===void 0){iIsVisibleFunc=l_shouldBeVisible}if(iInitHideMenuItem===void 0){iInitHideMenuItem=true}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}if(!iMenuItemCSSClassName){console.debugLog("shortcutmenu","Missing selector.");throw new eDwGenericError("Missing selector.")}var menuJQ=$(iParentMenuSelector);var menuItemJQ=l_insertInMenu("li",iPluginName,iMenuItemCSSClassName,menuJQ);var menuItemID=menuItemJQ.attr("id");eDwUIUtils.hide("#"+menuItemID,iInitHideMenuItem);if(iHandlerFunc){this.mMenuHandlers[menuItemID]=iHandlerFunc}var handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID];if(!handlerObj){handlerObj=this.mMenuVisibilityHandlerObjs[menuItemID]={VisHandler:iIsVisibleFunc,PluginName:iPluginName}}else{handlerObj.VisHandler=iIsVisibleFunc;handlerObj.PluginName=iPluginName}};eDwUIShortcutMenu.prototype.addSubMenu=function(iPluginName,iSubMenuCSSClassName,iHideSubMenu,iParentMenuSelector){if(iHideSubMenu===void 0){iHideSubMenu=false}if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var subMenuJQ=$(iParentMenuSelector);l_insertInMenu("ul",iPluginName,iSubMenuCSSClassName,subMenuJQ);if(iHideSubMenu)eDwUIShortcutMenu.hide()};eDwUIShortcutMenu.prototype.addMenuSeparator=function(iPluginName){this.addMenuItem(iPluginName,"edrawings-shortcut-divider",null,(function(iViewer,iArg){if(l_getNumVisMenuItems()){return l_shouldBeVisible(iViewer,iArg)}return false}))};eDwUIShortcutMenu.prototype.setPluginCheck=function(iPluginNameKey,iCheckFunc){if(iPluginNameKey){this.mCheckPluginHandlers[iPluginNameKey]=iCheckFunc;return true}return false};eDwUIShortcutMenu.prototype.removeAllMenuItems=function(iPluginName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}this.removeMenuItem(iPluginName,"",iParentMenuSelector)};eDwUIShortcutMenu.prototype.removeMenuItem=function(iPluginName,iMenuItemCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}var menuItemJQ=l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName);var menuItemID=menuItemJQ.attr("id");delete this.mMenuHandlers[menuItemID];delete this.mMenuVisibilityHandlerObjs[menuItemID];$(iParentMenuSelector).menu("refresh")};eDwUIShortcutMenu.prototype.removeSubMenu=function(iPluginName,iSubMenuCSSClassName,iParentMenuSelector){if(iParentMenuSelector===void 0){iParentMenuSelector=c_menuID}l_removeFromMenu(iParentMenuSelector,iPluginName,iSubMenuCSSClassName)};eDwUIShortcutMenu.get=function(){if(!eDwUIShortcutMenu.sMenu){eDwUIShortcutMenu.sMenu=new eDwUIShortcutMenu}return eDwUIShortcutMenu.sMenu};eDwUIShortcutMenu.destroy=function(){if(eDwUIShortcutMenu.sMenu)eDwUIShortcutMenu.sMenu.destroy()};eDwUIShortcutMenu.show=function(iX,iY,iParentRect){var numVisMenuItems=l_getNumVisMenuItems();if(!numVisMenuItems)return;var menuJQ=$(c_menuID);var viewerElemJQ=$("#edrawings-canvas");var parentRect=iParentRect?iParentRect:{Width:viewerElemJQ.width(),Height:viewerElemJQ.height()};var posx=iX;var posy=iY;var menuHeight=menuJQ.height();var menuWidth=menuJQ.width();if(posx+menuWidth>parentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"</"+iElementStyle+">");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i<tableNodes_1.length;_i++){tableNode=tableNodes_1[_i];if(!this.shouldIncludeNode(tableNode))continue;generatedHTML+=this.generateHTMLForNode(tableNode,NaN,"edrawings-root "+iAdditionalClasses,true)}}return[2,generatedHTML]}))}))};eDwUITableHTMLGenerator.prototype.getPreSpanIconHTML=function(iNode,iAdditionalClasses,iNodeExpanded,iIgnoreChildren){return""};return eDwUITableHTMLGenerator}(eDwUIHTMLGenerator_5.eDwUIHTMLGenerator);return eDwUITableHTMLGenerator}));define("eDwUIUtils",["require","exports","eDwView","eDwServiceMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwZoomToFitCmd","eDwResetCmd","eDwUIHTMLGenerator","eDwUISheetTreeHTMLGenerator","eDwUILayerHTMLGenerator","eDwUIDebugHTMLGenerator","eDwEventMgr","eDwAJAXError","eDwResultError","eDwNodeAttributes","eDwTypes","eDwEvents","eDwUIMessageReporter","utils","eDwKeyMgr"],(function(require,exports,eDwView,eDwServiceMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwZoomToFitCmd,eDwResetCmd,eDwUIHTMLGenerator_6,eDwUISheetTreeHTMLGenerator,eDwUILayerHTMLGenerator,eDwUIDebugHTMLGenerator,eDwEventMgr,eDwAJAXError,eDwResultError,eDwNodeAttributes_4,eDwTypes_17,eDwEvents_9,eDwUIMessageReporter,utils,eDwKeyMgr_5){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.getAsJQueryObj=exports.adjustScrollArrows=exports.disableScrollOnTouch=exports.enableScrollOnTouch=exports.executeScrolling=exports.positionMenuPanelArrowCollapseButton=exports.fixMenuPanelInwardToolbar=exports.viewFile=exports.makeResult=exports.getViewerElementID=exports.getViewerElementName=exports.resetToHomeView=exports.isStateOn=exports.isIDInJQuery=exports.deactivateUI=exports.activateUI=exports.getIDHC=exports.scrollToTarget=exports.getPosition=exports.getRequestedQueryStringParams=exports.hide=exports.loadPanel=exports.getSpanText=exports.getTarget=exports.getText=exports.addPanelModeEvents=exports.populateModelViewPanel=exports.inhibitEventBehavior=exports.loadComponentHTML=exports.deactivateMoveInput=exports.addCloseEventHandler=exports.scrollToTreeNode=exports.expandSelected=exports.switchModelView=exports.updateModelViewTargets=exports.searchPanelList=exports.zoomToFit=exports.addSubTreeArrowEventHandler=exports.updateUI=exports.getUIPanelID=exports.setUIGenerator=exports.getUIGenerator=exports.createUIGenerators=exports.updateIcons=void 0;function updateIcons(iHierNodesAndAttribs){for(var _i=0,iHierNodesAndAttribs_4=iHierNodesAndAttribs;_i<iHierNodesAndAttribs_4.length;_i++){var hierNodeAndAttribs=iHierNodesAndAttribs_4[_i];var hierNode=hierNodeAndAttribs.HierNode;var attribs=hierNodeAndAttribs.Attribs;var listItemDiv=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-submenu-list-item"]');var iconDiv=listItemDiv.children("div.edrawings-tree-icon");iconDiv.removeClass(l_getAllDisplayStateCSSClasses(hierNode));var newCSSClass=eDwUIHTMLGenerator_6.eDwUIHTMLGenerator.getDisplayStateCSSClass(hierNode,attribs);iconDiv.addClass(newCSSClass)}}exports.updateIcons=updateIcons;function createUIGenerators(iViewer){var panelID="#edrawings-sheet-tree-menu";l_generators[panelID]=new eDwUISheetTreeHTMLGenerator(iViewer,panelID);panelID="#edrawings-layer-control-menu";l_generators[panelID]=new eDwUILayerHTMLGenerator(iViewer,panelID);panelID="#edrawings-debug-menu";l_generators[panelID]=new eDwUIDebugHTMLGenerator(iViewer,panelID)}exports.createUIGenerators=createUIGenerators;function getUIGenerator(iName){return l_generators[iName]}exports.getUIGenerator=getUIGenerator;function setUIGenerator(iName,iGen){l_generators[iName]=iGen}exports.setUIGenerator=setUIGenerator;function getUIPanelID(iTargetJQ){var panelJQ=iTargetJQ.closest(".edrawings-submenu");return panelJQ?"#"+panelJQ[0].id:""}exports.getUIPanelID=getUIPanelID;function updateUI(iViewer,iModelView,iInit){if(iInit===void 0){iInit=false}return __awaiter(this,void 0,void 0,(function(){var model,listHTML,listJQ,gen,modelViews,_i,modelViews_7,modelView;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iViewer)return[3,2];if(iViewer.ViewerFeatureOpts.Debug)l_populateDebugPanel(iViewer);model=iViewer.getModel();if(!iModelView)return[3,2];if(iModelView===model.getActiveModelView()){listHTML="";listJQ=$("#edrawings-sheet-tree-menu .edrawings-submenu-list");gen=getUIGenerator("#edrawings-sheet-tree-menu");modelViews=iViewer.getModel().getModelViews();for(_i=0,modelViews_7=modelViews;_i<modelViews_7.length;_i++){modelView=modelViews_7[_i];listHTML+=gen.generateHTMLForNode(modelView.Hierarchy,NaN,"edrawings-root")}listJQ.empty();listJQ.append(listHTML)}updateModelViewTargets(iModelView,"[class~='config-tree-text']","edrawings-list-selected");if(!iInit)return[3,2];return[4,l_populateLayerPanel(iViewer)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.updateUI=updateUI;function addSubTreeArrowEventHandler(ioUIHTMLEventMgr,iTreeNodeID){ioUIHTMLEventMgr.addDelegatedEventHandler(iTreeNodeID+" .edrawings-tree-arrow","click",(function(iEvent){if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ[0])return;function collapseListNode(iTargetJQ){var parentElemJQ=iTargetJQ[0]?getAsJQueryObj(iTargetJQ[0].parentElement):$();if(!parentElemJQ.hasClass("edrawings-submenu-list")){parentElemJQ=parentElemJQ[0]?getAsJQueryObj(parentElemJQ[0].parentElement):$()}if(!parentElemJQ[0]){console.warn("No list found for the collapsable element.");return}var parentElem=parentElemJQ[0];var childElemsJQ=parentElemJQ.children("[data-hoopsparentid='"+iTargetJQ.data("hoopsid")+"']");$.each(childElemsJQ,(function(iArg,iElem){collapseListNode($(iElem));parentElem.removeChild(iElem)}))}if(targetJQ.hasClass("edrawings-tree-expanded")){collapseListNode(targetJQ);targetJQ.removeClass("edrawings-tree-expanded")}else{var appendJQ=targetJQ.closest(".edrawings-submenu-list-item");var panelID=getUIPanelID(appendJQ);var gen=getUIGenerator(panelID);var nodeToExpandHC=parseInt(targetJQ.data("hoopsid"),10);var node=gen.getNodeFromID(nodeToExpandHC);if(node===undefined){console.debugLog("ListUI","There is no node for the ID");return}var offset=parseInt($(appendJQ).css("padding-left"),10);appendJQ.after(gen.generateHTMLForChildNodes(node,false,offset));targetJQ.addClass("edrawings-tree-expanded")}}))}exports.addSubTreeArrowEventHandler=addSubTreeArrowEventHandler;function zoomToFit(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var nodeIDHC,activeModelView,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:nodeIDHC=iViewer.SelectionMgr.getLastSelIDHC();if(utils.isNaN(nodeIDHC)){activeModelView=iViewer.getModel().getActiveModelView();nodeIDHC=activeModelView.Hierarchy.HOOPSID}zoomToFitCmd=new eDwZoomToFitCmd(iViewer,nodeIDHC,iViewer.getHCView().getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.zoomToFit=zoomToFit;function searchPanelList(iViewer,iElemJQ){var panelID=getUIPanelID(iElemJQ);var listJQ=$(panelID+" .edrawings-submenu-list");var activeModelView=iViewer.getModel().getActiveModelView();var activeModelViewNode=activeModelView.Hierarchy;if(activeModelViewNode){listJQ.empty();iViewer.SelectionMgr.unSelectAllObjects();var gen=getUIGenerator(panelID);var inputVal=$(panelID+" .edrawings-menu-search-input").val();listJQ.append(gen.generateHTMLForChildNodes(activeModelViewNode,inputVal.length>0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i<hashes.length;i++){var hash=hashes[i].split("=");if(hash.length>1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_i<layers_3.length;_i++){var layer=layers_3[_i];var layerElem="<div>Layer "+layer.getName()+" (ID="+layer.getIDHC()+", Visible="+layer.getAttribs().Visible+") sub-layer IDs: ";var subLayerIDsHC=layer.getNodeIDsHC();for(var _a=0,subLayerIDsHC_1=subLayerIDsHC;_a<subLayerIDsHC_1.length;_a++){var subLayerIDHC=subLayerIDsHC_1[_a];layerElem+=subLayerIDHC+" "}layerElem+="</div>";list.append(layerElem)}list.append(gen.generateHTMLForNode(modelView.Hierarchy.HOOPSID,0," edrawings-tree-expanded ",true));list.append(gen.generateHTMLForChildNodes(modelView.Hierarchy.HOOPSID,true,4))}}var c_onContextLost=function(){return __awaiter(void 0,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIMessageReporter.showMessagePanelFromCSScontent("edrawings-glcontextlost")];case 1:_a.sent();return[2]}}))}))};function l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ,iTop){var buttonJQ=iPanelJQ;if(!iPanelJQ.hasClass("edrawings-menu-panel-arrow-collapse")){buttonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse")}buttonJQ.css("top",typeof iTop==="undefined"?"":iTop)}function l_computeTargetMinimalAdjustment(iTargetSide,iTargetOffset,iReferenceSide,iReferenceOffset){var diff=0;if(iTargetSide<iReferenceSide){diff=iTargetSide-iReferenceSide}else if(iTargetSide+iTargetOffset>iReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context!  Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i<len;i++){bytes[i]=binString.charCodeAt(i)}return bytes}exports.getUint8Array=getUint8Array;var MixinBase=function(_super){__extends(MixinBase,_super);function MixinBase(iMixinConstructors){var _this=_super.call(this)||this;populateMixinObjectFromClasses(_this,iMixinConstructors);return _this}return MixinBase}(Function);exports.MixinBase=MixinBase;function populateMixinObject(ioDestObj,iSrcObjs){for(var _i=0,iSrcObjs_1=iSrcObjs;_i<iSrcObjs_1.length;_i++){var srcObj=iSrcObjs_1[_i];var mixinProps=Object.getOwnPropertyNames(srcObj);for(var _a=0,mixinProps_1=mixinProps;_a<mixinProps_1.length;_a++){var mixinProp=mixinProps_1[_a];ioDestObj[mixinProp]=srcObj[mixinProp]}}}exports.populateMixinObject=populateMixinObject;function populateMixinObjectFromClasses(ioDestObj,iConstructors){populateMixinObject(ioDestObj,iConstructors.map((function(iConstructor){return iConstructor.prototype})));ioDestObj.MixinConstructors=iConstructors}exports.populateMixinObjectFromClasses=populateMixinObjectFromClasses;function isInstanceOf(iInstance,iConstructor){if(!iInstance)return false;function isMixinInstance(){if(!isOfType(iInstance,"MixinConstructors"))return false;var index=iInstance.MixinConstructors.indexOf(iConstructor);return index>-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i<arguments.length;_i++){iArgs[_i-1]=arguments[_i]}var argIndex=0;var replFormat=iFormat.replace(/\${([a-zA-Z0-9_-]+)}/g,(function(iPosParam){var val=typeof iArgs[argIndex]!=="undefined"?iArgs[argIndex]:iPosParam;++argIndex;return val}));return replFormat}exports.formatString=formatString;function getFirstMatchedMethodObj(iObj,iPartialName){if(!iObj||!iPartialName)return null;var props=$.map(iObj,(function(iValue,iKey){return iKey.indexOf(iPartialName)>-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray}));
+// Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved.
+</script>
+</body>
+</html>
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diff --git a/injection/katbot-pro-mega-beta/templates/shared/body.md b/injection/katbot-pro-mega-beta/templates/shared/body.md
new file mode 100644
index 000000000..47df71a87
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+++ b/injection/katbot-pro-mega-beta/templates/shared/body.md
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+Arbor injection machine which provides fast, repeatable, comfortable, safe and precise injection of plastic!
+
+### Highlights and details
+
+- All parts are precision manufactured, using modern CNC and manual machines
+- Smooth and precise plunging experience
+- The plunger has a replaceable bronze tip
+- 2 mold interfaces: cone for press, and M20 thread interface
+- Heat-shield and insulation
+- Stepless mould height adjustment, spring loaded
+- Mould guide pins and slots
+- Transmission 1:1
+- Shotsize: 50G
+
+### Services
+
+- After - Sales Service
+- 3 years Warranty
+- Cheap replacements for consumables
+- Customization to user needs
+- Mold design and fabrication